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relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10; &lt;mxPoint x=&quot;130&quot; y=&quot;800&quot; as=&quot;sourcePoint&quot; /&gt;&#10; &lt;/mxGeometry&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-86&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.5;entryY=0;entryDx=0;entryDy=0;shadow=1;flowAnimation=1;&quot; parent=&quot;1&quot; target=&quot;_4K3mHOhnbKXeW8Rf6DH-71&quot; edge=&quot;1&quot;&gt;&#10; &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10; &lt;mxPoint x=&quot;670&quot; y=&quot;230&quot; as=&quot;sourcePoint&quot; /&gt;&#10; &lt;/mxGeometry&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-88&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.5;entryY=0;entryDx=0;entryDy=0;flowAnimation=1;shadow=1;&quot; parent=&quot;1&quot; target=&quot;_4K3mHOhnbKXeW8Rf6DH-72&quot; edge=&quot;1&quot;&gt;&#10; &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10; &lt;mxPoint x=&quot;570&quot; y=&quot;300&quot; as=&quot;sourcePoint&quot; /&gt;&#10; &lt;/mxGeometry&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-90&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.5;entryY=1;entryDx=0;entryDy=0;shadow=1;flowAnimation=1;&quot; parent=&quot;1&quot; target=&quot;_4K3mHOhnbKXeW8Rf6DH-73&quot; edge=&quot;1&quot;&gt;&#10; &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10; &lt;mxPoint x=&quot;463.5&quot; y=&quot;800&quot; as=&quot;sourcePoint&quot; /&gt;&#10; &lt;/mxGeometry&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-91&quot; value=&quot;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;D(13) - 3 = 10 ，&amp;lt;/font&amp;gt;&amp;lt;span style=&amp;quot;color: rgb(255, 217, 102); background-color: initial;&amp;quot;&amp;gt;&amp;amp;nbsp;无需向高位借 1，&amp;lt;/span&amp;gt;&amp;lt;div&amp;gt;&amp;lt;span style=&amp;quot;color: rgb(255, 217, 102); background-color: initial;&amp;quot;&amp;gt;低位就是 A&amp;lt;/span&amp;gt;&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#1A1A1A;strokeColor=#23445d;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;-225&quot; y=&quot;195&quot; width=&quot;190&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-92&quot; value=&quot;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;2 - F 不够减，向高位借1，&amp;lt;/font&amp;gt;&amp;lt;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;当作 16，就是 16 + 2 - 15，&amp;lt;/font&amp;gt;&amp;lt;span style=&amp;quot;color: rgb(255, 217, 102); background-color: initial;&amp;quot;&amp;gt;低位变为 3&amp;lt;/span&amp;gt;&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#1A1A1A;strokeColor=#23445d;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;120&quot; y=&quot;200&quot; width=&quot;220&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-94&quot; value=&quot;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;7 - 1 = 6 ，&amp;lt;/font&amp;gt;&amp;lt;span style=&amp;quot;background-color: initial; color: rgb(255, 217, 102);&amp;quot;&amp;gt;&amp;amp;nbsp;无需向高位借 1，&amp;lt;/span&amp;gt;&amp;lt;div&amp;gt;&amp;lt;span style=&amp;quot;color: rgb(255, 217, 102); background-color: initial;&amp;quot;&amp;gt;低位就是 6&amp;lt;/span&amp;gt;&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#1A1A1A;strokeColor=#23445d;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;580&quot; y=&quot;200&quot; width=&quot;180&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-95&quot; value=&quot;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;0 - 4 不够减，向高位借1，&amp;lt;/font&amp;gt;&amp;lt;font style=&amp;quot;background-color: initial;&amp;quot; color=&amp;quot;#ffd966&amp;quot;&amp;gt;当作 16，&amp;lt;/font&amp;gt;&amp;lt;div&amp;gt;&amp;lt;font style=&amp;quot;background-color: initial;&amp;quot; color=&amp;quot;#ffd966&amp;quot;&amp;gt;就是 16 - 4 = 12，&amp;lt;/font&amp;gt;&amp;lt;span style=&amp;quot;background-color: initial; color: rgb(255, 217, 102);&amp;quot;&amp;gt;低位变为 C&amp;lt;/span&amp;gt;&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#1A1A1A;strokeColor=#23445d;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;460&quot; y=&quot;280&quot; width=&quot;205&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-96&quot; value=&quot;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;高位刚开始为 5，被低位借走 1，&amp;lt;/font&amp;gt;&amp;lt;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;就是 5 - 1 - 2 ，高位变为 2&amp;lt;/font&amp;gt;&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#1A1A1A;strokeColor=#23445d;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;40&quot; y=&quot;800&quot; width=&quot;180&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-97&quot; value=&quot;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;高位刚开始为 