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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;-220&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;8 + A(10) = 18 ，满 16 则需进1，&amp;lt;/font&amp;gt;&amp;lt;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;低位变为 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;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;5 + 2 = 7 ，不满 16，&amp;lt;/font&amp;gt;&amp;lt;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;无需进 1，低位就是 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;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;9 + 9 = 18 ，满 16 则需进1，&amp;lt;/font&amp;gt;&amp;lt;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;低位变为 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;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 1，进了 1 ，&amp;lt;/font&amp;gt;&amp;lt;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;变为 1 + 1 +B(11) = 15，高位就变为 D&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;25&quot; y=&quot;800&quot; width=&quot;210&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 5，进了 1 ，&amp;lt;/font&amp;gt;&amp;lt;div&amp;gt;&amp;lt;font color=&amp;quot;#ffd966&amp;quot;&amp;gt;变为 5 + 1 + 7 = 13，高位就变为 D&amp;lt;/font&amp;gt;&amp;lt;/div&amp;gt;&quot; 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2px 3px 2px);"><path d="M 743.5 605 L 743.98 451.37" 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-75aFgDPO9NJDG1BBPTJz; 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="60" 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: 61px;"><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 + 7 = 13 ，不满 16，</font><div><font color="#ffd966">无需进 1，低位就是 D</font></div></div></div></div></foreignObject><image x="61" y="6" width="178" 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="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">8 + A(10) = 18 ，满 16 则需进1，</font><div><font color="#ffd966">低位变为 2</font></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">5 + 2 = 7 ，不满 16，</font><div><font color="#ffd966">无需进 1，低位就是 7</font></div></div></div></div></foreignObject><image x="861" y="11" width="178" height="32" 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data-cell-id="_4K3mHOhnbKXeW8Rf6DH-96"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-96"><g><rect x="305" y="605" width="210" 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: 208px; height: 1px; padding-top: 625px; margin-left: 306px;"><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 1，进了 1 ，</font><div><font color="#ffd966">变为 1 + 1 +B(11) = 15，高位就变为 D</font></div></div></div></div></foreignObject><image x="306" y="611" width="208" height="32" 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data-cell-id="_4K3mHOhnbKXeW8Rf6DH-97"><g id="cell-_4K3mHOhnbKXeW8Rf6DH-97"><g><rect x="630" y="605" width="226" 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: 224px; height: 1px; padding-top: 625px; margin-left: 631px;"><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，进了 1 ，</font><div><font color="#ffd966">变为 5 + 1 + 7 = 13，高位就变为 D</font></div></div></div></div></foreignObject><image x="631" y="611" width="224" 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: 192px; height: 1px; padding-top: 25px; margin-left: 1400px;"><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 + A(10) = 17 ，满 16 则需进1，</font><div><font color="#ffd966">低位变为 1</font></div></div></div></div></foreignObject><image x="1400" y="11" width="192" height="32" 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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: 1307px;"><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">1 + 8 + 8 = 17 ，满 16 则需进1，</font><div><font color="#ffd966">低位变为 1</font></div></div></div></div></foreignObject><image x="1307" y="91" width="178" 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 535 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-75aFgDPO9NJDG1BBPTJz; 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="535" 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: 555px; 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">1 + F(15) + F(15) = 31 ，</font><div><font color="#ffd966">满 16 则需进 1，</font><span style="color: rgb(255, 217, 102); background-color: initial;">低位变为 15(F)</span></div></div></div></div></foreignObject><image x="1211" y="541" width="178" height="32" 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