texmath 0.12.10.3 → 0.13.3.1
raw patch · 534 files changed
This diff is very large; some files are shown as “too large to diff”. Download the raw patch for the complete diff.
Files
- README.md +12/−20
- changelog.md +165/−0
- extra/texmath.hs +1/−0
- man/texmath.1.md +2/−2
- server/Main.hs +5/−1
- src/Text/TeXMath.hs +2/−0
- src/Text/TeXMath/Readers/MathML.hs +6/−1
- src/Text/TeXMath/Readers/OMML.hs +27/−11
- src/Text/TeXMath/Readers/TeX.hs +125/−59
- src/Text/TeXMath/Readers/TeX/Macros.hs +55/−42
- src/Text/TeXMath/Shared.hs +82/−29
- src/Text/TeXMath/TeX.hs +28/−18
- src/Text/TeXMath/Types.hs +6/−2
- src/Text/TeXMath/Writers/Eqn.hs +15/−5
- src/Text/TeXMath/Writers/MathML.hs +32/−22
- src/Text/TeXMath/Writers/OMML.hs +43/−10
- src/Text/TeXMath/Writers/Pandoc.hs +1/−0
- src/Text/TeXMath/Writers/StarMath.hs +1582/−0
- src/Text/TeXMath/Writers/TeX.hs +46/−5
- src/Text/TeXMath/Writers/Typst.hs +39/−13
- test/reader/mml/complex3.test +2/−2
- test/reader/mml/menclose.test +23/−0
- test/reader/mml/mspace1.test +2/−2
- test/reader/mml/mspacestruts2.test +2/−1
- test/reader/omml/cancel.test +86/−0
- test/reader/omml/sym.test +9/−0
- test/reader/tex/array_column_specs.test +20/−0
- test/reader/tex/cancel.test +13/−0
- test/reader/tex/macros.test +2/−2
- test/reader/tex/macros_escaped_braces.test +13/−0
- test/reader/tex/macros_nested_env.test +20/−0
- test/regression/245b.test +4/−4
- test/regression/273.test +5/−0
- test/regression/275.test +14/−0
- test/regression/276.test +9/−0
- test/regression/277.test +4/−0
- test/regression/278.test +4/−0
- test/regression/280.test +13/−0
- test/regression/280b.test +41/−0
- test/regression/291.test +6/−0
- test/regression/293.test +11/−0
- test/regression/296.test +16/−0
- test/regression/297.test +4/−0
- test/roundtrip/cancel.native +6/−0
- test/test-texmath.hs +4/−0
- test/writer/eqn/cancel.test +8/−0
- test/writer/eqn/complex3.test +1/−1
- test/writer/eqn/ms-15.test +1/−1
- test/writer/eqn/ms-16.test +1/−1
- test/writer/eqn/sans-serif-bold-italic.test +1/−1
- test/writer/eqn/sans-serif-bold.test +1/−1
- test/writer/eqn/sans-serif-italic.test +1/−1
- test/writer/eqn/sans-serif.test +1/−1
- test/writer/eqn/serif-bold-italic.test +1/−1
- test/writer/eqn/serif-bold.test +1/−1
- test/writer/eqn/serif-italic.test +1/−1
- test/writer/eqn/serif.test +1/−1
- test/writer/mml/00000_C0_Controls_and_Basic_Latin.test +1/−1
- test/writer/mml/08.test +2/−2
- test/writer/mml/09.test +1/−1
- test/writer/mml/10.test +1/−1
- test/writer/mml/20.test +115/−115
- test/writer/mml/22.test +102/−102
- test/writer/mml/a.test +1/−1
- test/writer/mml/b.test +2/−2
- test/writer/mml/binomial_coefficient.test +3/−3
- test/writer/mml/c.test +2/−2
- test/writer/mml/complex3.test +131/−131
- test/writer/mml/emptyContent1.test +1/−1
- test/writer/mml/f.test +1/−1
- test/writer/mml/g.test +3/−3
- test/writer/mml/invChars.test +1/−1
- test/writer/mml/l.test +4/−4
- test/writer/mml/menclose.test +25/−0
- test/writer/mml/mfencedAempty.test +1/−1
- test/writer/mml/mfracZcomp-01.test +1/−1
- test/writer/mml/mfracZcomp-02.test +1/−1
- test/writer/mml/mfracZcomp-03.test +1/−1
- test/writer/mml/mfracZcomp-12.test +1/−1
- test/writer/mml/mfracZcomp-13.test +1/−1
- test/writer/mml/mfracZcomp-14.test +1/−1
- test/writer/mml/mfracZcomp-15.test +1/−1
- test/writer/mml/mfracZcomp-16.test +1/−1
- test/writer/mml/mfracZcomp-17.test +1/−1
- test/writer/mml/mfracZcomp-18.test +1/−1
- test/writer/mml/mfracZcomp-19.test +1/−1
- test/writer/mml/mfracZcomp-20.test +1/−1
- test/writer/mml/mfracZcomp-21.test +1/−1
- test/writer/mml/mfracZcomp-24.test +1/−1
- test/writer/mml/mfracZcomp-25.test +1/−1
- test/writer/mml/mfracZcomp-33.test +1/−1
- test/writer/mml/mi2.test +1/−1
- test/writer/mml/miAtoken5.test +2/−2
- test/writer/mml/miequivalents11.test +13/−13
- test/writer/mml/mimathvariant13.test +28/−28
- test/writer/mml/mimathvariant14.test +10/−10
- test/writer/mml/mo6.test +2/−2
- test/writer/mml/mstyleA2.test +1/−1
- test/writer/mml/n.test +31/−31
- test/writer/mml/operatorname.test +14/−14
- test/writer/mml/primes1.test +1/−1
- test/writer/mml/s.test +3/−3
- test/writer/mml/schwinger_dyson.test +2/−2
- test/writer/mml/simplePres.test +1/−1
- test/writer/mml/sphere_volume.test +3/−3
- test/writer/mml/stretchAccents2.test +1/−1
- test/writer/mml/subsup.test +5/−5
- test/writer/mml/t.test +2/−2
- test/writer/mml/v.test +8/−8
- test/writer/mml/white10.test +5/−5
- test/writer/omml/00000_C0_Controls_and_Basic_Latin.test +9/−33
- test/writer/omml/00080_C1_Controls_and_Latin-1_Supplement.test +9/−33
- test/writer/omml/00100_Latin_Extended-A.test +9/−33
- test/writer/omml/00180_Latin_Extended-B.test +14/−43
- test/writer/omml/00250_IPA_Extensions.test +7/−29
- test/writer/omml/002B0_Spacing_Modifier_Letters.test +6/−27
- test/writer/omml/00300_Combining_Diacritical_Marks.test +8/−31
- test/writer/omml/00370_Greek_and_Coptic.test +10/−35
- test/writer/omml/00400_Cyrillic.test +17/−49
- test/writer/omml/01E00_Latin_Extended_Additional.test +17/−49
- test/writer/omml/01F00_Greek_Extended.test +17/−49
- test/writer/omml/02000_General_Punctuation.test +8/−31
- test/writer/omml/02070_Superscripts_and_Subscripts.test +4/−23
- test/writer/omml/020A0_Currency_Symbols.test +4/−23
- test/writer/omml/020D0_Combining_Diacritical_Marks_for_Symbols.test +4/−23
- test/writer/omml/02100_Letterlike_Symbols.test +6/−27
- test/writer/omml/02150_Number_Forms.test +5/−25
- test/writer/omml/02190_Arrows.test +8/−31
- test/writer/omml/02200_Mathematical_Operators.test +17/−49
- test/writer/omml/02300_Miscellaneous_Technical.test +17/−49
- test/writer/omml/02400_Control_Pictures.test +5/−25
- test/writer/omml/02440_Optical_Character_Recognition.test +3/−21
- test/writer/omml/02460_Enclosed_Alphanumerics.test +11/−37
- test/writer/omml/02500_Box_Drawing.test +9/−33
- test/writer/omml/02580_Block_Elements.test +3/−21
- test/writer/omml/025A0_Geometric_Shapes.test +7/−29
- test/writer/omml/02600_Miscellaneous_Symbols.test +17/−49
- test/writer/omml/02700_Dingbats.test +13/−41
- test/writer/omml/027C0_Miscellaneous_Mathematical_Symbols-A.test +4/−23
- test/writer/omml/027F0_Supplemental_Arrows-A.test +2/−19
- test/writer/omml/02900_Supplemental_Arrows-B.test +9/−33
- test/writer/omml/02980_Miscellaneous_Mathematical_Symbols-B.test +9/−33
- test/writer/omml/02A00_Supplemental_Mathematical_Operators.test +17/−49
- test/writer/omml/02B00_Miscellaneous_Symbols_and_Arrows.test +7/−29
- test/writer/omml/04.test +0/−2
- test/writer/omml/0FB00_Alphabetic_Presentation_Forms.test +6/−27
- test/writer/omml/0FB50_Arabic_Presentation_Forms-A.test +44/−103
- test/writer/omml/0FE00_Variation_Selectors.test +2/−19
- test/writer/omml/0FE10_Vertical_Forms.test +2/−19
- test/writer/omml/0FE20_Combining_Half_Marks.test +2/−19
- test/writer/omml/0FE30_CJK_Compatibility_Forms.test +3/−21
- test/writer/omml/0FE50_Small_Form_Variants.test +3/−21
- test/writer/omml/0FE70_Arabic_Presentation_Forms-B.test +10/−35
- test/writer/omml/12.test +2/−3
- test/writer/omml/19.test +10/−10
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_bold-fraktur.test +5/−25
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_bold-italic.test +10/−35
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_bold-sans-serif.test +11/−37
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_bold-script.test +5/−25
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_bold.test +12/−39
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_double-struck.test +7/−29
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_fraktur.test +5/−25
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_italic.test +10/−35
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_monospace.test +6/−27
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_sans-serif-bold-italic.test +9/−33
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_sans-serif-italic.test +5/−25
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_sans-serif.test +6/−27
- test/writer/omml/1D400_Mathematical_Alphanumeric_Symbols_script.test +5/−25
- test/writer/omml/22.test +14/−45
- test/writer/omml/a.test +2/−78
- test/writer/omml/accents1.test +1/−3
- test/writer/omml/accents2.test +1/−3
- test/writer/omml/accents3.test +1/−3
- test/writer/omml/accents4.test +1/−3
- test/writer/omml/accents5.test +1/−3
- test/writer/omml/accents6.test +1/−3
- test/writer/omml/b.test +2/−127
- test/writer/omml/binomial_coefficient.test +3/−3
- test/writer/omml/c.test +2/−127
- test/writer/omml/cancel.test +113/−0
- test/writer/omml/complex1.test +18/−32
- test/writer/omml/complex2.test +2/−17
- test/writer/omml/complex3.test +152/−401
- test/writer/omml/complex_number.test +0/−3
- test/writer/omml/d.test +2/−122
- test/writer/omml/differentiable_manifold.test +1/−2
- test/writer/omml/digamma.test +0/−1
- test/writer/omml/digit-bold.test +0/−1
- test/writer/omml/digit-double-struck.test +0/−1
- test/writer/omml/digit-monospace.test +0/−1
- test/writer/omml/digit-sans-serif-bold.test +0/−1
- test/writer/omml/digit-sans-serif.test +0/−1
- test/writer/omml/dotless.test +0/−1
- test/writer/omml/double-struck.test +1/−4
- test/writer/omml/e.test +2/−85
- test/writer/omml/f.test +2/−45
- test/writer/omml/fraktur-bold.test +1/−3
- test/writer/omml/fraktur.test +1/−3
- test/writer/omml/g.test +2/−81
- test/writer/omml/greek-bold-italic.test +1/−3
- test/writer/omml/greek-bold.test +1/−3
- test/writer/omml/greek-italic.test +1/−3
- test/writer/omml/greek-sans-serif-bold-italic.test +1/−3
- test/writer/omml/greek-sans-serif-bold.test +1/−3
- test/writer/omml/h.test +2/−42
- test/writer/omml/i.test +2/−76
- test/writer/omml/intDispStyle.test +3/−9
- test/writer/omml/intNested3.test +2/−5
- test/writer/omml/intSize2.test +5/−12
- test/writer/omml/j.test +2/−17
- test/writer/omml/k.test +2/−19
- test/writer/omml/l.test +2/−210
- test/writer/omml/largeop1.test +2/−8
- test/writer/omml/latin-bold-italic.test +1/−3
- test/writer/omml/latin-bold.test +1/−3
- test/writer/omml/latin-italic.test +1/−3
- test/writer/omml/latin-sans-serif-bold-italic.test +1/−3
- test/writer/omml/latin-sans-serif-bold.test +1/−3
- test/writer/omml/latin-sans-serif-italic.test +1/−3
- test/writer/omml/latin-sans-serif.test +1/−3
- test/writer/omml/m.test +2/−47
- test/writer/omml/m10.test +1/−21
- test/writer/omml/m100.test +1/−201
- test/writer/omml/m1000.test +44255/−46255
- test/writer/omml/macros.test +2/−2
- test/writer/omml/maction-01.test +0/−1
- test/writer/omml/maction-02.test +1/−1
- test/writer/omml/maction-03.test +2/−2
- test/writer/omml/maction-06.test +0/−2
- test/writer/omml/maction-08.test +2/−2
- test/writer/omml/maligngroup1.test +1/−1
- test/writer/omml/math-in-text.test +0/−4
- test/writer/omml/mathTable1.test +3/−3
- test/writer/omml/mfenced-01.test +3/−3
- test/writer/omml/mfenced-02.test +3/−3
- test/writer/omml/mfenced-03.test +3/−3
- test/writer/omml/mfenced-04.test +2/−2
- test/writer/omml/mfenced-05.test +2/−2
- test/writer/omml/mfenced-06.test +2/−2
- test/writer/omml/mfenced-07.test +2/−2
- test/writer/omml/mfenced-08.test +2/−2
- test/writer/omml/mfrac-07.test +0/−2
- test/writer/omml/mfracBalign16.test +1/−1
- test/writer/omml/mfracBheight17.test +2/−4
- test/writer/omml/mfracZcomp-01.test +0/−2
- test/writer/omml/mfracZcomp-02.test +0/−2
- test/writer/omml/mfracZcomp-03.test +0/−2
- test/writer/omml/mfracZcomp-04.test +0/−2
- test/writer/omml/mfracZcomp-05.test +0/−2
- test/writer/omml/mfracZcomp-06.test +0/−2
- test/writer/omml/mfracZcomp-07.test +0/−2
- test/writer/omml/mfracZcomp-08.test +0/−2
- test/writer/omml/mfracZcomp-09.test +0/−2
- test/writer/omml/mfracZcomp-10.test +0/−2
- test/writer/omml/mfracZcomp-11.test +0/−2
- test/writer/omml/mfracZcomp-12.test +0/−2
- test/writer/omml/mfracZcomp-13.test +0/−2
- test/writer/omml/mfracZcomp-14.test +0/−2
- test/writer/omml/mfracZcomp-15.test +0/−2
- test/writer/omml/mfracZcomp-16.test +0/−2
- test/writer/omml/mfracZcomp-17.test +0/−2
- test/writer/omml/mfracZcomp-18.test +0/−2
- test/writer/omml/mfracZcomp-19.test +0/−2
- test/writer/omml/mfracZcomp-20.test +0/−2
- test/writer/omml/mfracZcomp-21.test +0/−2
- test/writer/omml/mfracZcomp-22.test +0/−2
- test/writer/omml/mfracZcomp-23.test +0/−2
- test/writer/omml/mfracZcomp-24.test +0/−2
- test/writer/omml/mfracZcomp-25.test +0/−2
- test/writer/omml/mfracZcomp-26.test +0/−2
- test/writer/omml/mfracZcomp-28.test +0/−2
- test/writer/omml/mfracZcomp-29.test +0/−2
- test/writer/omml/mfracZcomp-31.test +0/−2
- test/writer/omml/mfracZcomp-32.test +0/−1
- test/writer/omml/mfracZcomp-33.test +0/−1
- test/writer/omml/mi3.test +0/−1
- test/writer/omml/miAtoken5.test +1/−1
- test/writer/omml/miSfontsize9.test +1/−1
- test/writer/omml/miequivalents11.test +2/−2
- test/writer/omml/mimathvariant13.test +20/−20
- test/writer/omml/mimathvariant14.test +1/−1
- test/writer/omml/mlabeledtrAside2.test +5/−5
- test/writer/omml/moAstretchy18.test +3/−3
- test/writer/omml/moAsymmetric19.test +3/−3
- test/writer/omml/monospace.test +1/−4
- test/writer/omml/moore_determinant.test +4/−4
- test/writer/omml/ms-13.test +0/−1
- test/writer/omml/ms-14.test +0/−1
- test/writer/omml/ms-15.test +0/−2
- test/writer/omml/ms-16.test +0/−2
- test/writer/omml/ms1.test +0/−1
- test/writer/omml/msAdisplaystyle2.test +0/−9
- test/writer/omml/msAquotes3.test +0/−1
- test/writer/omml/msAtoken4.test +0/−6
- test/writer/omml/msAtoken5.test +0/−6
- test/writer/omml/msSinheritance7.test +0/−6
- test/writer/omml/msSinheritance8.test +0/−6
- test/writer/omml/mspace-01.test +0/−2
- test/writer/omml/msqrt-01.test +2/−2
- test/writer/omml/msqrt-02.test +3/−3
- test/writer/omml/msqrt-03.test +6/−6
- test/writer/omml/msqrt-04.test +1/−1
- test/writer/omml/msqrt-05.test +1/−1
- test/writer/omml/msubsup-04.test +0/−2
- test/writer/omml/msubsup-05.test +0/−2
- test/writer/omml/msubsup-09.test +0/−2
- test/writer/omml/msubsup-10.test +0/−1
- test/writer/omml/msubsup-11.test +0/−1
- test/writer/omml/msubsup-12.test +0/−2
- test/writer/omml/mtable-01.test +2/−2
- test/writer/omml/mtable-05.test +4/−4
- test/writer/omml/mtable-07.test +4/−10
- test/writer/omml/mtable-08.test +2/−6
- test/writer/omml/mtable-09.test +3/−7
- test/writer/omml/mtable-10.test +3/−4
- test/writer/omml/mtable-11.test +3/−4
- test/writer/omml/mtable-16.test +3/−5
- test/writer/omml/mtable2.test +3/−3
- test/writer/omml/mtableAalign2.test +4/−8
- test/writer/omml/mtableAalign3.test +3/−3
- test/writer/omml/mtableAgroupalign.test +1/−1
- test/writer/omml/mtableAlines2.test +3/−3
- test/writer/omml/mtableAspacing4.test +3/−3
- test/writer/omml/mtableAwidth2.test +2/−2
- test/writer/omml/mtableAwidth3.test +2/−2
- test/writer/omml/mtableBgap1.test +4/−4
- test/writer/omml/mtableBsize2.test +3/−3
- test/writer/omml/mtableBspan3.test +8/−8
- test/writer/omml/mtext2.test +0/−3
- test/writer/omml/mtextAtoken3.test +0/−5
- test/writer/omml/mtextStoken6.test +0/−1
- test/writer/omml/mtextspaces7.test +0/−1
- test/writer/omml/munder-10.test +0/−2
- test/writer/omml/n.test +2/−237
- test/writer/omml/nestTable1.test +2/−2
- test/writer/omml/nestedAwidth1.test +7/−7
- test/writer/omml/o.test +2/−75
- test/writer/omml/operatorname.test +2/−6
- test/writer/omml/p.test +2/−87
- test/writer/omml/q.test +2/−15
- test/writer/omml/r.test +2/−144
- test/writer/omml/rec-mlabeledtr.test +1/−1
- test/writer/omml/rec-mtable1.test +3/−3
- test/writer/omml/s.test +2/−192
- test/writer/omml/sans-serif-bold-italic.test +1/−9
- test/writer/omml/sans-serif-bold.test +1/−9
- test/writer/omml/sans-serif-italic.test +1/−9
- test/writer/omml/sans-serif.test +1/−9
- test/writer/omml/scaled_delims.test +27/−0
- test/writer/omml/script-bold.test +1/−3
- test/writer/omml/script.test +1/−3
- test/writer/omml/serif-bold-italic.test +1/−9
- test/writer/omml/serif-bold.test +1/−9
- test/writer/omml/serif-italic.test +1/−9
- test/writer/omml/serif.test +1/−9
- test/writer/omml/simplePres.test +0/−1
- test/writer/omml/stretchHoriz1.test +3/−17
- test/writer/omml/stretchHoriz3.test +0/−1
- test/writer/omml/stretchTable1.test +3/−3
- test/writer/omml/stretchTable2.test +2/−3
- test/writer/omml/stretchVert1.test +1/−1
- test/writer/omml/substack.test +1/−1
- test/writer/omml/subsup.test +0/−1
- test/writer/omml/t.test +2/−77
- test/writer/omml/text.test +0/−2
- test/writer/omml/u.test +2/−84
- test/writer/omml/v.test +2/−61
- test/writer/omml/w.test +2/−18
- test/writer/omml/x.test +2/−30
- test/writer/omml/y.test +2/−23
- test/writer/omml/z.test +2/−22
- test/writer/starmath/001_dot_text_subscript.test +4/−0
- test/writer/starmath/002_common_accents.test +4/−0
- test/writer/starmath/003_fraction.test +4/−0
- test/writer/starmath/004_square_root.test +4/−0
- test/writer/starmath/005_nth_root.test +4/−0
- test/writer/starmath/006_subscript_and_superscript.test +4/−0
- test/writer/starmath/007_superscript_with_grouped_base.test +4/−0
- test/writer/starmath/008_delimited_fraction.test +4/−0
- test/writer/starmath/009_delimited_braces.test +4/−0
- test/writer/starmath/01.test +22/−0
- test/writer/starmath/010_absolute_value_bars_normalize_to_delimiters.test +4/−0
- test/writer/starmath/011_double_bars_normalize_to_norm_delimiters.test +4/−0
- test/writer/starmath/012_one_sided_delimiter_uses_none.test +4/−0
- test/writer/starmath/013_middle_delimiter_uses_mline.test +4/−0
- test/writer/starmath/014_operator_mapping_cdot.test +4/−0
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- test/writer/starmath/025_logic_and_calculus_symbol_mapping.test +4/−0
- test/writer/starmath/026_greek_identifier_spacing_in_products.test +4/−0
- test/writer/starmath/027_math_operators_rendered_as_functions.test +4/−0
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@@ -6,14 +6,14 @@ texmath is a Haskell library for converting between formats used to represent mathematics. Currently it provides functions to read and write TeX math, presentation MathML, and OMML (Office Math Markup-Language, used in Microsoft Office), and to write Gnu eqn, typst, and-[pandoc]'s native format (allowing conversion, using pandoc, to-a variety of different markup formats). The TeX reader and-writer supports basic LaTeX and AMS extensions, and it can parse-and apply LaTeX macros. The package also includes several-utility modules which may be useful for anyone looking to-manipulate either TeX math or MathML. For example, a copy of-the MathML operator dictionary is included.+Language, used in Microsoft Office), and to write Gnu eqn, typst,+StarMath (used by LibreOffice), and [pandoc]'s native format+(allowing conversion, using pandoc, to a variety of different+markup formats). The TeX reader and writer supports basic LaTeX+and AMS extensions, and it can parse and apply LaTeX macros. The+package also includes several utility modules which may be useful+for anyone looking to manipulate either TeX math or MathML. For+example, a copy of the MathML operator dictionary is included. [pandoc]: http://github.com/jgm/pandoc @@ -26,14 +26,6 @@ By default, the executable will be installed in `~/.cabal/bin`. -Alternatively, texmath can be installed using-[stack](https://github.com/commercialhaskell/stack). Install-the stack binary somewhere in your path. Then, in the texmath-repository,-- stack setup- stack install --flag texmath:executable- The `texmath` binary will be put in `~/.local/bin`. Macro definitions may be included before a LaTeX formula.@@ -46,7 +38,7 @@ But it is also possible to compile a full webserver with a JSON API. To do this, set the `server` cabal flag, e.g. - stack install --flag texmath:server+ cabal install -fserver To run the server on port 3000: @@ -145,7 +137,7 @@ # The test suite -To run the test suite, do `cabal test` or `stack test`.+To run the test suite, do `cabal test`. In its standard mode, the test suite will run golden tests of the individual readers and writers. Reader tests can be found@@ -160,12 +152,12 @@ If many tests fail as a result of changes, but the test failures are all because of improvements in the output, you can pass `--accept` to the test suite (e.g., with-`--test-arguments=--accept` on `stack test`), and the existing+`--test-option=--accept` on `cabal test`), and the existing golden files will be overwritten. If you do this, inspect the outputs very carefully to make sure they are correct. If you pass the `--roundtrip` option into the test suite-(e.g., using `--test-arguments=--roundtrip` with `stack test`),+(e.g., using `--test-option=--roundtrip` with `cabal test`), round-trip tests will be run instead. Many of these will fail. In these tests, the native inputs in `test/roundtrip/*.native` will be converted to (respectively) `mml`, `omml`, or `tex`,
@@ -1,3 +1,168 @@+texmath (0.13.3.1)++ * OMML writer: omit `m:sty` when `m:nor` is used (#299).+ They are incompatible.++ * OMML writer: correctly order `mjCj` and `count` (#299).++texmath (0.13.3)++ * Replace SYB traversals with hand-written ones. Text.TeXMath.Shared+ now provides `mapExpChildren`, `everywhereExp` and+ `everywhereExpList` [API change]. These replicate the SYB+ semantics but are much faster. These are now used instead of SYB+ functions throughout the code base. This speeds up many functions+ (in particular, `writeOMML` is 6x faster on our benchmark).++ * TeX reader: Fix handling of ` and " in math mode (#296).++ * TeX reader: gate hot-path command checks behind a one-char `lookAhead`.++ * TeX reader: use a prefix trie in `oneOfStrings`.++ * TeX reader: don't fail on `p{...}` and `>{...}` array column specs.+ Column specs like `p{2cm}`, `m{0.4\textwidth}`, `b{1in}`, `>{\bf}`,+ and `<{x}` caused the whole array environment to fail to parse. The AST+ cannot represent column widths or inserted material, so parse and+ ignore them.++ * TeX writer: use `\vec`, `\tilde`, `\hat` for single-character bases.+ The diacriticals table in Shared contained dead duplicate entries+ (`\vec` shadowed by `\overrightarrow`, `\tilde` by `\widetilde`),+ so the TeX writer always emitted the wide accent commands, even for+ single characters where `\vec{v}`, `\tilde{x}`, `\hat{H}` are canonical.++ * `renderTeX`: use a lazy Text accumulator to avoid quadratic rendering.+ This yields large performance gains on large outputs.++ * eqn writer: escape `"` and `\` in quoted text. (#297, Dylan Pulver).+ The writer wraps text in the double quotes eqn uses for literal text but+ emitted the content unescaped, so a `"` ended the string early and a `\`+ began a troff escape sequence.++ * Shared: fix unit conversion in `readLength`/`unitToMultiplier`.++ * Shared: hoist per-call table constructions to top-level CAFs.++ * MathML/OMML readers: don't crash on malformed input.++ * Macros: fix parsing of escaped braces in macro bodies.++ * Macros: don't silently drop input in `applyMacros`.++ * Macros: fix nested same-name environments in `newenvironment`.++ * Macros: speed up `applyMacros`.++ * OMML reader: fix `w:sym` private-use codepoints and empty-run junk.+ `lowerFromPrivate` only matched uppercase 'F' prefixes, so lowercase+ codepoints like `w:char="f062"` were not mapped down from the private+ use area and silently produced no symbol. Match 'f' as well.+ Also make `getSymChar` return Maybe instead of an empty string, so an+ unresolvable `w:sym` (unknown font, missing attributes, out-of-range+ codepoint) is dropped instead of becoming an empty text run, and fix+ `interpretText` to return `[]` for empty input.++ * OMML writer: don't require equal scales on delimiter pairs.+ `handleScaledDelims` only converted a scaled open/close pair to an+ m:d element when both delimiters had exactly the same scale factor,+ so pairs like \bigl( x \Bigr) degraded to flat character runs with+ no delimiter structure.++texmath (0.13.2.2)++ * Typst writer: fix spacing commands (#295).++texmath (0.13.2.1)++ * Speed up test suite by running tests in parallel.++ * Fix regression in TeX parsing from 1.13.0.1 (#293).+ The changes introduced by commit 804490e led to failures parsing+ some "ignorable" content -- e.g., `\tag`, `\label`, and comments.++ * StarMath writer: fix compiler warnings.++ * Typst writer: Fix spacing after escaped expressions (#291, Filip V.)++texmath (0.13.2)++ * Require typst-symbols 0.3++ * Add starmath as output format (#289, John Pye).+ [API change] New Text.TeXMath.Writers.StarMath module, exporting+ `writeStarMath`. The function is also exported by Text.TeXMath.+ Starmath is the format used by LibreOffice. Although LibreOffice+ supports equations in MathML, it converts these to starmath (often+ badly), and the starmath version is the user-editable one. The+ starmath writer is provided in order to better support math in ODT+ generated by pandoc. An extensive review (see the tools+ subdirectory for the scripts that produce it) shows that this+ writer's starmath produces better results in LibreOffice than the+ mathml writer.++texmath (0.13.1.2)++ * Typst writer: Avoid using deprecated symbols (#287).+ This requires depending on typst-symbols 0.2.*.++texmath (0.13.1.1)++ * Typst writer: don't add extra spaces around `|` or escaped+ symbols (#286).++texmath (0.13.1)++ * MathML writer: Keep mathvariant attribute in addition to finding+ unicode substitutes (#280). Previously, renderers didn't support+ mathvariant consistently, so we omitted this attribute. Tested in+ Safari, Firefox, and Chrome.++ * OMML writer: properly handle bold/italics on identifiers (#280).+ Identifiers marked as bold need to be marked as bold-italic.+ Special exception for uppercase Greek.++ * MathML writer: fix handling of italic (#280).++ * OMML reader: handle w:ins elements in math (#278).+ Previously we skipped these, which meant that content+ would disappear.++ * TeX reader: handle space commands in `\text{..}` (#277).++ * TeX reader: Allow text operators to take an unbracketed argument (#276).++texmath (0.13.0.2)++ * Escape ; in typst output (#275).++ * Update tests for latest typst symbols.++ * Require typst-symbols 0.1.9.1.++texmath (0.13.0.1)++ * TeX reader: fix parsing of primes (#273).+ We previously misparsed `a_i'` as `a_{i'}` rather than `{a_i}'`.++ * Typst writer: fix position of primes with ESubSup.+ In typst, unlike tex, the primes must come after the base.++texmath (0.13)++ * Add cancellation of terms for most formats. (#271, #251, #269).+ This adds support for LaTeX `\cancel`, `\bcancel`, `\xcancel`,+ and their equivalents in OMML, MathML, and Typst.++ [API change]: add StrokeType and ECancel constructor on Exp.++ * MathML writer: add `mathvariant="normal"` on math operators,+ unless a different style is specifically called for (#270).++ * Don't escape `*` in typst math output (#268).++ * TeX writer: Use `\underbracket` instead of `\underset` U+23B5 (#267).+ texmath (0.12.10.3) * MathML writer: fix rendering of EScaled (#264, Ewan Davies).
@@ -62,6 +62,7 @@ , ("omml", XMLWriter writeOMML) , ("xhtml", XMLWriter (\dt e -> inHtml (writeMathML dt e))) , ("mathml", XMLWriter writeMathML)+ , ("starmath", StringWriter writeStarMath) , ("pandoc", PandocWriter writePandoc)] data Options = Options {
@@ -33,8 +33,8 @@ Defaults to `tex`. `-t` *FORMAT*-: Specify output ("to") format: `tex`, `omml`,- `xhtml`, `mathml`, `pandoc`, `native`. Defaults to `mathml`.+: Specify output ("to") format: `tex`, `omml`, `xhtml`, `mathml`,+ `typst`, `eqn`, `starmath`, `pandoc`, `native`. Defaults to `mathml`. `--inline` : Use the inline display style.
@@ -35,7 +35,7 @@ } deriving (Show) data Format =- TeX | MathML | Eqn | OMML | Typst+ TeX | MathML | Eqn | OMML | Typst | StarMath deriving (Show, Ord, Eq) instance FromJSON Format where@@ -46,6 +46,7 @@ "eqn" -> pure Eqn "typst" -> pure Typst "omml" -> pure OMML+ "starmath" -> pure StarMath _ -> fail $ "Unknown format " <> T.unpack s parseJSON _ = fail "Expecting string format" @@ -60,6 +61,7 @@ "eqn" -> pure Eqn "typst" -> pure Typst "omml" -> pure OMML+ "starmath" -> pure StarMath _ -> Left $ "Unknown format " <> t -- Automatically derive code to convert to/from JSON.@@ -132,12 +134,14 @@ MathML -> readMathML Eqn -> \_ -> Left "eqn reader not implemented" Typst -> \_ -> Left "typst reader not implemented"+ StarMath -> \_ -> Left "StarMath reader not implemented" writer = case to params of Eqn -> writeEqn dt Typst -> writeTypst dt OMML -> T.pack . ppElement . writeOMML dt TeX -> writeTeX MathML -> T.pack . ppElement . writeMathML dt+ StarMath -> writeStarMath dt in handleErr $ writer <$> reader txt handleErr (Right t) = return t
@@ -62,6 +62,7 @@ writeTeXWith, addLaTeXEnvironment, writeEqn,+ writeStarMath, writeTypst, writeOMML, writeMathML,@@ -78,5 +79,6 @@ import Text.TeXMath.Writers.Pandoc import Text.TeXMath.Writers.TeX import Text.TeXMath.Writers.Eqn+import Text.TeXMath.Writers.StarMath import Text.TeXMath.Writers.Typst import Text.TeXMath.Types
@@ -53,6 +53,7 @@ import Control.Applicative ((<|>)) import qualified Data.Text as T import Control.Monad (filterM, mzero)+import Text.Read (readMaybe) import Control.Monad.Reader (ReaderT, runReaderT, asks, local) import Data.Either (rights) @@ -392,11 +393,15 @@ mbNotation <- findAttrQ "notation" e case mbNotation of Just "box" -> EBoxed <$> row e+ Just "updiagonalstrike" -> ECancel ForwardSlash <$> row e+ Just "downdiagonalstrike" -> ECancel BackSlash <$> row e+ Just "updiagonalstrike downdiagonalstrike" -> ECancel XSlash <$> row e _ -> row e action :: Element -> MML Exp action e = do- selection <- maybe 1 (read . T.unpack) <$> (findAttrQ "selection" e) -- 1-indexing+ selection <- maybe 1 (fromMaybe 1 . readMaybe . T.unpack)+ <$> (findAttrQ "selection" e) -- 1-indexing, defaults to 1 safeExpr =<< maybeToEither ("Selection out of range") (listToMaybe $ drop (selection - 1) (elChildren e))
@@ -95,6 +95,7 @@ data OMathRunElem = TextRun T.Text | LnBrk | Tab+ | Inserted [OMathRunElem] deriving Show data OMathRunTextStyle = NoStyle@@ -164,7 +165,8 @@ || isElem "w" "delText" element = Just $ TextRun $ T.pack $ strContent element | isElem "w" "br" element = Just LnBrk | isElem "w" "tab" element = Just Tab- | isElem "w" "sym" element = Just $ TextRun $ getSymChar element+ | isElem "w" "sym" element = TextRun <$> getSymChar element+ | isElem "w" "ins" element = Just $ Inserted $ mapMaybe elemToOMathRunElem (elChildren element) | otherwise = Nothing elemToOMathRunElems :: Element -> Maybe [OMathRunElem]@@ -180,6 +182,7 @@ oMathRunElemToText (TextRun s) = s oMathRunElemToText (LnBrk) = "\n" oMathRunElemToText (Tab) = "\t"+oMathRunElemToText (Inserted es) = mconcat $ map oMathRunElemToText es oMathRunElemsToText :: [OMathRunElem] -> T.Text oMathRunElemsToText = T.concat . map oMathRunElemToText@@ -278,7 +281,18 @@ elemToExps' element | isElem "m" "borderBox" element = do baseExp <- filterChildName (hasElemName "m" "e") element >>= elemToBase- return [EBoxed baseExp]+ let bbPr = filterChildName (hasElemName "m" "borderBoxPr") element+ bltr = bbPr >>= filterChildName (hasElemName "m" "strikeBLTR") >>=+ findAttrBy (hasElemName "m" "val")+ tlbr = bbPr >>= filterChildName (hasElemName "m" "strikeTLBR") >>=+ findAttrBy (hasElemName "m" "val")+ return $+ case (bltr, tlbr) of+ (Just "1", Just "1") -> [ECancel XSlash baseExp]+ (Just "1", _) -> [ECancel ForwardSlash baseExp]+ (_, Just "1") -> [ECancel BackSlash baseExp]+ _ -> [EBoxed baseExp]+ elemToExps' element | isElem "m" "d" element = let baseExps = mapMaybe elemToBases@@ -305,7 +319,7 @@ elemToExps' element | isElem "m" "eqArr" element = let expLst = mapMaybe elemToBases (elChildren element) expLst' = map breakOnAmpersand expLst- cols = maximum (map length expLst')+ cols = foldr max 0 (map length expLst') colspecs = take cols $ cycle [AlignRight , AlignLeft] in return [EArray colspecs expLst']@@ -486,6 +500,7 @@ interpretText :: T.Text -> [Exp] interpretText s+ | T.null s = [] | Just (c, xs) <- T.uncons s , T.null xs = [interpretChar c] | T.all isDigit s = [ENumber s]@@ -494,16 +509,17 @@ | otherwise = map interpretChar (T.unpack s) -- The char attribute is a hex string-getSymChar :: Element -> T.Text-getSymChar element- | Just s <- lowerFromPrivate <$> getCodepoint- , Just font <- getFont =+getSymChar :: Element -> Maybe T.Text+getSymChar element = do+ s <- lowerFromPrivate <$> getCodepoint+ font <- getFont case readLitChar ("\\x" ++ s) of- [(char, _)] -> maybe "" T.singleton $ getUnicode font char- _ -> ""+ [(char, _)] -> T.singleton <$> getUnicode font char+ _ -> Nothing where getCodepoint = findAttrBy (hasElemName "w" "char") element getFont = (textToFont . T.pack) =<< findAttrBy (hasElemName "w" "font") element- lowerFromPrivate ('F':xs) = '0':xs+ -- Symbol fonts store codepoints in the private use area+ -- (F000-F0FF); subtract 0xF000 to get the character code.+ lowerFromPrivate (c:xs) | c == 'F' || c == 'f' = '0':xs lowerFromPrivate xs = xs-getSymChar _ = ""
@@ -25,14 +25,14 @@ module Text.TeXMath.Readers.TeX (readTeX) where -import Data.List (intercalate, intersperse, find, foldl')+import Data.List (intercalate, intersperse, foldl') import Control.Monad import Data.Char (isDigit, isAscii, isLetter) import qualified Data.Map as M import qualified Data.Text as T import Data.Text (Text) import Data.Ratio ((%))-import Data.Maybe (catMaybes, fromJust, mapMaybe)+import Data.Maybe (catMaybes, fromJust, fromMaybe, mapMaybe) import Text.Parsec hiding (label) import Text.Parsec.Error import Text.Parsec.Text@@ -43,7 +43,6 @@ import Text.TeXMath.Unicode.ToTeX (getSymbolType) import Text.TeXMath.Unicode.ToUnicode (toUnicode) import Text.TeXMath.Shared (getSpaceChars)-import Data.Generics (everywhere, mkT) import Text.TeXMath.Readers.TeX.Commands ( styleOps, textOps, enclosures, operators, symbols, siUnitMap ) import Data.Text.Read (decimal)@@ -52,38 +51,33 @@ -- The parser -expr1 :: TP Exp-expr1 = do- e <- expr2- -- check for primes and add them as a subscript- -- in TeX ' is shorthand for ^{\prime}- primes <- many (char '\'')- let getPrimes cs = case cs of- "" -> ""- "'" -> "\x2032"- "''" -> "\x2033"- "'''" -> "\x2034"- "''''" -> "\x2057"- _ -> "\x2057" ++ getPrimes (drop 4 cs)- ignorable- case getPrimes primes of- "" -> return e- cs -> return $ case e of- ESub b sub -> ESubsup b sub (ESymbol Pun (T.pack cs))- _ -> ESuper e (ESymbol Pun (T.pack cs))+primes :: TP Exp+primes = do+ ESymbol Pun . getPrimes <$> (many1 (char '\'') <* ignorable) -expr2 :: TP Exp-expr2 = choice+getPrimes :: [Char] -> Text+getPrimes cs =+ case cs of+ "" -> ""+ "'" -> "\x2032"+ "''" -> "\x2033"+ "'''" -> "\x2034"+ "''''" -> "\x2057"+ _ -> "\x2057" <> getPrimes (drop 4 cs)++expr1 :: TP Exp+expr1 = choice [ inbraces , variable , number- , unicode , operator , bareSubSup , enclosure , hyperref , command- ]+ , unicode+ , special+ ] <* ignorable -- | Parse a formula, returning a list of 'Exp'. readTeX :: Text -> Either Text [Exp]@@ -95,7 +89,7 @@ -- | Convert Bin symbol type in certain contexts (#176, #234). fixBinList :: [Exp] -> [Exp] fixBinList =- reverse . foldl' goExp [] . everywhere (mkT fixBins)+ reverse . foldl' goExp [] . map (S.everywhereExp fixBins) -- TeXBook: -- 5. If the current item is a Bin atom, and if this was the first@@ -201,8 +195,11 @@ expr :: TP Exp expr = do- optional (ctrlseq "displaystyle" <|> ctrlseq "textstyle" <|>- ctrlseq "scriptstyle" <|> ctrlseq "scriptscriptstyle")+ -- the lookAhead is just an optimization: it lets us skip the four+ -- ctrlseq attempts with a one-character test on most input+ optional (lookAhead (char '\\') *>+ (ctrlseq "displaystyle" <|> ctrlseq "textstyle" <|>+ ctrlseq "scriptstyle" <|> ctrlseq "scriptscriptstyle")) (a, convertible) <- try (braces operatorname) -- needed because macros add {} <|> operatorname <|> ((,False) <$> expr1)@@ -229,6 +226,7 @@ , mathop c , phantom c , boxed c+ , cancel c , binary c , genfrac c , substack c@@ -254,7 +252,7 @@ ctrlseq "operatorname" -- these are slightly different but we won't worry about that here... convertible <- (char '*' >> spaces >> return True) <|> return False- tok' <- texSymbol <|> braces (manyExp expr2) <|> texChar+ tok' <- texSymbol <|> braces (manyExp expr1) <|> texChar tok'' <- (EMathOperator <$> (expToOperatorName tok')) <|> return (EStyled TextNormal [tok']) return (tok'', convertible)@@ -294,7 +292,10 @@ <|> return Nothing binomCmd :: TP Text-binomCmd = oneOfCommands (M.keys binomCmds)+binomCmd = lookAhead (char '\\') *> oneOfCommands (M.keys binomCmds)+ -- the lookAhead is just an optimization: this parser is run (via+ -- notFollowedBy) before every token in manyExp', and the quick+ -- one-character test lets it fail cheaply on most input. binomCmds :: M.Map Text (Exp -> Exp -> Exp) binomCmds = M.fromList@@ -471,10 +472,12 @@ arrayAlignments :: TP [Alignment] arrayAlignments = mconcat <$> braces (many (- ((:[]) . letterToAlignment <$> letter)+ ((:[]) <$> try (AlignLeft <$ oneOf "pmb" <* skipBraces))+ <|> ((:[]) . letterToAlignment <$> letter) <|> ([] <$ char '|') <|> ([] <$ oneOf " \t") <|> ([] <$ ((char '@' <|> char '!') <* inbraces))+ <|> ([] <$ ((char '>' <|> char '<') <* skipBraces)) <|> (do char '*' num <- T.pack <$> braces (many1 digit) cols <- arrayAlignments@@ -488,10 +491,15 @@ letterToAlignment 'c' = AlignCenter letterToAlignment 'r' = AlignRight letterToAlignment _ = AlignCenter+ -- Column widths (p{...}, m{...}, b{...}) and inserted material+ -- (>{...}, <{...}) can't be represented in the AST, so we parse+ -- and ignore the contents of the brace group.+ skipBraces = () <$ (char '{' *> manyTill (skipBraces <|> () <$ noneOf "}")+ (char '}')) environment :: Text -> TP Exp environment "\\begin" = do- name <- braces (oneOfStrings (M.keys environments) <* optional (char '*'))+ name <- environmentName spaces case M.lookup name environments of Just env -> do@@ -504,6 +512,11 @@ Nothing -> mzero -- should not happen environment _ = mzero +-- A top-level binding, so that the underlying trie is built only once.+environmentName :: TP Text+environmentName =+ braces (oneOfStrings (M.keys environments) <* optional (char '*'))+ environments :: M.Map Text (TP Exp) environments = M.fromList [ ("array", stdarray)@@ -612,8 +625,8 @@ subSup :: Maybe Bool -> Bool -> Exp -> TP Exp subSup limits convertible a = try $ do- let sub1 = symbol "_" >> expr1- let sup1 = symbol "^" >> expr1+ let sub1 = symbol "_" >> expr1 -- see #273+ let sup1 = (symbol "^" >> expr1) <|> primes (b,c) <- try (do {m <- sub1; n <- sup1; return (m,n)}) <|> (do {n <- sup1; m <- sub1; return (m,n)}) return $ case limits of@@ -624,9 +637,8 @@ superOrSubscripted :: Maybe Bool -> Bool -> Exp -> TP Exp superOrSubscripted limits convertible a = try $ do- c <- oneOf "^_"- spaces- b <- expr+ (c,b) <- ((,) <$> oneOf "^_" <*> (spaces >> expr))+ <|> (('^',) <$> primes) case c of '^' -> return $ case limits of Just True -> EOver False a b@@ -648,6 +660,11 @@ c <- satisfy (not . isAscii) return (ESymbol (getSymbolType c) $ T.singleton c) +-- special is to catch some things that otherwise cause parse errors,+-- e.g. $\"y$ or $`x$ -- see #296+special :: TP Exp+special = EText TextNormal <$> (quote <|> textCommand)+ ensuremath :: Text -> TP Exp ensuremath "\\ensuremath" = inbraces ensuremath _ = mzero@@ -660,14 +677,43 @@ boxed "\\boxed" = EBoxed <$> texToken boxed _ = mzero +cancel :: Text -> TP Exp+cancel c = do+ case c of+ "\\cancel" -> ECancel ForwardSlash <$> texToken+ "\\bcancel" -> ECancel BackSlash <$> texToken+ "\\xcancel" -> ECancel XSlash <$> texToken+ _ -> mzero++textContents :: (Text -> Exp) -> TP [Exp]+textContents op = char '{' *> manyTill chunk (char '}')+ where+ chunk = (op . T.concat <$> many1 textual)+ <|> textSpaceCommand+ <|> (char '{' *> (asGroup <$> manyTill chunk (char '}')))+ <|> innermath++textSpaceCommand :: TP Exp+textSpaceCommand = try $ do+ char '\\'+ choice+ [ ESpace (2 % 9) <$ char ' '+ , ESpace ((-1) % 6) <$ char '!'+ , ESpace (1 % 6) <$ char ','+ , ESpace (2 % 9) <$ char ':'+ , ESpace (5 % 18) <$ char ';'+ , ESpace (2 % 9) <$ char '>'+ ]+ text :: Text -> TP Exp text c = do op <- maybe mzero return $ M.lookup c textOps- char '{'- let chunk = ((op . T.concat) <$> many1 textual)- <|> (char '{' *> (asGroup <$> manyTill chunk (char '}')))- <|> innermath- contents <- manyTill chunk (char '}')+ contents <- textContents op -- braced+ <|> ((:[]) <$> -- nonbraced token+ ( (op <$> textCommand)+ <|> textSpaceCommand+ <|> (op . T.singleton <$> noneOf "\n\t\r \\{}")+ )) spaces case contents of [] -> return (op "")@@ -852,25 +898,41 @@ spaces return cmd -oneOfStrings' :: (Char -> Char -> Bool) -> [(String, Text)] -> TP Text-oneOfStrings' _ [] = mzero-oneOfStrings' matches strs = try $ do- c <- anyChar- let strs' = [(xs, t) | ((x:xs), t) <- strs, x `matches` c]- case strs' of- [] -> mzero- _ -> oneOfStrings' matches strs'- <|> case find (null . fst) strs' of- Just (_, t) -> return t- Nothing -> mzero+-- A prefix trie over the characters of a fixed set of strings; the+-- value at a node is the string spelled out by the path to it, if+-- that string is in the set.+data Trie = Trie (Maybe Text) (M.Map Char Trie) +buildTrie :: [Text] -> Trie+buildTrie = foldr insertStr (Trie Nothing M.empty) . filter (not . T.null)+ where+ insertStr t = go (T.unpack t)+ where+ go [] (Trie _ cs) = Trie (Just t) cs+ go (c:rest) (Trie v cs) = Trie v $+ M.alter (Just . go rest . fromMaybe (Trie Nothing M.empty)) c cs++-- Longest match: try to descend on the next character, and fall+-- back to the match ending at the current node.+trieParser :: Trie -> TP Text+trieParser (Trie val children) =+ (if M.null children+ then mzero+ else try $ do+ c <- anyChar+ case M.lookup c children of+ Just subtrie -> trieParser subtrie+ Nothing -> mzero)+ <|> maybe mzero return val+ -- | Parses one of a list of strings. If the list contains -- two strings one of which is a prefix of the other, the longer--- string will be matched if possible.+-- string will be matched if possible. The trie is built only once+-- when the resulting parser is shared, so prefer binding the result+-- to a name over calling this repeatedly with the same list. oneOfStrings :: [Text] -> TP Text-oneOfStrings strs = oneOfStrings' (==) strs' <??> (intercalate ", " $ map show strs)- where- strs' = map (\x -> (T.unpack x, x)) strs+oneOfStrings strs =+ trieParser (buildTrie strs) <??> (intercalate ", " $ map show strs) -- | Like '(<?>)', but moves position back to the beginning of the parse -- before reporting the error.@@ -951,7 +1013,10 @@ ligature = try ("\x2014" <$ string "---") <|> try ("\x2013" <$ string "--") <|> try (textStr "-")- <|> try ("\x201C" <$ string "``")+ <|> quote++quote :: TP Text+quote = try ("\x201C" <$ string "``") <|> try ("\x201D" <$ string "''") <|> try ("\x2019" <$ string "'") <|> try ("\x2018" <$ string "`")@@ -1104,6 +1169,7 @@ umlaut 'i' = "ï" umlaut 'o' = "ö" umlaut 'u' = "ü"+umlaut 'y' = "ÿ" umlaut c = T.singleton c dot :: Char -> Text
@@ -78,32 +78,40 @@ -- same name, earlier ones will shadow later ones. applyMacros :: [Macro] -> T.Text -> T.Text applyMacros [] s = s-applyMacros ms s =- maybe s id $ iterateToFixedPoint ((2 * length ms) + 1)- (applyMacrosOnce ms) s+applyMacros ms s = maybe s id $ go ((2 * length ms) + 1) s+ where+ -- The limit caps the number of rewriting passes, in case of a+ -- loop in the macros.+ go :: Int -> T.Text -> Maybe T.Text+ go 0 _ = Nothing+ go limit x =+ case applyMacrosOnce ms x of+ Nothing -> Nothing+ Just (y, expanded)+ | expanded -> go (limit - 1) y+ | otherwise -> Just y -- no macro fired: y is a fixed point ------------------------------------------------------------------------------ -iterateToFixedPoint :: Eq a => Int -> (a -> Maybe a) -> a -> Maybe a-iterateToFixedPoint 0 _ _ = Nothing- -- Macro application did not terminate in a reasonable time, possibly- -- because of a loop in the macro.-iterateToFixedPoint limit f x =- case f x of- Nothing -> Nothing- Just y- | y == x -> Just y- | otherwise -> iterateToFixedPoint (limit - 1) f y--applyMacrosOnce :: [Macro] -> T.Text -> Maybe T.Text+-- Returns the rewritten text and whether any macro was expanded.+applyMacrosOnce :: [Macro] -> T.Text -> Maybe (T.Text, Bool) applyMacrosOnce ms s =- case parse (many tok) "input" s of- Right r -> Just $ T.concat r+ -- The unconsumed rest of the input (in case a token fails to parse,+ -- e.g. on a trailing comment or backslash) is passed through+ -- unchanged rather than dropped.+ case runParser ((,,) <$> many tok <*> getInput <*> getState)+ False "input" s of+ Right (r, rest, expanded) -> Just (T.concat r <> rest, expanded) Left _ -> Nothing where tok = try $ do skipComment choice [ choice (map (\m -> macroParser m) ms)+ <* putState True , T.pack <$> ctrlseq+ -- Macros only match at '\\' and comments+ -- only at '%', so anything else can be+ -- consumed as a single chunk.+ , T.pack <$> many1 (noneOf "\\%") , T.pack <$> count 1 anyChar ] ctrlseq :: (Monad m, Stream s m Char)@@ -181,30 +189,35 @@ (if numargs > 0 then ("[" ++ show numargs ++ "]") else "") ++ case optarg of { Nothing -> ""; Just x -> "[" ++ x ++ "]"} ++ "%\n{" ++ opener ++ "}%\n" ++ "{" ++ closer ++ "}"- return $ Macro (T.pack defn) $ fmap T.pack $ try $ do- string "\\begin"- pSkipSpaceComments- char '{'- string name- pSkipSpaceComments- char '}'- opt <- case optarg of- Nothing -> return Nothing- Just _ -> liftM (`mplus` optarg) optArg- args <- count numargs' (pSkipSpaceComments >>- (inbraces <|> ctrlseq <|> count 1 anyChar))- let args' = case opt of- Just x -> x : args- Nothing -> args- let ender = try $ do- string "\\end"- pSkipSpaceComments- char '{'- string name- char '}'- body <- manyTill anyChar ender- return $ apply args'- $ opener ++ body ++ closer+ return $ Macro (T.pack defn) $ fmap T.pack $+ let pEnv = try $ do+ string "\\begin"+ pSkipSpaceComments+ char '{'+ string name+ pSkipSpaceComments+ char '}'+ opt <- case optarg of+ Nothing -> return Nothing+ Just _ -> liftM (`mplus` optarg) optArg+ args <- count numargs' (pSkipSpaceComments >>+ (inbraces <|> ctrlseq <|> count 1 anyChar))+ let args' = case opt of+ Just x -> x : args+ Nothing -> args+ body <- pBody+ return $ apply args'+ $ opener ++ body ++ closer+ ender = try $ do+ string "\\end"+ pSkipSpaceComments+ char '{'+ string name+ char '}'+ -- Expand nested environments with the same name recursively,+ -- so that the body isn't ended at a nested \end.+ pBody = concat <$> manyTill (pEnv <|> count 1 anyChar) ender+ in pEnv -- | Parser for \DeclareMathOperator(*) command. declareMathOperator :: (Monad m, Stream s m Char)@@ -285,7 +298,7 @@ inbraces = try $ do char '{' res <- manyTill (skipComment >>- (inbraces' <|> count 1 anyChar <|> escaped "{}"))+ (inbraces' <|> escaped "{}" <|> count 1 anyChar)) (try $ skipComment >> char '}') return $ concat res
@@ -30,6 +30,9 @@ , getOperator , readLength , fixTree+ , everywhereExp+ , everywhereExpList+ , mapExpChildren , isEmpty , empty , handleDownup@@ -47,9 +50,7 @@ import Data.Maybe (fromMaybe) import Data.Ratio ((%)) import Data.List (sort)-import Control.Monad (guard) import Text.Parsec (Parsec, parse, getInput, digit, char, many1, option)-import Data.Generics (everywhere, mkT) -- As we constuct from the bottom up, this situation can occur. removeNesting :: Exp -> Exp@@ -74,8 +75,61 @@ -- fixing delimited expressions with no delimiters and unnecessarily -- grouped expressions. fixTree :: Exp -> Exp-fixTree = everywhere (mkT removeNesting) . everywhere (mkT removeEmpty)+fixTree = everywhereExp removeNesting . goE+ where+ -- Remove empty expressions from every expression list, bottom up.+ -- (Filtering each list once is equivalent to the per-tail+ -- application 'everywhereExpList' would do, since removeEmpty is+ -- an element-wise filter.)+ goE = mapExpChildren goE (removeEmpty . map goE) +-- | Apply a transformation to every subexpression, bottom up+-- (equivalent to SYB's @everywhere (mkT f)@, but faster, since it+-- involves no run-time type checks).+everywhereExp :: (Exp -> Exp) -> Exp -> Exp+everywhereExp f = go+ where go = f . mapExpChildren go (map go)++-- | Apply a transformation to every expression list in an expression+-- list, bottom up. Like SYB's @everywhere (mkT f)@, this applies the+-- function to every /tail/ of every list (right to left), since each+-- tail is itself a @[Exp]@ node; a rewrite can thus consume+-- already-rewritten material to its right.+everywhereExpList :: ([Exp] -> [Exp]) -> [Exp] -> [Exp]+everywhereExpList f = goL+ where goL = foldr (\x acc -> f (goE x : acc)) (f [])+ goE = mapExpChildren goE goL++-- | Apply @goE@ to each immediate subexpression of a node and @goL@+-- to each immediate subexpression list. A building block for+-- expression traversals.+mapExpChildren :: (Exp -> Exp) -> ([Exp] -> [Exp]) -> Exp -> Exp+mapExpChildren goE goL e =+ case e of+ ENumber{} -> e+ EGrouped es -> EGrouped (goL es)+ EDelimited o c ds -> EDelimited o c (map (fmap goE) ds)+ EIdentifier{} -> e+ EMathOperator{} -> e+ ESymbol{} -> e+ ESpace{} -> e+ ESub a b -> ESub (goE a) (goE b)+ ESuper a b -> ESuper (goE a) (goE b)+ ESubsup a b c -> ESubsup (goE a) (goE b) (goE c)+ EOver conv a b -> EOver conv (goE a) (goE b)+ EUnder conv a b -> EUnder conv (goE a) (goE b)+ EUnderover conv a b c -> EUnderover conv (goE a) (goE b) (goE c)+ EPhantom a -> EPhantom (goE a)+ EBoxed a -> EBoxed (goE a)+ ECancel st a -> ECancel st (goE a)+ EFraction ft a b -> EFraction ft (goE a) (goE b)+ ERoot a b -> ERoot (goE a) (goE b)+ ESqrt a -> ESqrt (goE a)+ EScaled r a -> EScaled r (goE a)+ EArray as rows -> EArray as (map (map goL) rows)+ EText{} -> e+ EStyled tt es -> EStyled tt (goL es)+ -- | Maps TextType to the corresponding MathML mathvariant getMMLType :: TextType -> T.Text getMMLType t = fromMaybe "normal" (fst <$> M.lookup t textTypesMap)@@ -96,12 +150,16 @@ -- | Maps a LaTeX scaling command to the percentage scaling getScalerCommand :: Rational -> Maybe T.Text getScalerCommand width =- case sort [ (w, cmd) | (cmd, w) <- scalers, w >= width ] of- ((_,cmd):_) -> Just cmd- _ -> Nothing- -- note, we don't use a Map here because we need the first- -- match: \Big, not \Bigr+ case [ cmd | (w, cmd) <- sortedScalers, w >= width ] of+ (cmd:_) -> Just cmd+ _ -> Nothing +-- Scalers sorted by increasing width (then command name), so the+-- first command with sufficient width is the preferred one:+-- \Big, not \Bigr. (We don't use a Map because of this tie-break.)+sortedScalers :: [(Rational, T.Text)]+sortedScalers = sort [ (w, cmd) | (cmd, w) <- scalers ]+ -- | Gets percentage scaling from LaTeX scaling command getScalerValue :: T.Text -> Maybe Rational getScalerValue command = lookup command scalers@@ -110,14 +168,14 @@ getDiacriticalCommand :: Position -> T.Text -> Maybe T.Text getDiacriticalCommand pos symbol = do command <- M.lookup symbol diaMap- guard (not $ command `elem` unavailable) let below = command `elem` under case pos of Under -> if below then Just command else Nothing Over -> if not below then Just command else Nothing- where- diaMap = M.fromList diacriticals +diaMap :: M.Map T.Text T.Text+diaMap = M.fromList diacriticals+ -- Operator Table getOperator :: Exp -> Maybe TeX@@ -289,11 +347,6 @@ under :: [T.Text] under = ["\\underbrace", "\\underline", "\\underbar", "\\underbracket"] --- We want to parse these but we can't represent them in LaTeX-unavailable :: [T.Text]-unavailable = ["\\overbracket", "\\underbracket"]-- -- | Mapping between unicode combining character and LaTeX accent command diacriticals :: [(T.Text, T.Text)] diacriticals =@@ -311,14 +364,12 @@ , ("\x20DC", "\\ddddot") , ("\x00B0", "\\mathring") , ("\x030A", "\\mathring")- , ("\x20D7", "\\vec") , ("\x20D7", "\\overrightarrow") , ("\x20D6", "\\overleftarrow") , ("\x005E", "\\hat") , ("\x02C6", "\\widehat") , ("\x0302", "\\widehat") , ("\x02DC", "\\widetilde")- , ("\x0303", "\\tilde") , ("\x0303", "\\widetilde") , ("\x0304", "\\bar") , ("\x203E", "\\bar")@@ -337,19 +388,21 @@ -- Converts unit to multiplier to reach em+-- (em length per unit, assuming 1em = 10pt) unitToMultiplier :: T.Text -> Maybe Rational unitToMultiplier s = M.lookup s units- where- units = M.fromList [ ( "pt" , 10)- , ( "mm" , (351/10))- , ( "cm" , (35/100))- , ( "in" , (14/100))- , ( "ex" , (232/100))- , ( "em" , 1)- , ( "mu" , 18)- , ( "dd" , (93/100))- , ( "bp" , (996/1000))- , ( "pc" , (83/100)) ]++units :: M.Map T.Text Rational+units = M.fromList [ ( "pt" , (1/10))+ , ( "mm" , (2845/10000)) -- 1mm = 72.27/25.4 pt+ , ( "cm" , (2845/1000))+ , ( "in" , (7227/1000)) -- 1in = 72.27pt+ , ( "ex" , (43/100)) -- 1ex ~ 4.3pt (cmr10)+ , ( "em" , 1)+ , ( "mu" , (1/18)) -- 18mu = 1em+ , ( "dd" , (107/1000)) -- 1dd = 1238/1157 pt+ , ( "bp" , (1004/10000)) -- 1bp = 72.27/72 pt+ , ( "pc" , (12/10)) ] -- 1pc = 12pt handleDownup :: DisplayType -> Exp -> Exp handleDownup DisplayInline (EUnder True x y) = ESub x y
@@ -7,6 +7,7 @@ where import Data.Char (isLetter, isAlphaNum, isAscii) import qualified Data.Text as T+import qualified Data.Text.Lazy as TL -- | An intermediate representation of TeX math, to be used in rendering. data TeX = ControlSeq T.Text@@ -18,23 +19,32 @@ -- | Render a 'TeX' to a string, appending to the front of the given string. renderTeX :: TeX -> T.Text -> T.Text-renderTeX (Token c) cs = T.cons c cs-renderTeX (Literal s) cs- | endsWith (not . isLetter) s = s <> cs- | startsWith isLetter cs = s <> T.cons ' ' cs- | otherwise = s <> cs-renderTeX (ControlSeq s) cs- | s == "\\ " = s <> cs+renderTeX t cs = TL.toStrict $ renderTeX' t (TL.fromStrict cs)++-- Rendering builds the output back to front, and looks ahead at the+-- rendered rest to decide on spacing. The accumulator is a lazy+-- Text, so that prepending is O(1) rather than a copy of the whole+-- rest (which would make rendering quadratic).+renderTeX' :: TeX -> TL.Text -> TL.Text+renderTeX' (Token c) cs = TL.cons c cs+renderTeX' (Literal s) cs+ | endsWith (not . isLetter) s = s' <> cs+ | startsWith isLetter cs = s' <> TL.cons ' ' cs+ | otherwise = s' <> cs+ where s' = TL.fromStrict s+renderTeX' (ControlSeq s) cs+ | s == "\\ " = s' <> cs | startsWith (\c -> isAlphaNum c || not (isAscii c)) cs- = s <> T.cons ' ' cs- | otherwise = s <> cs-renderTeX (Grouped [Grouped xs]) cs = renderTeX (Grouped xs) cs-renderTeX (Grouped xs) cs =- "{" <> foldr renderTeX "" (trimSpaces xs) <> "}" <> cs-renderTeX Space cs- | cs == "" = ""- | any (`T.isPrefixOf` cs) ps = cs- | otherwise = T.cons ' ' cs+ = s' <> TL.cons ' ' cs+ | otherwise = s' <> cs+ where s' = TL.fromStrict s+renderTeX' (Grouped [Grouped xs]) cs = renderTeX' (Grouped xs) cs+renderTeX' (Grouped xs) cs =+ "{" <> foldr renderTeX' "" (trimSpaces xs) <> "}" <> cs+renderTeX' Space cs+ | TL.null cs = ""+ | any (`TL.isPrefixOf` cs) ps = cs+ | otherwise = TL.cons ' ' cs where -- No space before ^, _, or \limits, and no doubled up spaces ps = [ "^", "_", " ", "\\limits" ]@@ -43,8 +53,8 @@ trimSpaces = reverse . go . reverse . go where go = dropWhile (== Space) -startsWith :: (Char -> Bool) -> T.Text -> Bool-startsWith p t = case T.uncons t of+startsWith :: (Char -> Bool) -> TL.Text -> Bool+startsWith p t = case TL.uncons t of Just (c, _) -> p c Nothing -> False
@@ -24,8 +24,8 @@ FractionType(..), TextType(..), Alignment(..), DisplayType(..), Operator(..), FormType(..), Record(..),- Property, Position(..), Env, defaultEnv,- InEDelimited)+ Property, Position(..), StrokeType(..),+ Env, defaultEnv, InEDelimited) where import Data.Generics@@ -44,6 +44,9 @@ | NoLineFrac -- ^ No line between top and bottom deriving (Show, Read, Eq, Ord, Data, Typeable) +data StrokeType = ForwardSlash | BackSlash | XSlash+ deriving (Show, Read, Eq, Ord, Data, Typeable)+ type ArrayLine = [[Exp]] data Exp =@@ -79,6 +82,7 @@ -- something under it. | EPhantom Exp -- ^ A "phantom" operator that takes space but doesn't display. | EBoxed Exp -- ^ A boxed expression.+ | ECancel StrokeType Exp -- ^ A cancelled expression. | EFraction FractionType Exp Exp -- ^ A fraction. First argument is -- numerator, second denominator. | ERoot Exp Exp -- ^ An nth root. First argument is index, second is base.
