o000Explode.fodt

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   <text:p text:style-name="P2">Spherical Explode</text:p>
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     <svg:desc>formula</svg:desc>
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   <text:p text:style-name="P1"><text:tab/>Exploded vector is</text:p>
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       <semantics>
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           <mi mathvariant="normal">r</mi>
          </mstyle>
          <mi mathvariant="italic">FcF</mi>
         </msub>
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          <mrow>
           <mo fence="true" form="prefix" stretchy="false">(</mo>
           <mrow>
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          <mo stretchy="false">=</mo>
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          <mo stretchy="false">=</mo>
          <msub>
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         <mrow>
          <mrow>
           <mrow>
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          <mo stretchy="false">=</mo>
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        <annotation encoding="StarMath 5.0">{bold nitalic r}_FcF(%lambda)
=
{bold nitalic r}_FCF
+
%lambda
{bold nitalic r}_CcF
=
{bold nitalic r}_FfF(%lambda)
+
{bold nitalic r}_fcF
=
{bold nitalic r}_FfF(%lambda)
+
[bold nitalic A]_Ff
{bold nitalic r}_fcf</annotation>
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     </draw:image>
     <svg:desc>formula</svg:desc>
    </draw:frame></text:p>
   <text:p text:style-name="P1"><text:tab/><text:tab/>where <draw:frame draw:style-name="fr2" draw:name="Object37" text:anchor-type="as-char" svg:width="0.1811in" svg:height="0.1339in" draw:z-index="3"><draw:object>
      <math xmlns="http://www.w3.org/1998/Math/MathML" display="block">
       <semantics>
        <mi mathvariant="normal">λ</mi>
        <annotation encoding="StarMath 5.0">{%lambda}</annotation>
       </semantics>
      </math>
     </draw:object><draw:image>
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      </office:binary-data>
     </draw:image>
     <svg:desc>formula</svg:desc>
    </draw:frame>is a factor starting at 1. </text:p>
   <text:p text:style-name="P1"><text:tab/><text:tab/><draw:frame draw:style-name="fr2" draw:name="Object5" text:anchor-type="as-char" svg:width="0.1811in" svg:height="0.1661in" draw:z-index="8"><draw:object>
      <math xmlns="http://www.w3.org/1998/Math/MathML" display="block">
       <semantics>
        <mover accent="true">
         <mi mathvariant="normal">λ</mi>
         <mo stretchy="false">˙</mo>
        </mover>
        <annotation encoding="StarMath 5.0">{dot %lambda}</annotation>
       </semantics>
      </math>
     </draw:object><draw:image>
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      </office:binary-data>
     </draw:image>
    </draw:frame> is the speed of change of <draw:frame draw:style-name="fr2" draw:name="Object6" text:anchor-type="as-char" svg:width="0.1811in" svg:height="0.1339in" draw:z-index="9"><draw:object>
      <math xmlns="http://www.w3.org/1998/Math/MathML" display="block">
       <semantics>
        <mi mathvariant="normal">λ</mi>
        <annotation encoding="StarMath 5.0">{%lambda}</annotation>
       </semantics>
      </math>
     </draw:object><draw:image>
      <office:binary-data>VkNMTVRGAQAxAAAAAAAAAAEAGwAAAAAAAAAAAAAAAAABAAAAAQAAAAEAAAABAAAAAcwBAABU
       AQAADwAAAJYAAQACAAAACQCLAAEAAgAAAP//gQABABAAAAAAAAAAAAAAAMsBAABTAQAAlQAB
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       AQC7A4wAAQAAAAAAlQABAAQAAAAAAAAAlgABAAIAAAAJAIwAAQAAAAAA
      </office:binary-data>
     </draw:image>
