diff --git a/education/mathematics/binomial-theorem.html b/education/mathematics/binomial-theorem.html
index ce9a17d..27357b4 100644
--- a/education/mathematics/binomial-theorem.html
+++ b/education/mathematics/binomial-theorem.html
@@ -2,7 +2,7 @@
 title: 二項式定理 (Binomial Theorem)
 description: 
 published: true
-date: 2026-02-11T17:27:20.535Z
+date: 2026-02-11T17:29:21.356Z
 tags: 
 editor: ckeditor
 dateCreated: 2026-02-11T17:24:46.603Z
@@ -76,4 +76,112 @@ dateCreated: 2026-02-11T17:24:46.603Z
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"></figure>
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"></figure>
 <p>&nbsp;</p>
+<h2><span style="font-family:Arial, Helvetica, sans-serif;">Pascal Triangle</span></h2>
+<figure class="table">
+  <table style="border-bottom:none;border-left:none;border-right:none;border-top:none;">
+    <tbody>
+      <tr>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt solid windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt solid windowtext;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">0</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt none windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt solid windowtext;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt none windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt solid windowtext;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt none windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt solid windowtext;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt none windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt solid windowtext;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt none windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt solid windowtext;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt none windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt solid windowtext;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt none windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt solid windowtext;padding:0mm 5.4pt;vertical-align:top;width:50.9pt;">&nbsp;</td>
+      </tr>
+      <tr>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt solid windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt none windowtext;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:50.9pt;">&nbsp;</td>
+      </tr>
+      <tr>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt solid windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt none windowtext;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">2</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">2</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:50.9pt;">&nbsp;</td>
+      </tr>
+      <tr>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt solid windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt none windowtext;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">3</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">3</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">3</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:50.9pt;">&nbsp;</td>
+      </tr>
+      <tr>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt solid windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt none windowtext;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">4</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">4</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">6</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">4</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;">&nbsp;</td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:50.9pt;">&nbsp;</td>
+      </tr>
+      <tr>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt solid windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt none windowtext;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">5</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">5</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">10</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">10</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">5</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:50.9pt;">&nbsp;</td>
+      </tr>
+      <tr>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:1.0pt solid windowtext;border-right:1.0pt solid windowtext;border-top:1.0pt none windowtext;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">6</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:51.95pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">6</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">15</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">20</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">15</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:52.0pt;"><span style="font-family:Arial, Helvetica, sans-serif;">6</span></td>
