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style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];labelBackgroundColor=none;fontColor=#393C56;&quot; parent=&quot;Ex0k_sB5z2I4dFTLFsgl-44&quot; connectable=&quot;0&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;-0.3391&quot; y=&quot;-1&quot; relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;17&quot; y=&quot;-11&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;Ex0k_sB5z2I4dFTLFsgl-52&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0;entryY=0.5;entryDx=0;entryDy=0;labelBackgroundColor=none;strokeColor=#9673a6;fontColor=default;strokeWidth=4;sketch=1;curveFitting=1;jiggle=2;fillColor=#e1d5e7;&quot; parent=&quot;1&quot; source=&quot;Ex0k_sB5z2I4dFTLFsgl-41&quot; target=&quot;Ex0k_sB5z2I4dFTLFsgl-50&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;Ex0k_sB5z2I4dFTLFsgl-41&quot; value=&quot;User&quot; style=&quot;shape=umlActor;verticalLabelPosition=bottom;verticalAlign=top;html=1;outlineConnect=0;labelBackgroundColor=none;fillColor=#F2CC8F;strokeColor=#E07A5F;fontColor=#0D080A;strokeWidth=3;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;125&quot; y=&quot;260&quot; width=&quot;30&quot; height=&quot;60&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;Ex0k_sB5z2I4dFTLFsgl-47&quot; value=&quot;1&quot; style=&quot;ellipse;whiteSpace=wrap;html=1;aspect=fixed;fillColor=#a20025;strokeColor=#6F0000;fontColor=#000000;labelBackgroundColor=none;sketch=1;curveFitting=1;jiggle=2;fontStyle=1&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;100&quot; y=&quot;90&quot; 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height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;Ex0k_sB5z2I4dFTLFsgl-54&quot; value=&quot;&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;labelBackgroundColor=none;strokeColor=#9673a6;fontColor=default;strokeWidth=4;sketch=1;curveFitting=1;jiggle=2;fillColor=#e1d5e7;&quot; parent=&quot;1&quot; source=&quot;Ex0k_sB5z2I4dFTLFsgl-50&quot; target=&quot;Ex0k_sB5z2I4dFTLFsgl-53&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;Ex0k_sB5z2I4dFTLFsgl-50&quot; value=&quot;The user hides the field&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;fillColor=#F2CC8F;strokeColor=#E07A5F;labelBackgroundColor=none;fontColor=#0D080A;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;270&quot; y=&quot;440&quot; width=&quot;120&quot; height=&quot;60&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;Ex0k_sB5z2I4dFTLFsgl-53&quot; value=&quot;It is kept away from