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Aurorxa 94b1e7ace7 deploy: 53ce49fc47
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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 2&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;-210&quot; y=&quot;195&quot; width=&quot;180&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 - 7 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 8，就是 8 + 2 - 1，&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;140&quot; y=&quot;200&quot; width=&quot;190&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;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;当作 8，就是 8 - 4，&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 4&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;480&quot; y=&quot;280&quot; width=&quot;180&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 3，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 3 - 1 - 1，高位就变为 1&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;374&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-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; 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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; 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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;4&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;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;当作 8 ，就是 8 - 1，低位变为 7&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;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;2 - 5 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 8 ，就是 8 + 2 - 5 = 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;1018&quot; y=&quot;280&quot; width=&quot;196&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;3 - 1 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 8，就是 8 + 3 - 1 = 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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-2U2QBRasopW6-0RiDPAf; 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="70" y="0" 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: 20px; margin-left: 71px;"><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">6 - 4 = 2 ，</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 2</span></div></div></div></div></foreignObject><image x="71" y="6" width="178" height="32" 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uN11EqkJPl3uKHoKlCVLIzDv5omSqyMbMdoUJ+2noF/VubyiG9sHdQWEGqAjksUYQXyOXCZSBIDPGQM3pzWrB2ArmLohyBYlfOaRhD94Ow0PX3luEVLXLvPw7gLxtlst0C2RvyExpngg0ZLwA4kkZNCd9I/VKBnDriribIlkD2V8N6Acz3g+jvXWJQgGwE4b/B9r9vBuNvWlSPa8TkdkWxjzoHxHttrFa9Op1y5hVuM3spkPsITyqmtKjQ+DoI59CIKTHgesUgoAK5AS2rAjlqxT3DKf4k/8rVSw/yBgC/j3GbhukioX4iKusiN5RAbhG7K+GBEldbSwvW6ZBeJb8UoFMbeXYZq7BheOc4Of+5nD8YRMsByHrkagpx9ILgyvgdAMtvc01nEP4Etiu5fims/WHgZrmNCuT+3r1sCWR/jJK8IpUn6vkO5ueqpX6/icnh89xfAM7J27MA/BOAd3m25Jew5u8zCIUcnMMcdwPY2VkjA/QDyhXdWRXsP6lATuaD6YjjG5wfLdeg4SvwJWPJ4I0y0AK5D/Igh71juvAgRzrMFyAWeieQ+yyLRYvY3acB/ipAkn0lpEAe3xvgm6qVZzdz9vt5gA6LU+qavWIbaBnLzxOFz4KxrElME0wQftAUc5si97D392y2U4E8m/Q7z511gexeYUdvsHNK9jueXLcD4+lzvsBOahdaUQemArnzh6NTCye3pxQb8J4u73gvdhpb/54MAS6PHwXwFSAnw4MWbokMdhAFcmQIPe4Q8P08jRgCMyCzjpxHuYRyJclwFOliXyGl1of+HMfBXQAW1DwyWIV5xqfA1v9QgTyDXQVypFuw540HRSA/K5kraKR4RyeCPDF+KJiLridb6fIYrPkfy7IXmSfGPwNms+pB38JhEBhaoQK50x0S7u9cyy96M4DtPT2eBtFxYe7FcDNpq24IOFUzXanLuj/J3409WeybdYFsp/mbP5Tra/bT9ByNFiW/cE1PVgpjVa+v5GWXA6ZyVcDWpzBkLIwqMH2e3xhhFoEVbF0ZpILYcqUgqd3+ofrmtvH77BOEbQ8Zju+IIfa+8U12Gz3ckx2882gqkDszms0WgyCQGcA1lDPzYUHyxPgKMH/S1T72a6ewc6bZrnYi3voRgHrBlJahFSqQu98J503EjYAd2+6+VBx3jzexERwP/30Atqnrjrjes6hG2fGjwHWgRgnZqEPMTvuAQ0qZF8iVwsUAIntMe7wBTeEknsp5DWdHFIE5811fOAgEiR1+h/PfIv/eBXi0O6ZK5Fpxk6UAX0e5krzZRBT7PSkN09qOUIdq05pcBXJaZJMZdxAEchIf9raHDcKijhUzmUAMFlfylwMkWTzmObba3oZ2aew0xCLsrja344nCPmCIp96bTnAShAKNmBIDrlcfEOBy4XSQXQjjDY45L4IxRqOm5AdHQBq56ylnXpmE6SkXx0nCxFZj+PLAqkBOE3djbJ9Qc+7fcwBegckFB8q5migCsyGQ/dksIodZxHkTU3tApUMwueCi+pmgKParQO7JfaeTtCGQNYHsPUUrsU1rYU1/gra9Rspehrq4Mr4HiG8FY/OZDlSiXFEKjMS+ZkMg80T+AIBKrrW8DOAUypniMWh59VIgpywWeuYB4EpB0i1JVoraAZnGL9DgpgyM/WGY5Y4eD1zNGs+r5YDPa6jsAmGWlvI9H8aEuG0GXyBLJUWCFLiYzUt+e9/icmr4BfLawg6w6CIY/MV6KecoArPpK8pbNCRCmIWvEqVkrwAuopz55agAo9ivAjkqXW2fNIFsCWR/HmThEVkgBebrTMKTO1G4s/ojvDjSJnUxrx1aMWXd6yptzGDcHFQu1muTCuTwu+ScKL8AIBHI9bLd9QFWw8AR9R+w8KNqyzQJBJw18P2opyqQVx//NgxN7YShRoad7pY7TQaIpQrmImegZ+10WUabsrlxZpzGJkzPe4S2u+rPjee/kKWmw3qaW5mVVhYL9odYJPYgFAex/azmZxrqdyyKwGwSyP4UbaGLhgSkdwvd1/e74/0Nb1sJsLAKwIecMRKpcBf2Hou7r1H7aYhFVGK9bZ8xgZzfDhbJK+ytXJhCfbE0fVn4v5w65pMMsy299iD3wEsVmW0Qp5TtTMTGlj/aUr58eFLijQ/w5NqW2PeHwdahg1qRMcw9349tWqTIWg8Di90PMmkK5KS5+A5JRfAAdmtLWOEbtp0K5FkQyP4iH6G9wAGH/H6BDcO7xcqlrAK56fZXgdztt1O6/bMlkGtiRU76zmQOiBNiESSQgTsoZ4oIysyVsvAUDomIz5TtTMTGQGEvHnqLbwDzno1k97WGFsA/xNT8w92etszcOANuaEAGgMA3K5kSyN50dUQ30Ujx8F5sZVjhG7adCuTeC2Rh7soq4WxB54wuAWniQgvrUM4S9SDv2ZSVBHgNzGfQaOmyXny2dY72BDIlkJ0P+e3VtGzuwhcdT9N6EQQINgbhIhoxpTxzZq6UhWdiAjkzQF2GOplBJI/nhz3iWGIXTUwOnxLHg5JFFlmyOSDsSMx/GoxDvOVjey2QudxF2iqLDgRYUn/Jd7bkbr8UhJVd742FVzA5/FC7ezms8A1oJ2Eg36+Ggrwa0k4pZiFOijc77RMpFBI2xCKgXUiz2zYLLJbS6xAL+7fTX2ir428nV8Z2BQz5zX2Ps8rY4RW2DepBbrpZ1IOcxEcsvTGyKJC/UsWxxFU9L/ITLVcKzWPIoQ3QiTRavDY91MmP3GUqKSl7Kjk26/eAVCSUA37yr3PRY5Qr7pa85f09oiOybgFB1u7+jGwE81IaLZ3d3yuYu9bxROEqMOSwbb2sb8s0kEkJZDnEFOaQcI8OHUXd/I7V7roQyFFt8bZXgewhEkVgemEG5DKWh/0llDOlMl/gxeX8uSCSw3i1zxMjdniFCmQ/YhXI3X5FpNs/gwL52A8Dlngl3Gm2Qhf6CDzdDnT8kUh3G3o/ei8P6fV+dfFndOJXbwNIDlu6Px8vADgzqTRg8S3Uni1/zP0ZXaTpb2HwYlpYWu0TDP5DtbEOb3G58H9A2ApEKzBtXUWLSj8PslEFcuR7dzYFcoDDILT9kp1ivtO6bzzItkCtFP4VwB6ulayknPnxlp+p5vaRnVG+z1x8D3I3++E2w3AcQ/KvXKmF6IW5W1Qgh6E0e20yJ5DtD7n/h20KjAto1DyrE0quFCRhvKTqcmcj+B7lzEM69R2kv6tADt5NLhfOA0FCbeo5pUUm/wkWnZa1NwyDdL92WotT2vY2Txn515yHmqWBgjUBgRzgXW0ZQ+gRyC+DUQHZKbOCrrcDWOh47qTN2mqxi5datJU8z5Ldop7v+bd29bLWl4wr4QxydXQOzFEPcuysCZ597i+B7PUIA77Dq/XbJsDj3FV4hf3bHV8gd/oKiPt3Fchxyc2BftkUyOX8YhBJOIS7DGVHD19AOWbZ4sD4xEHfexXI/h22Q1YIUh71va6/bgToLMoVJcVW315cyX8OoAtd8ZubwHzeXDjsEVBJ0v4tBviueoGFHgrkVwE+jXKlq7xzhhFODXHSHC/a9uBOgBeqrSc8ih01UePLHhRW9HUU33E+UGHtmRF6vkp6gXw8MciDKZAr43sDfJPrAandA503FLGr8AoVyAG/Of7UtYkd0uM1+Y/AoG8D2GJmZr6GcqV+ryoZ52shlT6ZFMj2B81fPU7+8yaA7wHzqe7UW1zLSfolEE70FHmYBsGkEfP4VOj28aAqkAO+rPwexY4lu/tli7lcuAwEu5yrc00Cxv6UW/Zwv9iYhh1tQmJahlY0hFMSHuSKL+SrpbCKIkw9n08VyK6bRwUybmn8jkXMo8+1qnoPAtjWQboRjBKNmif7HugmxleA+ZPOf+86vKJLgfwiwF+GQU909T1i8TYAne8quz2wHmSuFE6tvimXtdbflr8E5jEaLcn9o1cIAtkVyHbKt/VBsaKOUMbvATwDwpvB+BuXZ82N5REMGfvSNsueDsFqoJqoQG7eTru6Ili8x+9OeKNje6Ki2OGPLeycwinK+P3Yto04fhZEBRop3tHO7iQO6fm8t4ynwNiXFpm/8QmOSlPhg7beVRXIrXeuRwI5viCzIG+btnNWENbbHkqoRQlRaEWwVmKdFoKsm7B+wZ1BGUyckCXJ4rPAGafr8IouBXIi36NzqVAI+6snRq463I/f+720KbMC2f6w2Z7hTdeC6O89RRw6MZS8qA9innHwXBTHNjt/yp9EvoA6ge/Xv3M5fzWIxj0H85IwN3WuvCY/AoNWuOJvp8F8/iBn27DDKoJzVIcOiUlEIHvzE7fJyz7wHuRanvpdYNgllCUfTscUcnE+YD0SyHFMC+rTdwI5zMK4XDgdhHMbce0JFaaJIvA9n5dEvkfnlkAuPAJgx8Z+9zB3eph7LAttMi2Q64C5nD8aRPJhdme2aMX/zyB8G+uHT5rLeWxVIHs9yPmfAvTRFD60iXyxd/CE7gPGd1yvDTvmN01hnT0bkifGFsEybgTZZWg9afjoqzRavCCMMYkIZP9rzJaewEEXyGGYJ9FGBXL8EIuw/D1vpCSe/5IkYldVIHt+d1KKQeY1hQ+A8CMQ3mfPmNFUtmHv17TaDYRAtvdfvBdbrj8ChKMBkhPd72h4leXmIPwOwL0YMi6cq15j902kAtkrkJtefyf5eUtfICecqzTJxSc9FksqN6bLAx6GI+eo5krBW3SobcqroLX4qpOFrww2cCEWSe91q/F6JJCTSiv2FCw+kBaVJpq+f70CJmS6sSgCM+5+BBQHeR6gwyhXvCfumA1nVvwsFol8j84VDzJ732wBT4CtPd1ns7rdy7nQf2AE8lzYLF2jEggUac2HzRLz9vQTbTucat6UpGv7R0+KRjFTUqadQ6OmZPEIffmKIAChwzPsh3L5ETJ4KRibuyZtmUFCPciht6ZtQ54oeN+YtH/YqPQ2i0WYVXI5fzCIlgOQdH5ydR2DzJX89Y5zKIwJ7dq4UwxKO8kQ1STwO0xwfat88VEEvufz8jqANXYVye4ub0rEUNy7m7L3vbmSXwqQHNKrabyIhzl7b3F/zqgCuT/3Ra1SAqEIBJxKT8zbE8qAHjTiNeOfhsEXAcgFTPc0iE6hkeLNUU1hf8orGWIKwH8DeLHDePKGSg7/zuTLlj6MMRo1bw3q2w8COar31X4QCJnmLSr/QEaPH7MVhob+qlX5ay6PbQ0yTADu4hZtRU7oUtO1NzH/ZNvFtig80luePMwapbJi2zVUxrcH+PpqGe7tXePdTTlz307jtxOYfVSIpvVDYnwPcic0cf8+oAK5qSBMYqnj4kLOaj8VyFndObVbCdjpDsd2BQwJFXiPAyR0Vcl+B8i2kLCuBGjngEO4DMJqkJWnhcsfirsWrozfAbAc8u3+u5DxQ2wY/kyrsw29FMh2Bh/gcACvOGxE9Mv1MU+e73WweC9vCICbZ08FciV/PEDypuBNDRtqIXJSFln2SA4Auh9KpFnbQk9hBXLce8jbjyuF5vzBNcFdX4OUbH6r534LfahWBXJSu9QYZ+AEsv2AZgzdD7ILDcnVshhM4jQHbMDufxQGDIguRwlkiYAn1yWDuUijpeOytIYgW52iLXLw8C8C/r4JhB9g07yjabur/tzNWu1sGFPWLSDs1oVIlnjVf8eQcUi78w09FciEBzwHN4MxEf2YRop7tWPYW4E8vgeIb/WErbQz7zkwH0WjJUlJFnj1XiBHXkPHnN31hc1hgawhFiG/6HwhSCE+4yGHnnPNVCDPuS3XBQ8SAU+uy4FKBM+V8c8DfJ4nh/kkwF+iXEkqRCVyeQ74jkZIGfkcQL8GW9e1E2gNcRMlD3KlUKiWmZbMPJLkX0pmn005U0ILfJf9MAFcB8I77T8yfxNMIvpnTrEHkwqXL7qXIRb+lIXtxTFwHuXMS9oK/JAxyIncTII/2hp+D8KxNGLeHWb+KDG8YcbrdZso9s+FNG9p8Pe8wZA3L0soZ349jbkGfUwVyIO+w7q+gSbAlaZcl4/Dmr8bLbry2UFZNFcKJQDHAHgVjBvH3FRxAAAeTUlEQVQwPe8L3XqNZ4tNFA9ytzY6RVT+DaAPeMISxNv9EoBVcoiHcsVHO83lCL7bACdlFBCYmaHTOGH/zpXCaQB/EDBGAJaQBM/Fk2D6N8wzvhMmI5FzGLMWW+w8QKSdI7zjgTnGn+yqr9Pzr4lyP0cRmGF597JdFPtVIMfbGU92njlRUTUeqc69VCB3ZqQtlEBfEnAOA13aqHZFeIBGzDP60tiYRtkhENPTZwHGNWHEXMxpetKNy+M7YojfZU+WUhGNnixEJ5k1AvYhRcM4FuwUY2FaRaPFa2fNIJ247wg0P5zxGsqVJPOPXjEIqECOAU27KAEloASUgBJQAkpACQwuARXIg7u3ujIloASUgBJQAkpACSiBGARUIMeApl2UgBJQAkpACSgBJaAEBpeACuTB3VtdmRJQAkpACSgBJaAElEAMAiqQY0DTLkpACSgBJaAElIASUAKDS0AF8uDura5MCSgBJaAElIASUAJKIAYBFcgxoGkXJaAElIASUAJKQAkogcEloAJ5cPdWV6YElIASUAJKQAkoASUQg4AK5BjQtIsSUALZJcBrTthitqoN8rojNxNytPV1z2eXoFquBJSAEhh8AiqQB3+PdYVKACIKYWy6H4T5YNyEqXlXRClxO9sIuTJ+JcD7AfwrsHEnpodujWp/rSqfVQSwC4hOoJHiHb1aF0+MLYJF54BoH4B/iskFe9PuS6aizs/lwu4ArgPhnXZfxt00ah4WdRxtrwSUgBJQAu0JqEDWO0QJzAECXC4cBMJyAO9wllvGND5G25ob+n35/MCSedhy8pcg7OCydSXlzI+HtZ3XjH8aBl8GYGunzzoYOJAWmqvCjhG3Ha/NbweL7gawlTPGawDOpJy5NOqYvLawJyzcAjgCmXAXjZj7RR1H2ysBJaAElIAKZL0HlMCcJ8Dl/NUgGpe3+zYMoptopHh40mB49fFvw9DUTgAtgMH/E4y/APA3AIZtUccwQHwK5UqlsHNzZWxXwLgdwHucPpuq/y6hnPn18GPkLwfoOADzXH0ewZCxL22z7Omw48Rtx+XCeSCc4Zq/ArY+RaPL10UZ0yeQgaWUM79QH8P2VIN2xvoFN8bxULttCRD2UUxNou0LMHAwLTTvS2IwHUMJKAElEIWAepCj0NK2SiCDBJzwigcBbOuY/yIYYzRq3tokiOridgjzm5bJdljGR2a8z/wOwBgBeAjAuwG8C4D877c2BHg7TkQ/ppHiXmFRcjl/Loi+7Mwh3SYBY3/KLXs49BjihR5efxtAi102MsB3YXLBgd2KyU52OHuwAsCOTlsGc5FGSyLaQ1/tBDKvLewACzcAWATmBwE+OqoAV4Eceiu0oRJQAgNOQAXygG+wLk8JcCWfB0jCC95s02CswobhnUUUBgiuXgCLJHC5kv8pQB9tGBZRYNf7cXlsa5BxL4Cca5Gvg3AOjZhfS3vhXCmMAbjUeZCoCX2LD6JFpZ+HnbuVQHbiq38EYCfXWJMgPolGSuJ9j3ypBzkyMu2gBJTAABFQgTxAm6lLUQJBBHhifAWYP+n8bboq0C6inCkeWfRIIL8KQOJu5d/fA3gZBr4W5tV5QHjF62CcTaPmhXF2myfyB1TDP0pgbO7q/yyICmkf2rNjqYfX3wOQxE6vA9NF2LDl8ije65YCuTb2BQCdAOCNrrVtBNOV2LDll6PMU7s3fLHT/0k50x0HHmcL2vbhicKd1Qc48fLLNSshFvz4MVthaOhkAPKZ+SvngcZwbJJ7+AWAHwLjWzRauitxCDqgElACfUFABXJfbIMaoQTSIcCV8T0A/q4TCiGTrIeBxfXDaSEFsmWLWkD+lUtigCWcou6Rfqp6gM4RCvwYDHoS09iE6XmPRM004aXAlcL51bm/6AqveBIG70MLS6vjEuOJwlVgFFxjvgzC+XG9yFzJXw/QopD2yCHJtwD4Q8j20ux6yplXtnigaY5BLo8fBWJ5eJDQl/plAbwCQ0NHRYm3nmsCueaF52UA7+15yGi1VQygDIvOoEXFH0bYT22qBJRABgioQM7AJqmJSiAuAd/hPOB7lDMPqY8XIJB/g6l5H2knbH3CibEW1vQnaNtrnoxrZ1A/J3vFgyD8nevvTfbHmc8WQpa1EoztAPwaoKMoV3w0zli2aK0UJBPGh+L2D9GvIYI7HdKrieixXWAZ17hizutTPA7DOoYWLn8oxJxzyoPsMLvROVAaBo+7zWtgXE6j5ulRO2p7JaAE+peACuT+3Ru1TAl0RcCJuZUMANs4A/kO5wUIro6v0QM8i117dQMFsj81XcN+rhROq+YD/uv4gFhenb8boF/bUdlRL6ZVNFq8th8Fsm2T7Q2dvhYgOQxZDw+IlNpurniQncONt7lSALrvBgmp+B2Al5wMJJImUHJQe387NwJ0FuWK34h6K2l7JaAE+pOACuT+3Be1Sgl0TcCXWizgcFssgVwrOuLOipGOQJ4YvxHMM0UwGL/AhuHd7MOF6Xtt2/N35R+OGGIRZ19nQiwkhAJ8BcgO05CrKcTCPbjjgTdB+JwdNxsxzjpAIEtozStxFhChj8RPv8lpn3oMsisu/BMeG58Rtpgcvtgbu+3k1L4AwKhHKD8DwpE0YkrOa72UgBLIOAEVyBnfQDVfCQQRcIUR/K3zd4khPoVyphQLaVxxBLJ09gjUxAVygPe7+XBhHwnkXt6BXM6fDCIRZ/WDeC0Fct0unih8EeDfRs1mMReyWARkFhFsHT3tTr7v74Cwb5NIjplhpZf3kM6lBJRAOAIqkMNx0lZKIFMEeKJwJhj/DOANtuEu72smBLL/cF7z4UIVyKEFctwbd04I5OYML4LqJSmoQyPFmztxC3gIlS7PAHQI5YorO/XXvysBJdDfBFQg9/f+qHVKIDKBgHy/GwE+Oah6XT96kJ2iGj8B8MHG4rWkcu05p9mDzCBcRCOmVOhL/AoQyKth4POJT+Qe0OIvAFQPd0g1xIIrx34YsL7vVHmsWRHRAxyQZSVylcdUeergSkAJxCagAjk2Ou2oBPqTQEBZ45YhELEFsjtfLeFPYDooKa9ZQBiBHIm6i0bM/fqTeM2qWjzr5C4wGvHB8c2dpudqgg0XAPx210Dyvxc6Keok7GStc4Aswlz0Ehhn0GjxV+06DfohPfbHc0cWt4FpEmsZLSSPsl5KQAlkmIAK5AxvnpquBLwEWrwWT1cgJ1jQoUVqt1kRyLwmP4L5Q8+HzR2ccEjCf8LAl2DhFidrQpI3eyjP7MAL5InCBWA7x3b9d/BFED4b5ZBd4J5n4GEuyZtJx1ICg0pABfKg7qyua04S4HLhJhAO9Zyuz45A9pbFru9iB9HBE2OLwIZUkdsRBo6vF0KJexM43mDxsEquZMnvvAIGvtVuXBXIcWnP9OtlJT2uFOR+OQrAX9rFWwhTIBwSpsJj3WK7EA/xrU2VGYluopHi4d3T0BGUgBKYTQIqkGeTvs6tBBIk0KKMssyQvEAuFy4D4STH/Miet6BlO7HHK2yR671aCGRed+RmeP2NdwH8USffb+TX5IG2VMZ2BYzbAbzH9feVlDOlTHTgFVBA5RWQXXUw7CWp2+Y7jfvRg/y8E9IRdj1x2olY3dLpGMrTHWeSpPoEhAOlGheelN06jhJQAp0JqEDuzEhbKIG+J+CIS8m/unOAsckL5Erh4mrsqxTrkOs1MJ9Bo6XLugEVGHtcH7CNB5kr4ybA+Zm5+WeUK/2vrmypFL5S7b/EJVg7Cu8AD3LHFGxuGz2p8wILtnAz95fAPIYhrIZFsvdb1cU15cwdulm/9E3YIx7HnP4XyEFZMJjHaLQkoTF6KQElkGECKpAzvHlquhKoEwg4mOeGE0Ugh/USbgHg/c4kcQ6Lrcf09Cn18tQtUmbNrKGdQPZX3Os61ZbnVb/YMQkY+1Nu2cOt7rpZEMi2gKw+HKxXgdz77wIu5xeDSKopvss1+2Ow5n+MFl35bO8t0hmVgBJIkoAK5CRp6lhKYBYIcLmwOwjfBfBeZ/rXwHgKZGc7kCuKQO7VCpps4lrIhsSEDjkGWE4cde07qp1ArlX2c6eFayoqEnVB/PgxW8EYut/FT4ZoG14hDeaAQA778BQVubt9JkIsaqW8rR8B2MllfFf3XTfQtK8SUALJE1CBnDxTHVEJ9IxAcGgF3w+mV0H4dBYEcoDAF7N/7hyQe2cngWyL00p+KUCnNg4nMlZhw/DO3jLBYTaGy/mDQSQVB+vp1abBfD6Nls5u179HAlnioj/jMLHT68Gw/tAjD3Jg2EcYpmHb9PKQXlibgtpxJX85QMcBmNf4O+G/YBh7hM160s382lcJKIH0CahATp+xzqAEUiMQ8EM9CYsPwhCdAcbiGAJZYm1fCWGwAeCtzsE4af6qHYsc/noKFh+IPyz4LYbX3+MqDiEjPA3wVwH6eiPFWacsFpXxvQG+CcBmjgnPA3QY5Yr3hDep1tIntoE/AtYBlFv+H7MukN35p503A7ZNacQg2575108AqH5Q8XeUM5dG5RmlvZ2bmLgWP014BZa1jEaXr4syRtptuVy40DmgWq9mKFOGrsCXtn06vhJQAskQUIGcDEcdRQnMCgFuPiQkAvVMETEeT1yUEItQXkJfgYSYuV8DDuZNg2CC8IOmHMCdBLIU6dhy8pfVUIz64TQG+BLKleoHCUPvD1fyPwVIsmI4V7hDfz3yIK8C8KGaksdaWNOfwHzjbWkI5NDA5lBDLo+fAeJ/AfBm17KnAL6acqV6Vpc5RESXqgQGl4AK5MHdW13ZHCDA5cLpIJxby7bAd2FywYESVpC6QPalQQsnIr1bwpXCWNXre6njjZY/V8DWpzBkLIwikG29mECYRUD54VDhFfb8a/PbeYTqAwBWh74NxeNPeJ/T3vegEhAbbbfptqAH17zvnwptZ380TN2b7btXy/lzQSQPXG5xbAF0Jya3PDhOOE9/oFQrlIASCCKgAlnvCyWQYQK8trADLNwFKffsin9MXSD7xeCjmBzeMapI8FTO21gN7zidcuYVcTzU7M9mETnMIsCjHSq8ooVA7ubO8gtk70OJ41XvXiA3pezrxuZe9g31piMJg5yiMfIQV3Cl/ZOhVRwnAVjHUAJ9SkAFcp9ujJqlBMIS4Er+epBxJ40U76j3SV0gS0jD8KRUmtvembNlGEendThe8HMAXtHwgK8t7BnZg+zPZhE5zIInxm8E82EzNof3jCecN9gvkCU+F3wFCFJQRC47z7IK5E53WPy/O+L4RgAHNB3IA6YA3I7J4cOjPhTGt0Z7KgEl0EsCKpB7SVvnUgI9IpC2QJZlcKXwrwD2sJckHmymgyhXXBl1iTUvOF0Eg79YL+Ucx4Ncs8lTNCRCNouAEIZIabtCVNKTFHZysFG+dyWN3cvOv3VkTZX0vMU+eKJwARhfdPo