+        <td style="border-bottom:1.0pt solid windowtext;border-left:none;border-right:1.0pt solid windowtext;border-top:none;padding:0mm 5.4pt;vertical-align:top;width:50.9pt;"><span style="font-family:Arial, Helvetica, sans-serif;">1</span></td>
+      </tr>
+    </tbody>
+  </table>
+</figure>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">Two adjacent cells sum will be the new value of the next row.</span></p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">For example, in row of 4, the 2<sup>nd</sup> value is 1+4=5. 3<sup>rd</sup> value is 4+6=10.</span></p>
+<p>&nbsp;</p>
+<h3><span style="font-family:Arial, Helvetica, sans-serif;">E4 Example</span></h3>
+<p><span style="font-family:Arial, Helvetica, sans-serif;"><strong>Q</strong></span></p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">In the expansion&nbsp;</span></p>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">, find (1) The coefficient of&nbsp;x<sup>3</sup>. (2) The constant term.</span></p>
+<p>&nbsp;</p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;"><strong>A</strong></span></p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">The general term will be:</span></p>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<p>&nbsp;</p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">(1)</span></p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">Set&nbsp;</span></p>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<figure class="image"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJUAAAAYCAMAAADEUk97AAAAAXNSR0IArs4c6QAAAJZQTFRFAAAAAAAAAAA6AABmADo6ADpmADqQAGaQAGa2OgAAOgA6OjoAOjo6OjpmOmaQOma2OpC2OpDbZgAAZgA6ZjoAZjo6ZpC2ZpDbZrbbZrb/kDoAkDo6kGY6kNvbkNv/tmYAtmY6tpA6tpBmttvbttv/tv//25A625Bm27Zm27aQ29u22////7Zm/9uQ/9u2/9vb//+2///bimLfwwAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAACiklEQVRIS+1V23LTMBDVGkLrQhtqAg0mxW4oatPajvX/P8detJaU2NTD8JDpdJ+01uro7OXIxrzZWwVeewV2K4DF7xPL0pU3pivOT4wV0XHl9SSrbgMAlz9lv9sE+t0mTxyMupeYHGD5TMsnWl7x19RtEJPsnfQogdJot71ikDFr8w/3pivhOx8GUCKuztbhUAPnz+aRL+kLXOIp3LTwmb7SkixyrWfFaCmUkrCQSWpjVmVUppbK0l7+wislyJXJKDacdEXcK15aWlrmIwj0LbiWe9N/oZ0DqEBieq5cyZcom4GV1aviTIiVj+A0xAZWR67QHIWK0piuVV/I4B2xi49wBj6iL7RvET8Kjty+oLEYEsV1TY+BKzHjvljj3HBm2m1quo4/z5Wr/B0K0cC6ziG7SfLgrrmSQ2WwjNlvL+KgxJVSRVAP6za/dj+44Y8fVTJjtTIdPmew8DpSVhUsbo27Yw2oNeLxTD+tRBYVQPYtzGzitjnHJ1CuPKtjzFFGVOAVSqqjosYdlFkJbaLqXHi4Byzicpf7YiN17SUBRK7Iwo+dQlWwnGISf5ezemioFbPyUuBwn7ke5W6KsTKDqYvNku0EqjlW0chc9QWz0vsPWQ1lkMkdzE8X+3aY0cT1pRpYMVS/SlOYqBsL4rhWDd8U5ON/DneqESmVV75elLhaKpz2CKq+Fd29ZA2wBj2ySovJOik+Ja1/ECnYvs7C4O9YjRTEOhBXH1tuQ4DCxxUD7Yx5332l/yBp0G1QrQCfSOquxpX84ehCFBcb4bnyvZfdfosHxKGgyI1fqQHK0kvT5gfvzUtlm9jXt+yvx2cF/SOBsWMHcz6OPCvoP5Iydj0DbVbQDJxTCfkD/gtEsGIBOykAAAAASUVORK5CYII="></figure>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">Hence, coefficient of&nbsp;x<sup>3</sup>&nbsp;is 816,293,376.</span></p>
+<p>&nbsp;</p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">(2)&nbsp;</span></p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">Set&nbsp;</span></p>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<figure class="image"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJ4AAAAXCAMAAADN5AZZAAAAAXNSR0IArs4c6QAAAIpQTFRFAAAAAAAAAAA6AABmADo6ADpmADqQAGa2OgAAOgA6OjoAOjo6OjpmOmZmOmaQOma2OpC2OpDbZgAAZgA6ZjoAZjo6ZpC2ZpDbZrbbZrb/kDoAkDo6kGY6kNvbkNv/tmYAtmY6tpA6ttvbttv/tv//25A627Zm27aQ2////7Zm/9uQ/9u2//+2///bThOB8gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAACVElEQVRIS+1VXVfbMAy1ygph42ME2EIopB0ESGL//783S5Zs2XBIdk45e6le6qRXV9fXkmPMIQ4OHBz4Mgfc/eOXcS8gnjYVwNlTRE4b8M8oydZ+BXD0bMxAq7CmePFJl2+4yvP904lQJSaCxfeYkh4+lzjAyZt5SXXH6vjJTC3cZfJ6lies/aoxr1Qjy3fbVUOaMRSTFwQguRlozr+BDOlQDkW3QuNGLG1reWn6K/zPXvM52xprUZLOd+1a3M2ZxrM/IcVHDpqTx6JEnmtJLpEpeQHVH7M1A8EHING0KXrR09Y4NJMwEokGLVPHVFSIsm3tK5fy0rOymB3BTUWDWHJiUvI0SFoGOyfu9APFfTzb0DGuQ59sfe4H4CI2UzQvdoC4GfIHaLYVrH5zAcWk5BWgJfaFs+KYbvxe1jjJ7v6nn5pKNIxVRInF/Bfnd7B+MG4XyRKTkleCSn3vHR1PlTp74yd5alODRGe7eKvEDgjyJL8QnTPJoRagefeUK9h7PBriWRyAsUrtESaBxht/eHehcuzjnCmXF0BLei8fAFuTPDUrMp/KPM+bJrccGNeGnRVMpby4/c/9cy2ZsmNrXDhWW/v0MAp8uNo89o2uCJUfNiI6NFM2Gho0e7byuUI70KABaHLRnh7UaETzaNFB4zVe0riG8HgS5OiICyZqgeCXAs1qQ0mJPvTd6y1+c3Fyp813gG+/+Kjkm0Qgt5MbROe7rU+9wNSCySETwA+8cxJoiTyNodtuLvYHmqtU/P/uI/ZR/v5A/6jO9M2CjP2BFhT7n5C/VSNCmyt+B+UAAAAASUVORK5CYII="></figure>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">Hence, the constant term is -2,857,026,816.</span></p>
+<p>&nbsp;</p>
 <p>&nbsp;</p>