validations&quot; style=&quot;whiteSpace=wrap;html=1;rounded=1;fillColor=#F2CC8F;strokeColor=#E07A5F;labelBackgroundColor=none;fontColor=#0D080A;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;460&quot; y=&quot;440&quot; width=&quot;120&quot; height=&quot;60&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;Ex0k_sB5z2I4dFTLFsgl-55&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.855;entryY=1.029;entryDx=0;entryDy=0;entryPerimeter=0;labelBackgroundColor=none;strokeColor=#9673a6;fontColor=default;strokeWidth=4;sketch=1;curveFitting=1;jiggle=2;fillColor=#e1d5e7;&quot; parent=&quot;1&quot; source=&quot;Ex0k_sB5z2I4dFTLFsgl-53&quot; target=&quot;Ex0k_sB5z2I4dFTLFsgl-2&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;688&quot; y=&quot;470&quot; /&gt;&#10;            &lt;/Array&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;      &lt;/root&gt;&#10;    &lt;/mxGraphModel&gt;&#10;  &lt;/diagram&gt;&#10;  &lt;diagram id=&quot;MQwI6w7bx08amKkBvrPm&quot; name=&quot;Page-2&quot;&gt;&#10;    &lt;mxGraphModel dx=&quot;866&quot; dy=&quot;412&quot; grid=&quot;1&quot; gridSize=&quot;10&quot; guides=&quot;1&quot; tooltips=&quot;1&quot; connect=&quot;1&quot; arrows=&quot;1&quot; fold=&quot;1&quot; page=&quot;1&quot; pageScale=&quot;1&quot; pageWidth=&quot;827&quot; pageHeight=&quot;1169&quot; math=&quot;0&quot; shadow=&quot;0&quot;&gt;&#10;      &lt;root&gt;&#10;        &lt;mxCell id=&quot;0&quot; /&gt;&#10;        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style=&quot;rounded=1;whiteSpace=wrap;html=1;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;294&quot; y=&quot;40&quot; width=&quot;120&quot; height=&quot;60&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-38&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.25;exitDx=0;exitDy=0;entryX=1;entryY=0.25;entryDx=0;entryDy=0;strokeColor=#9673a6;fontColor=#393C56;fillColor=#e1d5e7;strokeWidth=4;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; source=&quot;J_41jhUusC6w4J_PuYFj-12&quot; target=&quot;J_41jhUusC6w4J_PuYFj-37&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-42&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;strokeColor=#9673a6;fontColor=#393C56;fillColor=#e1d5e7;strokeWidth=4;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; source=&quot;J_41jhUusC6w4J_PuYFj-12&quot; target=&quot;J_41jhUusC6w4J_PuYFj-20&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-43&quot; value=&quot;&amp;lt;div&amp;gt;display an error that the field is numeric&amp;lt;/div&amp;gt;&quot; style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];strokeColor=#E07A5F;fontColor=#393C56;fillColor=#F2CC8F;&quot; parent=&quot;J_41jhUusC6w4J_PuYFj-42&quot; connectable=&quot;0&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;-18&quot; y=&quot;-17&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-45&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.75;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;strokeColor=#9673a6;fontColor=#393C56;fillColor=#e1d5e7;strokeWidth=5;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; source=&quot;J_41jhUusC6w4J_PuYFj-12&quot; target=&quot;J_41jhUusC6w4J_PuYFj-36&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-61&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.75;exitY=1;exitDx=0;exitDy=0;entryX=0;entryY=0.25;entryDx=0;entryDy=0;strokeColor=#E07A5F;fontColor=#393C56;fillColor=#F2CC8F;strokeWidth=4;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; source=&quot;J_41jhUusC6w4J_PuYFj-12&quot; target=&quot;J_41jhUusC6w4J_PuYFj-56&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;380&quot; y=&quot;340&quot; /&gt;&#10;              &lt;mxPoint x=&quot;570&quot; y=&quot;340&quot; /&gt;&#10;              &lt;mxPoint x=&quot;570&quot; y=&quot;370&quot; /&gt;&#10;            &lt;/Array&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-12&quot; value=&quot;&amp;lt;b&amp;gt;redux-immutable-form&amp;lt;/b&amp;gt;&amp;lt;div&amp;gt;&amp;lt;br&amp;gt;&amp;lt;/div&amp;gt;&amp;lt;div&amp;gt;keeps the entire state&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;glass=0;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;210&quot; y=&quot;190&quot; width=&quot;230&quot; height=&quot;120&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-13&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.309;entryY=0.017;entryDx=0;entryDy=0;entryPerimeter=0;strokeColor=#9673a6;fontColor=#393C56;fillColor=#e1d5e7;strokeWidth=4;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; source=&quot;J_41jhUusC6w4J_PuYFj-7&quot; target=&quot;J_41jhUusC6w4J_PuYFj-12&quot; edge=&quot;1&quot;&gt;&#10;     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y=&quot;220&quot; width=&quot;30&quot; height=&quot;60&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-26&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=1;entryY=0.5;entryDx=0;entryDy=0;strokeColor=#E07A5F;fontColor=#393C56;fillColor=#F2CC8F;strokeWidth=4;&quot; parent=&quot;1&quot; source=&quot;J_41jhUusC6w4J_PuYFj-20&quot; target=&quot;J_41jhUusC6w4J_PuYFj-12&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-20&quot; value=&quot;Update one row called InvoiceRowTotal&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;500&quot; y=&quot;220&quot; width=&quot;120&quot; height=&quot;60&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-47&quot; value=&quot;&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;strokeColor=#9673a6;fontColor=#393C56;fillColor=#e1d5e7;strokeWidth=4;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; source=&quot;J_41jhUusC6w4J_PuYFj-36&quot; target=&quot;J_41jhUusC6w4J_PuYFj-46&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-36&quot; value=&quot;&amp;lt;b&amp;gt;Decorators&amp;lt;/b&amp;gt;&amp;lt;div&amp;gt;compute the Total&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;110&quot; y=&quot;360&quot; width=&quot;120&quot; height=&quot;60&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-39&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0;entryY=0.5;entryDx=0;entryDy=0;strokeColor=#9673a6;fontColor=#393C56;fillColor=#e1d5e7;strokeWidth=5;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; source=&quot;J_41jhUusC6w4J_PuYFj-37&quot; target=&quot;J_41jhUusC6w4J_PuYFj-12&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;70&quot; y=&quot;230&quot; /&gt;&#10;              &lt;mxPoint x=&quot;170&quot; y=&quot;230&quot; /&gt;&#10;              &lt;mxPoint x=&quot;170&quot; y=&quot;250&quot; /&gt;&#10;            &lt;/Array&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-37&quot; value=&quot;&amp;lt;b&amp;gt;Validators&amp;lt;/b&amp;gt;&amp;lt;div&amp;gt;check the total is numeric&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;10&quot; y=&quot;160&quot; width=&quot;120&quot; height=&quot;60&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-46&quot; value=&quot;&amp;lt;b&amp;gt;Compute a derived state&amp;lt;/b&amp;gt;&amp;lt;div&amp;gt;&amp;lt;i&amp;gt;Total = Sum(rows.Total)&amp;lt;/i&amp;gt;&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;300&quot; y=&quot;360&quot; width=&quot;150&quot; height=&quot;60&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-53&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.6;entryY=0.992;entryDx=0;entryDy=0;entryPerimeter=0;strokeColor=#E07A5F;fontColor=#393C56;fillColor=#F2CC8F;strokeWidth=4;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; source=&quot;J_41jhUusC6w4J_PuYFj-46&quot; target=&quot;J_41jhUusC6w4J_PuYFj-12&quot; edge=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-56&quot; value=&quot;&amp;lt;b&amp;gt;Display the total&amp;lt;/b&amp;gt;&amp;lt;div&amp;gt;&amp;lt;b&amp;gt;&amp;lt;br&amp;gt;&amp;lt;/b&amp;gt;&amp;lt;/div&amp;gt;&amp;lt;div&amp;gt;&amp;lt;b&amp;gt;state.getIn([&amp;quot;computed&amp;quot;, &amp;quot;total&amp;quot;])&amp;lt;/b&amp;gt;&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;630&quot; y=&quot;350&quot; width=&quot;210&quot; height=&quot;90&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-64&quot; value=&quot;1&quot; style=&quot;ellipse;whiteSpace=wrap;html=1;aspect=fixed;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;200&quot; y=&quot;80&quot; width=&quot;30&quot; height=&quot;30&quot; as=&quot;geometry&quot; 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style=&quot;ellipse;whiteSpace=wrap;html=1;aspect=fixed;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;180&quot; y=&quot;180&quot; width=&quot;30&quot; height=&quot;30&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-68&quot; value=&quot;5&quot; style=&quot;ellipse;whiteSpace=wrap;html=1;aspect=fixed;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;110&quot; y=&quot;235&quot; width=&quot;30&quot; height=&quot;30&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;J_41jhUusC6w4J_PuYFj-70&quot; value=&quot;6&quot; style=&quot;ellipse;whiteSpace=wrap;html=1;aspect=fixed;strokeColor=#9673a6;fillColor=#e1d5e7;sketch=1;curveFitting=1;jiggle=2;&quot; 