@@ -27,7 +27,6 @@ import Text.Printf (printf) import Text.TeXMath.Types import qualified Text.TeXMath.Shared as S-import Data.Generics (everywhere, mkT) import Data.Ratio ((%)) import Data.Text (Text) @@ -37,7 +36,7 @@ -- | Transforms an expression tree to equivalent Eqn writeEqn :: DisplayType -> [Exp] -> T.Text writeEqn dt exprs =- T.unwords $ map writeExp $ everywhere (mkT $ S.handleDownup dt) exprs+ T.unwords $ map (writeExp . S.everywhereExp (S.handleDownup dt)) exprs -- like writeExp but inserts {} if contents contain a space writeExp' :: Exp -> T.Text@@ -54,13 +53,23 @@ asgroup "" = "{\"\"}" -- see #198 asgroup t = "{" <> t <> "}" +-- Put text in the double quotes eqn uses to delimit literal text,+-- escaping the two characters that are special inside them: an+-- unescaped @"@ ends the string, and a backslash begins a troff+-- escape sequence.+quoteText :: Text -> Text+quoteText t = "\"" <> T.concatMap escapeChar t <> "\""+ where escapeChar '"' = "\\\""+ escapeChar '\\' = "\\[rs]"+ escapeChar c = T.singleton c+ writeExp :: Exp -> T.Text writeExp (ENumber s) = s writeExp (EGrouped es) = asgroup $ writeExps es writeExp (EDelimited open close es) = "left " <> mbQuote open <> " " <> T.intercalate " " (map fromDelimited es) <> " right " <> mbQuote close- where fromDelimited (Left e) = "\"" <> e <> "\""+ where fromDelimited (Left e) = quoteText e fromDelimited (Right e) = writeExp e mbQuote "" = "\"\"" mbQuote s = s@@ -69,7 +78,7 @@ "tanh", "arc", "max", "min", "lim", "log", "ln", "exp"] then s- else "\"" <> s <> "\""+ else quoteText s writeExp (ESymbol Ord (T.unpack -> [c])) -- do not render "invisible operators" | c `elem` ['\x2061'..'\x2064'] = "" -- see 3.2.5.5 of mathml spec writeExp (EIdentifier s) = writeExp (ESymbol Ord s)@@ -187,9 +196,10 @@ writeExp (ERoot i e) = "\"\" sup " <> writeExp' i <> " sqrt " <> writeExp' e writeExp (EPhantom e) = "hphantom " <> writeExp' e writeExp (EBoxed e) = writeExp e -- TODO: any way to do this?+writeExp (ECancel _ e) = writeExp e -- TODO writeExp (EScaled _size e) = writeExp e -- TODO: any way? writeExp (EText ttype s) =- let quoted = "\"" <> s <> "\""+ let quoted = quoteText s in case ttype of TextNormal -> "roman " <> quoted TextItalic -> quoted
@@ -26,9 +26,8 @@ import Text.XML.Light import Text.TeXMath.Types-import Text.TeXMath.Unicode.ToUnicode-import Data.Generics (everywhere, mkT)-import Text.TeXMath.Shared (getMMLType, handleDownup,+import Text.TeXMath.Unicode.ToUnicode (toUnicode)+import Text.TeXMath.Shared (getMMLType, handleDownup, everywhereExp, isUppercaseGreek, isRLSequence) import Text.TeXMath.Readers.MathML.MMLDict (getMathMLOperator) import qualified Data.Text as T@@ -38,7 +37,7 @@ writeMathML :: DisplayType -> [Exp] -> Element writeMathML dt exprs = add_attr dtattr $ math $ showExp Nothing $ EGrouped- $ everywhere (mkT $ handleDownup dt) exprs+ $ map (everywhereExp (handleDownup dt)) exprs where dtattr = Attr (unqual "display") dt' dt' = case dt of DisplayBlock -> "block"@@ -80,7 +79,7 @@ fromForm FPrefix = "prefix" makeScaled :: Rational -> Element -> Element-makeScaled x = withAttribute "minsize" p . withAttribute "maxsize" p +makeScaled x = withAttribute "minsize" p . withAttribute "maxsize" p . setAttribute "stretchy" "true" where p = T.pack $ printf "%d%%" (round (100*x) :: Int) @@ -94,7 +93,6 @@ Just (_, '.') -> T.snoc x '0' _ -> x --- Note: Converts strings to unicode directly, as few renderers support those mathvariants. makeText :: TextType -> T.Text -> Element makeText a s = case (leadingSp, trailingSp) of (False, False) -> s'@@ -102,14 +100,15 @@ (False, True) -> mrow [s', sp] (True, True) -> mrow [sp, s', sp] where sp = spaceWidth (1/3)- s' = withAttribute "mathvariant" attr $ tunode "mtext" $ toUnicode a s+ s' = withAttribute "mathvariant" (getMMLType a) $+ -- use Unicode characters as few browsers support the mathvariants+ tunode "mtext" $ toUnicode a s trailingSp = case T.unsnoc s of Just (_, c) -> T.any (== c) " \t" _ -> False leadingSp = case T.uncons s of Just (c, _) -> T.any (== c) " \t" _ -> False- attr = getMMLType a makeArray :: Maybe TextType -> [Alignment] -> [ArrayLine] -> Element makeArray tt as ls = unode "mtable" $@@ -144,11 +143,11 @@ newAttr = Attr (unqual a) (T.unpack v) update [] = [newAttr] update (x:xs)- | qName (attrKey x) == a = + | qName (attrKey x) == a = newAttr : xs- | otherwise = + | otherwise = x : update xs- + accent :: T.Text -> Element accent = add_attr (Attr (unqual "accent") "true") . tunode "mo"@@ -187,10 +186,7 @@ showExp :: Maybe TextType -> Exp -> Element showExp tt e =- let toUnicodeMaybe :: TextType -> T.Text -> Maybe T.Text- toUnicodeMaybe textStyle t =- T.pack <$> mapM (toUnicodeChar . (textStyle,)) (T.unpack t)- -- variant node: tries to convert text to appropriate unicode+ let -- variant node: tries to convert text to appropriate unicode -- characters depending on style vnode :: String -> T.Text -> Element vnode elname t@@ -201,12 +197,17 @@ else tunode elname t Just TextNormal -> withAttribute "mathvariant" "normal" $ tunode elname t- Just textStyle ->- case toUnicodeMaybe textStyle t of- -- if we can't find unicode equivalents, rely on mathvariant:- Nothing -> withAttribute "mathvariant" (getMMLType textStyle) $- tunode elname t- Just t' -> tunode elname t'+ Just TextBold+ | elname == "mi" && not (isUppercaseGreek t) -- #255, #280+ -> withAttribute "mathvariant" "bold-italic" $+ tunode elname (toUnicode TextBoldItalic t)+ | otherwise+ -> withAttribute "mathvariant" "bold" $+ tunode elname (toUnicode TextBold t)+ Just textStyle -> withAttribute "mathvariant" (getMMLType textStyle) $+ -- we use unicode chars because browsers don't+ -- completely support mathvariant:+ tunode elname (toUnicode textStyle t) in case e of ENumber x -> vnode "mn" x EGrouped [x] -> showExp tt x@@ -217,7 +218,10 @@ [ makeStretchy FPostfix (vnode "mo" end) | not (T.null end) ] EIdentifier x -> vnode "mi" x- EMathOperator x -> vnode "mi" x -- see #257+ EMathOperator x -> -- see #257, #270+ case tt of+ Nothing -> withAttribute "mathvariant" "normal" $ tunode "mi" x+ _ -> vnode "mi" x ESymbol Open x -> makeFence FPrefix $ vnode "mo" x ESymbol Close x -> makeFence FPostfix $ vnode "mo" x ESymbol Ord x@@ -238,6 +242,12 @@ EPhantom x -> unode "mphantom" $ showExps tt [x] EBoxed x -> withAttribute "notation" "box" . unode "menclose" $ showExp tt x+ ECancel ForwardSlash x -> withAttribute "notation" "updiagonalstrike" .+ unode "menclose" $ showExp tt x+ ECancel BackSlash x -> withAttribute "notation" "downdiagonalstrike" .+ unode "menclose" $ showExp tt x+ ECancel XSlash x -> withAttribute "notation" "updiagonalstrike downdiagonalstrike" .+ unode "menclose" $ showExp tt x ESqrt x -> unode "msqrt" $ showExp tt x ERoot i x -> unode "mroot" [showExp tt x, showExp tt i] EScaled s x -> makeScaled s $ showExp tt x
@@ -26,8 +26,8 @@ import Text.XML.Light import Text.TeXMath.Types-import Text.TeXMath.Shared (isUppercaseGreek, isRLSequence)-import Data.Generics (everywhere, mkT)+import Text.TeXMath.Shared (isUppercaseGreek, isRLSequence,+ everywhereExpList, mapExpChildren) import Data.Char (isSymbol, isPunctuation) import Data.Either (lefts, isLeft, rights) import qualified Data.Text as T@@ -37,9 +37,9 @@ -- | Transforms an expression tree to an OMML XML Tree writeOMML :: DisplayType -> [Exp] -> Element writeOMML dt = container . concatMap (showExp [])- . everywhere (mkT $ handleDownup dt)- . everywhere (mkT $ handleDownup' dt)- . everywhere (mkT $ handleScaledDelims)+ . everywhereExpList (handleDownup dt)+ . handleDownupDelims dt+ . everywhereExpList handleScaledDelims where container = case dt of DisplayBlock -> \x -> mnode "oMathPara" [ mnode "oMathParaPr"@@ -98,15 +98,16 @@ as' = take (maximum' $ map length rs) $ as ++ repeat AlignCenter toMr r = mnode "mr" $ map (mnode "e" . concatMap (showExp props)) r toMc a = mnode "mc" $ mnode "mcPr"- [ mnodeA "mcJc" (toAlign a) ()- , mnodeA "count" "1" ()+ [ mnodeA "count" "1" ()+ , mnodeA "mcJc" (toAlign a) () ] toAlign AlignLeft = "left" toAlign AlignRight = "right" toAlign AlignCenter = "center" makeText :: TextType -> T.Text -> Element-makeText a s = str (mnode "nor" () : setProps a) s+makeText TextNormal s = str [mnode "nor" ()] s+makeText a s = str (setProps a) s defaultTo :: TextType -> [Element] -> [Element] defaultTo tt [] = setProps tt@@ -132,10 +133,13 @@ where sty x = mnodeA "sty" x () scr x = mnodeA "scr" x () +-- OMML cannot represent a numeric scale factor for delimiters, so+-- render a pair of scaled delimiters as an m:d, which grows the+-- delimiters to fit their content. handleScaledDelims :: [Exp] -> [Exp]-handleScaledDelims (x@(EScaled scale (ESymbol Open op)) : xs) =+handleScaledDelims (x@(EScaled _ (ESymbol Open op)) : xs) = case break isCloser xs of- (ys, EScaled scale' (ESymbol Close cl) : zs) | scale' == scale ->+ (ys, EScaled _ (ESymbol Close cl) : zs) -> EDelimited op cl (map Right ys) : zs _ -> x:xs where@@ -172,6 +176,17 @@ emptyGroup = EGrouped [] handleDownup _ [] = [] +-- | Apply @handleDownup' dt@ to every delimited-expression list,+-- bottom up, including every tail of every list (the same traversal+-- the SYB @everywhere@ it replaces performed).+handleDownupDelims :: DisplayType -> [Exp] -> [Exp]+handleDownupDelims dt = map goE+ where+ goE (EDelimited o c ds) = EDelimited o c (goDs ds)+ goE e = mapExpChildren goE (map goE) e+ goDs = foldr (\d acc -> f (fmap goE d : acc)) (f [])+ f = handleDownup' dt+ -- TODO This duplication is ugly and inefficient. See #92. handleDownup' :: DisplayType -> [InEDelimited] -> [InEDelimited] handleDownup' dt ((Right exp') : xs) =@@ -233,6 +248,10 @@ EIdentifier x | isUppercaseGreek x , null props -> [str [mnodeA "sty" "p" ()] x]+ | not (isUppercaseGreek x)+ , [Element{ elName = QName "sty" _ _+ , elAttribs = [Attr (QName "val" Nothing (Just "m")) "b"] }] <- props+ -> [str [mnodeA "sty" "bi" ()] x] -- #280 | otherwise -> [str props x] EMathOperator x -> [str (mnodeA "sty" "p" () : props) x] ESymbol ty xs@@ -300,6 +319,7 @@ [ mnodeA "show" "off" () ] , mnode "e" $ showExp props x]] EBoxed x -> [mnode "borderBox" [ mnode "e" $ showExp props x]]+ ECancel st x -> [makeCancel props st x] EScaled _ x -> showExp props x -- no support for scaler? EArray as ls -> [makeArray props as ls] EText a s -> [makeText a s]@@ -342,3 +362,16 @@ , mnode "sup" $ showExp props z , mnode "e" $ showExp props w ] +makeCancel :: [Element] -> StrokeType -> Exp -> Element+makeCancel props st x = do+ let sn = case st of+ ForwardSlash -> [ mnodeA "strikeBLTR" "1" () ]+ BackSlash -> [ mnodeA "strikeTLBR" "1" () ]+ XSlash -> [ mnodeA "strikeBLTR" "1" () + , mnodeA "strikeTLBR" "1" () ]+ mnode "borderBox" [ mnode "borderBoxPr" $ + [ mnodeA "hideTop" "1" ()+ , mnodeA "hideBot" "1" ()+ , mnodeA "hideLeft" "1" ()+ , mnodeA "hideRight" "1" () ] ++ sn+ , mnode "e" $ showExp props x ]
@@ -156,4 +156,5 @@ expToInlines _ (EUnderover _ _ _ _) = Nothing expToInlines _ (EPhantom _) = Nothing expToInlines _ (EBoxed _) = Nothing+expToInlines _ (ECancel _ _) = Nothing expToInlines _ (EArray _ _) = Nothing
@@ -0,0 +1,1582 @@+{-# LANGUAGE OverloadedStrings #-}+module Text.TeXMath.Writers.StarMath+ ( writeStarMath+ ) where++import Data.Char (isLetter)+import qualified Data.List as List+import qualified Data.Text as T+import qualified Text.TeXMath.Shared as S+import Text.TeXMath.Unicode.ToUnicode (toUnicodeChar)+import Text.TeXMath.Types+ ( Alignment(..)+ , DisplayType(..)+ , Exp(..)+ , FractionType(..)+ , TeXSymbolType(..)+ , TextType(..)+ )+import Text.TeXMath.Writers.TeX (writeTeX)++-- | Render TeXMath expressions as StarMath syntax.+-- Falls back to TeX output for expressions that are not yet supported.+writeStarMath :: DisplayType -> [Exp] -> T.Text+writeStarMath dt exps =+ case renderExps dt (normalizeExps (map (S.everywhereExp (S.handleDownup dt)) exps)) of+ Just rendered -> T.strip rendered+ Nothing -> writeTeX exps++data AlignContext = AlignDefault | AlignLeftCtx | AlignRightCtx+ deriving (Eq)++renderExps :: DisplayType -> [Exp] -> Maybe T.Text+renderExps dt = renderExpsIn dt AlignDefault++normalizeExps :: [Exp] -> [Exp]+normalizeExps =+ normalizeBareBars+ . normalizeEvaluationBars+ . mergeAdjacentUnicodeSerifStyled+ . normalizeBareBraces+ . map normalizeExp++normalizeExp :: Exp -> Exp+normalizeExp e =+ case e of+ EGrouped xs -> EGrouped (normalizeExps xs)+ EStyled sty xs -> EStyled sty (normalizeExps xs)+ EFraction ft num den -> EFraction ft (normalizeExp num) (normalizeExp den)+ ESqrt x -> ESqrt (normalizeExp x)+ ERoot idx rad -> ERoot (normalizeExp idx) (normalizeExp rad)+ EDelimited op cl xs -> EDelimited op cl (map normalizeDelimitedPiece xs)+ ESub base sub -> ESub (normalizeExp base) (normalizeExp sub)+ ESuper base sup -> ESuper (normalizeExp base) (normalizeExp sup)+ ESubsup base sub sup -> ESubsup (normalizeExp base) (normalizeExp sub) (normalizeExp sup)+ EOver b base over -> EOver b (normalizeExp base) (normalizeExp over)+ EUnder b base under -> EUnder b (normalizeExp base) (normalizeExp under)+ EUnderover b base u o -> EUnderover b (normalizeExp base) (normalizeExp u) (normalizeExp o)+ EArray aligns rows -> EArray aligns (map (map normalizeExps) rows)+ EPhantom x -> EPhantom (normalizeExp x)+ _ -> e++normalizeDelimitedPiece :: Either T.Text Exp -> Either T.Text Exp+normalizeDelimitedPiece p =+ case p of+ Left t -> Left t+ Right e -> Right (normalizeExp e)++normalizeBareBars :: [Exp] -> [Exp]+normalizeBareBars [] = []+normalizeBareBars (x : xs)+ | Just sym <- bareBarSymbol x =+ case collectBareDelimited sym [] xs of+ Just (mid, trailingScript, rest) ->+ let delimited = EDelimited sym sym (map Right mid)+ scripted = maybe delimited ($ delimited) trailingScript+ in scripted : normalizeBareBars rest+ _ ->+ x : normalizeBareBars xs+normalizeBareBars (x:xs) = x : normalizeBareBars xs++normalizeBareBraces :: [Exp] -> [Exp]+normalizeBareBraces [] = []+normalizeBareBraces (ESymbol Open "{" : xs) =+ case collectBareBraces [] xs of+ Just (mid, rest) -> EDelimited "{" "}" (map Right mid) : normalizeBareBraces rest+ Nothing -> ESymbol Open "{" : normalizeBareBraces xs+normalizeBareBraces (x:xs) = x : normalizeBareBraces xs++mergeAdjacentUnicodeSerifStyled :: [Exp] -> [Exp]+mergeAdjacentUnicodeSerifStyled [] = []+mergeAdjacentUnicodeSerifStyled (EStyled sty xs : EStyled sty' ys : rest)+ | sty == sty' && isUnicodeSerifStyle sty =+ mergeAdjacentUnicodeSerifStyled (EStyled sty (xs <> [ESpace 1] <> ys) : rest)+mergeAdjacentUnicodeSerifStyled (x:xs) = x : mergeAdjacentUnicodeSerifStyled xs++isUnicodeSerifStyle :: TextType -> Bool+isUnicodeSerifStyle sty =+ sty `elem`+ [ TextScript+ , TextFraktur+ , TextDoubleStruck+ , TextBoldScript+ , TextBoldFraktur+ ]++normalizeEvaluationBars :: [Exp] -> [Exp]+normalizeEvaluationBars = reverse . go []+ where+ go acc [] = acc+ go acc (cur : xs)+ | Just script <- evaluationBarScript cur+ , Just (rest, target) <- takeEvaluationTarget acc =+ go (script target : rest) xs+ | otherwise =+ go (cur : acc) xs++evaluationBarScript :: Exp -> Maybe (Exp -> Exp)+evaluationBarScript cur =+ case cur of+ ESub base sub+ | isEvaluationBarBase base ->+ Just (\target -> ESub (EDelimited "." "|" [Right target]) sub)+ ESuper base sup+ | isEvaluationBarBase base ->+ Just (\target -> ESuper (EDelimited "." "|" [Right target]) sup)+ ESubsup base sub sup+ | isEvaluationBarBase base ->+ Just (\target -> ESubsup (EDelimited "." "|" [Right target]) sub sup)+ _ -> Nothing++takeEvaluationTarget :: [Exp] -> Maybe ([Exp], Exp)+takeEvaluationTarget [] = Nothing+takeEvaluationTarget (e : rest) =+ case e of+ EDelimited{} -> Just (rest, e)+ ESymbol Close c+ | Just (rest', target) <- takeDelimitedTarget c rest ->+ Just (rest', target)+ _ -> Just (rest, e)++takeDelimitedTarget :: T.Text -> [Exp] -> Maybe ([Exp], Exp)+takeDelimitedTarget closeTxt = go 0 []+ where+ openTxt =+ case closeTxt of+ ")" -> Just "("+ "]" -> Just "["+ "}" -> Just "{"+ _ -> Nothing++ go :: Int -> [Exp] -> [Exp] -> Maybe ([Exp], Exp)+ go _ _ [] = Nothing+ go depth inner (e : rest) =+ case (openTxt, e) of+ (Just _, ESymbol Close c)+ | c == closeTxt ->+ go (depth + 1) (e : inner) rest+ (Just open, ESymbol Open o)+ | o == open ->+ if depth == 0+ then Just (rest, EDelimited open closeTxt (map Right inner))+ else go (depth - 1) (e : inner) rest+ _ ->+ go depth (e : inner) rest++isEvaluationBarBase :: Exp -> Bool+isEvaluationBarBase e =+ case e of+ EScaled _ (ESymbol Open "|") -> True+ EScaled _ (ESymbol Close "|") -> True+ _ -> False++collectBareBraces :: [Exp] -> [Exp] -> Maybe ([Exp], [Exp])+collectBareBraces _ [] = Nothing+collectBareBraces acc (ESymbol Close "}" : xs) = Just (reverse acc, xs)+collectBareBraces acc (x:xs) = collectBareBraces (x:acc) xs++collectBareDelimited :: T.Text -> [Exp] -> [Exp]+ -> Maybe ([Exp], Maybe (Exp -> Exp), [Exp])+collectBareDelimited _ _ [] = Nothing+collectBareDelimited sym acc (y:ys)+ | matchesBareBar sym y = Just (reverse acc, Nothing, ys)+ | Just apply <- scriptedBareBar sym y = Just (reverse acc, Just apply, ys)+ | otherwise = collectBareDelimited sym (y:acc) ys++bareBarSymbol :: Exp -> Maybe T.Text+bareBarSymbol e =+ case e of+ ESymbol _ "|" -> Just "|"+ ESymbol _ "∣" -> Just "|"+ ESymbol _ "∥" -> Just "∥"+ _ -> Nothing++matchesBareBar :: T.Text -> Exp -> Bool+matchesBareBar sym e =+ case bareBarSymbol e of+ Just sym' -> sym == sym'+ Nothing -> False++scriptedBareBar :: T.Text -> Exp -> Maybe (Exp -> Exp)+scriptedBareBar sym e =+ case e of+ ESub base sub+ | matchesBareBar sym base -> Just (\del -> ESub del sub)+ ESuper base sup+ | matchesBareBar sym base -> Just (\del -> ESuper del sup)+ ESubsup base sub sup+ | matchesBareBar sym base -> Just (\del -> ESubsup del sub sup)+ _ -> Nothing++renderExpsIn :: DisplayType -> AlignContext -> [Exp] -> Maybe T.Text+renderExpsIn dt ctx exps = do+ rendered <- mapM (renderExpIn dt ctx) exps+ let pieces = zip exps rendered+ let merged = mergePieces pieces+ let withLhs =+ if startsWithInfixNeedingLhs exps+ then "{} " <> T.stripStart merged+ else merged+ pure $ if endsWithInfixNeedingRhs exps+ then T.stripEnd withLhs <> " {}"+ else withLhs++mergePieces :: [(Exp, T.Text)] -> T.Text+mergePieces [] = ""+mergePieces ((e0, t0) : rest) = snd $ List.foldl' step (e0, t0) rest+ where+ step (prevE, acc) (curE, curT) =+ if T.null curT+ then (prevE, acc)+ else+ (curE, appendRendered (needsSeparator prevE curE) acc curT)++appendRendered :: Bool -> T.Text -> T.Text -> T.Text+appendRendered needSep left right+ | T.null left = T.stripStart right+ | T.null right = T.stripEnd left+ | otherwise =+ let leftHadWs = endsWithAsciiSpace left+ rightHadWs = startsWithAsciiSpace right+ left' = T.dropWhileEnd isAsciiSpaceChar left+ right' = T.dropWhile isAsciiSpaceChar right+ sep = if leftHadWs || rightHadWs || needSep then " " else ""+ in left' <> sep <> right'++startsWithAsciiSpace :: T.Text -> Bool+startsWithAsciiSpace t =+ case T.uncons t of+ Just (c, _) -> isAsciiSpaceChar c+ Nothing -> False++endsWithAsciiSpace :: T.Text -> Bool+endsWithAsciiSpace t =+ case T.unsnoc t of+ Just (_, c) -> isAsciiSpaceChar c+ Nothing -> False++isAsciiSpaceChar :: Char -> Bool+isAsciiSpaceChar c = c == ' ' || c == '\t' || c == '\n'++needsSeparator :: Exp -> Exp -> Bool+needsSeparator prevE curE+ | isGreekIdentifierExp prevE && isIdentifierLike curE = True+ | isGreekIdentifierExp prevE && isRootLike curE = True+ | isGreekIdentifierExp prevE && isTerminatingPunctuation curE = True+ | isWordSymbolLike prevE && isIdentifierLike curE = True+ | isWordSymbolLike prevE && isOpenLike curE = True+ | isWordStyledExp prevE && isIdentifierLike curE = True+ | isAccentCommandExp prevE && isIdentifierLike curE = True+ | isAccentCommandExp prevE && isOpenLike curE = True+ | isAccentCommandExp prevE && isRootLike curE = True+ | isMathOperatorExp prevE && isIdentifierLike curE = True+ | isUnaryMinusSymbol prevE && isIdentifierLike curE = True+ | isIdentifierLike prevE && isMathOperatorExp curE = True+ | isIdentifierLike prevE && isRootLike curE = True+ | isIdentifierLike prevE && isArrowScriptedExp curE = True+ | isIdentifierLike prevE && isScriptedMathOperatorExp curE = True+ | isIdentifierLike prevE && isWordSymbolLike curE = True+ | isLargeOpScriptedExp prevE && isIdentifierLike curE = True+ | isLargeOpScriptedExp prevE && isFractionLike curE = True+ | isLargeOpScriptedExp prevE && isAccentCommandExp curE = True+ | isScripted prevE && isIdentifierLike curE = True+ | isArrowScriptedExp prevE && isIdentifierLike curE = True+ | isScriptedMathOperatorExp prevE && isIdentifierLike curE = True+ | isDelimited prevE && isDelimited curE = True+ | isCloseLike prevE && isIdentifierLike curE = True+ | isCloseLike prevE && isWordSymbolLike curE = True+ | isCloseLike prevE && isAccentCommandExp curE = True+ | isCloseLike prevE && isArrayLike curE = True+ | isIdentifierLike prevE && isWordStyledExp curE = True+ | isIdentifierLike prevE && isUprightMathTextExp curE = True+ | isIdentifierLike prevE && isAccentCommandExp curE = True+ | isIdentifierLike prevE && isWideSpace curE = True+ | isIdentifierLike prevE && isDelimited curE = True+ | isIdentifierLike prevE && isNonNormalTextExp curE = True+ | isQuotedTextExp prevE && isItalicTextExp curE = True+ | otherwise = False++isGreekIdentifierExp :: Exp -> Bool+isGreekIdentifierExp e =+ case e of+ EIdentifier t -> greekName t /= Nothing+ _ -> False++isIdentifierLike :: Exp -> Bool+isIdentifierLike e =+ case e of+ EIdentifier{} -> True+ ENumber{} -> True+ EMathOperator{} -> True+ ESub{} -> True+ ESuper{} -> True+ ESubsup{} -> True+ EStyled{} -> True+ _ -> False++isMathOperatorExp :: Exp -> Bool+isMathOperatorExp e =+ case e of+ EMathOperator{} -> True+ _ -> False++isDelimited :: Exp -> Bool+isDelimited e =+ case e of+ EDelimited{} -> True+ _ -> False++isArrayLike :: Exp -> Bool+isArrayLike e =+ case e of+ EArray{} -> True+ _ -> False++isFractionLike :: Exp -> Bool+isFractionLike e =+ case e of+ EFraction{} -> True+ _ -> False++isWideSpace :: Exp -> Bool+isWideSpace e =+ case e of+ ESpace w -> w >= 1+ _ -> False++isWordSymbolLike :: Exp -> Bool+isWordSymbolLike e =+ case e of+ ESymbol _ "∀" -> True+ ESymbol _ "∃" -> True+ ESymbol _ "∇" -> True+ ESymbol _ "∂" -> True+ ESymbol _ "¬" -> True+ ESymbol _ "∧" -> True+ ESymbol _ "∨" -> True+ ESymbol _ "and" -> True+ ESymbol _ "or" -> True+ _ -> False++isOpenLike :: Exp -> Bool+isOpenLike e =+ case e of+ ESymbol Open _ -> True+ _ -> False++isRootLike :: Exp -> Bool+isRootLike e =+ case e of+ ESqrt{} -> True+ ERoot{} -> True+ _ -> False++isWordStyledExp :: Exp -> Bool+isWordStyledExp e =+ case e of+ EStyled TextNormal [x] -> isWordStyledExp x+ EStyled TextItalic _ -> True+ EStyled TextBold _ -> True+ EStyled TextScript _ -> True+ EStyled TextFraktur _ -> True+ EStyled TextDoubleStruck _ -> True+ _ -> False++isUprightMathTextExp :: Exp -> Bool+isUprightMathTextExp e =+ case e of+ EStyled TextNormal [EIdentifier _] -> True+ _ -> False++isItalicTextExp :: Exp -> Bool+isItalicTextExp e =+ case e of+ EText TextItalic _ -> True+ _ -> False++isQuotedTextExp :: Exp -> Bool+isQuotedTextExp e =+ case e of+ EText TextNormal _ -> True+ _ -> False++isNonNormalTextExp :: Exp -> Bool+isNonNormalTextExp e =+ case e of+ EText sty _ -> sty /= TextNormal+ _ -> False++isAccentCommandExp :: Exp -> Bool+isAccentCommandExp e =+ case e of+ EOver _ _ over -> accentName over /= Nothing+ _ -> False++isTerminatingPunctuation :: Exp -> Bool+isTerminatingPunctuation e =+ case e of+ ESymbol _ "." -> True+ ESymbol _ "," -> True+ ESymbol _ ";" -> True+ ESymbol _ ":" -> True+ _ -> False++isCloseLike :: Exp -> Bool+isCloseLike e =+ case e of+ ESymbol Close _ -> True+ EDelimited{} -> True+ _ -> False++isScripted :: Exp -> Bool+isScripted e =+ case e of+ ESub{} -> True+ ESuper{} -> True+ ESubsup{} -> True+ _ -> False++isArrowScriptedExp :: Exp -> Bool+isArrowScriptedExp e =+ case e of+ EUnder _ base _ -> isArrowBase base+ EOver _ base _ -> isArrowBase base+ EUnderover _ base _ _ -> isArrowBase base+ ESub base _ -> isArrowBase base+ ESuper base _ -> isArrowBase base+ ESubsup base _ _ -> isArrowBase base+ _ -> False++isScriptedMathOperatorExp :: Exp -> Bool+isScriptedMathOperatorExp e =+ case e of+ ESub base _ -> isMathOperatorExp base+ ESuper base _ -> isMathOperatorExp base+ ESubsup base _ _ -> isMathOperatorExp base+ EUnder _ base _ -> isMathOperatorExp base+ EOver _ base _ -> isMathOperatorExp base+ EUnderover _ base _ _ -> isMathOperatorExp base+ _ -> False++isArrowBase :: Exp -> Bool+isArrowBase e =+ case e of+ ESymbol _ "←" -> True+ ESymbol _ "→" -> True+ ESymbol _ "↔" -> True+ ESymbol _ "⇐" -> True+ ESymbol _ "⇒" -> True+ ESymbol _ "⇔" -> True+ ESymbol _ "↦" -> True+ _ -> False++isUnaryMinusSymbol :: Exp -> Bool+isUnaryMinusSymbol e =+ case e of+ ESymbol t "-" -> t /= Bin+ ESymbol t "−" -> t /= Bin+ _ -> False++isLargeOpScriptedExp :: Exp -> Bool+isLargeOpScriptedExp e =+ case e of+ EUnder _ base _ -> largeOpName base /= Nothing+ EOver _ base _ -> largeOpName base /= Nothing+ EUnderover _ base _ _ -> largeOpName base /= Nothing+ ESub base _ -> largeOpName base /= Nothing+ ESuper base _ -> largeOpName base /= Nothing+ ESubsup base _ _ -> largeOpName base /= Nothing+ _ -> False++startsWithInfixNeedingLhs :: [Exp] -> Bool+startsWithInfixNeedingLhs exps =+ case exps of+ (e : _) -> needsNeutralLhs e+ _ -> False++endsWithInfixNeedingRhs :: [Exp] -> Bool+endsWithInfixNeedingRhs exps =+ case reverse exps of+ (e : _) -> needsNeutralRhs e+ _ -> False++needsNeutralLhs :: Exp -> Bool+needsNeutralLhs = isInfixLikeExp++needsNeutralRhs :: Exp -> Bool+needsNeutralRhs = isInfixLikeExp++needsNeutralScriptOperands :: Exp -> Bool+needsNeutralScriptOperands e =+ isInfixLikeExp e && not (isAtomicScriptOperator e)++isAtomicScriptOperator :: Exp -> Bool+isAtomicScriptOperator e =+ case e of+ ESymbol _ "∘" -> True+ _ -> False++isInfixLikeExp :: Exp -> Bool+isInfixLikeExp e =+ case e of+ ESymbol t s+ | t == Bin -> True+ | t == Rel -> True+ | otherwise -> s `elem`+ [ "×", "⋅", "·", "∘"+ , "∈", "∉", "∋"+ , "∩", "∪"+ , "⊂", "⊆", "⊃", "⊇"+ , "≤", "≥", "≠", "≈", "≡", "∝"+ , "∥", "⊥"+ , "±", "∓"+ , "/", "←", "→", "↔", "⇐", "⇒", "⇔", "↦"+ ]+ _ -> False++renderExpIn :: DisplayType -> AlignContext -> Exp -> Maybe T.Text+renderExpIn dt ctx e =+ case e of+ ENumber t -> Just t+ EIdentifier t -> Just (renderIdentifier t)+ EMathOperator t -> Just (renderMathOperator t)+ ESymbol t s -> Just (renderSymbol t s)+ EText sty t -> Just (renderTextAtom sty t)+ ESpace w -> Just (renderSpace w)+ EGrouped xs -> ("{" <>) . (<> "}") <$> renderExpsIn dt ctx xs+ EStyled sty xs -> renderStyled dt ctx sty xs++ EFraction frac num den -> do+ num' <- renderExpIn dt AlignDefault num+ den' <- renderExpIn dt AlignDefault den+ let num'' = maybeCenterFractionArg ctx num'+ let den'' = maybeCenterFractionArg ctx den'+ pure $ case frac of+ NoLineFrac -> "binom" <> asDelimitedArg num'' <> asDelimitedArg den''+ InlineFrac -> renderInlineFraction num'' den''+ NormalFrac+ | dt == DisplayInline -> renderInlineFraction num'' den''+ _ -> "{" <> num'' <> " over " <> den'' <> "}"++ ESqrt x -> ("sqrt {" <>) . (<> "}") <$> renderExpIn dt ctx x+ ERoot idx rad -> do+ idx' <- renderExpIn dt ctx idx+ rad' <- renderExpIn dt ctx rad+ pure $ "nroot {" <> idx' <> "} {" <> rad' <> "}"++ EScaled _ (ESymbol Open "|") ->+ Just "mline"+ EScaled _ (ESymbol Close "|") ->+ Just "mline"+ EScaled _ x ->+ renderExpIn dt ctx x++ EDelimited op cl xs -> do+ body <- renderDelimitedBody dt ctx xs+ let op' = delimToken DelimLeft op+ let cl' = delimToken DelimRight cl+ pure $ "left " <> op' <> " " <> body <> " right " <> cl'++ ESub base sub -> do+ base' <- renderExpIn dt ctx base+ sub' <- renderScriptArg dt ctx sub+ pure $ renderScriptBase base base' <> "_" <> sub'++ ESuper base sup -> do+ baseRendered <- renderExpIn dt ctx base+ case renderPrimeSuffix sup of+ Just primes ->+ pure $ renderScriptBase base baseRendered <> primes+ Nothing -> do+ supRendered <- renderScriptArg dt ctx sup+ pure $ renderScriptBase base baseRendered <> "^" <> supRendered++ ESubsup base sub sup -> do+ baseRendered <- renderExpIn dt ctx base+ subRendered <- renderScriptArg dt ctx sub+ case renderPrimeSuffix sup of+ Just primes ->+ pure $ renderScriptBase base baseRendered <> "_" <> subRendered <> primes+ Nothing -> do+ supRendered <- renderScriptArg dt ctx sup+ pure $ renderScriptBase base baseRendered <> "_" <> subRendered <> "^" <> supRendered++ EOver _ base over+ | Just arrow <- arrowScriptOpName base -> do+ if isEmptyScriptArg over+ then pure arrow+ else do+ over' <- renderScriptArg dt ctx over+ pure $ arrow <> " csup " <> centerScriptArg over'+ | Just op <- centeredScriptOpName base -> do+ over' <- renderScriptArg dt ctx over+ pure $ "{" <> op <> "} csup " <> centerScriptArg over'+ | Just brace <- braceAnnotationName over -> do+ base' <- renderExpIn dt ctx base+ pure $ renderScriptBase base base' <> " " <> brace+ | isBraceAnnotatedExp base -> do+ base' <- renderExpIn dt ctx base+ over' <- renderBraceLabel dt ctx over+ pure $ base' <> " " <> over'+ | Just accent <- accentName over -> do+ base' <- renderExpIn dt ctx base+ pure $ accent <> " " <> renderAccentArg base base'+ | Just op <- limitOpName base -> do+ over' <- renderLimitArg dt ctx over+ pure $ op <> " to " <> over' <> " "+ | otherwise -> Nothing++ EUnder _ base under ->+ case arrowScriptOpName base of+ Just arrow ->+ if isEmptyScriptArg under+ then pure arrow+ else do+ under' <- renderScriptArg dt ctx under+ pure $ arrow <> " csub " <> centerScriptArg under'+ Nothing ->+ case underlineMarkerName under of+ Just marker -> do+ base' <- renderExpIn dt ctx base+ pure $ marker <> " " <> renderAccentArg base base'+ Nothing ->+ case braceAnnotationName under of+ Just brace -> do+ base' <- renderExpIn dt ctx base+ pure $ renderScriptBase base base' <> " " <> brace+ Nothing ->+ if isBraceAnnotatedExp base+ then do+ base' <- renderExpIn dt ctx base+ under' <- renderBraceLabel dt ctx under+ pure $ base' <> " " <> under'+ else+ case centeredScriptOpName base of+ Just op -> do+ under' <- renderScriptArg dt ctx under+ pure $ "{" <> op <> "} csub " <> centerScriptArg under'+ Nothing ->+ case limitOpName base of+ Just op -> do+ under' <- renderLimitArg dt ctx under+ pure $ op <> " from " <> under' <> " "+ Nothing -> do+ base' <- renderExpIn dt ctx base+ under' <- renderScriptArg dt ctx under+ pure $ renderScriptBase base base' <> "_" <> under'+ EUnderover _ base under over ->+ case arrowScriptOpName base of+ Just arrow ->+ case (isEmptyScriptArg under, isEmptyScriptArg over) of+ (True, True) -> pure arrow+ (False, True) -> do+ under' <- renderScriptArg dt ctx under+ pure $ arrow <> " csub " <> centerScriptArg under'+ (True, False) -> do+ over' <- renderScriptArg dt ctx over+ pure $ arrow <> " csup " <> centerScriptArg over'+ (False, False) -> do+ under' <- renderScriptArg dt ctx under+ over' <- renderScriptArg dt ctx over+ pure $ arrow <> " csub " <> centerScriptArg under'+ <> " csup " <> centerScriptArg over'+ Nothing ->+ case centeredScriptOpName base of+ Just op -> do+ under' <- renderScriptArg dt ctx under+ over' <- renderScriptArg dt ctx over+ pure $ "{" <> op <> "} csub " <> centerScriptArg under'+ <> " csup " <> centerScriptArg over'+ Nothing ->+ case limitOpName base of+ Just op -> do+ under' <- renderLimitArg dt ctx under+ over' <- renderLimitArg dt ctx over+ pure $ op <> " from " <> under' <> " to " <> over' <> " "+ Nothing -> do+ base' <- renderExpIn dt ctx base+ under' <- renderScriptArg dt ctx under+ over' <- renderScriptArg dt ctx over+ pure $ renderScriptBase base base' <> "_" <> under' <> "^" <> over'+ EArray aligns rows -> renderMatrix dt aligns rows+ EPhantom x -> do+ x' <- renderExpIn dt ctx x+ pure $ "phantom " <> renderPhantomArg x x'+ _ -> Nothing++renderDelimitedBody :: DisplayType -> AlignContext -> [Either T.Text Exp] -> Maybe T.Text+renderDelimitedBody dt ctx xs = do+ chunks <- mapM (renderDelimitedChunk dt ctx) xs+ pure $ T.strip (mergeDelimitedChunks chunks)++data DelimitedChunk = DelimRaw T.Text | DelimExp Exp T.Text++renderDelimitedChunk :: DisplayType -> AlignContext -> Either T.Text Exp -> Maybe DelimitedChunk+renderDelimitedChunk dt ctx p =+ case p of+ Left t -> Just $ DelimRaw (" " <> delimToken DelimMiddle t <> " ")+ Right x -> DelimExp x <$> renderExpIn dt ctx x++mergeDelimitedChunks :: [DelimitedChunk] -> T.Text+mergeDelimitedChunks [] = ""+mergeDelimitedChunks (c0:cs) = snd $ List.foldl' step (chunkExp c0, chunkText c0) cs+ where+ step (prevExp, acc) cur+ | T.null curText = (prevExp, acc)+ | otherwise =+ case cur of+ DelimRaw _ -> (Nothing, appendRendered False acc curText)+ DelimExp curExp _ ->+ let needSep = case prevExp of+ Just pe -> needsSeparator pe curExp+ Nothing -> False+ in (Just curExp, appendRendered needSep acc curText)+ where+ curText = chunkText cur++ chunkText c =+ case c of+ DelimRaw t -> t+ DelimExp _ t -> t++ chunkExp c =+ case c of+ DelimRaw _ -> Nothing+ DelimExp e _ -> Just e++renderMatrix :: DisplayType -> [Alignment] -> [[[Exp]]] -> Maybe T.Text+renderMatrix dt aligns rows = do+ rows' <- mapM (renderMatrixRow dt aligns) rows+ pure $ "matrix { " <> T.intercalate " ## " rows' <> " }"++renderMatrixRow :: DisplayType -> [Alignment] -> [[Exp]] -> Maybe T.Text+renderMatrixRow dt aligns cells = do+ let explicitCenter = any (/= AlignCenter) aligns+ let columnCount = max (length aligns) (length cells)+ let paddedCells = take columnCount (cells ++ repeat [])+ cells' <- sequence+ [ renderMatrixCellWithAlign dt explicitCenter (columnAlign aligns i) c+ | (i, c) <- zip [(0 :: Int) ..] paddedCells+ ]+ pure $ T.intercalate " # " cells'++renderMatrixCell :: DisplayType -> AlignContext -> [Exp] -> Maybe T.Text+renderMatrixCell _ _ [] = Just "{}"+renderMatrixCell dt ctx xs = do+ rendered <- renderExpsIn dt ctx xs+ let stripped = T.strip rendered+ pure $ if T.null stripped then "{}" else stripped++renderMatrixCellWithAlign :: DisplayType -> Bool -> Alignment -> [Exp] -> Maybe T.Text+renderMatrixCellWithAlign dt explicitCenter align xs = do+ cell <- renderMatrixCell dt (alignmentContext align) xs+ pure $ case align of+ AlignLeft -> "alignl " <> cell+ AlignRight -> "alignr " <> cell+ AlignCenter | explicitCenter -> "alignc " <> cell+ _ -> cell++columnAlign :: [Alignment] -> Int -> Alignment+columnAlign aligns i =+ case drop i aligns of+ (a : _) -> a+ [] -> AlignCenter++renderStyled :: DisplayType -> AlignContext -> TextType -> [Exp] -> Maybe T.Text+renderStyled dt ctx sty xs = do+ body <- renderExpsIn dt ctx xs+ pure $ case sty of+ _+ | Just unicodeBody <- renderUnicodeSerifStyled sty xs ->+ "nitalic " <> styleArg unicodeBody+ TextNormal+ | Just ident <- singleUprightIdentifier xs ->+ "nitalic " <> renderTextNormalIdentifier ident+ | not (hasStructuralScript xs)+ , Just txt <- styledText xs -> quoteText txt+ | Just txt <- renderTextNormalStyled dt xs+ , shouldForceUprightTextNormal xs -> "nitalic{" <> txt <> "}"+ | Just txt <- renderTextNormalStyled dt xs -> txt+ TextItalic -> "ital " <> styleArg body+ TextBold+ | shouldForceUprightBold xs -> "bold nitalic " <> styleArg body+ | otherwise -> "bold " <> styleArg body+ TextBoldItalic -> "bold " <> styleArg ("ital " <> styleArg body)+ TextMonospace -> "font fixed nitalic " <> styleArg body+ TextSansSerif -> "font sans nitalic " <> styleArg body+ TextSansSerifBold -> "bold " <> styleArg ("font sans nitalic " <> styleArg body)+ TextSansSerifBoldItalic -> "bold " <> styleArg ("font sans ital " <> styleArg body)+ TextSansSerifItalic -> "font sans ital " <> styleArg body+ TextScript -> "ital " <> styleArg body+ TextFraktur -> "bold " <> styleArg body+ TextDoubleStruck -> "bold nitalic " <> styleArg body+ _ -> body++renderUnicodeSerifStyled :: TextType -> [Exp] -> Maybe T.Text+renderUnicodeSerifStyled sty xs =+ case sty of+ TextScript -> styledUnicodeText sty xs+ TextFraktur -> styledUnicodeText sty xs+ TextDoubleStruck -> styledUnicodeText sty xs+ TextBoldScript -> styledUnicodeText sty xs+ TextBoldFraktur -> styledUnicodeText sty xs+ _ -> Nothing++styledUnicodeText :: TextType -> [Exp] -> Maybe T.Text+styledUnicodeText sty = fmap T.concat . mapM (styledUnicodeExp sty)++styledUnicodeExp :: TextType -> Exp -> Maybe T.Text+styledUnicodeExp sty e =+ case e of+ EIdentifier t -> mapStyledUnicode sty t+ ENumber t -> mapStyledUnicode sty t+ EGrouped xs -> styledUnicodeText sty xs+ EStyled TextNormal xs -> styledUnicodeText sty xs+ ESpace w+ | w <= 0 -> Just ""+ | w >= 2 -> Just " "+ | otherwise -> Just " "+ _ -> Nothing++mapStyledUnicode :: TextType -> T.Text -> Maybe T.Text+mapStyledUnicode sty t = T.pack <$> mapM (\c -> toUnicodeChar (sty, c)) (T.unpack t)++hasStructuralScript :: [Exp] -> Bool+hasStructuralScript = any go+ where+ go e =+ case e of+ ESub{} -> True+ ESuper{} -> True+ ESubsup{} -> True+ EGrouped xs -> hasStructuralScript xs+ EStyled TextNormal xs -> hasStructuralScript xs+ _ -> False++styledText :: [Exp] -> Maybe T.Text+styledText = fmap T.concat . mapM styledTextExp++styledTextExp :: Exp -> Maybe T.Text+styledTextExp e =+ case e of+ ENumber t -> Just t+ EIdentifier t -> Just t+ EText _ t -> Just t+ ESpace w+ | w <= 0 -> Just ""+ | w >= 2 -> Just " "+ | otherwise -> Just " "+ EGrouped xs -> styledText xs+ EStyled TextNormal xs -> styledText xs+ ESub base sub -> do+ base' <- styledTextExp base+ sub' <- styledTextNonNumericExp sub+ pure $ base' <> "_" <> sub'+ ESuper base sup -> do+ base' <- styledTextExp base+ sup' <- styledTextNonNumericExp sup+ pure $ base' <> "^" <> sup'+ ESubsup base sub sup -> do+ base' <- styledTextExp base+ sub' <- styledTextNonNumericExp sub+ sup' <- styledTextNonNumericExp sup+ pure $ base' <> "_" <> sub' <> "^" <> sup'+ ESymbol _ s+ | isPlainTextSymbol s -> Just s+ _ -> Nothing++styledTextNonNumericExp :: Exp -> Maybe T.Text+styledTextNonNumericExp e = do+ txt <- styledTextExp e+ if T.any isAsciiDigit txt+ then Nothing+ else Just txt++isAsciiDigit :: Char -> Bool+isAsciiDigit c = c >= '0' && c <= '9'++isPlainTextSymbol :: T.Text -> Bool+isPlainTextSymbol s =+ s `elem`+ [ "_", ",", ".", ":", ";", "-", "−", "/", "(", ")", "[", "]"+ , "+", "=", "'", "′"+ ]++renderTextNormalStyled :: DisplayType -> [Exp] -> Maybe T.Text+renderTextNormalStyled dt xs = do+ let xs' = quoteStarMathKeywordRuns xs+ rendered <- mapM (renderTextNormalExp dt) xs'+ pure $ mergePieces (zip xs' rendered)++quoteStarMathKeywordRuns :: [Exp] -> [Exp]+quoteStarMathKeywordRuns [] = []+quoteStarMathKeywordRuns xs@(x : rest)+ | Just _ <- asciiIdentifierWord x =+ let (word, wordExps, rest') = takeIdentifierWordRun xs+ in if isStarMathReservedWord word+ then EText TextNormal word : quoteStarMathKeywordRuns rest'+ else wordExps <> quoteStarMathKeywordRuns rest'+ | otherwise = x : quoteStarMathKeywordRuns rest++takeIdentifierWordRun :: [Exp] -> (T.Text, [Exp], [Exp])+takeIdentifierWordRun = go [] []+ where+ go pieces exps (e : rest)+ | Just piece <- asciiIdentifierWord e = go (piece : pieces) (e : exps) rest+ go pieces exps rest = (T.concat (reverse pieces), reverse exps, rest)++asciiIdentifierWord :: Exp -> Maybe T.Text+asciiIdentifierWord e =+ case e of+ EIdentifier t+ | not (T.null t) && T.all isAsciiAlpha t -> Just t+ _ -> Nothing++renderTextNormalExp :: DisplayType -> Exp -> Maybe T.Text+renderTextNormalExp dt e =+ case e of+ ENumber t -> Just t+ EIdentifier t -> Just (renderIdentifier t)+ EText sty t -> Just (renderTextAtom sty t)+ ESpace w -> Just (renderSpace w)+ EGrouped xs -> renderTextNormalStyled dt xs+ EStyled TextNormal xs -> renderTextNormalStyled dt xs+ EStyled TextBold xs -> do+ body <- renderExpsIn dt AlignDefault xs+ pure $ "bold nitalic " <> styleArg body+ EStyled sty xs -> renderStyled dt AlignDefault sty xs+ ESub base sub -> do+ base' <- renderTextNormalExp dt base+ sub' <- renderTextNormalExp dt sub+ pure $ base' <> "_" <> sub'+ ESuper base sup -> do+ base' <- renderTextNormalExp dt base+ sup' <- renderTextNormalExp dt sup+ pure $ base' <> "^" <> sup'+ ESubsup base sub sup -> do+ base' <- renderTextNormalExp dt base+ sub' <- renderTextNormalExp dt sub+ sup' <- renderTextNormalExp dt sup+ pure $ base' <> "_" <> sub' <> "^" <> sup'+ ESymbol t s -> Just (T.strip (renderSymbol t s))+ _ -> Nothing++shouldForceUprightTextNormal :: [Exp] -> Bool+shouldForceUprightTextNormal = all isUprightTextNormalExp++shouldForceUprightBold :: [Exp] -> Bool+shouldForceUprightBold = all isUprightBoldExp++isUprightBoldExp :: Exp -> Bool+isUprightBoldExp e =+ case e of+ ENumber{} -> True+ EIdentifier t -> T.all isAsciiAlphaNum t+ EText{} -> True+ ESpace{} -> True+ ESymbol _ s -> isPlainTextSymbol s+ EGrouped xs -> shouldForceUprightBold xs+ EStyled TextNormal xs -> shouldForceUprightBold xs+ ESub base sub -> isUprightBoldExp base && isUprightBoldExp sub+ ESuper base sup -> isUprightBoldExp base && isUprightBoldExp sup+ ESubsup base sub sup -> isUprightBoldExp base+ && isUprightBoldExp sub+ && isUprightBoldExp sup+ _ -> False++isUprightTextNormalExp :: Exp -> Bool+isUprightTextNormalExp e =+ case e of+ ENumber{} -> True+ EIdentifier{} -> True+ EText{} -> True+ ESpace{} -> True+ ESymbol _ s -> isPlainTextSymbol s+ EGrouped xs -> shouldForceUprightTextNormal xs+ EStyled TextNormal xs -> shouldForceUprightTextNormal xs+ ESub base sub -> isUprightTextNormalExp base && isUprightTextNormalExp sub+ ESuper base sup -> isUprightTextNormalExp base && isUprightTextNormalExp sup+ ESubsup base sub sup -> isUprightTextNormalExp base+ && isUprightTextNormalExp sub+ && isUprightTextNormalExp sup+ _ -> False++isAsciiAlpha :: Char -> Bool+isAsciiAlpha c =+ (c >= 'A' && c <= 'Z') ||+ (c >= 'a' && c <= 'z')++isAsciiAlphaNum :: Char -> Bool+isAsciiAlphaNum c =+ isAsciiAlpha c ||+ (c >= '0' && c <= '9')++styleArg :: T.Text -> T.Text+styleArg t+ | T.null t = "{}"+ | T.length t == 1 = t+ | otherwise = "{" <> t <> "}"++singleUprightIdentifier :: [Exp] -> Maybe T.Text+singleUprightIdentifier xs =+ case xs of+ [EIdentifier t] -> Just t+ _ -> Nothing++alignmentContext :: Alignment -> AlignContext+alignmentContext a =+ case a of+ AlignLeft -> AlignLeftCtx+ AlignRight -> AlignRightCtx+ _ -> AlignDefault++maybeCenterFractionArg :: AlignContext -> T.Text -> T.Text+maybeCenterFractionArg ctx t+ | ctx == AlignLeftCtx || ctx == AlignRightCtx = "{alignc " <> asArg t <> "}"+ | otherwise = t+ where+ asArg x =+ let s = T.strip x+ in if T.null s+ then "{}"+ else if T.length s == 1+ then s+ else if T.head s == '{' && T.last s == '}'+ then s+ else "{" <> s <> "}"++asDelimitedArg :: T.Text -> T.Text+asDelimitedArg t =+ let s = T.strip t+ in if T.null s+ then "{}"+ else if T.head s == '{' && T.last s == '}'+ then s+ else "{" <> s <> "}"++renderInlineFraction :: T.Text -> T.Text -> T.Text+renderInlineFraction num den =+ "size*0.7 {" <> num <> " over " <> den <> "}"++renderSpace :: Rational -> T.Text+renderSpace w+ | w <= 0 = ""+ | w >= 2 = "~~ "+ | w >= 1 = "~ "+ | otherwise = " "++renderIdentifier :: T.Text -> T.Text+renderIdentifier ident =+ case greekName ident of+ Just name+ | shouldItalicizeGreek ident -> "%i" <> name+ | otherwise -> "%" <> name+ Nothing -> ident++renderTextNormalIdentifier :: T.Text -> T.Text+renderTextNormalIdentifier ident =+ case greekName ident of+ Just{} -> renderIdentifier ident+ Nothing+ | isStarMathReservedWord ident -> quoteText ident+ | otherwise -> ident++isStarMathReservedWord :: T.Text -> Bool+isStarMathReservedWord t =+ t `elem`+ [ "alignc", "alignl", "alignr"+ , "and", "approx"+ , "bar", "binom", "bold", "breve"+ , "cdot", "check", "circ", "cos", "cosh", "cot", "csub", "csup"+ , "dlarrow", "dlrarrow", "dot", "dotsaxis", "dotsdown", "dotslow"+ , "dotsup", "dotsvert", "downarrow", "drarrow"+ , "emptyset", "equiv", "exists", "exp"+ , "fixed", "font", "forall", "from", "func"+ , "gg"+ , "hat"+ , "in", "infinity", "int", "intersection", "ital", "iiint"+ , "langle", "lbrace", "lceil", "ldbracket", "ldline", "left"+ , "leftarrow", "leftrightarrow", "lfloor", "lim", "liminf"+ , "limsup", "ll", "lline", "ln", "log"+ , "mapsto", "matrix", "max", "min", "minusplus", "mline"+ , "nabla", "neg", "none", "notin", "nitalic", "nroot"+ , "or", "ortho", "over", "overbrace", "overline", "owns"+ , "parallel", "phantom", "plusminus", "partial", "prod", "prop"+ , "rangle", "rbrace", "rceil", "rdbracket", "rdline", "rfloor"+ , "right", "rline"+ , "sans", "sin", "sinh", "sqrt", "subset", "subseteq", "sum"+ , "supset", "supseteq"+ , "tilde", "times", "to", "toward"+ , "underbrace", "underline", "union", "uparrow"+ , "vec"+ ]++renderMathOperator :: T.Text -> T.Text+renderMathOperator t+ | t == "min" = "func min"+ | t == "max" = "func max"+ | isBareMathOperator t = t+ | shouldQuoteMathOperator t = "func " <> quoteText t+ | otherwise = "func " <> t++isBareMathOperator :: T.Text -> Bool+isBareMathOperator t =+ t `elem`+ [ "min", "max", "log", "sin", "cos", "cosh", "sinh"+ , "cot", "ln", "exp"+ ]++shouldQuoteMathOperator :: T.Text -> Bool+shouldQuoteMathOperator = not . T.all isLetter++shouldItalicizeGreek :: T.Text -> Bool+shouldItalicizeGreek ident =+ case ident of+ "α" -> True+ "β" -> True+ "γ" -> True+ "δ" -> True+ "ϵ" -> True+ "ε" -> True+ "ζ" -> True+ "η" -> True+ "θ" -> True+ "ϑ" -> True+ "ι" -> True+ "κ" -> True+ "λ" -> True+ "μ" -> True+ "ν" -> True+ "ξ" -> True+ "ο" -> True+ "π" -> True+ "ϖ" -> True+ "ρ" -> True+ "ϱ" -> True+ "𝜚" -> True+ "σ" -> True+ "ς" -> True+ "𝜍" -> True+ "τ" -> True+ "υ" -> True+ "ϕ" -> True+ "φ" -> True+ "χ" -> True+ "ψ" -> True+ "ω" -> True+ _ -> False++greekName :: T.Text -> Maybe T.Text+greekName ident =+ case ident of+ "α" -> Just "alpha"+ "β" -> Just "beta"+ "γ" -> Just "gamma"+ "δ" -> Just "delta"+ "ϵ" -> Just "epsilon"+ "ε" -> Just "varepsilon"+ "ζ" -> Just "zeta"+ "η" -> Just "eta"+ "θ" -> Just "theta"+ "ϑ" -> Just "vartheta"+ "ι" -> Just "iota"+ "κ" -> Just "kappa"+ "λ" -> Just "lambda"+ "μ" -> Just "mu"+ "ν" -> Just "nu"+ "ξ" -> Just "xi"+ "ο" -> Just "omicron"+ "π" -> Just "pi"+ "ϖ" -> Just "varpi"+ "ρ" -> Just "rho"+ "ϱ" -> Just "varrho"+ "𝜚" -> Just "varrho"+ "σ" -> Just "sigma"+ "ς" -> Just "varsigma"+ "𝜍" -> Just "varsigma"+ "τ" -> Just "tau"+ "υ" -> Just "upsilon"+ "ϕ" -> Just "phi"+ "φ" -> Just "varphi"+ "χ" -> Just "chi"+ "ψ" -> Just "psi"+ "ω" -> Just "omega"+ "Γ" -> Just "GAMMA"+ "Δ" -> Just "DELTA"+ "Θ" -> Just "THETA"+ "Λ" -> Just "LAMBDA"+ "Ξ" -> Just "XI"+ "Π" -> Just "PI"+ "Σ" -> Just "SIGMA"+ "Υ" -> Just "UPSILON"+ "Φ" -> Just "PHI"+ "Ψ" -> Just "PSI"+ "Ω" -> Just "OMEGA"+ _ -> Nothing++renderScriptBase :: Exp -> T.Text -> T.Text+renderScriptBase e rendered0 =+ let rendered = T.strip rendered0+ in if isEmptyScriptBase e || T.null rendered+ then "{}"+ else if isWrapped rendered+ then rendered+ else if isAtomic e+ then rendered+ else "{" <> rendered <> "}"++renderScriptArg :: DisplayType -> AlignContext -> Exp -> Maybe T.Text+renderScriptArg dt ctx e = do+ rendered0 <-+ if needsNeutralScriptOperands e+ then renderExpsIn dt ctx [e]+ else renderExpIn dt ctx e+ let rendered = T.strip rendered0+ pure $ if (isAtomic e && not (needsNeutralScriptOperands e)) || isQuotedText rendered+ then rendered+ else "{" <> rendered <> "}"++renderPrimeSuffix :: Exp -> Maybe T.Text+renderPrimeSuffix e =+ case e of+ ESymbol Pun "'" -> Just "'"+ ESymbol Pun "′" -> Just "'"+ ESymbol Pun "″" -> Just "''"+ ESymbol Pun "‴" -> Just "'''"+ _ -> Nothing++renderLimitArg :: DisplayType -> AlignContext -> Exp -> Maybe T.Text+renderLimitArg dt ctx e =+ case e of+ EGrouped xs -> do+ rendered <- renderExpsIn dt ctx xs+ let stripped = T.strip rendered+ pure $+ if T.null stripped+ then "{}"+ else if containsRelationLike xs+ then stripped+ else if isQuotedText stripped || isWrapped stripped || T.length stripped == 1+ then stripped+ else "{" <> stripped <> "}"+ _ -> T.strip <$> renderExpIn dt ctx e++containsRelationLike :: [Exp] -> Bool+containsRelationLike = any isRelationLike+ where+ isRelationLike expn =+ case expn of+ ESymbol Rel _ -> True+ ESymbol Bin _ -> True+ EGrouped ys -> containsRelationLike ys+ _ -> False++renderAccentArg :: Exp -> T.Text -> T.Text+renderAccentArg e rendered0 =+ let rendered = T.strip rendered0+ in if isAtomic e+ then rendered+ else "{" <> rendered <> "}"++renderPhantomArg :: Exp -> T.Text -> T.Text+renderPhantomArg e rendered0 =+ let rendered = T.strip rendered0+ in if isAtomic e+ then rendered+ else if isWrapped rendered+ then rendered+ else "{" <> rendered <> "}"++centerScriptArg :: T.Text -> T.Text+centerScriptArg rendered+ | isWrapped rendered = rendered+ | otherwise = "{" <> rendered <> "}"++isWrapped :: T.Text -> Bool+isWrapped t = T.length t >= 2 && T.head t == '{' && T.last t == '}'++isAtomic :: Exp -> Bool+isAtomic e =+ case e of+ ENumber{} -> True+ EIdentifier{} -> True+ EMathOperator{} -> True+ EText{} -> True+ ESymbol{} -> True+ _ -> False++isEmptyScriptBase :: Exp -> Bool+isEmptyScriptBase e =+ case e of+ EIdentifier t -> T.null t+ _ -> False++isEmptyScriptArg :: Exp -> Bool+isEmptyScriptArg e =+ case e of+ EGrouped [] -> True+ EIdentifier t -> T.null t+ _ -> False++isBraceAnnotatedExp :: Exp -> Bool+isBraceAnnotatedExp e =+ case e of+ EOver _ _ over -> braceAnnotationName over /= Nothing+ EUnder _ _ under -> braceAnnotationName under /= Nothing+ _ -> False++braceAnnotationName :: Exp -> Maybe T.Text+braceAnnotationName e =+ case e of+ ESymbol TOver "\9182" -> Just "overbrace"+ ESymbol TOver "\9140" -> Just "overbrace"+ ESymbol TUnder "\9183" -> Just "underbrace"+ ESymbol TUnder "\9141" -> Just "underbrace"+ _ -> Nothing++underlineMarkerName :: Exp -> Maybe T.Text+underlineMarkerName e =+ case e of+ ESymbol TUnder "_" -> Just "underline"+ _ -> Nothing++renderBraceLabel :: DisplayType -> AlignContext -> Exp -> Maybe T.Text+renderBraceLabel dt ctx e = do+ rendered0 <- renderExpIn dt ctx e+ let rendered = T.strip rendered0+ pure $ if isQuotedText rendered || isAtomic e+ then rendered+ else "{" <> rendered <> "}"++arrowScriptOpName :: Exp -> Maybe T.Text+arrowScriptOpName e =+ case e of+ ESymbol _ "←" -> Just "leftarrow"+ ESymbol _ "→" -> Just "toward"+ ESymbol _ "↔" -> Just "leftrightarrow"+ ESymbol _ "⇐" -> Just "dlarrow"+ ESymbol _ "⇒" -> Just "drarrow"+ ESymbol _ "⇔" -> Just "dlrarrow"+ ESymbol _ "↦" -> Just "mapsto"+ ESymbol _ "↑" -> Just "uparrow"+ ESymbol _ "↓" -> Just "downarrow"+ _ -> Nothing++accentName :: Exp -> Maybe T.Text+accentName e =+ case e of+ ESymbol Accent s -> accentFromChar s+ ESymbol TOver s -> overAccentFromChar s+ ESymbol _ s -> accentFromChar s+ _ -> Nothing++overAccentFromChar :: T.Text -> Maybe T.Text+overAccentFromChar s =+ case s of+ "\772" -> Just "overline"+ "\8254" -> Just "overline"+ "¯" -> Just "overline"+ _ -> accentFromChar s++accentFromChar :: T.Text -> Maybe T.Text+accentFromChar s =+ case s of+ "\775" -> Just "dot"+ "˙" -> Just "dot"+ "\776" -> Just "ddot"+ "¨" -> Just "ddot"+ "\770" -> Just "hat"+ "ˆ" -> Just "hat"+ "\780" -> Just "check"+ "ˇ" -> Just "check"+ "\771" -> Just "tilde"+ "˜" -> Just "tilde"+ "\772" -> Just "bar"+ "\8254" -> Just "bar"+ "¯" -> Just "bar"+ "\8407" -> Just "vec"+ "→" -> Just "vec"+ "\774" -> Just "breve"+ "˘" -> Just "breve"+ _ -> Nothing++data DelimSide = DelimLeft | DelimRight | DelimMiddle++delimToken :: DelimSide -> T.Text -> T.Text+delimToken side raw =+ case raw of+ "" -> "none"+ "." -> "none"+ "(" -> "("+ ")" -> ")"+ "[" -> "["+ "]" -> "]"+ "{" -> case side of+ DelimLeft -> "lbrace"+ DelimRight -> "rbrace"+ DelimMiddle -> "{"+ "}" -> case side of+ DelimLeft -> "lbrace"+ DelimRight -> "rbrace"+ DelimMiddle -> "}"+ "|" -> case side of+ DelimLeft -> "lline"+ DelimRight -> "rline"+ DelimMiddle -> "mline"+ "∣" -> case side of+ DelimLeft -> "lline"+ DelimRight -> "rline"+ DelimMiddle -> "mline"+ "∥" -> case side of+ DelimLeft -> "ldline"+ DelimRight -> "rdline"+ DelimMiddle -> "mline"+ "⟨" -> "langle"+ "⟩" -> "rangle"+ "⌊" -> "lfloor"+ "⌋" -> "rfloor"+ "⌈" -> "lceil"+ "⌉" -> "rceil"+ "⟦" -> "ldbracket"+ "⟧" -> "rdbracket"+ _ -> raw++renderSymbol :: TeXSymbolType -> T.Text -> T.Text+renderSymbol t s =+ case s of+ "∫" -> "int "+ "∑" -> "sum "+ "←" -> " leftarrow "+ "→" -> " toward "+ "↔" -> " leftrightarrow "+ "⇐" -> " dlarrow "+ "⇒" -> " drarrow "+ "⇔" -> " dlrarrow "+ "↑" -> " uparrow "+ "↓" -> " downarrow "+ "↦" -> " mapsto "+ "\8230" -> " dotslow "+ "\8943" -> " dotsaxis "+ "⋮" -> " dotsvert "+ "⋱" -> " dotsdown "+ "⋰" -> " dotsup "+ "∈" -> " in "+ "∉" -> " notin "+ "∋" -> " owns "+ "∩" -> " intersection "+ "∪" -> " union "+ "⊂" -> " subset "+ "⊆" -> " subseteq "+ "⊃" -> " supset "+ "⊇" -> " supseteq "+ "≤" -> " <= "+ "≥" -> " >= "+ "≠" -> " <> "+ "≈" -> " approx "+ "≡" -> " equiv "+ "\8810" -> " ll "+ "\8811" -> " gg "+ "∝" -> " prop "+ "∥" -> " parallel "+ "⊥" -> " ortho "+ "±" -> " plusminus "+ "∓" -> " minusplus "+ "×" -> " times "+ "⋅" -> " cdot "+ "·" -> " cdot "+ "∘" -> " circ "+ "/" -> " / "+ "∂" -> "partial"+ "∇" -> "nabla"+ "∀" -> "forall"+ "∃" -> "exists"+ "¬" -> "neg"+ "∧" -> "and"+ "∨" -> "or"+ "∞" -> "infinity"+ "∅" -> "emptyset"+ "+" -> " + "+ "-" | t == Bin -> " - "+ "-" -> "-"+ "−" | t == Bin -> " - "+ "−" -> "-"+ "<" -> " < "+ ">" -> " > "+ "=" -> " = "+ "," -> ", "+ ";" -> "; "+ ":" -> " : "+ "!" -> " ! "+ "'" -> "'"+ "′" -> "'"+ "″" -> "''"+ "‴" -> "'''"+ _ | isWordLiteralSymbol s -> quoteText s+ | otherwise -> s++isWordLiteralSymbol :: T.Text -> Bool+isWordLiteralSymbol s =+ not (T.null s) && T.all isWordLiteralChar s++isWordLiteralChar :: Char -> Bool+isWordLiteralChar c =+ (c >= 'A' && c <= 'Z') ||+ (c >= 'a' && c <= 'z') ||+ c == ' ' || c == '-'++quoteText :: T.Text -> T.Text+quoteText t = "\"" <> escapeQuotes t <> "\""++escapeQuotes :: T.Text -> T.Text+escapeQuotes = T.replace "\"" "\\\""++isQuotedText :: T.Text -> Bool+isQuotedText t =+ T.length t >= 2 && T.head t == '"' && T.last t == '"'++largeOpName :: Exp -> Maybe T.Text+largeOpName e =+ case e of+ ESymbol Op "\8747" -> Just "int"+ ESymbol Op "\8751" -> Just "iiint"+ ESymbol Op "\8721" -> Just "sum"+ ESymbol Op "\8719" -> Just "prod"+ ESymbol Op "\8899" -> Just "oper ∪"+ ESymbol Op "\8898" -> Just "oper ∩"+ ESymbol Op "\8749" -> Just "iiint"+ _ -> Nothing++limitOpName :: Exp -> Maybe T.Text+limitOpName e =+ case largeOpName e of+ Just op -> Just op+ Nothing ->+ case e of+ EMathOperator "lim" -> Just "lim"+ EMathOperator "liminf" -> Just "liminf"+ EMathOperator "limsup" -> Just "limsup"+ EMathOperator "min" -> Nothing+ EMathOperator "max" -> Nothing+ _ -> Nothing++centeredScriptOpName :: Exp -> Maybe T.Text+centeredScriptOpName e =+ case e of+ EMathOperator "min" -> Just "func min"+ EMathOperator "max" -> Just "func max"+ EMathOperator "det" -> Just "func det"+ EMathOperator "Pr" -> Just "func Pr"+ EMathOperator "gcd" -> Just "func gcd"+ EMathOperator "lim" -> Nothing+ EMathOperator "liminf" -> Nothing+ EMathOperator "limsup" -> Nothing+ EMathOperator t -> Just (renderMathOperator t)+ _ -> Nothing+renderTextAtom :: TextType -> T.Text -> T.Text+renderTextAtom sty t =+ case sty of+ TextItalic -> "ital " <> styleArg t+ TextBold -> "bold " <> styleArg (quoteText t)+ TextMonospace -> "font fixed " <> quoteText t+ TextSansSerif -> "font sans " <> quoteText t+ _ -> quoteText t
@@ -25,7 +25,6 @@ import Text.TeXMath.Unicode.ToUnicode (fromUnicode) import qualified Text.TeXMath.Shared as S import qualified Data.Text as T-import Data.Generics (everywhere, mkT) import Control.Monad (when, unless, foldM_) import Control.Monad.Reader (MonadReader, runReader, Reader, asks, local) import Control.Monad.Writer( MonadWriter, WriterT,@@ -37,7 +36,7 @@ -- tr' x = trace (show x) x -- | Transforms an expression tree to equivalent LaTeX with the default--- packages (amsmath and amssymb)+-- packages (amsmath, amssymb, and cancel) writeTeX :: [Exp] -> T.Text writeTeX = writeTeXWith defaultEnv @@ -101,6 +100,22 @@ tell [ControlSeq cmd] writeExp y +-- | Replace styled unicode characters with their unstyled+-- equivalents in every text field of an expression.+fromUnicodeExp :: TextType -> Exp -> Exp+fromUnicodeExp ttype = S.everywhereExp go+ where+ f = fromUnicode ttype+ go e = case e of+ ENumber t -> ENumber (f t)+ EIdentifier t -> EIdentifier (f t)+ EMathOperator t -> EMathOperator (f t)+ ESymbol ty t -> ESymbol ty (f t)+ EText tt t -> EText tt (f t)+ EDelimited o c ds -> EDelimited (f o) (f c)+ (map (either (Left . f) Right) ds)+ _ -> e+ writeExp :: Exp -> Math () writeExp (ENumber s) = tell =<< getTeXMathM s writeExp (EGrouped es) = tellGroup (mapM_ writeExp es)@@ -262,6 +277,12 @@ tell [ControlSeq "\\boxed"] tellGroup (writeExp e) else writeExp e+writeExp (ECancel st e) = do+ case st of+ ForwardSlash -> tell [ControlSeq "\\cancel"]+ BackSlash -> tell [ControlSeq "\\bcancel"]+ XSlash -> tell [ControlSeq "\\xcancel"]+ tellGroup (writeExp e) writeExp (EScaled size e) | case e of (ESymbol Open _) -> True@@ -281,11 +302,11 @@ xs -> tell $ txtcmd (Grouped xs) writeExp (EStyled TextNormal [EStyled TextBold es]) = do tell [ControlSeq "\\mathbf"]- tellGroup $ mapM_ writeExp $ everywhere (mkT (fromUnicode TextBold)) es+ tellGroup $ mapM_ (writeExp . fromUnicodeExp TextBold) es writeExp (EStyled ttype es) = do txtcmd <- (flip S.getLaTeXTextCommand ttype) <$> asks mathEnv tell [ControlSeq txtcmd]- tellGroup (mapM_ writeExp $ everywhere (mkT (fromUnicode ttype)) es)+ tellGroup (mapM_ (writeExp . fromUnicodeExp ttype) es) writeExp (EArray as rows) | S.isRLSequence as = do env <- asks mathEnv@@ -344,7 +365,8 @@ let diacmd = case e1 of ESymbol stype a | stype `elem` [Accent, TOver, TUnder]- -> S.getDiacriticalCommand pos a+ -> (if isNarrow b then narrowDiacritical else id)+ <$> S.getDiacriticalCommand pos a _ -> Nothing case diacmd of Just cmd -> do@@ -452,6 +474,25 @@ isOperator (EMathOperator _) = True isOperator (ESymbol Op _) = True isOperator _ = False++-- | True if the expression is a single character wide, so that+-- narrow accent commands like \vec are preferable to wide ones+-- like \overrightarrow.+isNarrow :: Exp -> Bool+isNarrow (EIdentifier t) = T.length t == 1+isNarrow (ENumber t) = T.length t == 1+isNarrow (ESymbol _ t) = T.length t == 1+isNarrow (EGrouped [x]) = isNarrow x+isNarrow (EStyled _ [x]) = isNarrow x+isNarrow _ = False++-- | Preferred variants of wide accent commands for single-character+-- bases.+narrowDiacritical :: T.Text -> T.Text+narrowDiacritical "\\overrightarrow" = "\\vec"+narrowDiacritical "\\widetilde" = "\\tilde"+narrowDiacritical "\\widehat" = "\\hat"+narrowDiacritical cmd = cmd removeOuterGroup :: [Exp] -> [Exp] removeOuterGroup [EGrouped es] = es
@@ -25,11 +25,11 @@ import qualified Data.Text as T import Text.TeXMath.Types import qualified Text.TeXMath.Shared as S-import Typst.Symbols (typstSymbols)-import Data.Generics (everywhere, mkT)+import qualified Typst.Symbols as TS import Data.Text (Text) import Data.Char (isDigit, isAlpha, isAscii) import Data.Maybe (fromMaybe)+import Numeric (showFFloat) -- import Debug.Trace -- tr' x = trace (show x) x@@ -37,13 +37,17 @@ -- | Transforms an expression tree to equivalent Typst writeTypst :: DisplayType -> [Exp] -> Text writeTypst dt exprs =- writeExps $ everywhere (mkT $ S.handleDownup dt) exprs+ writeExps $ map (S.everywhereExp (S.handleDownup dt)) exprs writeExps :: [Exp] -> Text writeExps = go . map writeExp where go (a : b : es)- | T.take 1 b == "'" -- avoid space before a prime #239+ | Just (bstart, _) <- T.uncons b+ , Just (_, aend) <- T.unsnoc a+ , bstart == '\'' -- avoid space before a prime #239+ || bstart == '|' || aend == '|'+ || bstart == '\\' || isStandaloneEscape a -- #291, #286 = a <> go (b:es) go (a : as) = a <> if null as@@ -51,6 +55,13 @@ else " " <> go as go [] = mempty + -- A compound expression may start with an escape but end in an identifier.+ -- Only a standalone escape suppresses the following space (#291).+ isStandaloneEscape t =+ case T.uncons t of+ Just ('\\', rest) -> T.length rest == 1+ _ -> False+ inParens :: Text -> Text inParens s = "(" <> s <> ")" @@ -74,12 +85,12 @@ needsEscape '(' = True needsEscape ')' = True needsEscape '_' = True- needsEscape '*' = True needsEscape '^' = True needsEscape '"' = True needsEscape '/' = True needsEscape '\\' = True needsEscape ',' = True -- #242+ needsEscape ';' = True -- #275 needsEscape _ = False escInQuotes :: Text -> Text@@ -142,11 +153,12 @@ writeExp (ESuper b e1) = writeExpB b <> case S.toPrimes e1 of Just ps -> ps- _ -> "^" <> writeExpS e1-writeExp (ESubsup b e1 e2) = writeExpB b <> "_" <> writeExpS e1 <>- case S.toPrimes e2 of- Just ps -> ps- _ -> "^" <> writeExpS e2+ Nothing -> "^" <> writeExpS e1+writeExp (ESubsup b e1 e2) =+ writeExpB b <>+ case S.toPrimes e2 of+ Just ps -> ps <> "_" <> writeExpS e1+ Nothing -> "_" <> writeExpS e1 <> "^" <> writeExpS e2 writeExp (EOver _ (EOver _ b (ESymbol TOver "\9182")) e1) = "overbrace(" <> writeExp b <> ", " <> writeExp e1 <> ")" writeExp (EOver _ (EOver _ b (ESymbol TOver "\9140")) e1) =@@ -186,9 +198,10 @@ 0 -> "zws" 3 -> "thin" 4 -> "med"- 6 -> "thick"+ 5 -> "thick" 18 -> "quad"- n -> "#h(" <> tshow (n `div` 18) <> "em)"+ _ -> "#h(" <> T.pack (removePointZero $ showFFloat (Just 3)+ (fromRational width :: Double) $ "") <> "em)" writeExp (EText ttype s) = case ttype of TextNormal -> "upright" <> inParens (inQuotes s)@@ -226,6 +239,9 @@ TextBoldFraktur -> "bold" <> inParens ("frak" <> inParens contents) TextSansSerifItalic -> "italic" <> inParens ("sans" <> inParens contents) writeExp (EBoxed e) = "#box(stroke: black, inset: 3pt, [$ " <> writeExp e <> " $])"+writeExp (ECancel ForwardSlash e) = "cancel(" <> writeExp e <> ")"+writeExp (ECancel BackSlash e) = "cancel(" <> writeExp e <> ", inverted: #true)"+writeExp (ECancel XSlash e) = "cancel(" <> writeExp e <> ", cross: #true)" writeExp (EPhantom e) = "#hide[" <> writeExp e <> "]" writeExp (EScaled size e) = "#scale(x: " <> tshow (floor (100 * size) :: Int) <>@@ -302,7 +318,10 @@ typstSymbolMap :: M.Map Text Text typstSymbolMap = M.fromList $ ("\776", "dot.double") -- see #231- : [(s,name) | (name, _, s) <- typstSymbols]+ : [(s,name) | TS.Sym { TS.symName = name+ , TS.symText = s+ , TS.symDeprecation = Nothing+ } <- TS.typstSymbols] getAccentCommand :: Text -> Maybe Text getAccentCommand ac = do@@ -345,3 +364,10 @@ isGrouped :: Exp -> Bool isGrouped (EGrouped _) = True isGrouped _ = False++removePointZero :: String -> String+removePointZero s =+ let (as,bs) = break (=='.') s+ in case bs of+ '.':xs | all (=='0') xs -> as+ _ -> s
@@ -19392,9 +19392,9 @@ ] , [ [ EGrouped [ ENumber "5"- , ESpace (7 % 100)+ , ESpace (7227 % 2000) , EGrouped [ ENumber "24" , ESymbol Pun "!" ]- , ESpace (7 % 100)+ , ESpace (7227 % 2000) , ESuper (EIdentifier "x") (ENumber "6") ] ]
@@ -0,0 +1,23 @@+<<< mml+<?xml version="1.0" encoding="UTF-8"?>++<math xmlns="http://www.w3.org/1998/Math/MathML" display="block"> + <menclose notation="box"> + <mn>0</mn>+ </menclose>+ <menclose notation="updiagonalstrike">+ <mn>1</mn>+ </menclose>+ <menclose notation="downdiagonalstrike">+ <mn>2</mn>+ </menclose>+ <menclose notation="updiagonalstrike downdiagonalstrike">+ <mn>3</mn>+ </menclose> +</math>+>>> native+[ EBoxed (ENumber "0")+, ECancel ForwardSlash (ENumber "1")+, ECancel BackSlash (ENumber "2")+, ECancel XSlash (ENumber "3")+]
@@ -18,9 +18,9 @@ </mrow> </math> >>> native [ EIdentifier "x"-, ESpace (58 % 25)+, ESpace (43 % 100) , EIdentifier "M"-, ESpace (58 % 25)+, ESpace (43 % 100) , EIdentifier "x" , ESpace (0 % 1) ]
@@ -31,7 +31,8 @@ >>> native [ EFraction NormalFrac- (EGrouped [ EIdentifier "x" , ESpace (7 % 20) , EIdentifier "y" ])+ (EGrouped+ [ EIdentifier "x" , ESpace (569 % 200) , EIdentifier "y" ]) (ENumber "2") , ESymbol Bin "+" , EFraction
@@ -0,0 +1,86 @@+<<< omml+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+ <m:oMath>+ <m:borderBox>+ <m:borderBoxPr>+ <m:hideTop m:val="1" />+ <m:hideBot m:val="1" />+ <m:hideLeft m:val="1" />+ <m:hideRight m:val="1" />+ <m:strikeBLTR m:val="1" />+ </m:borderBoxPr>+ <m:e>+ <m:r>+ <m:t>abc</m:t>+ </m:r>+ </m:e>+ </m:borderBox>+ <m:r>+ <m:t>d+</m:t>+ </m:r>+ <m:borderBox>+ <m:borderBoxPr>+ <m:hideTop m:val="1" />+ <m:hideBot m:val="1" />+ <m:hideLeft m:val="1" />+ <m:hideRight m:val="1" />+ <m:strikeTLBR m:val="1" />+ </m:borderBoxPr>+ <m:e>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>2</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ </m:e>+ </m:borderBox>+ <m:r>+ <m:t>=d+</m:t>+ </m:r>+ <m:borderBox>+ <m:borderBoxPr>+ <m:hideTop m:val="1" />+ <m:hideBot m:val="1" />+ <m:hideLeft m:val="1" />+ <m:hideRight m:val="1" />+ <m:strikeBLTR m:val="1" />+ <m:strikeTLBR m:val="1" />+ </m:borderBoxPr>+ <m:e>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>2</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ </m:e>+ </m:borderBox>+ </m:oMath>+</m:oMathPara>++>>> native+[ ECancel+ ForwardSlash+ (EGrouped [ EIdentifier "a" , EIdentifier "b" , EIdentifier "c" ])+, EIdentifier "d"+, ESymbol Bin "+"+, ECancel BackSlash (ESuper (EIdentifier "x") (ENumber "2"))+, ESymbol Rel "="+, EIdentifier "d"+, ESymbol Bin "+"+, ECancel XSlash (ESuper (EIdentifier "x") (ENumber "2"))+]
@@ -0,0 +1,9 @@+<<< omml+<m:oMath xmlns:m="http://schemas.openxmlformats.org/officeDocument/2006/math" xmlns:w="http://schemas.openxmlformats.org/wordprocessingml/2006/main">+ <m:r><w:sym w:font="Symbol" w:char="F062"/></m:r>+ <m:r><w:sym w:font="Symbol" w:char="f062"/></m:r>+ <m:r><w:sym w:font="Symbol" w:char="FFFFFFFF"/></m:r>+ <m:r><w:sym w:char="F062"/></m:r>+</m:oMath>+>>> native+[ EIdentifier "\946" , EIdentifier "\946" ]
@@ -0,0 +1,20 @@+<<< tex+\begin{array}{p{2cm}|>{\bf}c<{x}m{0.4\textwidth}r}+a & b & c & d \\+e & f & g & h+\end{array}+>>> native+[ EArray+ [ AlignLeft , AlignCenter , AlignLeft , AlignRight ]+ [ [ [ EIdentifier "a" ]+ , [ EIdentifier "b" ]+ , [ EIdentifier "c" ]+ , [ EIdentifier "d" ]+ ]+ , [ [ EIdentifier "e" ]+ , [ EIdentifier "f" ]+ , [ EIdentifier "g" ]+ , [ EIdentifier "h" ]+ ]+ ]+]
@@ -0,0 +1,13 @@+<<< tex+\boxed{\cancel{x} + \bcancel{y} = \xcancel{z}}++>>> native+[ EBoxed+ (EGrouped+ [ ECancel ForwardSlash (EIdentifier "x")+ , ESymbol Bin "+"+ , ECancel BackSlash (EIdentifier "y")+ , ESymbol Rel "="+ , ECancel XSlash (EIdentifier "z")+ ])+]
@@ -9,9 +9,9 @@ \theta% } % comment-\newcommand{\aaa}{\b{2}}+\newcommand{\aaa}{\bb{2}} \renewcommand{\phi}{\aaa}-\newcommand{\b}[1]{#1}+\newcommand{\bb}[1]{#1} \newenvironment{ary} {\begin{array}{cc}
@@ -0,0 +1,13 @@+<<< tex+\newcommand{\set}[1]{\{#1\}}+\newcommand{\lbr}{\{}+\newcommand{\abc}{5}++\set{a} + \lbr \abc+>>> native+[ EGrouped+ [ ESymbol Open "{" , EIdentifier "a" , ESymbol Close "}" ]+, ESymbol Bin "+"+, ESymbol Open "{"+, ENumber "5"+]
@@ -0,0 +1,20 @@+<<< tex+\newenvironment{brak}[1]{\langle #1:}{:#1\rangle}+\begin{brak}{a} x \begin{brak}{b} y \end{brak} z \end{brak}+>>> native+[ ESymbol Open "\10216"+, EIdentifier "a"+, ESymbol Rel ":"+, EIdentifier "x"+, ESymbol Open "\10216"+, EIdentifier "b"+, ESymbol Rel ":"+, EIdentifier "y"+, ESymbol Rel ":"+, EIdentifier "b"+, ESymbol Close "\10217"+, EIdentifier "z"+, ESymbol Rel ":"+, EIdentifier "a"+, ESymbol Close "\10217"+]
@@ -102,9 +102,9 @@ upright("^\\backprime") x^prime.rev\ upright("^\\backdprime") x^prime.double.rev\ upright("^\\backtrprime") x^prime.triple.rev\-upright("^\\hyphenbullet") x^(⁃)\-upright("^\\ast") x^(\*)\+upright("^\\hyphenbullet") x^bullet.hyph\+upright("^\\ast") x^(*)\ upright("^\\vysmwhtcircle") x^compose\ upright("^\\vysmblkcircle") x^circle.filled.small\-upright("^\\llcorner") x^\⌞\-upright("^\\ulcorner") x^\⌜\+upright("^\\llcorner") x^corner.l.b\+upright("^\\ulcorner") x^corner.l.t\
@@ -0,0 +1,5 @@+<<< tex+a_i'+>>> native+[ ESubsup (EIdentifier "a") (EIdentifier "i") (ESymbol Pun "\8242")+]
@@ -0,0 +1,14 @@+<<< native+[ EDelimited+ "{"+ ""+ [ Right+ (EArray+ [ AlignLeft , AlignLeft ]+ [ [ [ EIdentifier "a" ] , [ ESymbol Pun ";" ] ]+ , [ [ EIdentifier "b" ] , [ EIdentifier "c" ] ]+ ])+ ]+]+>>> typst+cases(delim: "{", a & \;, b & c)
@@ -0,0 +1,9 @@+<<< tex+x = y\text.x+>>> native+[ EIdentifier "x"+, ESymbol Rel "="+, EIdentifier "y"+, EText TextNormal "."+, EIdentifier "x"+]
@@ -0,0 +1,4 @@+<<< tex+\text{\:\;}+>>> native+[ ESpace (2 % 9) , ESpace (5 % 18) ]
@@ -0,0 +1,4 @@+<<< omml+<m:oMath><m:r><w:ins w:id="2" w:author="Tron Su" w:date="2025-12-16T22:06:00Z" w16du:dateUtc="2025-12-16T14:06:00Z"><m:rPr><m:nor/></m:rPr><w:rPr><w:rFonts w:cs="Times New Roman"/><w:sz w:val="28"/></w:rPr><m:t>∆</m:t></w:ins></m:r><m:r><w:ins w:id="3" w:author="Tron Su" w:date="2025-12-16T22:06:00Z" w16du:dateUtc="2025-12-16T14:06:00Z"><w:rPr><w:rFonts w:ascii="Cambria Math" w:hAnsi="Cambria Math"/></w:rPr><m:t>F</m:t></w:ins></m:r><m:r><w:ins w:id="4" w:author="Tron Su" w:date="2025-12-16T22:06:00Z" w16du:dateUtc="2025-12-16T14:06:00Z"><m:rPr><m:sty m:val="p"/></m:rPr><w:rPr><w:rFonts w:ascii="Cambria Math" w:hAnsi="Cambria Math"/></w:rPr><m:t>/</m:t></w:ins></m:r><m:sSub><m:sSubPr><m:ctrlPr><w:ins w:id="5" w:author="Tron Su" w:date="2025-12-16T22:06:00Z" w16du:dateUtc="2025-12-16T14:06:00Z"><w:rPr><w:rFonts w:ascii="Cambria Math" w:hAnsi="Cambria Math"/></w:rPr></w:ins></m:ctrlPr></m:sSubPr><m:e><m:r><w:ins w:id="6" w:author="Tron Su" w:date="2025-12-16T22:06:00Z" w16du:dateUtc="2025-12-16T14:06:00Z"><w:rPr><w:rFonts w:ascii="Cambria Math" w:hAnsi="Cambria Math"/></w:rPr><m:t>F</m:t></w:ins></m:r></m:e><m:sub><m:r><w:ins w:id="7" w:author="Tron Su" w:date="2025-12-16T22:06:00Z" w16du:dateUtc="2025-12-16T14:06:00Z"><w:rPr><w:rFonts w:ascii="Cambria Math" w:hAnsi="Cambria Math"/></w:rPr><m:t>0</m:t></w:ins></m:r></m:sub></m:sSub></m:oMath>+>>> tex+\mathrm{\Delta}F/F_{0}
@@ -0,0 +1,13 @@+<<< tex+\boldsymbol{\Gamma + b + \alpha}+>>> mml+<?xml version='1.0' ?>+<math display="block" xmlns="http://www.w3.org/1998/Math/MathML">+ <mrow>+ <mi mathvariant="bold">𝚪</mi>+ <mo mathvariant="bold">+</mo>+ <mi mathvariant="bold-italic">𝒃</mi>+ <mo mathvariant="bold">+</mo>+ <mi mathvariant="bold-italic">𝜶</mi>+ </mrow>+</math>
@@ -0,0 +1,41 @@+<<< tex+\boldsymbol{\Gamma + b + \alpha}+>>> omml+<?xml version='1.0' ?>+<m:oMathPara>+ <m:oMathParaPr>+ <m:jc m:val="center" />+ </m:oMathParaPr>+ <m:oMath>+ <m:r>+ <m:rPr>+ <m:sty m:val="b" />+ </m:rPr>+ <m:t>Γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="b" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="bi" />+ </m:rPr>+ <m:t>b</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="b" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="bi" />+ </m:rPr>+ <m:t>α</m:t>+ </m:r>+ </m:oMath>+</m:oMathPara>
@@ -0,0 +1,6 @@+<<< tex+)^n k \qquad+(\mathbf x)^\top\mathbf A \qquad+\mathcal G=\langle\mathcal N,(\mathcal A_i)_i,(u_i)_i\rangle+>>> typst+\)^n k #h(2em)\(upright(bold(x))\)^top upright(bold(A)) #h(2em) cal(G) = chevron.l cal(N)\,\(cal(A)_i\)_i\,\(u_i\)_i chevron.r
@@ -0,0 +1,11 @@+<<< tex+x = y \tag{1}+>>> mml+<?xml version='1.0' ?>+<math display="block" xmlns="http://www.w3.org/1998/Math/MathML">+ <mrow>+ <mi>x</mi>+ <mo>=</mo>+ <mi>y</mi>+ </mrow>+</math>
@@ -0,0 +1,16 @@+<<< tex+a`b x\"y p``q+>>> mml+<?xml version='1.0' ?>+<math display="block" xmlns="http://www.w3.org/1998/Math/MathML">+ <mrow>+ <mi>a</mi>+ <mtext mathvariant="normal">‘</mtext>+ <mi>b</mi>+ <mi>x</mi>+ <mtext mathvariant="normal">ÿ</mtext>+ <mi>p</mi>+ <mtext mathvariant="normal">“</mtext>+ <mi>q</mi>+ </mrow>+</math>
@@ -0,0 +1,4 @@+<<< tex+\text{say "hi"} + \text{a\textbackslash b}+>>> eqn+roman "say \"hi\"" + roman "a\[rs]b"
@@ -0,0 +1,6 @@+[ ECancel ForwardSlash (EIdentifier "x")+, ESymbol Bin "+"+, ECancel BackSlash (EIdentifier "y")+, ESymbol Rel "="+, ECancel XSlash (EIdentifier "z")+]
@@ -37,6 +37,7 @@ mmlWriterTests <- getFiles "test/writer/mml" ommlWriterTests <- getFiles "test/writer/omml" eqnWriterTests <- getFiles "test/writer/eqn"+ starmathWriterTests <- getFiles "test/writer/starmath" typstWriterTests <- getFiles "test/writer/typst" regressionTests <- getFiles "test/regression" roundtripTests <- getFiles "test/roundtrip"@@ -63,6 +64,7 @@ , testGroup "mml" $ map toGoldenTest mmlWriterTests , testGroup "omml" $ map toGoldenTest ommlWriterTests , testGroup "eqn" $ map toGoldenTest eqnWriterTests+ , testGroup "starmath" $ map toGoldenTest starmathWriterTests , testGroup "typst" $ map toGoldenTest typstWriterTests ], testGroup "regression" $ map toGoldenTest regressionTests@@ -148,6 +150,8 @@ , ("tex", writeTeX) , ("omml", T.pack . ppTopElement . writeOMML DisplayBlock) , ("eqn", writeEqn DisplayBlock)+ , ("starmath", writeStarMath DisplayBlock)+ , ("starmath-inline", writeStarMath DisplayInline) , ("typst", writeTypst DisplayBlock) , ("native", T.pack . ppShow) , ("pandoc", maybe "" (T.pack . ppShow) . writePandoc DisplayBlock)
@@ -0,0 +1,8 @@+<<< native+[ EBoxed (ENumber "0")+, ECancel ForwardSlash (ENumber "1")+, ECancel BackSlash (ENumber "2")+, ECancel XSlash (ENumber "3")+]+>>> eqn+0 1 2 3
@@ -7896,6 +7896,6 @@ ccol{ {x = {y + z}} above {= {k + m}} } }} above {matrix{ lcol{ {roman "College Algebra " roman "Second Edition"} above {roman "James Stewart " roman "McMaster Universitiy"} above {roman "Lothar Redlin" roman " Pennsylvania State University"} above {roman "Saleem Watson" roman " California State University, Long Beach"} above {roman "Copyright 1996, ISBN 0 534-33983-2"} above {roman "Brooks/Cole Publishing Company"} above {roman "An International Thomson Publishing Company"} }-} ~} above {left { {1 over 2} over {1 over 2} "↑" sum from 1 to 2 right }} above {left 〈 {1 over 2} over {1 over 2} "|" sum from 1 to 2 right 〉} above {left ⌈ {1 over 2} over {1 over 2} "|" sum from 1 to 2 right ⌉} above {left "" "⇓" left "" {1 over 2} over {1 over 2} "↕" sum from 1 to 2 right "" "⇓" right ""} above {left [ {1 over 2} over {1 over 2} right ]} above {left ( {1 over 2} over {1 over 2} right )} above {left { {1 over 2} over {1 over 2} right }} above {left 〈 {1 over 2} over {1 over 2} right 〉} above {left ⌊ {1 over 2} over {1 over 2} right ⌋} above {left ⌈ {1 over 2} over {1 over 2} right ⌉} above {left "" "↑" {1 over 2} over {1 over 2} "↑" right ""} above {left "" "↓" {1 over 2} over {1 over 2} "↓" right ""} above {left "" "↕" {1 over 2} over {1 over 2} "↕" right ""} above {left "" "⇑" {1 over 2} over {1 over 2} "⇑" right ""} above {left "" "⇓" {1 over 2} over {1 over 2} "⇓" right ""} above {left "" "⇕" {1 over 2} over {1 over 2} "⇕" right ""} above {{1 over 2} over {1 over 2}} above {left \arrowvert {1 over 2} over {1 over 2} right \arrowvert} above {left \Arrowvert {1 over 2} over {1 over 2} right \Arrowvert} above {left \bracevert {1 over 2} over {1 over 2} right \bracevert} above {left | {1 over 2} over {1 over 2} right |} above {left | {1 over 2} over {1 over 2} right |} above {left | {1 over 2} over {1 over 2} right |} above {left "" "∥" {1 over 2} over {1 over 2} "∥" right ""} above {left "" "∥" {1 over 2} over {1 over 2} "∥" right ""} above {left "" "/" {1 over 2} over {1 over 2} "/" right ""} above {left "" "\" {1 over 2} over {1 over 2} "\" right ""} above {left ⎱ {1 over 2} over {1 over 2} right ⎰} above {left \lgroup {1 over 2} over {1 over 2} right \rgroup} above {left ⌞ {1 over 2} over {1 over 2} right ⌟} above {left ⌜ {1 over 2} over {1 over 2} right ⌝} above {A <- from ^ to {n + mu - 1} B -> from T to {n +- i - 1} C} above {1 over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}}} above {1 over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}}} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} }+} ~} above {left { {1 over 2} over {1 over 2} "↑" sum from 1 to 2 right }} above {left 〈 {1 over 2} over {1 over 2} "|" sum from 1 to 2 right 〉} above {left ⌈ {1 over 2} over {1 over 2} "|" sum from 1 to 2 right ⌉} above {left "" "⇓" left "" {1 over 2} over {1 over 2} "↕" sum from 1 to 2 right "" "⇓" right ""} above {left [ {1 over 2} over {1 over 2} right ]} above {left ( {1 over 2} over {1 over 2} right )} above {left { {1 over 2} over {1 over 2} right }} above {left 〈 {1 over 2} over {1 over 2} right 〉} above {left ⌊ {1 over 2} over {1 over 2} right ⌋} above {left ⌈ {1 over 2} over {1 over 2} right ⌉} above {left "" "↑" {1 over 2} over {1 over 2} "↑" right ""} above {left "" "↓" {1 over 2} over {1 over 2} "↓" right ""} above {left "" "↕" {1 over 2} over {1 over 2} "↕" right ""} above {left "" "⇑" {1 over 2} over {1 over 2} "⇑" right ""} above {left "" "⇓" {1 over 2} over {1 over 2} "⇓" right ""} above {left "" "⇕" {1 over 2} over {1 over 2} "⇕" right ""} above {{1 over 2} over {1 over 2}} above {left \arrowvert {1 over 2} over {1 over 2} right \arrowvert} above {left \Arrowvert {1 over 2} over {1 over 2} right \Arrowvert} above {left \bracevert {1 over 2} over {1 over 2} right \bracevert} above {left | {1 over 2} over {1 over 2} right |} above {left | {1 over 2} over {1 over 2} right |} above {left | {1 over 2} over {1 over 2} right |} above {left "" "∥" {1 over 2} over {1 over 2} "∥" right ""} above {left "" "∥" {1 over 2} over {1 over 2} "∥" right ""} above {left "" "/" {1 over 2} over {1 over 2} "/" right ""} above {left "" "\[rs]" {1 over 2} over {1 over 2} "\[rs]" right ""} above {left ⎱ {1 over 2} over {1 over 2} right ⎰} above {left \lgroup {1 over 2} over {1 over 2} right \rgroup} above {left ⌞ {1 over 2} over {1 over 2} right ⌟} above {left ⌜ {1 over 2} over {1 over 2} right ⌝} above {A <- from ^ to {n + mu - 1} B -> from T to {n +- i - 1} C} above {1 over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}}} above {1 over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}}} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {left ( {sin theta} over M right ⌋} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} above {{sin theta} over M} } ccol{ {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {x = {1 + y}} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} above {""} } }
@@ -4,4 +4,4 @@ , EText TextNormal "\8220string\"" ] >>> eqn-roman ""string”" = roman "“string""+roman "\"string”" = roman "“string\""
@@ -4,4 +4,4 @@ , EText TextNormal "\8220string\8221" ] >>> eqn-roman ""string"" = roman "“string”"+roman "\"string\"" = roman "“string”"
@@ -28,5 +28,5 @@ ] >>> eqn {matrix{-lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+lcol{ {roman "!\"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\[rs]]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} } }}
@@ -28,5 +28,5 @@ ] >>> eqn {matrix{-lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+lcol{ {roman "!\"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\[rs]]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} } }}
@@ -28,5 +28,5 @@ ] >>> eqn {matrix{-lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+lcol{ {roman "!\"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\[rs]]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} } }}
@@ -28,5 +28,5 @@ ] >>> eqn {matrix{-lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+lcol{ {roman "!\"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\[rs]]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} } }}
@@ -28,5 +28,5 @@ ] >>> eqn bold italic {matrix{-lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+lcol{ {roman "!\"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\[rs]]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} } }}
@@ -28,5 +28,5 @@ ] >>> eqn bold {matrix{-lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+lcol{ {roman "!\"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\[rs]]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} } }}
@@ -28,5 +28,5 @@ ] >>> eqn italic {matrix{-lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+lcol{ {roman "!\"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\[rs]]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} } }}
@@ -25,5 +25,5 @@ ] >>> eqn matrix{-lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+lcol{ {roman "!\"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\[rs]]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} } }
@@ -224,7 +224,7 @@ <mi>*</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi></mi>+ <mi mathvariant="normal"></mi> </mtd> <mtd columnalign="center" style="text-align: center"> <mi>0</mi>
@@ -74,7 +74,7 @@ </msup> <mo>,</mo> <mrow>- <mi>arg</mi>+ <mi mathvariant="normal">arg</mi> <mo>⁡</mo> </mrow> <mrow>@@ -88,7 +88,7 @@ <mo>=</mo> <mi>n</mi> <mrow>- <mi>arg</mi>+ <mi mathvariant="normal">arg</mi> <mo>⁡</mo> </mrow> <mrow>
@@ -19,7 +19,7 @@ <math display="block" xmlns="http://www.w3.org/1998/Math/MathML"> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mrow> <mi>z</mi> <mo>→</mo>
@@ -77,7 +77,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mrow>
@@ -119,120 +119,120 @@ <?xml version='1.0' ?> <math display="block" xmlns="http://www.w3.org/1998/Math/MathML"> <mrow>- <mi>𝒜</mi>- <mi>ℬ</mi>- <mi>𝒞</mi>- <mi>𝒟</mi>- <mi>ℰ</mi>- <mi>ℱ</mi>- <mi>𝒢</mi>- <mi>ℋ</mi>- <mi>ℐ</mi>- <mi>𝒥</mi>- <mi>𝒦</mi>- <mi>ℒ</mi>- <mi>ℳ</mi>- <mi>𝒩</mi>- <mi>𝒪</mi>- <mi>𝒫</mi>- <mi>𝒬</mi>- <mi>ℛ</mi>- <mi>𝒮</mi>- <mi>𝒯</mi>- <mi>𝒰</mi>- <mi>𝒱</mi>- <mi>𝒲</mi>- <mi>𝒳</mi>- <mi>𝒴</mi>- <mi>𝒵</mi>- <mi>𝒶</mi>- <mi>𝒷</mi>- <mi>𝒸</mi>- <mi>𝒹</mi>- <mi>ℯ</mi>- <mi>𝒻</mi>- <mi>ℊ</mi>- <mi>𝒽</mi>- <mi>𝒾</mi>- <mi>𝒿</mi>- <mi>𝓀</mi>- <mi>𝓁</mi>- <mi>𝓂</mi>- <mi>𝓃</mi>- <mi>ℴ</mi>- <mi>𝓅</mi>- <mi>𝓆</mi>- <mi>𝓇</mi>- <mi>𝓈</mi>- <mi>𝓉</mi>- <mi>𝓊</mi>- <mi>𝓋</mi>- <mi>𝓌</mi>- <mi>𝓍</mi>- <mi>𝓎</mi>- <mi>𝓏</mi>- <mi>𝔸</mi>- <mi>𝔹</mi>- <mi>ℂ</mi>- <mi>𝔻</mi>- <mi>𝔼</mi>- <mi>𝔽</mi>- <mi>𝔾</mi>- <mi>ℍ</mi>- <mi>𝕀</mi>- <mi>𝕁</mi>- <mi>𝕂</mi>- <mi>𝕃</mi>- <mi>𝕄</mi>- <mi>ℕ</mi>- <mi>𝕆</mi>- <mi>ℙ</mi>- <mi>ℚ</mi>- <mi>ℝ</mi>- <mi>𝕊</mi>- <mi>𝕋</mi>- <mi>𝕌</mi>- <mi>𝕍</mi>- <mi>𝕎</mi>- <mi>𝕏</mi>- <mi>𝕐</mi>- <mi>ℤ</mi>- <mi>𝕒</mi>- <mi>𝕓</mi>- <mi>𝕔</mi>- <mi>𝕕</mi>- <mi>𝕖</mi>- <mi>𝕗</mi>- <mi>𝕘</mi>- <mi>𝕙</mi>- <mi>𝕚</mi>- <mi>𝕛</mi>- <mi>𝕜</mi>- <mi>𝕝</mi>- <mi>𝕞</mi>- <mi>𝕟</mi>- <mi>𝕠</mi>- <mi>𝕡</mi>- <mi>𝕢</mi>- <mi>𝕣</mi>- <mi>𝕤</mi>- <mi>𝕥</mi>- <mi>𝕦</mi>- <mi>𝕧</mi>- <mi>𝕨</mi>- <mi>𝕩</mi>- <mi>𝕪</mi>- <mi>𝕫</mi>- <mn>𝟘</mn>- <mn>𝟙</mn>- <mn>𝟚</mn>- <mn>𝟛</mn>- <mn>𝟜</mn>- <mn>𝟝</mn>- <mn>𝟞</mn>- <mn>𝟟</mn>- <mn>𝟠</mn>- <mn>𝟡</mn>- <mn>𝟘</mn>+ <mi mathvariant="script">𝒜</mi>+ <mi mathvariant="script">ℬ</mi>+ <mi mathvariant="script">𝒞</mi>+ <mi mathvariant="script">𝒟</mi>+ <mi mathvariant="script">ℰ</mi>+ <mi mathvariant="script">ℱ</mi>+ <mi mathvariant="script">𝒢</mi>+ <mi mathvariant="script">ℋ</mi>+ <mi mathvariant="script">ℐ</mi>+ <mi mathvariant="script">𝒥</mi>+ <mi mathvariant="script">𝒦</mi>+ <mi mathvariant="script">ℒ</mi>+ <mi mathvariant="script">ℳ</mi>+ <mi mathvariant="script">𝒩</mi>+ <mi mathvariant="script">𝒪</mi>+ <mi mathvariant="script">𝒫</mi>+ <mi mathvariant="script">𝒬</mi>+ <mi mathvariant="script">ℛ</mi>+ <mi mathvariant="script">𝒮</mi>+ <mi mathvariant="script">𝒯</mi>+ <mi mathvariant="script">𝒰</mi>+ <mi mathvariant="script">𝒱</mi>+ <mi mathvariant="script">𝒲</mi>+ <mi mathvariant="script">𝒳</mi>+ <mi mathvariant="script">𝒴</mi>+ <mi mathvariant="script">𝒵</mi>+ <mi mathvariant="script">𝒶</mi>+ <mi mathvariant="script">𝒷</mi>+ <mi mathvariant="script">𝒸</mi>+ <mi mathvariant="script">𝒹</mi>+ <mi mathvariant="script">ℯ</mi>+ <mi mathvariant="script">𝒻</mi>+ <mi mathvariant="script">ℊ</mi>+ <mi mathvariant="script">𝒽</mi>+ <mi mathvariant="script">𝒾</mi>+ <mi mathvariant="script">𝒿</mi>+ <mi mathvariant="script">𝓀</mi>+ <mi mathvariant="script">𝓁</mi>+ <mi mathvariant="script">𝓂</mi>+ <mi mathvariant="script">𝓃</mi>+ <mi mathvariant="script">ℴ</mi>+ <mi mathvariant="script">𝓅</mi>+ <mi mathvariant="script">𝓆</mi>+ <mi mathvariant="script">𝓇</mi>+ <mi mathvariant="script">𝓈</mi>+ <mi mathvariant="script">𝓉</mi>+ <mi mathvariant="script">𝓊</mi>+ <mi mathvariant="script">𝓋</mi>+ <mi mathvariant="script">𝓌</mi>+ <mi mathvariant="script">𝓍</mi>+ <mi mathvariant="script">𝓎</mi>+ <mi mathvariant="script">𝓏</mi>+ <mi mathvariant="double-struck">𝔸</mi>+ <mi mathvariant="double-struck">𝔹</mi>+ <mi mathvariant="double-struck">ℂ</mi>+ <mi mathvariant="double-struck">𝔻</mi>+ <mi mathvariant="double-struck">𝔼</mi>+ <mi mathvariant="double-struck">𝔽</mi>+ <mi mathvariant="double-struck">𝔾</mi>+ <mi mathvariant="double-struck">ℍ</mi>+ <mi mathvariant="double-struck">𝕀</mi>+ <mi mathvariant="double-struck">𝕁</mi>+ <mi mathvariant="double-struck">𝕂</mi>+ <mi mathvariant="double-struck">𝕃</mi>+ <mi mathvariant="double-struck">𝕄</mi>+ <mi mathvariant="double-struck">ℕ</mi>+ <mi mathvariant="double-struck">𝕆</mi>+ <mi mathvariant="double-struck">ℙ</mi>+ <mi mathvariant="double-struck">ℚ</mi>+ <mi mathvariant="double-struck">ℝ</mi>+ <mi mathvariant="double-struck">𝕊</mi>+ <mi mathvariant="double-struck">𝕋</mi>+ <mi mathvariant="double-struck">𝕌</mi>+ <mi mathvariant="double-struck">𝕍</mi>+ <mi mathvariant="double-struck">𝕎</mi>+ <mi mathvariant="double-struck">𝕏</mi>+ <mi mathvariant="double-struck">𝕐</mi>+ <mi mathvariant="double-struck">ℤ</mi>+ <mi mathvariant="double-struck">𝕒</mi>+ <mi mathvariant="double-struck">𝕓</mi>+ <mi mathvariant="double-struck">𝕔</mi>+ <mi mathvariant="double-struck">𝕕</mi>+ <mi mathvariant="double-struck">𝕖</mi>+ <mi mathvariant="double-struck">𝕗</mi>+ <mi mathvariant="double-struck">𝕘</mi>+ <mi mathvariant="double-struck">𝕙</mi>+ <mi mathvariant="double-struck">𝕚</mi>+ <mi mathvariant="double-struck">𝕛</mi>+ <mi mathvariant="double-struck">𝕜</mi>+ <mi mathvariant="double-struck">𝕝</mi>+ <mi mathvariant="double-struck">𝕞</mi>+ <mi mathvariant="double-struck">𝕟</mi>+ <mi mathvariant="double-struck">𝕠</mi>+ <mi mathvariant="double-struck">𝕡</mi>+ <mi mathvariant="double-struck">𝕢</mi>+ <mi mathvariant="double-struck">𝕣</mi>+ <mi mathvariant="double-struck">𝕤</mi>+ <mi mathvariant="double-struck">𝕥</mi>+ <mi mathvariant="double-struck">𝕦</mi>+ <mi mathvariant="double-struck">𝕧</mi>+ <mi mathvariant="double-struck">𝕨</mi>+ <mi mathvariant="double-struck">𝕩</mi>+ <mi mathvariant="double-struck">𝕪</mi>+ <mi mathvariant="double-struck">𝕫</mi>+ <mn mathvariant="double-struck">𝟘</mn>+ <mn mathvariant="double-struck">𝟙</mn>+ <mn mathvariant="double-struck">𝟚</mn>+ <mn mathvariant="double-struck">𝟛</mn>+ <mn mathvariant="double-struck">𝟜</mn>+ <mn mathvariant="double-struck">𝟝</mn>+ <mn mathvariant="double-struck">𝟞</mn>+ <mn mathvariant="double-struck">𝟟</mn>+ <mn mathvariant="double-struck">𝟠</mn>+ <mn mathvariant="double-struck">𝟡</mn>+ <mn mathvariant="double-struck">𝟘</mn> </mrow> </math>
@@ -313,12 +313,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝐀</mi>- <mi>𝐁</mi>- <mi>𝐂</mi>- <mi>𝐚</mi>- <mi>𝐛</mi>- <mi>𝐜</mi>+ <mi mathvariant="bold-italic">𝑨</mi>+ <mi mathvariant="bold-italic">𝑩</mi>+ <mi mathvariant="bold-italic">𝑪</mi>+ <mi mathvariant="bold-italic">𝒂</mi>+ <mi mathvariant="bold-italic">𝒃</mi>+ <mi mathvariant="bold-italic">𝒄</mi> </mrow> </mtd> </mtr>@@ -328,12 +328,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝐀</mi>- <mi>𝐁</mi>- <mi>𝐂</mi>- <mi>𝐚</mi>- <mi>𝐛</mi>- <mi>𝐜</mi>+ <mi mathvariant="bold-italic">𝑨</mi>+ <mi mathvariant="bold-italic">𝑩</mi>+ <mi mathvariant="bold-italic">𝑪</mi>+ <mi mathvariant="bold-italic">𝒂</mi>+ <mi mathvariant="bold-italic">𝒃</mi>+ <mi mathvariant="bold-italic">𝒄</mi> </mrow> </mtd> </mtr>@@ -351,12 +351,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝐴</mi>- <mi>𝐵</mi>- <mi>𝐶</mi>- <mi>𝑎</mi>- <mi>𝑏</mi>- <mi>𝑐</mi>+ <mi mathvariant="italic">𝐴</mi>+ <mi mathvariant="italic">𝐵</mi>+ <mi mathvariant="italic">𝐶</mi>+ <mi mathvariant="italic">𝑎</mi>+ <mi mathvariant="italic">𝑏</mi>+ <mi mathvariant="italic">𝑐</mi> </mrow> </mtd> </mtr>@@ -374,12 +374,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝙰</mi>- <mi>𝙱</mi>- <mi>𝙲</mi>- <mi>𝚊</mi>- <mi>𝚋</mi>- <mi>𝚌</mi>+ <mi mathvariant="monospace">𝙰</mi>+ <mi mathvariant="monospace">𝙱</mi>+ <mi mathvariant="monospace">𝙲</mi>+ <mi mathvariant="monospace">𝚊</mi>+ <mi mathvariant="monospace">𝚋</mi>+ <mi mathvariant="monospace">𝚌</mi> </mrow> </mtd> </mtr>@@ -397,12 +397,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝖠</mi>- <mi>𝖡</mi>- <mi>𝖢</mi>- <mi>𝖺</mi>- <mi>𝖻</mi>- <mi>𝖼</mi>+ <mi mathvariant="sans-serif">𝖠</mi>+ <mi mathvariant="sans-serif">𝖡</mi>+ <mi mathvariant="sans-serif">𝖢</mi>+ <mi mathvariant="sans-serif">𝖺</mi>+ <mi mathvariant="sans-serif">𝖻</mi>+ <mi mathvariant="sans-serif">𝖼</mi> </mrow> </mtd> </mtr>@@ -412,12 +412,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝖠</mi>- <mi>𝖡</mi>- <mi>𝖢</mi>- <mi>𝖺</mi>- <mi>𝖻</mi>- <mi>𝖼</mi>+ <mi mathvariant="sans-serif">𝖠</mi>+ <mi mathvariant="sans-serif">𝖡</mi>+ <mi mathvariant="sans-serif">𝖢</mi>+ <mi mathvariant="sans-serif">𝖺</mi>+ <mi mathvariant="sans-serif">𝖻</mi>+ <mi mathvariant="sans-serif">𝖼</mi> </mrow> </mtd> </mtr>@@ -427,12 +427,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝔸</mi>- <mi>𝔹</mi>- <mi>ℂ</mi>- <mi>𝕒</mi>- <mi>𝕓</mi>- <mi>𝕔</mi>+ <mi mathvariant="double-struck">𝔸</mi>+ <mi mathvariant="double-struck">𝔹</mi>+ <mi mathvariant="double-struck">ℂ</mi>+ <mi mathvariant="double-struck">𝕒</mi>+ <mi mathvariant="double-struck">𝕓</mi>+ <mi mathvariant="double-struck">𝕔</mi> </mrow> </mtd> </mtr>@@ -442,12 +442,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝒜</mi>- <mi>ℬ</mi>- <mi>𝒞</mi>- <mi>𝒶</mi>- <mi>𝒷</mi>- <mi>𝒸</mi>+ <mi mathvariant="script">𝒜</mi>+ <mi mathvariant="script">ℬ</mi>+ <mi mathvariant="script">𝒞</mi>+ <mi mathvariant="script">𝒶</mi>+ <mi mathvariant="script">𝒷</mi>+ <mi mathvariant="script">𝒸</mi> </mrow> </mtd> </mtr>@@ -457,12 +457,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝒜</mi>- <mi>ℬ</mi>- <mi>𝒞</mi>- <mi>𝒶</mi>- <mi>𝒷</mi>- <mi>𝒸</mi>+ <mi mathvariant="script">𝒜</mi>+ <mi mathvariant="script">ℬ</mi>+ <mi mathvariant="script">𝒞</mi>+ <mi mathvariant="script">𝒶</mi>+ <mi mathvariant="script">𝒷</mi>+ <mi mathvariant="script">𝒸</mi> </mrow> </mtd> </mtr>@@ -472,12 +472,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝔄</mi>- <mi>𝔅</mi>- <mi>ℭ</mi>- <mi>𝔞</mi>- <mi>𝔟</mi>- <mi>𝔠</mi>+ <mi mathvariant="fraktur">𝔄</mi>+ <mi mathvariant="fraktur">𝔅</mi>+ <mi mathvariant="fraktur">ℭ</mi>+ <mi mathvariant="fraktur">𝔞</mi>+ <mi mathvariant="fraktur">𝔟</mi>+ <mi mathvariant="fraktur">𝔠</mi> </mrow> </mtd> </mtr>@@ -487,12 +487,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝑨</mi>- <mi>𝑩</mi>- <mi>𝑪</mi>- <mi>𝒂</mi>- <mi>𝒃</mi>- <mi>𝒄</mi>+ <mi mathvariant="bold-italic">𝑨</mi>+ <mi mathvariant="bold-italic">𝑩</mi>+ <mi mathvariant="bold-italic">𝑪</mi>+ <mi mathvariant="bold-italic">𝒂</mi>+ <mi mathvariant="bold-italic">𝒃</mi>+ <mi mathvariant="bold-italic">𝒄</mi> </mrow> </mtd> </mtr>@@ -502,12 +502,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝗔</mi>- <mi>𝗕</mi>- <mi>𝗖</mi>- <mi>𝗮</mi>- <mi>𝗯</mi>- <mi>𝗰</mi>+ <mi mathvariant="bold-sans-serif">𝗔</mi>+ <mi mathvariant="bold-sans-serif">𝗕</mi>+ <mi mathvariant="bold-sans-serif">𝗖</mi>+ <mi mathvariant="bold-sans-serif">𝗮</mi>+ <mi mathvariant="bold-sans-serif">𝗯</mi>+ <mi mathvariant="bold-sans-serif">𝗰</mi> </mrow> </mtd> </mtr>@@ -517,12 +517,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝘼</mi>- <mi>𝘽</mi>- <mi>𝘾</mi>- <mi>𝙖</mi>- <mi>𝙗</mi>- <mi>𝙘</mi>+ <mi mathvariant="sans-serif-bold-italic">𝘼</mi>+ <mi mathvariant="sans-serif-bold-italic">𝘽</mi>+ <mi mathvariant="sans-serif-bold-italic">𝘾</mi>+ <mi mathvariant="sans-serif-bold-italic">𝙖</mi>+ <mi mathvariant="sans-serif-bold-italic">𝙗</mi>+ <mi mathvariant="sans-serif-bold-italic">𝙘</mi> </mrow> </mtd> </mtr>@@ -532,12 +532,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝓐</mi>- <mi>𝓑</mi>- <mi>𝓒</mi>- <mi>𝓪</mi>- <mi>𝓫</mi>- <mi>𝓬</mi>+ <mi mathvariant="bold-script">𝓐</mi>+ <mi mathvariant="bold-script">𝓑</mi>+ <mi mathvariant="bold-script">𝓒</mi>+ <mi mathvariant="bold-script">𝓪</mi>+ <mi mathvariant="bold-script">𝓫</mi>+ <mi mathvariant="bold-script">𝓬</mi> </mrow> </mtd> </mtr>@@ -547,12 +547,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝕬</mi>- <mi>𝕭</mi>- <mi>𝕮</mi>- <mi>𝖆</mi>- <mi>𝖇</mi>- <mi>𝖈</mi>+ <mi mathvariant="bold-fraktur">𝕬</mi>+ <mi mathvariant="bold-fraktur">𝕭</mi>+ <mi mathvariant="bold-fraktur">𝕮</mi>+ <mi mathvariant="bold-fraktur">𝖆</mi>+ <mi mathvariant="bold-fraktur">𝖇</mi>+ <mi mathvariant="bold-fraktur">𝖈</mi> </mrow> </mtd> </mtr>@@ -562,12 +562,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝓐</mi>- <mi>𝓑</mi>- <mi>𝓒</mi>- <mi>𝓪</mi>- <mi>𝓫</mi>- <mi>𝓬</mi>+ <mi mathvariant="bold-script">𝓐</mi>+ <mi mathvariant="bold-script">𝓑</mi>+ <mi mathvariant="bold-script">𝓒</mi>+ <mi mathvariant="bold-script">𝓪</mi>+ <mi mathvariant="bold-script">𝓫</mi>+ <mi mathvariant="bold-script">𝓬</mi> </mrow> </mtd> </mtr>@@ -577,12 +577,12 @@ </mtd> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝘈</mi>- <mi>𝘉</mi>- <mi>𝘊</mi>- <mi>𝘢</mi>- <mi>𝘣</mi>- <mi>𝘤</mi>+ <mi mathvariant="sans-serif-italic">𝘈</mi>+ <mi mathvariant="sans-serif-italic">𝘉</mi>+ <mi mathvariant="sans-serif-italic">𝘊</mi>+ <mi mathvariant="sans-serif-italic">𝘢</mi>+ <mi mathvariant="sans-serif-italic">𝘣</mi>+ <mi mathvariant="sans-serif-italic">𝘤</mi> </mrow> </mtd> </mtr>
@@ -138,7 +138,7 @@ <mtext mathvariant="normal">acE</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>∾̳</mi>+ <mi mathvariant="normal">∾̳</mi> </mtd> </mtr> <mtr>
@@ -577,7 +577,7 @@ <mtext mathvariant="normal">bne</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>=⃥</mi>+ <mi mathvariant="normal">=⃥</mi> </mtd> </mtr> <mtr>@@ -585,7 +585,7 @@ <mtext mathvariant="normal">bnequiv</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≡⃥</mi>+ <mi mathvariant="normal">≡⃥</mi> </mtd> </mtr> <mtr>
@@ -43,7 +43,7 @@ <?xml version='1.0' ?> <math display="block" xmlns="http://www.w3.org/1998/Math/MathML"> <mrow>- <mi>𝐂</mi>+ <mi mathvariant="bold-italic">𝑪</mi> <mrow> <mo stretchy="true" form="prefix">(</mo> <mi>n</mi>@@ -53,7 +53,7 @@ </mrow> <mo>=</mo> <msubsup>- <mi>𝐂</mi>+ <mi mathvariant="bold-italic">𝑪</mi> <mi>k</mi> <mi>n</mi> </msubsup>@@ -63,7 +63,7 @@ <mi>n</mi> </msub> <msub>- <mi>𝐂</mi>+ <mi mathvariant="bold-italic">𝑪</mi> <mi>k</mi> </msub> <mo>=</mo>
@@ -237,7 +237,7 @@ <mtext mathvariant="normal">caps</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>∩︀</mi>+ <mi mathvariant="normal">∩︀</mi> </mtd> </mtr> <mtr>@@ -1037,7 +1037,7 @@ <mtext mathvariant="normal">cups</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>∪︀</mi>+ <mi mathvariant="normal">∪︀</mi> </mtd> </mtr> <mtr>
@@ -7734,11 +7734,11 @@ <mo>+</mo> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -7902,7 +7902,7 @@ <mrow> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mrow> <mi>n</mi> <mo>→</mo>@@ -9135,7 +9135,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>y</mi>@@ -9193,7 +9193,7 @@ <mo>=</mo> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>x</mi>@@ -10385,7 +10385,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mrow>@@ -10437,7 +10437,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>tan</mi>+ <mi mathvariant="normal">tan</mi> <mo>⁡</mo> </mrow> <mrow>@@ -11336,7 +11336,7 @@ </msub> <mo>=</mo> <mrow>- <mi>𝒩</mi>+ <mi mathvariant="script">𝒩</mi> <mo>⁡</mo> <mrow> <mo stretchy="false" form="prefix">(</mo>@@ -11364,7 +11364,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -11375,7 +11375,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>γ</mi>@@ -11510,7 +11510,7 @@ <mrow> <mrow> <mrow>- <mi>∇×</mi>+ <mi mathvariant="normal">∇×</mi> <mo>⁡</mo> </mrow> <mi>F</mi>@@ -11525,7 +11525,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>∇·</mi>+ <mi mathvariant="normal">∇·</mi> <mo>⁡</mo> </mrow> <mi>F</mi>@@ -11538,7 +11538,7 @@ <mrow> <mrow> <mrow>- <mi>∇·∇</mi>+ <mi mathvariant="normal">∇·∇</mi> <mo>⁡</mo> </mrow> <mi>F</mi>@@ -11566,7 +11566,7 @@ <mrow> <mrow> <mrow>- <mi>∇×</mi>+ <mi mathvariant="normal">∇×</mi> <mo>⁡</mo> </mrow> <mrow>@@ -11633,7 +11633,7 @@ <mrow> <mrow> <mrow>- <mi>∇×</mi>+ <mi mathvariant="normal">∇×</mi> <mo>⁡</mo> </mrow> <mrow>@@ -11695,12 +11695,12 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>𝐚</mi>+ <mi mathvariant="bold-italic">𝒂</mi> <mo>+</mo>- <mi>𝐛</mi>+ <mi mathvariant="bold-italic">𝒃</mi> </mrow> <mo>=</mo>- <mi>𝐜</mi>+ <mi mathvariant="bold-italic">𝒄</mi> </mrow> </mtd> <mtd columnalign="center" style="text-align: center" />@@ -11726,7 +11726,7 @@ <mo>⁡</mo> <mrow> <mo stretchy="false" form="prefix">(</mo>- <mi>𝐱</mi>+ <mi mathvariant="bold-italic">𝒙</mi> <mo stretchy="false" form="postfix">)</mo> </mrow> </mrow>@@ -11743,21 +11743,21 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>𝑇</mi>+ <mi mathvariant="italic">𝑇</mi> <mi>⁢</mi>- <mi>ℎ</mi>+ <mi mathvariant="italic">ℎ</mi> <mi>⁢</mi>- <mi>𝑒</mi>+ <mi mathvariant="italic">𝑒</mi> <mi>⁢</mi>- <mi>𝑞</mi>+ <mi mathvariant="italic">𝑞</mi> <mi>⁢</mi>- <mi>𝑢</mi>+ <mi mathvariant="italic">𝑢</mi> <mi>⁢</mi>- <mi>𝑖</mi>+ <mi mathvariant="italic">𝑖</mi> <mi>⁢</mi>- <mi>𝑐</mi>+ <mi mathvariant="italic">𝑐</mi> <mi>⁢</mi>- <mi>𝑘</mi>+ <mi mathvariant="italic">𝑘</mi> <mi>⁢</mi> <mi>b</mi> <mi>⁢</mi>@@ -11785,13 +11785,13 @@ <mi>⁢</mi> <mi>s</mi> <mi>⁢</mi>- <mi>𝐨</mi>+ <mi mathvariant="bold-italic">𝒐</mi> <mi>⁢</mi>- <mi>𝐯</mi>+ <mi mathvariant="bold-italic">𝒗</mi> <mi>⁢</mi>- <mi>𝐞</mi>+ <mi mathvariant="bold-italic">𝒆</mi> <mi>⁢</mi>- <mi>𝐫</mi>+ <mi mathvariant="bold-italic">𝒓</mi> <mi>⁢</mi> <mi>t</mi> <mi>⁢</mi>@@ -11799,19 +11799,19 @@ <mi>⁢</mi> <mi>e</mi> <mi>⁢</mi>- <mi>𝗅</mi>+ <mi mathvariant="sans-serif">𝗅</mi> <mi>⁢</mi>- <mi>𝖺</mi>+ <mi mathvariant="sans-serif">𝖺</mi> <mi>⁢</mi>- <mi>𝗓</mi>+ <mi mathvariant="sans-serif">𝗓</mi> <mi>⁢</mi>- <mi>𝗒</mi>+ <mi mathvariant="sans-serif">𝗒</mi> <mi>⁢</mi>- <mi>𝚍</mi>+ <mi mathvariant="monospace">𝚍</mi> <mi>⁢</mi>- <mi>𝚘</mi>+ <mi mathvariant="monospace">𝚘</mi> <mi>⁢</mi>- <mi>𝚐</mi>+ <mi mathvariant="monospace">𝚐</mi> </mrow> <mtext mathvariant="normal">.</mtext> <mrow>@@ -12085,7 +12085,7 @@ </mrow> </mrow> <mo>⋅</mo>- <mi>𝐮</mi>+ <mi mathvariant="bold-italic">𝒖</mi> </mrow> </mrow> </mtd>@@ -12224,7 +12224,7 @@ <mo stretchy="true" form="prefix">(</mo> <mrow> <mrow>- <mi>arccos</mi>+ <mi mathvariant="normal">arccos</mi> <mo>⁡</mo> </mrow> <mrow>@@ -12277,7 +12277,7 @@ <mo stretchy="true" form="prefix">(</mo> <mrow> <mrow>- <mi>arccos</mi>+ <mi mathvariant="normal">arccos</mi> <mo>⁡</mo> </mrow> <mrow>@@ -12351,7 +12351,7 @@ <mrow> <mrow> <mrow>- <mi>det</mi>+ <mi mathvariant="normal">det</mi> <mo>⁡</mo> </mrow> <mrow>@@ -12462,7 +12462,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -12473,7 +12473,7 @@ <mo>−</mo> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -12485,7 +12485,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -12494,7 +12494,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -12512,7 +12512,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -12521,7 +12521,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -12534,7 +12534,7 @@ <mo>−</mo> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -12544,7 +12544,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -12694,7 +12694,7 @@ <mrow> <mrow> <mrow>- <mi>det</mi>+ <mi mathvariant="normal">det</mi> <mo>⁡</mo> </mrow> <mrow>@@ -12853,7 +12853,7 @@ <mo>=</mo> <mrow> <munder>- <mi>max</mi>+ <mi mathvariant="normal">max</mi> <mrow> <mi>x</mi> <mo>≠</mo>@@ -13216,7 +13216,7 @@ <mo>=</mo> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mrow> <mi>x</mi> <mo>=</mo>@@ -13265,7 +13265,7 @@ <mo>=</mo> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mrow> <mrow> <mo>∥</mo>@@ -13346,7 +13346,7 @@ <mo>=</mo> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mrow> <mi>n</mi> <mo>→</mo>@@ -13652,7 +13652,7 @@ <mrow> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mrow> <mi>x</mi> <mo>→</mo>@@ -13661,7 +13661,7 @@ </munder> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mrow>@@ -13875,7 +13875,7 @@ <mo stretchy="true" form="prefix">(</mo> <mrow> <mrow>- <mi>max</mi>+ <mi mathvariant="normal">max</mi> <mo>⁡</mo> </mrow> <mrow>@@ -14030,7 +14030,7 @@ <mrow> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mrow> <mi>a</mi> <mo>→</mo>@@ -14043,7 +14043,7 @@ <mrow> <msub> <mrow>- <mi>log</mi>+ <mi mathvariant="normal">log</mi> <mo>⁡</mo> </mrow> <mi>a</mi>@@ -14096,7 +14096,7 @@ <mo>=</mo> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mrow> <mi>a</mi> <mo>→</mo>@@ -14109,7 +14109,7 @@ <mrow> <msub> <mrow>- <mi>log</mi>+ <mi mathvariant="normal">log</mi> <mo>⁡</mo> </mrow> <mi>a</mi>@@ -14184,7 +14184,7 @@ <mo>=</mo> <mrow> <mrow>- <mi>exp</mi>+ <mi mathvariant="normal">exp</mi> <mo>⁡</mo> </mrow> <mrow>@@ -14249,12 +14249,12 @@ <mrow> <mrow> <mrow>- <mi>Aut</mi>+ <mi mathvariant="normal">Aut</mi> <mo>⁡</mo> </mrow> <mrow> <mo stretchy="false" form="prefix">(</mo>- <mi>𝐈</mi>+ <mi mathvariant="bold-italic">𝑰</mi> <mo stretchy="false" form="postfix">)</mo> </mrow> </mrow>@@ -14365,7 +14365,7 @@ <mrow> <mrow> <mrow>- <mi>tan</mi>+ <mi mathvariant="normal">tan</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -14414,7 +14414,7 @@ <mo>+</mo> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>t</mi>@@ -14427,7 +14427,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>t</mi>@@ -14442,7 +14442,7 @@ <mo>+</mo> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>t</mi>@@ -14455,7 +14455,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>t</mi>@@ -14467,7 +14467,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mrow>@@ -15055,7 +15055,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>mod</mi>+ <mi mathvariant="normal">mod</mi> <mo>⁡</mo> </mrow> <mi>a</mi>@@ -15069,7 +15069,7 @@ <mrow> <mn>5</mn> <mrow>- <mi>mod</mi>+ <mi mathvariant="normal">mod</mi> <mo>⁡</mo> </mrow> <mn>3</mn>@@ -15094,7 +15094,7 @@ </mrow> </mrow> <mrow>- <mi>mod</mi>+ <mi mathvariant="normal">mod</mi> <mo>⁡</mo> </mrow> <mn>3</mn>@@ -15126,7 +15126,7 @@ <mo stretchy="true" form="prefix">(</mo> <mrow> <mrow>- <mi>mod</mi>+ <mi mathvariant="normal">mod</mi> <mo>⁡</mo> </mrow> <mn>13</mn>@@ -15157,7 +15157,7 @@ <mn>5</mn> </mrow> <mrow>- <mi>mod</mi>+ <mi mathvariant="normal">mod</mi> <mo>⁡</mo> </mrow> <mn>7</mn>@@ -15207,7 +15207,7 @@ </mrow> </mrow> <mrow>- <mi>mod</mi>+ <mi mathvariant="normal">mod</mi> <mo>⁡</mo> </mrow> <mn>3</mn>@@ -15375,7 +15375,7 @@ <mrow> <mrow> <mrow>- <mi>Pr</mi>+ <mi mathvariant="normal">Pr</mi> <mo>⁡</mo> </mrow> <mrow>@@ -15420,7 +15420,7 @@ <mo>=</mo> <mrow> <mrow>- <mi>max</mi>+ <mi mathvariant="normal">max</mi> <mo>⁡</mo> </mrow> <mrow>@@ -15483,7 +15483,7 @@ <mo>=</mo> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mrow> <mi>x</mi> <mover>@@ -16379,7 +16379,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>x</mi>@@ -16404,7 +16404,7 @@ <mrow> <msup> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mn>2</mn>@@ -16419,7 +16419,7 @@ <mn>60</mn> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>x</mi>@@ -16428,7 +16428,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mrow>@@ -16468,7 +16468,7 @@ <mrow> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mrow>@@ -16484,7 +16484,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mrow>@@ -16511,7 +16511,7 @@ <mo>−</mo> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mrow>@@ -16549,7 +16549,7 @@ <mo>−</mo> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mrow>@@ -16609,7 +16609,7 @@ <mrow> <mrow> <munder>- <mi>max</mi>+ <mi mathvariant="normal">max</mi> <mrow> <mrow> <mo>−</mo>@@ -16710,7 +16710,7 @@ </msup> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>x</mi>@@ -16810,7 +16810,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>x</mi>@@ -16835,7 +16835,7 @@ <mrow> <msup> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mn>2</mn>@@ -16850,7 +16850,7 @@ <mn>60</mn> <mrow> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mi>x</mi>@@ -16859,7 +16859,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mrow>@@ -16898,7 +16898,7 @@ <msub> <mrow /> <msup>- <mi>𝐑</mi>+ <mi mathvariant="bold-italic">𝑹</mi> <mn>3</mn> </msup> </msub>@@ -16976,15 +16976,15 @@ <mo stretchy="true" form="prefix">(</mo> <mrow> <mrow>- <mi>∇×</mi>+ <mi mathvariant="normal">∇×</mi> <mo>⁡</mo> </mrow>- <mi>𝐅</mi>+ <mi mathvariant="bold-italic">𝑭</mi> </mrow> <mo stretchy="true" form="postfix">)</mo> </mrow> <mo>⋅</mo>- <mi>𝐤</mi>+ <mi mathvariant="bold-italic">𝒌</mi> </mrow> <mo>=</mo> <mrow>@@ -17190,7 +17190,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -17393,7 +17393,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -17503,7 +17503,7 @@ <mrow> <msup> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mn>3</mn>@@ -17518,7 +17518,7 @@ <mrow> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <msup>@@ -17529,14 +17529,14 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mrow> <mo stretchy="true" form="prefix">(</mo> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <msup>@@ -18343,7 +18343,7 @@ <mrow> <msup> <mrow>- <mi>csc</mi>+ <mi mathvariant="normal">csc</mi> <mo>⁡</mo> </mrow> <mrow>@@ -18393,7 +18393,7 @@ <mrow> <msup> <mrow>- <mi>tanh</mi>+ <mi mathvariant="normal">tanh</mi> <mo>⁡</mo> </mrow> <mrow>@@ -18413,7 +18413,7 @@ <mi>⁢</mi> <mrow> <mrow>- <mi>ln</mi>+ <mi mathvariant="normal">ln</mi> <mo>⁡</mo> </mrow> <mrow>@@ -18818,12 +18818,12 @@ <mrow> <mi>x</mi> <mrow>- <mi>≰⃥</mi>+ <mi mathvariant="normal">≰⃥</mi> <mo>⁡</mo> </mrow> <mi>y</mi> <mrow>- <mi>≰⃥</mi>+ <mi mathvariant="normal">≰⃥</mi> <mo>⁡</mo> </mrow> <mi>z</mi>@@ -18835,7 +18835,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <mover>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mo accent="true">¯</mo> </mover> <mi>x</mi>@@ -18847,7 +18847,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mo accent="true">̲</mo> </munder> <mi>x</mi>@@ -18859,7 +18859,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mo accent="true">→</mo> </munder> <mi>x</mi>@@ -18871,7 +18871,7 @@ <mtd columnalign="center" style="text-align: center"> <mrow> <munder>- <mi>lim</mi>+ <mi mathvariant="normal">lim</mi> <mo accent="true">←</mo> </munder> <mi>x</mi>@@ -19720,7 +19720,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19739,7 +19739,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19758,7 +19758,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19777,7 +19777,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19796,7 +19796,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19815,7 +19815,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19834,7 +19834,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19853,7 +19853,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19872,7 +19872,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19889,7 +19889,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19904,7 +19904,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19919,7 +19919,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19934,7 +19934,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19949,7 +19949,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19964,7 +19964,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19979,7 +19979,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -19994,7 +19994,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -20009,7 +20009,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -5,6 +5,6 @@ <math display="block" xmlns="http://www.w3.org/1998/Math/MathML"> <msub> <mn></mn>- <mi></mi>+ <mi mathvariant="normal"></mi> </msub> </math>