E，被低位借走 1，&amp;lt;/font&amp;gt;&amp;lt;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;就是 14 - 1 - 1 = 12，高位就变为 C&amp;lt;/font&amp;gt;&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#1A1A1A;strokeColor=#23445d;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;366&quot; y=&quot;800&quot; width=&quot;196&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-98&quot; value=&quot;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#dae8fc;strokeColor=#6c8ebf;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;880&quot; y=&quot;400&quot; width=&quot;80&quot; height=&quot;240&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-99&quot; value=&quot;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#dae8fc;strokeColor=#6c8ebf;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;1076&quot; y=&quot;400&quot; width=&quot;80&quot; height=&quot;240&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-100&quot; value=&quot;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#dae8fc;strokeColor=#6c8ebf;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;1176&quot; y=&quot;400&quot; width=&quot;80&quot; height=&quot;240&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-101&quot; value=&quot;&quot; style=&quot;shape=table;startSize=0;container=1;collapsible=0;childLayout=tableLayout;fillColor=#d5e8d4;strokeColor=#82b366;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;1086&quot; y=&quot;440&quot; width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-102&quot; value=&quot;&quot; style=&quot;shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;&quot; parent=&quot;_4K3mHOhnbKXeW8Rf6DH-101&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry 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style=&quot;shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;&quot; parent=&quot;_4K3mHOhnbKXeW8Rf6DH-127&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot;&gt;&#10; &lt;mxRectangle width=&quot;60&quot; height=&quot;40&quot; as=&quot;alternateBounds&quot; /&gt;&#10; &lt;/mxGeometry&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-129&quot; value=&quot;-&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#ffe6cc;strokeColor=#d79b00;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;800&quot; y=&quot;510&quot; width=&quot;50&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-130&quot; value=&quot;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#dae8fc;strokeColor=#6c8ebf;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;980&quot; y=&quot;400&quot; width=&quot;80&quot; height=&quot;240&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-139&quot; value=&quot;&quot; style=&quot;shape=table;startSize=0;container=1;collapsible=0;childLayout=tableLayout;fillColor=#fff2cc;strokeColor=#d6b656;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;990&quot; y=&quot;570&quot; width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-140&quot; value=&quot;&quot; style=&quot;shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;&quot; parent=&quot;_4K3mHOhnbKXeW8Rf6DH-139&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-141&quot; value=&quot;F&quot; style=&quot;shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;&quot; parent=&quot;_4K3mHOhnbKXeW8Rf6DH-140&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot;&gt;&#10; &lt;mxRectangle width=&quot;60&quot; height=&quot;40&quot; as=&quot;alternateBounds&quot; /&gt;&#10; &lt;/mxGeometry&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-145&quot; value=&quot;&quot; style=&quot;shape=table;startSize=0;container=1;collapsible=0;childLayout=tableLayout;fillColor=#f5f5f5;strokeColor=#666666;dashed=1;fontColor=#333333;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;990&quot; y=&quot;440&quot; width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-146&quot; value=&quot;&quot; style=&quot;shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;&quot; parent=&quot;_4K3mHOhnbKXeW8Rf6DH-145&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-147&quot; value=&quot;C&quot; style=&quot;shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=default;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;dashed=1;&quot; parent=&quot;_4K3mHOhnbKXeW8Rf6DH-146&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot;&gt;&#10; &lt;mxRectangle