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k3nE1zvsnd4/SSds45ZsoJ2id3LUFOTbAtpra07lqT9lQEUWr3Jgl2HfN3FfzWId+YubibCNZrp2PaFjEUwU5EsOwmidKDqZFA1bUJ71OCPaAZpmQ8RLDeAy5n+vWerrWeb9Gb9+EDMWx9G3H0ITbyVZMf1kWwVEkfcIeOGKOpY5S/kiSCzY/ObSbYdc7fMQS7Tvlq167dqsF6JUQEO2ZEDHzTosHWxu7FwxUbPF6nvMxCuK3vBjKovaYTxc7d4/Q7L+9pV+NZWhvvFNkhVNqCpynnfrQPLZJgEzGVCBYTOSZJTOeY0b82kZNR7v6kN4vnnGh2k4l4rAbr791t6gx23RrsuudvK8GuW74xy+kYEhp7xjjlBrlmrI1p29ZosIS0w7zJ2Sd3VInUw13JoeQ7P3fPMZZBZB/KJC5vTOQn5B7erJApYfFKMXlrOjknr78rmJKZJ5GaUFuYn3ghxju2QJ6QJrE6uctJrNxSjOBaLch7Qo91s8/h4okiR/KbcHIqEVZpLNaamP0CwIYHD+DvDA3y5PfcuXTJcaSVIBrEOC7rVAuo32CWHFPWPX9b8Vu3fK39VeqzISvcWIKd0snJX0/LrfMi2J4R4RfSWm8z3/kl76/cOSeaHWZJAjjXPPQ9lmC9tpbK6AdOKTRiCl0udCCvPnDNpy90YFpGLcF693jKx1mpdDWpZdITu5bHCvq0aJ9nzDUdxgj4cPeVQP38I0BDDDBSS5BTE2zLVYBYd+7eaCkMZytBtPQdeXNkX3s5P63LO23lCHYT87cFv03I19pf6yZY6vObaEIPEn3s2EbhsaQRaSkeKeU2pyLYHlDHXpXwu9+SVpBz8yYaEQt2Dbki+vnDayTc94xpaPcX8/nQiXER8RpizcbCL0gfCtF8SndJPey5hbFkIvbnw5RVigXaMmdqwzX6iVUTEcvLMeR1uymCRc6WkIzk94t+33WCFoJo6bs0r79iU3oHtFR+rRa8ifnbgt8m5BvTZ2NIaKwGi3ybDjRRuz7veicnTzQ1mhwd6BdP4tQSOi4+JRYHoTfTjtEefIB9yq7twHMH8zSeyyTOG9E42fHHmMA1IfpyxNR6pScXeqxEsLmdOdixQeDVnrGJR+IxZ6dvh+Y0sRzBD0XESmWqeXhhkwTbGq3Lb9T6vm8hiLH96OsoPeNYKj9njclpsJuYvy34bUK+MX22boLNhUqsvZsa25d7Oaw2VGLt+rzrCTY3QHPvraaDKvdMVolscqZOH5O2b8CePcTETT1vWwjWh07kLJPnxnjFIYbnqllsc+caLWaXXPBs2tHnRUzfEE0pfc0GzYmQeGiUtRaAiG/ubciS53SO4FuC/fMCELLH14lyXtybJFhM7mwICbYxlHKbkr7NRgtBDNVd+j0XEpTYz/fOPFPny8CXAG9+HNfSlFuANzF/W/DbhHxj+mzdBDtHsP+Sn8qYtkUMdz3B5rSqvgg/TE6exOK9yTSVFhyu17DQMhFiqn3FBHKFuIl+5BOOWaUHgH1er6U/LnjkxnOF2p2dDz9W+3QU76SyaeE80j8U3He2WXrPEW9kXoF5SWXgfvCAJAiLxzWdNPWZ63NaztAzUpRNvx3YeYGjGcfEYs6mJn3gYZMEi1yQPpuVXDzhKHfOa5znD3mJ5ueFldYTxJQOammVuefIHh1wLjkMMhbxZKcffQzr3DzYxPxtwW8T8i2BYJExNz5wKmUTdmRPI0pe2TwQj3Lix5YIdmBEePMX2TnY5lHbzwVAIVY0KR5rTh94Jm/f/dGcqRDt4YDgsXxMRjY0ZAj7QT1voNaSIsXnzJ2x2pbQiD7qU8QJ4uVajtcoWcwIW7h/BrNY/9CVETZAEDNk5BNEi3c2Cz5kzys58em1GFmKSca33D32C+oQWTLReKvxWa5i6uQO8Pddm2kvXumcFacm6NoH19flRZw2B4c7xiJv/KbvXMZ7lURrwuISE2OXwCL+ia20zJzn5dA7rWMW7dLbrmiyROHyD1Uzr4gnzXjMPRCRm1ObmL8t+G1CvjF9NYaEVjmDRcbSBp01nQ0vR03+tgMaJXMeJ6l0jPS97TqmbRHDXa/B0lB26Zgq9x4xclhw0ILSwPC+GBYonDD8pMa7lI6DHNBs+B3nGp7SSvOyCLKYp0+n3TE8h1Yjcs5cEr/rewjAl50zjcc8PMPGM3zxKTgcsy6X2SDgRcsCEs2+NWH7zhxINqfJ17Q/l6dmJ8t3ObNyLA8v8I8HD2omCpG5CCaSJvqYviKvT5vUYDF3RfM1cjHGeDv3R2Hs0ZZ4bp/KzTUtNhB9b8gSexrLBEScJjZhvBT0p7DAtTxzWOrnUv8wL9nYcJTA3OJ5RTaI3oKSllvatK57/rbit275xsy5MSS0KsEOzd90zLMh5+Ur6syt06U5TB1j2rZVBEtjWfBfWlhUSgOKScxOiMhAfQsOO212RJiGW55Wo17uyrLj5g5tSuKtwed96MTYptJVi1KbMV8d4jS0mgmHtomGhqbE4su7sqTawPMspHg6l7SPGhnIQ5+huWKuRaaaRN30sz+zG/oWct0nXM3JnRdvkmAJccmGpXbTUjvWwaSk+ad4tYTkHMIZ0uTIwD+g3vcd5EvweOZuTCWCXff8bcVv3fIN9Ufu9zEkNAXBRpJlY4j1onX9RdtFo03fcfbtG9O2rSNYGvwP3SsTnE96E3BuwPSZGXL5mQQsZpiu0tdkSoOV8p8cCBbTnXdm6HvwOldm7qy5NjSiL68FJxZm7pyi9WCyyzlL1Zq7WXjwimbA46DTp414mZEDD/FnhAfiWx2kMP/uFc5xMQMPpZKZMv1ukwSLlyMaJAsPZ1J9Cw+bPMZt7highMMQ6fnwlEN4Dv2O0xPHKmzihuYXZ/d40hNYBgvEEMHy+7rnbyt+65ZvqD+mIKGpCBZZ4vxlfOQe/fDyRj