@@ -157,7 +157,7 @@ <mtext mathvariant="normal">fjlig</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>fj</mi>+ <mi mathvariant="normal">fj</mi> </mtd> </mtr> <mtr>
@@ -317,7 +317,7 @@ <mtext mathvariant="normal">gesl</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⋛︀</mi>+ <mi mathvariant="normal">⋛︀</mi> </mtd> </mtr> <mtr>@@ -717,7 +717,7 @@ <mtext mathvariant="normal">gvertneqq</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≩︀</mi>+ <mi mathvariant="normal">≩︀</mi> </mtd> </mtr> <mtr>@@ -725,7 +725,7 @@ <mtext mathvariant="normal">gvnE</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≩︀</mi>+ <mi mathvariant="normal">≩︀</mi> </mtd> </mtr> </mtable>
@@ -13,7 +13,7 @@ <mrow> <mn></mn> <mrow>- <mi></mi>+ <mi mathvariant="normal"></mi> <mo>⁡</mo> </mrow> <mi></mi>
@@ -548,7 +548,7 @@ <mtext mathvariant="normal">lates</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⪭︀</mi>+ <mi mathvariant="normal">⪭︀</mi> </mtd> </mtr> <mtr>@@ -1116,7 +1116,7 @@ <mtext mathvariant="normal">lesg</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⋚︀</mi>+ <mi mathvariant="normal">⋚︀</mi> </mtd> </mtr> <mtr>@@ -1964,7 +1964,7 @@ <mtext mathvariant="normal">lvertneqq</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≨︀</mi>+ <mi mathvariant="normal">≨︀</mi> </mtd> </mtr> <mtr>@@ -1972,7 +1972,7 @@ <mtext mathvariant="normal">lvnE</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≨︀</mi>+ <mi mathvariant="normal">≨︀</mi> </mtd> </mtr> </mtable>
@@ -0,0 +1,25 @@+<<< native+[ EBoxed (ENumber "0")+, ECancel ForwardSlash (ENumber "1")+, ECancel BackSlash (ENumber "2")+, ECancel XSlash (ENumber "3")+]++>>> mml+<?xml version='1.0' ?>+<math display="block" xmlns="http://www.w3.org/1998/Math/MathML">+ <mrow>+ <menclose notation="box">+ <mn>0</mn>+ </menclose>+ <menclose notation="updiagonalstrike">+ <mn>1</mn>+ </menclose>+ <menclose notation="downdiagonalstrike">+ <mn>2</mn>+ </menclose>+ <menclose notation="updiagonalstrike downdiagonalstrike">+ <mn>3</mn>+ </menclose>+ </mrow>+</math>
@@ -10,6 +10,6 @@ <mi>x</mi> <mi>y</mi> </mrow>- <mi></mi>+ <mi mathvariant="normal"></mi> </mrow> </math>
@@ -16,7 +16,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -16,7 +16,7 @@ <mfrac> <mrow> <mrow>- <mi>ln</mi>+ <mi mathvariant="normal">ln</mi> <mo>⁡</mo> </mrow> <mi>x</mi>
@@ -16,7 +16,7 @@ <mfrac> <mrow> <mrow>- <mi>tan</mi>+ <mi mathvariant="normal">tan</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -22,7 +22,7 @@ <mfrac> <mrow> <mrow>- <mi>log</mi>+ <mi mathvariant="normal">log</mi> <mo>⁡</mo> </mrow> <mi>x</mi>
@@ -22,7 +22,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -24,7 +24,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -24,7 +24,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -22,7 +22,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -22,7 +22,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -25,7 +25,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -24,7 +24,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -26,7 +26,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -26,7 +26,7 @@ <mfrac> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -56,7 +56,7 @@ <mrow> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -56,7 +56,7 @@ <mrow> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>
@@ -74,7 +74,7 @@ <mi>i</mi> <mi> </mi> <mrow>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mo>⁡</mo> </mrow> <mrow>
@@ -5,7 +5,7 @@ <math display="block" xmlns="http://www.w3.org/1998/Math/MathML"> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>x</mi>
@@ -64,7 +64,7 @@ <mtr> <mtd columnalign="center" style="text-align: center"> <mrow>- <mi>𝒜</mi>+ <mi mathvariant="script">𝒜</mi> <mo>+</mo> <mi>A</mi> <mo>+</mo>@@ -77,7 +77,7 @@ <mtr> <mtd columnalign="center" style="text-align: center"> <mrow>- <mi>𝒜</mi>+ <mi mathvariant="script">𝒜</mi> <mo>+</mo> <mi>A</mi> <mo>+</mo>
@@ -122,7 +122,7 @@ <mrow> <mi>𝐀</mi> <mo>=</mo>- <mi>𝐀</mi>+ <mi mathvariant="bold-italic">𝑨</mi> </mrow> </mtd> </mtr>@@ -131,7 +131,7 @@ <mrow> <mi>𝐴</mi> <mo>=</mo>- <mi>𝐴</mi>+ <mi mathvariant="italic">𝐴</mi> </mrow> </mtd> </mtr>@@ -140,7 +140,7 @@ <mrow> <mi>𝑨</mi> <mo>=</mo>- <mi>𝑨</mi>+ <mi mathvariant="bold-italic">𝑨</mi> </mrow> </mtd> </mtr>@@ -149,7 +149,7 @@ <mrow> <mi>𝔸</mi> <mo>=</mo>- <mi>𝔸</mi>+ <mi mathvariant="double-struck">𝔸</mi> <mo>=</mo> <mi>𝔸</mi> </mrow>@@ -160,7 +160,7 @@ <mrow> <mi>𝒜</mi> <mo>=</mo>- <mi>𝒜</mi>+ <mi mathvariant="script">𝒜</mi> <mo>=</mo> <mi>𝒜</mi> </mrow>@@ -171,7 +171,7 @@ <mrow> <mi>𝓐</mi> <mo>=</mo>- <mi>𝓐</mi>+ <mi mathvariant="bold-script">𝓐</mi> </mrow> </mtd> </mtr>@@ -180,7 +180,7 @@ <mrow> <mi>𝔄</mi> <mo>=</mo>- <mi>𝔄</mi>+ <mi mathvariant="fraktur">𝔄</mi> <mo>=</mo> <mi>𝔄</mi> </mrow>@@ -191,7 +191,7 @@ <mrow> <mi>𝕬</mi> <mo>=</mo>- <mi>𝕬</mi>+ <mi mathvariant="bold-fraktur">𝕬</mi> </mrow> </mtd> </mtr>@@ -200,7 +200,7 @@ <mrow> <mi>𝖠</mi> <mo>=</mo>- <mi>𝖠</mi>+ <mi mathvariant="sans-serif">𝖠</mi> </mrow> </mtd> </mtr>@@ -209,7 +209,7 @@ <mrow> <mi>𝗔</mi> <mo>=</mo>- <mi>𝗔</mi>+ <mi mathvariant="bold-sans-serif">𝗔</mi> </mrow> </mtd> </mtr>@@ -218,7 +218,7 @@ <mrow> <mi>𝘈</mi> <mo>=</mo>- <mi>𝘈</mi>+ <mi mathvariant="sans-serif-italic">𝘈</mi> </mrow> </mtd> </mtr>@@ -227,7 +227,7 @@ <mrow> <mi>𝘼</mi> <mo>=</mo>- <mi>𝘼</mi>+ <mi mathvariant="sans-serif-bold-italic">𝘼</mi> </mrow> </mtd> </mtr>@@ -236,7 +236,7 @@ <mrow> <mi>𝙰</mi> <mo>=</mo>- <mi>𝙰</mi>+ <mi mathvariant="monospace">𝙰</mi> </mrow> </mtd> </mtr>
@@ -65,46 +65,46 @@ <mi>a</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝐚</mi>+ <mi mathvariant="bold-italic">𝒂</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝑎</mi>+ <mi mathvariant="italic">𝑎</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝒂</mi>+ <mi mathvariant="bold-italic">𝒂</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝕒</mi>+ <mi mathvariant="double-struck">𝕒</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝖆</mi>+ <mi mathvariant="bold-fraktur">𝖆</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝒶</mi>+ <mi mathvariant="script">𝒶</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝓪</mi>+ <mi mathvariant="bold-script">𝓪</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝔞</mi>+ <mi mathvariant="fraktur">𝔞</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝖺</mi>+ <mi mathvariant="sans-serif">𝖺</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝗮</mi>+ <mi mathvariant="bold-sans-serif">𝗮</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝘢</mi>+ <mi mathvariant="sans-serif-italic">𝘢</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝙖</mi>+ <mi mathvariant="sans-serif-bold-italic">𝙖</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝚊</mi>+ <mi mathvariant="monospace">𝚊</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝐚𝐛</mi>+ <mi mathvariant="bold-italic">𝒂𝒃</mi> </mtd> </mtr> <mtr>@@ -115,46 +115,46 @@ <mi>A</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝐀</mi>+ <mi mathvariant="bold-italic">𝑨</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝐴</mi>+ <mi mathvariant="italic">𝐴</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝑨</mi>+ <mi mathvariant="bold-italic">𝑨</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝔸</mi>+ <mi mathvariant="double-struck">𝔸</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝕬</mi>+ <mi mathvariant="bold-fraktur">𝕬</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝒜</mi>+ <mi mathvariant="script">𝒜</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝓐</mi>+ <mi mathvariant="bold-script">𝓐</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝔄</mi>+ <mi mathvariant="fraktur">𝔄</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝖠</mi>+ <mi mathvariant="sans-serif">𝖠</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝗔</mi>+ <mi mathvariant="bold-sans-serif">𝗔</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝘈</mi>+ <mi mathvariant="sans-serif-italic">𝘈</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝘼</mi>+ <mi mathvariant="sans-serif-bold-italic">𝘼</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝙰</mi>+ <mi mathvariant="monospace">𝙰</mi> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>𝛂</mi>+ <mi mathvariant="bold-italic">𝜶</mi> </mtd> </mtr> </mtable>
@@ -46,40 +46,40 @@ <mtr> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝔄𝔅ℭ𝔇𝔈𝔉𝔊ℌℑ𝔍𝔎𝔏𝔐𝔑𝔒𝔓𝔔ℜ𝔖𝔗𝔘𝔙𝔚𝔛𝔜ℨ</mi>- <mi>𝔞𝔟𝔠𝔡𝔢𝔣𝔤𝔥𝔦𝔧𝔨𝔩𝔪𝔫𝔬𝔭𝔮𝔯𝔰𝔱𝔲𝔳𝔴𝔵𝔶𝔷</mi>+ <mi mathvariant="fraktur">𝔄𝔅ℭ𝔇𝔈𝔉𝔊ℌℑ𝔍𝔎𝔏𝔐𝔑𝔒𝔓𝔔ℜ𝔖𝔗𝔘𝔙𝔚𝔛𝔜ℨ</mi>+ <mi mathvariant="fraktur">𝔞𝔟𝔠𝔡𝔢𝔣𝔤𝔥𝔦𝔧𝔨𝔩𝔪𝔫𝔬𝔭𝔮𝔯𝔰𝔱𝔲𝔳𝔴𝔵𝔶𝔷</mi> </mrow> </mtd> </mtr> <mtr> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝕬𝕭𝕮𝕯𝕰𝕱𝕲𝕳𝕴𝕵𝕶𝕷𝕸𝕹𝕺𝕻𝕼𝕽𝕾𝕿𝖀𝖁𝖂𝖃𝖄𝖅</mi>- <mi>𝖆𝖇𝖈𝖉𝖊𝖋𝖌𝖍𝖎𝖏𝖐𝖑𝖒𝖓𝖔𝖕𝖖𝖗𝖘𝖙𝖚𝖛𝖜𝖝𝖞𝖟</mi>+ <mi mathvariant="bold-fraktur">𝕬𝕭𝕮𝕯𝕰𝕱𝕲𝕳𝕴𝕵𝕶𝕷𝕸𝕹𝕺𝕻𝕼𝕽𝕾𝕿𝖀𝖁𝖂𝖃𝖄𝖅</mi>+ <mi mathvariant="bold-fraktur">𝖆𝖇𝖈𝖉𝖊𝖋𝖌𝖍𝖎𝖏𝖐𝖑𝖒𝖓𝖔𝖕𝖖𝖗𝖘𝖙𝖚𝖛𝖜𝖝𝖞𝖟</mi> </mrow> </mtd> </mtr> <mtr> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝔸𝔹ℂ𝔻𝔼𝔽𝔾ℍ𝕀𝕁𝕂𝕃𝕄ℕ𝕆ℙℚℝ𝕊𝕋𝕌𝕍𝕎𝕏𝕐ℤ</mi>- <mi>𝕒𝕓𝕔𝕕𝕖𝕗𝕘𝕙𝕚𝕛𝕜𝕝𝕞𝕟𝕠𝕡𝕢𝕣𝕤𝕥𝕦𝕧𝕨𝕩𝕪𝕫</mi>+ <mi mathvariant="double-struck">𝔸𝔹ℂ𝔻𝔼𝔽𝔾ℍ𝕀𝕁𝕂𝕃𝕄ℕ𝕆ℙℚℝ𝕊𝕋𝕌𝕍𝕎𝕏𝕐ℤ</mi>+ <mi mathvariant="double-struck">𝕒𝕓𝕔𝕕𝕖𝕗𝕘𝕙𝕚𝕛𝕜𝕝𝕞𝕟𝕠𝕡𝕢𝕣𝕤𝕥𝕦𝕧𝕨𝕩𝕪𝕫</mi> </mrow> </mtd> </mtr> <mtr> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝒜ℬ𝒞𝒟ℰℱ𝒢ℋℐ𝒥𝒦ℒℳ𝒩𝒪𝒫𝒬ℛ𝒮𝒯𝒰𝒱𝒲𝒳𝒴𝒵</mi>- <mi>𝒶𝒷𝒸𝒹ℯ𝒻ℊ𝒽𝒾𝒿𝓀𝓁𝓂𝓃ℴ𝓅𝓆𝓇𝓈𝓉𝓊𝓋𝓌𝓍𝓎𝓏</mi>+ <mi mathvariant="script">𝒜ℬ𝒞𝒟ℰℱ𝒢ℋℐ𝒥𝒦ℒℳ𝒩𝒪𝒫𝒬ℛ𝒮𝒯𝒰𝒱𝒲𝒳𝒴𝒵</mi>+ <mi mathvariant="script">𝒶𝒷𝒸𝒹ℯ𝒻ℊ𝒽𝒾𝒿𝓀𝓁𝓂𝓃ℴ𝓅𝓆𝓇𝓈𝓉𝓊𝓋𝓌𝓍𝓎𝓏</mi> </mrow> </mtd> </mtr> <mtr> <mtd columnalign="left" style="text-align: left"> <mrow>- <mi>𝓐𝓑𝓒𝓓𝓔𝓕𝓖𝓗𝓘𝓙𝓚𝓛𝓜𝓝𝓞𝓟𝓠𝓡𝓢𝓣𝓤𝓥𝓦𝓧𝓨𝓩</mi>- <mi>𝓪𝓫𝓬𝓭𝓮𝓯𝓰𝓱𝓲𝓳𝓴𝓵𝓶𝓷𝓸𝓹𝓺𝓻𝓼𝓽𝓾𝓿𝔀𝔁𝔂𝔃</mi>+ <mi mathvariant="bold-script">𝓐𝓑𝓒𝓓𝓔𝓕𝓖𝓗𝓘𝓙𝓚𝓛𝓜𝓝𝓞𝓟𝓠𝓡𝓢𝓣𝓤𝓥𝓦𝓧𝓨𝓩</mi>+ <mi mathvariant="bold-script">𝓪𝓫𝓬𝓭𝓮𝓯𝓰𝓱𝓲𝓳𝓴𝓵𝓶𝓷𝓸𝓹𝓺𝓻𝓼𝓽𝓾𝓿𝔀𝔁𝔂𝔃</mi> </mrow> </mtd> </mtr>
@@ -19,7 +19,7 @@ <math display="block" xmlns="http://www.w3.org/1998/Math/MathML"> <mrow> <mrow>- <mi>there exists</mi>+ <mi mathvariant="normal">there exists</mi> <mo>⁡</mo> </mrow> <mrow>@@ -29,7 +29,7 @@ <mn>0</mn> </mrow> <mrow>- <mi>such that</mi>+ <mi mathvariant="normal">such that</mi> <mo>⁡</mo> </mrow> <mrow>
@@ -9,6 +9,6 @@ <mrow> <mn mathvariant="bold-italic">2</mn> <mo mathvariant="bold-italic">+</mo>- <mi>𝒙</mi>+ <mi mathvariant="bold-italic">𝒙</mi> </mrow> </math>
@@ -405,7 +405,7 @@ <mtext mathvariant="normal">nang</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>∠⃒</mi>+ <mi mathvariant="normal">∠⃒</mi> </mtd> </mtr> <mtr>@@ -421,7 +421,7 @@ <mtext mathvariant="normal">napE</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⩰̸</mi>+ <mi mathvariant="normal">⩰̸</mi> </mtd> </mtr> <mtr>@@ -429,7 +429,7 @@ <mtext mathvariant="normal">napid</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≋̸</mi>+ <mi mathvariant="normal">≋̸</mi> </mtd> </mtr> <mtr>@@ -549,7 +549,7 @@ <mtext mathvariant="normal">ncongdot</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⩭̸</mi>+ <mi mathvariant="normal">⩭̸</mi> </mtd> </mtr> <mtr>@@ -629,7 +629,7 @@ <mtext mathvariant="normal">nedot</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≐̸</mi>+ <mi mathvariant="normal">≐̸</mi> </mtd> </mtr> <mtr>@@ -709,7 +709,7 @@ <mtext mathvariant="normal">NewLine</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi></mi>+ <mi mathvariant="normal"></mi> </mtd> </mtr> <mtr>@@ -757,7 +757,7 @@ <mtext mathvariant="normal">ngE</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≧̸</mi>+ <mi mathvariant="normal">≧̸</mi> </mtd> </mtr> <mtr>@@ -773,7 +773,7 @@ <mtext mathvariant="normal">ngeqq</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≧̸</mi>+ <mi mathvariant="normal">≧̸</mi> </mtd> </mtr> <mtr>@@ -797,7 +797,7 @@ <mtext mathvariant="normal">nGg</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⋙̸</mi>+ <mi mathvariant="normal">⋙̸</mi> </mtd> </mtr> <mtr>@@ -821,7 +821,7 @@ <mtext mathvariant="normal">nGt</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≫⃒</mi>+ <mi mathvariant="normal">≫⃒</mi> </mtd> </mtr> <mtr>@@ -1029,7 +1029,7 @@ <mtext mathvariant="normal">nLl</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⋘̸</mi>+ <mi mathvariant="normal">⋘̸</mi> </mtd> </mtr> <mtr>@@ -1053,7 +1053,7 @@ <mtext mathvariant="normal">nLt</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≪⃒</mi>+ <mi mathvariant="normal">≪⃒</mi> </mtd> </mtr> <mtr>@@ -1213,7 +1213,7 @@ <mtext mathvariant="normal">NotGreaterFullEqual</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≧̸</mi>+ <mi mathvariant="normal">≧̸</mi> </mtd> </mtr> <mtr>@@ -1277,7 +1277,7 @@ <mtext mathvariant="normal">notindot</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⋵̸</mi>+ <mi mathvariant="normal">⋵̸</mi> </mtd> </mtr> <mtr>@@ -1285,7 +1285,7 @@ <mtext mathvariant="normal">notinE</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⋹̸</mi>+ <mi mathvariant="normal">⋹̸</mi> </mtd> </mtr> <mtr>@@ -1645,7 +1645,7 @@ <mtext mathvariant="normal">nparsl</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⫽⃥</mi>+ <mi mathvariant="normal">⫽⃥</mi> </mtd> </mtr> <mtr>@@ -1653,7 +1653,7 @@ <mtext mathvariant="normal">npart</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>∂̸</mi>+ <mi mathvariant="normal">∂̸</mi> </mtd> </mtr> <mtr>@@ -1725,7 +1725,7 @@ <mtext mathvariant="normal">nrarrc</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⤳̸</mi>+ <mi mathvariant="normal">⤳̸</mi> </mtd> </mtr> <mtr>@@ -1733,7 +1733,7 @@ <mtext mathvariant="normal">nrarrw</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>↝̸</mi>+ <mi mathvariant="normal">↝̸</mi> </mtd> </mtr> <mtr>@@ -1901,7 +1901,7 @@ <mtext mathvariant="normal">nsubE</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⫅̸</mi>+ <mi mathvariant="normal">⫅̸</mi> </mtd> </mtr> <mtr>@@ -1925,7 +1925,7 @@ <mtext mathvariant="normal">nsubseteqq</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⫅̸</mi>+ <mi mathvariant="normal">⫅̸</mi> </mtd> </mtr> <mtr>@@ -1965,7 +1965,7 @@ <mtext mathvariant="normal">nsupE</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⫆̸</mi>+ <mi mathvariant="normal">⫆̸</mi> </mtd> </mtr> <mtr>@@ -1989,7 +1989,7 @@ <mtext mathvariant="normal">nsupseteqq</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⫆̸</mi>+ <mi mathvariant="normal">⫆̸</mi> </mtd> </mtr> <mtr>@@ -2093,7 +2093,7 @@ <mtext mathvariant="normal">nvap</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≍⃒</mi>+ <mi mathvariant="normal">≍⃒</mi> </mtd> </mtr> <mtr>@@ -2133,7 +2133,7 @@ <mtext mathvariant="normal">nvge</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≥⃒</mi>+ <mi mathvariant="normal">≥⃒</mi> </mtd> </mtr> <mtr>@@ -2141,7 +2141,7 @@ <mtext mathvariant="normal">nvgt</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>>⃒</mi>+ <mi mathvariant="normal">>⃒</mi> </mtd> </mtr> <mtr>@@ -2173,7 +2173,7 @@ <mtext mathvariant="normal">nvle</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>≤⃒</mi>+ <mi mathvariant="normal">≤⃒</mi> </mtd> </mtr> <mtr>@@ -2181,7 +2181,7 @@ <mtext mathvariant="normal">nvlt</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi><⃒</mi>+ <mi mathvariant="normal"><⃒</mi> </mtd> </mtr> <mtr>@@ -2189,7 +2189,7 @@ <mtext mathvariant="normal">nvltrie</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⊴⃒</mi>+ <mi mathvariant="normal">⊴⃒</mi> </mtd> </mtr> <mtr>@@ -2205,7 +2205,7 @@ <mtext mathvariant="normal">nvrtrie</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⊵⃒</mi>+ <mi mathvariant="normal">⊵⃒</mi> </mtd> </mtr> <mtr>@@ -2213,7 +2213,7 @@ <mtext mathvariant="normal">nvsim</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>∼⃒</mi>+ <mi mathvariant="normal">∼⃒</mi> </mtd> </mtr> <mtr>
@@ -77,7 +77,7 @@ <mtd columnalign="left" style="text-align: left"> <msub> <mrow>- <mi>div</mi>+ <mi mathvariant="normal">div</mi> <mo>⁡</mo> </mrow> <mi>x</mi>@@ -85,7 +85,7 @@ <mi>u</mi> <msup> <mrow>- <mi>div</mi>+ <mi mathvariant="normal">div</mi> <mo>⁡</mo> </mrow> <mi>x</mi>@@ -93,7 +93,7 @@ <mi>u</mi> <msubsup> <mrow>- <mi>div</mi>+ <mi mathvariant="normal">div</mi> <mo>⁡</mo> </mrow> <mi>x</mi>@@ -102,7 +102,7 @@ <mi>u</mi> <msubsup> <mrow>- <mi>div</mi>+ <mi mathvariant="normal">div</mi> <mo>⁡</mo> </mrow> <mi>x</mi>@@ -117,7 +117,7 @@ <mtr> <mtd columnalign="left" style="text-align: left"> <munder>- <mi>⋆-lim'sup</mi>+ <mi mathvariant="normal">⋆-lim'sup</mi> <mrow> <mi>x</mi> <mo>→</mo>@@ -126,12 +126,12 @@ </munder> <mi>u</mi> <mover>- <mi>⋆-lim'sup</mi>+ <mi mathvariant="normal">⋆-lim'sup</mi> <mi>w</mi> </mover> <mi>u</mi> <munderover>- <mi>⋆-lim'sup</mi>+ <mi mathvariant="normal">⋆-lim'sup</mi> <mrow> <mi>x</mi> <mo>→</mo>@@ -141,7 +141,7 @@ </munderover> <mi>u</mi> <munderover>- <mi>⋆-lim'sup</mi>+ <mi mathvariant="normal">⋆-lim'sup</mi> <mrow> <mi>x</mi> <mo>→</mo>@@ -159,7 +159,7 @@ <mtd columnalign="left" style="text-align: left"> <msub> <mrow>- <mi>⋆-lim'sup</mi>+ <mi mathvariant="normal">⋆-lim'sup</mi> <mo>⁡</mo> </mrow> <mrow>@@ -171,7 +171,7 @@ <mi>u</mi> <msup> <mrow>- <mi>⋆-lim'sup</mi>+ <mi mathvariant="normal">⋆-lim'sup</mi> <mo>⁡</mo> </mrow> <mi>w</mi>@@ -179,7 +179,7 @@ <mi>u</mi> <msubsup> <mrow>- <mi>⋆-lim'sup</mi>+ <mi mathvariant="normal">⋆-lim'sup</mi> <mo>⁡</mo> </mrow> <mrow>@@ -192,7 +192,7 @@ <mi>u</mi> <msubsup> <mrow>- <mi>⋆-lim'sup</mi>+ <mi mathvariant="normal">⋆-lim'sup</mi> <mo>⁡</mo> </mrow> <mrow>@@ -212,14 +212,14 @@ <mtd columnalign="left" style="text-align: left"> <msub> <mrow>- <mi>curl</mi>+ <mi mathvariant="normal">curl</mi> <mo>⁡</mo> </mrow> <mi>x</mi> </msub> <mi>v</mi> <munder>- <mi>argmax</mi>+ <mi mathvariant="normal">argmax</mi> <mi>K</mi> </munder> <mi>u</mi>
@@ -62,7 +62,7 @@ <mo>+</mo> <msup> <mi>x</mi>- <mi>''</mi>+ <mi mathvariant="normal">''</mi> </msup> <mo>+</mo> <mi>x</mi>
@@ -812,7 +812,7 @@ <mtext mathvariant="normal">smtes</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⪬︀</mi>+ <mi mathvariant="normal">⪬︀</mi> </mtd> </mtr> <mtr>@@ -908,7 +908,7 @@ <mtext mathvariant="normal">sqcaps</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⊓︀</mi>+ <mi mathvariant="normal">⊓︀</mi> </mtd> </mtr> <mtr>@@ -924,7 +924,7 @@ <mtext mathvariant="normal">sqcups</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⊔︀</mi>+ <mi mathvariant="normal">⊔︀</mi> </mtd> </mtr> <mtr>
@@ -62,7 +62,7 @@ <mi>ψ</mi> <mrow> <mo stretchy="true" form="prefix">|</mo>- <mi>𝒯</mi>+ <mi mathvariant="script">𝒯</mi> <mrow> <mo stretchy="true" form="prefix">{</mo> <mfrac>@@ -93,7 +93,7 @@ <mi>ψ</mi> <mrow> <mo stretchy="true" form="prefix">|</mo>- <mi>𝒯</mi>+ <mi mathvariant="script">𝒯</mi> <mrow> <mo stretchy="true" form="prefix">{</mo> <mi>F</mi>
@@ -48,7 +48,7 @@ <mo>,</mo> <mrow> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>x</mi>
@@ -177,7 +177,7 @@ <mn>2</mn> </msup> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -215,7 +215,7 @@ </msubsup> <mspace width="-0.167em" /> <mrow>- <mi>sin</mi>+ <mi mathvariant="normal">sin</mi> <mo>⁡</mo> </mrow> <mi>θ</mi>@@ -254,7 +254,7 @@ <mrow> <mo stretchy="true" form="prefix">(</mo> <mo>−</mo>- <mi>cos</mi>+ <mi mathvariant="normal">cos</mi> <mi>θ</mi> <mo stretchy="true" form="postfix">)</mo> </mrow>
@@ -16,7 +16,7 @@ </mover> <mo>=</mo> <mover>- <mi>𝑥𝑥𝑥</mi>+ <mi mathvariant="italic">𝑥𝑥𝑥</mi> <mo accent="true">¯</mo> </mover> </mrow>
@@ -81,27 +81,27 @@ </msubsup> <mspace width="1.0em" /> <munder>- <mi>min</mi>+ <mi mathvariant="normal">min</mi> <mi>A</mi> </munder> <mspace width="1.0em" /> <munder>- <mi>max</mi>+ <mi mathvariant="normal">max</mi> <mi>B</mi> </munder> <mspace width="1.0em" /> <munder>- <mi>det</mi>+ <mi mathvariant="normal">det</mi> <mi>C</mi> </munder> <mspace width="1.0em" /> <munder>- <mi>Pr</mi>+ <mi mathvariant="normal">Pr</mi> <mi>A</mi> </munder> <mspace width="1.0em" /> <munder>- <mi>gcd</mi>+ <mi mathvariant="normal">gcd</mi> <mi>A</mi> </munder> <mspace width="1.0em" />
@@ -101,7 +101,7 @@ <mtext mathvariant="normal">Tab</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi></mi>+ <mi mathvariant="normal"></mi> </mtd> </mtr> <mtr>@@ -277,7 +277,7 @@ <mtext mathvariant="normal">ThickSpace</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi> </mi>+ <mi mathvariant="normal"> </mi> </mtd> </mtr> <mtr>
@@ -185,7 +185,7 @@ <mtext mathvariant="normal">varsubsetneq</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⊊︀</mi>+ <mi mathvariant="normal">⊊︀</mi> </mtd> </mtr> <mtr>@@ -193,7 +193,7 @@ <mtext mathvariant="normal">varsubsetneqq</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⫋︀</mi>+ <mi mathvariant="normal">⫋︀</mi> </mtd> </mtr> <mtr>@@ -201,7 +201,7 @@ <mtext mathvariant="normal">varsupsetneq</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⊋︀</mi>+ <mi mathvariant="normal">⊋︀</mi> </mtd> </mtr> <mtr>@@ -209,7 +209,7 @@ <mtext mathvariant="normal">varsupsetneqq</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⫌︀</mi>+ <mi mathvariant="normal">⫌︀</mi> </mtd> </mtr> <mtr>@@ -521,7 +521,7 @@ <mtext mathvariant="normal">vsubne</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⊊︀</mi>+ <mi mathvariant="normal">⊊︀</mi> </mtd> </mtr> <mtr>@@ -529,7 +529,7 @@ <mtext mathvariant="normal">vsubnE</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⫋︀</mi>+ <mi mathvariant="normal">⫋︀</mi> </mtd> </mtr> <mtr>@@ -537,7 +537,7 @@ <mtext mathvariant="normal">vsupne</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⊋︀</mi>+ <mi mathvariant="normal">⊋︀</mi> </mtd> </mtr> <mtr>@@ -545,7 +545,7 @@ <mtext mathvariant="normal">vsupnE</mtext> </mtd> <mtd columnalign="center" style="text-align: center">- <mi>⫌︀</mi>+ <mi mathvariant="normal">⫌︀</mi> </mtd> </mtr> <mtr>
@@ -33,27 +33,27 @@ <mi> </mi> <mi>H</mi> <mrow>- <mi> ︀</mi>+ <mi mathvariant="normal"> ︀</mi> <mo>⁡</mo> </mrow> <mi>H</mi> <mrow>- <mi> ︀</mi>+ <mi mathvariant="normal"> ︀</mi> <mo>⁡</mo> </mrow> <mi>H</mi> <mrow>- <mi> ︀</mi>+ <mi mathvariant="normal"> ︀</mi> <mo>⁡</mo> </mrow> <mi>H</mi> <mrow>- <mi> ︀</mi>+ <mi mathvariant="normal"> ︀</mi> <mo>⁡</mo> </mrow> <mi>H</mi> <mrow>- <mi></mi>+ <mi mathvariant="normal"></mi> <mo>⁡</mo> </mrow> <mi>H</mi>
@@ -196,56 +196,56 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -256,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -265,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -274,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -283,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -292,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -301,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -310,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -319,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -330,7 +322,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -405,7 +396,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -480,7 +470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -555,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -630,7 +618,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -705,7 +692,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -780,7 +766,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -855,7 +840,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -930,7 +914,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1005,7 +988,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1080,7 +1062,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1155,7 +1136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1230,7 +1210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1305,7 +1284,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1380,7 +1358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1455,7 +1432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -196,56 +196,56 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -256,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -265,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -274,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -283,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -292,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -301,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -310,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -319,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>@@ -330,7 +322,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -405,7 +396,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -480,7 +470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -555,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -630,7 +618,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -705,7 +692,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -780,7 +766,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -855,7 +840,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -930,7 +914,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1005,7 +988,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1080,7 +1062,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1155,7 +1136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1230,7 +1210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1305,7 +1284,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1380,7 +1358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1455,7 +1432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -196,56 +196,56 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -256,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>10</m:t> </m:r>@@ -265,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>11</m:t> </m:r>@@ -274,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>12</m:t> </m:r>@@ -283,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>13</m:t> </m:r>@@ -292,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>14</m:t> </m:r>@@ -301,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>15</m:t> </m:r>@@ -310,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>16</m:t> </m:r>@@ -319,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>17</m:t> </m:r>@@ -330,7 +322,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -405,7 +396,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -480,7 +470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -555,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -630,7 +618,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -705,7 +692,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -780,7 +766,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -855,7 +840,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -930,7 +914,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1005,7 +988,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1080,7 +1062,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1155,7 +1136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1230,7 +1210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1305,7 +1284,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1380,7 +1358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1455,7 +1432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -286,86 +286,86 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -376,7 +376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>18</m:t> </m:r>@@ -385,7 +384,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>19</m:t> </m:r>@@ -394,7 +392,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1A</m:t> </m:r>@@ -403,7 +400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1B</m:t> </m:r>@@ -412,7 +408,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1C</m:t> </m:r>@@ -421,7 +416,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D</m:t> </m:r>@@ -430,7 +424,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E</m:t> </m:r>@@ -439,7 +432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F</m:t> </m:r>@@ -448,7 +440,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>20</m:t> </m:r>@@ -457,7 +448,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>21</m:t> </m:r>@@ -466,7 +456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>22</m:t> </m:r>@@ -475,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>23</m:t> </m:r>@@ -484,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>24</m:t> </m:r>@@ -495,7 +482,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -610,7 +596,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -725,7 +710,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -840,7 +824,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -955,7 +938,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -1070,7 +1052,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -1185,7 +1166,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -1300,7 +1280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1415,7 +1394,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1530,7 +1508,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1645,7 +1622,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1760,7 +1736,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1875,7 +1850,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1990,7 +1964,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -2105,7 +2078,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -2220,7 +2192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -160,44 +160,44 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -208,7 +208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>25</m:t> </m:r>@@ -217,7 +216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>26</m:t> </m:r>@@ -226,7 +224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>27</m:t> </m:r>@@ -235,7 +232,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>28</m:t> </m:r>@@ -244,7 +240,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>29</m:t> </m:r>@@ -253,7 +248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A</m:t> </m:r>@@ -264,7 +258,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -323,7 +316,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -382,7 +374,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -441,7 +432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -500,7 +490,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -559,7 +548,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -618,7 +606,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -677,7 +664,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -736,7 +722,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -795,7 +780,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -854,7 +838,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -913,7 +896,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -972,7 +954,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1031,7 +1012,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1090,7 +1070,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1149,7 +1128,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -142,38 +142,38 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -184,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2B</m:t> </m:r>@@ -193,7 +192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2C</m:t> </m:r>@@ -202,7 +200,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2D</m:t> </m:r>@@ -211,7 +208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2E</m:t> </m:r>@@ -220,7 +216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2F</m:t> </m:r>@@ -231,7 +226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -282,7 +276,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -333,7 +326,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -384,7 +376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -435,7 +426,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -486,7 +476,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -537,7 +526,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -588,7 +576,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -639,7 +626,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -690,7 +676,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -741,7 +726,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -792,7 +776,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -843,7 +826,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -894,7 +876,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -945,7 +926,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -996,7 +976,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -178,50 +178,50 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -232,7 +232,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>30</m:t> </m:r>@@ -241,7 +240,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>31</m:t> </m:r>@@ -250,7 +248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>32</m:t> </m:r>@@ -259,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>33</m:t> </m:r>@@ -268,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>34</m:t> </m:r>@@ -277,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>35</m:t> </m:r>@@ -286,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>36</m:t> </m:r>@@ -297,7 +290,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -364,7 +356,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -431,7 +422,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -498,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -565,7 +554,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -632,7 +620,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -699,7 +686,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -766,7 +752,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -833,7 +818,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -900,7 +884,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -967,7 +950,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1034,7 +1016,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1101,7 +1082,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1168,7 +1148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1235,7 +1214,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1302,7 +1280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -214,62 +214,62 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -280,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>37</m:t> </m:r>@@ -289,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>38</m:t> </m:r>@@ -298,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>39</m:t> </m:r>@@ -307,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3A</m:t> </m:r>@@ -316,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3B</m:t> </m:r>@@ -325,7 +320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3C</m:t> </m:r>@@ -334,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3D</m:t> </m:r>@@ -343,7 +336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3E</m:t> </m:r>@@ -352,7 +344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3F</m:t> </m:r>@@ -363,7 +354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -446,7 +436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -529,7 +518,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -612,7 +600,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -695,7 +682,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -778,7 +764,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -861,7 +846,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -944,7 +928,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1027,7 +1010,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1110,7 +1092,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1193,7 +1174,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1276,7 +1256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1359,7 +1338,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1442,7 +1420,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1525,7 +1502,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1608,7 +1584,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -340,104 +340,104 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -448,7 +448,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>40</m:t> </m:r>@@ -457,7 +456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>41</m:t> </m:r>@@ -466,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>42</m:t> </m:r>@@ -475,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>43</m:t> </m:r>@@ -484,7 +480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>44</m:t> </m:r>@@ -493,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>45</m:t> </m:r>@@ -502,7 +496,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>46</m:t> </m:r>@@ -511,7 +504,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>47</m:t> </m:r>@@ -520,7 +512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>48</m:t> </m:r>@@ -529,7 +520,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>49</m:t> </m:r>@@ -538,7 +528,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4A</m:t> </m:r>@@ -547,7 +536,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4B</m:t> </m:r>@@ -556,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4C</m:t> </m:r>@@ -565,7 +552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4D</m:t> </m:r>@@ -574,7 +560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4E</m:t> </m:r>@@ -583,7 +568,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4F</m:t> </m:r>@@ -594,7 +578,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -733,7 +716,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -872,7 +854,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -1011,7 +992,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -1150,7 +1130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -1289,7 +1268,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -1428,7 +1406,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -1567,7 +1544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1706,7 +1682,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1845,7 +1820,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1984,7 +1958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -2123,7 +2096,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -2262,7 +2234,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -2401,7 +2372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -2540,7 +2510,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -2679,7 +2648,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -340,104 +340,104 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -448,7 +448,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E0</m:t> </m:r>@@ -457,7 +456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E1</m:t> </m:r>@@ -466,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E2</m:t> </m:r>@@ -475,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E3</m:t> </m:r>@@ -484,7 +480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E4</m:t> </m:r>@@ -493,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E5</m:t> </m:r>@@ -502,7 +496,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E6</m:t> </m:r>@@ -511,7 +504,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E7</m:t> </m:r>@@ -520,7 +512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E8</m:t> </m:r>@@ -529,7 +520,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1E9</m:t> </m:r>@@ -538,7 +528,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1EA</m:t> </m:r>@@ -547,7 +536,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1EB</m:t> </m:r>@@ -556,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1EC</m:t> </m:r>@@ -565,7 +552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1ED</m:t> </m:r>@@ -574,7 +560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1EE</m:t> </m:r>@@ -583,7 +568,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1EF</m:t> </m:r>@@ -594,7 +578,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -733,7 +716,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -872,7 +854,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -1011,7 +992,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -1150,7 +1130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -1289,7 +1268,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -1428,7 +1406,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -1567,7 +1544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1706,7 +1682,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1845,7 +1820,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1984,7 +1958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -2123,7 +2096,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -2262,7 +2234,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -2401,7 +2372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -2540,7 +2510,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -2679,7 +2648,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -340,104 +340,104 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -448,7 +448,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F0</m:t> </m:r>@@ -457,7 +456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F1</m:t> </m:r>@@ -466,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F2</m:t> </m:r>@@ -475,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F3</m:t> </m:r>@@ -484,7 +480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F4</m:t> </m:r>@@ -493,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F5</m:t> </m:r>@@ -502,7 +496,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F6</m:t> </m:r>@@ -511,7 +504,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F7</m:t> </m:r>@@ -520,7 +512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F8</m:t> </m:r>@@ -529,7 +520,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1F9</m:t> </m:r>@@ -538,7 +528,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1FA</m:t> </m:r>@@ -547,7 +536,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1FB</m:t> </m:r>@@ -556,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1FC</m:t> </m:r>@@ -565,7 +552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1FD</m:t> </m:r>@@ -574,7 +560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1FE</m:t> </m:r>@@ -583,7 +568,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1FF</m:t> </m:r>@@ -594,7 +578,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -733,7 +716,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -872,7 +854,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -1011,7 +992,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -1150,7 +1130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -1289,7 +1268,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -1428,7 +1406,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -1567,7 +1544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1706,7 +1682,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1845,7 +1820,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1984,7 +1958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -2123,7 +2096,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -2262,7 +2234,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -2401,7 +2372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -2540,7 +2510,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -2679,7 +2648,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -178,50 +178,50 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -232,7 +232,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>200</m:t> </m:r>@@ -241,7 +240,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>201</m:t> </m:r>@@ -250,7 +248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>202</m:t> </m:r>@@ -259,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>203</m:t> </m:r>@@ -268,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>204</m:t> </m:r>@@ -277,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>205</m:t> </m:r>@@ -286,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>206</m:t> </m:r>@@ -297,7 +290,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -364,7 +356,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -431,7 +422,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -498,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -565,7 +554,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -632,7 +620,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -699,7 +686,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -766,7 +752,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -833,7 +818,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -900,7 +884,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -967,7 +950,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1034,7 +1016,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1101,7 +1082,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1168,7 +1148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1235,7 +1214,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1302,7 +1280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -102,26 +102,26 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -132,7 +132,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>207</m:t> </m:r>@@ -141,7 +140,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>208</m:t> </m:r>@@ -150,7 +148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>209</m:t> </m:r>@@ -161,7 +158,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -196,7 +192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -231,7 +226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -266,7 +260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -301,7 +294,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -336,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -371,7 +362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -406,7 +396,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -441,7 +430,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -476,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -511,7 +498,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -546,7 +532,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -581,7 +566,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -616,7 +600,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -651,7 +634,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -686,7 +668,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -102,26 +102,26 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -132,7 +132,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>20A</m:t> </m:r>@@ -141,7 +140,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>20B</m:t> </m:r>@@ -150,7 +148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>20C</m:t> </m:r>@@ -161,7 +158,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -196,7 +192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -231,7 +226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -266,7 +260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -301,7 +294,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -336,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -371,7 +362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -406,7 +396,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -441,7 +430,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -476,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -511,7 +498,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -546,7 +532,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -581,7 +566,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -616,7 +600,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -651,7 +634,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -686,7 +668,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -102,26 +102,26 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -132,7 +132,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>20D</m:t> </m:r>@@ -141,7 +140,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>20E</m:t> </m:r>@@ -150,7 +148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>20F</m:t> </m:r>@@ -161,7 +158,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -196,7 +192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -231,7 +226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -266,7 +260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -301,7 +294,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -336,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -371,7 +362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -406,7 +396,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -441,7 +430,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -476,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -511,7 +498,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -546,7 +532,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -581,7 +566,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -616,7 +600,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -651,7 +634,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -686,7 +668,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -142,38 +142,38 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -184,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>210</m:t> </m:r>@@ -193,7 +192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>211</m:t> </m:r>@@ -202,7 +200,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>212</m:t> </m:r>@@ -211,7 +208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>213</m:t> </m:r>@@ -220,7 +216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>214</m:t> </m:r>@@ -231,7 +226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -282,7 +276,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -333,7 +326,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -384,7 +376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -435,7 +426,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -486,7 +476,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -537,7 +526,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -588,7 +576,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -639,7 +626,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -690,7 +676,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -741,7 +726,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -792,7 +776,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -843,7 +826,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -894,7 +876,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -945,7 +926,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -996,7 +976,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -124,32 +124,32 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -160,7 +160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>215</m:t> </m:r>@@ -169,7 +168,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>216</m:t> </m:r>@@ -178,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>217</m:t> </m:r>@@ -187,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>218</m:t> </m:r>@@ -198,7 +194,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -241,7 +236,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -284,7 +278,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -327,7 +320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -370,7 +362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -413,7 +404,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -456,7 +446,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -499,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -542,7 +530,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -585,7 +572,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -628,7 +614,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -671,7 +656,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -714,7 +698,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -757,7 +740,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -800,7 +782,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -843,7 +824,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -178,50 +178,50 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -232,7 +232,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>219</m:t> </m:r>@@ -241,7 +240,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>21A</m:t> </m:r>@@ -250,7 +248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>21B</m:t> </m:r>@@ -259,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>21C</m:t> </m:r>@@ -268,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>21D</m:t> </m:r>@@ -277,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>21E</m:t> </m:r>@@ -286,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>21F</m:t> </m:r>@@ -297,7 +290,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -364,7 +356,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -431,7 +422,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -498,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -565,7 +554,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -632,7 +620,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -699,7 +686,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -766,7 +752,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -833,7 +818,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -900,7 +884,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -967,7 +950,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1034,7 +1016,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1101,7 +1082,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1168,7 +1148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1235,7 +1214,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1302,7 +1280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -340,104 +340,104 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -448,7 +448,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>220</m:t> </m:r>@@ -457,7 +456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>221</m:t> </m:r>@@ -466,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>222</m:t> </m:r>@@ -475,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>223</m:t> </m:r>@@ -484,7 +480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>224</m:t> </m:r>@@ -493,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>225</m:t> </m:r>@@ -502,7 +496,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>226</m:t> </m:r>@@ -511,7 +504,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>227</m:t> </m:r>@@ -520,7 +512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>228</m:t> </m:r>@@ -529,7 +520,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>229</m:t> </m:r>@@ -538,7 +528,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>22A</m:t> </m:r>@@ -547,7 +536,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>22B</m:t> </m:r>@@ -556,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>22C</m:t> </m:r>@@ -565,7 +552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>22D</m:t> </m:r>@@ -574,7 +560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>22E</m:t> </m:r>@@ -583,7 +568,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>22F</m:t> </m:r>@@ -594,7 +578,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -733,7 +716,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -872,7 +854,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -1011,7 +992,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -1150,7 +1130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -1289,7 +1268,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -1428,7 +1406,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -1567,7 +1544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1706,7 +1682,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1845,7 +1820,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1984,7 +1958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -2123,7 +2096,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -2262,7 +2234,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -2401,7 +2372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -2540,7 +2510,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -2679,7 +2648,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -340,104 +340,104 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -448,7 +448,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>230</m:t> </m:r>@@ -457,7 +456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>231</m:t> </m:r>@@ -466,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>232</m:t> </m:r>@@ -475,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>233</m:t> </m:r>@@ -484,7 +480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>234</m:t> </m:r>@@ -493,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>235</m:t> </m:r>@@ -502,7 +496,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>236</m:t> </m:r>@@ -511,7 +504,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>237</m:t> </m:r>@@ -520,7 +512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>238</m:t> </m:r>@@ -529,7 +520,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>239</m:t> </m:r>@@ -538,7 +528,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>23A</m:t> </m:r>@@ -547,7 +536,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>23B</m:t> </m:r>@@ -556,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>23C</m:t> </m:r>@@ -565,7 +552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>23D</m:t> </m:r>@@ -574,7 +560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>23E</m:t> </m:r>@@ -583,7 +568,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>23F</m:t> </m:r>@@ -594,7 +578,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -733,7 +716,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -872,7 +854,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -1011,7 +992,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -1150,7 +1130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -1289,7 +1268,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -1428,7 +1406,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -1567,7 +1544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1706,7 +1682,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1845,7 +1820,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1984,7 +1958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -2123,7 +2096,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -2262,7 +2234,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -2401,7 +2372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -2540,7 +2510,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -2679,7 +2648,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -124,32 +124,32 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -160,7 +160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>240</m:t> </m:r>@@ -169,7 +168,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>241</m:t> </m:r>@@ -178,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>242</m:t> </m:r>@@ -187,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>243</m:t> </m:r>@@ -198,7 +194,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -241,7 +236,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -284,7 +278,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -327,7 +320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -370,7 +362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -413,7 +404,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -456,7 +446,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -499,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -542,7 +530,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -585,7 +572,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -628,7 +614,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -671,7 +656,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -714,7 +698,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -757,7 +740,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -800,7 +782,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -843,7 +824,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -82,20 +82,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -106,7 +106,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>244</m:t> </m:r>@@ -115,7 +114,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>245</m:t> </m:r>@@ -126,7 +124,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -153,7 +150,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -180,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -207,7 +202,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -234,7 +228,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -261,7 +254,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -288,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -315,7 +306,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -342,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -369,7 +358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -396,7 +384,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -423,7 +410,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -450,7 +436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -477,7 +462,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -504,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -531,7 +514,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -232,68 +232,68 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -304,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>246</m:t> </m:r>@@ -313,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>247</m:t> </m:r>@@ -322,7 +320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>248</m:t> </m:r>@@ -331,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>249</m:t> </m:r>@@ -340,7 +336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>24A</m:t> </m:r>@@ -349,7 +344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>24B</m:t> </m:r>@@ -358,7 +352,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>24C</m:t> </m:r>@@ -367,7 +360,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>24D</m:t> </m:r>@@ -376,7 +368,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>24E</m:t> </m:r>@@ -385,7 +376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>24F</m:t> </m:r>@@ -396,7 +386,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -487,7 +476,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -578,7 +566,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -669,7 +656,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -760,7 +746,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -851,7 +836,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -942,7 +926,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -1033,7 +1016,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1124,7 +1106,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1215,7 +1196,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1306,7 +1286,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1397,7 +1376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1488,7 +1466,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1579,7 +1556,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1670,7 +1646,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1761,7 +1736,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -196,56 +196,56 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -256,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>250</m:t> </m:r>@@ -265,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>251</m:t> </m:r>@@ -274,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>252</m:t> </m:r>@@ -283,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>253</m:t> </m:r>@@ -292,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>254</m:t> </m:r>@@ -301,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>255</m:t> </m:r>@@ -310,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>256</m:t> </m:r>@@ -319,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>257</m:t> </m:r>@@ -330,7 +322,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -405,7 +396,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -480,7 +470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -555,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -630,7 +618,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -705,7 +692,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -780,7 +766,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -855,7 +840,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -930,7 +914,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1005,7 +988,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1080,7 +1062,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1155,7 +1136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1230,7 +1210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1305,7 +1284,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1380,7 +1358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1455,7 +1432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -82,20 +82,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -106,7 +106,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>258</m:t> </m:r>@@ -115,7 +114,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>259</m:t> </m:r>@@ -126,7 +124,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -153,7 +150,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -180,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -207,7 +202,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -234,7 +228,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -261,7 +254,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -288,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -315,7 +306,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -342,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -369,7 +358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -396,7 +384,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -423,7 +410,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -450,7 +436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -477,7 +462,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -504,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -531,7 +514,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -160,44 +160,44 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -208,7 +208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>25A</m:t> </m:r>@@ -217,7 +216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>25B</m:t> </m:r>@@ -226,7 +224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>25C</m:t> </m:r>@@ -235,7 +232,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>25D</m:t> </m:r>@@ -244,7 +240,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>25E</m:t> </m:r>@@ -253,7 +248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>25F</m:t> </m:r>@@ -264,7 +258,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -323,7 +316,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -382,7 +374,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -441,7 +432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -500,7 +490,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -559,7 +548,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -618,7 +606,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -677,7 +664,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -736,7 +722,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -795,7 +780,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -854,7 +838,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -913,7 +896,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -972,7 +954,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1031,7 +1012,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1090,7 +1070,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1149,7 +1128,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -340,104 +340,104 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -448,7 +448,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>260</m:t> </m:r>@@ -457,7 +456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>261</m:t> </m:r>@@ -466,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>262</m:t> </m:r>@@ -475,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>263</m:t> </m:r>@@ -484,7 +480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>264</m:t> </m:r>@@ -493,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>265</m:t> </m:r>@@ -502,7 +496,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>266</m:t> </m:r>@@ -511,7 +504,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>267</m:t> </m:r>@@ -520,7 +512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>268</m:t> </m:r>@@ -529,7 +520,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>269</m:t> </m:r>@@ -538,7 +528,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>26A</m:t> </m:r>@@ -547,7 +536,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>26B</m:t> </m:r>@@ -556,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>26C</m:t> </m:r>@@ -565,7 +552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>26D</m:t> </m:r>@@ -574,7 +560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>26E</m:t> </m:r>@@ -583,7 +568,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>26F</m:t> </m:r>@@ -594,7 +578,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -733,7 +716,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -872,7 +854,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -1011,7 +992,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -1150,7 +1130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -1289,7 +1268,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -1428,7 +1406,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -1567,7 +1544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1706,7 +1682,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1845,7 +1820,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1984,7 +1958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -2123,7 +2096,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -2262,7 +2234,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -2401,7 +2372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -2540,7 +2510,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -2679,7 +2648,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -268,80 +268,80 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -352,7 +352,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>270</m:t> </m:r>@@ -361,7 +360,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>271</m:t> </m:r>@@ -370,7 +368,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>272</m:t> </m:r>@@ -379,7 +376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>273</m:t> </m:r>@@ -388,7 +384,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>274</m:t> </m:r>@@ -397,7 +392,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>275</m:t> </m:r>@@ -406,7 +400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>276</m:t> </m:r>@@ -415,7 +408,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>277</m:t> </m:r>@@ -424,7 +416,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>278</m:t> </m:r>@@ -433,7 +424,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>279</m:t> </m:r>@@ -442,7 +432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>27A</m:t> </m:r>@@ -451,7 +440,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>27B</m:t> </m:r>@@ -462,7 +450,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -569,7 +556,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -676,7 +662,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -783,7 +768,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -890,7 +874,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -997,7 +980,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -1104,7 +1086,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -1211,7 +1192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1318,7 +1298,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1425,7 +1404,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1532,7 +1510,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1639,7 +1616,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1746,7 +1722,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1853,7 +1828,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1960,7 +1934,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -2067,7 +2040,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -102,26 +102,26 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -132,7 +132,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>27C</m:t> </m:r>@@ -141,7 +140,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>27D</m:t> </m:r>@@ -150,7 +148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>27E</m:t> </m:r>@@ -161,7 +158,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -196,7 +192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -231,7 +226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -266,7 +260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -301,7 +294,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -336,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -371,7 +362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -406,7 +396,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -441,7 +430,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -476,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -511,7 +498,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -546,7 +532,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -581,7 +566,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -616,7 +600,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -651,7 +634,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -686,7 +668,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -34,14 +34,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -52,7 +52,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>27F</m:t> </m:r>@@ -63,7 +62,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -82,7 +80,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -101,7 +98,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -120,7 +116,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -139,7 +134,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -158,7 +152,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -177,7 +170,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -196,7 +188,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -215,7 +206,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -234,7 +224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -253,7 +242,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -272,7 +260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -291,7 +278,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -310,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -329,7 +314,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -348,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -196,56 +196,56 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -256,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>290</m:t> </m:r>@@ -265,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>291</m:t> </m:r>@@ -274,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>292</m:t> </m:r>@@ -283,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>293</m:t> </m:r>@@ -292,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>294</m:t> </m:r>@@ -301,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>295</m:t> </m:r>@@ -310,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>296</m:t> </m:r>@@ -319,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>297</m:t> </m:r>@@ -330,7 +322,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -405,7 +396,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -480,7 +470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -555,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -630,7 +618,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -705,7 +692,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -780,7 +766,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -855,7 +840,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -930,7 +914,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1005,7 +988,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1080,7 +1062,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1155,7 +1136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1230,7 +1210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1305,7 +1284,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1380,7 +1358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1455,7 +1432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -196,56 +196,56 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -256,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>298</m:t> </m:r>@@ -265,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>299</m:t> </m:r>@@ -274,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>29A</m:t> </m:r>@@ -283,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>29B</m:t> </m:r>@@ -292,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>29C</m:t> </m:r>@@ -301,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>29D</m:t> </m:r>@@ -310,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>29E</m:t> </m:r>@@ -319,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>29F</m:t> </m:r>@@ -330,7 +322,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -405,7 +396,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -480,7 +470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -555,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -630,7 +618,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -705,7 +692,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -780,7 +766,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -855,7 +840,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -930,7 +914,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1005,7 +988,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1080,7 +1062,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1155,7 +1136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1230,7 +1210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1305,7 +1284,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1380,7 +1358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1455,7 +1432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -340,104 +340,104 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -448,7 +448,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A0</m:t> </m:r>@@ -457,7 +456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A1</m:t> </m:r>@@ -466,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A2</m:t> </m:r>@@ -475,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A3</m:t> </m:r>@@ -484,7 +480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A4</m:t> </m:r>@@ -493,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A5</m:t> </m:r>@@ -502,7 +496,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A6</m:t> </m:r>@@ -511,7 +504,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A7</m:t> </m:r>@@ -520,7 +512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A8</m:t> </m:r>@@ -529,7 +520,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2A9</m:t> </m:r>@@ -538,7 +528,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2AA</m:t> </m:r>@@ -547,7 +536,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2AB</m:t> </m:r>@@ -556,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2AC</m:t> </m:r>@@ -565,7 +552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2AD</m:t> </m:r>@@ -574,7 +560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2AE</m:t> </m:r>@@ -583,7 +568,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2AF</m:t> </m:r>@@ -594,7 +578,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -733,7 +716,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -872,7 +854,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -1011,7 +992,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -1150,7 +1130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -1289,7 +1268,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -1428,7 +1406,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -1567,7 +1544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1706,7 +1682,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1845,7 +1820,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1984,7 +1958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -2123,7 +2096,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -2262,7 +2234,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -2401,7 +2372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -2540,7 +2510,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -2679,7 +2648,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -160,44 +160,44 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -208,7 +208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2B0</m:t> </m:r>@@ -217,7 +216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2B1</m:t> </m:r>@@ -226,7 +224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2B2</m:t> </m:r>@@ -235,7 +232,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2B3</m:t> </m:r>@@ -244,7 +240,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2B4</m:t> </m:r>@@ -253,7 +248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2B5</m:t> </m:r>@@ -264,7 +258,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -323,7 +316,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -382,7 +374,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -441,7 +432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -500,7 +490,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -559,7 +548,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -618,7 +606,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -677,7 +664,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -736,7 +722,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -795,7 +780,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -854,7 +838,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -913,7 +896,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -972,7 +954,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1031,7 +1012,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1090,7 +1070,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1149,7 +1128,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -33,7 +33,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>new</m:t> </m:r>@@ -55,7 +54,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>old</m:t> </m:r>
@@ -142,38 +142,38 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -184,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FB0</m:t> </m:r>@@ -193,7 +192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FB1</m:t> </m:r>@@ -202,7 +200,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FB2</m:t> </m:r>@@ -211,7 +208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FB3</m:t> </m:r>@@ -220,7 +216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FB4</m:t> </m:r>@@ -231,7 +226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -282,7 +276,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -333,7 +326,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -384,7 +376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -435,7 +426,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -486,7 +476,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -537,7 +526,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -588,7 +576,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -639,7 +626,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -690,7 +676,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -741,7 +726,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -792,7 +776,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -843,7 +826,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -894,7 +876,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -945,7 +926,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -996,7 +976,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -826,266 +826,266 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -1096,7 +1096,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FB5</m:t> </m:r>@@ -1105,7 +1104,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FB6</m:t> </m:r>@@ -1114,7 +1112,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FB7</m:t> </m:r>@@ -1123,7 +1120,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FB8</m:t> </m:r>@@ -1132,7 +1128,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FB9</m:t> </m:r>@@ -1141,7 +1136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FBA</m:t> </m:r>@@ -1150,7 +1144,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FBB</m:t> </m:r>@@ -1159,7 +1152,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FBC</m:t> </m:r>@@ -1168,7 +1160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FBD</m:t> </m:r>@@ -1177,7 +1168,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FBE</m:t> </m:r>@@ -1186,7 +1176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FBF</m:t> </m:r>@@ -1195,7 +1184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FC0</m:t> </m:r>@@ -1204,7 +1192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FC1</m:t> </m:r>@@ -1213,7 +1200,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FC2</m:t> </m:r>@@ -1222,7 +1208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FC3</m:t> </m:r>@@ -1231,7 +1216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FC4</m:t> </m:r>@@ -1240,7 +1224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FC5</m:t> </m:r>@@ -1249,7 +1232,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FC6</m:t> </m:r>@@ -1258,7 +1240,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FC7</m:t> </m:r>@@ -1267,7 +1248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FC8</m:t> </m:r>@@ -1276,7 +1256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FC9</m:t> </m:r>@@ -1285,7 +1264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FCA</m:t> </m:r>@@ -1294,7 +1272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FCB</m:t> </m:r>@@ -1303,7 +1280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FCC</m:t> </m:r>@@ -1312,7 +1288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FCD</m:t> </m:r>@@ -1321,7 +1296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FCE</m:t> </m:r>@@ -1330,7 +1304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FCF</m:t> </m:r>@@ -1339,7 +1312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FD0</m:t> </m:r>@@ -1348,7 +1320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FD1</m:t> </m:r>@@ -1357,7 +1328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FD2</m:t> </m:r>@@ -1366,7 +1336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FD3</m:t> </m:r>@@ -1375,7 +1344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FD4</m:t> </m:r>@@ -1384,7 +1352,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FD5</m:t> </m:r>@@ -1393,7 +1360,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FD6</m:t> </m:r>@@ -1402,7 +1368,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FD7</m:t> </m:r>@@ -1411,7 +1376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FD8</m:t> </m:r>@@ -1420,7 +1384,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FD9</m:t> </m:r>@@ -1429,7 +1392,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FDA</m:t> </m:r>@@ -1438,7 +1400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FDB</m:t> </m:r>@@ -1447,7 +1408,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FDC</m:t> </m:r>@@ -1456,7 +1416,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FDD</m:t> </m:r>@@ -1465,7 +1424,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FDE</m:t> </m:r>@@ -1474,7 +1432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FDF</m:t> </m:r>@@ -1485,7 +1442,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -1840,7 +1796,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -2195,7 +2150,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -2550,7 +2504,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -2905,7 +2858,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -3260,7 +3212,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -3615,7 +3566,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -3970,7 +3920,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -4325,7 +4274,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -4680,7 +4628,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -5035,7 +4982,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -5390,7 +5336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -5745,7 +5690,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -6100,7 +6044,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -6455,7 +6398,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -6810,7 +6752,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -34,14 +34,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -52,7 +52,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FE0</m:t> </m:r>@@ -63,7 +62,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -82,7 +80,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -101,7 +98,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -120,7 +116,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -139,7 +134,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -158,7 +152,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -177,7 +170,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -196,7 +188,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -215,7 +206,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -234,7 +224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -253,7 +242,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -272,7 +260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -291,7 +278,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -310,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -329,7 +314,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -348,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -34,14 +34,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -52,7 +52,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FE1</m:t> </m:r>@@ -63,7 +62,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -82,7 +80,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -101,7 +98,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -120,7 +116,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -139,7 +134,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -158,7 +152,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -177,7 +170,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -196,7 +188,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -215,7 +206,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -234,7 +224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -253,7 +242,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -272,7 +260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -291,7 +278,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -310,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -329,7 +314,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -348,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -34,14 +34,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -52,7 +52,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FE2</m:t> </m:r>@@ -63,7 +62,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -82,7 +80,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -101,7 +98,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -120,7 +116,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -139,7 +134,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -158,7 +152,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -177,7 +170,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -196,7 +188,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -215,7 +206,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -234,7 +224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -253,7 +242,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -272,7 +260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -291,7 +278,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -310,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -329,7 +314,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -348,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -82,20 +82,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -106,7 +106,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FE3</m:t> </m:r>@@ -115,7 +114,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FE4</m:t> </m:r>@@ -126,7 +124,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -153,7 +150,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -180,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -207,7 +202,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -234,7 +228,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -261,7 +254,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -288,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -315,7 +306,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -342,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -369,7 +358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -396,7 +384,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -423,7 +410,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -450,7 +436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -477,7 +462,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -504,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -531,7 +514,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -82,20 +82,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -106,7 +106,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FE5</m:t> </m:r>@@ -115,7 +114,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FE6</m:t> </m:r>@@ -126,7 +124,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -153,7 +150,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -180,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -207,7 +202,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -234,7 +228,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -261,7 +254,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -288,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -315,7 +306,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -342,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -369,7 +358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -396,7 +384,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -423,7 +410,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -450,7 +436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -477,7 +462,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -504,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -531,7 +514,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -214,62 +214,62 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -280,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FE7</m:t> </m:r>@@ -289,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FE8</m:t> </m:r>@@ -298,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FE9</m:t> </m:r>@@ -307,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FEA</m:t> </m:r>@@ -316,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FEB</m:t> </m:r>@@ -325,7 +320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FEC</m:t> </m:r>@@ -334,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FED</m:t> </m:r>@@ -343,7 +336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FEE</m:t> </m:r>@@ -352,7 +344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FEF</m:t> </m:r>@@ -363,7 +354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -446,7 +436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -529,7 +518,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -612,7 +600,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -695,7 +682,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -778,7 +764,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -861,7 +846,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -944,7 +928,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1027,7 +1010,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1110,7 +1092,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1193,7 +1174,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1276,7 +1256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1359,7 +1338,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1442,7 +1420,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1525,7 +1502,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1608,7 +1584,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -73,14 +73,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -182,7 +182,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>otherwise</m:t> </m:r>