    </draw:frame>. Slider controls its magnitude.</text:p>
   <text:p text:style-name="P1"><text:tab/><text:tab/><draw:frame draw:style-name="fr2" draw:name="Object10" text:anchor-type="as-char" svg:width="1.0252in" svg:height="0.2244in" draw:z-index="10"><draw:object>
      <math xmlns="http://www.w3.org/1998/Math/MathML" display="block">
       <semantics>
        <mrow>
         <mrow>
          <msub>
           <mi mathvariant="normal">λ</mi>
           <mrow>
            <mi>i</mi>
            <mo stretchy="false">+</mo>
            <mn>1</mn>
           </mrow>
          </msub>
          <mo stretchy="false">=</mo>
          <mrow>
           <msub>
            <mi mathvariant="normal">λ</mi>
            <mi>i</mi>
           </msub>
           <mo stretchy="false">+</mo>
           <mover accent="true">
            <mi mathvariant="normal">λ</mi>
            <mo stretchy="false">˙</mo>
           </mover>
          </mrow>
         </mrow>
         <mi mathvariant="italic">dt</mi>
        </mrow>
        <annotation encoding="StarMath 5.0">{%lambda}_{i+1} = {%lambda}_{i} + {dot %lambda} dt</annotation>
       </semantics>
      </math>
     </draw:object><draw:image>
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       ////AIYAAQAEAAAAAAAAAHIAAgAXAAAAcgEAAPcBAAABAGlEAAAAAAD//wEAaQCMAAEAAAAA
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       AwAAAAAAAAAAAP8DAAAAAACIAAEAAgAAAAEAhwABAAUAAAD/////AIYAAQAEAAAAAAAAAHIA
       AgAXAAAAlQIAAPcBAAABADF/AAAAAAD//wEAMQCMAAEAAAAAAIsAAQACAAAAHwCKAAEAPAAA
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       /wMAAAAAAIgAAQACAAAAAQCHAAEABQAAAP////8AhgABAAQAAAAAAAAAcgACABoAAAAaAwAA
       jQEAAAEAAAA9AFMBAAAAAP//AQA9AIwAAQAAAAAAiwABAAIAAAAfAIoAAQA8AAAAAwA2AAAA
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       pwEAAP//AAAAAAUAAAAAAAAA/wMAAAAAAAAAAAD/AwAAAAAAiAABAAIAAAABAIcAAQAFAAAA
       /////wCGAAEABAAAAAAAAAByAAIAGgAAAMoFAACNAQAAAQAAACsAUwEAAAAA//8BACsAjAAB
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       AAAABQAAAAAAAAD/AwAAAAAAAAAAAP8DAAAAAACIAAEAAgAAAAEAhwABAAUAAAD/////AIYA
       AQAEAAAAAAAAAHIAAgAaAAAAcQcAAD4BAAABAAAA2QJuAAAAAAD//wEA2QKMAAEAAAAAAIsA
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       AAAAAP8DAAAAAAAAAAAA/wMAAAAAAIgAAQACAAAAAQCHAAEABQAAAP////8AhgABAAQAAAAA
       AAAAcgACABoAAAA8BwAAjQEAAAEAAAC7A+UAAAAAAP//AQC7A4wAAQAAAAAAiwABAAIAAAAf
       AIoAAQA7AAAAAwA1AAAACQBUaG9ybmRhbGUAAAAAAACnAQAAAAAAAAAABQAAAAAAAgD/AwAA
       AAAAAAAAAP8DAAAAAACIAAEAAgAAAAEAhwABAAUAAAD/////AIYAAQAEAAAAAAAAAHIAAgAa
       AAAAXwgAAI0BAAACAGR0SgEAAAAA//8CAGQAdACMAAEAAAAAAJUAAQAEAAAAAAAAAJYAAQAC
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      </office:binary-data>
     </draw:image>
     <svg:desc>formula</svg:desc>
    </draw:frame></text:p>
   <text:p text:style-name="P1"><text:tab/>Solving</text:p>
   <text:p text:style-name="P1"><text:tab/><text:tab/><draw:frame draw:style-name="fr1" draw:name="Object9" text:anchor-type="as-char" svg:width="2.852in" svg:height="0.2201in" draw:z-index="7"><draw:object>
      <math xmlns="http://www.w3.org/1998/Math/MathML" display="block">
       <semantics>
        <mrow>
         <msub>
          <mstyle mathvariant="bold">
           <mi mathvariant="normal">r</mi>
          </mstyle>
          <mi mathvariant="italic">FfF</mi>
         </msub>
         <mrow>
          <mrow>
           <mo fence="true" form="prefix" stretchy="false">(</mo>
           <mrow>
            <mi mathvariant="normal">λ</mi>
           </mrow>
           <mo fence="true" form="postfix" stretchy="false">)</mo>
          </mrow>
          <mo stretchy="false">=</mo>
          <mrow>
           <msub>
            <mstyle mathvariant="bold">
             <mi mathvariant="normal">r</mi>