width=&quot;60&quot; height=&quot;40&quot; as=&quot;alternateBounds&quot; /&gt;&#10; &lt;/mxGeometry&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-148&quot; value=&quot;&quot; style=&quot;shape=table;startSize=0;container=1;collapsible=0;childLayout=tableLayout;fillColor=#f5f5f5;strokeColor=#666666;fontColor=#333333;dashed=1;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;990&quot; y=&quot;500&quot; width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-149&quot; value=&quot;&quot; style=&quot;shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;&quot; parent=&quot;_4K3mHOhnbKXeW8Rf6DH-148&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-150&quot; value=&quot;C&quot; style=&quot;shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=default;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;dashed=1;&quot; parent=&quot;_4K3mHOhnbKXeW8Rf6DH-149&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry width=&quot;60&quot; height=&quot;40&quot; as=&quot;geometry&quot;&gt;&#10; &lt;mxRectangle width=&quot;60&quot; height=&quot;40&quot; as=&quot;alternateBounds&quot; /&gt;&#10; &lt;/mxGeometry&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-161&quot; value=&quot;&quot; style=&quot;endArrow=none;html=1;rounded=0;&quot; parent=&quot;1&quot; edge=&quot;1&quot;&gt;&#10; &lt;mxGeometry width=&quot;50&quot; height=&quot;50&quot; relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10; &lt;mxPoint x=&quot;786&quot; y=&quot;560&quot; as=&quot;sourcePoint&quot; /&gt;&#10; &lt;mxPoint x=&quot;1326&quot; y=&quot;560&quot; as=&quot;targetPoint&quot; /&gt;&#10; &lt;/mxGeometry&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-174&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;shadow=1;flowAnimation=1;&quot; parent=&quot;1&quot; source=&quot;_4K3mHOhnbKXeW8Rf6DH-173&quot; target=&quot;_4K3mHOhnbKXeW8Rf6DH-100&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;_4K3mHOhnbKXeW8Rf6DH-173&quot; value=&quot;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;0 - 1 不够减，向高位借 1，&amp;lt;/font&amp;gt;&amp;lt;span style=&amp;quot;color: rgb(255, 217, 102); background-color: initial;&amp;quot;&amp;gt;当作 16 ，就是 16 - 1 = 15，低位变为 F&amp;lt;/span&amp;gt;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#1A1A1A;strokeColor=#23445d;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;1114&quot; y=&quot;200&quot; width=&quot;204&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-176&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;flowAnimation=1;shadow=1;&quot; parent=&quot;1&quot; source=&quot;_4K3mHOhnbKXeW8Rf6DH-175&quot; target=&quot;_4K3mHOhnbKXeW8Rf6DH-99&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;_4K3mHOhnbKXeW8Rf6DH-175&quot; value=&quot;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;9 - 11 不够减，向高位借1，&amp;lt;/font&amp;gt;&amp;lt;span style=&amp;quot;color: rgb(255, 217, 102); background-color: initial;&amp;quot;&amp;gt;当作 16，就是 9 + 16 - 11 = 14，低位变为 E&amp;lt;/span&amp;gt;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#1A1A1A;strokeColor=#23445d;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;1013&quot; y=&quot;280&quot; width=&quot;206&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-178&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.5;entryY=1;entryDx=0;entryDy=0;flowAnimation=1;shadow=1;&quot; parent=&quot;1&quot; source=&quot;_4K3mHOhnbKXeW8Rf6DH-177&quot; target=&quot;_4K3mHOhnbKXeW8Rf6DH-130&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;_4K3mHOhnbKXeW8Rf6DH-177&quot; value=&quot;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;11 - 12 不够减，向高位借 1，&amp;lt;/font&amp;gt;&amp;lt;span style=&amp;quot;color: rgb(255, 217, 102); background-color: initial;&amp;quot;&amp;gt;当作 16，就是 11 + 16 - 12 = 15，低位变为 F&amp;lt;/span&amp;gt;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#1A1A1A;strokeColor=#23445d;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;910&quot; y=&quot;710&quot; width=&quot;220&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-180&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.5;entryY=1;entryDx=0;entryDy=0;flowAnimation=1;shadow=1;&quot; parent=&quot;1&quot; source=&quot;_4K3mHOhnbKXeW8Rf6DH-179&quot; target=&quot;_4K3mHOhnbKXeW8Rf6DH-98&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;S-u8DUiLAQSgTQPN5bRF-6&quot; value=&quot;&quot; style=&quot;shape=umlDestroy;whiteSpace=wrap;html=1;strokeWidth=1;targetShapes=umlLifeline;dashed=1;strokeColor=#FF6666;fillColor=#FF6666;shadow=1;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;110&quot; y=&quot;445&quot; width=&quot;15&quot; height=&quot;30&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;_4K3mHOhnbKXeW8Rf6DH-179&quot; value=&quot;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;高位刚开始为 7，被低位借走 1，&amp;lt;/font&amp;gt;&amp;lt;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;就是 