@@ -101,14 +101,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -330,14 +330,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -384,14 +384,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -438,14 +438,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -492,14 +492,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -124,32 +124,32 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -160,7 +160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D56</m:t> </m:r>@@ -169,7 +168,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D57</m:t> </m:r>@@ -178,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D58</m:t> </m:r>@@ -187,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D59</m:t> </m:r>@@ -198,7 +194,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -234,7 +229,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -270,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -306,7 +299,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -342,7 +334,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -378,7 +369,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -414,7 +404,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -450,7 +439,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -486,7 +474,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -522,7 +509,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -558,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -594,7 +579,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -630,7 +614,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -673,7 +656,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -716,7 +698,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -759,7 +740,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -214,62 +214,62 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -280,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D46</m:t> </m:r>@@ -289,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D47</m:t> </m:r>@@ -298,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D48</m:t> </m:r>@@ -307,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D49</m:t> </m:r>@@ -316,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D71</m:t> </m:r>@@ -325,7 +320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D72</m:t> </m:r>@@ -334,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D73</m:t> </m:r>@@ -343,7 +336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D74</m:t> </m:r>@@ -352,7 +344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D75</m:t> </m:r>@@ -363,7 +354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -432,7 +422,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -501,7 +490,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -570,7 +558,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -639,7 +626,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -708,7 +694,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -777,7 +762,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -839,7 +823,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -901,7 +884,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -970,7 +952,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1039,7 +1020,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1108,7 +1088,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1177,7 +1156,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1246,7 +1224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1315,7 +1292,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1384,7 +1360,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -232,68 +232,68 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -304,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D5D</m:t> </m:r>@@ -313,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D5E</m:t> </m:r>@@ -322,7 +320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D5F</m:t> </m:r>@@ -331,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D60</m:t> </m:r>@@ -340,7 +336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D75</m:t> </m:r>@@ -349,7 +344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D76</m:t> </m:r>@@ -358,7 +352,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D77</m:t> </m:r>@@ -367,7 +360,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D78</m:t> </m:r>@@ -376,7 +368,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7E</m:t> </m:r>@@ -385,7 +376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7F</m:t> </m:r>@@ -396,7 +386,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -466,7 +455,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -536,7 +524,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -606,7 +593,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -676,7 +662,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -753,7 +738,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -830,7 +814,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -907,7 +890,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -984,7 +966,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1054,7 +1035,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1124,7 +1104,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1194,7 +1173,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1264,7 +1242,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1341,7 +1318,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1418,7 +1394,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1495,7 +1470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -124,32 +124,32 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -160,7 +160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D4D</m:t> </m:r>@@ -169,7 +168,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D4E</m:t> </m:r>@@ -178,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D4F</m:t> </m:r>@@ -187,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D50</m:t> </m:r>@@ -198,7 +194,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -241,7 +236,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -284,7 +278,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -327,7 +320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -370,7 +362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -406,7 +397,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -442,7 +432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -478,7 +467,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -514,7 +502,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -550,7 +537,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -586,7 +572,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -622,7 +607,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -658,7 +642,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -694,7 +677,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -730,7 +712,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -766,7 +747,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -250,74 +250,74 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -328,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D40</m:t> </m:r>@@ -337,7 +336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D41</m:t> </m:r>@@ -346,7 +344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D42</m:t> </m:r>@@ -355,7 +352,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D43</m:t> </m:r>@@ -364,7 +360,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D6A</m:t> </m:r>@@ -373,7 +368,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D6B</m:t> </m:r>@@ -382,7 +376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D6C</m:t> </m:r>@@ -391,7 +384,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D6D</m:t> </m:r>@@ -400,7 +392,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D6E</m:t> </m:r>@@ -409,7 +400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7C</m:t> </m:r>@@ -418,7 +408,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7D</m:t> </m:r>@@ -429,7 +418,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -514,7 +502,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -599,7 +586,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -677,7 +663,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -755,7 +740,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -826,7 +810,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -897,7 +880,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -968,7 +950,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -1039,7 +1020,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1110,7 +1090,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1181,7 +1160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1259,7 +1237,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1337,7 +1314,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1408,7 +1384,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1479,7 +1454,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1557,7 +1531,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -160,44 +160,44 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -208,7 +208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D53</m:t> </m:r>@@ -217,7 +216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D54</m:t> </m:r>@@ -226,7 +224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D55</m:t> </m:r>@@ -235,7 +232,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D56</m:t> </m:r>@@ -244,7 +240,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7D</m:t> </m:r>@@ -253,7 +248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7E</m:t> </m:r>@@ -264,7 +258,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -309,7 +302,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -354,7 +346,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -392,7 +383,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -430,7 +420,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -468,7 +457,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -506,7 +494,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -544,7 +531,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -582,7 +568,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -634,7 +619,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -686,7 +670,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -738,7 +721,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -790,7 +772,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -835,7 +816,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -880,7 +860,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -925,7 +904,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -124,32 +124,32 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -160,7 +160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D50</m:t> </m:r>@@ -169,7 +168,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D51</m:t> </m:r>@@ -178,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D52</m:t> </m:r>@@ -187,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D53</m:t> </m:r>@@ -198,7 +194,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -234,7 +229,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -270,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -306,7 +299,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -342,7 +334,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -385,7 +376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -428,7 +418,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -471,7 +460,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -514,7 +502,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -550,7 +537,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -586,7 +572,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -622,7 +607,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -658,7 +642,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -694,7 +677,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -730,7 +712,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -766,7 +747,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -214,62 +214,62 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -280,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D43</m:t> </m:r>@@ -289,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D44</m:t> </m:r>@@ -298,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D45</m:t> </m:r>@@ -307,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D46</m:t> </m:r>@@ -316,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D6A</m:t> </m:r>@@ -325,7 +320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D6E</m:t> </m:r>@@ -334,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D6F</m:t> </m:r>@@ -343,7 +336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D70</m:t> </m:r>@@ -352,7 +344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D71</m:t> </m:r>@@ -363,7 +354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -425,7 +415,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -487,7 +476,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -556,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -625,7 +612,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -708,7 +694,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -791,7 +776,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -867,7 +851,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -943,7 +926,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -1012,7 +994,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1081,7 +1062,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1150,7 +1130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1219,7 +1198,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1281,7 +1259,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1343,7 +1320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1405,7 +1381,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -142,38 +142,38 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -184,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D67</m:t> </m:r>@@ -193,7 +192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D68</m:t> </m:r>@@ -202,7 +200,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D69</m:t> </m:r>@@ -211,7 +208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D6A</m:t> </m:r>@@ -220,7 +216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7F</m:t> </m:r>@@ -231,7 +226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -275,7 +269,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -319,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -363,7 +355,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -407,7 +398,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -444,7 +434,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -481,7 +470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -525,7 +513,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -569,7 +556,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -613,7 +599,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -657,7 +642,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -701,7 +685,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -745,7 +728,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -789,7 +771,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -833,7 +814,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -877,7 +857,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -196,56 +196,56 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -256,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D63</m:t> </m:r>@@ -265,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D64</m:t> </m:r>@@ -274,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D65</m:t> </m:r>@@ -283,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D66</m:t> </m:r>@@ -292,7 +288,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D79</m:t> </m:r>@@ -301,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7A</m:t> </m:r>@@ -310,7 +304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7B</m:t> </m:r>@@ -319,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7C</m:t> </m:r>@@ -330,7 +322,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -398,7 +389,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -466,7 +456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -534,7 +523,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -602,7 +590,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -670,7 +657,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -738,7 +724,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -806,7 +791,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -874,7 +858,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -942,7 +925,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -1010,7 +992,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -1071,7 +1052,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -1132,7 +1112,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -1200,7 +1179,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -1268,7 +1246,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -1336,7 +1313,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -124,32 +124,32 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -160,7 +160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D60</m:t> </m:r>@@ -169,7 +168,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D61</m:t> </m:r>@@ -178,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D62</m:t> </m:r>@@ -187,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D63</m:t> </m:r>@@ -198,7 +194,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -234,7 +229,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -270,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -306,7 +299,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -342,7 +334,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -378,7 +369,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -414,7 +404,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -450,7 +439,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -486,7 +474,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -529,7 +516,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -572,7 +558,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -615,7 +600,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -658,7 +642,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -694,7 +677,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -730,7 +712,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -766,7 +747,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -142,38 +142,38 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -184,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D5A</m:t> </m:r>@@ -193,7 +192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D5B</m:t> </m:r>@@ -202,7 +200,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D5C</m:t> </m:r>@@ -211,7 +208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D5D</m:t> </m:r>@@ -220,7 +216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D7E</m:t> </m:r>@@ -231,7 +226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -275,7 +269,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -319,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -370,7 +362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -421,7 +412,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -465,7 +455,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -509,7 +498,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -553,7 +541,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -597,7 +584,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -641,7 +627,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -685,7 +670,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -729,7 +713,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -773,7 +756,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -810,7 +792,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -847,7 +828,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -884,7 +864,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -124,32 +124,32 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -160,7 +160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D49</m:t> </m:r>@@ -169,7 +168,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D4A</m:t> </m:r>@@ -178,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D4B</m:t> </m:r>@@ -187,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1D4C</m:t> </m:r>@@ -198,7 +194,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -234,7 +229,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>1</m:t> </m:r>@@ -270,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>2</m:t> </m:r>@@ -306,7 +299,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>3</m:t> </m:r>@@ -342,7 +334,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>4</m:t> </m:r>@@ -378,7 +369,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>5</m:t> </m:r>@@ -414,7 +404,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>6</m:t> </m:r>@@ -450,7 +439,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>7</m:t> </m:r>@@ -486,7 +474,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>8</m:t> </m:r>@@ -522,7 +509,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>9</m:t> </m:r>@@ -558,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -594,7 +579,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>B</m:t> </m:r>@@ -630,7 +614,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -673,7 +656,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>D</m:t> </m:r>@@ -716,7 +698,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>E</m:t> </m:r>@@ -759,7 +740,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -263,14 +263,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -279,7 +279,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -290,7 +289,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ABCabc</m:t> </m:r>@@ -300,7 +298,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -350,7 +347,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -400,7 +396,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -411,7 +406,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ABCabc</m:t> </m:r>@@ -421,7 +415,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -432,7 +425,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ABCabc</m:t> </m:r>@@ -442,7 +434,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -452,37 +443,37 @@ <m:e> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>A</m:t> </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>B</m:t> </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>C</m:t> </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>a</m:t> </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>b</m:t> </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>c</m:t> </m:r>@@ -492,7 +483,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -502,37 +492,37 @@ <m:e> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>A</m:t> </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>B</m:t> </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>C</m:t> </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>a</m:t> </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>b</m:t> </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>c</m:t> </m:r>@@ -542,7 +532,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -552,7 +541,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:sty m:val="b" /> </m:rPr> <m:t>ABCabc</m:t>@@ -563,7 +551,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -613,7 +600,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -623,7 +609,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:sty m:val="i" /> </m:rPr> <m:t>ABCabc</m:t>@@ -634,7 +619,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -690,7 +674,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -700,7 +683,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -712,7 +694,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -768,7 +749,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -824,7 +804,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -880,7 +859,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -936,7 +914,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -992,7 +969,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -1048,7 +1024,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -1098,7 +1073,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -1154,7 +1128,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -1210,7 +1183,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -1266,7 +1238,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -1322,7 +1293,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>@@ -1378,7 +1348,6 @@ <m:e> <m:r> <m:rPr>- <m:nor /> <m:scr m:val="monospace" /> <m:sty m:val="p" /> </m:rPr>
@@ -95,14 +95,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -112,7 +112,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>aacute</m:t> </m:r>@@ -131,7 +130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Aacute</m:t> </m:r>@@ -150,7 +148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>abreve</m:t> </m:r>@@ -169,7 +166,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Abreve</m:t> </m:r>@@ -188,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ac</m:t> </m:r>@@ -207,7 +202,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>acd</m:t> </m:r>@@ -226,7 +220,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>acE</m:t> </m:r>@@ -245,7 +238,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>acirc</m:t> </m:r>@@ -264,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Acirc</m:t> </m:r>@@ -283,7 +274,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>acute</m:t> </m:r>@@ -302,7 +292,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>acy</m:t> </m:r>@@ -321,7 +310,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Acy</m:t> </m:r>@@ -340,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>aelig</m:t> </m:r>@@ -359,7 +346,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>AElig</m:t> </m:r>@@ -378,7 +364,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>af</m:t> </m:r>@@ -397,7 +382,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>afr</m:t> </m:r>@@ -416,7 +400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Afr</m:t> </m:r>@@ -435,7 +418,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>agrave</m:t> </m:r>@@ -454,7 +436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Agrave</m:t> </m:r>@@ -473,7 +454,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>aleph</m:t> </m:r>@@ -492,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>alpha</m:t> </m:r>@@ -511,7 +490,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>amacr</m:t> </m:r>@@ -530,7 +508,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Amacr</m:t> </m:r>@@ -549,7 +526,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>amalg</m:t> </m:r>@@ -568,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>amp</m:t> </m:r>@@ -587,7 +562,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>and</m:t> </m:r>@@ -606,7 +580,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>And</m:t> </m:r>@@ -625,7 +598,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>andand</m:t> </m:r>@@ -644,7 +616,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>andd</m:t> </m:r>@@ -663,7 +634,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>andslope</m:t> </m:r>@@ -682,7 +652,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>andv</m:t> </m:r>@@ -701,7 +670,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ang</m:t> </m:r>@@ -720,7 +688,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ange</m:t> </m:r>@@ -739,7 +706,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angle</m:t> </m:r>@@ -758,7 +724,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angmsd</m:t> </m:r>@@ -777,7 +742,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angmsdaa</m:t> </m:r>@@ -796,7 +760,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angmsdab</m:t> </m:r>@@ -815,7 +778,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angmsdac</m:t> </m:r>@@ -834,7 +796,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angmsdad</m:t> </m:r>@@ -853,7 +814,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angmsdae</m:t> </m:r>@@ -872,7 +832,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angmsdaf</m:t> </m:r>@@ -891,7 +850,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angmsdag</m:t> </m:r>@@ -910,7 +868,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angmsdah</m:t> </m:r>@@ -929,7 +886,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angrt</m:t> </m:r>@@ -948,7 +904,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angrtvb</m:t> </m:r>@@ -967,7 +922,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angrtvbd</m:t> </m:r>@@ -986,7 +940,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angsph</m:t> </m:r>@@ -1005,7 +958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angst</m:t> </m:r>@@ -1024,7 +976,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>angzarr</m:t> </m:r>@@ -1043,7 +994,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>aogon</m:t> </m:r>@@ -1062,7 +1012,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Aogon</m:t> </m:r>@@ -1081,7 +1030,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>aopf</m:t> </m:r>@@ -1100,7 +1048,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Aopf</m:t> </m:r>@@ -1119,7 +1066,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ap</m:t> </m:r>@@ -1138,7 +1084,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>apacir</m:t> </m:r>@@ -1157,7 +1102,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ape</m:t> </m:r>@@ -1176,7 +1120,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>apE</m:t> </m:r>@@ -1195,7 +1138,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>apid</m:t> </m:r>@@ -1214,7 +1156,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>apos</m:t> </m:r>@@ -1233,7 +1174,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ApplyFunction</m:t> </m:r>@@ -1252,7 +1192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>approx</m:t> </m:r>@@ -1271,7 +1210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>approxeq</m:t> </m:r>@@ -1290,7 +1228,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>aring</m:t> </m:r>@@ -1309,7 +1246,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Aring</m:t> </m:r>@@ -1328,7 +1264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ascr</m:t> </m:r>@@ -1347,7 +1282,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ascr</m:t> </m:r>@@ -1366,7 +1300,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Assign</m:t> </m:r>@@ -1385,7 +1318,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ast</m:t> </m:r>@@ -1404,7 +1336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>asymp</m:t> </m:r>@@ -1423,7 +1354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>asympeq</m:t> </m:r>@@ -1442,7 +1372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>atilde</m:t> </m:r>@@ -1461,7 +1390,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Atilde</m:t> </m:r>@@ -1480,7 +1408,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>auml</m:t> </m:r>@@ -1499,7 +1426,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Auml</m:t> </m:r>@@ -1518,7 +1444,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>awconint</m:t> </m:r>@@ -1537,7 +1462,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>awint</m:t> </m:r>
@@ -99,8 +99,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -110,7 +110,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>default: (accent=true)</m:t> </m:r>@@ -485,7 +484,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>accent=false:</m:t> </m:r>
@@ -99,8 +99,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -110,7 +110,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>default: (accent=true)</m:t> </m:r>@@ -485,7 +484,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>accent=false:</m:t> </m:r>
@@ -99,8 +99,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -110,7 +110,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>default: (accent=true)</m:t> </m:r>@@ -665,7 +664,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>accent=false:</m:t> </m:r>
@@ -99,8 +99,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -110,7 +110,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>default: (accent=true)</m:t> </m:r>@@ -665,7 +664,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>accent=false:</m:t> </m:r>
@@ -306,8 +306,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -317,7 +317,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>default: (accent=true)</m:t> </m:r>@@ -1124,7 +1123,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>accent=false:</m:t> </m:r>
@@ -306,8 +306,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -317,7 +317,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>default: (accent=true)</m:t> </m:r>@@ -1124,7 +1123,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>accent=false:</m:t> </m:r>
@@ -158,14 +158,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -175,7 +175,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>backcong</m:t> </m:r>@@ -194,7 +193,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>backepsilon</m:t> </m:r>@@ -213,7 +211,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>backprime</m:t> </m:r>@@ -232,7 +229,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>backsim</m:t> </m:r>@@ -251,7 +247,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>backsimeq</m:t> </m:r>@@ -270,7 +265,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Backslash</m:t> </m:r>@@ -289,7 +283,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Barv</m:t> </m:r>@@ -308,7 +301,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>barvee</m:t> </m:r>@@ -327,7 +319,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>barwed</m:t> </m:r>@@ -346,7 +337,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Barwed</m:t> </m:r>@@ -365,7 +355,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>barwedge</m:t> </m:r>@@ -384,7 +373,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bbrk</m:t> </m:r>@@ -403,7 +391,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bbrktbrk</m:t> </m:r>@@ -422,7 +409,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bcong</m:t> </m:r>@@ -441,7 +427,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bcy</m:t> </m:r>@@ -460,7 +445,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Bcy</m:t> </m:r>@@ -479,7 +463,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>becaus</m:t> </m:r>@@ -498,7 +481,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>because</m:t> </m:r>@@ -517,7 +499,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Because</m:t> </m:r>@@ -536,7 +517,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bemptyv</m:t> </m:r>@@ -555,7 +535,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bepsi</m:t> </m:r>@@ -574,7 +553,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bernou</m:t> </m:r>@@ -593,7 +571,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Bernoullis</m:t> </m:r>@@ -612,7 +589,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>beta</m:t> </m:r>@@ -631,7 +607,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>beth</m:t> </m:r>@@ -650,7 +625,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>between</m:t> </m:r>@@ -669,7 +643,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bfr</m:t> </m:r>@@ -688,7 +661,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Bfr</m:t> </m:r>@@ -707,7 +679,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigcap</m:t> </m:r>@@ -726,7 +697,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigcirc</m:t> </m:r>@@ -745,7 +715,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigcup</m:t> </m:r>@@ -764,7 +733,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigodot</m:t> </m:r>@@ -783,7 +751,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigoplus</m:t> </m:r>@@ -802,7 +769,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigotimes</m:t> </m:r>@@ -821,7 +787,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigsqcup</m:t> </m:r>@@ -840,7 +805,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigstar</m:t> </m:r>@@ -859,7 +823,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigtriangledown</m:t> </m:r>@@ -878,7 +841,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigtriangleup</m:t> </m:r>@@ -897,7 +859,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>biguplus</m:t> </m:r>@@ -916,7 +877,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigvee</m:t> </m:r>@@ -935,7 +895,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bigwedge</m:t> </m:r>@@ -954,7 +913,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bkarow</m:t> </m:r>@@ -973,7 +931,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>blacklozenge</m:t> </m:r>@@ -992,7 +949,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>blacksquare</m:t> </m:r>@@ -1011,7 +967,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>blacktriangle</m:t> </m:r>@@ -1030,7 +985,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>blacktriangledown</m:t> </m:r>@@ -1049,7 +1003,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>blacktriangleleft</m:t> </m:r>@@ -1068,7 +1021,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>blacktriangleright</m:t> </m:r>@@ -1087,7 +1039,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>blank</m:t> </m:r>@@ -1106,7 +1057,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>blk12</m:t> </m:r>@@ -1125,7 +1075,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>blk14</m:t> </m:r>@@ -1144,7 +1093,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>blk34</m:t> </m:r>@@ -1163,7 +1111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>block</m:t> </m:r>@@ -1182,7 +1129,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bne</m:t> </m:r>@@ -1201,7 +1147,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bnequiv</m:t> </m:r>@@ -1220,7 +1165,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bnot</m:t> </m:r>@@ -1239,7 +1183,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bNot</m:t> </m:r>@@ -1258,7 +1201,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bopf</m:t> </m:r>@@ -1277,7 +1219,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Bopf</m:t> </m:r>@@ -1296,7 +1237,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bot</m:t> </m:r>@@ -1315,7 +1255,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bottom</m:t> </m:r>@@ -1334,7 +1273,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bowtie</m:t> </m:r>@@ -1353,7 +1291,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxbox</m:t> </m:r>@@ -1372,7 +1309,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxdl</m:t> </m:r>@@ -1391,7 +1327,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxdL</m:t> </m:r>@@ -1410,7 +1345,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxDl</m:t> </m:r>@@ -1429,7 +1363,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxDL</m:t> </m:r>@@ -1448,7 +1381,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxdr</m:t> </m:r>@@ -1467,7 +1399,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxdR</m:t> </m:r>@@ -1486,7 +1417,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxDr</m:t> </m:r>@@ -1505,7 +1435,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxDR</m:t> </m:r>@@ -1524,7 +1453,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxh</m:t> </m:r>@@ -1543,7 +1471,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxH</m:t> </m:r>@@ -1562,7 +1489,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxhd</m:t> </m:r>@@ -1581,7 +1507,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxhD</m:t> </m:r>@@ -1600,7 +1525,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxHd</m:t> </m:r>@@ -1619,7 +1543,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxHD</m:t> </m:r>@@ -1638,7 +1561,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxhu</m:t> </m:r>@@ -1657,7 +1579,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxhU</m:t> </m:r>@@ -1676,7 +1597,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxHu</m:t> </m:r>@@ -1695,7 +1615,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxHU</m:t> </m:r>@@ -1714,7 +1633,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxminus</m:t> </m:r>@@ -1733,7 +1651,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxplus</m:t> </m:r>@@ -1752,7 +1669,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxtimes</m:t> </m:r>@@ -1771,7 +1687,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxul</m:t> </m:r>@@ -1790,7 +1705,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxuL</m:t> </m:r>@@ -1809,7 +1723,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxUl</m:t> </m:r>@@ -1828,7 +1741,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxUL</m:t> </m:r>@@ -1847,7 +1759,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxur</m:t> </m:r>@@ -1866,7 +1777,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxuR</m:t> </m:r>@@ -1885,7 +1795,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxUr</m:t> </m:r>@@ -1904,7 +1813,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxUR</m:t> </m:r>@@ -1923,7 +1831,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxv</m:t> </m:r>@@ -1942,7 +1849,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxV</m:t> </m:r>@@ -1961,7 +1867,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxvh</m:t> </m:r>@@ -1980,7 +1885,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxvH</m:t> </m:r>@@ -1999,7 +1903,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxVh</m:t> </m:r>@@ -2018,7 +1921,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxVH</m:t> </m:r>@@ -2037,7 +1939,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxvl</m:t> </m:r>@@ -2056,7 +1957,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxvL</m:t> </m:r>@@ -2075,7 +1975,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxVl</m:t> </m:r>@@ -2094,7 +1993,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxVL</m:t> </m:r>@@ -2113,7 +2011,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxvr</m:t> </m:r>@@ -2132,7 +2029,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxvR</m:t> </m:r>@@ -2151,7 +2047,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxVr</m:t> </m:r>@@ -2170,7 +2065,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>boxVR</m:t> </m:r>@@ -2189,7 +2083,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bprime</m:t> </m:r>@@ -2208,7 +2101,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>breve</m:t> </m:r>@@ -2227,7 +2119,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Breve</m:t> </m:r>@@ -2246,7 +2137,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>brvbar</m:t> </m:r>@@ -2265,7 +2155,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bscr</m:t> </m:r>@@ -2284,7 +2173,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Bscr</m:t> </m:r>@@ -2303,7 +2191,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bsemi</m:t> </m:r>@@ -2322,7 +2209,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bsim</m:t> </m:r>@@ -2341,7 +2227,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bsime</m:t> </m:r>@@ -2360,7 +2245,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bsol</m:t> </m:r>@@ -2379,7 +2263,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bsolb</m:t> </m:r>@@ -2398,7 +2281,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bsolhsub</m:t> </m:r>@@ -2417,7 +2299,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bull</m:t> </m:r>@@ -2436,7 +2317,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bullet</m:t> </m:r>@@ -2455,7 +2335,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bump</m:t> </m:r>@@ -2474,7 +2353,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bumpe</m:t> </m:r>@@ -2493,7 +2371,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bumpE</m:t> </m:r>@@ -2512,7 +2389,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>bumpeq</m:t> </m:r>@@ -2531,7 +2407,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Bumpeq</m:t> </m:r>
@@ -48,7 +48,7 @@ <m:oMath> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -84,7 +84,7 @@ <m:e> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>C</m:t> </m:r>@@ -122,7 +122,7 @@ <m:e> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>C</m:t> </m:r>
@@ -162,14 +162,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -179,7 +179,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cacute</m:t> </m:r>@@ -198,7 +197,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cacute</m:t> </m:r>@@ -217,7 +215,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cap</m:t> </m:r>@@ -236,7 +233,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cap</m:t> </m:r>@@ -255,7 +251,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>capand</m:t> </m:r>@@ -274,7 +269,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>capbrcup</m:t> </m:r>@@ -293,7 +287,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>capcap</m:t> </m:r>@@ -312,7 +305,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>capcup</m:t> </m:r>@@ -331,7 +323,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>capdot</m:t> </m:r>@@ -350,7 +341,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CapitalDifferentialD</m:t> </m:r>@@ -369,7 +359,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>caps</m:t> </m:r>@@ -388,7 +377,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>caret</m:t> </m:r>@@ -407,7 +395,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>caron</m:t> </m:r>@@ -426,7 +413,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cayleys</m:t> </m:r>@@ -445,7 +431,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ccaps</m:t> </m:r>@@ -464,7 +449,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ccaron</m:t> </m:r>@@ -483,7 +467,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ccaron</m:t> </m:r>@@ -502,7 +485,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ccedil</m:t> </m:r>@@ -521,7 +503,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ccedil</m:t> </m:r>@@ -540,7 +521,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ccirc</m:t> </m:r>@@ -559,7 +539,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ccirc</m:t> </m:r>@@ -578,7 +557,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cconint</m:t> </m:r>@@ -597,7 +575,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ccups</m:t> </m:r>@@ -616,7 +593,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ccupssm</m:t> </m:r>@@ -635,7 +611,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cdot</m:t> </m:r>@@ -654,7 +629,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cdot</m:t> </m:r>@@ -673,7 +647,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cedil</m:t> </m:r>@@ -692,7 +665,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cedilla</m:t> </m:r>@@ -711,7 +683,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cemptyv</m:t> </m:r>@@ -730,7 +701,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cent</m:t> </m:r>@@ -749,7 +719,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>centerdot</m:t> </m:r>@@ -768,7 +737,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CenterDot</m:t> </m:r>@@ -787,7 +755,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cfr</m:t> </m:r>@@ -806,7 +773,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cfr</m:t> </m:r>@@ -825,7 +791,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>chcy</m:t> </m:r>@@ -844,7 +809,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CHcy</m:t> </m:r>@@ -863,7 +827,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>check</m:t> </m:r>@@ -882,7 +845,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>checkmark</m:t> </m:r>@@ -901,7 +863,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>chi</m:t> </m:r>@@ -920,7 +881,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cir</m:t> </m:r>@@ -939,7 +899,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>circ</m:t> </m:r>@@ -958,7 +917,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>circeq</m:t> </m:r>@@ -977,7 +935,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>circlearrowleft</m:t> </m:r>@@ -996,7 +953,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>circlearrowright</m:t> </m:r>@@ -1015,7 +971,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>circledast</m:t> </m:r>@@ -1034,7 +989,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>circledcirc</m:t> </m:r>@@ -1053,7 +1007,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>circleddash</m:t> </m:r>@@ -1072,7 +1025,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CircleDot</m:t> </m:r>@@ -1091,7 +1043,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>circledR</m:t> </m:r>@@ -1110,7 +1061,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>circledS</m:t> </m:r>@@ -1129,7 +1079,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CircleMinus</m:t> </m:r>@@ -1148,7 +1097,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CirclePlus</m:t> </m:r>@@ -1167,7 +1115,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CircleTimes</m:t> </m:r>@@ -1186,7 +1133,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cire</m:t> </m:r>@@ -1205,7 +1151,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cirE</m:t> </m:r>@@ -1224,7 +1169,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cirfnint</m:t> </m:r>@@ -1243,7 +1187,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cirmid</m:t> </m:r>@@ -1262,7 +1205,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cirscir</m:t> </m:r>@@ -1281,7 +1223,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ClockwiseContourIntegral</m:t> </m:r>@@ -1300,7 +1241,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CloseCurlyDoubleQuote</m:t> </m:r>@@ -1319,7 +1259,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CloseCurlyQuote</m:t> </m:r>@@ -1338,7 +1277,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>clubs</m:t> </m:r>@@ -1357,7 +1295,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>clubsuit</m:t> </m:r>@@ -1376,7 +1313,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>colon</m:t> </m:r>@@ -1395,7 +1331,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Colon</m:t> </m:r>@@ -1414,7 +1349,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>colone</m:t> </m:r>@@ -1433,7 +1367,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Colone</m:t> </m:r>@@ -1452,7 +1385,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>coloneq</m:t> </m:r>@@ -1471,7 +1403,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>comma</m:t> </m:r>@@ -1490,7 +1421,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>commat</m:t> </m:r>@@ -1509,7 +1439,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>comp</m:t> </m:r>@@ -1528,7 +1457,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>compfn</m:t> </m:r>@@ -1547,7 +1475,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>complement</m:t> </m:r>@@ -1566,7 +1493,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>complexes</m:t> </m:r>@@ -1585,7 +1511,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cong</m:t> </m:r>@@ -1604,7 +1529,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>congdot</m:t> </m:r>@@ -1623,7 +1547,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Congruent</m:t> </m:r>@@ -1642,7 +1565,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>conint</m:t> </m:r>@@ -1661,7 +1583,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Conint</m:t> </m:r>@@ -1680,7 +1601,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ContourIntegral</m:t> </m:r>@@ -1699,7 +1619,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>copf</m:t> </m:r>@@ -1718,7 +1637,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Copf</m:t> </m:r>@@ -1737,7 +1655,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>coprod</m:t> </m:r>@@ -1756,7 +1673,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Coproduct</m:t> </m:r>@@ -1775,7 +1691,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>copy</m:t> </m:r>@@ -1794,7 +1709,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>copysr</m:t> </m:r>@@ -1813,7 +1727,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CounterClockwiseContourIntegral</m:t> </m:r>@@ -1832,7 +1745,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cross</m:t> </m:r>@@ -1851,7 +1763,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cross</m:t> </m:r>@@ -1870,7 +1781,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cscr</m:t> </m:r>@@ -1889,7 +1799,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cscr</m:t> </m:r>@@ -1908,7 +1817,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>csub</m:t> </m:r>@@ -1927,7 +1835,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>csube</m:t> </m:r>@@ -1946,7 +1853,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>csup</m:t> </m:r>@@ -1965,7 +1871,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>csupe</m:t> </m:r>@@ -1984,7 +1889,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ctdot</m:t> </m:r>@@ -2003,7 +1907,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cudarrl</m:t> </m:r>@@ -2022,7 +1925,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cudarrr</m:t> </m:r>@@ -2041,7 +1943,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cuepr</m:t> </m:r>@@ -2060,7 +1961,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cuesc</m:t> </m:r>@@ -2079,7 +1979,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cularr</m:t> </m:r>@@ -2098,7 +1997,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cularrp</m:t> </m:r>@@ -2117,7 +2015,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cup</m:t> </m:r>@@ -2136,7 +2033,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cup</m:t> </m:r>@@ -2155,7 +2051,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cupbrcap</m:t> </m:r>@@ -2174,7 +2069,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cupcap</m:t> </m:r>@@ -2193,7 +2087,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>CupCap</m:t> </m:r>@@ -2212,7 +2105,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cupcup</m:t> </m:r>@@ -2231,7 +2123,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cupdot</m:t> </m:r>@@ -2250,7 +2141,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cupor</m:t> </m:r>@@ -2269,7 +2159,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cups</m:t> </m:r>@@ -2288,7 +2177,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>curarr</m:t> </m:r>@@ -2307,7 +2195,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>curarrm</m:t> </m:r>@@ -2326,7 +2213,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>curlyeqprec</m:t> </m:r>@@ -2345,7 +2231,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>curlyeqsucc</m:t> </m:r>@@ -2364,7 +2249,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>curlyvee</m:t> </m:r>@@ -2383,7 +2267,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>curlywedge</m:t> </m:r>@@ -2402,7 +2285,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>curren</m:t> </m:r>@@ -2421,7 +2303,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>curvearrowleft</m:t> </m:r>@@ -2440,7 +2321,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>curvearrowright</m:t> </m:r>@@ -2459,7 +2339,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cuvee</m:t> </m:r>@@ -2478,7 +2357,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cuwed</m:t> </m:r>@@ -2497,7 +2375,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cwconint</m:t> </m:r>@@ -2516,7 +2393,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cwint</m:t> </m:r>@@ -2535,7 +2411,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>cylcty</m:t> </m:r>
@@ -0,0 +1,113 @@+<<< native+[ ECancel+ ForwardSlash+ (EGrouped [ EIdentifier "a" , EIdentifier "b" , EIdentifier "c" ])+, EIdentifier "d"+, ESymbol Bin "+"+, ECancel BackSlash (ESuper (EIdentifier "x") (ENumber "2"))+, ESymbol Rel "="+, EIdentifier "d"+, ESymbol Bin "+"+, ECancel XSlash (ESuper (EIdentifier "x") (ENumber "2"))+]++>>> omml+<?xml version='1.0' ?>+<m:oMathPara>+ <m:oMathParaPr>+ <m:jc m:val="center" />+ </m:oMathParaPr>+ <m:oMath>+ <m:borderBox>+ <m:borderBoxPr>+ <m:hideTop m:val="1" />+ <m:hideBot m:val="1" />+ <m:hideLeft m:val="1" />+ <m:hideRight m:val="1" />+ <m:strikeBLTR m:val="1" />+ </m:borderBoxPr>+ <m:e>+ <m:r>+ <m:t>a</m:t>+ </m:r>+ <m:r>+ <m:t>b</m:t>+ </m:r>+ <m:r>+ <m:t>c</m:t>+ </m:r>+ </m:e>+ </m:borderBox>+ <m:r>+ <m:t>d</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:borderBox>+ <m:borderBoxPr>+ <m:hideTop m:val="1" />+ <m:hideBot m:val="1" />+ <m:hideLeft m:val="1" />+ <m:hideRight m:val="1" />+ <m:strikeTLBR m:val="1" />+ </m:borderBoxPr>+ <m:e>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>2</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ </m:e>+ </m:borderBox>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>d</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:borderBox>+ <m:borderBoxPr>+ <m:hideTop m:val="1" />+ <m:hideBot m:val="1" />+ <m:hideLeft m:val="1" />+ <m:hideRight m:val="1" />+ <m:strikeBLTR m:val="1" />+ <m:strikeTLBR m:val="1" />+ </m:borderBoxPr>+ <m:e>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>2</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ </m:e>+ </m:borderBox>+ </m:oMath>+</m:oMathPara>
@@ -614,14 +614,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -631,7 +631,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Bernoulli Trials</m:t> </m:r>@@ -757,7 +756,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cauchy-Schwarz Inequality</m:t> </m:r>@@ -975,7 +973,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cauchy Formula</m:t> </m:r>@@ -1142,7 +1139,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cross Product</m:t> </m:r>@@ -1209,20 +1205,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -1384,7 +1380,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vandermonde Determinant</m:t> </m:r>@@ -1405,26 +1400,26 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -1831,7 +1826,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lorenz Equations</m:t> </m:r>@@ -1844,20 +1838,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -2047,7 +2041,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Maxwell's Equations</m:t> </m:r>@@ -2068,20 +2061,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -2514,7 +2507,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Einstein Field Equations</m:t> </m:r>@@ -2661,7 +2653,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ramanujan Identity</m:t> </m:r>@@ -2955,7 +2946,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Another Ramanujan identity</m:t> </m:r>@@ -3132,7 +3122,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rogers-Ramanujan Identity</m:t> </m:r>@@ -3487,14 +3476,12 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r> <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -3544,7 +3531,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Commutative Diagram</m:t> </m:r>@@ -3557,20 +3543,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -404,14 +404,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -421,7 +421,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Quadratic Equation</m:t> </m:r>@@ -513,7 +512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DisplayQuadratic Equation</m:t> </m:r>@@ -605,7 +603,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rational Function</m:t> </m:r>@@ -703,7 +700,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rational Function</m:t> </m:r>@@ -830,7 +826,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rational Function</m:t> </m:r>@@ -981,7 +976,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Parametrize Rational Function</m:t> </m:r>@@ -1119,7 +1113,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Stacked exponents</m:t> </m:r>@@ -1193,7 +1186,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Stacked exponents</m:t> </m:r>@@ -1288,7 +1280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Stacked exponents</m:t> </m:r>@@ -1391,7 +1382,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Stacked exponents</m:t> </m:r>@@ -1494,7 +1484,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Stacked exponents</m:t> </m:r>@@ -1618,7 +1607,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cross Product</m:t> </m:r>@@ -1809,7 +1797,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cross Product</m:t> </m:r>@@ -2024,7 +2011,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cross Product</m:t> </m:r>@@ -2235,7 +2221,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Cross Product</m:t> </m:r>
@@ -7696,14 +7696,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -7940,7 +7940,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>, </m:t> </m:r>@@ -8562,7 +8561,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Bq</m:t> </m:r>@@ -8578,7 +8576,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Ci</m:t> </m:r>@@ -8593,7 +8590,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> amol</m:t> </m:r>@@ -8609,7 +8605,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Emol</m:t> </m:r>@@ -8625,7 +8620,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> fmol</m:t> </m:r>@@ -8641,7 +8635,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Gmol</m:t> </m:r>@@ -8657,7 +8650,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kmol</m:t> </m:r>@@ -8673,7 +8665,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Mmol</m:t> </m:r>@@ -8688,7 +8679,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μmol</m:t> </m:r>@@ -8704,7 +8694,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mmol</m:t> </m:r>@@ -8720,7 +8709,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mol</m:t> </m:r>@@ -8736,7 +8724,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> nmol</m:t> </m:r>@@ -8752,7 +8739,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Pmol</m:t> </m:r>@@ -8768,7 +8754,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> pmol</m:t> </m:r>@@ -8784,7 +8769,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Tmol</m:t> </m:r>@@ -8799,7 +8783,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> acre</m:t> </m:r>@@ -8815,7 +8798,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> hectare</m:t> </m:r>@@ -8833,7 +8815,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> ft</m:t> </m:r>@@ -8858,7 +8839,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> in</m:t> </m:r>@@ -8883,7 +8863,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> m</m:t> </m:r>@@ -8905,7 +8884,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> A</m:t> </m:r>@@ -8921,7 +8899,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kA</m:t> </m:r>@@ -8937,7 +8914,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μA</m:t> </m:r>@@ -8953,7 +8929,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mA</m:t> </m:r>@@ -8969,7 +8944,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> nA</m:t> </m:r>@@ -8984,7 +8958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> F</m:t> </m:r>@@ -9000,7 +8973,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μF</m:t> </m:r>@@ -9016,7 +8988,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mF</m:t> </m:r>@@ -9032,7 +9003,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> nF</m:t> </m:r>@@ -9048,7 +9018,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> pF</m:t> </m:r>@@ -9063,7 +9032,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> C</m:t> </m:r>@@ -9079,7 +9047,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> m/s/s</m:t> </m:r>@@ -9095,7 +9062,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> m</m:t> </m:r>@@ -9110,7 +9076,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>s</m:t> </m:r>@@ -9132,7 +9097,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kS</m:t> </m:r>@@ -9148,7 +9112,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μS</m:t> </m:r>@@ -9164,7 +9127,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mS</m:t> </m:r>@@ -9180,7 +9142,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> S</m:t> </m:r>@@ -9195,7 +9156,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kV</m:t> </m:r>@@ -9211,7 +9171,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> MV</m:t> </m:r>@@ -9227,7 +9186,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μV</m:t> </m:r>@@ -9243,7 +9201,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mV</m:t> </m:r>@@ -9259,7 +9216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> nV</m:t> </m:r>@@ -9275,7 +9231,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> pV</m:t> </m:r>@@ -9291,7 +9246,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> V</m:t> </m:r>@@ -9306,7 +9260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> GΩ</m:t> </m:r>@@ -9322,7 +9275,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kΩ</m:t> </m:r>@@ -9338,7 +9290,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> MΩ</m:t> </m:r>@@ -9354,7 +9305,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mΩ</m:t> </m:r>@@ -9370,7 +9320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Ω</m:t> </m:r>@@ -9385,7 +9334,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Btu</m:t> </m:r>@@ -9401,7 +9349,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> cal</m:t> </m:r>@@ -9417,7 +9364,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> eV</m:t> </m:r>@@ -9433,7 +9379,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> erg</m:t> </m:r>@@ -9449,7 +9394,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> GeV</m:t> </m:r>@@ -9465,7 +9409,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> GJ</m:t> </m:r>@@ -9480,7 +9423,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> J</m:t> </m:r>@@ -9496,7 +9438,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kcal</m:t> </m:r>@@ -9512,7 +9453,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kJ</m:t> </m:r>@@ -9528,7 +9468,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> MeV</m:t> </m:r>@@ -9544,7 +9483,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> MJ</m:t> </m:r>@@ -9560,7 +9498,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μJ</m:t> </m:r>@@ -9576,7 +9513,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mJ</m:t> </m:r>@@ -9592,7 +9528,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> nJ</m:t> </m:r>@@ -9607,7 +9542,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> dyn</m:t> </m:r>@@ -9623,7 +9557,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kN</m:t> </m:r>@@ -9639,7 +9572,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> MN</m:t> </m:r>@@ -9655,7 +9587,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μN</m:t> </m:r>@@ -9671,7 +9602,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mN</m:t> </m:r>@@ -9687,7 +9617,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> N</m:t> </m:r>@@ -9703,7 +9632,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> ozf</m:t> </m:r>@@ -9719,7 +9647,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> lbf</m:t> </m:r>@@ -9734,7 +9661,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> EHz</m:t> </m:r>@@ -9750,7 +9676,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> GHz</m:t> </m:r>@@ -9766,7 +9691,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Hz</m:t> </m:r>@@ -9782,7 +9706,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kHz</m:t> </m:r>@@ -9798,7 +9721,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> MHz</m:t> </m:r>@@ -9814,7 +9736,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> PHz</m:t> </m:r>@@ -9830,7 +9751,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> THz</m:t> </m:r>@@ -9845,7 +9765,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> fc</m:t> </m:r>@@ -9861,7 +9780,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> lx</m:t> </m:r>@@ -9877,7 +9795,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> phot</m:t> </m:r>@@ -9892,7 +9809,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Å</m:t> </m:r>@@ -9908,7 +9824,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> am</m:t> </m:r>@@ -9924,7 +9839,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> cm</m:t> </m:r>@@ -9940,7 +9854,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> dm</m:t> </m:r>@@ -9956,7 +9869,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> fm</m:t> </m:r>@@ -9972,7 +9884,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> ft</m:t> </m:r>@@ -9988,7 +9899,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> in</m:t> </m:r>@@ -10003,7 +9913,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> km</m:t> </m:r>@@ -10019,7 +9928,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> m</m:t> </m:r>@@ -10035,7 +9943,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μm</m:t> </m:r>@@ -10051,7 +9958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mi</m:t> </m:r>@@ -10067,7 +9973,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mm</m:t> </m:r>@@ -10083,7 +9988,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> nm</m:t> </m:r>@@ -10099,7 +10003,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> pm</m:t> </m:r>@@ -10114,7 +10017,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> sb</m:t> </m:r>@@ -10129,7 +10031,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> lm</m:t> </m:r>@@ -10144,7 +10045,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> cd</m:t> </m:r>@@ -10159,7 +10059,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Mx</m:t> </m:r>@@ -10175,7 +10074,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μWb</m:t> </m:r>@@ -10191,7 +10089,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mWb</m:t> </m:r>@@ -10207,7 +10104,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> nWb</m:t> </m:r>@@ -10223,7 +10119,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Wb</m:t> </m:r>@@ -10238,7 +10133,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> G</m:t> </m:r>@@ -10254,7 +10148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μT</m:t> </m:r>@@ -10270,7 +10163,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mT</m:t> </m:r>@@ -10286,7 +10178,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> nT</m:t> </m:r>@@ -10302,7 +10193,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> pT</m:t> </m:r>@@ -10318,7 +10208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> T</m:t> </m:r>@@ -10333,7 +10222,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> H</m:t> </m:r>@@ -10349,7 +10237,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μH</m:t> </m:r>@@ -10365,7 +10252,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mH</m:t> </m:r>@@ -10380,7 +10266,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> u</m:t> </m:r>@@ -10396,7 +10281,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> cg</m:t> </m:r>@@ -10412,7 +10296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> dg</m:t> </m:r>@@ -10428,7 +10311,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> g</m:t> </m:r>@@ -10444,7 +10326,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kg</m:t> </m:r>@@ -10460,7 +10341,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μg</m:t> </m:r>@@ -10476,7 +10356,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mg</m:t> </m:r>@@ -10492,7 +10371,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> lb</m:t> </m:r>@@ -10508,7 +10386,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> slug</m:t> </m:r>@@ -10523,7 +10400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> °</m:t> </m:r>@@ -10539,7 +10415,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μrad</m:t> </m:r>@@ -10555,7 +10430,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mrad</m:t> </m:r>@@ -10578,7 +10452,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>′</m:t> </m:r>@@ -10596,7 +10469,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> rad</m:t> </m:r>@@ -10619,7 +10491,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>′′</m:t> </m:r>@@ -10636,7 +10507,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> GW</m:t> </m:r>@@ -10652,7 +10522,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> hp</m:t> </m:r>@@ -10668,7 +10537,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kW</m:t> </m:r>@@ -10684,7 +10552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> MW</m:t> </m:r>@@ -10700,7 +10567,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μW</m:t> </m:r>@@ -10716,7 +10582,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mW</m:t> </m:r>@@ -10732,7 +10597,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> nW</m:t> </m:r>@@ -10748,7 +10612,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> W</m:t> </m:r>@@ -10763,7 +10626,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> atm</m:t> </m:r>@@ -10779,7 +10641,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> bar</m:t> </m:r>@@ -10795,7 +10656,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kbar</m:t> </m:r>@@ -10811,7 +10671,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> kPa</m:t> </m:r>@@ -10827,7 +10686,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> MPa</m:t> </m:r>@@ -10843,7 +10701,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μPa</m:t> </m:r>@@ -10859,7 +10716,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mbar</m:t> </m:r>@@ -10875,7 +10731,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> mmHg</m:t> </m:r>@@ -10891,7 +10746,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Pa</m:t> </m:r>@@ -10907,7 +10761,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> torr</m:t> </m:r>@@ -10922,7 +10775,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> sr</m:t> </m:r>@@ -10937,7 +10789,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> °C</m:t> </m:r>@@ -10953,7 +10804,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> °F</m:t> </m:r>@@ -10969,7 +10819,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> K</m:t> </m:r>@@ -10984,7 +10833,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> as</m:t> </m:r>@@ -11000,7 +10848,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> d</m:t> </m:r>@@ -11016,7 +10863,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> fs</m:t> </m:r>@@ -11032,7 +10878,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> h</m:t> </m:r>@@ -11048,7 +10893,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> μs</m:t> </m:r>@@ -11064,7 +10908,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> ms</m:t> </m:r>@@ -11080,7 +10923,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> min</m:t> </m:r>@@ -11096,7 +10938,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> ns</m:t> </m:r>@@ -11112,7 +10953,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> ps</m:t> </m:r>@@ -11128,7 +10968,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> s</m:t> </m:r>@@ -11144,7 +10983,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> y</m:t> </m:r>@@ -11161,7 +10999,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> ft</m:t> </m:r>@@ -11186,7 +11023,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> in</m:t> </m:r>@@ -11211,7 +11047,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> m</m:t> </m:r>@@ -11234,7 +11069,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> gal</m:t> </m:r>@@ -11250,7 +11084,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> l</m:t> </m:r>@@ -11265,7 +11098,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> ml</m:t> </m:r>@@ -11281,7 +11113,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> pint</m:t> </m:r>@@ -11297,7 +11128,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> qt</m:t> </m:r>@@ -12333,20 +12163,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -12361,7 +12191,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>if</m:t> </m:r>@@ -12397,7 +12226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>if</m:t> </m:r>@@ -12495,7 +12323,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> factors</m:t> </m:r>@@ -12615,7 +12442,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> means </m:t> </m:r>@@ -12643,7 +12469,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -13135,14 +12960,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -13726,8 +13551,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -13849,8 +13674,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -13878,8 +13703,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -13933,8 +13758,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -13991,8 +13816,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -14013,8 +13838,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -14054,8 +13879,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -14246,8 +14071,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="right" /> <m:count m:val="1" />+ <m:mcJc m:val="right" /> </m:mcPr> </m:mc> </m:mcs>@@ -14818,8 +14643,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -14971,8 +14796,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -15121,8 +14946,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -15181,26 +15006,26 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -16089,20 +15914,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -16189,8 +16014,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -16240,8 +16065,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -16307,8 +16132,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -16412,8 +16237,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -16463,8 +16288,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -16603,7 +16428,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>,</m:t> </m:r>@@ -16722,7 +16546,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>,</m:t> </m:r>@@ -16788,7 +16611,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -16807,8 +16629,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -16881,14 +16703,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -16903,7 +16725,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>if </m:t> </m:r>@@ -16937,7 +16758,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>if </m:t> </m:r>@@ -16970,8 +16790,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -17057,8 +16877,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -17140,7 +16960,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>⋮</m:t> </m:r>@@ -17329,8 +17148,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -17527,7 +17346,7 @@ <m:e> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>a</m:t> </m:r>@@ -17539,7 +17358,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>b</m:t> </m:r>@@ -17551,7 +17370,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>c</m:t> </m:r>@@ -17603,7 +17422,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>x</m:t> </m:r>@@ -17851,7 +17670,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>o</m:t> </m:r>@@ -17863,7 +17682,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>v</m:t> </m:r>@@ -17875,7 +17694,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>e</m:t> </m:r>@@ -17887,7 +17706,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>r</m:t> </m:r>@@ -18012,7 +17831,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -18067,7 +17885,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -18633,8 +18450,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -18759,7 +18576,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>u</m:t> </m:r>@@ -19440,20 +19257,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -19675,14 +19492,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -19789,14 +19606,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -19932,26 +19749,26 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -20097,7 +19914,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>⋮</m:t> </m:r>@@ -20106,7 +19922,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>⋮</m:t> </m:r>@@ -20115,7 +19930,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>⋱</m:t> </m:r>@@ -20124,7 +19938,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>⋮</m:t> </m:r>@@ -20227,20 +20040,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -20423,8 +20236,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -20679,14 +20492,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -20811,14 +20624,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -20943,14 +20756,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -21199,14 +21012,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -21263,14 +21076,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -21339,14 +21152,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -21408,14 +21221,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -23339,20 +23152,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -23376,7 +23189,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>if</m:t> </m:r>@@ -23415,7 +23227,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>if</m:t> </m:r>@@ -24005,7 +23816,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>I</m:t> </m:r>@@ -24112,8 +23923,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -24126,7 +23937,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> is one-to-one and onto, and</m:t> </m:r>@@ -24149,7 +23959,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> implies </m:t> </m:r>@@ -24272,7 +24081,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -24658,8 +24466,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -24673,62 +24481,62 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -25269,8 +25077,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -25280,7 +25088,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>testing </m:t> </m:r>@@ -25299,7 +25106,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> end.</m:t> </m:r>@@ -25318,8 +25124,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -25329,7 +25135,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>x</m:t> </m:r>@@ -25348,8 +25153,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -25374,8 +25179,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -25385,7 +25190,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>x</m:t> </m:r>@@ -25404,8 +25208,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -26103,20 +25907,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -26656,7 +26460,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -26821,38 +26624,38 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -27474,7 +27277,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hl text </m:t> </m:r>@@ -27484,7 +27286,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> end.</m:t> </m:r>@@ -27520,7 +27321,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hl to URI </m:t> </m:r>@@ -27530,7 +27330,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> end</m:t> </m:r>@@ -27566,7 +27365,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sex</m:t> </m:r>@@ -27602,7 +27400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>jbm</m:t> </m:r>@@ -28230,14 +28027,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -28813,7 +28610,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> times</m:t> </m:r>@@ -29638,7 +29434,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> .</m:t> </m:r>@@ -29904,7 +29699,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -29968,7 +29762,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -30041,7 +29834,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -30415,7 +30207,7 @@ <m:e> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>R</m:t> </m:r>@@ -30620,7 +30412,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>F</m:t> </m:r>@@ -30634,7 +30426,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>k</m:t> </m:r>@@ -30741,7 +30533,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -30785,7 +30576,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -30838,7 +30628,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -30891,7 +30680,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -30962,7 +30750,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -31095,8 +30882,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -31110,14 +30897,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -31222,14 +31009,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -31279,14 +31066,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -31344,14 +31131,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -31409,14 +31196,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -31469,20 +31256,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -31537,20 +31324,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -31598,7 +31385,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>testing </m:t> </m:r>@@ -31609,8 +31395,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -32079,20 +31865,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -32116,7 +31902,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>not</m:t> </m:r>@@ -32125,7 +31910,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>here</m:t> </m:r>@@ -32150,7 +31934,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>merged</m:t> </m:r>@@ -32175,7 +31958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>jbm</m:t> </m:r>@@ -32184,7 +31966,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lowlife</m:t> </m:r>@@ -32193,7 +31974,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>The end.</m:t> </m:r>@@ -32274,8 +32054,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -32397,8 +32177,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -32520,8 +32300,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -32624,8 +32404,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -32837,8 +32617,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -32848,7 +32628,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>First line of equation</m:t> </m:r>@@ -32859,7 +32638,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Middle line of equation</m:t> </m:r>@@ -32870,7 +32648,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Other middle line of equation</m:t> </m:r>@@ -32881,7 +32658,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Last line of equation</m:t> </m:r>@@ -32900,8 +32676,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -32941,7 +32717,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -33012,7 +32787,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -33061,8 +32835,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -33506,8 +33280,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -33601,7 +33375,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -33612,8 +33385,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -33825,14 +33598,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -33842,7 +33615,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vertex</m:t> </m:r>@@ -33888,7 +33660,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Focus</m:t> </m:r>@@ -33934,7 +33705,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Directrix</m:t> </m:r>@@ -33993,7 +33763,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -34231,7 +34000,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -34665,8 +34433,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -34795,44 +34563,44 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -34842,7 +34610,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Unrestricted</m:t> </m:r>@@ -34851,7 +34618,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -34860,7 +34626,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Symmetric</m:t> </m:r>@@ -34874,7 +34639,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Antisymmetric</m:t> </m:r>@@ -34883,7 +34647,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -34892,7 +34655,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Triangular</m:t> </m:r>@@ -35244,8 +35006,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -35310,8 +35072,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -35321,14 +35083,12 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>College Algebra </m:t> </m:r> <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Second Edition</m:t> </m:r>@@ -35339,14 +35099,12 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>James Stewart </m:t> </m:r> <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>McMaster Universitiy</m:t> </m:r>@@ -35357,14 +35115,12 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lothar Redlin</m:t> </m:r> <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> Pennsylvania State University</m:t> </m:r>@@ -35375,14 +35131,12 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Saleem Watson</m:t> </m:r> <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> California State University, Long Beach</m:t> </m:r>@@ -35393,7 +35147,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Copyright 1996, ISBN 0 534-33983-2</m:t> </m:r>@@ -35404,7 +35157,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Brooks/Cole Publishing Company</m:t> </m:r>@@ -35415,7 +35167,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>An International Thomson Publishing Company</m:t> </m:r>
@@ -70,7 +70,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>real</m:t> </m:r>@@ -110,7 +109,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>imaginary</m:t> </m:r>@@ -123,7 +121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>complex number</m:t> </m:r>
@@ -203,14 +203,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -220,7 +220,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dagger</m:t> </m:r>@@ -239,7 +238,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dagger</m:t> </m:r>@@ -258,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Dagger</m:t> </m:r>@@ -277,7 +274,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Dagger</m:t> </m:r>@@ -296,7 +292,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>daleth</m:t> </m:r>@@ -315,7 +310,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>darr</m:t> </m:r>@@ -334,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dArr</m:t> </m:r>@@ -353,7 +346,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Darr</m:t> </m:r>@@ -372,7 +364,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dash</m:t> </m:r>@@ -391,7 +382,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dashv</m:t> </m:r>@@ -410,7 +400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Dashv</m:t> </m:r>@@ -429,7 +418,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dbkarow</m:t> </m:r>@@ -448,7 +436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dblac</m:t> </m:r>@@ -467,7 +454,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dcaron</m:t> </m:r>@@ -486,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Dcaron</m:t> </m:r>@@ -505,7 +490,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dcy</m:t> </m:r>@@ -524,7 +508,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Dcy</m:t> </m:r>@@ -543,7 +526,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dd</m:t> </m:r>@@ -562,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DD</m:t> </m:r>@@ -581,7 +562,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ddagger</m:t> </m:r>@@ -600,7 +580,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ddarr</m:t> </m:r>@@ -619,7 +598,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DDotrahd</m:t> </m:r>@@ -638,7 +616,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ddotseq</m:t> </m:r>@@ -657,7 +634,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>deg</m:t> </m:r>@@ -676,7 +652,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Del</m:t> </m:r>@@ -695,7 +670,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>delta</m:t> </m:r>@@ -714,7 +688,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Delta</m:t> </m:r>@@ -733,7 +706,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>demptyv</m:t> </m:r>@@ -752,7 +724,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dfisht</m:t> </m:r>@@ -771,7 +742,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dfr</m:t> </m:r>@@ -790,7 +760,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Dfr</m:t> </m:r>@@ -809,7 +778,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dHar</m:t> </m:r>@@ -828,7 +796,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dharl</m:t> </m:r>@@ -847,7 +814,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dharr</m:t> </m:r>@@ -866,7 +832,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DiacriticalAcute</m:t> </m:r>@@ -885,7 +850,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DiacriticalDot</m:t> </m:r>@@ -904,7 +868,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DiacriticalDoubleAcute</m:t> </m:r>@@ -923,7 +886,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DiacriticalGrave</m:t> </m:r>@@ -942,7 +904,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DiacriticalTilde</m:t> </m:r>@@ -961,7 +922,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>diam</m:t> </m:r>@@ -980,7 +940,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>diamond</m:t> </m:r>@@ -999,7 +958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Diamond</m:t> </m:r>@@ -1018,7 +976,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>diamondsuit</m:t> </m:r>@@ -1037,7 +994,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>diams</m:t> </m:r>@@ -1056,7 +1012,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>die</m:t> </m:r>@@ -1075,7 +1030,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DifferentialD</m:t> </m:r>@@ -1094,7 +1048,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>digamma</m:t> </m:r>@@ -1113,7 +1066,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>disin</m:t> </m:r>@@ -1132,7 +1084,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>div</m:t> </m:r>@@ -1151,7 +1102,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>divide</m:t> </m:r>@@ -1170,7 +1120,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>divideontimes</m:t> </m:r>@@ -1189,7 +1138,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>divonx</m:t> </m:r>@@ -1208,7 +1156,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>djcy</m:t> </m:r>@@ -1227,7 +1174,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DJcy</m:t> </m:r>@@ -1246,7 +1192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dlcorn</m:t> </m:r>@@ -1265,7 +1210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dlcrop</m:t> </m:r>@@ -1284,7 +1228,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dollar</m:t> </m:r>@@ -1303,7 +1246,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dopf</m:t> </m:r>@@ -1322,7 +1264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Dopf</m:t> </m:r>@@ -1341,7 +1282,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dot</m:t> </m:r>@@ -1360,7 +1300,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Dot</m:t> </m:r>@@ -1379,7 +1318,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DotDot</m:t> </m:r>@@ -1398,7 +1336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>doteq</m:t> </m:r>@@ -1417,7 +1354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>doteqdot</m:t> </m:r>@@ -1436,7 +1372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DotEqual</m:t> </m:r>@@ -1455,7 +1390,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dotminus</m:t> </m:r>@@ -1474,7 +1408,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dotplus</m:t> </m:r>@@ -1493,7 +1426,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dotsquare</m:t> </m:r>@@ -1512,7 +1444,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>doublebarwedge</m:t> </m:r>@@ -1531,7 +1462,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleContourIntegral</m:t> </m:r>@@ -1550,7 +1480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleDot</m:t> </m:r>@@ -1569,7 +1498,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleDownArrow</m:t> </m:r>@@ -1588,7 +1516,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleLeftArrow</m:t> </m:r>@@ -1607,7 +1534,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleLeftRightArrow</m:t> </m:r>@@ -1626,7 +1552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleLeftTee</m:t> </m:r>@@ -1645,7 +1570,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleLongLeftArrow</m:t> </m:r>@@ -1664,7 +1588,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleLongLeftRightArrow</m:t> </m:r>@@ -1683,7 +1606,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleLongRightArrow</m:t> </m:r>@@ -1702,7 +1624,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleRightArrow</m:t> </m:r>@@ -1721,7 +1642,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleRightTee</m:t> </m:r>@@ -1740,7 +1660,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleUpArrow</m:t> </m:r>@@ -1759,7 +1678,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleUpDownArrow</m:t> </m:r>@@ -1778,7 +1696,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DoubleVerticalBar</m:t> </m:r>@@ -1797,7 +1714,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>downarrow</m:t> </m:r>@@ -1816,7 +1732,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Downarrow</m:t> </m:r>@@ -1835,7 +1750,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownArrow</m:t> </m:r>@@ -1854,7 +1768,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownArrowBar</m:t> </m:r>@@ -1873,7 +1786,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownArrowUpArrow</m:t> </m:r>@@ -1892,7 +1804,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownBreve</m:t> </m:r>@@ -1911,7 +1822,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>downdownarrows</m:t> </m:r>@@ -1930,7 +1840,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>downharpoonleft</m:t> </m:r>@@ -1949,7 +1858,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>downharpoonright</m:t> </m:r>@@ -1968,7 +1876,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownLeftRightVector</m:t> </m:r>@@ -1987,7 +1894,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownLeftTeeVector</m:t> </m:r>@@ -2006,7 +1912,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownLeftVector</m:t> </m:r>@@ -2025,7 +1930,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownLeftVectorBar</m:t> </m:r>@@ -2044,7 +1948,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownRightTeeVector</m:t> </m:r>@@ -2063,7 +1966,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownRightVector</m:t> </m:r>@@ -2082,7 +1984,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownRightVectorBar</m:t> </m:r>@@ -2101,7 +2002,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownTee</m:t> </m:r>@@ -2120,7 +2020,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DownTeeArrow</m:t> </m:r>@@ -2139,7 +2038,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>drbkarow</m:t> </m:r>@@ -2158,7 +2056,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>drcorn</m:t> </m:r>@@ -2177,7 +2074,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>drcrop</m:t> </m:r>@@ -2196,7 +2092,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dscr</m:t> </m:r>@@ -2215,7 +2110,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Dscr</m:t> </m:r>@@ -2234,7 +2128,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dscy</m:t> </m:r>@@ -2253,7 +2146,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DScy</m:t> </m:r>@@ -2272,7 +2164,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dsol</m:t> </m:r>@@ -2291,7 +2182,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dstrok</m:t> </m:r>@@ -2310,7 +2200,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Dstrok</m:t> </m:r>@@ -2329,7 +2218,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dtdot</m:t> </m:r>@@ -2348,7 +2236,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dtri</m:t> </m:r>@@ -2367,7 +2254,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dtrif</m:t> </m:r>@@ -2386,7 +2272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>duarr</m:t> </m:r>@@ -2405,7 +2290,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>duhar</m:t> </m:r>@@ -2424,7 +2308,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dwangle</m:t> </m:r>@@ -2443,7 +2326,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dzcy</m:t> </m:r>@@ -2462,7 +2344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DZcy</m:t> </m:r>@@ -2481,7 +2362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>dzigrarr</m:t> </m:r>
@@ -116,8 +116,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -198,7 +198,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> and </m:t> </m:r>
@@ -10,7 +10,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝟊𝟋</m:t> </m:r>
@@ -13,7 +13,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝟎𝟏𝟐𝟑𝟒𝟓𝟔𝟕𝟖𝟗</m:t> </m:r>
@@ -13,7 +13,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝟘𝟙𝟚𝟛𝟜𝟝𝟞𝟟𝟠𝟡</m:t> </m:r>
@@ -13,7 +13,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝟶𝟷𝟸𝟹𝟺𝟻𝟼𝟽𝟾𝟿</m:t> </m:r>
@@ -13,7 +13,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝟬𝟭𝟮𝟯𝟰𝟱𝟲𝟳𝟴𝟵</m:t> </m:r>
@@ -13,7 +13,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝟢𝟣𝟤𝟥𝟦𝟧𝟨𝟩𝟪𝟫</m:t> </m:r>
@@ -10,7 +10,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝚤𝚥</m:t> </m:r>
@@ -23,8 +23,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -34,7 +34,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0123456789</m:t> </m:r>@@ -45,7 +44,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ABCDEFGHIJKLMNOPQRSTUVWXYZ</m:t> </m:r>@@ -56,7 +54,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>abcdefghijklmnopqrstuvwxyz</m:t> </m:r>
@@ -108,14 +108,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -125,7 +125,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eacute</m:t> </m:r>@@ -144,7 +143,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Eacute</m:t> </m:r>@@ -163,7 +161,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>easter</m:t> </m:r>@@ -182,7 +179,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ecaron</m:t> </m:r>@@ -201,7 +197,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ecaron</m:t> </m:r>@@ -220,7 +215,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ecir</m:t> </m:r>@@ -239,7 +233,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ecirc</m:t> </m:r>@@ -258,7 +251,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ecirc</m:t> </m:r>@@ -277,7 +269,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ecolon</m:t> </m:r>@@ -296,7 +287,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ecy</m:t> </m:r>@@ -315,7 +305,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ecy</m:t> </m:r>@@ -334,7 +323,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eDDot</m:t> </m:r>@@ -353,7 +341,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>edot</m:t> </m:r>@@ -372,7 +359,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eDot</m:t> </m:r>@@ -391,7 +377,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Edot</m:t> </m:r>@@ -410,7 +395,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ee</m:t> </m:r>@@ -429,7 +413,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>efDot</m:t> </m:r>@@ -448,7 +431,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>efr</m:t> </m:r>@@ -467,7 +449,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Efr</m:t> </m:r>@@ -486,7 +467,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eg</m:t> </m:r>@@ -505,7 +485,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>egrave</m:t> </m:r>@@ -524,7 +503,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Egrave</m:t> </m:r>@@ -543,7 +521,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>egs</m:t> </m:r>@@ -562,7 +539,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>egsdot</m:t> </m:r>@@ -581,7 +557,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>el</m:t> </m:r>@@ -600,7 +575,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Element</m:t> </m:r>@@ -619,7 +593,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>elinters</m:t> </m:r>@@ -638,7 +611,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ell</m:t> </m:r>@@ -657,7 +629,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>els</m:t> </m:r>@@ -676,7 +647,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>elsdot</m:t> </m:r>@@ -695,7 +665,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>emacr</m:t> </m:r>@@ -714,7 +683,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Emacr</m:t> </m:r>@@ -733,7 +701,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>empty</m:t> </m:r>@@ -752,7 +719,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>emptyset</m:t> </m:r>@@ -771,7 +737,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>EmptySmallSquare</m:t> </m:r>@@ -790,7 +755,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>emptyv</m:t> </m:r>@@ -809,7 +773,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>EmptyVerySmallSquare</m:t> </m:r>@@ -828,7 +791,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>emsp</m:t> </m:r>@@ -847,7 +809,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>emsp13</m:t> </m:r>@@ -866,7 +827,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>emsp14</m:t> </m:r>@@ -885,7 +845,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eng</m:t> </m:r>@@ -904,7 +863,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ENG</m:t> </m:r>@@ -923,7 +881,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ensp</m:t> </m:r>@@ -942,7 +899,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eogon</m:t> </m:r>@@ -961,7 +917,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Eogon</m:t> </m:r>@@ -980,7 +935,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eopf</m:t> </m:r>@@ -999,7 +953,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Eopf</m:t> </m:r>@@ -1018,7 +971,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>epar</m:t> </m:r>@@ -1037,7 +989,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eparsl</m:t> </m:r>@@ -1056,7 +1007,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eplus</m:t> </m:r>@@ -1075,7 +1025,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>epsi</m:t> </m:r>@@ -1094,7 +1043,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>epsiv</m:t> </m:r>@@ -1113,7 +1061,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eqcirc</m:t> </m:r>@@ -1132,7 +1079,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eqcolon</m:t> </m:r>@@ -1151,7 +1097,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eqsim</m:t> </m:r>@@ -1170,7 +1115,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eqslantgtr</m:t> </m:r>@@ -1189,7 +1133,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eqslantless</m:t> </m:r>@@ -1208,7 +1151,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Equal</m:t> </m:r>@@ -1227,7 +1169,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>equals</m:t> </m:r>@@ -1246,7 +1187,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>EqualTilde</m:t> </m:r>@@ -1265,7 +1205,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>equest</m:t> </m:r>@@ -1284,7 +1223,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Equilibrium</m:t> </m:r>@@ -1303,7 +1241,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>equiv</m:t> </m:r>@@ -1322,7 +1259,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>equivDD</m:t> </m:r>@@ -1341,7 +1277,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eqvparsl</m:t> </m:r>@@ -1360,7 +1295,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>erarr</m:t> </m:r>@@ -1379,7 +1313,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>erDot</m:t> </m:r>@@ -1398,7 +1331,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>escr</m:t> </m:r>@@ -1417,7 +1349,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Escr</m:t> </m:r>@@ -1436,7 +1367,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>esdot</m:t> </m:r>@@ -1455,7 +1385,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>esim</m:t> </m:r>@@ -1474,7 +1403,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Esim</m:t> </m:r>@@ -1493,7 +1421,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eta</m:t> </m:r>@@ -1512,7 +1439,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>eth</m:t> </m:r>@@ -1531,7 +1457,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ETH</m:t> </m:r>@@ -1550,7 +1475,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>euml</m:t> </m:r>@@ -1569,7 +1493,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Euml</m:t> </m:r>@@ -1588,7 +1511,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>excl</m:t> </m:r>@@ -1607,7 +1529,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>exist</m:t> </m:r>@@ -1626,7 +1547,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Exists</m:t> </m:r>@@ -1645,7 +1565,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>expectation</m:t> </m:r>@@ -1664,7 +1583,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>exponentiale</m:t> </m:r>@@ -1683,7 +1601,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ExponentialE</m:t> </m:r>
@@ -66,14 +66,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -83,7 +83,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fallingdotseq</m:t> </m:r>@@ -102,7 +101,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fcy</m:t> </m:r>@@ -121,7 +119,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Fcy</m:t> </m:r>@@ -140,7 +137,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>female</m:t> </m:r>@@ -159,7 +155,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ffilig</m:t> </m:r>@@ -178,7 +173,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fflig</m:t> </m:r>@@ -197,7 +191,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ffllig</m:t> </m:r>@@ -216,7 +209,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ffr</m:t> </m:r>@@ -235,7 +227,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ffr</m:t> </m:r>@@ -254,7 +245,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>filig</m:t> </m:r>@@ -273,7 +263,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FilledSmallSquare</m:t> </m:r>@@ -292,7 +281,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>FilledVerySmallSquare</m:t> </m:r>@@ -311,7 +299,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fjlig</m:t> </m:r>@@ -330,7 +317,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>flat</m:t> </m:r>@@ -349,7 +335,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fllig</m:t> </m:r>@@ -368,7 +353,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fltns</m:t> </m:r>@@ -387,7 +371,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fnof</m:t> </m:r>@@ -406,7 +389,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fopf</m:t> </m:r>@@ -425,7 +407,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Fopf</m:t> </m:r>@@ -444,7 +425,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>forall</m:t> </m:r>@@ -463,7 +443,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ForAll</m:t> </m:r>@@ -482,7 +461,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fork</m:t> </m:r>@@ -501,7 +479,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>forkv</m:t> </m:r>@@ -520,7 +497,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Fouriertrf</m:t> </m:r>@@ -539,7 +515,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fpartint</m:t> </m:r>@@ -558,7 +533,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac12</m:t> </m:r>@@ -577,7 +551,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac13</m:t> </m:r>@@ -596,7 +569,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac14</m:t> </m:r>@@ -615,7 +587,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac15</m:t> </m:r>@@ -634,7 +605,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac16</m:t> </m:r>@@ -653,7 +623,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac18</m:t> </m:r>@@ -672,7 +641,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac23</m:t> </m:r>@@ -691,7 +659,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac25</m:t> </m:r>@@ -710,7 +677,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac34</m:t> </m:r>@@ -729,7 +695,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac35</m:t> </m:r>@@ -748,7 +713,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac38</m:t> </m:r>@@ -767,7 +731,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac45</m:t> </m:r>@@ -786,7 +749,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac56</m:t> </m:r>@@ -805,7 +767,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac58</m:t> </m:r>@@ -824,7 +785,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frac78</m:t> </m:r>@@ -843,7 +803,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>frown</m:t> </m:r>@@ -862,7 +821,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fscr</m:t> </m:r>@@ -881,7 +839,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Fscr</m:t> </m:r>
@@ -22,8 +22,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -33,7 +33,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ABCDEFGHIJKLMNOPQRSTUVWXYZ</m:t> </m:r>@@ -44,7 +43,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>abcdefghijklmnopqrstuvwxyz</m:t> </m:r>
@@ -22,8 +22,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -33,7 +33,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ABCDEFGHIJKLMNOPQRSTUVWXYZ</m:t> </m:r>@@ -44,7 +43,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>abcdefghijklmnopqrstuvwxyz</m:t> </m:r>