+Pgzvl6OiBxopgG0ZDPDfEXEwHs5jGhZxdDHGBWag/5c6saqvAzMrbpTylhlYaTYp0KKTKzhryZDFLtWJPkDVnYV4mf/m6JjRiqV19OCE7Zm/OVznn8M4w/tpRrfdnKgtaJWY/TOqcs+LElL5ABD5EyEJDRg76ruSUU9t3caHFdIoGDkkhA+QUY0ZjCmZ8fKMnmlWsb9MEy1hj04I5H8cf2hTHI3ixATssjMVSZK4+7CA9xjkObmCWxtJufZqvto+YX9SJZYa2RLKN7eH92tg3Y17TWef8HYPfOuWr7RPyjSGhKQk2yspGhHHBcVtufScYzLvCcddvKhs4pm2x6K04g63EUdmEwCIRWGUBWGSDJbQQEAKrIcDOW0kICIFhBESwwxgphxAQAgkCIlgNByFQh4AItg4n5RICQiAgIILVUBACdQiIYOtwUi4hIAREsBoDQqAJARFsE1zKLASEgDRYjQEhUIeACLYOJ+USAkJAGqzGgBBoQkAE2wSXMgsBISANVmNACNQhIIKtw0m5hIAQkAarMSAEmhAQwTbBpcxCQAhIg9UYEAJ1CIhg63BSLiEgBKTBagwIASEgBISAEJgPAWmw82GrkoWAEBACQmCLERDBbnHnq+lCQAgIASEwHwIi2PmwVclCQAgIASGwxQiIYLe489V0ISAEhIAQmA8BEex82KpkISAEhIAQ2GIERLBb3PlquhAQAkJACMyHgAh2PmxVshAQAkJACGwxAiLYLe58NV0ICAEhIATmQ0AEOx+2KlkICAEhIAS2GAER7BZ3vpouBISAEBAC8yEggp0PW5UsBISAEBACW4yACHaLO19NFwJCQAgIgfkQEMHOh61KFgJCQAgIgS1GQAS7xZ2vpgsBISAEhMB8CIhg58NWJQsBISAEhMAWIyCC3eLOV9OFgBAQAkJgPgREsPNhq5KFgBAQAkJgixEQwW5x56vpQkAICAEhMB8CItj5sFXJQkAICAEhsMUIiGC3uPN3QdNPbGZ7mNmNzezyZnYpMztdaNeXzOwIM/uwmb3LzH5sZn8b2eYTmtn5zOwGZraXq+fTZvZFM3urmX3MzH5fWcfJzeyZZnaPkP+9ZnZbMzvKzM5lZvcxs5uY2TnNjLZQ9uvN7Ldm9trQbj79tpndrMt7eGW9MdvZzOzVHT5XCX/4WWjfFwbKQe7LmNneHa6XNrPLhvy/MrPPmdknzOwtZvYNM/trpUynD7JcK+R/oZndz8yONbMLm9l9OwxuFPoWvD/Qtf91jXVUiqJsQmA6BESw02GpktaHAOP2ql11jzazK1ZW+4qOYB9lZj+ozE826rlY99/HmNn1K76D0A8wszeZ2R8qiMoT7O3M7Epm9oxArLkibmlm1+nacafkx3uaGaTUkq5hZu9LPniZme1nZscUCjmZmd20I81Hhs3GUF3vCHizORja2OQI9oFmdgcze4KZnSpTWe2GYEhO/S4EZkNABDsbtCp4JgTQJm9jZs8vLLx91f7QzPbptK73VCz6EMrdzezxI+p5ZadpPsDMftEjTE6DPcTMntpDrmhukM7lAonH4qlv36Dd1sB+UjN7UtASY/67mhn159JZzOwpZnb7msKTPGjbDzWzF5jZn3u+9QT7om5D83kze1oP9kMbgkZRlV0ITI+ACHZ6TFXivAhc2cxe7kiIhfyzZob5kP8nYTrG/ImJNU1f6UzHtzazb/aIiekZgoSEfEIj+5SZ/cjMTmRmF+3Mt1dLTNMxPyZjzL9HFurxBItG9ptEO/xMMIX+LpikqQONHa0XE/JrgqmW4lu1OTA5tNNg9wyygQmaMRq4T2cO2jEm2jR5zNEyr2Bm9I9PD+6I8uk9JOsJFjlO3dV71lDQBzuLxUfC/1M+WKBNv7mnD/WTENg4AiLYjXeBBGhAgEX34EAG8TO0HUy/kIxPkBhkilYYz2bJ89hg9v1L5hvmBN+gdaWmSUyemIo5b/Vni8iFtov5NP3meWaGqTN3LusJNooCcT0stDM1M58pEBRnnTkN9P6BfGvgvGE4M455nxPk9GbtUwbN9V5JociH9eDZGczB7txm9riAYdom8OHsOJ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font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;">Immutable data <div>(initial data)</div><div><br /></div></div></div></div></foreignObject><image x="290" y="14" width="118" height="46" 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436 385 M 436 385 C 411.88 384.28 383.36 385.58 304 385 M 436 385 C 393.56 387.34 350.77 385.77 304 385 M 304 385 C 295.44 383.72 297.7 378.14 295 376 M 304 385 C 301.27 386.8 293.95 379.76 295 376 M 295 376 C 299.15 369.47 293.83 357.82 295 334 M 295 376 C 293.24 358.94 293.17 340.84 295 334 M 295 334 C 295.32 325.25 294.18 327.74 304 325 M 295 334 C 291.74 324.45 297.96 327 304 325" fill="none" stroke="#9673a6" stroke-linejoin="round" stroke-linecap="round" stroke-miterlimit="10" pointer-events="all"/></g><g><g