7 - 1 - 1 ，高位就变为 5&amp;lt;/font&amp;gt;&amp;lt;/div&amp;gt;&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;fillColor=#1A1A1A;strokeColor=#23445d;&quot; parent=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10; &lt;mxGeometry x=&quot;830&quot; y=&quot;800&quot; width=&quot;180&quot; height=&quot;40&quot; as=&quot;geometry&quot; /&gt;&#10; &lt;/mxCell&gt;&#10; &lt;mxCell id=&quot;S-u8DUiLAQSgTQPN5bRF-7&quot; 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stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="stroke" stroke-dasharray="8" style="animation: 500ms linear 0s infinite normal none running ge-flow-animation-8JyanVvI68r78cAsjxR4; stroke-dashoffset: 16;"/><path d="M 744 446.12 L 747.47 453.13 L 743.98 451.37 L 740.47 453.11 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/></g></g></g><g data-cell-id="_4K3mHOhnbKXeW8Rf6DH-91"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-91"><g><rect x="55" y="0" width="190" height="40" fill="#1a1a1a" stroke="#23445d" 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: 188px; height: 1px; padding-top: 20px; margin-left: 56px;"><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;"><font color="#ffd966">D(13) - 3 = 10 ，</font><span style="color: rgb(255, 217, 102); background-color: initial;"> 无需向高位借 1，</span><div><span style="color: rgb(255, 217, 102); background-color: initial;">低位就是 A</span></div></div></div></div></foreignObject><image x="56" y="6" width="188" height="32" 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"/></switch></g></g></g></g><g data-cell-id="_4K3mHOhnbKXeW8Rf6DH-92"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-92"><g><rect x="400" y="5" width="220" height="40" fill="#1a1a1a" stroke="#23445d" 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: 218px; height: 1px; padding-top: 25px; margin-left: 401px;"><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;"><font color="#ffd966">2 - F 不够减，向高位借1，</font><div><font color="#ffd966">当作 16，就是 16 + 2 - 15，</font><span style="color: rgb(255, 217, 102); background-color: initial;">低位变为 3</span></div></div></div></div></foreignObject><image x="401" y="11" width="218" height="32" 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"/></switch></g></g></g></g><g data-cell-id="_4K3mHOhnbKXeW8Rf6DH-94"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-94"><g><rect x="860" y="5" width="180" height="40" fill="#1a1a1a" stroke="#23445d" 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: 178px; height: 1px; padding-top: 25px; margin-left: 861px;"><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;"><font color="#ffd966">7 - 1 = 6 ，</font><span style="background-color: initial; color: rgb(255, 217, 102);"> 无需向高位借 1，</span><div><span style="color: rgb(255, 217, 102); background-color: initial;">低位就是 6</span></div></div></div></div></foreignObject><image x="861" y="11" width="178" height="32" 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data-cell-id="_4K3mHOhnbKXeW8Rf6DH-95"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-95"><g><rect x="740" y="85" width="205" height="40" fill="#1a1a1a" stroke="#23445d" 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: 203px; height: 1px; padding-top: 105px; margin-left: 741px;"><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;"><font color="#ffd966">0 - 4 不够减，向高位借1，</font><font color="#ffd966" style="background-color: initial;">当作 16，</font><div><font color="#ffd966" style="background-color: initial;">就是 16 - 4 = 12，</font><span style="background-color: initial; color: rgb(255, 217, 102);">低位变为 C</span></div></div></div></div></foreignObject><image x="741" y="91" width="203" height="32" 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"/></switch></g></g></g></g><g data-cell-id="_4K3mHOhnbKXeW8Rf6DH-96"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-96"><g><rect x="320" y="605" width="180" height="40" fill="#1a1a1a" stroke="#23445d" 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: 178px; height: 1px; padding-top: 625px; margin-left: 321px;"><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;"><font color="#ffd966">高位刚开始为 5，被低位借走 1，</font><div><font color="#ffd966">就是 5 - 1 - 2 ，高位变为 2</font></div></div></div></div></foreignObject><image x="321" y="611" width="178" height="32" 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"/></switch></g></g></g></g><g data-cell-id="_4K3mHOhnbKXeW8Rf6DH-97"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-97"><g><rect x="646" y="605" width="196" height="40" fill="#1a1a1a" stroke="#23445d" 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: 194px; height: 