@@ -106,14 +106,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -123,7 +123,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gacute</m:t> </m:r>@@ -142,7 +141,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gamma</m:t> </m:r>@@ -161,7 +159,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gamma</m:t> </m:r>@@ -180,7 +177,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gammad</m:t> </m:r>@@ -199,7 +195,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gammad</m:t> </m:r>@@ -218,7 +213,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gap</m:t> </m:r>@@ -237,7 +231,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gbreve</m:t> </m:r>@@ -256,7 +249,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gbreve</m:t> </m:r>@@ -275,7 +267,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gcedil</m:t> </m:r>@@ -294,7 +285,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gcirc</m:t> </m:r>@@ -313,7 +303,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gcirc</m:t> </m:r>@@ -332,7 +321,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gcy</m:t> </m:r>@@ -351,7 +339,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gcy</m:t> </m:r>@@ -370,7 +357,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gdot</m:t> </m:r>@@ -389,7 +375,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gdot</m:t> </m:r>@@ -408,7 +393,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ge</m:t> </m:r>@@ -427,7 +411,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gE</m:t> </m:r>@@ -446,7 +429,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gel</m:t> </m:r>@@ -465,7 +447,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gEl</m:t> </m:r>@@ -484,7 +465,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>geq</m:t> </m:r>@@ -503,7 +483,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>geqq</m:t> </m:r>@@ -522,7 +501,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>geqslant</m:t> </m:r>@@ -541,7 +519,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ges</m:t> </m:r>@@ -560,7 +537,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gescc</m:t> </m:r>@@ -579,7 +555,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gesdot</m:t> </m:r>@@ -598,7 +573,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gesdoto</m:t> </m:r>@@ -617,7 +591,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gesdotol</m:t> </m:r>@@ -636,7 +609,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gesl</m:t> </m:r>@@ -655,7 +627,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gesles</m:t> </m:r>@@ -674,7 +645,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gfr</m:t> </m:r>@@ -693,7 +663,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gfr</m:t> </m:r>@@ -712,7 +681,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gg</m:t> </m:r>@@ -731,7 +699,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gg</m:t> </m:r>@@ -750,7 +717,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ggg</m:t> </m:r>@@ -769,7 +735,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gimel</m:t> </m:r>@@ -788,7 +753,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gjcy</m:t> </m:r>@@ -807,7 +771,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>GJcy</m:t> </m:r>@@ -826,7 +789,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gl</m:t> </m:r>@@ -845,7 +807,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gla</m:t> </m:r>@@ -864,7 +825,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>glE</m:t> </m:r>@@ -883,7 +843,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>glj</m:t> </m:r>@@ -902,7 +861,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gnap</m:t> </m:r>@@ -921,7 +879,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gnapprox</m:t> </m:r>@@ -940,7 +897,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gne</m:t> </m:r>@@ -959,7 +915,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gnE</m:t> </m:r>@@ -978,7 +933,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gneq</m:t> </m:r>@@ -997,7 +951,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gneqq</m:t> </m:r>@@ -1016,7 +969,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gnsim</m:t> </m:r>@@ -1035,7 +987,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gopf</m:t> </m:r>@@ -1054,7 +1005,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gopf</m:t> </m:r>@@ -1073,7 +1023,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>grave</m:t> </m:r>@@ -1092,7 +1041,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>GreaterEqual</m:t> </m:r>@@ -1111,7 +1059,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>GreaterEqualLess</m:t> </m:r>@@ -1130,7 +1077,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>GreaterFullEqual</m:t> </m:r>@@ -1149,7 +1095,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>GreaterGreater</m:t> </m:r>@@ -1168,7 +1113,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>GreaterLess</m:t> </m:r>@@ -1187,7 +1131,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>GreaterSlantEqual</m:t> </m:r>@@ -1206,7 +1149,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>GreaterTilde</m:t> </m:r>@@ -1225,7 +1167,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gscr</m:t> </m:r>@@ -1244,7 +1185,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gscr</m:t> </m:r>@@ -1263,7 +1203,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gsim</m:t> </m:r>@@ -1282,7 +1221,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gsime</m:t> </m:r>@@ -1301,7 +1239,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gsiml</m:t> </m:r>@@ -1320,7 +1257,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gt</m:t> </m:r>@@ -1339,7 +1275,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Gt</m:t> </m:r>@@ -1358,7 +1293,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtcc</m:t> </m:r>@@ -1377,7 +1311,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtcir</m:t> </m:r>@@ -1396,7 +1329,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtdot</m:t> </m:r>@@ -1415,7 +1347,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtlPar</m:t> </m:r>@@ -1434,7 +1365,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtquest</m:t> </m:r>@@ -1453,7 +1383,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtrapprox</m:t> </m:r>@@ -1472,7 +1401,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtrarr</m:t> </m:r>@@ -1491,7 +1419,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtrdot</m:t> </m:r>@@ -1510,7 +1437,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtreqless</m:t> </m:r>@@ -1529,7 +1455,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtreqqless</m:t> </m:r>@@ -1548,7 +1473,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtrless</m:t> </m:r>@@ -1567,7 +1491,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gtrsim</m:t> </m:r>@@ -1586,7 +1509,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gvertneqq</m:t> </m:r>@@ -1605,7 +1527,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>gvnE</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝜜𝜝𝜞𝜟𝜠𝜡𝜢𝜣𝜤𝜥𝜦𝜧𝜨𝜩𝜪𝜫𝜬𝜭𝜮𝜯𝜰𝜱𝜲𝜳𝜴𝜵</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝜶𝜷𝜸𝜹𝜺𝜻𝜼𝜽𝜾𝜿𝝀𝝁𝝂𝝃𝝄𝝅𝝆𝝇𝝈𝝉𝝊𝝋𝝌𝝍𝝎𝝏𝝐𝝑𝝒𝝓𝝔𝝕</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝚨𝚩𝚪𝚫𝚬𝚭𝚮𝚯𝚰𝚱𝚲𝚳𝚴𝚵𝚶𝚷𝚸𝚹𝚺𝚻𝚼𝚽𝚾𝚿𝛀𝛁</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝛂𝛃𝛄𝛅𝛆𝛇𝛈𝛉𝛊𝛋𝛌𝛍𝛎𝛏𝛐𝛑𝛒𝛓𝛔𝛕𝛖𝛗𝛘𝛙𝛚𝛛𝛜𝛝𝛞𝛟𝛠𝛡</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝛢𝛣𝛤𝛥𝛦𝛧𝛨𝛩𝛪𝛫𝛬𝛭𝛮𝛯𝛰𝛱𝛲𝛳𝛴𝛵𝛶𝛷𝛸𝛹𝛺𝛻</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝛼𝛽𝛾𝛿𝜀𝜁𝜂𝜃𝜄𝜅𝜆𝜇𝜈𝜉𝜊𝜋𝜌𝜍𝜎𝜏𝜐𝜑𝜒𝜓𝜔𝜕𝜖𝜗𝜘𝜙𝜚𝜛</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝞐𝞑𝞒𝞓𝞔𝞕𝞖𝞗𝞘𝞙𝞚𝞛𝞜𝞝𝞞𝞟𝞠𝞡𝞢𝞣𝞤𝞥𝞦𝞧𝞨𝞩</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝞪𝞫𝞬𝞭𝞮𝞯𝞰𝞱𝞲𝞳𝞴𝞵𝞶𝞷𝞸𝞹𝞺𝞻𝞼𝞽𝞾𝞿𝟀𝟁𝟂𝟃𝟄𝟅𝟆𝟇𝟈𝟉</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝝖𝝗𝝘𝝙𝝚𝝛𝝜𝝝𝝞𝝟𝝠𝝡𝝢𝝣𝝤𝝥𝝦𝝧𝝨𝝩𝝪𝝫𝝬𝝭𝝮𝝯</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝝰𝝱𝝲𝝳𝝴𝝵𝝶𝝷𝝸𝝹𝝺𝝻𝝼𝝽𝝾𝝿𝞀𝞁𝞂𝞃𝞄𝞅𝞆𝞇𝞈𝞉𝞊𝞋𝞌𝞍𝞎𝞏</m:t> </m:r>
@@ -65,14 +65,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -82,7 +82,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Hacek</m:t> </m:r>@@ -101,7 +100,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hairsp</m:t> </m:r>@@ -120,7 +118,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>half</m:t> </m:r>@@ -139,7 +136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hamilt</m:t> </m:r>@@ -158,7 +154,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hardcy</m:t> </m:r>@@ -177,7 +172,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>HARDcy</m:t> </m:r>@@ -196,7 +190,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>harr</m:t> </m:r>@@ -215,7 +208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hArr</m:t> </m:r>@@ -234,7 +226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>harrcir</m:t> </m:r>@@ -253,7 +244,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>harrw</m:t> </m:r>@@ -272,7 +262,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Hat</m:t> </m:r>@@ -291,7 +280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hbar</m:t> </m:r>@@ -310,7 +298,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hcirc</m:t> </m:r>@@ -329,7 +316,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Hcirc</m:t> </m:r>@@ -348,7 +334,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hearts</m:t> </m:r>@@ -367,7 +352,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>heartsuit</m:t> </m:r>@@ -386,7 +370,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hellip</m:t> </m:r>@@ -405,7 +388,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hercon</m:t> </m:r>@@ -424,7 +406,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hfr</m:t> </m:r>@@ -443,7 +424,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Hfr</m:t> </m:r>@@ -462,7 +442,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>HilbertSpace</m:t> </m:r>@@ -481,7 +460,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hksearow</m:t> </m:r>@@ -500,7 +478,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hkswarow</m:t> </m:r>@@ -519,7 +496,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hoarr</m:t> </m:r>@@ -538,7 +514,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>homtht</m:t> </m:r>@@ -557,7 +532,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hookleftarrow</m:t> </m:r>@@ -576,7 +550,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hookrightarrow</m:t> </m:r>@@ -595,7 +568,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hopf</m:t> </m:r>@@ -614,7 +586,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Hopf</m:t> </m:r>@@ -633,7 +604,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>horbar</m:t> </m:r>@@ -652,7 +622,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>HorizontalLine</m:t> </m:r>@@ -671,7 +640,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hscr</m:t> </m:r>@@ -690,7 +658,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Hscr</m:t> </m:r>@@ -709,7 +676,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hslash</m:t> </m:r>@@ -728,7 +694,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hstrok</m:t> </m:r>@@ -747,7 +712,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Hstrok</m:t> </m:r>@@ -766,7 +730,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>HumpDownHump</m:t> </m:r>@@ -785,7 +748,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>HumpEqual</m:t> </m:r>@@ -804,7 +766,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hybull</m:t> </m:r>@@ -823,7 +784,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>hyphen</m:t> </m:r>
@@ -95,14 +95,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -112,7 +112,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iacute</m:t> </m:r>@@ -131,7 +130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Iacute</m:t> </m:r>@@ -150,7 +148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ic</m:t> </m:r>@@ -169,7 +166,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>icirc</m:t> </m:r>@@ -188,7 +184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Icirc</m:t> </m:r>@@ -207,7 +202,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>icy</m:t> </m:r>@@ -226,7 +220,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Icy</m:t> </m:r>@@ -245,7 +238,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Idot</m:t> </m:r>@@ -264,7 +256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iecy</m:t> </m:r>@@ -283,7 +274,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>IEcy</m:t> </m:r>@@ -302,7 +292,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iexcl</m:t> </m:r>@@ -321,7 +310,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iff</m:t> </m:r>@@ -340,7 +328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ifr</m:t> </m:r>@@ -359,7 +346,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ifr</m:t> </m:r>@@ -378,7 +364,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>igrave</m:t> </m:r>@@ -397,7 +382,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Igrave</m:t> </m:r>@@ -416,7 +400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ii</m:t> </m:r>@@ -435,7 +418,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iiiint</m:t> </m:r>@@ -454,7 +436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iiint</m:t> </m:r>@@ -473,7 +454,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iinfin</m:t> </m:r>@@ -492,7 +472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iiota</m:t> </m:r>@@ -511,7 +490,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ijlig</m:t> </m:r>@@ -530,7 +508,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>IJlig</m:t> </m:r>@@ -549,7 +526,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Im</m:t> </m:r>@@ -568,7 +544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>imacr</m:t> </m:r>@@ -587,7 +562,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Imacr</m:t> </m:r>@@ -606,7 +580,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>image</m:t> </m:r>@@ -625,7 +598,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ImaginaryI</m:t> </m:r>@@ -644,7 +616,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>imagline</m:t> </m:r>@@ -663,7 +634,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>imagpart</m:t> </m:r>@@ -682,7 +652,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>imath</m:t> </m:r>@@ -701,7 +670,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>imof</m:t> </m:r>@@ -720,7 +688,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>imped</m:t> </m:r>@@ -739,7 +706,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Implies</m:t> </m:r>@@ -758,7 +724,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>in</m:t> </m:r>@@ -777,7 +742,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>incare</m:t> </m:r>@@ -796,7 +760,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>infin</m:t> </m:r>@@ -815,7 +778,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>infintie</m:t> </m:r>@@ -834,7 +796,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>inodot</m:t> </m:r>@@ -853,7 +814,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>int</m:t> </m:r>@@ -872,7 +832,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Int</m:t> </m:r>@@ -891,7 +850,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>intcal</m:t> </m:r>@@ -910,7 +868,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>integers</m:t> </m:r>@@ -929,7 +886,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Integral</m:t> </m:r>@@ -948,7 +904,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>intercal</m:t> </m:r>@@ -967,7 +922,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Intersection</m:t> </m:r>@@ -986,7 +940,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>intlarhk</m:t> </m:r>@@ -1005,7 +958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>intprod</m:t> </m:r>@@ -1024,7 +976,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>InvisibleComma</m:t> </m:r>@@ -1043,7 +994,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>InvisibleTimes</m:t> </m:r>@@ -1062,7 +1012,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iocy</m:t> </m:r>@@ -1081,7 +1030,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>IOcy</m:t> </m:r>@@ -1100,7 +1048,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iogon</m:t> </m:r>@@ -1119,7 +1066,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Iogon</m:t> </m:r>@@ -1138,7 +1084,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iopf</m:t> </m:r>@@ -1157,7 +1102,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Iopf</m:t> </m:r>@@ -1176,7 +1120,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iota</m:t> </m:r>@@ -1195,7 +1138,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iprod</m:t> </m:r>@@ -1214,7 +1156,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iquest</m:t> </m:r>@@ -1233,7 +1174,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iscr</m:t> </m:r>@@ -1252,7 +1192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Iscr</m:t> </m:r>@@ -1271,7 +1210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>isin</m:t> </m:r>@@ -1290,7 +1228,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>isindot</m:t> </m:r>@@ -1309,7 +1246,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>isinE</m:t> </m:r>@@ -1328,7 +1264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>isins</m:t> </m:r>@@ -1347,7 +1282,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>isinsv</m:t> </m:r>@@ -1366,7 +1300,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>isinv</m:t> </m:r>@@ -1385,7 +1318,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>it</m:t> </m:r>@@ -1404,7 +1336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>itilde</m:t> </m:r>@@ -1423,7 +1354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Itilde</m:t> </m:r>@@ -1442,7 +1372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iukcy</m:t> </m:r>@@ -1461,7 +1390,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Iukcy</m:t> </m:r>@@ -1480,7 +1408,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>iuml</m:t> </m:r>@@ -1499,7 +1426,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Iuml</m:t> </m:r>
@@ -111,20 +111,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -135,7 +135,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ds=true</m:t> </m:r>@@ -144,7 +143,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ds=false</m:t> </m:r>@@ -155,7 +153,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>stretch=t, large=t</m:t> </m:r>@@ -258,7 +255,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>stretch=f, large=t</m:t> </m:r>@@ -345,7 +341,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>stretch=t, large=f</m:t> </m:r>@@ -510,7 +505,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>stretch=f, large=f</m:t> </m:r>
@@ -175,14 +175,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -192,7 +192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>single integral</m:t> </m:r>@@ -348,7 +347,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>double integral</m:t> </m:r>@@ -582,7 +580,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>double nested integral</m:t> </m:r>
@@ -88,32 +88,32 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -125,7 +125,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>symm</m:t> </m:r>@@ -134,7 +133,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>stretch</m:t> </m:r>@@ -143,7 +141,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>symm/stretch</m:t> </m:r>@@ -154,7 +151,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>small op</m:t> </m:r>@@ -217,7 +213,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>large op</m:t> </m:r>@@ -280,7 +275,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>small op</m:t> </m:r>@@ -391,7 +385,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>large op</m:t> </m:r>
@@ -32,14 +32,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -49,7 +49,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>jcirc</m:t> </m:r>@@ -68,7 +67,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Jcirc</m:t> </m:r>@@ -87,7 +85,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>jcy</m:t> </m:r>@@ -106,7 +103,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Jcy</m:t> </m:r>@@ -125,7 +121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>jfr</m:t> </m:r>@@ -144,7 +139,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Jfr</m:t> </m:r>@@ -163,7 +157,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>jmath</m:t> </m:r>@@ -182,7 +175,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>jopf</m:t> </m:r>@@ -201,7 +193,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Jopf</m:t> </m:r>@@ -220,7 +211,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>jscr</m:t> </m:r>@@ -239,7 +229,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Jscr</m:t> </m:r>@@ -258,7 +247,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>jsercy</m:t> </m:r>@@ -277,7 +265,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Jsercy</m:t> </m:r>@@ -296,7 +283,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>jukcy</m:t> </m:r>@@ -315,7 +301,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Jukcy</m:t> </m:r>
@@ -34,14 +34,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -51,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>kappa</m:t> </m:r>@@ -70,7 +69,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>kappav</m:t> </m:r>@@ -89,7 +87,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>kcedil</m:t> </m:r>@@ -108,7 +105,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Kcedil</m:t> </m:r>@@ -127,7 +123,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>kcy</m:t> </m:r>@@ -146,7 +141,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Kcy</m:t> </m:r>@@ -165,7 +159,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>kfr</m:t> </m:r>@@ -184,7 +177,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Kfr</m:t> </m:r>@@ -203,7 +195,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>kgreen</m:t> </m:r>@@ -222,7 +213,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>khcy</m:t> </m:r>@@ -241,7 +231,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>KHcy</m:t> </m:r>@@ -260,7 +249,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>kjcy</m:t> </m:r>@@ -279,7 +267,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>KJcy</m:t> </m:r>@@ -298,7 +285,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>kopf</m:t> </m:r>@@ -317,7 +303,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Kopf</m:t> </m:r>@@ -336,7 +321,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>kscr</m:t> </m:r>@@ -355,7 +339,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Kscr</m:t> </m:r>
@@ -321,14 +321,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -338,7 +338,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lAarr</m:t> </m:r>@@ -357,7 +356,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lacute</m:t> </m:r>@@ -376,7 +374,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lacute</m:t> </m:r>@@ -395,7 +392,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>laemptyv</m:t> </m:r>@@ -414,7 +410,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lagran</m:t> </m:r>@@ -433,7 +428,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lambda</m:t> </m:r>@@ -452,7 +446,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lambda</m:t> </m:r>@@ -471,7 +464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lang</m:t> </m:r>@@ -490,7 +482,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lang</m:t> </m:r>@@ -509,7 +500,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>langd</m:t> </m:r>@@ -528,7 +518,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>langle</m:t> </m:r>@@ -547,7 +536,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lap</m:t> </m:r>@@ -566,7 +554,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Laplacetrf</m:t> </m:r>@@ -585,7 +572,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>laquo</m:t> </m:r>@@ -604,7 +590,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>larr</m:t> </m:r>@@ -623,7 +608,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lArr</m:t> </m:r>@@ -642,7 +626,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Larr</m:t> </m:r>@@ -661,7 +644,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>larrb</m:t> </m:r>@@ -680,7 +662,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>larrbfs</m:t> </m:r>@@ -699,7 +680,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>larrfs</m:t> </m:r>@@ -718,7 +698,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>larrhk</m:t> </m:r>@@ -737,7 +716,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>larrlp</m:t> </m:r>@@ -756,7 +734,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>larrpl</m:t> </m:r>@@ -775,7 +752,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>larrsim</m:t> </m:r>@@ -794,7 +770,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>larrtl</m:t> </m:r>@@ -813,7 +788,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lat</m:t> </m:r>@@ -832,7 +806,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>latail</m:t> </m:r>@@ -851,7 +824,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lAtail</m:t> </m:r>@@ -870,7 +842,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>late</m:t> </m:r>@@ -889,7 +860,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lates</m:t> </m:r>@@ -908,7 +878,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lbarr</m:t> </m:r>@@ -927,7 +896,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lBarr</m:t> </m:r>@@ -946,7 +914,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lbbrk</m:t> </m:r>@@ -965,7 +932,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lbrace</m:t> </m:r>@@ -984,7 +950,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lbrack</m:t> </m:r>@@ -1003,7 +968,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lbrke</m:t> </m:r>@@ -1022,7 +986,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lbrksld</m:t> </m:r>@@ -1041,7 +1004,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lbrkslu</m:t> </m:r>@@ -1060,7 +1022,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lcaron</m:t> </m:r>@@ -1079,7 +1040,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lcaron</m:t> </m:r>@@ -1098,7 +1058,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lcedil</m:t> </m:r>@@ -1117,7 +1076,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lcedil</m:t> </m:r>@@ -1136,7 +1094,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lceil</m:t> </m:r>@@ -1155,7 +1112,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lcub</m:t> </m:r>@@ -1174,7 +1130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lcy</m:t> </m:r>@@ -1193,7 +1148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lcy</m:t> </m:r>@@ -1212,7 +1166,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ldca</m:t> </m:r>@@ -1231,7 +1184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ldquo</m:t> </m:r>@@ -1250,7 +1202,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ldquor</m:t> </m:r>@@ -1269,7 +1220,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ldrdhar</m:t> </m:r>@@ -1288,7 +1238,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ldrushar</m:t> </m:r>@@ -1307,7 +1256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ldsh</m:t> </m:r>@@ -1326,7 +1274,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>le</m:t> </m:r>@@ -1345,7 +1292,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lE</m:t> </m:r>@@ -1364,7 +1310,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftAngleBracket</m:t> </m:r>@@ -1383,7 +1328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leftarrow</m:t> </m:r>@@ -1402,7 +1346,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Leftarrow</m:t> </m:r>@@ -1421,7 +1364,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftArrow</m:t> </m:r>@@ -1440,7 +1382,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftArrowBar</m:t> </m:r>@@ -1459,7 +1400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftArrowRightArrow</m:t> </m:r>@@ -1478,7 +1418,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leftarrowtail</m:t> </m:r>@@ -1497,7 +1436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftCeiling</m:t> </m:r>@@ -1516,7 +1454,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftDoubleBracket</m:t> </m:r>@@ -1535,7 +1472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftDownTeeVector</m:t> </m:r>@@ -1554,7 +1490,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftDownVector</m:t> </m:r>@@ -1573,7 +1508,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftDownVectorBar</m:t> </m:r>@@ -1592,7 +1526,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftFloor</m:t> </m:r>@@ -1611,7 +1544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leftharpoondown</m:t> </m:r>@@ -1630,7 +1562,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leftharpoonup</m:t> </m:r>@@ -1649,7 +1580,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leftleftarrows</m:t> </m:r>@@ -1668,7 +1598,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leftrightarrow</m:t> </m:r>@@ -1687,7 +1616,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Leftrightarrow</m:t> </m:r>@@ -1706,7 +1634,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftRightArrow</m:t> </m:r>@@ -1725,7 +1652,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leftrightarrows</m:t> </m:r>@@ -1744,7 +1670,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leftrightharpoons</m:t> </m:r>@@ -1763,7 +1688,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leftrightsquigarrow</m:t> </m:r>@@ -1782,7 +1706,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftRightVector</m:t> </m:r>@@ -1801,7 +1724,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftTee</m:t> </m:r>@@ -1820,7 +1742,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftTeeArrow</m:t> </m:r>@@ -1839,7 +1760,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftTeeVector</m:t> </m:r>@@ -1858,7 +1778,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leftthreetimes</m:t> </m:r>@@ -1877,7 +1796,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftTriangle</m:t> </m:r>@@ -1896,7 +1814,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftTriangleBar</m:t> </m:r>@@ -1915,7 +1832,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftTriangleEqual</m:t> </m:r>@@ -1934,7 +1850,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftUpDownVector</m:t> </m:r>@@ -1953,7 +1868,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftUpTeeVector</m:t> </m:r>@@ -1972,7 +1886,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftUpVector</m:t> </m:r>@@ -1991,7 +1904,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftUpVectorBar</m:t> </m:r>@@ -2010,7 +1922,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftVector</m:t> </m:r>@@ -2029,7 +1940,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LeftVectorBar</m:t> </m:r>@@ -2048,7 +1958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leg</m:t> </m:r>@@ -2067,7 +1976,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lEg</m:t> </m:r>@@ -2086,7 +1994,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leq</m:t> </m:r>@@ -2105,7 +2012,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leqq</m:t> </m:r>@@ -2124,7 +2030,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>leqslant</m:t> </m:r>@@ -2143,7 +2048,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>les</m:t> </m:r>@@ -2162,7 +2066,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lescc</m:t> </m:r>@@ -2181,7 +2084,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lesdot</m:t> </m:r>@@ -2200,7 +2102,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lesdoto</m:t> </m:r>@@ -2219,7 +2120,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lesdotor</m:t> </m:r>@@ -2238,7 +2138,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lesg</m:t> </m:r>@@ -2257,7 +2156,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lesges</m:t> </m:r>@@ -2276,7 +2174,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lessapprox</m:t> </m:r>@@ -2295,7 +2192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lessdot</m:t> </m:r>@@ -2314,7 +2210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lesseqgtr</m:t> </m:r>@@ -2333,7 +2228,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lesseqqgtr</m:t> </m:r>@@ -2352,7 +2246,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LessEqualGreater</m:t> </m:r>@@ -2371,7 +2264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LessFullEqual</m:t> </m:r>@@ -2390,7 +2282,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LessGreater</m:t> </m:r>@@ -2409,7 +2300,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lessgtr</m:t> </m:r>@@ -2428,7 +2318,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LessLess</m:t> </m:r>@@ -2447,7 +2336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lesssim</m:t> </m:r>@@ -2466,7 +2354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LessSlantEqual</m:t> </m:r>@@ -2485,7 +2372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LessTilde</m:t> </m:r>@@ -2504,7 +2390,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lfisht</m:t> </m:r>@@ -2523,7 +2408,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lfloor</m:t> </m:r>@@ -2542,7 +2426,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lfr</m:t> </m:r>@@ -2561,7 +2444,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lfr</m:t> </m:r>@@ -2580,7 +2462,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lg</m:t> </m:r>@@ -2599,7 +2480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lgE</m:t> </m:r>@@ -2618,7 +2498,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lHar</m:t> </m:r>@@ -2637,7 +2516,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lhard</m:t> </m:r>@@ -2656,7 +2534,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lharu</m:t> </m:r>@@ -2675,7 +2552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lharul</m:t> </m:r>@@ -2694,7 +2570,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lhblk</m:t> </m:r>@@ -2713,7 +2588,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ljcy</m:t> </m:r>@@ -2732,7 +2606,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LJcy</m:t> </m:r>@@ -2751,7 +2624,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ll</m:t> </m:r>@@ -2770,7 +2642,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ll</m:t> </m:r>@@ -2789,7 +2660,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>llarr</m:t> </m:r>@@ -2808,7 +2678,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>llcorner</m:t> </m:r>@@ -2827,7 +2696,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lleftarrow</m:t> </m:r>@@ -2846,7 +2714,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>llhard</m:t> </m:r>@@ -2865,7 +2732,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lltri</m:t> </m:r>@@ -2884,7 +2750,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lmidot</m:t> </m:r>@@ -2903,7 +2768,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lmidot</m:t> </m:r>@@ -2922,7 +2786,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lmoust</m:t> </m:r>@@ -2941,7 +2804,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lmoustache</m:t> </m:r>@@ -2960,7 +2822,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lnap</m:t> </m:r>@@ -2979,7 +2840,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lnapprox</m:t> </m:r>@@ -2998,7 +2858,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lne</m:t> </m:r>@@ -3017,7 +2876,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lnE</m:t> </m:r>@@ -3036,7 +2894,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lneq</m:t> </m:r>@@ -3055,7 +2912,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lneqq</m:t> </m:r>@@ -3074,7 +2930,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lnsim</m:t> </m:r>@@ -3093,7 +2948,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>loang</m:t> </m:r>@@ -3112,7 +2966,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>loarr</m:t> </m:r>@@ -3131,7 +2984,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lobrk</m:t> </m:r>@@ -3150,7 +3002,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>longleftarrow</m:t> </m:r>@@ -3169,7 +3020,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Longleftarrow</m:t> </m:r>@@ -3188,7 +3038,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LongLeftArrow</m:t> </m:r>@@ -3207,7 +3056,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>longleftrightarrow</m:t> </m:r>@@ -3226,7 +3074,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Longleftrightarrow</m:t> </m:r>@@ -3245,7 +3092,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LongLeftRightArrow</m:t> </m:r>@@ -3264,7 +3110,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>longmapsto</m:t> </m:r>@@ -3283,7 +3128,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>longrightarrow</m:t> </m:r>@@ -3302,7 +3146,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Longrightarrow</m:t> </m:r>@@ -3321,7 +3164,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LongRightArrow</m:t> </m:r>@@ -3340,7 +3182,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>looparrowleft</m:t> </m:r>@@ -3359,7 +3200,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>looparrowright</m:t> </m:r>@@ -3378,7 +3218,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lopar</m:t> </m:r>@@ -3397,7 +3236,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lopf</m:t> </m:r>@@ -3416,7 +3254,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lopf</m:t> </m:r>@@ -3435,7 +3272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>loplus</m:t> </m:r>@@ -3454,7 +3290,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lotimes</m:t> </m:r>@@ -3473,7 +3308,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lowast</m:t> </m:r>@@ -3492,7 +3326,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lowbar</m:t> </m:r>@@ -3511,7 +3344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LowerLeftArrow</m:t> </m:r>@@ -3530,7 +3362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LowerRightArrow</m:t> </m:r>@@ -3549,7 +3380,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>loz</m:t> </m:r>@@ -3568,7 +3398,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lozenge</m:t> </m:r>@@ -3587,7 +3416,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lozf</m:t> </m:r>@@ -3606,7 +3434,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lpar</m:t> </m:r>@@ -3625,7 +3452,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lparlt</m:t> </m:r>@@ -3644,7 +3470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lrarr</m:t> </m:r>@@ -3663,7 +3488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lrcorner</m:t> </m:r>@@ -3682,7 +3506,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lrhar</m:t> </m:r>@@ -3701,7 +3524,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lrhard</m:t> </m:r>@@ -3720,7 +3542,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lrtri</m:t> </m:r>@@ -3739,7 +3560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lscr</m:t> </m:r>@@ -3758,7 +3578,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lscr</m:t> </m:r>@@ -3777,7 +3596,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lsh</m:t> </m:r>@@ -3796,7 +3614,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lsh</m:t> </m:r>@@ -3815,7 +3632,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lsim</m:t> </m:r>@@ -3834,7 +3650,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lsime</m:t> </m:r>@@ -3853,7 +3668,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lsimg</m:t> </m:r>@@ -3872,7 +3686,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lsqb</m:t> </m:r>@@ -3891,7 +3704,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lsquo</m:t> </m:r>@@ -3910,7 +3722,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lsquor</m:t> </m:r>@@ -3929,7 +3740,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lstrok</m:t> </m:r>@@ -3948,7 +3758,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lstrok</m:t> </m:r>@@ -3967,7 +3776,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lt</m:t> </m:r>@@ -3986,7 +3794,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Lt</m:t> </m:r>@@ -4005,7 +3812,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ltcc</m:t> </m:r>@@ -4024,7 +3830,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ltcir</m:t> </m:r>@@ -4043,7 +3848,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ltdot</m:t> </m:r>@@ -4062,7 +3866,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lthree</m:t> </m:r>@@ -4081,7 +3884,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ltimes</m:t> </m:r>@@ -4100,7 +3902,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ltlarr</m:t> </m:r>@@ -4119,7 +3920,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ltquest</m:t> </m:r>@@ -4138,7 +3938,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ltri</m:t> </m:r>@@ -4157,7 +3956,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ltrie</m:t> </m:r>@@ -4176,7 +3974,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ltrif</m:t> </m:r>@@ -4195,7 +3992,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ltrPar</m:t> </m:r>@@ -4214,7 +4010,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lurdshar</m:t> </m:r>@@ -4233,7 +4028,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>luruhar</m:t> </m:r>@@ -4252,7 +4046,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lvertneqq</m:t> </m:r>@@ -4271,7 +4064,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>lvnE</m:t> </m:r>
@@ -89,14 +89,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -106,7 +106,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>displaystyle: false largeop: false</m:t> </m:r>@@ -161,7 +160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>displaystyle: false largeop: true</m:t> </m:r>@@ -216,7 +214,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>displaystyle: true largeop: false</m:t> </m:r>@@ -271,7 +268,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>displaystyle: true largeop: true</m:t> </m:r>@@ -326,7 +322,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>displaystyle: false largeop: default</m:t> </m:r>@@ -381,7 +376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>displaystyle: true largeop: default</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝑨𝑩𝑪𝑫𝑬𝑭𝑮𝑯𝑰𝑱𝑲𝑳𝑴𝑵𝑶𝑷𝑸𝑹𝑺𝑻𝑼𝑽𝑾𝑿𝒀𝒁</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝒂𝒃𝒄𝒅𝒆𝒇𝒈𝒉𝒊𝒋𝒌𝒍𝒎𝒏𝒐𝒑𝒒𝒓𝒔𝒕𝒖𝒗𝒘𝒙𝒚𝒛</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝐀𝐁𝐂𝐃𝐄𝐅𝐆𝐇𝐈𝐉𝐊𝐋𝐌𝐍𝐎𝐏𝐐𝐑𝐒𝐓𝐔𝐕𝐖𝐗𝐘𝐙</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝐚𝐛𝐜𝐝𝐞𝐟𝐠𝐡𝐢𝐣𝐤𝐥𝐦𝐧𝐨𝐩𝐪𝐫𝐬𝐭𝐮𝐯𝐰𝐱𝐲𝐳</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝐴𝐵𝐶𝐷𝐸𝐹𝐺𝐻𝐼𝐽𝐾𝐿𝑀𝑁𝑂𝑃𝑄𝑅𝑆𝑇𝑈𝑉𝑊𝑋𝑌𝑍</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝑎𝑏𝑐𝑑𝑒𝑓𝑔ℎ𝑖𝑗𝑘𝑙𝑚𝑛𝑜𝑝𝑞𝑟𝑠𝑡𝑢𝑣𝑤𝑥𝑦𝑧</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝘼𝘽𝘾𝘿𝙀𝙁𝙂𝙃𝙄𝙅𝙆𝙇𝙈𝙉𝙊𝙋𝙌𝙍𝙎𝙏𝙐𝙑𝙒𝙓𝙔𝙕</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝙖𝙗𝙘𝙙𝙚𝙛𝙜𝙝𝙞𝙟𝙠𝙡𝙢𝙣𝙤𝙥𝙦𝙧𝙨𝙩𝙪𝙫𝙬𝙭𝙮𝙯</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝗔𝗕𝗖𝗗𝗘𝗙𝗚𝗛𝗜𝗝𝗞𝗟𝗠𝗡𝗢𝗣𝗤𝗥𝗦𝗧𝗨𝗩𝗪𝗫𝗬𝗭</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝗮𝗯𝗰𝗱𝗲𝗳𝗴𝗵𝗶𝗷𝗸𝗹𝗺𝗻𝗼𝗽𝗾𝗿𝘀𝘁𝘂𝘃𝘄𝘅𝘆𝘇</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝘈𝘉𝘊𝘋𝘌𝘍𝘎𝘏𝘐𝘑𝘒𝘓𝘔𝘕𝘖𝘗𝘘𝘙𝘚𝘛𝘜𝘝𝘞𝘟𝘠𝘡</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝘢𝘣𝘤𝘥𝘦𝘧𝘨𝘩𝘪𝘫𝘬𝘭𝘮𝘯𝘰𝘱𝘲𝘳𝘴𝘵𝘶𝘷𝘸𝘹𝘺𝘻</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -38,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝖠𝖡𝖢𝖣𝖤𝖥𝖦𝖧𝖨𝖩𝖪𝖫𝖬𝖭𝖮𝖯𝖰𝖱𝖲𝖳𝖴𝖵𝖶𝖷𝖸𝖹</m:t> </m:r>@@ -49,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>𝖺𝖻𝖼𝖽𝖾𝖿𝗀𝗁𝗂𝗃𝗄𝗅𝗆𝗇𝗈𝗉𝗊𝗋𝗌𝗍𝗎𝗏𝗐𝗑𝗒𝗓</m:t> </m:r>
@@ -66,14 +66,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -83,7 +83,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>macr</m:t> </m:r>@@ -102,7 +101,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>male</m:t> </m:r>@@ -121,7 +119,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>malt</m:t> </m:r>@@ -140,7 +137,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>maltese</m:t> </m:r>@@ -159,7 +155,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>map</m:t> </m:r>@@ -178,7 +173,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Map</m:t> </m:r>@@ -197,7 +191,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mapsto</m:t> </m:r>@@ -216,7 +209,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mapstodown</m:t> </m:r>@@ -235,7 +227,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mapstoleft</m:t> </m:r>@@ -254,7 +245,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mapstoup</m:t> </m:r>@@ -273,7 +263,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>marker</m:t> </m:r>@@ -292,7 +281,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mcomma</m:t> </m:r>@@ -311,7 +299,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mcy</m:t> </m:r>@@ -330,7 +317,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Mcy</m:t> </m:r>@@ -349,7 +335,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mdash</m:t> </m:r>@@ -368,7 +353,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mDDot</m:t> </m:r>@@ -387,7 +371,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>measuredangle</m:t> </m:r>@@ -406,7 +389,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>MediumSpace</m:t> </m:r>@@ -425,7 +407,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Mellintrf</m:t> </m:r>@@ -444,7 +425,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mfr</m:t> </m:r>@@ -463,7 +443,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Mfr</m:t> </m:r>@@ -482,7 +461,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mho</m:t> </m:r>@@ -501,7 +479,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>micro</m:t> </m:r>@@ -520,7 +497,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mid</m:t> </m:r>@@ -539,7 +515,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>midast</m:t> </m:r>@@ -558,7 +533,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>midcir</m:t> </m:r>@@ -577,7 +551,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>middot</m:t> </m:r>@@ -596,7 +569,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>minus</m:t> </m:r>@@ -615,7 +587,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>minusb</m:t> </m:r>@@ -634,7 +605,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>minusd</m:t> </m:r>@@ -653,7 +623,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>minusdu</m:t> </m:r>@@ -672,7 +641,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>MinusPlus</m:t> </m:r>@@ -691,7 +659,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mlcp</m:t> </m:r>@@ -710,7 +677,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mldr</m:t> </m:r>@@ -729,7 +695,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mnplus</m:t> </m:r>@@ -748,7 +713,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>models</m:t> </m:r>@@ -767,7 +731,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mopf</m:t> </m:r>@@ -786,7 +749,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Mopf</m:t> </m:r>@@ -805,7 +767,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mp</m:t> </m:r>@@ -824,7 +785,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mscr</m:t> </m:r>@@ -843,7 +803,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Mscr</m:t> </m:r>@@ -862,7 +821,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mstpos</m:t> </m:r>@@ -881,7 +839,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mu</m:t> </m:r>@@ -900,7 +857,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>multimap</m:t> </m:r>@@ -919,7 +875,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>mumap</m:t> </m:r>
@@ -147,8 +147,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -158,7 +158,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -195,7 +194,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -206,7 +204,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -243,7 +240,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -254,7 +250,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -291,7 +286,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -302,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -339,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -350,7 +342,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -387,7 +378,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -398,7 +388,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -435,7 +424,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -446,7 +434,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -483,7 +470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -494,7 +480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -531,7 +516,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -542,7 +526,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -579,7 +562,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -590,7 +572,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -627,7 +608,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>
@@ -1317,8 +1317,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -1328,7 +1328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1365,7 +1364,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1376,7 +1374,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1413,7 +1410,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1424,7 +1420,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1461,7 +1456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1472,7 +1466,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1509,7 +1502,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1520,7 +1512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1557,7 +1548,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1568,7 +1558,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1605,7 +1594,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1616,7 +1604,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1653,7 +1640,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1664,7 +1650,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1701,7 +1686,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1712,7 +1696,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1749,7 +1732,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1760,7 +1742,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1797,7 +1778,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1808,7 +1788,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1845,7 +1824,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1856,7 +1834,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1893,7 +1870,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1904,7 +1880,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1941,7 +1916,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -1952,7 +1926,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -1989,7 +1962,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2000,7 +1972,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2037,7 +2008,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2048,7 +2018,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2085,7 +2054,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2096,7 +2064,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2133,7 +2100,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2144,7 +2110,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2181,7 +2146,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2192,7 +2156,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2229,7 +2192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2240,7 +2202,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2277,7 +2238,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2288,7 +2248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2325,7 +2284,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2336,7 +2294,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2373,7 +2330,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2384,7 +2340,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2421,7 +2376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2432,7 +2386,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2469,7 +2422,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2480,7 +2432,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2517,7 +2468,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2528,7 +2478,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2565,7 +2514,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2576,7 +2524,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2613,7 +2560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2624,7 +2570,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2661,7 +2606,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2672,7 +2616,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2709,7 +2652,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2720,7 +2662,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2757,7 +2698,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2768,7 +2708,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2805,7 +2744,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2816,7 +2754,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2853,7 +2790,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2864,7 +2800,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2901,7 +2836,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2912,7 +2846,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2949,7 +2882,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -2960,7 +2892,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -2997,7 +2928,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3008,7 +2938,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3045,7 +2974,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3056,7 +2984,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3093,7 +3020,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3104,7 +3030,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3141,7 +3066,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3152,7 +3076,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3189,7 +3112,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3200,7 +3122,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3237,7 +3158,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3248,7 +3168,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3285,7 +3204,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3296,7 +3214,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3333,7 +3250,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3344,7 +3260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3381,7 +3296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3392,7 +3306,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3429,7 +3342,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3440,7 +3352,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3477,7 +3388,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3488,7 +3398,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3525,7 +3434,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3536,7 +3444,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3573,7 +3480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3584,7 +3490,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3621,7 +3526,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3632,7 +3536,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3669,7 +3572,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3680,7 +3582,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3717,7 +3618,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3728,7 +3628,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3765,7 +3664,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3776,7 +3674,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3813,7 +3710,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3824,7 +3720,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3861,7 +3756,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3872,7 +3766,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3909,7 +3802,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3920,7 +3812,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -3957,7 +3848,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -3968,7 +3858,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4005,7 +3894,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4016,7 +3904,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4053,7 +3940,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4064,7 +3950,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4101,7 +3986,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4112,7 +3996,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4149,7 +4032,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4160,7 +4042,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4197,7 +4078,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4208,7 +4088,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4245,7 +4124,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4256,7 +4134,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4293,7 +4170,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4304,7 +4180,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4341,7 +4216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4352,7 +4226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4389,7 +4262,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4400,7 +4272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4437,7 +4308,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4448,7 +4318,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4485,7 +4354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4496,7 +4364,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4533,7 +4400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4544,7 +4410,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4581,7 +4446,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4592,7 +4456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4629,7 +4492,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4640,7 +4502,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4677,7 +4538,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4688,7 +4548,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4725,7 +4584,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4736,7 +4594,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4773,7 +4630,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4784,7 +4640,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4821,7 +4676,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4832,7 +4686,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4869,7 +4722,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4880,7 +4732,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4917,7 +4768,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4928,7 +4778,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -4965,7 +4814,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -4976,7 +4824,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5013,7 +4860,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5024,7 +4870,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5061,7 +4906,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5072,7 +4916,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5109,7 +4952,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5120,7 +4962,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5157,7 +4998,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5168,7 +5008,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5205,7 +5044,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5216,7 +5054,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5253,7 +5090,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5264,7 +5100,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5301,7 +5136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5312,7 +5146,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5349,7 +5182,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5360,7 +5192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5397,7 +5228,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5408,7 +5238,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5445,7 +5274,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5456,7 +5284,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5493,7 +5320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5504,7 +5330,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5541,7 +5366,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5552,7 +5376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5589,7 +5412,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5600,7 +5422,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5637,7 +5458,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5648,7 +5468,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5685,7 +5504,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5696,7 +5514,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5733,7 +5550,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5744,7 +5560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5781,7 +5596,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5792,7 +5606,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5829,7 +5642,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5840,7 +5652,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5877,7 +5688,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5888,7 +5698,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5925,7 +5734,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5936,7 +5744,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -5973,7 +5780,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -5984,7 +5790,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -6021,7 +5826,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -6032,7 +5836,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -6069,7 +5872,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>@@ -6080,7 +5882,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Consider the equation </m:t> </m:r>@@ -6117,7 +5918,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>.</m:t> </m:r>
@@ -12127,46261 +12127,44261 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" />- <m:count m:val="1" />- </m:mcPr>- </m:mc>- <m:mc>- <m:mcPr>- <m:mcJc m:val="left" />- <m:count m:val="1" />- </m:mcPr>- </m:mc>- <m:mc>- <m:mcPr>- <m:mcJc m:val="left" />- <m:count m:val="1" />- </m:mcPr>- </m:mc>- <m:mc>- <m:mcPr>- <m:mcJc m:val="left" />- <m:count m:val="1" />- </m:mcPr>- </m:mc>- <m:mc>- <m:mcPr>- <m:mcJc m:val="left" />- <m:count m:val="1" />- </m:mcPr>- </m:mc>- <m:mc>- <m:mcPr>- <m:mcJc m:val="left" />- <m:count m:val="1" />- </m:mcPr>- </m:mc>- <m:mc>- <m:mcPr>- <m:mcJc m:val="left" />- <m:count m:val="1" />- </m:mcPr>- </m:mc>- <m:mc>- <m:mcPr>- <m:mcJc m:val="left" />- <m:count m:val="1" />- </m:mcPr>- </m:mc>- <m:mc>- <m:mcPr>- <m:mcJc m:val="left" />- <m:count m:val="1" />- </m:mcPr>- </m:mc>- <m:mc>- <m:mcPr>- <m:mcJc m:val="left" />- <m:count m:val="1" />- </m:mcPr>- </m:mc>- </m:mcs>- </m:mPr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>0</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>0</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>1</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>1</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>2</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>2</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>3</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>3</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>4</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>4</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>5</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>5</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>6</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>6</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>7</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>7</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>8</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>8</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>9</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>9</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>10</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>10</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>11</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>11</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>12</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>12</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>13</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>13</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>14</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>14</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>15</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>15</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>16</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>16</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>17</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>17</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>18</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>18</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>19</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>19</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>20</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>20</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>21</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>21</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>22</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>22</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>23</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>23</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>24</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>24</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>25</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>25</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>26</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>26</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>27</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>27</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>28</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>28</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>29</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>29</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>30</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>30</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>31</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>31</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>32</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>32</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>33</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>33</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>34</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>34</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>35</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>35</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>36</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>36</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>37</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>37</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>38</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>38</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>39</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>39</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>40</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>40</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>41</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>41</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>42</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>42</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>43</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>43</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>44</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>44</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>45</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>45</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>46</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>46</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>47</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>47</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>48</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>48</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>49</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>49</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>50</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>50</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>51</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>51</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>52</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>52</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>53</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>53</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>54</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>54</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>55</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>55</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>56</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>56</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>57</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>57</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>58</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>58</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>59</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>59</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>60</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>60</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>61</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>61</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>62</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>62</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>63</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>63</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>64</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>64</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>65</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>65</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>66</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>66</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>67</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>67</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>68</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>68</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>69</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>69</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>70</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>70</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>71</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>71</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>72</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>72</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>73</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>73</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>74</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>74</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>75</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>75</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>76</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>76</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>77</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>77</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>78</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>78</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>79</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>79</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>80</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>80</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>81</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>81</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>82</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>82</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>83</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>83</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>84</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>84</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>85</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>85</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>86</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>86</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>87</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>87</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>88</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>88</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>89</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>89</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>90</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>90</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>91</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>91</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>92</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>92</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>93</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>93</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>94</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>94</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>95</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>95</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>96</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>96</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>97</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>97</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>98</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>98</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>99</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>99</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>100</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>100</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>101</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>101</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>102</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>102</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>103</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>103</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>104</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>104</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>105</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>105</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>106</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>106</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>107</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>107</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>108</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>108</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>109</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>109</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>110</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>110</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>111</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>111</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>112</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>112</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>113</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>113</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>114</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>114</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>115</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>115</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>116</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>116</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>117</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>117</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>118</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>118</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>119</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>119</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>120</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>120</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>121</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>121</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>122</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>122</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>123</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>123</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>124</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>124</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>125</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>125</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>126</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>126</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>127</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>127</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>128</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>128</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>129</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>129</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>130</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>130</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>131</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>131</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>132</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>132</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>133</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>133</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>134</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>134</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>135</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>135</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>136</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>136</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>137</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>137</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>138</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>138</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>139</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>139</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>140</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>140</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>141</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>141</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>142</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>142</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>143</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>143</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>144</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>144</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>145</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>145</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>146</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>146</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>147</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>147</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>148</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>148</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>149</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>149</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>150</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>150</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>151</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>151</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>152</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>152</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>153</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>153</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>154</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>154</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>155</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>155</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>156</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>156</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>157</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>157</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>158</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>158</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>159</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>159</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>160</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>160</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>161</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>161</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>162</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>162</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>163</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>163</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>164</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>164</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>165</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>165</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>166</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>166</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>167</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>167</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>168</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>168</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>169</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>169</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>170</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>170</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>171</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>171</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>172</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>172</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>173</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>173</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>174</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>174</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>175</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>175</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>176</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>176</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>177</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>177</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>178</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>178</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>179</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>179</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>180</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>180</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>181</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>181</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>182</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>182</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>183</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>183</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>184</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>184</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>185</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>185</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>186</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>186</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>187</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>187</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>188</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>188</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>189</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>189</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>190</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>190</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>191</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>191</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>192</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>192</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>193</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>193</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>194</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>194</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>195</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>195</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>196</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>196</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>197</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>197</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>198</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>198</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>199</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>199</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>200</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>200</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>201</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>201</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>202</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>202</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>203</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>203</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>204</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>204</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>205</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>205</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>206</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>206</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>207</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>207</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>208</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>208</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>209</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>209</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>210</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>210</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>211</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>211</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>212</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>212</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>213</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>213</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>214</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>214</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>215</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>215</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>216</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>216</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>217</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>217</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>218</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>218</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>219</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>219</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>220</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>220</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>221</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>221</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>222</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>222</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>223</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>223</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>224</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>224</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>225</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>225</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>226</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>226</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>227</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>227</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>228</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>228</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>229</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>229</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>230</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>230</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>231</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>231</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>232</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>232</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>233</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>233</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>234</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>234</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>235</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>235</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>236</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>236</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>237</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>237</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>238</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>238</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>239</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>239</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>240</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>240</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>241</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>241</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>242</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>242</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>243</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>243</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>244</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>244</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>245</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>245</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>246</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>246</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>247</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>247</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>248</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>248</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>249</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>249</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>250</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>250</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>251</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>251</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>252</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>252</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>253</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>253</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>254</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>254</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>255</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>255</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>256</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>256</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>257</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>257</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>258</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>258</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>259</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>259</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>260</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>260</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>261</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>261</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>262</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>262</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>263</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>263</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>264</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>264</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>265</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>265</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>266</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>266</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>267</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>267</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>268</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>268</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>269</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>269</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>270</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>270</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>271</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>271</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>272</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>272</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>273</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>273</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>274</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>274</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>275</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>275</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>276</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>276</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>277</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>277</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>278</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>278</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>279</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>279</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>280</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>280</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>281</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>281</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>282</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>282</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>283</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>283</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>284</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>284</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>285</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>285</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>286</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>286</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>287</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>287</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>288</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>288</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>289</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>289</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>290</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>290</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>291</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>291</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>292</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>292</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>293</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>293</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>294</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>294</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>295</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>295</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>296</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>296</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>297</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>297</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>298</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>298</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>299</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>299</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>300</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>300</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>301</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>301</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>302</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>302</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>303</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>303</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>304</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>304</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>305</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>305</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>306</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>306</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>307</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>307</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>308</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>308</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>309</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>309</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>310</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>310</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>311</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>311</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>312</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>312</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>313</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>313</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>314</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>314</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>315</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>315</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>316</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>316</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>317</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>317</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>318</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>318</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>319</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>319</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>320</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>320</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>321</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>321</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>322</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>322</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>323</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>323</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>324</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>324</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>325</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>325</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>326</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>326</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>327</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>327</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>328</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>328</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>329</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>329</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>330</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>330</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>331</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>331</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>332</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>332</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>333</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>333</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>334</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>334</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>335</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>335</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>336</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>336</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>337</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>337</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>338</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>338</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>339</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>339</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>340</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>340</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>341</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>341</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>342</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>342</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>343</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>343</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>344</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>344</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>345</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>345</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>346</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>346</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>347</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>347</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>348</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>348</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>349</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>349</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>350</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>350</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>351</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>351</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>352</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>352</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>353</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>353</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>354</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>354</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>355</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>355</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>356</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>356</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>357</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>357</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>358</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>358</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>359</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>359</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>360</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>360</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>361</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>361</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>362</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>362</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>363</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>363</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>364</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>364</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>365</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>365</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>366</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>366</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>367</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>367</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>368</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>368</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>369</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>369</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>370</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>370</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>371</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>371</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>372</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>372</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>373</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>373</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>374</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>374</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>375</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>375</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>376</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>376</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>377</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>377</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>378</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>378</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>379</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>379</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>380</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>380</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>381</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>381</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>382</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>382</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>383</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>383</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>384</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>384</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>385</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>385</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>386</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>386</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>387</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>387</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>388</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>388</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>389</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>389</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>390</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>390</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>391</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>391</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>392</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>392</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>393</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>393</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>394</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>394</