3irN0LZBroQP/FHXfOrT3HuIMe/gzpBn0GOWKu4VsHKuZncptyroFBJnH/Vs5Bca3sWG4oOI4FlrtpAQyQUAFcia2SY1UAtEI9EQgN3tbXwX4NMqVropmaXDr2ALZn6ItdNGQgPRuofva4nxNfgQG3QY4ccTM33SnhvOEb/iqxHFl/EGAP1gj4heArR5IuhXISeyXdwzf/gE9C4lIYj28dmwXWMY1ALb1jCc5xi+nUfP0JObRMZSAEuhfAiqQ+3dv1DIlEJtATwRyzfP4Zae4B4NwEY2YZ8Q22tUxtkD2F/kI7QUOOOT3C2wY3i0pL2E7gWy/yn/v02+i7a76cxA/n3fbyWAhlQh7IZB5YvzSajnxjZieXlavfthun7MskHmisA8YJoBhzxpfBuMcGjUvTOIe1zGUgBLobwIqkPt7f9Q6JRCLQG8Esi8m9g7KmRKr2fUVVyDLxFwpSFXBf5gxonMcsXNY0J0mLrSw9nlPy2NbA7Q7puff4ha8rQQyrxn/NAy+AMCLGDIWBxWaCPBu3005c197vf4Dk4l6az3jS2jIEwAdTLnio602OqsC2c7DbPBSMDb3rO1pEJ1CI8Wbu765dQAloAQyQUAFcia2SY1UAtEI9EQgV479MGB93+Vpi5XJItBjGuOQXn2cOJko2Je2DpHCK9xr4Erh/Gp8scQKb6zmU74fPH2aFLsIEsiYxrYgSEEUSR0mhwobqfqax2yKrW5KPZe6QK7k8wBd5kpv9jis+bvRoiufHSSBzOXCKSCc50o5WF/ef8OwDqeFyx+K9inU1kpACWSZgArkLO+e2q4EWhDoiUD2F+cInRKt08Z150H2CXc5ILaEcqYI0cCLm8NFRKrGCq9wSn//BIATS4z1MLBYDh8GCmTwelh0F4D3O4aJqD6LcsVvNAS/PztHk3gPK5B5YmwReOgN7Ty/gQ8rzR55BnORRktSZrnl5ds/xlPVIi6yzi4uujdOZcQwE3KlcEI1hdvXGpUbZzo9CrIOpZHla8KMo22UgBIYHAIqkAdnL3UlSqBBoBcCWSbzpEXrKETDblE3Atm2y51hozbpSsqZH28pkJvbdxFe0Sjc8gZnru9RzjzEtqmcPxlEEkohJYobh/R8xVJETA5h/0ZGD296N09mjtACuTa/eLc3gHE7pued0yrmuSHO63m2gQXOf3sRjDEaNW+NJJDDbnz7dnZau2SGmhmFJ8Y/A2aJOd7CNTaD8SDmGQcHhbwkbYOOpwSUQP8RUIHcf3uiFimBrgmkJZDteNkhzK/nXPaFM3QqCT1RuAYW/wwbFtzQ7vBb1wLZ6xHGjCfXCzegel6s8ApP0ROZ5jkwH0WjJdtz2vaQXrlwEwiHzqQT4/sxuWBvuypiswfXJ94jCuS6QBeTOgpOV7iIpKgL7VkPiEHu+p4OY2/USVjixcm4F0CuSRwT3QeDjlBxHJWotlcCg0NABfLg7KWuRAk0CCQtkGtCgi4BaG8Q7qURcz9bL/k9jI2QAp8Qbc4w8SKAeyhniij0XV0L5Fr55JuqZaw3cwZv5A32C+TCV6r/bUmjSlrc8ApvrC7Rj2mkuFd9vrYCuXbQzh1q8ToI54DpIYDl0OG7nXF84j20QG7Oo9zR299CPP4S1vx92sUfO/dFc6EXoPs8yJ60eUl83Nn3YGKP+giGjH1VHCdBWMdQAtkloAI5u3unliuBlgSSEsi8+vi3YWjqYhCOcB3SajqMxxPjK8D8SceY18E4OygVVoCQ+xXlzJ1SEci1uN0HXXlsN4JRolHzZJ9AbrY/VniFE3u8AsCOzvgvgWjcnfWgYx7kicKZYPwzAAnP2AjCN6s5d98F4JiGZ9kjumti1BbXdwPYypk7MIsFV5pKSrd8YJgR9IXzQJC0ffNczKYAvppypZPaffyykMWCy/nFILoWsBnXr2dAOJJGTOGplxJQAnOYgArkObz5uvTBJZCEQOZy/mgQnRuQD3YSMPan3LKHbYHmz3LwGKz5H/N6GbkyvgeIb22k0GoTjtGtB9m2y/aY0kKQdRPWL7gzKKQjwAMeL7yiWdzK9D/F5PDu7jk7CmS7fPeGn1TLSb8bRCfD4ikQxHv8XudO3QjwyZQrldx3bmiB3FzYxVeopHnMwg6YxvdBTtGT5o+K7yCh76HDm4WkDwuF+NMBJvR90CHMKKFZdBgloARSJqACOWXAOrwSmA0C3QhkWPQvGOKvg+0qYlIy2H09Vz3M9E1MDp9XF38BmRvs8AAaMSUrQOPy5fKtVSTzeXRtcdtFmrcovLnsOVQXoTR1fZ6AUASf99heU4tDek2MpLzxa8YrcnjOs4ct439DC+RK4UfV8IF9nPmaHnKabLCF+vrbAFrsKrG8wQlXkXR0cm0E81J3pUCPwPaGWCSamznKHge1DXgw6nbImf4qkJNjqSMpgVkkoAJ5FuHr1EogLQJdCORXncp48z22bQL4HjCfKjl9vXZz2fc6fh0MHFjPxBAgENvGwPZMIDdnr5A8xJdQrnRalH3hSkE8ujNhEJg5YOd5QAjMYhEo4CbGD5V0atWDaW9vCNIA73HtYSJ0iMUqAB9yxlsHi/eiRaUJ3176veG24IfF+zYfJMQUGPcC1snee6LfQyzsgiDgK0B4S5S9DtVWBXIoTNpICfQ7ARXI/b5Dap8SiEEgtEBu9moGajUAZVh0BuZN/xGWsRyM32J63mebqsSJ59OyVoLxt65Bmg47NcXAMl4B6EQaLUoMqO/qhUAOKA7yPECHRcm1y5Xx7QG+0xX/+zQYh9Co+YD/ISI4zZuvXTBLX8hGvV8YgRyQqSM4Ttmf8kzSnd1Mo+ZhLHZNW+KF9saNPwfG1Zie97/r90T/C+SmvYjxCWvTRQVysjx1NCUwSwRUIM8SeJ1WCaRJIIxAttOSDa+/B6BPtLClEU6BLTd8DsQXOtkURDT9yCeSK4UTAUib+mt4BvAw2DrUriTX/Iq/bVGRdgKZK/nrAVqUAD/xzi50POYy3AsAfB7VNvNcTznzStdBxsNA+DaNmMcHiv7mLBItY4C5Mn4HwH8/czAPfwI4TyOl24MfJnwe5CfA1p5ury77vcK+suBOPuCrXTHPAOG/YBh71DM6OCJZsm182BV+UTfrz3YGCPDNYHoeBPGsv9P5Y1+FWCRw7+gQSkAJDDgBFcgDvsG6vLlJIJRALhcuBOFUT5YCAeYLp+CJwj5gSDGFYYeoryyyI7i9sat14fmkk2tWimTI1bZccXuBXHCHCszmBjflEbbF42vGK3jDpq1g0eaYHH6oEactnmbiG10e9kCBzJXxzwMs5Y7dDxnXUM7Mt1pojfvkrwBsP7M3EEa/qP1/fj9Au7vG9IW3BOyvdHwWRIV6zuv6/PYDwfypb4EhIt4bitPKzJechw8r9IaRzWAB2BcH7ywL36VR89jQ42lDJaAElEAEAiqQI8DSpkogKwRCCeRaDuPbAGztElZ2OAUtKv7Qu9aAimN+kVx7Dd/KwzgzZKeCIm0O6XGlPwVyQ0BWxk3x+Ha4V56EwfvQwtLqRr+gim4eD25LkdxcTKTTbdo0N1cK8pD0L54yy5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data-cell-id="_4K3mHOhnbKXeW8Rf6DH-92"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-92"><g><rect x="420" y="5" 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: 25px; margin-left: 421px;"><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 - 7 不够减，向高位借1，</font><div><font color="#ffd966">当作 8，就是 8 + 2 - 1，</font><span style="color: rgb(255, 217, 102); background-color: initial;">低位变为 3</span></div></div></div></div></foreignObject><image x="421" y="11" width="188" height="32" 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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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"/></switch></g></g></g></g><g data-cell-id="_4K3mHOhnbKXeW8Rf6DH-95"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-95"><g><rect x="760" y="85" 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: 105px; margin-left: 761px;"><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><div><font color="#ffd966">当作 8，就是 8 - 4，</font><span style="color: rgb(255, 217, 102); background-color: initial;">低位变为 4</span></div></div></div></div></foreignObject><image x="761" y="91" width="178" 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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data-cell-id="_4K3mHOhnbKXeW8Rf6DH-97"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-97"><g><rect x="654" 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: 655px;"><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 3，被低位借走 1，</font><div><font color="#ffd966">就是 3 - 1 - 1，高位就变为 1</font></div></div></div></div></foreignObject><image x="655" y="611" width="178" 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-2U2QBRasopW6-0RiDPAf; 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="1298" y="85" 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: 105px; margin-left: 1299px;"><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 - 5 不够减，向高位借1，</font><div><font color="#ffd966">当作 8 ，就是 8 + 2 - 5 = 5</font></div></div></div></div></foreignObject><image x="1299" y="91" width="194" height="32" 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PTNQeDSDJTjrnB2ZJxWnw9fw/wajAuw9TiK7J4OGuRRCyWak8n6+ne6IvLxOsTttOc66A5BiHyg9cycVobMQdJxh5OEAqPAHh7zLb+AAv7YRpTzVm9qUy5ouzDpseTu0M04+8H7C9QbtUPYvY1MMXSOJCnOdk0xjNYBME5lEuMj5Bt7xNKEHgi/x9gOtrjDnM35Urv7XQdDJc5LV1lQ6Sd68NojL8Wp7XuEwBtHDLGV87KgYuqXc2NUdxQCVHW0OY6Ip0NRPw+zYnqPHtOvj/3A3QE5YrSXm04TxR2UgtCp7tL66eNgBKEtBHNaHtGFSTgcdiLth/kXAiOMgfxdZ7bpT/N3vjeCJAo5UQdcBmM/4XFx9Jo+YasLF3IDb5/eJEH7k7mw9X8SoDE7384QTsdEQTnQ1kLVv6SJ+Bc/rnr2b9TJQjgNU3+3iHJ97ha+N7sgWNHF98mPfcEmGe+aNwDuSP7SJzIKho6ecKLsO1L6jEm3nJxx9MK2EGJQQiJPQgcsP1zNWSm/w1g790JgeXq4dsCtlw8eDX/WxIPo7Tz3GDnCII5xqIfvw2ztbCSvw5Em8Gmz9PS4rcDeCtB6MdaaZ8RCChBWCBbxDXtem+RQrPPDhIkXM0fAZDogpsyRsedyktgnEdjpePjVuhmuZCgZFEBEg35eg6EAEHgifH3iS+rP2FeO2P1KCdJsrO/cw/s6wCsdnJo1B/GEAg5NwlZK4LQUlnKtR6IDO9uHqUu6eVxWPZhtGTV/e3MI26dUIJQGd8aQ+xPMmhudgbrMTP8EDZY/6YogmA4LD0JtncyHWjjziGr5eIeyFPOuOxYc0y/hbjjSUAQegl9ohgEg/KPd6zhFgTnRn799wHU3eskb8WZlCuJmEBbjyEGTt5pp1KuJBcCgSfUxXIACUIUYGpBiEJI/94PBJQg9AP1HvcZksq9kUGzx8NJtTuX+MhNt/EbAzh+4U8BEH/2l8+6Fb0RhI0MhacBvphy5bC2Uh13WGMGxR4pOg3QVQDv4FEhaT6MP1HYCjaud2/nLsf08HFh+QTiToRXF94K4qUgkkyfEjwXOHT5bihbEYTwA1sl/zEQnea7WbQBvhNDQ4fGyfMRd06huAdv8NrPg+B3ezNYEAKyxURX02jxoE7nkcX6cQ/kShBirV5sgsCV/J4gEhngOsGVCwb5n7haytM6BqHNpGShv7GJ8avA/GHP31u7F1XHbwT4A54YpGcB/NmT78bjYuTkwpH33xtjoditQsznt5N/RwlCtxZE2+0EASUInaA3AHVD/LrlI3Ep5Upe5Z8BmE1wiFwt3OreOnv/WPPztPkzfhnQWj6IqWUgliRq/vT28vE5mnKlVf0Ag6vjxwJ8ukfuU4ZRy/gL63MA32wiCG6OixtBkOzE9WcSzMtprHxZJ3PxfbhSJQhO8CQs8Y8W6T+vK5NIoF4I4iqAT87GkHwD08MXdE54PvEa0PTHYc3cQKOrxBLSeNJWHvK5oAQOdT73onmVt8O/39okCO1kXBbiLxK68vTSgiDB81UQ0s8O3Wyhk3nFIgghvvtPO/LCtZgseVoThOr4rgBfDUB88eX5PUAfplzx9qTvFNcieS+ALTy/uh9SrvwuU1tcLcjv/gzPu3AGhBIY23lignquwpR03nHLK0GIi5SW6yUCShB6iXaP+3LIwbR9LQjbNyVlSZCBucdDTtSd+aODlwC+EJOLT2ipjCGHU7JEVm7rpk77hE0IOZChPYQha3fwzMY+HfPGbT3XJAyP87nmSF1jQFwSkLtBEFx1lC/MWnY+6rndrA/rKdh0FIbFj9+xiGzm/uEFMJ1AY8VLkozfW5bnDjx/DdD9YPusumxrLwmCIaPtj2Eves8gxwK1WpM2CULiGBsfKeslQejaQbVdmVOD7/40GCtA2DXuAdu9eHhgNpi3HhcilxXnUK4s75pEj+e3Vycbodnu+fHCphiCxOfMkQnGIxi2dsGMfWfc8ScaYJ8LK0Ho8wJo90YElCDM043hHMKGpr8Owu6+jI3PibIPjRZvHPSpOwpGQ0MivSk3Yps6ihuEr9Jo6Yg4cwvxcU2UoTpOP1FlAlmC5yo45EBcbAwHhTmC4Gj7T54MOPKBJn95yWB8PiZHTk+q2JQqQQAdWHPxMlpvxB/5NgxZIqsIzNhiGfLmsmhgEYVn2N89qkF1NZdGgGQrguBIDIOWxuh3DWZmjqYtLn3adyh+CjbvXNd+dwPAJbmfvH879u2OMa6+FpmPBKGvgEZ0bgxMbvOA7durYs98BFMj70j8HqnkTwORxC/Uf3stg555YvxOMP+bM1VRMAPnRUiiV+pRvV5fJQi9Rlz7i4OAEoQ4KA1YGcdyYPMVYBYlH+8ad01HfsAgagw3RCUjFUm/OJi4h1a5katnEa5Xa84mHFTpCAYpV8ffBvBFgGOGr/sZ19sTl40KiI6i0eJdccYmZToiCM0Zrv8A5gKIJA9Hs9VGVIpcd6gQBadUpF19bj1NN5itCUJsqdM5n+jmxEg+Ocam4M+O1WHirmW/yg0yQXAvWrZxcltk9XGD4+sueG7egzsARzxAnobrZNIDtuHmvy03I99vT94soe5Fznunms8DdG7NKjoXGxZ3/M7l0aKh+vy7s3I+3DvpRAlCJ+hp3W4hoAShW8j2qV3343ANgG2VHEQvQogMYNONb3QryUu4PsJi/RB9fP/h40lY+BAtKYkGv/O0siD4e+fawVwsCiZrQlOCnqiRd0gQznJdn6SbWo4Atv8XbMn+fBuA9SDchPXDH2scbqr58wD6uCcmQRSTxJowGTVWpz3LvtakeGTAr+mgkzpBqBYCcxdFHc/Bp0YIib5Do8WdY8xtYIsMNEEIBq9ncR2CsUFzmZMtgG6iXHGv2sG7iexGuka5bpxeNaPEbkaG316oe1HjfVdzAZXkbr+rW1GTjJ+bf3/dWrNQN7akHSpBSIqYlu8FAkoQeoFyj/pwXWauALClr0tR8jmJcqULuzGUttRHQrThuzG+qDaDt1vhAY5RbcX5e+1Wcv1XQSQKHf48A02Wg3YIgvMhdQKA6TIQSfyJ35ogRaqw6TMmTW7vHNImCM4hWRSXZnAqmMre/ltYU+LAKmVC/dYdjX3wBR4Fq6YcILEJAuEyEL7ZGJBN/wrwsW5CqTlLgdelws1YjqlNr8TI5D0A6oGZL4CxjMZK18Wd4CCWU4LQ9VUziAc4qmaSCGwdLOxTv2xIShBq75L8xSAS17/aeSGhm5HhtxfLasbVwnGwcE/TRUlMgqMEoet7TjtYAAgoQZgni8wThd3AEDnKZmWeLmegdb4Xze4U8RDNEkHwy++5BzoaK4pEYKpPzcIzdDnAckj0//4eBdkH+BV2HIxjuBiZBsqVwnIQJCOqyZogfv9fx/TwJ8MUgrpBEMzjHD8BxJ8zuFolwT+cIFTHS+LH3GjMJyvqSwzVpM/uO1Q1yZ/6tN29BOEoEK1wicNLs+TlxFky8CsQRCHrb92D1o8wNbJ9Un/uJIBkoew8IwiyN17MAK4benK/GG+y2UnOZf2IcsWzGxcNMQ/YTZcElfx+IJJ9KzlR5EnkZsTB92vb+z4uwVGCkIEdqkMYeASUIAz8EjpmY3EpkcOVaNV7n65noJ0XBCFojk6soBJnGzmJzJglGVhdmafx3QbjXgxb+4Vp/rdLEJz1qcUmCNn5PwZSIkUc5aAYGT6TyZyGuNn4sTIEaYv6kvhNy/+3eiTg8a89czKum0GNJRi/Uck3H+iZT6CxsvhA+90y4hEEv2sK4zxYlGsEXrawdsTZS4NUZp4RhFgyo91eHx+msV1d4h6wmwhCLWmaV6I0dmC9QWkudl0ThnHHbyAIbec1acKimWDFxj1qP6iLURRC+vd+IKAEoR+op9hnSGIt6eFnsOyDup2Bdl4QhEpBtPi9CdJS16XnauFUAJ92D7TeHSAJwb6N6UUHtdL574QgOGtUy//wZRBLNm1/QLQUMVoTum1BMLgVTYNQxpqRI1vK1DrKTWuuB2hPD0Gogu1d/NmIubrs3YB1A4CNXeDXwMKeTa4LE4UVYEgAtbwTm9a/LQuCk2QOt4IaiZseBfBmzy3svJY2bTpUNVsYw608McuFvT67IXNqOLgtOIJQe8f7kpwxYlkBDEHOHSXoVIKQ4uFBm1IEIhBQgjCgW8S9FS2B8BGfH7uo1TwItg/wH5QGdKoth+0cnEGLMUObwOI3YWbRJUn15A0uUundDNWC7URZSBSl/LEAcigvYXLk6Cg3k04JQh1EXj2+ByyWm3G/FcMtQt+nXHHHRvnmm/DULAghQdqi1X4lpkYKkXgEg5lD5XtbyZs25ul1QRK3PKZ9KVe82zkcNd8axrMgBG9dvfu451K6/fztqwUhffR7aUGo/QYaqkL1y4WYcQT5lQDVJX0lfiEWsYhJAkODrNWCkP6e0xYXHgJKEAZwzWuHq6lrAX6/79AZ6zZ6AKdsHDJXCw/5JDMnAeuDlLvkwbhzdA+qD7uqOvVqqagYcSX/MRB9EcDrDeORwPHPU650TpyxpkUQnI+9yODOzJQA2s1HLgOH7NQsCIxfgrE7LS39pJYobf1VAEnm5zppSkAOAhmn14HwBRotCdaBp5W86RxBKEhipjoxajp4tEMQXGLhbdM7rodhL9o5KZGNs0+yWKZNgiAKV3dA9k3ch7Gnx2KTSqK0uBYEQ7m4o25VLq61JfaFRtwbeP+g2lEiconFfQD9s9teR+5F7m9KlN3e7ranBCGNXaZtKAIhCChBGLCt4R5orwKwt+9wF/uANWBTDh1uwOzdhl+3wQQu/XWUB6EWiEznACRZS0366VUQfSpZPoL8lmGZlNtdT58cqpNplcZKIo/aeHwHH5EcXe0oozRO1hgCOXrrEgvQdKDx3eI5H3Mw27Ctq0DOR77+/mlYUvCGZ16Nl6wXQ4OmRY3I4pVgvModgsgu3oLJxfuYrA6uspeouSx2ywcCLB3NdGvoLhCWuGWa3EjaJghB1zVpvivxLe3ugV7Ua5MgdDo0JQgGBNslCO7h3E94W74nDa59HbkXKUHo9Ceh9RWBZAgoQUiGV99Lc9C1wj104DwaKx3f9wH2cABcKRwPwmkANmh0m1BXniuFq0E4wHNY7dj9gyfG9wKzKEq9xgfHNMC3YWioEBaMHAZfmhaEJgJQD2AWhZ2pkb38h+yEN6PNBKHZb/lpgM4DWLKpvtYzhrVgXklj5eWOHCLxWWD8xBSwzRPjB4D5fA+uDKLvwqKDQ4O7m4OPpduA77+BJN5IuZIQcOdpnyA0BT7Xm7sPkyM7eHGWQM75bE1YkARBlNDIietJ9jAWeaR4M2NBcH8H/z77/xJLVb/0aGmx5WqhuXyH7kUdEYR21yO4eht55h/bchO1CTRIOQoh/Xs/EFCC0A/U2+yTq4VlACS5ltzW1p/GAavNZge2muF2WObyR9HsptGiJONq+bgHTlEVqsv3SXljoGtUW/6/czXgBvP8rMXn9LguRYH22pQ5jTNuxyq1ybMvM93ad0YQCjfPaqZLELE8TzvBx7VA4LraViM/B1cKR4Nwuru3A3E0DnlothxImw95kyiZ5hqML6Ey5YqSnK7x+A4ygSROTQQheNDwKik1uyZNFA4EQ/bX37idPQ/mQ2msLBYNb//iEvcGJyGchYu9wdNx1i/rZRYkQQDaUs3xWd0yRhACwf4tL1MCrn3AmZQryQVB209cC4jKnLYNsVZUBBoIKEEYkM3gZki+A3DcOeqP3EhfTLmyV4FnQGaUzjC5WigDOMwn3/kULPvAVgpOIXkjWvqyJx2xa534EMD3gzhvym8Qt81uWRCi+vcRhBccC4BFTxrr2TSDIfpJ/TbfdzCsuRjNWNu6B/3fu0TuLmnLkYC1eZXHh1z++WGwvR9g7QvCKT5iHJozoj429zcj2Vg3d/4tJL+F7yATULDyHUpaQTaXB8GJ87AlA/Q2ngqBwE5DDExkdtvG/Kr57wIkGdNrD+NxzAzv1EoNK2q9u/H3NglC11yx4o7HgTSYSdmoYtQq0V4STDNNEByPt4HsAAAgAElEQVQltMkHQNjKc4K4hUZLEgvX9HD18G0B+1uevDwduxc56xEzj4MShLnl4NX5f4JFVzZbtPlSypWPS7I3tezCQ0AJwoCsOdf8mUWiUm4s688DsBftNp/dE6KWxz04y42sSEh6n9/O/sepmBwpNrlzOFmMp78IckiF1xIjB6xvm9xsosYQ9ncnGHh6Zjv/jXE77WWEICQyqZsIAi0pP8ZPLNsOM/h1QI5UMizb8GcCf85NLOaN5YgkB7XDREB55UmwvZO334AVivEE7Jn30RaXPl1fp7YIgpm4NiVgqx1AA7Elj2JyZOtIFaegjKpw5IB1pJ29lnaduAfyuOU6HV+SfpQg+A/+TQkHJW7pIdjYm7YoTXlLBtw/U3Av6ogg+DOgt7uJbEjSuS3d6oneh6267KaLkRtr9mU3aaMMI3UZ73bh1HrZRkAJQrbXxxld4CY0vTF37ZYuvSFGt9TC518q/wmEX4Cx1nUl+ntPBlJv47EOndGj6U6JvhGESmEHAF8D4RVgiEvQITRWuifOLH0HsXgH34llS8GWuIe9zdBHIglfrha+MRtU/aFGO4bs3YGDjKmM99ay1UHDxouYHLkfI1NHAizuUoZ8E/xDypUli3btt10d3xHE13mCrmMFyPsyP4daR+KsU7fLxD2Qxy3X6XiT9NM2QWj3QMr40Kxy08fcOWbKxcjZrxP5vQErD/DdsKzLQ2N/Jsbv9CQF7Fi9aO73UlAVo4Q/APZnkTdcgiRsUosvEASUIAzAQhuDcdMZ97wgCLUPlxPAKvEZmySEhsH4byep3OgqUejJ5NMvgtAJGL6b99gJprhaENO3BJ97D9iRAcnesRrwCt7e11wm7gXhna0OZK2ClP34GMiqkBo5IA27ZZtcLZzYCvAFc4Gp8awA3JzYTQhCwPLRydqlWTfugbyR00Q697mr9WM8znulfRejNIacOYIQZ1JxlMPitGMq04GLUVsxIYHf9wBmUg7IgRNdTaPFg9pdA623cBBQgjAAa22Q80xr1POGINRIgnP7LOpB2/kkYMPw+hMYV2Nm+NNZ89sOfJi6GKSc1mZqOqCvzo/CojvnErI135wbP/7h8rCiiX8l1oyMR7ne1Ns1kOqA4oohSD3gguTsqxaJ0ppJieMidb0vCd1DYPx01op1iBsnI4T0Ghorfdhpu5I/DUQSuCmugwESE7Y2XC1IfIPksag9Gf7oxyUI3diHxn2WIGOzEoTkq2JQL3oEUyPviPvbbdWjEoRk68F+V8SQOKxkrWrphYKAEoQBWGlDpt+0Rj2vCELjcOgEZWEcoHeD8TqPbKDt+F8CPwdwB4asc5PKjaYFfNJ2Bs2CEPD/b3GAdQN1Jf/CpwC82odNooRyjT3Q7OIgR/Fm1x4n2eCa2wF6n6e/b1KutH/Stakd9J2M2df6Evc9C8b+ILIAFnenuryr8+/iquUj/7F8gw15G9YCfBTlyhKwn7lnQRKEdGQ1X5q1Pi2nXEkuPZoeH0GM7Qsf94DdySbiat6bHE3ylJyTVkBs3PFrJuXaCgYtlDBegnSy3lp3/iKgBGH+rq3ObB4hMEgEoZapuUnBJ1QOkSsFUSj6PIAxnxIVg/AYyM63UqMKW+JatubpcQD71uIZ+CLvIcUgGdy2yophvjKstQCdTLmiBDWKFaI5HkIkWsn+KGBdC8Zbal/zuWzTrbauIW9DbOWjfvwkskQQDKpRLS9JOrAgpOLSYlovyZsBa/29ALZw/94xQeBqQQQwPtrx/uCmxInSnFjFKgD+Eq9tXk25cug4OiAIcikkggedPpJM8ZVJce+003brczW/EqBjGu9WQ4xVu21rvfmPgBKE+b/GOsN5gEBWCELtwMS7A7QORP8F4j/V/cXBMxvDxr+ASXIa1LMSC/prYGFPr74/rx7fA8SngvB/AFi+JVoLxhVpuX758zw4B3rbvrtxMJfO2/xwhlgOAvLDLMHeBCEJ3hgZiU3wqpI9TLmSVxbVuHMDLhxtjr1XP4teEYQaKVz3dgwNV02WQWcfLF5zurM/gQ3jHPJiEwRvML9D9vh8Sf6XFOPIOThzXH8hQAc23ChjEkuXqBqDfHskCxoHjpaxSh0QhDh9Jy0Tm5glbTit8j4J53npMZAWVtpOEAElCLorFIEBQCBbBAHiSlNPdhaFnhyWz5Pbe+eAtumag0H0aTefh58YSEBvBURH0WjRyY/QjceQPduYwCyqbzcY0y/LGpqbJCRnh6ebuAHK41eB2YlhANBx5u+oeXb6954RhEDcizNyucF+0Z2DkIKX+ebT0uUiLkHoFKN6fUP+AO8c5HstmXzrAe9utej4nrn2zSpAShDaWsFMEwSDK2LgoqatWWulBYOAEoQFs9Q60UFGIDsEIaDb3wrWmvIQ4wQQHwnGBwwxBvX6z4DpQkxt+h9pBDOGDco98EnSoPpNflPQcNw94gT/WbjZF5A8DeAGTI4cZJpDSLLDepcvgLGMxkrXtQTUiZ2YfNgjA5v5j36vCILgFlBsab2gM2BcSGOloyL2i5cQx1bjiruX/OUSzkHkm4+nXOmCOP2F3cAvAIKw4FyM3GSgX3fzyIiQwXdotLhznH2iZRQBQUAJgu4DRWAAEMgKQXAPYV43hTD0JP+EKA8diTc882pDVuF6vednD9mXY3r4lF4pSfmyNv8cFu8pCdySbgOnHebzXWtIS3LQuMGdKOwGhgSdjnj6Y4Buolxxr6gxGG6YY+VNiGq3m3/vMUG4AUAkjo5lgXAT1g9/rNW+67UFwf19xZ3DWhDOp9HSCXHXL66LTtz2el0u7vgHLUi5Gzj6XBFjK6R1Yyza5mAioARhMNdNR73AEMgUQajk94RFO4D9rg7OorwEpu9hatPvNWWwrmVJ9kqASqbrK3tJDLxbxsnmbFurAFwS9/bVtOXceIayE2A8OXJMHOtHTY536AIQv91pk+k/MUSHx1HU4mr+CIBWuq4yA/HRd1266pKsoco8afyknQButvdwgt6JmjOlO1jzn2HRgyB80xsTE9a3EztSTxToFKIfU664fRpjDe0zMmCY1wF0P8i+NGnulrgH7G7Or5O2445fCYJjTfMSzYDMcyfroHUXBgJKEBbGOussBxwBx590aEgSwS2uTYXXzWY3PodGy/IRGIjHPdweDqaLMLXpqjiH6YGYWA8H2aw2Q38U9y0aK4rLkT6KQCQCbhJCySYv75DfwN7gQlp6YRrqPpF9a4HeIsDV/OUALXXXuqU6VG9Hpr0NCgJKEAZlpXScioAioAgoAoqAIqAIKAKKQA8QUILQA5C1C0VAEVAEFAFFQBFQBBQBRWBQEFCCMCgrpeNUBBQBRUARUAQUAUVAEVAEeoCAEoQegKxdKAKKgCKgCCgCioAioAgoAoOCgBKEQVkpHacioAgoAoqAIqAIKAKKgCLQAwSUIPQAZO1CEVAEFAFFQBFQBBQBRUARGBQElCAMykrpOBUBRUARUAQUAUVAEVAEFIEeIKAEoQcgaxeKgCKgCCgCioAioAgoAorAoCCgBGFQVkrHqQgoAh0hIMnmaItLn+6oEa2sCCgCioAioAgsAASUICyARQ6bIlfH7wX4Hxt/Zz6fxsrL+wWJky14eLgItn8NWFdQrnh3q7FwpbAvCOcC+AOA/wH4B5hcXNIMvf1awez1y/ecOoxNp5aB+DMAXguiw2m0eE07I+VK4WoQdnPqsrPnDqGx0j3ttKV1FAFFQBFQBBSBLCOgBCHLq9PlsXG18AiAt3u6WUm50qe73G1o81zJ7weiVQBe7hZ6Fsx5GivfYqrE1fxKgI4BUN/HP4a96D209MLn+jUH7TdbCPDE+FfA/CkAlnuwfwTD1i60+SXPJh0pTxRuBmNPt94fYGE/WlL6btJ2tLwioAgoAoqAIpB1BJQgZH2FIsbHTx6+CeyZd2PN4puT3pynQRB4YtlS8NBI1G1/HJi5Ol4CON8oy3gC9sz7TG4htZvhyQdA2Motz2Au0lj543H60jILAwGuLNsMZN0BIOfOeBqMFTRWOjkpAj6C8DQs3o2WlB+rt8PV/EcA68eUKz6atG1/ea4WzgJwXKfttF2fcAuNlt7fdn2tqAgoAoqAIjDQCChBGODlcw8/4i6xFRhXYWqkkIQkdEoQHHIyY98K4B8BvhCTi09I0r8Xel79idfAWv/9WlvuQ3Q1jRYPMi0RV8d3BfhqAK90//4CGMtorHTdAC+pDr0LCHAlfxSIVgDY0G1+DSzsSUtKYkGL/bQiCFwpnAHCkQD+DOB0ypXOid2woaAShE7Q07qKgCKgCCgCnSKgBKFTBPtUn58obAUbVwDY0h3CNIAbMDlyUNxDeicEwbnBH1lzPUDiciH7yAb4TgwNHdqW+0YtnkDci/7Wnc8fwbyMxsrXGglCJX8xiMbVvahPG3CAuq3t1UmJFXiXO2wGcCnlSnPWqhjzCSMIXB0/FuDTAfxV47fIfBNmFh1KW170pxhNB4ooQWgHNa2jCCgCioAikBYCShDSQrLH7Xhu77fxdJ2IJLRLENwD11UA9p69LR1u9M/4JSxaRqPFu5LCwQkO/AZrwwyAMylXOjFpv/0qz48d8TcYnv4kgP0AvNmNu6j7yb8Iwq8B3A2yz6bRVav7Nc750i9PjB8gLmjOfmW+DRafkhTXUILwxLLtYFuXAtjCgxeD8BjIztOSVfcnxdFHEF4C8wk0VpaA/K48/ERhJ9gQMv4Kp4M+uRjx6vw/gXAMiN4J4DUAXtYgXcALAK8G4zJMLb4i7kVIVwDLcKOO2MPQ0FEA/m2WCL9h9t34140YHOAvNVEHvl9wDIvvyvD0Eg2NqwWJUfuyx3qYqL5beEHHG/FEYTcwvu65vGsHw66/w9oZlNZpjYAShAHeIaEkgXFlHHejtglCNX8eQOLrP0cOgOdAVKDR4o1JITUc+FvGE3A1nwdIDkv1G9vfArR/GnEQScfeTnmuFJaDcDSAV8eovx7g28F8DI2teipG+QVThCfye8+qCR0D0AYxJ/1GwCFeL8UsvwYzM0fXY2Bauhg57nYzXwVoZ89hTLr5LZiOp7HiV2P26RRbaAShFstEZcAhBjWi3PqZBPNyGitfFlVwofy99j3gSwDeNeaBWCxpFdh0Ai0tfns+4sSVwrmu618n01vYBCEdkqUEoZMd2Ke6ShD6BHxa3RpcjaTpaRDKWDNyZKtbtnYIAlfGTwDx5zyHc+lPJB9PolzpwnbmxZXxQwG+AISN3PotD/w8MX4nmOV2rPYwfoQhnNpO39F1eI03EDW6fHiJUMtLvEZ/Bss+qJ3b6HjND14pQ2xB2pNoCkSODFKuud2tAOgTvgPaS0ljdBYSQXBvKEsARhIu4PrZOiVMjhy90K0JXLNiiVX3HxJiKMVfAuM8Gisd30bdTFfhauF7AHbscJALnCD4xEPaA1MJQnu49bWWEoS+wp9O5y5JuB7AZp4WpwG+mHJlCZw0PkkJgsHXWtpdC9DJlCue3e5suFr4BoAPNR34p0a2N330uTq+I8BS/rXt9peoXoquFmy2vMhw5KDzK+e2uWaVkY98PRbDO9ynYGGfpMG1ieY7QIWzRhDq0DmEl/gMzx6N/C36YV8oBCHk3SVwyO22XDyI1UxcJ+X3Lu4yXqullEuM7QBt8VhDbYGh1BeXol/MKmL90cVOvhHiRub/9nf8Ho812B4WclytrKG7QFjSYbcLnCDk7wPonzvEUAlChwD2o7oShH6g3oU+eWJ8LzDLLZz47daftWD6PI0VRcEl8CQhCFwpHA2CBGKKP2us9uNM0/24SZ6DxW75dWAsp7GSHLCCY64lqzrA8IGL013yMikRBI8PfD3HQ+1ww7gDsI/yug95knuJpeb1TYNOaTzJgchejTZcjJJOotnFqNr0oQzInHob54nx98HmVSA51PItmFy8T5Jbbh9BkMOyqCNJrE23HnHrmfNV78E+c4UObgfofb5JPQPmk/zuQ44bkm2tAGEXH1F4HsyHznd/euP7sGa1MmEolw0rMTlyln/f8erxPWCxfBPGfO/R34JwCI2WbuvWJutlu1xd9m7AugHAxm6/4lp4YqcKY72cQ7/7MpKsmrVJYlz0mecIKEGYRwvs3FxavBKMV3mmFXozFJcgcLUgLhNfbAQw1hpPxSzN1YIEkEmW2yF3zE+C7Z1M/vZOAKNFImOa1BWh/VVO6aAUcIuKcfPpug1IcJjXMqRyru2vZkc1fb+XlgRBOqqRX9oH00NfSqpmtBBUjNxM6F7lMoGtpZXMIRWLJ88DQxSo5qwJRN+h0aLEfyyoh6uFZbNSz1/xXdxEWhodkYSh6a+DsHsTSZhHOHI1fwRAKxuB7oTfgWnfQYlVy8JGdiz2xNd5zhR/Afg4ypUvysL4dAzdRUAJQnfx7XnrIW5AxgDiOAQhxHKQDjkw5T4AlSlXLBhvy6qFMoDDPB+0JjIRcDlJ6XDf6SJy9fBtAftbPmLzMOxFO0dlfeaJwklgnALAE4gbjlGnY9X64QgkJQidYLkgCII/MaJz6RCt1lRLDmnfDcZbPBhPAtYHKXfJg53gPmh1DRcPfxT5ZxotSn6clk8IjgMl+NBqgjxRWAF2Lp9q55wWiTejsFqofw+QLOA3gL035Vb9YKFispDmrQRhHq52iK/7fdhg3R602dd+X59yFEHgauGzs/kN5HBaVwuSqqmQA+d9HVQjkn9eSbnSp/3LwpXCDiBI7MEm7t8C0qaZJQjBIOwZMH+ZxsrLo7YfP5HfEjaJyf9Nc2X5h5Qr1zX9o5rQv6eEgO/38hRs3pmWlidSar6pmUAMAuhsWPyf3ejLadPmzQESa14t9qUH5JqbXbYSHeC4ml8JkEhY1g9/LwL0yaRqUZ3gGZCGlZgJC/vRktJ3O2k3bl3jxUNCC4DBgivxUKdSrvSluOPIajmuFiSJ526e8d1NudJ7szreLI7LoAL1OOxF20ddbGVxLjqm5AgoQUiOWeZruLKhcqh8h3NvwrgXw9Z+/gRmkQTBkR605Cbqbe6k14J5ZZyDbRRIhuRV9SpmgjBRuBkMScpWfwKuSNklCIFMvrFuSusTNazTf1OutFUUxgvp746v7KKhXMdztmkGQ/QT2PZxYOzga0+CHeuZu4VoP5G4P8I9NFo6IareQghS7mRfGwLUE/2movCP8/e+E4TgxUPiw71hDvLFGHgfc/f78rDn2zUv5hVnX6ZZxkCybqNcSdzS9FkACChBmKeL7Pg/zzg37veF5USIIggCjWOGnravBeH/gnFaWPBwUhhDgnalmQBBMJSV4N4VNFY62dvvQBGEBMFynRykkq7LoJZP0SXHOWjCovf4CGk60MS8mV+gBOFRTI5sHSeYWwkCEHChkURyhAOTBBkbLZQx92g6P4jutGKwrqjvfEKo3YvGez0JICX545lxLjgSdqXFM4qAEoSMLkwvhhWHIDgkQQLaNnzp9bT5pU+mMa4W6iUBguASlDtmXR7mbswJP4Vl7RiwiFR8N/UZ+dAZAr0AoqtptHhQFJ4h8Qt6i+MDTglC1E5q/fd+ZFLmakEUZvbyjCy2fzMH4xcSH447Q8wJQm/OPt1zFyNHPOJQAH8HYCOQk/9m/yQuTp28mzrFr5v1A7l1NEA5MdwGFSglWYlRHOwKShAGe/06Gn1cgtBRJ4bKLawHQYIQzB0Q6kqQWQuCMRgbk7B5X1pa/q9W+HIwMLulDGzaazUo7fkIgujmv+hq6ceZgihoicSnvA+zaEGQeBtxZxIt+249EgS/tBEM3wNyzZXC8SCc5gnAFznXSylXEoWi0CdEzezHsBe9p5e+0f0mCGlsBIMlZl7cEnMlfxqITmyo47kByhimjcDWsYAjlSuS4C9zcZR8EVMA7gbZZ9PoqtVp4Gtqw5dwMc1uUnWzMyQwdQg8hoarmLElqd77wRjxJDgVF7dnZ5OY/giMc6K+bWlOXNvqDgJKELqDa1db5WrhOAB/33En4tNPeKOnnXsAPNZRu4QXYduXmGRKpd0WsQf1bhsuRiG5He7D5MgOxiRqGbUgOPM2qhHhUZB9QNjHyJi1OsR60tGazYPKPoIQKUHqnbLvkGT8yBpcMZyAx265AqVoEWlvdXtBEMxqRC3jnLiybDOQdS2ArT0TWwfCF2i0JFLMPXvmBUHwZ6UXEsq8jMbKgvHAPkHrFN0Ptv8CchJ+LYqYmORLuAnTw8uSyhPHAWxgCIJfBQp4EqCfACxywl7hEtO05ZLmB2D7sLCzQBystEx/EVCC0F/82+rdcPPfVjtdqtRSySNEt9s7FIcgOK5FM7aoUGzj+WPLRD5ZtSDMEaM11wMkgdbe393zYFyFIS7RkvJjjjvX8MxuAItCi8xdEljVH6NcbZfWcaCa7TlBcA/QShA62yYhlwD2rPrMQwCdg+mh2+SQ5hC0GSqAIG55r/b0yu0kouts1LXag04QuJLfE0Rf9eHZc0tMGmvhb4OrhYd8JLKdbh6DhYPTzlw/MAQh6ALYDoaTIBSSxMW004nW6Q4CShC6g2tXWx1UgmDU3XZ8Q5sSu9UIQu2mUBSUtnUP1DMglGi0dEQYuAZzuZiN5TaojYd+TLni9m1UDK3iSfJ0SIwbGH87T7n65nelOab50tY8Jwjz0sWovvecrNPM5xoy+0Ztz/UgXIk1I+NxApujGkv690EmCCEXMAHp6KSYZKE8ry68FYRbfdZx79DEFeZXACTbtFzAvMElSXOJ9+ZKRyadSzrnQSAIRhWo5omKheDXACbdf5bkpSJBbrLO6MVW0k2SkfJKEDKyEEmGMbAEoVI4HQSReKy/iMWn+m4AH/DMf87FyHFB4CvAvBMY/41haxd/YLIXNwNBSAKrv2zXpES5Ov42gM+Znfu7m7LBmkf7wuyL9yJMD3+xG+buTgDKUt2uE4RgRtEbKVfau0cWhFR9i03r1o8g5abfbi1D8glgfArA6yL2llgYHoHNR/XTz3mgCUIwtkvsmkbxhyz9zuOMhScKu4EhGehrOT3mHrHWXoyZ4f/wv0tZJL1tawUI4j7jP+SGurXGGc8glmlBstYCdBWG6OSASIhj9efTZ7UPxcrnd0Gqgu1d1N1osHaDEoTBWq/MjTbuR9IQWMgA3QTwz2eDLyWmov40yZw2bt1B36PR4o2tAMg6QXDmsunUZ0Es6iOvT7CYYgW5A2wfqy9YM2pdJwhBxZqapataOMuzf1M7yHN1fFeAJZBSnvWw7Gtpyar7E+yZREUdi51lHQ7GRk5Fpkd6lXTMIcxsfyWmf3h9XhLQvAbMn6Ox8mWJJhujcJdjQIy5XmIMK5UiXCmcAcKRADb0NBg7A3Mqg+hiI1wt/Pts86f6DvqPw7IPi/oNGeO+gL7EuHQRosimuZLfD0SrZmXHX+4pPAniI2m0LOpjoY8rQnK+GwTu/b1GChBEDkwL9BQBJQg9hXv+dRaHINQOxpM3grBH08vG5n1hkcgchhKEJIgZCIKoUogpuY2HV1Ou/NE2KhqrePJJiNuS/3cnrlC/cFVqxLqyGYBXGMo9C6KjabQorlf6eBDoOkFoDoBvZMLuFkFYKIvLVUeqU4KLZb97H7ESiAvI/0qeZwCvdeU8/be7NsDfxvSig9K0sM1XghByAJ4G+GLKlYU0DPzj7qm6/Kuokz0HC3vFjSVgk3UFmBexGXEXlyfye4NxDEAihiKWmHUgHo8iBw02UB0/FhBrQpMlYQ0s7Bl3HeKOVct1DwElCN3DdkG0HIsgOC8bJxiufhvRSHRm+BC3fbuW1SDlEH9f2R/Pz96ynI/JkdP9PtSuxeVMANtpoHL0T8m3j56bzaD6LQBCvKIfUfJiR/ZQDp9mFaNm2cRGmU4IQi0R0bpPALRx9CAzUyI1awabDxFCBu4H6AjKFR/1ztoJ4B+a/iwIH+92oPJ8JAiu9KdcxnjdP2yAbsbkpvv1I44jM7vae9lgVteaF+pOvcI7JNdR4kzfvRqv9mNGQAmC7oyOEIhFEGoWhHtBeKfb2QOwF+0mmuULgiBU8ysBkts5bxDck7DwoVa3KZ6gZtGF99ZVf07frk3xQGcmCBPjV4H5w263DaWujgiCKPPYdBuAN3X0I+xt5VTcqFzZ2FsAvNkz/PXiI05jpaNaTYmfWLYdbEt8zMXSVn+M2dXbhSbF/WQaQtuXIO3Mxw04/cpsQGnB53aj5CAEUK69s0VJrn5Gmhf5IdrZP+3WCXH5dWK32m1T6/UWASUIvcV73vUWhyDIpD1JkcTXtVCPJ5jvBMFVY/ougM09i99SrtW7SdybGL886rxQG0nzx5Digc5MEKr5+wBHQ12eRp4FJQjtrSJXC18G8JlGIivAiUmiXNGbWTm08RB51CfB9k69itOJ++5rD6F0arnk4CoAcijzXjKICs0NmBw5qBuWgzbjwRLlL0kHIXMrRh/8HuQG6eacet02Vw/fFrDFkisKR/Wna+IfvZ7fQuhPCcJCWOUuzjHuR9I9KN8O8F1eX9f5TxDyR4FohScgkMFcpLGyuEnEeviJwlawIbetixsVGI9gauQd3fi4xxpUxgrFyKQswbd1/3W//G0gkzKNlUV203l4dX4UFt3pubFufOQ6Igi1dq8HmpIVpoGsBJ/WM8RKMO+fAQipTOORgPnllCuV2m3MjUl6AIStPG0k9k/mSv5ikf713PKmYt2IO6+477647aVdrkXck1hbrsTUSKFb74+BJwjVZe8GLAnG9bj/8Q8pV35Xp+s0CDKnnc7ReW8+ftibYA3dBcISz3frCdgz76MtLn06jT60je4ioAShu/jO+9aTfCS5Mr41pjb9H+9Had4ThOp4CWBxEao/L4BwYNLEMYaPyiRgfZBylzw47zdZjAm6/tUikSnPL2HzPrS0PFGv2iQN7LsJ5GpBXC9Oc0lc4ABsuE1smMk7IQgxptVWEd9e6emhOc6AQ24Wb6Ncafc49efW1FF6uhrAK+fqUZlyRVnPrj9J3ml5fLEAABArSURBVH1dH4yvA9cN61IAW/j+9BIY59FY6fhujmngCYLZ/S+V2++FQhAcklAtPALg7Z69lhkrUTf3/3xpWwnCfFnJPs2j04/kvCcIE4WbwZDsyfWnrRckB9Pet8xY3aftkNluWxIECX59dpO/hN2muuTjRNcdpqFg5H4AuyJz2jgE1+RVPwLim7Bm8c1xbnwzTxCCkrEy3cR++QbLjniM30Kjpff3YiN2+u7r1hjdPABi4fG6dkh3fwbjCzRWOqNbfTf2bbPqV9zu2no3xm08SbmQPAB3U6703iTtmMouFIIQkmztcdiLtpf4w05x1PrdR0AJQvcx7koPbd7QdGUsvkYTHVyVIMRbEsN6Z+5mON5MulvKue1n/MqfQMtEEFxVnLNA2BegL1KueLbxg14tfA/Aju7fmixA3bYg+IIl14JRjgzibSalmdsnhoN1WwTBJWj+G8pUbnnj7NIsEgSujB8Ki1f6stPLdBaMRLL7u94GQ1gEm7cDrIcpV7w9zpr6iPm1TfK7KZHPQSAI7uF+O1jYCDa9BYzfJc2L4goR+EUYevb7TLLeWtaMgBKEAd0ZShCCC5dFmdPAx4DxSzB2p6WlnyTZempBiEbLExAuyjg/l2zVlCtfFDhIEm7BNA7HkCOFuq3rw/6cN3i+cVDwB9oxmnxou0kQXF99r/pXLJnAgbQg1NxeWqoX+XeAWhCaEeFK4WgQRHtetP+9z89g2QdFJQmL/oVlvwRX80cAtNITgyM/78RuZ1wtiIKRBNLXk8ktGBUjDmaNl4VPbD0JyWitKkbZ/xk1RqgEYYAWyztUJQgxCELna5vY7SFwiKkUznWzltb/1JaeNjfLbEpbvwHsvSm36gedT3N+tOBRytpA3F+9weBGC0JQfvYhDFm70+aXPNsgCJXC8SAnPkHalOeblCvtP0cg4mVSdj6600MPJEnm5dQBf8NNEiZdxgrk9RGE9SDJwo1ftr/K/BvYG1yYlltAWu4bbAokJbqaRosHtT/X+DWzZEFokXDuUZB9AI2uWh1/ZoNb0rgn2hB0MNzyt/XeHkQkjcHFHuW2uHMySMXGuuCI276W6z4CShC6j3FXeqgl3+K3wmJRYOnfY/PmAMlNi2RblCc7Lkado5ICQRg/FOALQBAVnfrTdMiMGmaIVKr6cnqAqyUdW/99AP/o/vNvAdqfcsW75b+NBEHyc4xM3gOgrkwyA0KJRktHzBGAJnnTgLtOXAuC27+oedwPC2fSkpJI37Z8Aio9RN+h0eLOkfWCcS9RVaL+nrpvODfLxkr/TesVNSB3Tf1SqT09gGSFIIRIvjIY92LY2s9LeOPgOshlDO8Bmc4Ls26Hy2isdF2cuXGlsAMIQsw38ZRfYJmUx+8E87955r8OjOVx41fcb9YdAHKeNmJdcMRZIy3TGwSUIPQG53nbS6cfya7GIHSOegoEYdlmIKs5DwLhd6JsFDtt/UThIrCT5KhOBhNLpXYORbZb4Go+D5BIk9ayxAaViuZ81T1/MxwGJE/HOI0WrzHc4Ad09hMShLqaR+SB20AK1wJ8FOXK5aiV6IKPc+R4o8bk/7shD4LYfL6NqZG9YgVii/TvDL4FyYI99/T0ANLpuy8pZqbyIQcxBtF3YdHBC4kc1PExyN/KFcFdmFy8a9TeCskAnGoSvjTWvdtt+Kyxte4IP4Vl7RhnT3G1IO+pw5oSzTGuobFSPdlkt6eg7aeAgBKEFEBcyE10+pHsMkF4dDa4tAMXHLojaXCb+SPuuBl9wnPAl2JPwbIPjPILdhV0jmscfGsdTMLmff2BuN3Yh1zNrwJoH0/bU+7NvGCbicfgqx+4MWwtc+rLdO1+CDFjnwfgQ55JBiw/cQiCwVc+0vrDlcLpIJzgSW61FsDxlCtdEAW6jyCkkQchIBsbNYaov4cEME6DUMaakSNbHeR4YtlSsHUNgLd5+pF5Xkq5kldSOGoYA/93rhSuBuEAz0FM5hRwlRv4iSaYAK/O/xMsEmuBV8Upcm+FJpVLcDBOMMxMF3U8FGz7bjDe0vQbY9yKmeEDW7lKcqVwhutWW4/f6Ok3K9PADtjglCAM2IJlbbiZJggpqU50innNHcy+FcA2vraen02+dTmmh0/xv3CdQ5BtrQBhl0AGVMYKGiud3Om4ouqHyNQlDlaL6qfTvwfjcYK3hS0JQvPHUA6aPwXz6SA6x3PIMLopxCIIQU31lkoeIbfCAtNTsLAPLSmJNST0yXqQcn3gXB0/FmAJqq1ZfWqP7RxwLZzid8OqEcGpZSD+HIDX+wCogu1depVFudM9m0Z9ruT3BNFXAbza017sLO1pjCGrbbj+70f63p02iO4CZo7xx2S437EzZ7NLv7WJbCW09mYVj3bGxdXCJwGIJK739ynvx/+BzZ8MKsWNC2E/G+B/BWB5+pTcMidRriTB4/oMEAJKEAZosbI4VCUI8VbFzYYsWXM3M9QQ3+lf1fywnRfrG9zAVO9L1j080c2Y3HS/KFN5vFG1LmVIaNWUAyCNPjptw3DTJVmDj6ZcaZW37VYEQcpxtbDMUS0hXCc32Nh08vKmm1nGjzA1sr0f91gEwR9MG0FcOehS5p1K5O3woBCEGu758wCSrOLDvr0gB5E/OKQImJ7Nk/ByAH/frE7TqCESnh+n0eKNne6nQarP1YL4yXstXOkMPyMXK51MxnUVuh4gyUHjP+fIfvq1Y4lt/b5dC+aVNFZe3slYBrlui9+nEHn5Xv2vS+rFWvM6w++461m7BxnfrI9dCULWVyjj41OCEH+B3OymVwH4h/i1GiVFjeZKrBkZ7wU5cA9vfsnAzCknBV1xzL7GkQRBbqdfN7kxbVGaMtzMhvr/xyIIE4XdwPj6XCB/uOyiIeBUbt/kQ7zYs2daKtMMFEGoBYp/ZfawJjE2i9r4XTzlxozc1Ubdga3iXjjc4tsX6cxnHhAE5/0lCRCH118F0B6+G+04OMlFw1mUK50ap/B8LeNakdv9ffb8mzVf16Ff81KC0C/k50m/ShCSLaQnOdfBPtNtWE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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 525 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-2U2QBRasopW6-0RiDPAf; 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="1210" y="525" 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: 545px; margin-left: 1211px;"><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">3 - 1 不够减，向高位借 1，</font><div><font color="#ffd966">当作 8，就是 8 + 3 - 1 = 7</font></div></div></div></div></foreignObject><image x="1211" y="531" width="178" height="32" 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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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oG0rUizUtx5x9P2kz1yZ4FeBVVJkUOy70KIcjTtUPAPDHvh+qlqI9xlWj3ISzB5v1QLEE21E43wbys61Mbf0+54mYEs8mmWl+T1iRLkE1GUroyHQJs14OoBmIKZcJd9Lk63RPmU3rwCXI0Y5mHXAKx94LhHDmm3gkOjklLZsKvx08OcR/gHmX8DMAtcHBxbPrNsNXb768mGCVy1B7KiBUg0UmTkSXImo2N6ocbYz3iqfGDQLSmvbC33ldUMqeditwlIaClHhGg54P5TQu7eZENpFYksVilRSdaAgVVK7VUvBUzS/cOy75Zgpw8QXKYjHmEzMgvPLn1cpeIBIZqcCmEIEsyiaGh4wBItseloopAY3XRSddePFW9HIRDQsfD5SHIJV2f2gQ5miTLaH1VX2bSmmQJcv5ziYYgbwLjUswNHy+a4JqTFkuQTV6DCYEyacekTLcWZN+3S9WcXbhtDEHm9Ue8EM8+9/p54vFm/7g8s+ZtcBJY8VbAEUvkS5W/30aV+tu1E0AMQXbX8OBvgaN2jUUiHOzRMWLY5P2aZNIzeb/us0QtQH2lg2waMBQZq4xVAK2Dw5+NiQo2hSipXCpf5qTGAmPWCyr8sPK3B9FcsktWPWDNu160STdmbigMyzS4L3ZZzcbhSbEq0ejElYHxEZR5y8XFItD+uupr0BxeH5fEg6fHD5jfYIr/5ItCmOVPkIPfwhMgvJdG6zd2867KvD5561BEglK7vrp+rk3nIMVVMgxbONHG7QAeSMBWrbMZhJvdDIdxl0Eisazvskh50ax9SqqnrOHia3wXQMeoyc0sQfYQ7N6C3H3WmPh32aUPcseAqw4WZG7U6gCPL3Qse1rhVhvcqH5y/r9PVyaJjsS7kw6yhgS3FzBuVFfMB+ZJsgexNMoVyMSUtFu3BDk4HH1dyCsAvMD/Rbup4enq2WA3hbl8UyJxdNF8RqV3u1awoq+EY+ist+dG9fvzGaF2U+rHbuhM7tFXBFmrVjKYgXkm76Y9T0WPzCXp0Vqq1JX50CtdhAXZtK8+uRSCurOmTv4EOejTn8vGrtTrk2T9G9mgxlUEX4OyvuYY+Gw6PHTlMhtekm5aSoI8NX41iF6JJn2Klk98J/yMliDnR5CTxk+evxv7IGtcEWI/4MjgmKq+BwQ5Lm+RIlcirZugDM2RxgzgvJsqq+/RAZSUKERDhF3ZNyzdeAOY3+G3GfFRtQQ53XCMbGwYq3TyaqFN1R8A/jhAkplpQb/Y/NZCSsSaKUT7926KaY+SzAD0P767xd6KIH8uC7baPddf3iE5fXll++8xz276WP1CkLWqAUBiMJjpc5a1nFburoPLyaIS5Ghgngp7GoIs0pkPGbwzySrW0siW71LqPGlQr1VkA+bmPkLbrxX3Oi9JT7N5Gxiv1rbRyYDTD+tTNBVxaQiy7+74RjgB7eIUrzJUNKjv7bm9OSQntflcTTyNmZG7us2emqYzliAPOkEOa84CQdmSThOQlznpnwG0hMONRc+1ZFf86pyhW0EQyazW1dEal0iQozv4ZwBaOz/1HtYm9rpMUlF1g8Cmw1qQg28wlEnOJb5Umbww/J65Ub0BwD7u330/ZTj8WzQhgU5iRW6R3t95hJefBZwHQfwUmvT/MMSPYY5+Q2MT4qfe8dIoWkj5+9BcsmdW94fI84R9qkW5A/QhXba9pP62fmc5Mifc0FaMyKFN03ur5UI++q2ZsK9lH7M8Z9o63BgXt6CjAYi8m1wdE6WECLKkKm+A3E1d3KWSzGcBrAMg/+ovwu0tSbnQ+wtnl3zGPV5fmF/TEOS0MGUtH+hTRBO9ROtTTFKdB/2Nu2dUUi3I8cmXsmKZvh5D5t0jaKx+u2ajnr693tZIdF/KuzuWILeWhZTIaoDbCODRlM2YFpdIZiGVXmIFgww7UijGN+oHfoCcJ1uSFKTXGF8J0EfbbihiSdk4snOWXVwkgEssg8xntVK26sBIIsjec47vB6KvAHix34YsTi2s9H6DBRNkNzPb0OzrMdSW5uv8rpm2ArME4UgQmlydM2x1aq2bnfwcNmNu+N6wv2MoUcYvgeYBVFnzb4EF292szAixfa3/9/Vo8p60fHLa1SOWLEuOc4mJeonph6FJfJOrFZnD498l9fEnHib91swdhR17xvUnxu/TWo+jFsGAmodiXd4OTnMFLVtzV+GppjVztN61gm8F0x9AeKf/3vuaIJd9fYoov7gGAcgcLtkPjdZXk/miqDKWICcjawlyXgS5z2TeNJqz8qSPzcsEfAqgz5p+wJFEG8DjAB2aJdW1hmxoiVaAdHUI0guW00ZxSxFtpr2iXSwWOZFM8pcfXyJC1iIWT/G3nxnZKaIYEbaMAvdRpf76bjqTVNfV712wTj8D8G2A80k10CKpjY57jcb4nQBJoKp/5eCHH83C2XuCrFMN0Jy0dINd2epyVGlFHiEw1v05TAI2xbr8GIg+Mr9FP3he9WO/wp5XR5CjVm5XxQdDdKLSlzQEWWJBnjZ4hrDOedp0wj9Hkw/EL5Y+ovHdLc36xNPV94Kxuq3WI8YeQh2EbwdkwQrkBQbvqmMRS5CTEbQEOSNBToZ2cUtoAgIyfcB+INzd85bmHVsMAeBzVR1Q0yflDGTDxIIs94+xRsRG41uCHPvWogQ5It1Gl9PohLiwBK6oxJu+nOl4MS3HU9XPg/j/gPhzNLpGjqtzubhx1BuA5rcAtGTmODz2ebq2OxgngfA5Gp241eTGfWFBnq7dovjoS7djs66ZPFPZy/hBqHXlXbceaQpDzt/KqYeflVEyDbaSBriuFwC/XyGlkl1Rxoy4somu9NZ+Q+aJpIiWgVmS6XjJdjQ+7xx8f88AOIUq9ZWm/tCZE4WEN3cZCWDZ16fQxrwtiwhu/nVpCLJ34pefD3LRk4D1QS4a4dj2O6pYsPjOLhmqLFrvTG4c8tvUBK81wM29MOQsS/sBRyy/GdwsNGQj0b3CI77jx4Ho7LYubuegjYtBOHIBLr4HM0vfrHMHsQQ5FUH+NIhO9t1WYlVHQgoWucgCmgz9osrw1Lj63HKbJ8G8gsYmr3LHpqcfLEopQoJmQKiaSF4tNkHmRm03gL8O4CUKdj9Bc8nb8vLdLuqdFNGuu8lp8ppQFsHWrcRn/h4QVglRBSD+w/6Ggk6lysQX40hpwCCQYs4MtBfjn674jy8B+HrMLD1Q5rnCCXIjLNOZ7URlENYnblTlG/p71UfdJHalPbCmajthiFtugUUMbZjGc+R1c1+P24tBcSdJPq+TC2Ve9y2qHWtB9pDtTJDLka62ndLXHZeyO9xm5g4Q/sazDuEEqtTPT/MBL3zIETWL1G4WGotBontFGoLsR+SKbuRblI8lTYa1XIP0WCY/wtkAe5mwki7GEAiyCWvJ0iUH78S3qQYBSakU/vH0JBgnqkFygcA7IPa9heTQctFITYKtqN9jMnu19Y81bifSFTlyP5pGJ67t1C+NZF5PXSw0rk5dBd8W9Q560W4Hy7F6eyHJglEraG8TmD5FYxOycY+VeQspuhj5rhvrjbdci8Tv1XF2a/n1F06Qo3rtWnerpHc3COsTe25KKwH+KlUmXZ30NOsrN6r3AxCFnyKvAC8o8kaab0H+ZKy4VXTfsrRvCbKH2sARZI9cVk8A4QyAb2lbGDIckWnkoCJHzUmDL6SCIL37d6pMqmRW24SpBTleY9I4w1quBDkJj/Dv/ZooxD09CSqP6P2Pwwsn4yE053ZvyTm547FRuwPgliJKWog6lXf9GiUYMK9GOSohxZL6l8YmRd3AvXwL8nmKVVH+3FHxwPsuQ6ciHVIC5/U87T5HlWnkJyPylndfFrs9nqodCYdXhhJsPAXCsx2S2ohShEgcnrAwDqrX6fx+Q+/Z6ERFoywS0G9XMePG+CUg5zp1Q1Y4QY4G4mZWFij7+uSp6NDBmFl6TuuUcpAIsu+T/1mZsQC6AUPO9UkB1pqAVUuQF3uiy+H+6QiyHHsRZMJbzEv6LCl3W1aNyE7R85Oic+DwJ1qpnNN8wMHJOJQ0JM2RYZRkGVusTAhygpam1g+5aBeLtAMj4oISk8rZpN08Bds1QZo3UqW+b4Tgh4O+tIFFhVlMMi/ScXgqx6etIlqFhxiS1VkWbDEJcpT4A1tgcB57klsrATxfGQObADrVl4iMs+zdgZmR3VS3rXgXi5APuwHOoTiN1H7hRRNkb6OrJM7pZp4agPUpMg+mMED1uwU5mtSLJqkyId9N7GUJsskKXb4y6QhyHxwbaCyORkcpmQlyOFALME4aopF3S1M30Qc5FFnOIDwAxqiSQCKijdt3BDmqbJCZ9OVKkKN+uLMArsHMyGEBkrDgjydfv1jgTqOxukgeta8CF4TMWOmmqkgAjssK8ENsHNlF789e+xjAZwJ4ntJeLEleVAtyVLZO+67KN4Wn67HmhGATmFeKv2RonP50XrZLlBpaaizN+cQ312Fmm4PaVkM11XTo5CTkdtRx3tPIVaZOad4TgjxduwzMh/qIx2qip3sjXumyrU85EuRc3KyyBl9q58FgJl0JBD2ZKvVzLUHmE2ls8stZxndZ61iCnPDmNEft5lbgqJZyLNmITDgJQXq8bvxNcOhqJfp8BkRHAPxFJTvTs+JqQqN1iUD3JuKCdZDTfgiaTURbQzh1W+Fnyxhp7uLkpdy9EsAbFFckBuhO8Nz7aWzNes1mbQMc7Nc6tVAwV33uWtH+Qj7SXyKrJSnYvStfgjw1fhGIasrzJpJI1mfU0voka9Kt59r/jgtYRElmC3WvCLqatMmxPzeo4/RHcLACTXxTyaY4C/BFbb/ToC9pMBbEc3P7tL9Zj7jpqO8qdGoxB8YFumyVKQhKGpk3IwOLNycEglfFIHGOLpFJ+o+6C4LczSllF+vTYBPk6r0AdvKf0SxmSN0sehWti0WWD6HP6liCbPBCosfOyX7EGpk4Y2LtT8YdLcghi0l7UdFY6VwVDyF0fUqQg88JGC9YkUk6R4LsYiVJT4Y3XwaQJCDwpKe8a71HJPkNYPxj22Ifc5Qcssx1RQrzbCtAUqIbLolQ+E81ECruU9FkYPMwcprvlYQSrXqazVlqS6HB5xopolGSkTIdM1lmuU9Z6vhBdIe1LMfK+wkQZKrUd9RoJHvuGM3hS+BsvgPA9n79gPa35jRCO+41yiLaTWYStj2xIIvvNvh8N/GPd11LlfoBSX0z+T2rBdmf01uqEv6til+fInNvdheLvrIga+YKozkq4mLRjTuqkvXPZOwUUcYG6Xmo5kKQNQtfHu9MP6FGo4mNCFVXE1DUdzJxV8kRWSBz1wx30utgQY5IBSlERqNCELDI9J0FOWrR1vr6mgyoPF0s2qTBU0URIfz3KX7vfjppVyWlpRUc6zeZJ6nNs60AQW7UrgVY9Gtbc0Igk1oS/hqSLHq4V1GlfkgHgmz07SbdO+l3rfZsQibLpDbL/Duvq70ThJeE04aHxlb73YROCTwNZKZHA1rZet97lbiJIsZaqtTHA+MuaHnTljHBuicEOaoPnknJQvc8ZVufBpYgR9ZdM037nLNK5rJpMPlu4spYgmwJ8vU0Wn+XySDS7CoTI7MjWrIdfDm1E2YMQfaP/m8GXGk0udpSdgoRWQFAdGpb0mltq0wfEuQbACzoRyI5ICL2o87ZghxYyN2kHBBJo+fG3D9WTzdPUptnW+3x4ukaTyjZsYytx4GNxMiGbwIkmdVkU/Y1bBypBv21QwGvXZwWmHy3C99D5L6lluJL8+xpysYRZGmDp6sXgnFAS85P4xoVOVLWWId/BcIRLc1sjSawmxWPlk/+IE2//f5pFTUSiVyKMag5FUw0lJg+R1cEOUrcC1+fEnHtpNsfdM3JhQzm5YMcOi1+Bmzmd2sJsulIL1e5IizIYjkSBQX5N+0lR1dL/Ep9Y0F2J2A1gtnrYMcj2lD5VO4V7v3iCHKjOgngg21LH+M72Diyf4CIeJJEqjZy2zLTTwRZ499tFBCxGATZfyeSQOPjoaA0+Sni6x0g18EFoa9cLGKUUDo+Tyz+Dx+1NebLzACvAAAgAElEQVSaV4NxtyoHtkDEA7Jg8ufeWJDD/scaKb60E9Uglu9IkOXdzvIrWjrhIQNA7HfrJ1CQU4TWWnM3mkv2wZK5ITSbtynxEpl8j2PGViE+yB4RDwTqJRJR03HSDUFejPUpR4LcDV9QuxFOBZ56btHElBjP1RqC/IgrfZnpimryZ2qmi0rWguyBVwRBzrwjNLGO9VrFoj0BR1UNYn3lNBZnY/UK5X4RH2SAvh6y9MVaXHytWtUq+BgYB4Nca62QvNa1aDrIrlRY0KevK4tMES4WkYWgUT12fhOnpt2VIk1Xc3to6EidXqbJuDady/JsyyP91ctBUAmM/PlOzIzsqlOuMO2nrlxkEekiiNK0H7xufBQO3aIEmknVLdb/uBNunQiy5jv4PoDd/FXkt2B6D1UmbtMQpx0xh28pgaWiBjMB8Mv90wZvDTL0d4/rf1EuFq47yhCWtDSXTeQ31T7ydHUtmvzv2Lj00k7fU9cEucfrU44E2fRTTlsuPUEOBpbKmDQ/ZbZBemnfTynKW4Js+Jo0urixxy+RaP2U7hUecQknVeCbQPQKxeLS0UfUy7C34SaAdl94RLoK4P/pG4IcnlRSaExrCViBLhbtjYvOHcH70UvNy81DWgGR7Tp9akGOUaAIHIMbfh5GxbgRiA5PtQAZ3UBTSGMJETaWqGua9X7uQPACHr8WTKTCa6kyqW5Mu7lFIXVNCbJp1ruFb6Z6SiCY1cvOJ9eQT45/C/A4jU5ek/XB8ibIfjKMcwHaG4SbW+54muDDeENJUGHiiXlFnJtUn/wAkU4R5Kaf+2p7A3z5vGvdC/3fC12fBo0gazOIyno07OyVlCTE/eYtQTb+dMs0P1qCbPha/ax6atT2JjAmdXJEPF27Bczv8JtO7V6hJcjiSgFqgFgsmKI7m2jlUzRPHTAux9zw8RiePb0jQRblhqHZ14vVxOd9G2jZ5AOByTw4GRj7aQXbiPi9dpSCMnlNRVuQ/cVRlb3SdesBODhclXrL0+qbV1sadQJ5loCMlwnmacpE9KBTWGjS3CcwzqIBtrkdi8f1iRvVj877qp+l+Ks/CeYVNDZ5Vdbn6EU9Y4KcIEEZIU/eZr3lnx5ec3IZc3kRZFe5Zmj2CyAcrrhSBYLxQvN7rBSi5rQzoPSRK0H25Pt6tj7lSJCfAPhkOPRwV2O8ydsBJN/cC/x2UlmQ/fTZovGrarrPgVCn0foxSX2zBDkJoYXfyzQ/FkGQsw/4Jr4IYAcfyr7yQfZ3iWeDaRmoeTk2LL1OmzzBzZKE6wEs9Z8jtXuFliD7ZIIbtdcCzRPRxPkmwSw8PX4EmvyvpjJvJsM8NBmkJsiu3+ts8+b5I6wdlfu5LiA0Vhff6UxXkQRZb5HHL3z5t61DHQ5InOVFat1xkYM1ugPRd/1DafkFGX3n4l+bxt9cCheuFRoZEyK/BPpQWMEh04CLqeTLqC2oNZTE59mYIAcNAIla2e649fzTvwfgtSHYbsbMyH7duvPkQZB5avwDIBLt5pYyTaurgZTkGjKlDdB1gxSJxSf/RW5DnQLXurQg93p9ypEgZ3bJ7LjBSBHf4Bu/xA2rpX2sNu3KGlJlQrhJ7GUJsvkMWqb5sQiCbI5U55J9R5BNHozDfkwZ3QbS+rqZ9M0nWF/oZEE2aacbguxbaK4AQdI2t8Yfg3EljdVbWapMuhEpUxRB9slx2ALmpvIGYSMYde2iSqhKxH4epLb1sN221YEcr4eDA8NJTjK9CE0ljYtSrokW4voZCqqSYrksyB0Xy4griZlUVF5YZ23HhCBn0S12v5+lMxNgVyqxFYTd6qYQkC9hZpt/7IYkd0OQ0aR/whB/FuxqOqt659LH38y7ypyHmZEz2xkEg8lWpIw2qDWi9MFYFZcApVsfZNN3ntf6NFAEeTriAiQGgmEAf+Y/51NgnEpjdVGG0l6WIJuOQNfIoyZiAah/50dLkM3fq1HJkHoFA3xuFt/DQSTInmICXwrmPUIBormQsyIIsr+4rwJDLIIyacoVzCg2XdsdTV6jBCL5xejfMDu0N4Zn5ejzdf4fjSOjdQOuG4LMD614I5rOFaGANblNbHpoo0FvUIij6iuFW3KlW5qFqyv8kx6V11VfA8IN7bHQA4t1Up9MfzcjyNVQUgp8gyr1g2OJg3vixV8B8NcdgsIlyPWHIPFDXrPOtL9quS4IsmS0FF/oMHHfPJ8I6CYwfzQcU+COq6nqmSCcqMwJkTksNId3dO3pGUEOqjFlXp8GhSC7BoNgEKnrEgnwcwASWc/WnP8MwBdgZumJ2pNj64Ns9NmWbX4sgiDnJdvyczT5QFo+OR2YCMMLkOFRSi8mIE1ykMcBOpQqEzcZjR6lUF8T5EZV1S42crHg6RXL0XQuA7lEUR13ER3ntFi1yudNkGPIsSwq12Nm6YEBab0oSf4xqHmILPgh4vEoiE4AcTY3BgM3JC2xnh4/AEyrNJZuoyPErO/EJRP6dNSZMqal7QcHx6pUL5YgR5VZHgY399CRrLTPUnT5JILMU+P7gUjI7ov9vjwBxgoaq0vK+8DlBz2dDsJHFD12KdME8x0AvSq6oXSttZdgdvgfaYcLf5/meY0JctQnPdJ1AFNo0okYnvslms4aMB7B3PB71T7FyCPeiyFn31ZQV2A+StgolW19GgSCHOM252aexcaX/48mQZQEYrtjg5ZPfKfDBk1+Ktx9LM33kbZsUTJvGuWqvp4fiyDIhR5hagTqjZzxO01A3Bi/BKDlaQeRpvyfAljWjs6W41wgQPAT7nEJVeoXeBaKkIpFTgFNISH01MfcfqIS8SXczn+WRILs+/aJNNrLQs+fKznLkyB7k+fMZQAklWzLiuApVQw5+2nl3BZI8pzqrhAJTsthoPlNGJE9blQlMPP4EFGRJp6Bd+x7gmmXvCxsvA+IZ+DQXZjDZswN3xsmNB5B2vh2EB/ny4GFLXQdLY+m/em3ctwYXwmQBOm15MuMpaIW+1k66iB7bgU3AthZ6ac2ULiDL2/bCoeljy6L2TBL8+LbP4HZ4S+YEmUTghxDiFTY2+4U2Gbj+0D8eQAvcRVqGDdESHKj+iEAUqYV2BVQsgltzjpKWJZtfcqRID8LQE4N5N9urucAkDVc/pUrkRdosn8GjDX+Ji+aRdXL8SA6x9+Ew5dJEPuguVh08yI61S3b/JgPQfY0GP/BBaaLPOJuIM/Q0J9jZuQu7TGGd1x3SSjQwyg1cecJqHq/cgRe1Ngwabe968xCkF38lgx5Gfbm6DctUX/3tXjR2SeBIJN6y7cqQm7d+8L5NYb4MTTxtPouPP9DnAmwLJKtsROblSwglaTzPWReSWOTp5kAY1ImL4Ls9XvoEoDfErJ2ByxEuj65bgxSadmau1q/LxZBdp8DzpdB2CuQJtvrWGpy7I6j6eo+YIibRita3OTVhMt0HZCZ5aa9qBNysUrcPPaiT6b36EiQG+OrADpaGUdPgqhGoxNXuuPC2xCtAPEnfBee8NryC4BPoMqkyN95S4XMSUtmLwZDUpyHN1BS5HdgXAuneU6S64URQfayYcrmpbXhbXUl4k7hj3M1tiBychQTm+D1W04qvGynrcybD6K5ZJe4ANiyrU/hMZXGAl7gfKh2qyNB1pxqaU8G3XEab2BQxo8rXfhHSgdks7W+Q8I0CQR9vsG3KeNH2jUyhhi0t6hFyjY/5kKQ80I8oh/sjk48DYL4b4mfmKROVvs8B+azTEhW2SagTAS5Uf3kPGRiLdQtNrrXFLFqaDIGJr3eyBGJu/ANz54xP0G8XzmOVdv5FZhOyFtJIA+CzA+N/y2adDGAV4UePJEcxwFV4IIQnzEsPiJfuilBJ2fQWF2sX6muiA9Zqtpu4VxPDdLfvrgaGqWOnriR5PVEcQRZIwnIAH2bKhP7++oUcgIhyWa20fgZ+y4V/IE4N5MOJ0ytR5PkIo+A6ORWwo4IQQv6gMYEeLsKQ6pMY+yRubv0TNf2B7OQ5K38+0VJsqfOIapFb+iYeCvhBLBs61OZCXKMy9cjcHi/sKRp6zk99Si+EIAYQMKBnHl9gp3aKf2JWxnnxz4jyCFZnORh13FQq9XLNgFlIsjprHta5QieqorFUYITTC4JVlsVDkLkxvgVAEngTnh8iUvHA6DmuGphNbmRSZmcCPIOaJIseC2CLDjdgWHnIBPBeF0/uwmsiyxEBjJv3KiumE8YIBHXsqEMX11tTnzXk/s0cl0mr2gG4JNUK6JJpbKUiVjXib5LoxN7lqb/wbHVtsBxo3YbwG9TnqMdkMaN2rUAiwVYt5bMgPk0GpuUDWfHK+G0Sep23KCaWJBd0rvwbchR/BWYHf5QJzcODZmaBWESG0Y+3Fa18GQrrwJhlxgcXMUbqtTXxIFQtvUpR4LcUxeLGKu/cZCy/57klEQ2RN2coiV9Egu/lyjQt9NDlXF+7C+CrE8LG4f5oyAcJTJaJiMtzRGQSXtFl8lEkB8aF3IneGyb0D+xyN+IIacWJn0aEe+4ppoAXYeZbQ4Ku8P4ViUJ5Hu9UlkSq1wqyUpM/QrTYpwHQXYX0YVsec8D87cxt+TIbvrca4LsEYHIkbj8+UE4zQ92uznxycjf+sfH6rFi9JV5J0D/5ZOR87vBMe146HX50AlY4QlJ8n6+WAuyp+3esrwGyJ4fk3Cz707Q6lL2YDtP5/0CgMSNq+UKkahyY0qQfZL8GTD+QGN10TxOvNhzzRCjgecuIWmxiQ9WrY1+QK+0W1Nc2KS0WL+vwczIYUWmmk58iIILpFlfQ+Msl5glTVBZrItFaH3KfKLFU7WdQM29Afwl4IwC7GWG9C6xMr885HaR9S08grm5d9P2a8Vtp7RXGefHzgRZ9S12ZxY+z8SdoZs3mBgwx5C0pDdhbsnaNIttmg+4m/7nVZcb1eq8W4lM4N6kzLjRRCeYG1VJZ/sX8f3gn4hgf9zH5uO0dj4KVwIOdZcsflNgXk1jk2Jp1V6K3q70ZQpEx9HoxK154aNrJy+C7MI9XT3bvceGkVO60Wd12zKw+priYtpWyFIiVq9vY/PwB9J8M6Z9suU8BLhRlVTJ+/t4BJJLlAGjjj7InrvBhQBfRZXJwAmT4oogLgtfy6JCEcbHnYfmICoYr54P4PokVernd8IwDUHO8i58mcIjAf4uhoaOjDtN8mI95t4D4h1BmEWTb+80T7b6Urb1Sfu+mpBMkV58S6ekKMH5sOcE2f1WJR080VdBtDopCUiW8WLrRBEo4/zYkSAP0kt2LR2OcxQYf+ytZnR/3j6wg4RXHs/iyd4NjWBmm2u6JZl59Gex2nAtDUPsSWOFAh/T9ilNW56lhFeDmzeYHHOn7YstH0QguLnndVSZFB/8gbn4weo2+N+RX2oDqOX07xdLH1ms79xN6wzyspd2+Y3pXpgn6zb31rgMqt2+ZLs+dYugrd/vCJRxftxiCHK/Dx7bP4uARcAiYBGwCFgELAIWgf5AwBLk/ngPthcWAYuARcAiYBGwCFgELAJ9goAlyH3yImw3LAIWAYuARcAiYBGwCFgE+gMBS5D74z3YXlgELAIWAYuARcAiYBGwCPQJApYg98mLsN2wCFgELAIWAYuARcAiYBHoDwQsQe6P92B7YRGwCFgELAIWAYuARcAi0CcIWILcJy/CdsMiYBGwCFgELAIWAYuARaA/ELAEuT/eg+2FRcAiYBGwCFgELAIWAYtAnyCwxRFkXn/ECwV7euVXH++Td2C7YRGwCFgEBgoBP53v0XD4X2jZ5L8O0sPxumO3ouUX/HoxnmlLWr/crISPbf2HxUo+sxjv196zvxDYYggyT69YjiadAaJ9AL4TM0v3zvLh8VR11/lUzl8F+Sk1DVNA99drt72xCFgELAL5I+CnTD4FwM4AngvwrVnn2jx7x43aBQC/C+D7wM51mBu6Om3adZ/0TwB4I4iOpdGJa/PsY6e2tqT1y0sDjc+AaGcwvkhj9VN7hXP4PvzgB7el7df+zPT+kZThQC6ptE3vb8vli8AWQZDdNKRNuhHAtj58zwA4hSr1lWnhjHwAHXLOp23blrcIWAQsAmVGgBvVjwP4jEeO3espAB+hSn3NYj0X3376MLaZuRuEHZU+3EaV+ttN+8Trau+Ew18G8Eq/zno4OJCW1e83bSNruS1p/eLp2pfAfCyAYR+vGTT5PbR88gdZ8ctaj6eqnwcgffkGNo5UTQxqliBnRbs/620RBFmg56nqmSCcqHx4DXBzLxpbsz7Nq9F8ACupUj++1Ya70wftjA1LLzP5oDrdWzMxpulqHmXt7jcPFG0bFoEtBAGXjI7M3A7gLcoj34mZkV27nQ+zQsiNFW8FnGsAvNRvY/P8v6dTpf5Z0za5Mb4KoKOV9UOq3oshZ1/abvVjpu1kLVfG9SvLs7rWY4euBjDSrs/4DjaO7N+r8eNvqOogvM9/3wyi78Ghw5PetSXIWd56/9bZcgjyumO3grP5FgA7+a+DwTxBY5My6RlfnQgyP1TdEU1cOr/jXA7mOwD+QFoCrnbEEmTj12ILWgQsAn2CAE/XDpG5FcCf+l3aBPBxVJmcXIwu8tT4p0F0MoAh//4zgPNuqqy+x7Q/HvHf8E2A9pMQlvYaAr4eM0sPLJq8id9z2dYvU2zD5bgxvhKgDyubkZ6eQriuNE2+FMx7BN817sGQs18nksxT48eB6GzlBMUambIOhD6ot8UQZMGaG9UVAL4E4E/aE2XK45s4guz7p90A4PXKe50B8YdpdFKsF6kvS5BTQ2YrWAQsAikQ4KnaTiCcDXCLzKao3bHosvm51g2I9q+NAB7Nq3GAngTjRBqbuC+pTW6M3wnQm9vliL5LoxN7JtWLELepFa8EOTcDqCi/PQvCGTRaF7eSQq+yrV9ZwfAIavM2MF698M7wn3Cc3ZIsuFnvGXnXEiA4NHsFCPsqJFmK/RjUPIRG16zT3StCkBk/B2NfWl7/aV59s+30DoEtiyB7VoCbABLfs/VgOgcbt1mTZvcfS5C9ts8GSHyWWv538iY3gekCbNzm5DT3kYoagvwjqtRVP7rcRwpPV68DQ6wkchW6++VG9QsAxGcx7+tncHgfWjb5QN4N91t7vmVLxvTuft8CLj/91t9e9SdkxdxixkNafDXzWdomFqu80dykca94FozTaKwu/qWpL54ePwCgSTBepFT+NYiqRQftKd96Kdav1OAqFUJE8xf+Gvq5tGtoV31w1/SNV3nBnXCUth6Ag8N1/ucaC3Ip5h7fNUo2m6/tBrN5P//rabQueA3ENRAEmRvjlwC03PCNvADAHwP4hWF5KXYJVeoXyH8k+iBP1Y4EsUy+L1HabwJ8C4aGjkyzA7YEOcUbChYtxaSU+enUhSQaFLXFE2TXAjXbvFkJytpixkPaMTX4BLl61nyg4CcU94quxwJPVy8Eo6q0+RQIZ2W1Ipd9/SrQ0JF2OJuXNyRyMa41ch9tkGZpCfK66mtAuAGEV5iDqClpiGtX9+hh5QEhyFWJJH5dgbi1SUcSQfZI9Io3oumsBbB9qE8Pwml+kJatucukr5Ygm6CkLdP1Ipj5zj2syNO1/cFcB7CVctstmiDHLGhbxHjIMvRY3AYc5yiwazQoz0V4Gs3m6k4xHn6w1R0g/I3yYN+gSv3gbh5UcQHYAcB/AHQkVSZ+nLVNbpR7/Rpkguyu53r/c/npYTR5H1o+Od169xos1qPJe6plso6TIuvx1PhBIBKlme5crSxBLvI1ZWu73yYY96MSK9bc3FcAEl+31vFMKmkgS5CzjQcAd6O5ZJ/FEvPP3OsUFf2A0G8qslOt2ls2QdarDViCnGJsDUpRnqq+BwRZ9OXUUK4nwFhBY/WrfTm6v8j+rPzn3ikh/YdM96nbYbqfxia+4q4VfUaQ065fg06QXTyiPslPgXEqjdUlpql9abAo3C0y9djTVNAEsmZr1hLkbLgVWSvlEVWWriy4WIgLBfh8UNviEktIQnIxv0vrp6YhyCJP9HSWB0hRR/yn/8gvb+Tnl6LtXIvGWFBTbUJy7VCPGlPUUsSCFb62WILs6pYSJPpdjQEQfCxB7tHY7Kfb8HTtMjAfusBe8ENsHNlF/Fh7QEo7Q6EQibKvX9yo7Q3wXhnfvcxhknxLrs0g3AwJbNNfalkpIXKC2eJMlA2Kab/9QPzrASwD0/GtDY5aPzLmgHIQ5PC3IsGIMyM79dLn2/Q99LLcQLhY9BIwjY9RIiHh6eonAH4krZqFVbGIf7M+NjJZvUop1ZNgmV6Ot/C9eLq2O5q8poOvWOJ4XMz+F3FvjW5p+DaWIGcEfnFdMOhmqkzclKXrbr/J+R6A7fz6c/PqRedQpS5yb72w2hoT5CzPl7VOL9cvkz6GLK7PgPlEGpuUhCyRS2Od7flc51qSn/vMy2i7tQ9r+xgMchdBwFIErXGjeq8igSuPdi1V6geYvMNBLmMJcsq3m2WCSXmLdnFLkPXIxfiEzYJx9mKmJc36nk3rcaP60fm1/Z8AP825vmLPFw3T/hdRziNCQ5cALIkp4uYzS5Azgr/IQXyZxzI3IsF5G+Bgv5byQD9ZkDO+mkzVerl+mXSwbAQ56ZkiRJPochqdOCyp3mL+zuvGR+GQ5IhoZYmcA/NZNDZ52mL2qx/ubQlyyrcQmmAYhHNotC4Z+nK/NARZ5GU+lvuN1AabfLwiGdaXLhaadLZiE7oVM0v3HsQjIZcEgi4G0S4huSHxfZT/qRJEmUlFoeOqgMb9DcOpAF4cal6sha2kEPKTJcgZ8S8jQfaTavzzvBXsr9qPXRJLXsbXZFytl+tXq1PcqH0MzMfN719PD7sl5EmQ3eD4OUfUpm6jsfoJxqB4Jwoiz/r+NHViyob1vx8B8Osc2pVeiub2uWlPopPuzdPVfcC4QvHVfxLMK2hs8qqkuoP++0ARZF/L741wcojInqPfuC8/KqIvUZ7yEcgCLAvxQ/Navk+mGyhmIveDHqSXDjOvtOt/O4dvhVwMHgPjYBqri0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