1px; padding-top: 625px; margin-left: 647px;"><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;"><font color="#ffd966">高位刚开始为 E，被低位借走 1，</font><div><font color="#ffd966">就是 14 - 1 - 1 = 12，高位就变为 C</font></div></div></div></div></foreignObject><image x="647" y="611" width="194" height="32" 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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: 202px; height: 1px; padding-top: 25px; margin-left: 1395px;"><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;"><font color="#ffd966">0 - 1 不够减，向高位借 1，</font><span style="color: rgb(255, 217, 102); background-color: initial;">当作 16 ，就是 16 - 1 = 15，低位变为 F</span></div></div></div></foreignObject><image x="1395" y="11" width="202" height="32" 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data-cell-id="_4K3mHOhnbKXeW8Rf6DH-176"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-176"><g style="filter: drop-shadow(rgba(0, 0, 0, 0.25) 2px 3px 2px);"><path d="M 1396 125 L 1396 198.63" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="stroke" stroke-dasharray="8" style="animation: 500ms linear 0s infinite normal none running ge-flow-animation-8JyanVvI68r78cAsjxR4; stroke-dashoffset: 16;"/><path d="M 1396 203.88 L 1392.5 196.88 L 1396 198.63 L 1399.5 196.88 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/></g></g></g><g data-cell-id="_4K3mHOhnbKXeW8Rf6DH-175"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-175"><g><rect x="1293" y="85" width="206" height="40" fill="#1a1a1a" stroke="#23445d" 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: 204px; height: 1px; padding-top: 105px; margin-left: 1294px;"><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;"><font color="#ffd966">9 - 11 不够减，向高位借1，</font><span style="color: rgb(255, 217, 102); background-color: initial;">当作 16，就是 9 + 16 - 11 = 14，低位变为 E</span></div></div></div></foreignObject><image x="1294" y="91" width="204" height="32" 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data-cell-id="_4K3mHOhnbKXeW8Rf6DH-178"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-178"><g style="filter: drop-shadow(rgba(0, 0, 0, 0.25) 2px 3px 2px);"><path d="M 1300 515 L 1300 451.37" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="stroke" stroke-dasharray="8" style="animation: 500ms linear 0s infinite normal none running ge-flow-animation-8JyanVvI68r78cAsjxR4; stroke-dashoffset: 16;"/><path d="M 1300 446.12 L 1303.5 453.12 L 1300 451.37 L 1296.5 453.12 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/></g></g></g><g data-cell-id="_4K3mHOhnbKXeW8Rf6DH-177"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-177"><g><rect x="1190" y="515" width="220" height="40" fill="#1a1a1a" stroke="#23445d" 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: 218px; height: 1px; padding-top: 535px; margin-left: 1191px;"><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;"><font color="#ffd966">11 - 12 不够减，向高位借 1，</font><span style="color: rgb(255, 217, 102); background-color: initial;">当作 16，就是 11 + 16 - 12 = 15，低位变为 F</span></div></div></div></foreignObject><image x="1191" y="521" width="218" height="32" 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data-cell-id="_4K3mHOhnbKXeW8Rf6DH-180"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-180"><g style="filter: drop-shadow(rgba(0, 0, 0, 0.25) 2px 3px 2px);"><path d="M 1200 605 L 1200 451.37" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="stroke" stroke-dasharray="8" style="animation: 500ms linear 0s infinite normal none running ge-flow-animation-8JyanVvI68r78cAsjxR4; stroke-dashoffset: 16;"/><path d="M 1200 446.12 L 1203.5 453.12 L 1200 451.37 L 1196.5 453.12 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/></g></g></g><g data-cell-id="S-u8DUiLAQSgTQPN5bRF-6"><g id="cell-S-u8DUiLAQSgTQPN5bRF-6"><g style="filter: drop-shadow(rgba(0, 0, 0, 0.25) 2px 3px 2px);"><path d="M 405 250 L 390 280 M 390 250 L 405 280" fill="none" stroke="#ff6666" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="all"/></g></g></g><g data-cell-id="_4K3mHOhnbKXeW8Rf6DH-179"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-179"><g><rect x="1110" y="605" width="180" height="40" fill="#1a1a1a" stroke="#23445d" 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: 178px; height: 1px; padding-top: 625px; margin-left: 1111px;"><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;"><font color="#ffd966">高位刚开始为 7，被低位借走 1，</font><div><font color="#ffd966">就是 7 - 1 - 1 ，高位就变为 5</font></div></div></div></div></foreignObject><image x="1111" y="611" width="178" height="32" 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