            </mstyle>
            <mi mathvariant="italic">FCF</mi>
           </msub>
           <mo stretchy="false">+</mo>
           <mi mathvariant="normal">λ</mi>
          </mrow>
         </mrow>
         <mrow>
          <mrow>
           <msub>
            <mstyle mathvariant="bold">
             <mi mathvariant="normal">r</mi>
            </mstyle>
            <mi mathvariant="italic">CcF</mi>
           </msub>
           <mo stretchy="false">−</mo>
           <msub>
            <mstyle mathvariant="bold">
             <mi mathvariant="normal">r</mi>
            </mstyle>
            <mi mathvariant="italic">fcF</mi>
           </msub>
          </mrow>
          <mo stretchy="false">=</mo>
          <msub>
           <mstyle mathvariant="bold">
            <mi mathvariant="normal">r</mi>
           </mstyle>
           <mi mathvariant="italic">FcF</mi>
          </msub>
         </mrow>
         <mrow>
          <mrow>
           <mo fence="true" form="prefix" stretchy="false">(</mo>
           <mrow>
            <mi mathvariant="normal">λ</mi>
           </mrow>
           <mo fence="true" form="postfix" stretchy="false">)</mo>
          </mrow>
          <mo stretchy="false">−</mo>
          <msub>
           <mstyle mathvariant="bold">
            <mi mathvariant="normal">r</mi>
           </mstyle>
           <mi mathvariant="italic">fcF</mi>
          </msub>
         </mrow>
        </mrow>
        <annotation encoding="StarMath 5.0">{bold nitalic r}_FfF(%lambda)
=
{bold nitalic r}_FCF
+
%lambda
{bold nitalic r}_CcF
-
{bold nitalic r}_fcF
=
{bold nitalic r}_FcF(%lambda)
-
{bold nitalic r}_fcF</annotation>
       </semantics>
      </math>
     </draw:object><draw:image>
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       iAABAAIAAAABAIcAAQAFAAAA/////wCGAAEABAAAAAAAAAByAAIAGgAAAC8YAACNAQAAAQAA
       ABIiUwEAAAAA//8BABIijAABAAAAAACLAAEAAgAAAB8AigABAEEAAAADADsAAAAPAFRpbWVz
       IE5ldyBSb21hbgAAAAAAAKcBAAAAAAAAAAAIAAAAAAAAAP8DAAAAAAAAAAAA/wMAAAAAAIgA
       AQACAAAAAQCHAAEABQAAAP////8AhgABAAQAAAAAAAAAcgACABcAAACHGQAAjQEAAAEAcrIA
       AAAAAP//AQByAIwAAQAAAAAAiwABAAIAAAAfAIoAAQBBAAAAAwA7AAAADwBUaW1lcyBOZXcg
       Um9tYW4AAAAAAAD9AAAAAAAAAAAABQAAAAAAAgD/AwAAAAAAAAAAAP8DAAAAAACIAAEAAgAA
       AAEAhwABAAUAAAD/////AIYAAQAEAAAAAAAAAHIAAgAdAAAAkBoAAPcBAAADAGZjRkIBAAAA
       AP//AwBmAGMARgCMAAEAAAAAAJUAAQAEAAAAAAAAAJYAAQACAAAACQCMAAEAAAAAAA==
      </office:binary-data>
     </draw:image>
     <svg:desc>formula</svg:desc>
    </draw:frame></text:p>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P3">Axial Explode</text:p>
   <text:p text:style-name="P1"><text:tab/>Unit vector direction of explode in assembly frame F.</text:p>
   <text:p text:style-name="P1"><text:tab/><text:tab/><draw:frame draw:style-name="fr1" draw:name="Object11" text:anchor-type="as-char" svg:width="0.252in" svg:height="0.2201in" draw:z-index="11"><draw:object>
      <math xmlns="http://www.w3.org/1998/Math/MathML" display="block">
       <semantics>
        <msub>
         <mstyle mathvariant="bold">
          <mi mathvariant="normal">u</mi>
         </mstyle>
         <mi>F</mi>
        </msub>
        <annotation encoding="StarMath 5.0">{bold nitalic u}_F</annotation>
       </semantics>
      </math>
     </draw:object><draw:image>
      <office:binary-data>VkNMTVRGAQAxAAAAAAAAAAEAGwAAAAAAAAAAAAAAAAABAAAAAQAAAAEAAAABAAAAAYACAAAw
       AgAAFgAAAJYAAQACAAAACQCLAAEAAgAAAP//gQABABAAAAAAAAAAAAAAAH8CAAAvAgAAlQAB
       AAQAAAAAAAAAlgABAAIAAAAJAIsAAQACAAAAHwCKAAEAQQAAAAMAOwAAAA8AVGltZXMgTmV3
       IFJvbWFuAAAAAAAApwEAAAAAAwAAAAgAAAAAAAAA/wMAAAAAAAAAAAD/AwAAAAAAiAABAAIA
       AAABAIcAAQAFAAAA/////wCGAAEABAAAAAAAAAByAAIAFwAAAGoAAACNAQAAAQB17QAAAAAA