transform="translate(-0.5 -0.5)"><switch><foreignObject pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 148px; height: 1px; padding-top: 355px; margin-left: 296px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;"><b>Compute a derived state</b><div><i>Total = Sum(rows.Total)</i></div></div></div></div></foreignObject><image x="296" y="341" width="148" height="32" 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749.23 404.94 C 766.81 380.58 790.25 363.55 826.64 315.88 M 749.23 404.94 C 771.17 377.92 793.66 352.03 826.64 315.88 M 754.22 405.3 C 782.85 373.9 812.85 336.46 830.32 317.75 M 754.22 405.3 C 774.15 381.3 793.5 355.96 830.32 317.75 M 759.86 404.9 C 785.31 371.03 806.61 349.14 832.68 321.13 M 759.86 404.9 C 778.68 385.07 795.47 364.34 832.68 321.13 M 764.85 405.26 C 789.17 380.38 808.97 357.33 835.04 324.51 M 764.85 405.26 C 786.09 382.06 807.56 357.35 835.04 324.51 M 770.49 404.87 C 792.95 373.1 818.99 352.67 835.44 330.15 M 770.49 404.87 C 791.77 377.4 816.87 348.61 835.44 330.15 M 775.48 405.23 C 796.55 382.02 817.08 357.08 835.18 336.55 M 775.48 405.23 C 787.79 390.84 802.51 374.14 835.18 336.55 M 781.12 404.83 C 791.54 392 805.46 378.52 834.92 342.95 M 781.12 404.83 C 792.68 389.21 804.82 375.82 834.92 342.95 M 786.11 405.19 C 801.19 387.82 817.3 368.97 835.31 348.59 M 786.11 405.19 C 804.65 382.75 823.96 361.94 835.31 348.59 M 791.09 405.55 C 802.57 391.76 823.46 373.09 835.05 354.99 M 791.09 405.55 C 806.03 386.73 823.52 367.82 835.05 354.99 M 796.74 405.16 C 809.43 389.11 825.42 371.55 834.79 361.39 M 796.74 405.16 C 809.6 392.46 818.91 374.62 834.79 361.39 M 801.72 405.52 C 813.9 397.72 823.31 385.32 835.18 367.03 M 801.72 405.52 C 808.75 395.76 820.6 385.12 835.18 367.03 M 807.37 405.13 C 815.4 395.06 818.93 391.48 834.92 373.43 M 807.37 405.13 C 819.11 392.63 830.29 380.22 834.92 373.43 M 812.35 405.49 C 820.3 398.12 833.32 382.39 834.66 379.83 M 812.35 405.49 C 820.95 396.37 828.67 389.07 834.66 379.83 M 818 405.09 C 820.08 395.52 831.11 390.57 835.05 385.47 M 818 405.09 C 821.43 398.5 825.39 397.35 835.05 385.47 M 823.64 404.7 C 824.36 400.41 828.34 398.94 834.79 391.87 M 823.64 404.7 C 826.11 402.31 829.1 397.92 834.79 391.87" fill="none" stroke="#e1d5e7" stroke-width="0.5" stroke-linejoin="round" stroke-linecap="round" stroke-miterlimit="10" pointer-events="all"/><path d="M 638.5 315 C 687.01 317.9 744.38 319.75 821.5 315 M 638.5 315 C 679.02 315.22 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requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 208px; height: 1px; padding-top: 360px; margin-left: 626px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;"><b>Display the total</b><div><b><br /></b></div><div><b>state.getIn(["computed", "total"])</b></div></div></div></div></foreignObject><image x="626" y="339" width="208" height="46" 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