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>395</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>395</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>396</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>396</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>397</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>397</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>398</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>398</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>399</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>399</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>400</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>400</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>401</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>401</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>402</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>402</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>403</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>403</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>404</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>404</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>405</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>405</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>406</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>406</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>407</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>407</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>408</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>408</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>409</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>409</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>410</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>410</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>411</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>411</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>412</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>412</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>413</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>413</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>414</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>414</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>415</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>415</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>416</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>416</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>417</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>417</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>418</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>418</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>419</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>419</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>420</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>420</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>421</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>421</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>422</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>422</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>423</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>423</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>424</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>424</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>425</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>425</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>426</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>426</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>427</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>427</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>428</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>428</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>429</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>429</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>430</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>430</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>431</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>431</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>432</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>432</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>433</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>433</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>434</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>434</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>435</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>435</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>436</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>436</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>437</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>437</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>438</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>438</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>439</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>439</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>440</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>440</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>441</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>441</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>442</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>442</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>443</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>443</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>444</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>444</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>445</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>445</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>446</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>446</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>447</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>447</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>448</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>448</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>449</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>449</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>450</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>450</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>451</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>451</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>452</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>452</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>453</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>453</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>454</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>454</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>455</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>455</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>456</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>456</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>457</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>457</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>458</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>458</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>459</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>459</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>460</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>460</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>461</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>461</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>462</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>462</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>463</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>463</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>464</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>464</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>465</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>465</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>466</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>466</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>467</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>467</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>468</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>468</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>469</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>469</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>470</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>470</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>471</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>471</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>472</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>472</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>473</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>473</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>474</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>474</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>475</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>475</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>476</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>476</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>477</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>477</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>478</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>478</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>479</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>479</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>480</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>480</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>481</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>481</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>482</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>482</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>483</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>483</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>484</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>484</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>485</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>485</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>486</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>486</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>487</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>487</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>488</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>488</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>489</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>489</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>490</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>490</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>491</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>491</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>492</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>492</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>493</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>493</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>494</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>494</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>495</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>495</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>496</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>496</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>497</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>497</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>498</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>498</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>499</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>499</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>500</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>500</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>501</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>501</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>502</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>502</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>503</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>503</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>504</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>504</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>505</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>505</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>506</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>506</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>507</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>507</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>508</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>508</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>509</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>509</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>510</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>510</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>511</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>511</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>512</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>512</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>513</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>513</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>514</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>514</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>515</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>515</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>516</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>516</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>517</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>517</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>518</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>518</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>519</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>519</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>520</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>520</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>521</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>521</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>522</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>522</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>523</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>523</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>524</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>524</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>525</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>525</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>526</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>526</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>527</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>527</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>528</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>528</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>529</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>529</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>530</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>530</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>531</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>531</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>532</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>532</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>533</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>533</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>534</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>534</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>535</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>535</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>536</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>536</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>537</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>537</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>538</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>538</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>539</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>539</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>540</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>540</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>541</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>541</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>542</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>542</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>543</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>543</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>544</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>544</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>545</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>545</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>546</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>546</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>547</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>547</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>548</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>548</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>549</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>549</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>550</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>550</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>551</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>551</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>552</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>552</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>553</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>553</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>554</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>554</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>555</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>555</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>556</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>556</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>557</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>557</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>558</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>558</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>559</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>559</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>560</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>560</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>561</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>561</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>562</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>562</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>563</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>563</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>564</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>564</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>565</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>565</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>566</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>566</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>567</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>567</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>568</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>568</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>569</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>569</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>570</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>570</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>571</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>571</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>572</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>572</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>573</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>573</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>574</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>574</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>575</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>575</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>576</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>576</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>577</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>577</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>578</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>578</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>579</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>579</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>580</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>580</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>581</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>581</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>582</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>582</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>583</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>583</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>584</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>584</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>585</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>585</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>586</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>586</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>587</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>587</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>588</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>588</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>589</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>589</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>590</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>590</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>591</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>591</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>592</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>592</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>593</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>593</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>594</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>594</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>595</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>595</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>596</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>596</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>597</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>597</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>598</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>598</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>599</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>599</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>600</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>600</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>601</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>601</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>602</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>602</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>603</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>603</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>604</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>604</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>605</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>605</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>606</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>606</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>607</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>607</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>608</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>608</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>609</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>609</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>610</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>610</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>611</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>611</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>612</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>612</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>613</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>613</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>614</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>614</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>615</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>615</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>616</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>616</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>617</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>617</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>618</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>618</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>619</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>619</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>620</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>620</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>621</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>621</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>622</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>622</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>623</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>623</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>624</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>624</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>625</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>625</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>626</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>626</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>627</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>627</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>628</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>628</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>629</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>629</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>630</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>630</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>631</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>631</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>632</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>632</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>633</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>633</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>634</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>634</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>635</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>635</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>636</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>636</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>637</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>637</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>638</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>638</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>639</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>639</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>640</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>640</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>641</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>641</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>642</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>642</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>643</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>643</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>644</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>644</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>645</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>645</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>646</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>646</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>647</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>647</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>648</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>648</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>649</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>649</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>650</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>650</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>651</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>651</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>652</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>652</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>653</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>653</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>654</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>654</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>655</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>655</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>656</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>656</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>657</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>657</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>658</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>658</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>659</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>659</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>660</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>660</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>661</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>661</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>662</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>662</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>663</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>663</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>664</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>664</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>665</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>665</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>666</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>666</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>667</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>667</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>668</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>668</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>669</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>669</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>670</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>670</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>671</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>671</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>672</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>672</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>673</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>673</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>674</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>674</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>675</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>675</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>676</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>676</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>677</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>677</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>678</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>678</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>679</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>679</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>680</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>680</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>681</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>681</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>682</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>682</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>683</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>683</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>684</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>684</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>685</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>685</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>686</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>686</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>687</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>687</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>688</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>688</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>689</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>689</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>690</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>690</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>691</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>691</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>692</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>692</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>693</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>693</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>694</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>694</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>695</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>695</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>696</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>696</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>697</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>697</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>698</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>698</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>699</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>699</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>700</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>700</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>701</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>701</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>702</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>702</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>703</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>703</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>704</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>704</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>705</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>705</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>706</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>706</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>707</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>707</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>708</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>708</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>709</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>709</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>710</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>710</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>711</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>711</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>712</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>712</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>713</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>713</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>714</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>714</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>715</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>715</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>716</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>716</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>717</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>717</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>718</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>718</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>719</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>719</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>720</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>720</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>721</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>721</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>722</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>722</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>723</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>723</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>724</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>724</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>725</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>725</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>726</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>726</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>727</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>727</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>728</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>728</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>729</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>729</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>730</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>730</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>731</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>731</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>732</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>732</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>733</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>733</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>734</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>734</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>735</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>735</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>736</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>736</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>737</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>737</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>738</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>738</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>739</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>739</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>740</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>740</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>741</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>741</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>742</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>742</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>743</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>743</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>744</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>744</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>745</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>745</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>746</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>746</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>747</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>747</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>748</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>748</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>749</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>749</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>750</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>750</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>751</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>751</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>752</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>752</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>753</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>753</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>754</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>754</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>755</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>755</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>756</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>756</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>757</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>757</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>758</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>758</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>759</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>759</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>760</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>760</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>761</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>761</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>762</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>762</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>763</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>763</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>764</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>764</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>765</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>765</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>766</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>766</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>767</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>767</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>768</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>768</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>769</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>769</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>770</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>770</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>771</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>771</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>772</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>772</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>773</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>773</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>774</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>774</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>775</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>775</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>776</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>776</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>777</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>777</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>778</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>778</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>779</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>779</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>780</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>780</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>781</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>781</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>782</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>782</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>783</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>783</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>784</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>784</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>785</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>785</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>786</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>786</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>787</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>787</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>788</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>788</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>789</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>789</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>790</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>790</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>791</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>791</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>792</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>792</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>793</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>793</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>794</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>794</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>795</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>795</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>796</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>796</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>797</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>797</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>798</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>798</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>799</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>799</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>800</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>800</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>801</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>801</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>802</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>802</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>803</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>803</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>804</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>804</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>805</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>805</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>806</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>806</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>807</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>807</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>808</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>808</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>809</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>809</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>810</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>810</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>811</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>811</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>812</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>812</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>813</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>813</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>814</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>814</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>815</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>815</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>816</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>816</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>817</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>817</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>818</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>818</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>819</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>819</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>820</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>820</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>821</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>821</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>822</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>822</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>823</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>823</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>824</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>824</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>825</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>825</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>826</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>826</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>827</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>827</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>828</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>828</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>829</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>829</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>830</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>830</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>831</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>831</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>832</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>832</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>833</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>833</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>834</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>834</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>835</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>835</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>836</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>836</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>837</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>837</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>838</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>838</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>839</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>839</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>840</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>840</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>841</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>841</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>842</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>842</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>843</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>843</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>844</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>844</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>845</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>845</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>846</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>846</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>847</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>847</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>848</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>848</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>849</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>849</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>850</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>850</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>851</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>851</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>852</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>852</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>853</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>853</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>854</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>854</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>855</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>855</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>856</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>856</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>857</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>857</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>858</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>858</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>859</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>859</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>860</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>860</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>861</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>861</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>862</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>862</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>863</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>863</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>864</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>864</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>865</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>865</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>866</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>866</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>867</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>867</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>868</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>868</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>869</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>869</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>870</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>870</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>871</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>871</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>872</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>872</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>873</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>873</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>874</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>874</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>875</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>875</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>876</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>876</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>877</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>877</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>878</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>878</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>879</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>879</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>880</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>880</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>881</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>881</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>882</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>882</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>883</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>883</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>884</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>884</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>885</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>885</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>886</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>886</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>887</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>887</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>888</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>888</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>889</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>889</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>890</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>890</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>891</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>891</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>892</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>892</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>893</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>893</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>894</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>894</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>895</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>895</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>896</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>896</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>897</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>897</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>898</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>898</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>899</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>899</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>900</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>900</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>901</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>901</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>902</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>902</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>903</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>903</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>904</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>904</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>905</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>905</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>906</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>906</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>907</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>907</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>908</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>908</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>909</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>909</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>910</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>910</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>911</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>911</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>912</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>912</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>913</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>913</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>914</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>914</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>915</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>915</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>916</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>916</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>917</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>917</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>918</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>918</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>919</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>919</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>920</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>920</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>921</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>921</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>922</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>922</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>923</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>923</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>924</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>924</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>925</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>925</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>926</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>926</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>927</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>927</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>928</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>928</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>929</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>929</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>930</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>930</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>931</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>931</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>932</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>932</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>933</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>933</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>934</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>934</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>935</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>935</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>936</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>936</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>937</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>937</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>938</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>938</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>939</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>939</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>940</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>940</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>941</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>941</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>942</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>942</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>943</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>943</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>944</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>944</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>945</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>945</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>946</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>946</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>947</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>947</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>948</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>948</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>949</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>949</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>950</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>950</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>951</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>951</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>952</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>952</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>953</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>953</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>954</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>954</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>955</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>955</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>956</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>956</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>957</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>957</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>958</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>958</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>959</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>959</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>960</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>960</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>961</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>961</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>962</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>962</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>963</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>963</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>964</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>964</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>965</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>965</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>966</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>966</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>967</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>967</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>968</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>968</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>969</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>969</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>970</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>970</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>971</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>971</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>972</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>972</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>973</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>973</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>974</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>974</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>975</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>975</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>976</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>976</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>977</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>977</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>978</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>978</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>979</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>979</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>980</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>980</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>981</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>981</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>982</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>982</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>983</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>983</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>984</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>984</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>985</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>985</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>986</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>986</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>987</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>987</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>988</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>988</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>989</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>989</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- </m:mr>- <m:mr>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>990</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>990</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>991</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>991</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>992</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>992</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>993</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>993</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>994</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>994</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>995</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>995</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>996</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>996</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>α</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>997</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>997</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>β</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>998</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>998</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>γ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>.</m:t>- </m:r>- </m:e>- <m:e>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />- </m:rPr>- <m:t>Consider the equation </m:t>- </m:r>- <m:sSup>- <m:e>- <m:r>- <m:t>x</m:t>- </m:r>- </m:e>- <m:sup>- <m:r>- <m:t>999</m:t>- </m:r>- </m:sup>- </m:sSup>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>+</m:t>- </m:r>- <m:r>- <m:t>999</m:t>- </m:r>- <m:r>- <m:rPr>- <m:sty m:val="p" />- </m:rPr>- <m:t>=</m:t>- </m:r>- <m:r>- <m:t>δ</m:t>- </m:r>- <m:r>- <m:rPr>- <m:nor />- <m:sty m:val="p" />+ <m:count m:val="1" />+ <m:mcJc m:val="left" />+ </m:mcPr>+ </m:mc>+ <m:mc>+ <m:mcPr>+ <m:count m:val="1" />+ <m:mcJc m:val="left" />+ </m:mcPr>+ </m:mc>+ <m:mc>+ <m:mcPr>+ <m:count m:val="1" />+ <m:mcJc m:val="left" />+ </m:mcPr>+ </m:mc>+ <m:mc>+ <m:mcPr>+ <m:count m:val="1" />+ <m:mcJc m:val="left" />+ </m:mcPr>+ </m:mc>+ <m:mc>+ <m:mcPr>+ <m:count m:val="1" />+ <m:mcJc m:val="left" />+ </m:mcPr>+ </m:mc>+ <m:mc>+ <m:mcPr>+ <m:count m:val="1" />+ <m:mcJc m:val="left" />+ </m:mcPr>+ </m:mc>+ <m:mc>+ <m:mcPr>+ <m:count m:val="1" />+ <m:mcJc m:val="left" />+ </m:mcPr>+ </m:mc>+ <m:mc>+ <m:mcPr>+ <m:count m:val="1" />+ <m:mcJc m:val="left" />+ </m:mcPr>+ </m:mc>+ <m:mc>+ <m:mcPr>+ <m:count m:val="1" />+ <m:mcJc m:val="left" />+ </m:mcPr>+ </m:mc>+ <m:mc>+ <m:mcPr>+ <m:count m:val="1" />+ <m:mcJc m:val="left" />+ </m:mcPr>+ </m:mc>+ </m:mcs>+ </m:mPr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>0</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>0</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>1</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>1</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>2</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>2</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>3</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>3</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>4</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>4</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>5</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>5</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>6</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>6</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>7</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>7</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>8</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>8</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>9</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>9</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>10</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>10</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>11</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>11</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>12</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>12</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>13</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>13</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>14</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>14</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>15</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>15</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>16</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>16</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>17</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>17</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>18</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>18</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>19</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>19</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>20</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>20</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>21</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>21</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>22</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>22</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>23</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>23</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>24</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>24</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>25</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>25</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>26</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>26</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>27</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>27</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>28</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>28</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>29</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>29</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>30</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>30</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>31</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>31</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>32</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>32</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>33</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>33</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>34</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>34</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>35</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>35</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>36</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>36</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>37</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>37</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>38</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>38</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>39</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>39</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>40</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>40</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>41</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>41</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>42</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>42</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>43</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>43</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>44</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>44</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>45</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>45</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>46</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>46</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>47</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>47</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>48</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>48</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>49</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>49</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>50</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>50</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>51</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>51</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>52</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>52</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>53</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>53</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>54</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>54</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>55</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>55</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>56</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>56</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>57</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>57</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>58</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>58</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>59</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>59</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>60</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>60</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>61</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>61</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>62</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>62</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>63</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>63</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>64</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>64</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>65</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>65</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>66</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>66</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>67</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>67</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>68</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>68</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>69</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>69</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>70</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>70</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>71</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>71</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>72</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>72</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>73</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>73</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>74</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>74</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>75</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>75</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>76</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>76</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>77</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>77</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>78</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>78</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>79</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>79</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>80</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>80</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>81</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>81</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>82</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>82</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>83</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>83</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>84</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>84</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>85</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>85</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>86</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>86</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>87</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>87</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>88</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>88</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>89</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>89</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>90</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>90</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>91</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>91</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>92</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>92</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>93</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>93</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>94</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>94</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>95</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>95</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>96</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>96</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>97</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>97</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>98</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>98</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>99</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>99</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>100</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>100</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>101</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>101</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>102</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>102</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>103</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>103</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>104</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>104</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>105</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>105</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>106</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>106</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>107</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>107</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>108</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>108</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>109</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>109</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>110</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>110</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>111</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>111</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>112</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>112</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>113</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>113</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>114</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>114</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>115</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>115</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>116</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>116</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>117</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>117</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>118</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>118</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>119</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>119</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>120</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>120</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>121</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>121</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>122</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>122</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>123</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>123</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>124</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>124</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>125</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>125</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>126</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>126</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>127</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>127</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>128</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>128</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>129</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>129</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>130</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>130</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>131</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>131</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>132</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>132</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>133</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>133</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>134</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>134</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>135</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>135</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>136</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>136</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>137</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>137</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>138</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>138</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>139</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>139</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>140</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>140</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>141</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>141</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>142</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>142</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>143</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>143</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>144</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>144</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>145</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>145</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>146</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>146</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>147</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>147</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>148</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>148</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>149</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>149</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>150</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>150</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>151</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>151</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>152</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>152</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>153</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>153</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>154</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>154</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>155</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>155</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>156</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>156</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>157</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>157</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>158</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>158</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>159</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>159</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>160</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>160</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>161</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>161</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>162</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>162</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>163</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>163</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>164</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>164</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>165</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>165</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>166</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>166</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>167</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>167</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>168</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>168</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>169</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>169</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>170</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>170</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>171</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>171</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>172</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>172</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>173</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>173</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>174</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>174</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>175</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>175</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>176</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>176</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>177</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>177</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>178</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>178</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>179</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>179</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>180</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>180</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>181</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>181</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>182</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>182</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>183</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>183</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>184</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>184</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>185</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>185</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>186</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>186</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>187</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>187</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>188</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>188</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>189</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>189</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>190</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>190</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>191</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>191</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>192</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>192</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>193</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>193</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>194</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>194</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>195</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>195</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>196</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>196</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>197</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>197</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>198</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>198</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>199</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>199</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>200</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>200</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>201</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>201</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>202</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>202</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>203</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>203</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>204</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>204</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>205</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>205</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>206</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>206</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>207</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>207</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>208</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>208</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>209</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>209</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>210</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>210</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>211</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>211</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>212</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>212</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>213</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>213</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>214</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>214</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>215</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>215</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>216</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>216</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>217</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>217</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>218</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>218</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>219</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>219</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>220</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>220</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>221</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>221</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>222</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>222</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>223</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>223</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>224</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>224</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>225</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>225</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>226</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>226</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>227</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>227</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>228</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>228</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>229</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>229</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>230</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>230</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>231</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>231</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>232</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>232</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>233</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>233</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>234</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>234</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>235</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>235</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>236</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>236</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>237</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>237</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>238</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>238</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>239</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>239</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>240</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>240</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>241</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>241</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>242</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>242</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>243</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>243</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>244</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>244</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>245</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>245</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>246</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>246</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>247</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>247</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>248</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>248</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>249</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>249</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>250</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>250</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>251</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>251</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>252</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>252</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>253</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>253</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>254</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>254</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>255</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>255</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>256</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>256</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>257</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>257</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>258</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>258</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>259</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>259</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>260</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>260</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>261</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>261</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>262</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>262</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>263</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>263</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>264</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>264</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>265</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>265</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>266</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>266</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>267</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>267</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>268</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>268</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>269</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>269</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>270</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>270</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>271</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>271</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>272</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>272</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>273</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>273</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>274</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>274</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>275</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>275</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>276</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>276</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>277</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>277</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>278</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>278</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>279</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>279</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>280</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>280</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>281</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>281</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>282</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>282</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>283</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>283</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>284</