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       AIwAAQAAAAAAlQABAAQAAAAAAAAAlgABAAIAAAAJAIwAAQAAAAAA
      </office:binary-data>
     </draw:image>
     <svg:desc>formula</svg:desc>
    </draw:frame></text:p>
   <text:p text:style-name="P1"><text:tab/>Resolving in the direction</text:p>
   <text:p text:style-name="P1"><text:tab/><text:tab/><draw:frame draw:style-name="fr1" draw:name="Object12" text:anchor-type="as-char" svg:width="1.3445in" svg:height="0.2201in" draw:z-index="12"><draw:object>
      <math xmlns="http://www.w3.org/1998/Math/MathML" display="block">
       <semantics>
        <mrow>
         <msub>
          <mstyle mathvariant="bold">
           <mi mathvariant="normal">r</mi>
          </mstyle>
          <mi mathvariant="italic">CcF</mi>
         </msub>
         <mo stretchy="false">=</mo>
         <msub>
          <mstyle mathvariant="bold">
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          </mstyle>
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=
left(
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{bold nitalic u}_F
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=
{bold nitalic r}_CcF
-
left(
{bold nitalic r}_CcF cdot {bold nitalic u}_F
right)
{bold nitalic u}_F
</annotation>
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   <text:p text:style-name="P1"><text:tab/>Exploded vector is</text:p>
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=
{bold nitalic r}_FCF
+
%lambda
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+
{bold nitalic r}_CcF ortho {} 
=
{bold nitalic r}_FfF(%lambda)
+
{bold nitalic r}_fcF</annotation>
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     <svg:desc>formula</svg:desc>
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   <text:p text:style-name="P1"><text:tab/>Solving</text:p>
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=
{bold nitalic r}_FCF
+
%lambda
{bold nitalic r}_CcF parallel {} 
+
{bold nitalic r}_CcF ortho {} 
-
{bold nitalic r}_fcF
=
{bold nitalic r}_FcF(%lambda)
-
{bold nitalic r}_fcF</annotation>
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     </draw:image>
     <svg:desc>formula</svg:desc>
    </draw:frame></text:p>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P3">Radial Explode</text:p>
   <text:p text:style-name="P1"><text:tab/>Unit vector direction perpendicular to plane of explode in assembly frame F.</text:p>
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       <semantics>
        <msub>
         <mstyle mathvariant="bold">
          <mi mathvariant="normal">u</mi>
         </mstyle>
         <mi>F</mi>
        </msub>
        <annotation encoding="StarMath 5.0">{bold nitalic u}_F</annotation>
       </semantics>
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      </office:binary-data>
     </draw:image>
     <svg:desc>formula</svg:desc>
    </draw:frame></text:p>
   <text:p text:style-name="P1"><text:tab/>Resolving in the direction</text:p>
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       <semantics>
        <mrow>
         <msub>
          <mstyle mathvariant="bold">
           <mi mathvariant="normal">r</mi>
          </mstyle>
          <mi mathvariant="italic">CcF</mi>
         </msub>
         <mo stretchy="false">=</mo>
         <msub>
          <mstyle mathvariant="bold">
           <mi mathvariant="normal">r</mi>
          </mstyle>
          <mi mathvariant="italic">CcF</mi>
         </msub>
         <mo stretchy="false">∥</mo>
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=
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+
{bold nitalic r}_CcF ortho {} 
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     <svg:desc>formula</svg:desc>
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=
left(
{bold nitalic r}_CcF cdot {bold nitalic u}_F
