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          <e type="operand">0.75</e>
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          <e type="operand">0.25</e>
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          <e type="operand">β</e>
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          <e type="operand">β</e>
          <e type="operand">modulo</e>
          <e type="operator" args="2">/</e>
          <e type="operand">β</e>
          <e type="operand">α</e>
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          <e type="operand">α</e>
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          <e type="operand">modulo</e>
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          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="function" args="8">mat</e>
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          <e type="operand">0.534522483824849</e>
          <e type="operand">0.534522483824849</e>
          <e type="operator" args="1">-</e>
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          <e type="operand">0.801783725737273</e>
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        <description active="true" position="Top" lang="eng">
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            <p>1. Instruct/code the solver</p>
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        </description>
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          <e type="operand">a</e>
          <e type="operand">b</e>
          <e type="function" args="2">GivenFind</e>
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          <e type="operand">10</e>
          <e type="operand">15</e>
          <e type="operator" args="1">-</e>
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            <p>2. System to solve</p>
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          <e type="operand">sol</e>
          <e type="operand">p</e>
          <e type="operand">q</e>
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          <e type="operand">0</e>
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          <e type="operand">1</e>
          <e type="function" args="5">mat</e>
          <e type="operator" args="2">:</e>
          <e type="operand">init</e>
          <e type="operand">p</e>
          <e type="operand">ε</e>
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          <e type="operand">q</e>
          <e type="operand">ε</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">r</e>
          <e type="operand">ε</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">mat</e>
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          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="function" args="4">mat</e>
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          <content>
            <p>returns negative</p>
          </content>
        </description>
        <input>
          <e type="operand">p</e>
          <e type="operand">1</e>
          <e type="operator" args="2">≡</e>
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          <e type="operand">1</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">r</e>
          <e type="operand">1</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">mat</e>
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      <math decimalPlaces="15">
        <description active="true" position="Right" lang="eng">
          <content>
            <p>short of accuracy</p>
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        <input>
          <e type="operand">Quaternion</e>
          <e type="operand">sol</e>
          <e type="operand">init</e>
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        <result action="numeric">
          <e type="operand">0.267256745015629</e>
          <e type="operand">0.534542830091005</e>
          <e type="operand">0.801805123542523</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">mat</e>
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          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
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          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
          <e type="operator" args="2">:</e>
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      <math>
        <input>
          <e type="operand">E</e>
          <e type="operand">E</e>
          <e type="operator" args="2">*</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
        </result>
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      <math>
        <input>
          <e type="operand">I</e>
          <e type="operand">I</e>
          <e type="operator" args="2">*</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
        </result>
      </math>
    </region>
    <region left="225" top="1215" width="109" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">E</e>
          <e type="operator" args="1">-</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
        </result>
      </math>
    </region>
    <region left="90" top="1260" width="113" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">J</e>
          <e type="operand">J</e>
          <e type="operator" args="2">*</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
        </result>
      </math>
    </region>
    <region left="225" top="1260" width="109" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">E</e>
          <e type="operator" args="1">-</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
        </result>
      </math>
    </region>
    <region left="90" top="1305" width="113" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">K</e>
          <e type="operand">K</e>
          <e type="operator" args="2">*</e>
        </input>
        <result action="symbolic">
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
        </result>
      </math>
    </region>
    <region left="225" top="1305" width="109" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">E</e>
          <e type="operator" args="1">-</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
        </result>
      </math>
    </region>
    <region left="72" top="1350" width="129" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">I</e>
          <e type="operand">J</e>
          <e type="operator" args="2">*</e>
          <e type="operand">K</e>
          <e type="operator" args="2">*</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
        </result>
      </math>
    </region>
    <region left="225" top="1350" width="109" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">E</e>
          <e type="operator" args="1">-</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
        </result>
      </math>
    </region>
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</raw>
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          <e type="operand">J</e>
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          <e type="operand">2</e>
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      <math>
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          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
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          <e type="operand">2</e>
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      <math>
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          <e type="operand">K</e>
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      <math>
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          <e type="operand">J</e>
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          <e type="operand">0</e>
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          <e type="operand">2</e>
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