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>284</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>285</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>285</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>286</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>286</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>287</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>287</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>288</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>288</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>289</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>289</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>290</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>290</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>291</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>291</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>292</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>292</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>293</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>293</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>294</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>294</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>295</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>295</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>296</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>296</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>297</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>297</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>298</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>298</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>299</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>299</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>300</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>300</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>301</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>301</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>302</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>302</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>303</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>303</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>304</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>304</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>305</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>305</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>306</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>306</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>307</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>307</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>308</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>308</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>309</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>309</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>310</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>310</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>311</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>311</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>312</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>312</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>313</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>313</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>314</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>314</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>315</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>315</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>316</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>316</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>317</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>317</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>318</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>318</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>319</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>319</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>320</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>320</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>321</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>321</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>322</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>322</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>323</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>323</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>324</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>324</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>325</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>325</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>326</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>326</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>327</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>327</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>328</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>328</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>329</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>329</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>330</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>330</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>331</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>331</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>332</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>332</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>333</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>333</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>334</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>334</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>335</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>335</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>336</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>336</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>337</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>337</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>338</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>338</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>339</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>339</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>340</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>340</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>341</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>341</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>342</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>342</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>343</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>343</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>344</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>344</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>345</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>345</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>346</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>346</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>347</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>347</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>348</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>348</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>349</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>349</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>350</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>350</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>351</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>351</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>352</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>352</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>353</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>353</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>354</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>354</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>355</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>355</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>356</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>356</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>357</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>357</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>358</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>358</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>359</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>359</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>360</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>360</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>361</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>361</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>362</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>362</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>363</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>363</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>364</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>364</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>365</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>365</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>366</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>366</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>367</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>367</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>368</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>368</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>369</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>369</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>370</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>370</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>371</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>371</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>372</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>372</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>373</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>373</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>374</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>374</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>375</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>375</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>376</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>376</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>377</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>377</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>378</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>378</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>379</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>379</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>380</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>380</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>381</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>381</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>382</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>382</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>383</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>383</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>384</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>384</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>385</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>385</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>386</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>386</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>387</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>387</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>388</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>388</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>389</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>389</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>390</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>390</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>391</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>391</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>392</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>392</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>393</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>393</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>394</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>394</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>395</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>395</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>396</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>396</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>397</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>397</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>398</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>398</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>399</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>399</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>400</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>400</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>401</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>401</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>402</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>402</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>403</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>403</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>404</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>404</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>405</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>405</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>406</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>406</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>407</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>407</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>408</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>408</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>409</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>409</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>410</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>410</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>411</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>411</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>412</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>412</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>413</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>413</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>414</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>414</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>415</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>415</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>416</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>416</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>417</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>417</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>418</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>418</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>419</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>419</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>420</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>420</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>421</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>421</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>422</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>422</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>423</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>423</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>424</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>424</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>425</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>425</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>426</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>426</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>427</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>427</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>428</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>428</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>429</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>429</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>430</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>430</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>431</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>431</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>432</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>432</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>433</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>433</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>434</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>434</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>435</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>435</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>436</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>436</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>437</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>437</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>438</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>438</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>439</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>439</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>440</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>440</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>441</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>441</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>442</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>442</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>443</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>443</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>444</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>444</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>445</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>445</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>446</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>446</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>447</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>447</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>448</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>448</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>449</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>449</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>450</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>450</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>451</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>451</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>452</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>452</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>453</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>453</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>454</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>454</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>455</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>455</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>456</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>456</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>457</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>457</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>458</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>458</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>459</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>459</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>460</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>460</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>461</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>461</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>462</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>462</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>463</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>463</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>464</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>464</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>465</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>465</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>466</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>466</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>467</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>467</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>468</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>468</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>469</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>469</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>470</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>470</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>471</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>471</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>472</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>472</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>473</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>473</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>474</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>474</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>475</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>475</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>476</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>476</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>477</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>477</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>478</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>478</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>479</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>479</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>480</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>480</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>481</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>481</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>482</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>482</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>483</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>483</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>484</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>484</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>485</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>485</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>486</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>486</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>487</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>487</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>488</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>488</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>489</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>489</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>490</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>490</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>491</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>491</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>492</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>492</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>493</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>493</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>494</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>494</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>495</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>495</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>496</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>496</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>497</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>497</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>498</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>498</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>499</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>499</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>500</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>500</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>501</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>501</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>502</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>502</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>503</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>503</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>504</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>504</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>505</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>505</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>506</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>506</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>507</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>507</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>508</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>508</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>509</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>509</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>510</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>510</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>511</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>511</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>512</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>512</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>513</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>513</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>514</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>514</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>515</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>515</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>516</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>516</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>517</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>517</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>518</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>518</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>519</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>519</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>520</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>520</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>521</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>521</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>522</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>522</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>523</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>523</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>524</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>524</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>525</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>525</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>526</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>526</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>527</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>527</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>528</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>528</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>529</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>529</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>530</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>530</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>531</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>531</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>532</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>532</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>533</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>533</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>534</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>534</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>535</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>535</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>536</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>536</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>537</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>537</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>538</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>538</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>539</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>539</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>540</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>540</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>541</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>541</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>542</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>542</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>543</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>543</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>544</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>544</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>545</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>545</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>546</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>546</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>547</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>547</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>548</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>548</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>549</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>549</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>550</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>550</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>551</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>551</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>552</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>552</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>553</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>553</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>554</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>554</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>555</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>555</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>556</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>556</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>557</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>557</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>558</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>558</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>559</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>559</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>560</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>560</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>561</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>561</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>562</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>562</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>563</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>563</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>564</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>564</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>565</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>565</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>566</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>566</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>567</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>567</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>568</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>568</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>569</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>569</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>570</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>570</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>571</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>571</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>572</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>572</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>573</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>573</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>574</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>574</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>575</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>575</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>576</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>576</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>577</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>577</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>578</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>578</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>579</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>579</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>580</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>580</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>581</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>581</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>582</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>582</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>583</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>583</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>584</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>584</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>585</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>585</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>586</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>586</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>587</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>587</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>588</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>588</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>589</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>589</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>590</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>590</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>591</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>591</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>592</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>592</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>593</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>593</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>594</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>594</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>595</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>595</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>596</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>596</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>597</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>597</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>598</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>598</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>599</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>599</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>600</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>600</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>601</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>601</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>602</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>602</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>603</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>603</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>604</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>604</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>605</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>605</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>606</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>606</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>607</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>607</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>608</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>608</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>609</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>609</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>610</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>610</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>611</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>611</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>612</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>612</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>613</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>613</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>614</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>614</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>615</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>615</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>616</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>616</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>617</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>617</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>618</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>618</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>619</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>619</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>620</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>620</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>621</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>621</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>622</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>622</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>623</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>623</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>624</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>624</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>625</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>625</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>626</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>626</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>627</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>627</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>628</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>628</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>629</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>629</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>630</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>630</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>631</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>631</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>632</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>632</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>633</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>633</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>634</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>634</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>635</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>635</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>636</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>636</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>637</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>637</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>638</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>638</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>639</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>639</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>640</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>640</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>641</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>641</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>642</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>642</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>643</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>643</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>644</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>644</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>645</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>645</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>646</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>646</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>647</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>647</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>648</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>648</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>649</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>649</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>650</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>650</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>651</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>651</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>652</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>652</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>653</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>653</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>654</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>654</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>655</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>655</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>656</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>656</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>657</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>657</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>658</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>658</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>659</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>659</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>660</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>660</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>661</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>661</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>662</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>662</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>663</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>663</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>664</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>664</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>665</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>665</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>666</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>666</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>667</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>667</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>668</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>668</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>669</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>669</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>670</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>670</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>671</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>671</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>672</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>672</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>673</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>673</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>674</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>674</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>675</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>675</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>676</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>676</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>677</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>677</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>678</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>678</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>679</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>679</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>680</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>680</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>681</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>681</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>682</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>682</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>683</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>683</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>684</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>684</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>685</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>685</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>686</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>686</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>687</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>687</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>688</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>688</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>689</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>689</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>690</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>690</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>691</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>691</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>692</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>692</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>693</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>693</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>694</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>694</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>695</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>695</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>696</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>696</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>697</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>697</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>698</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>698</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>699</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>699</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>700</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>700</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>701</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>701</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>702</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>702</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>703</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>703</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>704</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>704</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>705</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>705</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>706</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>706</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>707</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>707</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>708</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>708</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>709</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>709</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>710</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>710</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>711</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>711</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>712</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>712</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>713</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>713</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>714</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>714</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>715</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>715</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>716</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>716</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>717</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>717</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>718</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>718</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>719</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>719</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>720</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>720</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>721</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>721</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>722</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>722</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>723</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>723</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>724</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>724</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>725</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>725</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>726</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>726</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>727</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>727</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>728</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>728</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>729</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>729</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>730</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>730</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>731</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>731</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>732</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>732</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>733</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>733</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>734</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>734</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>735</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>735</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>736</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>736</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>737</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>737</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>738</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>738</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>739</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>739</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>740</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>740</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>741</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>741</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>742</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>742</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>743</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>743</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>744</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>744</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>745</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>745</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>746</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>746</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>747</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>747</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>748</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>748</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>749</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>749</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>750</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>750</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>751</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>751</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>752</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>752</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>753</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>753</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>754</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>754</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>755</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>755</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>756</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>756</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>757</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>757</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>758</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>758</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>759</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>759</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>760</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>760</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>761</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>761</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>762</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>762</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>763</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>763</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>764</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>764</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>765</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>765</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>766</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>766</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>767</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>767</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>768</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>768</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>769</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>769</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>770</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>770</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>771</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>771</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>772</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>772</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>773</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>773</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>774</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>774</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>775</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>775</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>776</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>776</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>777</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>777</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>778</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>778</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>779</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>779</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>780</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>780</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>781</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>781</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>782</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>782</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>783</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>783</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>784</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>784</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>785</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>785</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>786</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>786</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>787</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>787</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>788</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>788</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>789</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>789</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>790</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>790</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>791</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>791</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>792</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>792</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>793</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>793</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>794</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>794</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>795</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>795</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>796</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>796</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>797</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>797</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>798</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>798</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>799</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>799</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>800</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>800</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>801</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>801</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>802</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>802</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>803</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>803</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>804</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>804</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>805</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>805</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>806</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>806</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>807</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>807</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>808</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>808</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>809</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>809</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>810</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>810</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>811</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>811</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>812</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>812</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>813</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>813</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>814</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>814</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>815</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>815</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>816</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>816</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>817</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>817</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>818</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>818</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>819</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>819</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>820</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>820</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>821</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>821</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>822</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>822</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>823</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>823</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>824</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>824</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>825</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>825</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>826</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>826</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>827</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>827</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>828</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>828</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>829</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>829</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>830</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>830</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>831</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>831</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>832</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>832</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>833</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>833</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>834</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>834</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>835</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>835</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>836</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>836</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>837</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>837</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>838</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>838</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>839</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>839</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>840</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>840</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>841</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>841</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>842</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>842</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>843</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>843</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>844</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>844</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>845</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>845</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>846</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>846</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>847</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>847</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>848</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>848</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>849</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>849</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>850</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>850</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>851</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>851</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>852</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>852</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>853</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>853</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>854</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>854</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>855</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>855</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>856</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>856</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>857</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>857</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>858</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>858</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>859</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>859</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>860</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>860</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>861</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>861</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>862</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>862</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>863</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>863</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>864</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>864</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>865</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>865</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>866</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>866</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>867</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>867</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>868</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>868</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>869</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>869</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>870</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>870</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>871</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>871</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>872</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>872</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>873</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>873</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>874</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>874</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>875</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>875</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>876</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>876</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>877</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>877</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>878</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>878</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>879</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>879</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>880</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>880</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>881</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>881</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>882</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>882</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>883</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>883</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>884</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>884</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>885</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>885</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>886</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>886</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>887</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>887</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>888</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>888</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>889</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>889</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>890</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>890</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>891</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>891</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>892</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>892</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>893</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>893</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>894</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>894</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>895</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>895</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>896</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>896</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>897</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>897</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>898</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>898</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>899</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>899</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>900</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>900</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>901</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>901</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>902</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>902</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>903</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>903</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>904</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>904</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>905</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>905</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>906</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>906</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>907</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>907</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>908</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>908</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>909</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>909</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>910</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>910</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>911</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>911</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>912</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>912</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>913</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>913</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>914</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>914</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>915</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>915</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>916</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>916</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>917</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>917</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>918</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>918</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>919</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>919</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>920</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>920</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>921</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>921</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>922</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>922</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>923</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>923</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>924</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>924</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>925</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>925</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>926</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>926</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>927</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>927</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>928</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>928</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>929</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>929</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>930</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>930</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>931</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>931</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>932</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>932</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>933</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>933</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>934</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>934</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>935</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>935</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>936</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>936</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>937</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>937</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>938</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>938</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>939</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>939</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>940</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>940</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>941</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>941</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>942</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>942</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>943</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>943</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>944</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>944</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>945</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>945</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>946</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>946</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>947</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>947</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>948</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>948</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>949</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>949</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>950</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>950</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>951</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>951</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>952</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>952</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>953</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>953</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>954</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>954</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>955</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>955</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>956</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>956</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>957</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>957</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>958</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>958</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>959</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>959</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>960</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>960</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>961</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>961</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>962</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>962</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>963</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>963</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>964</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>964</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>965</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>965</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>966</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>966</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>967</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>967</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>968</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>968</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>969</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>969</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>970</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>970</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>971</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>971</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>972</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>972</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>973</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>973</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>974</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>974</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>975</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>975</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>976</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>976</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>977</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>977</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>978</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>978</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>979</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>979</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>980</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>980</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>981</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>981</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>982</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>982</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>983</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>983</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>984</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>984</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>985</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>985</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>986</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>986</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>987</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>987</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>988</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>988</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>989</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>989</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ </m:mr>+ <m:mr>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>990</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>990</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>991</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>991</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>992</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>992</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>993</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>993</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>994</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>994</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>995</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>995</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>996</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>996</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>α</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>997</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>997</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>β</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>998</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>998</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>γ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>.</m:t>+ </m:r>+ </m:e>+ <m:e>+ <m:r>+ <m:rPr>+ <m:nor />+ </m:rPr>+ <m:t>Consider the equation </m:t>+ </m:r>+ <m:sSup>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ <m:sup>+ <m:r>+ <m:t>999</m:t>+ </m:r>+ </m:sup>+ </m:sSup>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>+</m:t>+ </m:r>+ <m:r>+ <m:t>999</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:sty m:val="p" />+ </m:rPr>+ <m:t>=</m:t>+ </m:r>+ <m:r>+ <m:t>δ</m:t>+ </m:r>+ <m:r>+ <m:rPr>+ <m:nor /> </m:rPr> <m:t>.</m:t> </m:r>
@@ -67,14 +67,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -12,7 +12,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Place mouse pointer over this box</m:t> </m:r>
@@ -30,8 +30,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -36,14 +36,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -17,7 +17,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>m</m:t> </m:r>@@ -30,7 +29,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>s</m:t> </m:r>
@@ -34,14 +34,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -42,8 +42,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -47,7 +47,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> under </m:t> </m:r>@@ -66,7 +65,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> except when </m:t> </m:r>@@ -75,7 +73,6 @@ </m:r> <m:r> <m:rPr>- <m:nor /> <m:sty m:val="b" /> </m:rPr> <m:t> is less than </m:t>@@ -85,7 +82,6 @@ </m:r> <m:r> <m:rPr>- <m:nor /> <m:sty m:val="b" /> </m:rPr> <m:t>.</m:t>
@@ -29,20 +29,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -42,20 +42,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -42,20 +42,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -42,20 +42,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -39,8 +39,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -83,8 +83,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -39,8 +39,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -83,8 +83,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -39,8 +39,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -83,8 +83,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -39,8 +39,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -83,8 +83,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -39,8 +39,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -83,8 +83,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -47,7 +47,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>!</m:t> </m:r>@@ -134,7 +133,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>!</m:t> </m:r>
@@ -59,8 +59,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -53,14 +53,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -70,7 +70,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>taller num</m:t> </m:r>@@ -165,7 +164,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>taller denom</m:t> </m:r>
@@ -18,7 +18,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline, auto, normal line </m:t> </m:r>@@ -52,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>, numerator and denominator should render script size.</m:t> </m:r>
@@ -18,7 +18,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline, display style, normal line </m:t> </m:r>@@ -52,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>, numerator and denominator should render normal size.</m:t> </m:r>
@@ -18,7 +18,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline, text style, normal line </m:t> </m:r>@@ -52,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>, numerator and denominator should render script size.</m:t> </m:r>
@@ -21,7 +21,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline, auto, thick line </m:t> </m:r>@@ -61,7 +60,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>, the superscripted 2 should be script-script size.</m:t> </m:r>
@@ -24,7 +24,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline, display style, thick line </m:t> </m:r>@@ -82,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>, the superscripted 2 should be script size.</m:t> </m:r>
@@ -30,7 +30,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline, text style, thick line </m:t> </m:r>@@ -103,7 +102,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -20,7 +20,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline, auto, no line </m:t> </m:r>@@ -60,7 +59,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -16,7 +16,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline, display style, no line </m:t> </m:r>@@ -47,7 +46,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -20,7 +20,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline, text style, no line </m:t> </m:r>@@ -60,7 +59,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -16,7 +16,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline binomial, auto, no line </m:t> </m:r>@@ -48,7 +47,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -21,7 +21,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline binomial, display style, no line </m:t> </m:r>@@ -62,7 +61,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -22,7 +22,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline binomial, text style, no line </m:t> </m:r>@@ -66,7 +65,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -22,7 +22,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline built-in verts, auto, no line </m:t> </m:r>@@ -66,7 +65,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -24,7 +24,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline up arrows, display style, no line </m:t> </m:r>@@ -70,7 +69,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -24,7 +24,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline down arrows, text style, no line </m:t> </m:r>@@ -70,7 +69,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -22,7 +22,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline floor, auto, normal line </m:t> </m:r>@@ -66,7 +65,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -22,7 +22,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline ceiling, display style, normal line </m:t> </m:r>@@ -66,7 +65,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -25,7 +25,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline updown arrows, text style, normal line </m:t> </m:r>@@ -71,7 +70,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -24,7 +24,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline double up arrows, auto, thick line </m:t> </m:r>@@ -70,7 +69,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -26,7 +26,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline double down arrows, display style, thick line </m:t> </m:r>@@ -72,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -26,7 +26,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline double up down arrows, text style, thick line </m:t> </m:r>@@ -72,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> the end.</m:t> </m:r>
@@ -21,7 +21,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline, styles auto, display and text </m:t> </m:r>@@ -85,7 +84,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>, the rendering should be script-size, normal-size and script-size in this example. Fraction lines should align vertically with the math axis.</m:t> </m:r>
@@ -19,7 +19,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>The same expression </m:t> </m:r>@@ -83,7 +82,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> in a display.</m:t> </m:r>
@@ -50,7 +50,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline fenced nested fractions </m:t> </m:r>@@ -187,7 +186,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> etc.</m:t> </m:r>
@@ -50,7 +50,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>The same expression </m:t> </m:r>@@ -187,7 +186,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> in a display.</m:t> </m:r>
@@ -45,7 +45,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>LaTeX renders continued fractions </m:t> </m:r>@@ -200,7 +199,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> normal size at all levels in all contexts</m:t> </m:r>
@@ -47,7 +47,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Inline nested fracs </m:t> </m:r>@@ -219,7 +218,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> are script size at the first level and decrease to script script size for all more nested levels.</m:t> </m:r>
@@ -49,7 +49,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Displayed nested fractions are normal size at the first level, </m:t> </m:r>@@ -221,7 +220,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> script size at second level, and script-script size at all more nested levels.</m:t> </m:r>
@@ -60,7 +60,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Here's a display </m:t> </m:r>@@ -217,7 +216,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> with some real math in it.</m:t> </m:r>
@@ -43,7 +43,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>And this is an example where the bevelled attribute is set inside the radical </m:t> </m:r>
@@ -61,7 +61,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>And this shows a combination with a background image at a desired opacity </m:t> </m:r>
@@ -26,7 +26,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>maps to</m:t> </m:r>
@@ -54,8 +54,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -57,8 +57,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -118,8 +118,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -153,7 +153,7 @@ </m:r> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>A</m:t> </m:r>
@@ -67,98 +67,98 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -177,7 +177,7 @@ <m:e> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>a</m:t> </m:r>@@ -291,7 +291,7 @@ <m:e> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>ab</m:t> </m:r>@@ -311,7 +311,7 @@ <m:e> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>A</m:t> </m:r>@@ -425,7 +425,7 @@ <m:e> <m:r> <m:rPr>- <m:sty m:val="b" />+ <m:sty m:val="bi" /> </m:rPr> <m:t>α</m:t> </m:r>
@@ -53,8 +53,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>
@@ -50,32 +50,32 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -58,8 +58,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -115,8 +115,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -178,8 +178,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -56,8 +56,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -94,8 +94,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -132,8 +132,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -23,8 +23,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -34,7 +34,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0123456789</m:t> </m:r>@@ -45,7 +44,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ABCDEFGHIJKLMNOPQRSTUVWXYZ</m:t> </m:r>@@ -56,7 +54,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>abcdefghijklmnopqrstuvwxyz</m:t> </m:r>
@@ -81,26 +81,26 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -10,7 +10,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>PASS</m:t> </m:r>
@@ -10,7 +10,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>
@@ -13,7 +13,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>"string”</m:t> </m:r>@@ -26,7 +25,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“string"</m:t> </m:r>
@@ -13,7 +13,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>"string"</m:t> </m:r>@@ -26,7 +25,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“string”</m:t> </m:r>
@@ -10,7 +10,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“Minneapolis”</m:t> </m:r>
@@ -27,7 +27,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“A”</m:t> </m:r>@@ -40,7 +39,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“A”</m:t> </m:r>@@ -53,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“A”</m:t> </m:r>@@ -66,7 +63,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“A”</m:t> </m:r>@@ -79,7 +75,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“A”</m:t> </m:r>@@ -92,7 +87,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“A”</m:t> </m:r>@@ -105,7 +99,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“A”</m:t> </m:r>@@ -118,7 +111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“A”</m:t> </m:r>@@ -131,7 +123,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“A”</m:t> </m:r>
@@ -10,7 +10,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>(St. Paul|)</m:t> </m:r>
@@ -21,7 +21,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“dog”</m:t> </m:r>@@ -34,7 +33,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“cat”</m:t> </m:r>@@ -47,7 +45,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“dog”</m:t> </m:r>@@ -60,7 +57,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“cat”</m:t> </m:r>@@ -73,7 +69,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“pig”</m:t> </m:r>@@ -86,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“goat”</m:t> </m:r>
@@ -21,7 +21,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“dog”</m:t> </m:r>@@ -34,7 +33,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“cat”</m:t> </m:r>@@ -47,7 +45,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“pig”</m:t> </m:r>@@ -60,7 +57,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“fish”</m:t> </m:r>@@ -73,7 +69,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“κατ”</m:t> </m:r>@@ -86,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“goat”</m:t> </m:r>
@@ -23,7 +23,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“big”</m:t> </m:r>@@ -36,7 +35,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“bog”</m:t> </m:r>@@ -49,7 +47,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“new”</m:t> </m:r>@@ -62,7 +59,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“net”</m:t> </m:r>@@ -75,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“nod”</m:t> </m:r>@@ -88,7 +83,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“nix”</m:t> </m:r>
@@ -21,7 +21,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“a”</m:t> </m:r>@@ -34,7 +33,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“b”</m:t> </m:r>@@ -47,7 +45,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“c”</m:t> </m:r>@@ -60,7 +57,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“f”</m:t> </m:r>@@ -73,7 +69,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“Γ”</m:t> </m:r>@@ -86,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>“d”</m:t> </m:r>
@@ -13,7 +13,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>First line</m:t> </m:r>@@ -23,7 +22,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Second line</m:t> </m:r>
@@ -30,14 +30,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -32,20 +32,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -44,38 +44,38 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -102,7 +102,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>l</m:t> </m:r>@@ -146,7 +145,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>s</m:t> </m:r>
@@ -98,7 +98,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>z</m:t> </m:r>@@ -136,7 +135,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>z</m:t> </m:r>
@@ -102,7 +102,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>@@ -146,7 +145,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>0</m:t> </m:r>
@@ -65,7 +65,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>l</m:t> </m:r>
@@ -65,7 +65,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>x</m:t> </m:r>
@@ -68,7 +68,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>d</m:t> </m:r>@@ -86,7 +85,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>d</m:t> </m:r>
@@ -27,8 +27,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -68,8 +68,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -27,14 +27,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -89,14 +89,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -51,14 +51,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="right" /> <m:count m:val="1" />+ <m:mcJc m:val="right" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="right" /> <m:count m:val="1" />+ <m:mcJc m:val="right" /> </m:mcPr> </m:mc> </m:mcs>@@ -73,7 +73,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -99,7 +98,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -125,7 +123,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -155,14 +152,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -185,7 +182,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -211,7 +207,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -237,7 +232,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>
@@ -39,8 +39,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -55,7 +55,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -72,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -108,8 +106,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -138,7 +136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -155,7 +152,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>
@@ -31,20 +31,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -59,7 +59,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -80,7 +79,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -113,7 +111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>@@ -129,7 +126,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>
@@ -23,20 +23,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -58,7 +58,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>
@@ -23,20 +23,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -58,7 +58,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>fail</m:t> </m:r>
@@ -28,20 +28,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -56,7 +56,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>@@ -79,7 +78,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>F</m:t> </m:r>
@@ -234,20 +234,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>
@@ -81,26 +81,26 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -110,7 +110,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Top</m:t> </m:r>@@ -187,7 +186,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Bottom</m:t> </m:r>@@ -264,7 +262,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Center</m:t> </m:r>@@ -341,7 +338,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Baseline</m:t> </m:r>
@@ -43,20 +43,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -14,8 +14,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -26,20 +26,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -36,20 +36,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -19,14 +19,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -19,14 +19,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -24,26 +24,26 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -29,20 +29,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -39,20 +39,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -83,8 +83,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -147,20 +147,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -191,8 +191,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -17,7 +17,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Theorem 1:</m:t> </m:r>@@ -39,7 +38,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t> </m:t> </m:r>@@ -52,7 +50,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>/* a comment */</m:t> </m:r>
@@ -15,35 +15,30 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Theorem 1:</m:t> </m:r> <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Now is</m:t> </m:r> <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>the time</m:t> </m:r> <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>for</m:t> </m:r> <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>MathML</m:t> </m:r>
@@ -10,7 +10,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Theorem 1:</m:t> </m:r>
@@ -10,7 +10,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>This is some text with spaces.</m:t> </m:r>
@@ -45,7 +45,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>x</m:t> </m:r>@@ -62,7 +61,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>x</m:t> </m:r>