right)
{bold nitalic u}_F
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     </draw:image>
     <svg:desc>formula</svg:desc>
    </draw:frame><text:tab/></text:p>
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       <semantics>
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        <annotation encoding="StarMath 5.0">{bold nitalic r}_CcF ortho {} 
=
{bold nitalic r}_CcF
-
left(
{bold nitalic r}_CcF cdot {bold nitalic u}_F
right)
{bold nitalic u}_F
</annotation>
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   <text:p text:style-name="P1"><text:tab/>Exploded vector is</text:p>
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       <semantics>
        <mrow>
         <msub>
          <mstyle mathvariant="bold">
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         <mrow>
          <mrow>
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           <msub>
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           </msub>
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           <msub>
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          <msub>
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         <mrow>
          <mrow>
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        <annotation encoding="StarMath 5.0">{bold nitalic r}_FcF(%lambda)
=
{bold nitalic r}_FCF
+
{bold nitalic r}_CcF parallel {} 
+
%lambda
{bold nitalic r}_CcF ortho {} 
=
{bold nitalic r}_FfF(%lambda)
+
{bold nitalic r}_fcF</annotation>
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   <text:p text:style-name="P1"><text:tab/>Solving</text:p>
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        <annotation encoding="StarMath 5.0">{bold nitalic r}_FfF(%lambda)
=
{bold nitalic r}_FCF
+
{bold nitalic r}_CcF parallel {} 
+
%lambda
{bold nitalic r}_CcF ortho {} 
-
{bold nitalic r}_fcF
=
{bold nitalic r}_FcF(%lambda)
-
{bold nitalic r}_fcF</annotation>
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     <svg:desc>formula</svg:desc>
    </draw:frame></text:p>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P4">asmsubsub</text:p>
   <text:p text:style-name="P4">component, body</text:p>
   <text:p text:style-name="P1">ipart1<text:tab/><text:tab/><text:tab/><text:tab/><text:tab/><text:span text:style-name="T2">part1</text:span></text:p>
   <text:p text:style-name="P1">icomponent, ibody<text:tab/><text:span text:style-name="T2">component, body</text:span></text:p>
   <text:p text:style-name="P1">ipart2<text:tab/><text:tab/><text:tab/><text:tab/><text:tab/>ipart2<text:tab/><text:tab/><text:span text:style-name="T2">part2</text:span></text:p>
   <text:p text:style-name="P1">icomponent, ibody<text:tab/>icomponent, ibody<text:tab/><text:span text:style-name="T2">component, body</text:span></text:p>
   <text:p text:style-name="P1">ipart3<text:tab/><text:tab/><text:tab/><text:tab/><text:tab/>ipart3<text:tab/><text:tab/>ipart3<text:tab/><text:tab/><text:span text:style-name="T2">part3</text:span></text:p>
   <text:p text:style-name="P1">icomponent, ibody<text:tab/>icomponent, ibody<text:tab/>icomponent, ibody<text:tab/><text:span text:style-name="T2">component, body</text:span></text:p>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1">Pl = Placement</text:p>
   <text:p text:style-name="P1">TTM = TransformToMaster</text:p>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P4">asmsubsub2</text:p>
   <text:p text:style-name="P4">component, body</text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>Pl [I]</text:p>
   <text:p text:style-name="P1">ipart1<text:tab/><text:tab/><text:tab/><text:tab/><text:tab/><text:span text:style-name="T2">part1</text:span></text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>TTM [I]</text:p>
