texmath-0.12.5: test/writer/omml/m10.test

<<< native
[ EArray
    [ AlignLeft ]
    [ [ [ EGrouped
            [ EText TextNormal "Consider the equation\160"
            , EGrouped
                [ ESuper (EIdentifier "x") (ENumber "0")
                , ESymbol Bin "+"
                , ENumber "0"
                , ESymbol Rel "="
                , EIdentifier "\945"
                ]
            , EText TextNormal "."
            ]
        ]
      ]
    , [ [ EGrouped
            [ EText TextNormal "Consider the equation\160"
            , EGrouped
                [ ESuper (EIdentifier "x") (ENumber "1")
                , ESymbol Bin "+"
                , ENumber "1"
                , ESymbol Rel "="
                , EIdentifier "\946"
                ]
            , EText TextNormal "."
            ]
        ]
      ]
    , [ [ EGrouped
            [ EText TextNormal "Consider the equation\160"
            , EGrouped
                [ ESuper (EIdentifier "x") (ENumber "2")
                , ESymbol Bin "+"
                , ENumber "2"
                , ESymbol Rel "="
                , EIdentifier "\947"
                ]
            , EText TextNormal "."
            ]
        ]
      ]
    , [ [ EGrouped
            [ EText TextNormal "Consider the equation\160"
            , EGrouped
                [ ESuper (EIdentifier "x") (ENumber "3")
                , ESymbol Bin "+"
                , ENumber "3"
                , ESymbol Rel "="
                , EIdentifier "\948"
                ]
            , EText TextNormal "."
            ]
        ]
      ]
    , [ [ EGrouped
            [ EText TextNormal "Consider the equation\160"
            , EGrouped
                [ ESuper (EIdentifier "x") (ENumber "4")
                , ESymbol Bin "+"
                , ENumber "4"
                , ESymbol Rel "="
                , EIdentifier "\945"
                ]
            , EText TextNormal "."
            ]
        ]
      ]
    , [ [ EGrouped
            [ EText TextNormal "Consider the equation\160"
            , EGrouped
                [ ESuper (EIdentifier "x") (ENumber "5")
                , ESymbol Bin "+"
                , ENumber "5"
                , ESymbol Rel "="
                , EIdentifier "\946"
                ]
            , EText TextNormal "."
            ]
        ]
      ]
    , [ [ EGrouped
            [ EText TextNormal "Consider the equation\160"
            , EGrouped
                [ ESuper (EIdentifier "x") (ENumber "6")
                , ESymbol Bin "+"
                , ENumber "6"
                , ESymbol Rel "="
                , EIdentifier "\947"
                ]
            , EText TextNormal "."
            ]
        ]
      ]
    , [ [ EGrouped
            [ EText TextNormal "Consider the equation\160"
            , EGrouped
                [ ESuper (EIdentifier "x") (ENumber "7")
                , ESymbol Bin "+"
                , ENumber "7"
                , ESymbol Rel "="
                , EIdentifier "\948"
                ]
            , EText TextNormal "."
            ]
        ]
      ]
    , [ [ EGrouped
            [ EText TextNormal "Consider the equation\160"
            , EGrouped
                [ ESuper (EIdentifier "x") (ENumber "8")
                , ESymbol Bin "+"
                , ENumber "8"
                , ESymbol Rel "="
                , EIdentifier "\945"
                ]
            , EText TextNormal "."
            ]
        ]
      ]
    , [ [ EGrouped
            [ EText TextNormal "Consider the equation\160"
            , EGrouped
                [ ESuper (EIdentifier "x") (ENumber "9")
                , ESymbol Bin "+"
                , ENumber "9"
                , ESymbol Rel "="
                , EIdentifier "\946"
                ]
            , EText TextNormal "."
            ]
        ]
      ]
    ]
]
>>> omml
<?xml version='1.0' ?>
<m:oMathPara>
  <m:oMathParaPr>
    <m:jc m:val="center" />
  </m:oMathParaPr>
  <m:oMath>
    <m:m>
      <m:mPr>
        <m:baseJc m:val="center" />
        <m:plcHide m:val="1" />
        <m:mcs>
          <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: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>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: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>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: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>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: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>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: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>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: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>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: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>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: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>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: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>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:m>
  </m:oMath>
</m:oMathPara>