@@ -386,14 +386,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -403,7 +403,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nabla</m:t> </m:r>@@ -422,7 +421,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nacute</m:t> </m:r>@@ -441,7 +439,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Nacute</m:t> </m:r>@@ -460,7 +457,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nang</m:t> </m:r>@@ -479,7 +475,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nap</m:t> </m:r>@@ -498,7 +493,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>napE</m:t> </m:r>@@ -517,7 +511,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>napid</m:t> </m:r>@@ -536,7 +529,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>napos</m:t> </m:r>@@ -555,7 +547,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>napprox</m:t> </m:r>@@ -574,7 +565,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>natur</m:t> </m:r>@@ -593,7 +583,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>natural</m:t> </m:r>@@ -612,7 +601,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>naturals</m:t> </m:r>@@ -631,7 +619,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nbsp</m:t> </m:r>@@ -650,7 +637,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nbump</m:t> </m:r>@@ -669,7 +655,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nbumpe</m:t> </m:r>@@ -688,7 +673,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ncap</m:t> </m:r>@@ -707,7 +691,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ncaron</m:t> </m:r>@@ -726,7 +709,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ncaron</m:t> </m:r>@@ -745,7 +727,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ncedil</m:t> </m:r>@@ -764,7 +745,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ncedil</m:t> </m:r>@@ -783,7 +763,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ncong</m:t> </m:r>@@ -802,7 +781,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ncongdot</m:t> </m:r>@@ -821,7 +799,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ncup</m:t> </m:r>@@ -840,7 +817,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ncy</m:t> </m:r>@@ -859,7 +835,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ncy</m:t> </m:r>@@ -878,7 +853,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ndash</m:t> </m:r>@@ -897,7 +871,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ne</m:t> </m:r>@@ -916,7 +889,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nearhk</m:t> </m:r>@@ -935,7 +907,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nearr</m:t> </m:r>@@ -954,7 +925,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>neArr</m:t> </m:r>@@ -973,7 +943,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nearrow</m:t> </m:r>@@ -992,7 +961,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nedot</m:t> </m:r>@@ -1011,7 +979,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NegativeMediumSpace</m:t> </m:r>@@ -1030,7 +997,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NegativeThickSpace</m:t> </m:r>@@ -1049,7 +1015,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NegativeThinSpace</m:t> </m:r>@@ -1068,7 +1033,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NegativeVeryThinSpace</m:t> </m:r>@@ -1087,7 +1051,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nequiv</m:t> </m:r>@@ -1106,7 +1069,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nesear</m:t> </m:r>@@ -1125,7 +1087,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nesim</m:t> </m:r>@@ -1144,7 +1105,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NestedGreaterGreater</m:t> </m:r>@@ -1163,7 +1123,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NestedLessLess</m:t> </m:r>@@ -1182,7 +1141,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NewLine</m:t> </m:r>@@ -1201,7 +1159,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nexist</m:t> </m:r>@@ -1220,7 +1177,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nexists</m:t> </m:r>@@ -1239,7 +1195,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nfr</m:t> </m:r>@@ -1258,7 +1213,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Nfr</m:t> </m:r>@@ -1277,7 +1231,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nge</m:t> </m:r>@@ -1296,7 +1249,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ngE</m:t> </m:r>@@ -1315,7 +1267,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ngeq</m:t> </m:r>@@ -1334,7 +1285,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ngeqq</m:t> </m:r>@@ -1353,7 +1303,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ngeqslant</m:t> </m:r>@@ -1372,7 +1321,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nges</m:t> </m:r>@@ -1391,7 +1339,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nGg</m:t> </m:r>@@ -1410,7 +1357,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ngsim</m:t> </m:r>@@ -1429,7 +1375,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ngt</m:t> </m:r>@@ -1448,7 +1393,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nGt</m:t> </m:r>@@ -1467,7 +1411,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ngtr</m:t> </m:r>@@ -1486,7 +1429,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nGtv</m:t> </m:r>@@ -1505,7 +1447,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nharr</m:t> </m:r>@@ -1524,7 +1465,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nhArr</m:t> </m:r>@@ -1543,7 +1483,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nhpar</m:t> </m:r>@@ -1562,7 +1501,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ni</m:t> </m:r>@@ -1581,7 +1519,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nis</m:t> </m:r>@@ -1600,7 +1537,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nisd</m:t> </m:r>@@ -1619,7 +1555,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>niv</m:t> </m:r>@@ -1638,7 +1573,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>njcy</m:t> </m:r>@@ -1657,7 +1591,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NJcy</m:t> </m:r>@@ -1676,7 +1609,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nlarr</m:t> </m:r>@@ -1695,7 +1627,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nlArr</m:t> </m:r>@@ -1714,7 +1645,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nldr</m:t> </m:r>@@ -1733,7 +1663,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nle</m:t> </m:r>@@ -1752,7 +1681,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nlE</m:t> </m:r>@@ -1771,7 +1699,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nleftarrow</m:t> </m:r>@@ -1790,7 +1717,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nLeftarrow</m:t> </m:r>@@ -1809,7 +1735,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nleftrightarrow</m:t> </m:r>@@ -1828,7 +1753,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nLeftrightarrow</m:t> </m:r>@@ -1847,7 +1771,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nleq</m:t> </m:r>@@ -1866,7 +1789,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nleqq</m:t> </m:r>@@ -1885,7 +1807,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nleqslant</m:t> </m:r>@@ -1904,7 +1825,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nles</m:t> </m:r>@@ -1923,7 +1843,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nless</m:t> </m:r>@@ -1942,7 +1861,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nLl</m:t> </m:r>@@ -1961,7 +1879,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nlsim</m:t> </m:r>@@ -1980,7 +1897,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nlt</m:t> </m:r>@@ -1999,7 +1915,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nLt</m:t> </m:r>@@ -2018,7 +1933,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nltri</m:t> </m:r>@@ -2037,7 +1951,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nltrie</m:t> </m:r>@@ -2056,7 +1969,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nLtv</m:t> </m:r>@@ -2075,7 +1987,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nmid</m:t> </m:r>@@ -2094,7 +2005,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NoBreak</m:t> </m:r>@@ -2113,7 +2023,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NonBreakingSpace</m:t> </m:r>@@ -2132,7 +2041,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nopf</m:t> </m:r>@@ -2151,7 +2059,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Nopf</m:t> </m:r>@@ -2170,7 +2077,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>not</m:t> </m:r>@@ -2189,7 +2095,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Not</m:t> </m:r>@@ -2208,7 +2113,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotCongruent</m:t> </m:r>@@ -2227,7 +2131,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotCupCap</m:t> </m:r>@@ -2246,7 +2149,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotDoubleVerticalBar</m:t> </m:r>@@ -2265,7 +2167,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotElement</m:t> </m:r>@@ -2284,7 +2185,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotEqual</m:t> </m:r>@@ -2303,7 +2203,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotEqualTilde</m:t> </m:r>@@ -2322,7 +2221,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotExists</m:t> </m:r>@@ -2341,7 +2239,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotGreater</m:t> </m:r>@@ -2360,7 +2257,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotGreaterEqual</m:t> </m:r>@@ -2379,7 +2275,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotGreaterFullEqual</m:t> </m:r>@@ -2398,7 +2293,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotGreaterGreater</m:t> </m:r>@@ -2417,7 +2311,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotGreaterLess</m:t> </m:r>@@ -2436,7 +2329,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotGreaterSlantEqual</m:t> </m:r>@@ -2455,7 +2347,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotGreaterTilde</m:t> </m:r>@@ -2474,7 +2365,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotHumpDownHump</m:t> </m:r>@@ -2493,7 +2383,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotHumpEqual</m:t> </m:r>@@ -2512,7 +2401,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>notin</m:t> </m:r>@@ -2531,7 +2419,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>notindot</m:t> </m:r>@@ -2550,7 +2437,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>notinE</m:t> </m:r>@@ -2569,7 +2455,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>notinva</m:t> </m:r>@@ -2588,7 +2473,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>notinvb</m:t> </m:r>@@ -2607,7 +2491,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>notinvc</m:t> </m:r>@@ -2626,7 +2509,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotLeftTriangle</m:t> </m:r>@@ -2645,7 +2527,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotLeftTriangleBar</m:t> </m:r>@@ -2664,7 +2545,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotLeftTriangleEqual</m:t> </m:r>@@ -2683,7 +2563,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotLess</m:t> </m:r>@@ -2702,7 +2581,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotLessEqual</m:t> </m:r>@@ -2721,7 +2599,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotLessGreater</m:t> </m:r>@@ -2740,7 +2617,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotLessLess</m:t> </m:r>@@ -2759,7 +2635,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotLessSlantEqual</m:t> </m:r>@@ -2778,7 +2653,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotLessTilde</m:t> </m:r>@@ -2797,7 +2671,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotNestedGreaterGreater</m:t> </m:r>@@ -2816,7 +2689,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotNestedLessLess</m:t> </m:r>@@ -2835,7 +2707,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>notni</m:t> </m:r>@@ -2854,7 +2725,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>notniva</m:t> </m:r>@@ -2873,7 +2743,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>notnivb</m:t> </m:r>@@ -2892,7 +2761,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>notnivc</m:t> </m:r>@@ -2911,7 +2779,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotPrecedes</m:t> </m:r>@@ -2930,7 +2797,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotPrecedesEqual</m:t> </m:r>@@ -2949,7 +2815,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotPrecedesSlantEqual</m:t> </m:r>@@ -2968,7 +2833,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotReverseElement</m:t> </m:r>@@ -2987,7 +2851,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotRightTriangle</m:t> </m:r>@@ -3006,7 +2869,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotRightTriangleBar</m:t> </m:r>@@ -3025,7 +2887,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotRightTriangleEqual</m:t> </m:r>@@ -3044,7 +2905,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSquareSubset</m:t> </m:r>@@ -3063,7 +2923,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSquareSubsetEqual</m:t> </m:r>@@ -3082,7 +2941,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSquareSuperset</m:t> </m:r>@@ -3101,7 +2959,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSquareSupersetEqual</m:t> </m:r>@@ -3120,7 +2977,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSubset</m:t> </m:r>@@ -3139,7 +2995,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSubsetEqual</m:t> </m:r>@@ -3158,7 +3013,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSucceeds</m:t> </m:r>@@ -3177,7 +3031,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSucceedsEqual</m:t> </m:r>@@ -3196,7 +3049,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSucceedsSlantEqual</m:t> </m:r>@@ -3215,7 +3067,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSucceedsTilde</m:t> </m:r>@@ -3234,7 +3085,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSuperset</m:t> </m:r>@@ -3253,7 +3103,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotSupersetEqual</m:t> </m:r>@@ -3272,7 +3121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotTilde</m:t> </m:r>@@ -3291,7 +3139,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotTildeEqual</m:t> </m:r>@@ -3310,7 +3157,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotTildeFullEqual</m:t> </m:r>@@ -3329,7 +3175,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotTildeTilde</m:t> </m:r>@@ -3348,7 +3193,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>NotVerticalBar</m:t> </m:r>@@ -3367,7 +3211,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>npar</m:t> </m:r>@@ -3386,7 +3229,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nparallel</m:t> </m:r>@@ -3405,7 +3247,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nparsl</m:t> </m:r>@@ -3424,7 +3265,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>npart</m:t> </m:r>@@ -3443,7 +3283,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>npolint</m:t> </m:r>@@ -3462,7 +3301,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>npr</m:t> </m:r>@@ -3481,7 +3319,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nprcue</m:t> </m:r>@@ -3500,7 +3337,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>npre</m:t> </m:r>@@ -3519,7 +3355,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nprec</m:t> </m:r>@@ -3538,7 +3373,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>npreceq</m:t> </m:r>@@ -3557,7 +3391,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nrarr</m:t> </m:r>@@ -3576,7 +3409,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nrArr</m:t> </m:r>@@ -3595,7 +3427,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nrarrc</m:t> </m:r>@@ -3614,7 +3445,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nrarrw</m:t> </m:r>@@ -3633,7 +3463,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nrightarrow</m:t> </m:r>@@ -3652,7 +3481,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nRightarrow</m:t> </m:r>@@ -3671,7 +3499,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nrtri</m:t> </m:r>@@ -3690,7 +3517,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nrtrie</m:t> </m:r>@@ -3709,7 +3535,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsc</m:t> </m:r>@@ -3728,7 +3553,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsccue</m:t> </m:r>@@ -3747,7 +3571,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsce</m:t> </m:r>@@ -3766,7 +3589,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nscr</m:t> </m:r>@@ -3785,7 +3607,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Nscr</m:t> </m:r>@@ -3804,7 +3625,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nshortmid</m:t> </m:r>@@ -3823,7 +3643,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nshortparallel</m:t> </m:r>@@ -3842,7 +3661,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsim</m:t> </m:r>@@ -3861,7 +3679,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsime</m:t> </m:r>@@ -3880,7 +3697,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsimeq</m:t> </m:r>@@ -3899,7 +3715,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsmid</m:t> </m:r>@@ -3918,7 +3733,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nspar</m:t> </m:r>@@ -3937,7 +3751,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsqsube</m:t> </m:r>@@ -3956,7 +3769,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsqsupe</m:t> </m:r>@@ -3975,7 +3787,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsub</m:t> </m:r>@@ -3994,7 +3805,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsube</m:t> </m:r>@@ -4013,7 +3823,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsubE</m:t> </m:r>@@ -4032,7 +3841,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsubset</m:t> </m:r>@@ -4051,7 +3859,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsubseteq</m:t> </m:r>@@ -4070,7 +3877,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsubseteqq</m:t> </m:r>@@ -4089,7 +3895,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsucc</m:t> </m:r>@@ -4108,7 +3913,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsucceq</m:t> </m:r>@@ -4127,7 +3931,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsup</m:t> </m:r>@@ -4146,7 +3949,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsupe</m:t> </m:r>@@ -4165,7 +3967,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsupE</m:t> </m:r>@@ -4184,7 +3985,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsupset</m:t> </m:r>@@ -4203,7 +4003,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsupseteq</m:t> </m:r>@@ -4222,7 +4021,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nsupseteqq</m:t> </m:r>@@ -4241,7 +4039,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ntgl</m:t> </m:r>@@ -4260,7 +4057,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ntilde</m:t> </m:r>@@ -4279,7 +4075,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ntilde</m:t> </m:r>@@ -4298,7 +4093,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ntlg</m:t> </m:r>@@ -4317,7 +4111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ntriangleleft</m:t> </m:r>@@ -4336,7 +4129,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ntrianglelefteq</m:t> </m:r>@@ -4355,7 +4147,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ntriangleright</m:t> </m:r>@@ -4374,7 +4165,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ntrianglerighteq</m:t> </m:r>@@ -4393,7 +4183,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nu</m:t> </m:r>@@ -4412,7 +4201,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>num</m:t> </m:r>@@ -4431,7 +4219,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>numero</m:t> </m:r>@@ -4450,7 +4237,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>numsp</m:t> </m:r>@@ -4469,7 +4255,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvap</m:t> </m:r>@@ -4488,7 +4273,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvdash</m:t> </m:r>@@ -4507,7 +4291,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvDash</m:t> </m:r>@@ -4526,7 +4309,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nVdash</m:t> </m:r>@@ -4545,7 +4327,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nVDash</m:t> </m:r>@@ -4564,7 +4345,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvge</m:t> </m:r>@@ -4583,7 +4363,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvgt</m:t> </m:r>@@ -4602,7 +4381,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvHarr</m:t> </m:r>@@ -4621,7 +4399,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvinfin</m:t> </m:r>@@ -4640,7 +4417,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvlArr</m:t> </m:r>@@ -4659,7 +4435,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvle</m:t> </m:r>@@ -4678,7 +4453,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvlt</m:t> </m:r>@@ -4697,7 +4471,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvltrie</m:t> </m:r>@@ -4716,7 +4489,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvrArr</m:t> </m:r>@@ -4735,7 +4507,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvrtrie</m:t> </m:r>@@ -4754,7 +4525,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nvsim</m:t> </m:r>@@ -4773,7 +4543,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nwarhk</m:t> </m:r>@@ -4792,7 +4561,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nwarr</m:t> </m:r>@@ -4811,7 +4579,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nwArr</m:t> </m:r>@@ -4830,7 +4597,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nwarrow</m:t> </m:r>@@ -4849,7 +4615,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>nwnear</m:t> </m:r>
@@ -17,8 +17,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -32,8 +32,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -38,8 +38,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -53,14 +53,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -101,14 +101,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -149,14 +149,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -98,14 +98,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -115,7 +115,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>oacute</m:t> </m:r>@@ -134,7 +133,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Oacute</m:t> </m:r>@@ -153,7 +151,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>oast</m:t> </m:r>@@ -172,7 +169,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ocir</m:t> </m:r>@@ -191,7 +187,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ocirc</m:t> </m:r>@@ -210,7 +205,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ocirc</m:t> </m:r>@@ -229,7 +223,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ocy</m:t> </m:r>@@ -248,7 +241,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ocy</m:t> </m:r>@@ -267,7 +259,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>odash</m:t> </m:r>@@ -286,7 +277,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>odblac</m:t> </m:r>@@ -305,7 +295,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Odblac</m:t> </m:r>@@ -324,7 +313,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>odiv</m:t> </m:r>@@ -343,7 +331,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>odot</m:t> </m:r>@@ -362,7 +349,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>odsold</m:t> </m:r>@@ -381,7 +367,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>oelig</m:t> </m:r>@@ -400,7 +385,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>OElig</m:t> </m:r>@@ -419,7 +403,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ofcir</m:t> </m:r>@@ -438,7 +421,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ofr</m:t> </m:r>@@ -457,7 +439,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ofr</m:t> </m:r>@@ -476,7 +457,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ogon</m:t> </m:r>@@ -495,7 +475,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ograve</m:t> </m:r>@@ -514,7 +493,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ograve</m:t> </m:r>@@ -533,7 +511,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ogt</m:t> </m:r>@@ -552,7 +529,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ohbar</m:t> </m:r>@@ -571,7 +547,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ohm</m:t> </m:r>@@ -590,7 +565,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>oint</m:t> </m:r>@@ -609,7 +583,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>olarr</m:t> </m:r>@@ -628,7 +601,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>olcir</m:t> </m:r>@@ -647,7 +619,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>olcross</m:t> </m:r>@@ -666,7 +637,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>olt</m:t> </m:r>@@ -685,7 +655,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>omacr</m:t> </m:r>@@ -704,7 +673,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Omacr</m:t> </m:r>@@ -723,7 +691,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>omega</m:t> </m:r>@@ -742,7 +709,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Omega</m:t> </m:r>@@ -761,7 +727,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>omid</m:t> </m:r>@@ -780,7 +745,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ominus</m:t> </m:r>@@ -799,7 +763,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>oopf</m:t> </m:r>@@ -818,7 +781,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Oopf</m:t> </m:r>@@ -837,7 +799,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>opar</m:t> </m:r>@@ -856,7 +817,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>OpenCurlyDoubleQuote</m:t> </m:r>@@ -875,7 +835,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>OpenCurlyQuote</m:t> </m:r>@@ -894,7 +853,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>operp</m:t> </m:r>@@ -913,7 +871,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>oplus</m:t> </m:r>@@ -932,7 +889,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>or</m:t> </m:r>@@ -951,7 +907,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Or</m:t> </m:r>@@ -970,7 +925,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>orarr</m:t> </m:r>@@ -989,7 +943,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ord</m:t> </m:r>@@ -1008,7 +961,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>order</m:t> </m:r>@@ -1027,7 +979,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>orderof</m:t> </m:r>@@ -1046,7 +997,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ordf</m:t> </m:r>@@ -1065,7 +1015,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ordm</m:t> </m:r>@@ -1084,7 +1033,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>origof</m:t> </m:r>@@ -1103,7 +1051,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>oror</m:t> </m:r>@@ -1122,7 +1069,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>orslope</m:t> </m:r>@@ -1141,7 +1087,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>orv</m:t> </m:r>@@ -1160,7 +1105,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>oS</m:t> </m:r>@@ -1179,7 +1123,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>oscr</m:t> </m:r>@@ -1198,7 +1141,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Oscr</m:t> </m:r>@@ -1217,7 +1159,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>oslash</m:t> </m:r>@@ -1236,7 +1177,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Oslash</m:t> </m:r>@@ -1255,7 +1195,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>osol</m:t> </m:r>@@ -1274,7 +1213,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>otilde</m:t> </m:r>@@ -1293,7 +1231,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Otilde</m:t> </m:r>@@ -1312,7 +1249,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>otimes</m:t> </m:r>@@ -1331,7 +1267,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Otimes</m:t> </m:r>@@ -1350,7 +1285,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>otimesas</m:t> </m:r>@@ -1369,7 +1303,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ouml</m:t> </m:r>@@ -1388,7 +1321,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ouml</m:t> </m:r>@@ -1407,7 +1339,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ovbar</m:t> </m:r>@@ -1426,7 +1357,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>OverBar</m:t> </m:r>@@ -1445,7 +1375,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>OverBrace</m:t> </m:r>@@ -1464,7 +1393,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>OverBracket</m:t> </m:r>@@ -1483,7 +1411,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>OverParenthesis</m:t> </m:r>
@@ -89,14 +89,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -190,7 +190,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>operatorname</m:t> </m:r>@@ -320,7 +319,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>operatorname*</m:t> </m:r>@@ -442,7 +440,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>operatorname*:nolimits</m:t> </m:r>@@ -491,7 +488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>DeclareMathOperator</m:t> </m:r>
@@ -110,14 +110,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -127,7 +127,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>par</m:t> </m:r>@@ -146,7 +145,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>para</m:t> </m:r>@@ -165,7 +163,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>parallel</m:t> </m:r>@@ -184,7 +181,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>parsim</m:t> </m:r>@@ -203,7 +199,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>parsl</m:t> </m:r>@@ -222,7 +217,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>part</m:t> </m:r>@@ -241,7 +235,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>PartialD</m:t> </m:r>@@ -260,7 +253,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pcy</m:t> </m:r>@@ -279,7 +271,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Pcy</m:t> </m:r>@@ -298,7 +289,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>percnt</m:t> </m:r>@@ -317,7 +307,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>period</m:t> </m:r>@@ -336,7 +325,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>permil</m:t> </m:r>@@ -355,7 +343,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>perp</m:t> </m:r>@@ -374,7 +361,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pertenk</m:t> </m:r>@@ -393,7 +379,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pfr</m:t> </m:r>@@ -412,7 +397,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Pfr</m:t> </m:r>@@ -431,7 +415,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>phi</m:t> </m:r>@@ -450,7 +433,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Phi</m:t> </m:r>@@ -469,7 +451,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>phiv</m:t> </m:r>@@ -488,7 +469,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>phmmat</m:t> </m:r>@@ -507,7 +487,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>phone</m:t> </m:r>@@ -526,7 +505,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pi</m:t> </m:r>@@ -545,7 +523,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Pi</m:t> </m:r>@@ -564,7 +541,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pitchfork</m:t> </m:r>@@ -583,7 +559,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>piv</m:t> </m:r>@@ -602,7 +577,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>planck</m:t> </m:r>@@ -621,7 +595,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>planckh</m:t> </m:r>@@ -640,7 +613,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>plankv</m:t> </m:r>@@ -659,7 +631,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>plus</m:t> </m:r>@@ -678,7 +649,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>plusacir</m:t> </m:r>@@ -697,7 +667,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>plusb</m:t> </m:r>@@ -716,7 +685,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pluscir</m:t> </m:r>@@ -735,7 +703,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>plusdo</m:t> </m:r>@@ -754,7 +721,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>plusdu</m:t> </m:r>@@ -773,7 +739,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pluse</m:t> </m:r>@@ -792,7 +757,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>PlusMinus</m:t> </m:r>@@ -811,7 +775,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>plusmn</m:t> </m:r>@@ -830,7 +793,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>plussim</m:t> </m:r>@@ -849,7 +811,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>plustwo</m:t> </m:r>@@ -868,7 +829,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pm</m:t> </m:r>@@ -887,7 +847,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Poincareplane</m:t> </m:r>@@ -906,7 +865,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pointint</m:t> </m:r>@@ -925,7 +883,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>popf</m:t> </m:r>@@ -944,7 +901,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Popf</m:t> </m:r>@@ -963,7 +919,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pound</m:t> </m:r>@@ -982,7 +937,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pr</m:t> </m:r>@@ -1001,7 +955,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Pr</m:t> </m:r>@@ -1020,7 +973,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prap</m:t> </m:r>@@ -1039,7 +991,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prcue</m:t> </m:r>@@ -1058,7 +1009,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pre</m:t> </m:r>@@ -1077,7 +1027,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prE</m:t> </m:r>@@ -1096,7 +1045,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prec</m:t> </m:r>@@ -1115,7 +1063,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>precapprox</m:t> </m:r>@@ -1134,7 +1081,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>preccurlyeq</m:t> </m:r>@@ -1153,7 +1099,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Precedes</m:t> </m:r>@@ -1172,7 +1117,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>PrecedesEqual</m:t> </m:r>@@ -1191,7 +1135,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>PrecedesSlantEqual</m:t> </m:r>@@ -1210,7 +1153,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>PrecedesTilde</m:t> </m:r>@@ -1229,7 +1171,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>preceq</m:t> </m:r>@@ -1248,7 +1189,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>precnapprox</m:t> </m:r>@@ -1267,7 +1207,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>precneqq</m:t> </m:r>@@ -1286,7 +1225,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>precnsim</m:t> </m:r>@@ -1305,7 +1243,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>precsim</m:t> </m:r>@@ -1324,7 +1261,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prime</m:t> </m:r>@@ -1343,7 +1279,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Prime</m:t> </m:r>@@ -1362,7 +1297,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>primes</m:t> </m:r>@@ -1381,7 +1315,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prnap</m:t> </m:r>@@ -1400,7 +1333,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prnE</m:t> </m:r>@@ -1419,7 +1351,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prnsim</m:t> </m:r>@@ -1438,7 +1369,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prod</m:t> </m:r>@@ -1457,7 +1387,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Product</m:t> </m:r>@@ -1476,7 +1405,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>profalar</m:t> </m:r>@@ -1495,7 +1423,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>profline</m:t> </m:r>@@ -1514,7 +1441,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>profsurf</m:t> </m:r>@@ -1533,7 +1459,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prop</m:t> </m:r>@@ -1552,7 +1477,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Proportion</m:t> </m:r>@@ -1571,7 +1495,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Proportional</m:t> </m:r>@@ -1590,7 +1513,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>propto</m:t> </m:r>@@ -1609,7 +1531,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prsim</m:t> </m:r>@@ -1628,7 +1549,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>prurel</m:t> </m:r>@@ -1647,7 +1567,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>pscr</m:t> </m:r>@@ -1666,7 +1585,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Pscr</m:t> </m:r>@@ -1685,7 +1603,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>psi</m:t> </m:r>@@ -1704,7 +1621,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Psi</m:t> </m:r>@@ -1723,7 +1639,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>puncsp</m:t> </m:r>
@@ -32,14 +32,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -49,7 +49,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>qfr</m:t> </m:r>@@ -68,7 +67,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Qfr</m:t> </m:r>@@ -87,7 +85,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>qint</m:t> </m:r>@@ -106,7 +103,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>qopf</m:t> </m:r>@@ -125,7 +121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Qopf</m:t> </m:r>@@ -144,7 +139,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>qprime</m:t> </m:r>@@ -163,7 +157,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>qscr</m:t> </m:r>@@ -182,7 +175,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Qscr</m:t> </m:r>@@ -201,7 +193,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>quaternions</m:t> </m:r>@@ -220,7 +211,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>quatint</m:t> </m:r>@@ -239,7 +229,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>quest</m:t> </m:r>@@ -258,7 +247,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>questeq</m:t> </m:r>@@ -277,7 +265,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>quot</m:t> </m:r>
@@ -229,14 +229,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -246,7 +246,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rAarr</m:t> </m:r>@@ -265,7 +264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>race</m:t> </m:r>@@ -284,7 +282,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>racute</m:t> </m:r>@@ -303,7 +300,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Racute</m:t> </m:r>@@ -322,7 +318,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>radic</m:t> </m:r>@@ -341,7 +336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>raemptyv</m:t> </m:r>@@ -360,7 +354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rang</m:t> </m:r>@@ -379,7 +372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rang</m:t> </m:r>@@ -398,7 +390,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rangd</m:t> </m:r>@@ -417,7 +408,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>range</m:t> </m:r>@@ -436,7 +426,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rangle</m:t> </m:r>@@ -455,7 +444,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>raquo</m:t> </m:r>@@ -474,7 +462,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarr</m:t> </m:r>@@ -493,7 +480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rArr</m:t> </m:r>@@ -512,7 +498,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rarr</m:t> </m:r>@@ -531,7 +516,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrap</m:t> </m:r>@@ -550,7 +534,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrb</m:t> </m:r>@@ -569,7 +552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrbfs</m:t> </m:r>@@ -588,7 +570,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrc</m:t> </m:r>@@ -607,7 +588,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrfs</m:t> </m:r>@@ -626,7 +606,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrhk</m:t> </m:r>@@ -645,7 +624,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrlp</m:t> </m:r>@@ -664,7 +642,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrpl</m:t> </m:r>@@ -683,7 +660,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrsim</m:t> </m:r>@@ -702,7 +678,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrtl</m:t> </m:r>@@ -721,7 +696,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rarrtl</m:t> </m:r>@@ -740,7 +714,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rarrw</m:t> </m:r>@@ -759,7 +732,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ratail</m:t> </m:r>@@ -778,7 +750,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rAtail</m:t> </m:r>@@ -797,7 +768,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ratio</m:t> </m:r>@@ -816,7 +786,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rationals</m:t> </m:r>@@ -835,7 +804,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rbarr</m:t> </m:r>@@ -854,7 +822,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rBarr</m:t> </m:r>@@ -873,7 +840,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RBarr</m:t> </m:r>@@ -892,7 +858,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rbbrk</m:t> </m:r>@@ -911,7 +876,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rbrace</m:t> </m:r>@@ -930,7 +894,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rbrack</m:t> </m:r>@@ -949,7 +912,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rbrke</m:t> </m:r>@@ -968,7 +930,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rbrksld</m:t> </m:r>@@ -987,7 +948,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rbrkslu</m:t> </m:r>@@ -1006,7 +966,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rcaron</m:t> </m:r>@@ -1025,7 +984,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rcaron</m:t> </m:r>@@ -1044,7 +1002,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rcedil</m:t> </m:r>@@ -1063,7 +1020,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rcedil</m:t> </m:r>@@ -1082,7 +1038,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rceil</m:t> </m:r>@@ -1101,7 +1056,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rcub</m:t> </m:r>@@ -1120,7 +1074,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rcy</m:t> </m:r>@@ -1139,7 +1092,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rcy</m:t> </m:r>@@ -1158,7 +1110,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rdca</m:t> </m:r>@@ -1177,7 +1128,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rdldhar</m:t> </m:r>@@ -1196,7 +1146,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rdquo</m:t> </m:r>@@ -1215,7 +1164,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rdquor</m:t> </m:r>@@ -1234,7 +1182,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rdsh</m:t> </m:r>@@ -1253,7 +1200,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Re</m:t> </m:r>@@ -1272,7 +1218,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>real</m:t> </m:r>@@ -1291,7 +1236,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>realine</m:t> </m:r>@@ -1310,7 +1254,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>realpart</m:t> </m:r>@@ -1329,7 +1272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>reals</m:t> </m:r>@@ -1348,7 +1290,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rect</m:t> </m:r>@@ -1367,7 +1308,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>reg</m:t> </m:r>@@ -1386,7 +1326,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ReverseElement</m:t> </m:r>@@ -1405,7 +1344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ReverseEquilibrium</m:t> </m:r>@@ -1424,7 +1362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ReverseUpEquilibrium</m:t> </m:r>@@ -1443,7 +1380,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rfisht</m:t> </m:r>@@ -1462,7 +1398,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rfloor</m:t> </m:r>@@ -1481,7 +1416,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rfr</m:t> </m:r>@@ -1500,7 +1434,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rfr</m:t> </m:r>@@ -1519,7 +1452,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rHar</m:t> </m:r>@@ -1538,7 +1470,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rhard</m:t> </m:r>@@ -1557,7 +1488,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rharu</m:t> </m:r>@@ -1576,7 +1506,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rharul</m:t> </m:r>@@ -1595,7 +1524,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rho</m:t> </m:r>@@ -1614,7 +1542,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rhov</m:t> </m:r>@@ -1633,7 +1560,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightAngleBracket</m:t> </m:r>@@ -1652,7 +1578,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rightarrow</m:t> </m:r>@@ -1671,7 +1596,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rightarrow</m:t> </m:r>@@ -1690,7 +1614,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightArrow</m:t> </m:r>@@ -1709,7 +1632,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightArrowBar</m:t> </m:r>@@ -1728,7 +1650,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightArrowLeftArrow</m:t> </m:r>@@ -1747,7 +1668,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rightarrowtail</m:t> </m:r>@@ -1766,7 +1686,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightCeiling</m:t> </m:r>@@ -1785,7 +1704,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightDoubleBracket</m:t> </m:r>@@ -1804,7 +1722,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightDownTeeVector</m:t> </m:r>@@ -1823,7 +1740,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightDownVector</m:t> </m:r>@@ -1842,7 +1758,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightDownVectorBar</m:t> </m:r>@@ -1861,7 +1776,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightFloor</m:t> </m:r>@@ -1880,7 +1794,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rightharpoondown</m:t> </m:r>@@ -1899,7 +1812,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rightharpoonup</m:t> </m:r>@@ -1918,7 +1830,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rightleftarrows</m:t> </m:r>@@ -1937,7 +1848,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rightleftharpoons</m:t> </m:r>@@ -1956,7 +1866,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rightrightarrows</m:t> </m:r>@@ -1975,7 +1884,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rightsquigarrow</m:t> </m:r>@@ -1994,7 +1902,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightTee</m:t> </m:r>@@ -2013,7 +1920,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightTeeArrow</m:t> </m:r>@@ -2032,7 +1938,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightTeeVector</m:t> </m:r>@@ -2051,7 +1956,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rightthreetimes</m:t> </m:r>@@ -2070,7 +1974,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightTriangle</m:t> </m:r>@@ -2089,7 +1992,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightTriangleBar</m:t> </m:r>@@ -2108,7 +2010,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightTriangleEqual</m:t> </m:r>@@ -2127,7 +2028,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightUpDownVector</m:t> </m:r>@@ -2146,7 +2046,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightUpTeeVector</m:t> </m:r>@@ -2165,7 +2064,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightUpVector</m:t> </m:r>@@ -2184,7 +2082,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightUpVectorBar</m:t> </m:r>@@ -2203,7 +2100,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightVector</m:t> </m:r>@@ -2222,7 +2118,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RightVectorBar</m:t> </m:r>@@ -2241,7 +2136,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ring</m:t> </m:r>@@ -2260,7 +2154,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>risingdotseq</m:t> </m:r>@@ -2279,7 +2172,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rlarr</m:t> </m:r>@@ -2298,7 +2190,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rlhar</m:t> </m:r>@@ -2317,7 +2208,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rmoust</m:t> </m:r>@@ -2336,7 +2226,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rmoustache</m:t> </m:r>@@ -2355,7 +2244,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rnmid</m:t> </m:r>@@ -2374,7 +2262,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>roang</m:t> </m:r>@@ -2393,7 +2280,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>roarr</m:t> </m:r>@@ -2412,7 +2298,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>robrk</m:t> </m:r>@@ -2431,7 +2316,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ropar</m:t> </m:r>@@ -2450,7 +2334,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ropf</m:t> </m:r>@@ -2469,7 +2352,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ropf</m:t> </m:r>@@ -2488,7 +2370,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>roplus</m:t> </m:r>@@ -2507,7 +2388,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rotimes</m:t> </m:r>@@ -2526,7 +2406,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RoundImplies</m:t> </m:r>@@ -2545,7 +2424,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rpar</m:t> </m:r>@@ -2564,7 +2442,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rpargt</m:t> </m:r>@@ -2583,7 +2460,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rppolint</m:t> </m:r>@@ -2602,7 +2478,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rrarr</m:t> </m:r>@@ -2621,7 +2496,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rrightarrow</m:t> </m:r>@@ -2640,7 +2514,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rscr</m:t> </m:r>@@ -2659,7 +2532,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rscr</m:t> </m:r>@@ -2678,7 +2550,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rsh</m:t> </m:r>@@ -2697,7 +2568,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Rsh</m:t> </m:r>@@ -2716,7 +2586,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rsqb</m:t> </m:r>@@ -2735,7 +2604,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rsquo</m:t> </m:r>@@ -2754,7 +2622,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rsquor</m:t> </m:r>@@ -2773,7 +2640,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rthree</m:t> </m:r>@@ -2792,7 +2658,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rtimes</m:t> </m:r>@@ -2811,7 +2676,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rtri</m:t> </m:r>@@ -2830,7 +2694,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rtrie</m:t> </m:r>@@ -2849,7 +2712,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rtrif</m:t> </m:r>@@ -2868,7 +2730,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rtriltri</m:t> </m:r>@@ -2887,7 +2748,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>RuleDelayed</m:t> </m:r>@@ -2906,7 +2766,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ruluhar</m:t> </m:r>@@ -2925,7 +2784,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>rx</m:t> </m:r>
@@ -28,8 +28,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -33,20 +33,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -241,14 +241,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -258,7 +258,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sacute</m:t> </m:r>@@ -277,7 +276,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Sacute</m:t> </m:r>@@ -296,7 +294,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sc</m:t> </m:r>@@ -315,7 +312,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Sc</m:t> </m:r>@@ -334,7 +330,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scap</m:t> </m:r>@@ -353,7 +348,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scaron</m:t> </m:r>@@ -372,7 +366,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Scaron</m:t> </m:r>@@ -391,7 +384,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sccue</m:t> </m:r>@@ -410,7 +402,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sce</m:t> </m:r>@@ -429,7 +420,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scE</m:t> </m:r>@@ -448,7 +438,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scedil</m:t> </m:r>@@ -467,7 +456,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Scedil</m:t> </m:r>@@ -486,7 +474,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scirc</m:t> </m:r>@@ -505,7 +492,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Scirc</m:t> </m:r>@@ -524,7 +510,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scnap</m:t> </m:r>@@ -543,7 +528,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scnE</m:t> </m:r>@@ -562,7 +546,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scnsim</m:t> </m:r>@@ -581,7 +564,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scpolint</m:t> </m:r>@@ -600,7 +582,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scsim</m:t> </m:r>@@ -619,7 +600,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>scy</m:t> </m:r>@@ -638,7 +618,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Scy</m:t> </m:r>@@ -657,7 +636,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sdot</m:t> </m:r>@@ -676,7 +654,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sdotb</m:t> </m:r>@@ -695,7 +672,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sdote</m:t> </m:r>@@ -714,7 +690,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>searhk</m:t> </m:r>@@ -733,7 +708,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>searr</m:t> </m:r>@@ -752,7 +726,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>seArr</m:t> </m:r>@@ -771,7 +744,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>searrow</m:t> </m:r>@@ -790,7 +762,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sect</m:t> </m:r>@@ -809,7 +780,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>semi</m:t> </m:r>@@ -828,7 +798,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>seswar</m:t> </m:r>@@ -847,7 +816,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>setminus</m:t> </m:r>@@ -866,7 +834,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>setmn</m:t> </m:r>@@ -885,7 +852,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sext</m:t> </m:r>@@ -904,7 +870,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sfr</m:t> </m:r>@@ -923,7 +888,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Sfr</m:t> </m:r>@@ -942,7 +906,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sfrown</m:t> </m:r>@@ -961,7 +924,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sharp</m:t> </m:r>@@ -980,7 +942,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>shchcy</m:t> </m:r>@@ -999,7 +960,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SHCHcy</m:t> </m:r>@@ -1018,7 +978,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>shcy</m:t> </m:r>@@ -1037,7 +996,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SHcy</m:t> </m:r>@@ -1056,7 +1014,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ShortDownArrow</m:t> </m:r>@@ -1075,7 +1032,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ShortLeftArrow</m:t> </m:r>@@ -1094,7 +1050,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>shortmid</m:t> </m:r>@@ -1113,7 +1068,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>shortparallel</m:t> </m:r>@@ -1132,7 +1086,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ShortRightArrow</m:t> </m:r>@@ -1151,7 +1104,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ShortUpArrow</m:t> </m:r>@@ -1170,7 +1122,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>shy</m:t> </m:r>@@ -1189,7 +1140,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sigma</m:t> </m:r>@@ -1208,7 +1158,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Sigma</m:t> </m:r>@@ -1227,7 +1176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sigmav</m:t> </m:r>@@ -1246,7 +1194,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sim</m:t> </m:r>@@ -1265,7 +1212,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>simdot</m:t> </m:r>@@ -1284,7 +1230,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sime</m:t> </m:r>@@ -1303,7 +1248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>simeq</m:t> </m:r>@@ -1322,7 +1266,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>simg</m:t> </m:r>@@ -1341,7 +1284,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>simgE</m:t> </m:r>@@ -1360,7 +1302,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>siml</m:t> </m:r>@@ -1379,7 +1320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>simlE</m:t> </m:r>@@ -1398,7 +1338,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>simne</m:t> </m:r>@@ -1417,7 +1356,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>simplus</m:t> </m:r>@@ -1436,7 +1374,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>simrarr</m:t> </m:r>@@ -1455,7 +1392,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>slarr</m:t> </m:r>@@ -1474,7 +1410,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SmallCircle</m:t> </m:r>@@ -1493,7 +1428,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>smallsetminus</m:t> </m:r>@@ -1512,7 +1446,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>smashp</m:t> </m:r>@@ -1531,7 +1464,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>smeparsl</m:t> </m:r>@@ -1550,7 +1482,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>smid</m:t> </m:r>@@ -1569,7 +1500,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>smile</m:t> </m:r>@@ -1588,7 +1518,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>smt</m:t> </m:r>@@ -1607,7 +1536,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>smte</m:t> </m:r>@@ -1626,7 +1554,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>smtes</m:t> </m:r>@@ -1645,7 +1572,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>softcy</m:t> </m:r>@@ -1664,7 +1590,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SOFTcy</m:t> </m:r>@@ -1683,7 +1608,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sol</m:t> </m:r>@@ -1702,7 +1626,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>solb</m:t> </m:r>@@ -1721,7 +1644,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>solbar</m:t> </m:r>@@ -1740,7 +1662,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sopf</m:t> </m:r>@@ -1759,7 +1680,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Sopf</m:t> </m:r>@@ -1778,7 +1698,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>spades</m:t> </m:r>@@ -1797,7 +1716,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>spadesuit</m:t> </m:r>@@ -1816,7 +1734,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>spar</m:t> </m:r>@@ -1835,7 +1752,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqcap</m:t> </m:r>@@ -1854,7 +1770,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqcaps</m:t> </m:r>@@ -1873,7 +1788,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqcup</m:t> </m:r>@@ -1892,7 +1806,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqcups</m:t> </m:r>@@ -1911,7 +1824,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Sqrt</m:t> </m:r>@@ -1930,7 +1842,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqsub</m:t> </m:r>@@ -1949,7 +1860,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqsube</m:t> </m:r>@@ -1968,7 +1878,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqsubset</m:t> </m:r>@@ -1987,7 +1896,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqsubseteq</m:t> </m:r>@@ -2006,7 +1914,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqsup</m:t> </m:r>@@ -2025,7 +1932,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqsupe</m:t> </m:r>@@ -2044,7 +1950,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqsupset</m:t> </m:r>@@ -2063,7 +1968,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sqsupseteq</m:t> </m:r>@@ -2082,7 +1986,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>squ</m:t> </m:r>@@ -2101,7 +2004,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>square</m:t> </m:r>@@ -2120,7 +2022,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Square</m:t> </m:r>@@ -2139,7 +2040,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SquareIntersection</m:t> </m:r>@@ -2158,7 +2058,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SquareSubset</m:t> </m:r>@@ -2177,7 +2076,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SquareSubsetEqual</m:t> </m:r>@@ -2196,7 +2094,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SquareSuperset</m:t> </m:r>@@ -2215,7 +2112,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SquareSupersetEqual</m:t> </m:r>@@ -2234,7 +2130,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SquareUnion</m:t> </m:r>@@ -2253,7 +2148,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>squarf</m:t> </m:r>@@ -2272,7 +2166,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>squf</m:t> </m:r>@@ -2291,7 +2184,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>srarr</m:t> </m:r>@@ -2310,7 +2202,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sscr</m:t> </m:r>@@ -2329,7 +2220,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Sscr</m:t> </m:r>@@ -2348,7 +2238,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ssetmn</m:t> </m:r>@@ -2367,7 +2256,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ssmile</m:t> </m:r>@@ -2386,7 +2274,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sstarf</m:t> </m:r>@@ -2405,7 +2292,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>star</m:t> </m:r>@@ -2424,7 +2310,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Star</m:t> </m:r>@@ -2443,7 +2328,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>starf</m:t> </m:r>@@ -2462,7 +2346,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>straightepsilon</m:t> </m:r>@@ -2481,7 +2364,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>straightphi</m:t> </m:r>@@ -2500,7 +2382,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>strns</m:t> </m:r>@@ -2519,7 +2400,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sub</m:t> </m:r>@@ -2538,7 +2418,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Sub</m:t> </m:r>@@ -2557,7 +2436,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subdot</m:t> </m:r>@@ -2576,7 +2454,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sube</m:t> </m:r>@@ -2595,7 +2472,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subE</m:t> </m:r>@@ -2614,7 +2490,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subedot</m:t> </m:r>@@ -2633,7 +2508,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>submult</m:t> </m:r>@@ -2652,7 +2526,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subne</m:t> </m:r>@@ -2671,7 +2544,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subnE</m:t> </m:r>@@ -2690,7 +2562,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subplus</m:t> </m:r>@@ -2709,7 +2580,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subrarr</m:t> </m:r>@@ -2728,7 +2598,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subset</m:t> </m:r>@@ -2747,7 +2616,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Subset</m:t> </m:r>@@ -2766,7 +2634,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subseteq</m:t> </m:r>@@ -2785,7 +2652,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subseteqq</m:t> </m:r>@@ -2804,7 +2670,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SubsetEqual</m:t> </m:r>@@ -2823,7 +2688,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subsetneq</m:t> </m:r>@@ -2842,7 +2706,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subsetneqq</m:t> </m:r>@@ -2861,7 +2724,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subsim</m:t> </m:r>@@ -2880,7 +2742,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subsub</m:t> </m:r>@@ -2899,7 +2760,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>subsup</m:t> </m:r>@@ -2918,7 +2778,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>succ</m:t> </m:r>@@ -2937,7 +2796,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>succapprox</m:t> </m:r>@@ -2956,7 +2814,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>succcurlyeq</m:t> </m:r>@@ -2975,7 +2832,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Succeeds</m:t> </m:r>@@ -2994,7 +2850,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SucceedsEqual</m:t> </m:r>@@ -3013,7 +2868,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SucceedsSlantEqual</m:t> </m:r>@@ -3032,7 +2886,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SucceedsTilde</m:t> </m:r>@@ -3051,7 +2904,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>succeq</m:t> </m:r>@@ -3070,7 +2922,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>succnapprox</m:t> </m:r>@@ -3089,7 +2940,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>succneqq</m:t> </m:r>@@ -3108,7 +2958,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>succnsim</m:t> </m:r>@@ -3127,7 +2976,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>succsim</m:t> </m:r>@@ -3146,7 +2994,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SuchThat</m:t> </m:r>@@ -3165,7 +3012,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sum</m:t> </m:r>@@ -3184,7 +3030,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Sum</m:t> </m:r>@@ -3203,7 +3048,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sung</m:t> </m:r>@@ -3222,7 +3066,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sup</m:t> </m:r>@@ -3241,7 +3084,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Sup</m:t> </m:r>@@ -3260,7 +3102,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sup1</m:t> </m:r>@@ -3279,7 +3120,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sup2</m:t> </m:r>@@ -3298,7 +3138,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>sup3</m:t> </m:r>@@ -3317,7 +3156,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supdot</m:t> </m:r>@@ -3336,7 +3174,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supdsub</m:t> </m:r>@@ -3355,7 +3192,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supe</m:t> </m:r>@@ -3374,7 +3210,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supE</m:t> </m:r>@@ -3393,7 +3228,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supedot</m:t> </m:r>@@ -3412,7 +3246,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Superset</m:t> </m:r>@@ -3431,7 +3264,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>SupersetEqual</m:t> </m:r>@@ -3450,7 +3282,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>suphsol</m:t> </m:r>@@ -3469,7 +3300,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>suphsub</m:t> </m:r>@@ -3488,7 +3318,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>suplarr</m:t> </m:r>@@ -3507,7 +3336,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supmult</m:t> </m:r>@@ -3526,7 +3354,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supne</m:t> </m:r>@@ -3545,7 +3372,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supnE</m:t> </m:r>@@ -3564,7 +3390,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supplus</m:t> </m:r>@@ -3583,7 +3408,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supset</m:t> </m:r>@@ -3602,7 +3426,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Supset</m:t> </m:r>@@ -3621,7 +3444,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supseteq</m:t> </m:r>@@ -3640,7 +3462,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supseteqq</m:t> </m:r>@@ -3659,7 +3480,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supsetneq</m:t> </m:r>@@ -3678,7 +3498,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supsetneqq</m:t> </m:r>@@ -3697,7 +3516,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supsim</m:t> </m:r>@@ -3716,7 +3534,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supsub</m:t> </m:r>@@ -3735,7 +3552,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>supsup</m:t> </m:r>@@ -3754,7 +3570,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>swarhk</m:t> </m:r>@@ -3773,7 +3588,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>swarr</m:t> </m:r>@@ -3792,7 +3606,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>swArr</m:t> </m:r>@@ -3811,7 +3624,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>swarrow</m:t> </m:r>@@ -3830,7 +3642,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>swnwar</m:t> </m:r>@@ -3849,7 +3660,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>szlig</m:t> </m:r>
@@ -40,8 +40,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -51,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>!"#$%&'()*+,-./0123456789:;<=>?</m:t> </m:r>@@ -62,7 +61,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_</m:t> </m:r>@@ -73,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>`abcdefghijklmnopqrstuvwxyz{|}~</m:t> </m:r>@@ -84,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ıȷ</m:t> </m:r>@@ -95,7 +91,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇</m:t> </m:r>@@ -106,7 +101,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>αβγδεζηθικλμνξοπρςστυφχψω∂</m:t> </m:r>@@ -117,7 +111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ϵϑϰϕϱϖϜϝ</m:t> </m:r>@@ -128,7 +121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>±·×÷‘’“”•−∓∕∗∙≠≤≥⋅</m:t> </m:r>
@@ -40,8 +40,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -51,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>!"#$%&'()*+,-./0123456789:;<=>?</m:t> </m:r>@@ -62,7 +61,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_</m:t> </m:r>@@ -73,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>`abcdefghijklmnopqrstuvwxyz{|}~</m:t> </m:r>@@ -84,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ıȷ</m:t> </m:r>@@ -95,7 +91,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇</m:t> </m:r>@@ -106,7 +101,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>αβγδεζηθικλμνξοπρςστυφχψω∂</m:t> </m:r>@@ -117,7 +111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ϵϑϰϕϱϖϜϝ</m:t> </m:r>@@ -128,7 +121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>±·×÷‘’“”•−∓∕∗∙≠≤≥⋅</m:t> </m:r>
@@ -40,8 +40,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -51,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>!"#$%&'()*+,-./0123456789:;<=>?</m:t> </m:r>@@ -62,7 +61,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_</m:t> </m:r>@@ -73,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>`abcdefghijklmnopqrstuvwxyz{|}~</m:t> </m:r>@@ -84,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ıȷ</m:t> </m:r>@@ -95,7 +91,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇</m:t> </m:r>@@ -106,7 +101,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>αβγδεζηθικλμνξοπρςστυφχψω∂</m:t> </m:r>@@ -117,7 +111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ϵϑϰϕϱϖϜϝ</m:t> </m:r>@@ -128,7 +121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>±·×÷‘’“”•−∓∕∗∙≠≤≥⋅</m:t> </m:r>
@@ -40,8 +40,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -51,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>!"#$%&'()*+,-./0123456789:;<=>?</m:t> </m:r>@@ -62,7 +61,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_</m:t> </m:r>@@ -73,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>`abcdefghijklmnopqrstuvwxyz{|}~</m:t> </m:r>@@ -84,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ıȷ</m:t> </m:r>@@ -95,7 +91,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇</m:t> </m:r>@@ -106,7 +101,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>αβγδεζηθικλμνξοπρςστυφχψω∂</m:t> </m:r>@@ -117,7 +111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ϵϑϰϕϱϖϜϝ</m:t> </m:r>@@ -128,7 +121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>±·×÷‘’“”•−∓∕∗∙≠≤≥⋅</m:t> </m:r>
@@ -0,0 +1,27 @@+<<< native+[ EScaled (6 % 5) (ESymbol Open "(")+, EIdentifier "x"+, EScaled (9 % 5) (ESymbol Close ")")+]+>>> omml+<?xml version='1.0' ?>+<m:oMathPara>+ <m:oMathParaPr>+ <m:jc m:val="center" />+ </m:oMathParaPr>+ <m:oMath>+ <m:d>+ <m:dPr>+ <m:begChr m:val="(" />+ <m:sepChr m:val="" />+ <m:endChr m:val=")" />+ <m:grow />+ </m:dPr>+ <m:e>+ <m:r>+ <m:t>x</m:t>+ </m:r>+ </m:e>+ </m:d>+ </m:oMath>+</m:oMathPara>
@@ -22,8 +22,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -33,7 +33,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ABCDEFGHIJKLMNOPQRSTUVWXYZ</m:t> </m:r>@@ -44,7 +43,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>abcdefghijklmnopqrstuvwxyz</m:t> </m:r>
@@ -22,8 +22,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -33,7 +33,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ABCDEFGHIJKLMNOPQRSTUVWXYZ</m:t> </m:r>@@ -44,7 +43,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>abcdefghijklmnopqrstuvwxyz</m:t> </m:r>
@@ -40,8 +40,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -51,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>!"#$%&'()*+,-./0123456789:;<=>?</m:t> </m:r>@@ -62,7 +61,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_</m:t> </m:r>@@ -73,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>`abcdefghijklmnopqrstuvwxyz{|}~</m:t> </m:r>@@ -84,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ıȷ</m:t> </m:r>@@ -95,7 +91,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇</m:t> </m:r>@@ -106,7 +101,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>αβγδεζηθικλμνξοπρςστυφχψω∂</m:t> </m:r>@@ -117,7 +111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ϵϑϰϕϱϖϜϝ</m:t> </m:r>@@ -128,7 +121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>±·×÷‘’“”•−∓∕∗∙≠≤≥⋅</m:t> </m:r>
@@ -40,8 +40,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -51,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>!"#$%&'()*+,-./0123456789:;<=>?</m:t> </m:r>@@ -62,7 +61,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_</m:t> </m:r>@@ -73,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>`abcdefghijklmnopqrstuvwxyz{|}~</m:t> </m:r>@@ -84,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ıȷ</m:t> </m:r>@@ -95,7 +91,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇</m:t> </m:r>@@ -106,7 +101,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>αβγδεζηθικλμνξοπρςστυφχψω∂</m:t> </m:r>@@ -117,7 +111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ϵϑϰϕϱϖϜϝ</m:t> </m:r>@@ -128,7 +121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>±·×÷‘’“”•−∓∕∗∙≠≤≥⋅</m:t> </m:r>
@@ -40,8 +40,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -51,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>!"#$%&'()*+,-./0123456789:;<=>?</m:t> </m:r>@@ -62,7 +61,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_</m:t> </m:r>@@ -73,7 +71,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>`abcdefghijklmnopqrstuvwxyz{|}~</m:t> </m:r>@@ -84,7 +81,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ıȷ</m:t> </m:r>@@ -95,7 +91,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇</m:t> </m:r>@@ -106,7 +101,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>αβγδεζηθικλμνξοπρςστυφχψω∂</m:t> </m:r>@@ -117,7 +111,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ϵϑϰϕϱϖϜϝ</m:t> </m:r>@@ -128,7 +121,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>±·×÷‘’“”•−∓∕∗∙≠≤≥⋅</m:t> </m:r>
@@ -37,8 +37,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="left" /> <m:count m:val="1" />+ <m:mcJc m:val="left" /> </m:mcPr> </m:mc> </m:mcs>@@ -48,7 +48,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>!"#$%&'()*+,-./0123456789:;<=>?</m:t> </m:r>@@ -59,7 +58,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_</m:t> </m:r>@@ -70,7 +68,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>`abcdefghijklmnopqrstuvwxyz{|}~</m:t> </m:r>@@ -81,7 +78,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ıȷ</m:t> </m:r>@@ -92,7 +88,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇</m:t> </m:r>@@ -103,7 +98,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>αβγδεζηθικλμνξοπρςστυφχψω∂</m:t> </m:r>@@ -114,7 +108,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ϵϑϰϕϱϖϜϝ</m:t> </m:r>@@ -125,7 +118,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>±·×÷‘’“”•−∓∕∗∙≠≤≥⋅</m:t> </m:r>
@@ -230,7 +230,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>#This is my string!'</m:t> </m:r>
@@ -53,20 +53,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -77,7 +77,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Stetching in base</m:t> </m:r>@@ -86,7 +85,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Stretching in script</m:t> </m:r>@@ -97,7 +95,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>no mrows</m:t> </m:r>@@ -116,7 +113,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>maps to</m:t> </m:r>@@ -132,7 +128,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>maps to</m:t> </m:r>@@ -145,7 +140,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>all in row</m:t> </m:r>@@ -164,7 +158,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>maps to</m:t> </m:r>@@ -180,7 +173,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>maps to</m:t> </m:r>@@ -193,7 +185,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>op in row</m:t> </m:r>@@ -212,7 +203,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>maps to</m:t> </m:r>@@ -228,7 +218,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>maps to</m:t> </m:r>@@ -241,7 +230,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>text in row</m:t> </m:r>@@ -260,7 +248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>maps to</m:t> </m:r>@@ -276,7 +263,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>maps to</m:t> </m:r>
@@ -29,7 +29,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>This is a long stretched arrow</m:t> </m:r>
@@ -35,20 +35,20 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -19,14 +19,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -51,7 +51,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>a long cell</m:t> </m:r>
@@ -37,8 +37,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -54,8 +54,8 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>
@@ -300,7 +300,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>term</m:t> </m:r>
@@ -106,14 +106,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -123,7 +123,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Tab</m:t> </m:r>@@ -142,7 +141,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>target</m:t> </m:r>@@ -161,7 +159,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tau</m:t> </m:r>@@ -180,7 +177,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tbrk</m:t> </m:r>@@ -199,7 +195,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tcaron</m:t> </m:r>@@ -218,7 +213,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Tcaron</m:t> </m:r>@@ -237,7 +231,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tcedil</m:t> </m:r>@@ -256,7 +249,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Tcedil</m:t> </m:r>@@ -275,7 +267,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tcy</m:t> </m:r>@@ -294,7 +285,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Tcy</m:t> </m:r>@@ -313,7 +303,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tdot</m:t> </m:r>@@ -332,7 +321,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>telrec</m:t> </m:r>@@ -351,7 +339,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tfr</m:t> </m:r>@@ -370,7 +357,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Tfr</m:t> </m:r>@@ -389,7 +375,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>there4</m:t> </m:r>@@ -408,7 +393,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>therefore</m:t> </m:r>@@ -427,7 +411,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Therefore</m:t> </m:r>@@ -446,7 +429,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>theta</m:t> </m:r>@@ -465,7 +447,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Theta</m:t> </m:r>@@ -484,7 +465,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>thetav</m:t> </m:r>@@ -503,7 +483,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>thickapprox</m:t> </m:r>@@ -522,7 +501,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>thicksim</m:t> </m:r>@@ -541,7 +519,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ThickSpace</m:t> </m:r>@@ -560,7 +537,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>thinsp</m:t> </m:r>@@ -579,7 +555,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ThinSpace</m:t> </m:r>@@ -598,7 +573,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>thkap</m:t> </m:r>@@ -617,7 +591,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>thksim</m:t> </m:r>@@ -636,7 +609,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>thorn</m:t> </m:r>@@ -655,7 +627,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>THORN</m:t> </m:r>@@ -674,7 +645,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tilde</m:t> </m:r>@@ -693,7 +663,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Tilde</m:t> </m:r>@@ -712,7 +681,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>TildeEqual</m:t> </m:r>@@ -731,7 +699,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>TildeFullEqual</m:t> </m:r>@@ -750,7 +717,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>TildeTilde</m:t> </m:r>@@ -769,7 +735,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>times</m:t> </m:r>@@ -788,7 +753,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>timesb</m:t> </m:r>@@ -807,7 +771,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>timesbar</m:t> </m:r>@@ -826,7 +789,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>timesd</m:t> </m:r>@@ -845,7 +807,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tint</m:t> </m:r>@@ -864,7 +825,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>toea</m:t> </m:r>@@ -883,7 +843,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>top</m:t> </m:r>@@ -902,7 +861,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>topbot</m:t> </m:r>@@ -921,7 +879,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>topcir</m:t> </m:r>@@ -940,7 +897,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>topf</m:t> </m:r>@@ -959,7 +915,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Topf</m:t> </m:r>@@ -978,7 +933,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>topfork</m:t> </m:r>@@ -997,7 +951,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tosa</m:t> </m:r>@@ -1016,7 +969,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tprime</m:t> </m:r>@@ -1035,7 +987,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>trade</m:t> </m:r>@@ -1054,7 +1005,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>triangle</m:t> </m:r>@@ -1073,7 +1023,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>triangledown</m:t> </m:r>@@ -1092,7 +1041,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>triangleleft</m:t> </m:r>@@ -1111,7 +1059,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>trianglelefteq</m:t> </m:r>@@ -1130,7 +1077,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>triangleq</m:t> </m:r>@@ -1149,7 +1095,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>triangleright</m:t> </m:r>@@ -1168,7 +1113,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>trianglerighteq</m:t> </m:r>@@ -1187,7 +1131,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tridot</m:t> </m:r>@@ -1206,7 +1149,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>trie</m:t> </m:r>@@ -1225,7 +1167,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>triminus</m:t> </m:r>@@ -1244,7 +1185,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>TripleDot</m:t> </m:r>@@ -1263,7 +1203,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>triplus</m:t> </m:r>@@ -1282,7 +1221,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>trisb</m:t> </m:r>@@ -1301,7 +1239,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tritime</m:t> </m:r>@@ -1320,7 +1257,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>trpezium</m:t> </m:r>@@ -1339,7 +1275,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tscr</m:t> </m:r>@@ -1358,7 +1293,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Tscr</m:t> </m:r>@@ -1377,7 +1311,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tscy</m:t> </m:r>@@ -1396,7 +1329,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>TScy</m:t> </m:r>@@ -1415,7 +1347,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tshcy</m:t> </m:r>@@ -1434,7 +1365,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>TSHcy</m:t> </m:r>@@ -1453,7 +1383,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>tstrok</m:t> </m:r>@@ -1472,7 +1401,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Tstrok</m:t> </m:r>@@ -1491,7 +1419,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>twixt</m:t> </m:r>@@ -1510,7 +1437,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>twoheadleftarrow</m:t> </m:r>@@ -1529,7 +1455,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>twoheadrightarrow</m:t> </m:r>
@@ -14,13 +14,11 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>(Łukasiewicz, Gödel, and Gödel)</m:t> </m:r> <m:r> <m:rPr>- <m:nor /> <m:sty m:val="i" /> </m:rPr> <m:t>…–“double quotes”—‘single quotes’</m:t>
@@ -117,14 +117,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -134,7 +134,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uacute</m:t> </m:r>@@ -153,7 +152,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Uacute</m:t> </m:r>@@ -172,7 +170,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uarr</m:t> </m:r>@@ -191,7 +188,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uArr</m:t> </m:r>@@ -210,7 +206,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Uarr</m:t> </m:r>@@ -229,7 +224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Uarrocir</m:t> </m:r>@@ -248,7 +242,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ubrcy</m:t> </m:r>@@ -267,7 +260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ubrcy</m:t> </m:r>@@ -286,7 +278,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ubreve</m:t> </m:r>@@ -305,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ubreve</m:t> </m:r>@@ -324,7 +314,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ucirc</m:t> </m:r>@@ -343,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ucirc</m:t> </m:r>@@ -362,7 +350,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ucy</m:t> </m:r>@@ -381,7 +368,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ucy</m:t> </m:r>@@ -400,7 +386,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>udarr</m:t> </m:r>@@ -419,7 +404,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>udblac</m:t> </m:r>@@ -438,7 +422,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Udblac</m:t> </m:r>@@ -457,7 +440,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>udhar</m:t> </m:r>@@ -476,7 +458,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ufisht</m:t> </m:r>@@ -495,7 +476,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ufr</m:t> </m:r>@@ -514,7 +494,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ufr</m:t> </m:r>@@ -533,7 +512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ugrave</m:t> </m:r>@@ -552,7 +530,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ugrave</m:t> </m:r>@@ -571,7 +548,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uHar</m:t> </m:r>@@ -590,7 +566,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uharl</m:t> </m:r>@@ -609,7 +584,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uharr</m:t> </m:r>@@ -628,7 +602,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uhblk</m:t> </m:r>@@ -647,7 +620,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ulcorn</m:t> </m:r>@@ -666,7 +638,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ulcorner</m:t> </m:r>@@ -685,7 +656,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ulcrop</m:t> </m:r>@@ -704,7 +674,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ultri</m:t> </m:r>@@ -723,7 +692,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>umacr</m:t> </m:r>@@ -742,7 +710,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Umacr</m:t> </m:r>@@ -761,7 +728,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uml</m:t> </m:r>@@ -780,7 +746,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UnderBar</m:t> </m:r>@@ -799,7 +764,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UnderBrace</m:t> </m:r>@@ -818,7 +782,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UnderBracket</m:t> </m:r>@@ -837,7 +800,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UnderParenthesis</m:t> </m:r>@@ -856,7 +818,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Union</m:t> </m:r>@@ -875,7 +836,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UnionPlus</m:t> </m:r>@@ -894,7 +854,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uogon</m:t> </m:r>@@ -913,7 +872,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Uogon</m:t> </m:r>@@ -932,7 +890,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uopf</m:t> </m:r>@@ -951,7 +908,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Uopf</m:t> </m:r>@@ -970,7 +926,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uparrow</m:t> </m:r>@@ -989,7 +944,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Uparrow</m:t> </m:r>@@ -1008,7 +962,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UpArrow</m:t> </m:r>@@ -1027,7 +980,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UpArrowBar</m:t> </m:r>@@ -1046,7 +998,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UpArrowDownArrow</m:t> </m:r>@@ -1065,7 +1016,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>updownarrow</m:t> </m:r>@@ -1084,7 +1034,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Updownarrow</m:t> </m:r>@@ -1103,7 +1052,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UpDownArrow</m:t> </m:r>@@ -1122,7 +1070,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UpEquilibrium</m:t> </m:r>@@ -1141,7 +1088,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>upharpoonleft</m:t> </m:r>@@ -1160,7 +1106,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>upharpoonright</m:t> </m:r>@@ -1179,7 +1124,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uplus</m:t> </m:r>@@ -1198,7 +1142,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UpperLeftArrow</m:t> </m:r>@@ -1217,7 +1160,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UpperRightArrow</m:t> </m:r>@@ -1236,7 +1178,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>upsi</m:t> </m:r>@@ -1255,7 +1196,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Upsi</m:t> </m:r>@@ -1274,7 +1214,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>upsilon</m:t> </m:r>@@ -1293,7 +1232,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Upsilon</m:t> </m:r>@@ -1312,7 +1250,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UpTee</m:t> </m:r>@@ -1331,7 +1268,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>UpTeeArrow</m:t> </m:r>@@ -1350,7 +1286,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>upuparrows</m:t> </m:r>@@ -1369,7 +1304,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>urcorn</m:t> </m:r>@@ -1388,7 +1322,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>urcorner</m:t> </m:r>@@ -1407,7 +1340,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>urcrop</m:t> </m:r>@@ -1426,7 +1358,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uring</m:t> </m:r>@@ -1445,7 +1376,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Uring</m:t> </m:r>@@ -1464,7 +1394,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>urtri</m:t> </m:r>@@ -1483,7 +1412,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uscr</m:t> </m:r>@@ -1502,7 +1430,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Uscr</m:t> </m:r>@@ -1521,7 +1448,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>utdot</m:t> </m:r>@@ -1540,7 +1466,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>utilde</m:t> </m:r>@@ -1559,7 +1484,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Utilde</m:t> </m:r>@@ -1578,7 +1502,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>utri</m:t> </m:r>@@ -1597,7 +1520,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>utrif</m:t> </m:r>@@ -1616,7 +1538,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uuarr</m:t> </m:r>@@ -1635,7 +1556,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uuml</m:t> </m:r>@@ -1654,7 +1574,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Uuml</m:t> </m:r>@@ -1673,7 +1592,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>uwangle</m:t> </m:r>
@@ -102,14 +102,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -119,7 +119,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vangrt</m:t> </m:r>@@ -138,7 +137,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varepsilon</m:t> </m:r>@@ -157,7 +155,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varkappa</m:t> </m:r>@@ -176,7 +173,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varnothing</m:t> </m:r>@@ -195,7 +191,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varphi</m:t> </m:r>@@ -214,7 +209,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varpi</m:t> </m:r>@@ -233,7 +227,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varpropto</m:t> </m:r>@@ -252,7 +245,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varr</m:t> </m:r>@@ -271,7 +263,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vArr</m:t> </m:r>@@ -290,7 +281,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varrho</m:t> </m:r>@@ -309,7 +299,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varsigma</m:t> </m:r>@@ -328,7 +317,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varsubsetneq</m:t> </m:r>@@ -347,7 +335,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varsubsetneqq</m:t> </m:r>@@ -366,7 +353,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varsupsetneq</m:t> </m:r>@@ -385,7 +371,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>varsupsetneqq</m:t> </m:r>@@ -404,7 +389,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vartheta</m:t> </m:r>@@ -423,7 +407,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vartriangleleft</m:t> </m:r>@@ -442,7 +425,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vartriangleright</m:t> </m:r>@@ -461,7 +443,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vBar</m:t> </m:r>@@ -480,7 +461,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vbar</m:t> </m:r>@@ -499,7 +479,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vBarv</m:t> </m:r>@@ -518,7 +497,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vcy</m:t> </m:r>@@ -537,7 +515,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vcy</m:t> </m:r>@@ -556,7 +533,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vdash</m:t> </m:r>@@ -575,7 +551,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vDash</m:t> </m:r>@@ -594,7 +569,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vdash</m:t> </m:r>@@ -613,7 +587,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>VDash</m:t> </m:r>@@ -632,7 +605,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vdashl</m:t> </m:r>@@ -651,7 +623,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vee</m:t> </m:r>@@ -670,7 +641,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vee</m:t> </m:r>@@ -689,7 +659,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>veebar</m:t> </m:r>@@ -708,7 +677,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>veeeq</m:t> </m:r>@@ -727,7 +695,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vellip</m:t> </m:r>@@ -746,7 +713,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>verbar</m:t> </m:r>@@ -765,7 +731,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Verbar</m:t> </m:r>@@ -784,7 +749,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vert</m:t> </m:r>@@ -803,7 +767,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vert</m:t> </m:r>@@ -822,7 +785,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>VerticalBar</m:t> </m:r>@@ -841,7 +803,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>VerticalLine</m:t> </m:r>@@ -860,7 +821,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>VerticalSeparator</m:t> </m:r>@@ -879,7 +839,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>VerticalTilde</m:t> </m:r>@@ -898,7 +857,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>VeryThinSpace</m:t> </m:r>@@ -917,7 +875,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vfr</m:t> </m:r>@@ -936,7 +893,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vfr</m:t> </m:r>@@ -955,7 +911,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vltri</m:t> </m:r>@@ -974,7 +929,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vnsub</m:t> </m:r>@@ -993,7 +947,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vnsup</m:t> </m:r>@@ -1012,7 +965,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vopf</m:t> </m:r>@@ -1031,7 +983,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vopf</m:t> </m:r>@@ -1050,7 +1001,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vprop</m:t> </m:r>@@ -1069,7 +1019,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vrtri</m:t> </m:r>@@ -1088,7 +1037,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vscr</m:t> </m:r>@@ -1107,7 +1055,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vscr</m:t> </m:r>@@ -1126,7 +1073,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vsubne</m:t> </m:r>@@ -1145,7 +1091,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vsubnE</m:t> </m:r>@@ -1164,7 +1109,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vsupne</m:t> </m:r>@@ -1183,7 +1127,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vsupnE</m:t> </m:r>@@ -1202,7 +1145,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Vvdash</m:t> </m:r>@@ -1221,7 +1163,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>vzigzag</m:t> </m:r>
@@ -33,14 +33,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -50,7 +50,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>wcirc</m:t> </m:r>@@ -69,7 +68,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Wcirc</m:t> </m:r>@@ -88,7 +86,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>wedbar</m:t> </m:r>@@ -107,7 +104,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>wedge</m:t> </m:r>@@ -126,7 +122,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Wedge</m:t> </m:r>@@ -145,7 +140,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>wedgeq</m:t> </m:r>@@ -164,7 +158,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>weierp</m:t> </m:r>@@ -183,7 +176,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>wfr</m:t> </m:r>@@ -202,7 +194,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Wfr</m:t> </m:r>@@ -221,7 +212,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>wopf</m:t> </m:r>@@ -240,7 +230,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Wopf</m:t> </m:r>@@ -259,7 +248,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>wp</m:t> </m:r>@@ -278,7 +266,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>wr</m:t> </m:r>@@ -297,7 +284,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>wreath</m:t> </m:r>@@ -316,7 +302,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>wscr</m:t> </m:r>@@ -335,7 +320,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Wscr</m:t> </m:r>
@@ -45,14 +45,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -62,7 +62,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xcap</m:t> </m:r>@@ -81,7 +80,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xcirc</m:t> </m:r>@@ -100,7 +98,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xcup</m:t> </m:r>@@ -119,7 +116,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xdtri</m:t> </m:r>@@ -138,7 +134,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xfr</m:t> </m:r>@@ -157,7 +152,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Xfr</m:t> </m:r>@@ -176,7 +170,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xharr</m:t> </m:r>@@ -195,7 +188,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xhArr</m:t> </m:r>@@ -214,7 +206,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xi</m:t> </m:r>@@ -233,7 +224,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Xi</m:t> </m:r>@@ -252,7 +242,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xlarr</m:t> </m:r>@@ -271,7 +260,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xlArr</m:t> </m:r>@@ -290,7 +278,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xmap</m:t> </m:r>@@ -309,7 +296,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xnis</m:t> </m:r>@@ -328,7 +314,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xodot</m:t> </m:r>@@ -347,7 +332,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xopf</m:t> </m:r>@@ -366,7 +350,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Xopf</m:t> </m:r>@@ -385,7 +368,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xoplus</m:t> </m:r>@@ -404,7 +386,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xotime</m:t> </m:r>@@ -423,7 +404,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xrarr</m:t> </m:r>@@ -442,7 +422,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xrArr</m:t> </m:r>@@ -461,7 +440,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xscr</m:t> </m:r>@@ -480,7 +458,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Xscr</m:t> </m:r>@@ -499,7 +476,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xsqcup</m:t> </m:r>@@ -518,7 +494,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xuplus</m:t> </m:r>@@ -537,7 +512,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xutri</m:t> </m:r>@@ -556,7 +530,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xvee</m:t> </m:r>@@ -575,7 +548,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>xwedge</m:t> </m:r>
@@ -38,14 +38,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -55,7 +55,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>yacute</m:t> </m:r>@@ -74,7 +73,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Yacute</m:t> </m:r>@@ -93,7 +91,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>yacy</m:t> </m:r>@@ -112,7 +109,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>YAcy</m:t> </m:r>@@ -131,7 +127,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ycirc</m:t> </m:r>@@ -150,7 +145,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ycirc</m:t> </m:r>@@ -169,7 +163,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ycy</m:t> </m:r>@@ -188,7 +181,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Ycy</m:t> </m:r>@@ -207,7 +199,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>yen</m:t> </m:r>@@ -226,7 +217,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>yfr</m:t> </m:r>@@ -245,7 +235,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Yfr</m:t> </m:r>@@ -264,7 +253,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>yicy</m:t> </m:r>@@ -283,7 +271,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>YIcy</m:t> </m:r>@@ -302,7 +289,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>yopf</m:t> </m:r>@@ -321,7 +307,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Yopf</m:t> </m:r>@@ -340,7 +325,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>yscr</m:t> </m:r>@@ -359,7 +343,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Yscr</m:t> </m:r>@@ -378,7 +361,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>yucy</m:t> </m:r>@@ -397,7 +379,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>YUcy</m:t> </m:r>@@ -416,7 +397,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>yuml</m:t> </m:r>@@ -435,7 +415,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Yuml</m:t> </m:r>
@@ -39,14 +39,14 @@ <m:mcs> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> <m:mc> <m:mcPr>- <m:mcJc m:val="center" /> <m:count m:val="1" />+ <m:mcJc m:val="center" /> </m:mcPr> </m:mc> </m:mcs>@@ -56,7 +56,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zacute</m:t> </m:r>@@ -75,7 +74,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Zacute</m:t> </m:r>@@ -94,7 +92,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zcaron</m:t> </m:r>@@ -113,7 +110,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Zcaron</m:t> </m:r>@@ -132,7 +128,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zcy</m:t> </m:r>@@ -151,7 +146,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Zcy</m:t> </m:r>@@ -170,7 +164,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zdot</m:t> </m:r>@@ -189,7 +182,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Zdot</m:t> </m:r>@@ -208,7 +200,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zeetrf</m:t> </m:r>@@ -227,7 +218,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ZeroWidthSpace</m:t> </m:r>@@ -246,7 +236,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zeta</m:t> </m:r>@@ -265,7 +254,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zfr</m:t> </m:r>@@ -284,7 +272,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Zfr</m:t> </m:r>@@ -303,7 +290,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zhcy</m:t> </m:r>@@ -322,7 +308,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>ZHcy</m:t> </m:r>@@ -341,7 +326,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zigrarr</m:t> </m:r>@@ -360,7 +344,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zopf</m:t> </m:r>@@ -379,7 +362,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Zopf</m:t> </m:r>@@ -398,7 +380,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>zscr</m:t> </m:r>@@ -417,7 +398,6 @@ <m:r> <m:rPr> <m:nor />- <m:sty m:val="p" /> </m:rPr> <m:t>Zscr</m:t> </m:r>
@@ -0,0 +1,4 @@+<<< tex+\dot{Q}_{\text{dem}}(t)=\dot{Q}_{\text{eb}}(t)+\dot{Q}_{\text{dis}}(t)+\dot{Q}_{\text{boil}}(t),+>>> starmath+{dot Q}_"dem"(t) = {dot Q}_"eb"(t) + {dot Q}_"dis"(t) + {dot Q}_"boil"(t),
@@ -0,0 +1,4 @@+<<< tex+\ddot{x}+\hat{x}+\tilde{x}+\vec{x}+\bar{x}+>>> starmath+ddot x + hat x + tilde x + vec x + bar x
@@ -0,0 +1,4 @@+<<< tex+\frac{a+b}{c}+>>> starmath+{{a + b} over c}
@@ -0,0 +1,4 @@+<<< tex+\sqrt{x+1}+>>> starmath+sqrt {{x + 1}}
@@ -0,0 +1,4 @@+<<< tex+\sqrt[3]{x}+>>> starmath+nroot {3} {x}
@@ -0,0 +1,4 @@+<<< tex+x_i^2+>>> starmath+x_i^2
@@ -0,0 +1,4 @@+<<< tex+(a+b)^2+>>> starmath+(a + b)^2
@@ -0,0 +1,4 @@+<<< tex+\left(\frac{a}{b}\right)+>>> starmath+left ( {a over b} right )
@@ -0,0 +1,4 @@+<<< tex+\left\{\frac{a}{b}\right\}+>>> starmath+left lbrace {a over b} right rbrace
@@ -0,0 +1,22 @@+<<< native+[ EIdentifier "x"+, ESymbol Rel "="+, EFraction+ NormalFrac+ (EGrouped+ [ ESymbol Ord "\8722"+ , EIdentifier "b"+ , ESymbol Bin "\177"+ , ESqrt+ (EGrouped+ [ ESuper (EIdentifier "b") (ENumber "2")+ , ESymbol Bin "\8722"+ , ENumber "4"+ , EIdentifier "a"+ , EIdentifier "c"+ ])+ ])+ (EGrouped [ ENumber "2" , EIdentifier "a" ])+]+>>> starmath+x = {{- b plusminus sqrt {{b^2 - 4ac}}} over {2a}}
@@ -0,0 +1,4 @@+<<< tex+|r_i| \le \varepsilon_{\mathrm{free}}+>>> starmath+left lline r_i right rline <= %ivarepsilon_"free"
@@ -0,0 +1,4 @@+<<< tex+\|\mathbf{A}\mathbf{n} - \mathbf{b}\|+>>> starmath+left ldline bold nitalic A bold nitalic n - bold nitalic b right rdline
@@ -0,0 +1,4 @@+<<< tex+\left. x \right|+>>> starmath+left none x right rline
@@ -0,0 +1,4 @@+<<< tex+\left( x \middle| y \right)+>>> starmath+left ( x mline y right )
@@ -0,0 +1,4 @@+<<< tex+a\cdot b+>>> starmath+a cdot b
@@ -0,0 +1,4 @@+<<< tex+\binom{n}{k}+>>> starmath+left ( binom{n}{k} right )
@@ -0,0 +1,4 @@+<<< tex+\int x\,dx+>>> starmath+int x dx
@@ -0,0 +1,4 @@+<<< tex+\int_0^1 x\,dx+>>> starmath+int_0^1 x dx
@@ -0,0 +1,4 @@+<<< tex+\int_{0}^{\infty} e^{-x}\,dx+>>> starmath+int_0^infinity e^{{- x}} dx
@@ -0,0 +1,4 @@+<<< tex+\sum_{i=1}^{n} i+>>> starmath+sum from i = 1 to n i
@@ -0,0 +1,25 @@+<<< native+[ ENumber "2"+, ESymbol Rel "="+, EDelimited+ "("+ ")"+ [ Right+ (EFraction+ NormalFrac+ (EGrouped+ [ EDelimited+ "("+ ")"+ [ Right (ENumber "3")+ , Right (ESymbol Bin "\8722")+ , Right (EIdentifier "x")+ ]+ , ESymbol Bin "\215"+ , ENumber "2"+ ])+ (EGrouped [ ENumber "3" , ESymbol Bin "\8722" , EIdentifier "x" ]))+ ]+]+>>> starmath+2 = left ( {{left ( 3 - x right ) times 2} over {3 - x}} right )
@@ -0,0 +1,4 @@+<<< tex+\sum_{k=1}^{n} a_k+>>> starmath+sum from k = 1 to n a_k
@@ -0,0 +1,4 @@+<<< tex+\alpha + \beta + \Gamma + \Omega+>>> starmath+%ialpha + %ibeta + %GAMMA + %OMEGA
@@ -0,0 +1,4 @@+<<< tex+\phi + \varphi + \epsilon + \varepsilon + \vartheta+>>> starmath+%iphi + %ivarphi + %iepsilon + %ivarepsilon + %ivartheta
@@ -0,0 +1,4 @@+<<< tex+x \to y, x \leftarrow y, x \Rightarrow y, x \Leftrightarrow y+>>> starmath+x toward y, x leftarrow y, x drarrow y, x dlrarrow y
@@ -0,0 +1,4 @@+<<< tex+A \subseteq B, A \cup B, x \in A, x \notin B+>>> starmath+A subseteq B, A union B, x in A, x notin B
@@ -0,0 +1,4 @@+<<< tex+\forall x \exists y, \nabla f = 0, \partial_t u+>>> starmath+forall x exists y, nabla f = 0, partial_t u
@@ -0,0 +1,4 @@+<<< tex+E_{k+1}=E_{k+\frac12}-\frac{\dot{Q}_{\text{dis},k}\Delta t}{\eta_{\text{dis}}},+>>> starmath+E_{{k + 1}} = E_{{k + {1 over 2}}} - {{{dot Q}_{{"dis", k}} %DELTA t} over %ieta_"dis"},
@@ -0,0 +1,4 @@+<<< tex+E_{k+1}\leftarrow\min\!\left(E^{\text{cap}}_{\text{s}},\max(0,E_{k+1})\right).+>>> starmath+E_{{k + 1}} leftarrow func min left ( E_"s"^"cap", func max(0, E_{{k + 1}}) right ).
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file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff
file too large to diff