   <text:p text:style-name="P1">icomponent, ibody<text:tab/><text:span text:style-name="T2">component, body</text:span></text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>TTM [I]<text:tab/><text:tab/><text:tab/> <text:s text:c="3"/>Pl 0.01</text:p>
   <text:p text:style-name="P1">ipart2<text:tab/><text:tab/><text:tab/><text:tab/><text:tab/>ipart2<text:tab/><text:tab/><text:span text:style-name="T2">part2</text:span></text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>TTM -0.01<text:tab/><text:tab/> <text:s text:c="3"/>TTM -0.01</text:p>
   <text:p text:style-name="P1">icomponent, ibody<text:tab/>icomponent, ibody<text:tab/><text:span text:style-name="T2">component, body</text:span></text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>TTM -0.01<text:tab/><text:tab/> <text:s text:c="3"/>TTM -0.01<text:tab/> <text:s text:c="3"/>Pl 0.009</text:p>
   <text:p text:style-name="P1">ipart3<text:tab/><text:tab/><text:tab/><text:tab/><text:tab/>ipart3<text:tab/><text:tab/>ipart3<text:tab/><text:tab/><text:span text:style-name="T2">part3</text:span></text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>TTM -0.019<text:tab/><text:tab/> <text:s text:c="3"/>TTM -0.019<text:tab/> <text:s text:c="3"/>TTM -0.009</text:p>
   <text:p text:style-name="P1">icomponent, ibody<text:tab/>icomponent, ibody<text:tab/>icomponent, ibody<text:tab/><text:span text:style-name="T2">component, body</text:span></text:p>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1">s = sin(theta)</text:p>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P4">asmsubsub</text:p>
   <text:p text:style-name="P4">component, body</text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>Pl 0.017 -0.002 s=0.54</text:p>
   <text:p text:style-name="P1">ipart1<text:tab/><text:tab/><text:tab/><text:tab/><text:tab/><text:tab/><text:span text:style-name="T2">part1</text:span></text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>TTM -0.013 0.011 s=-0.54</text:p>
   <text:p text:style-name="P1">icomponent, ibody<text:tab/><text:tab/><text:span text:style-name="T2">component, body</text:span></text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>TTM -0.013 0.011 s=-0.54<text:tab/> <text:s text:c="3"/>Pl 0.003 0.019 s=-0.54</text:p>
   <text:p text:style-name="P1">ipart2<text:tab/><text:tab/><text:tab/><text:tab/><text:tab/><text:tab/>ipart2<text:tab/><text:tab/><text:tab/><text:span text:style-name="T2">part2</text:span></text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>TTM -0.009 -0.015 s=0<text:tab/> <text:s text:c="3"/>TTM 0.007 -0.017 s=0.54</text:p>
   <text:p text:style-name="P1">icomponent, ibody<text:tab/><text:tab/>icomponent, ibody<text:tab/><text:tab/><text:span text:style-name="T2">component, body</text:span></text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>TTM -0.009 -0.015 s=0<text:tab/> <text:s text:c="3"/>TTM 0.007 -0.017 s=0.54<text:tab/> <text:s text:c="3"/>Pl 0.008 -0.003 s=0</text:p>
   <text:p text:style-name="P1">ipart3<text:tab/><text:tab/><text:tab/><text:tab/><text:tab/><text:tab/>ipart3<text:tab/><text:tab/><text:tab/>ipart3<text:tab/><text:tab/><text:tab/><text:span text:style-name="T2">part3</text:span></text:p>
   <text:p text:style-name="P1"><text:s text:c="4"/>TTM -0.018 -0.011 s=0<text:tab/> <text:s text:c="3"/>TTM -0.000 -0.014 s=0.54<text:tab/> <text:s text:c="3"/>TTM -0.008 0.003 s=0</text:p>
   <text:p text:style-name="P1">icomponent, ibody<text:tab/><text:tab/>icomponent, ibody<text:tab/><text:tab/>icomponent, ibody<text:tab/><text:tab/><text:span text:style-name="T2">component, body</text:span></text:p>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
   <text:p text:style-name="P1"/>
  </office:text>
 </office:body>
</office:document>