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      <title>Writing your first plug-in for SMath Studio Desktop in VB.NET</title>
      <author>Davide Carpi, Andrey Ivashov</author>
      <description>Tutorial to create a simple function in a plug-in</description>
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      <keywords>VB.NET, Visual Basic, functions</keywords>
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          <p style="font-family: Courier New;">History<br />- rev.1: publishing;<br />- rev.2: APIs (SS 0.98.6356), language improvements;<br />- rev.3: API changes; debug application;</p>
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<div style="text-align: center"><span style="font-size: 16pt">Writing your first<strong> </strong>plug‐in for SMath Studio Desktop in VB.NET</span></div>
<div style="text-align: center"><span style="font-family: 'Courier New'"><span style="font-size: 10pt">[ rev.3 | 2024.08.08 | SS ≥ 1.1.8763 ]</span></span></div></span>]]></writer>
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<div style="text-align: justify">SMath Studio desktop provides the possibility to write plug-ins to extend program&#39;s features. The simplest feature you can think to add in the program is probably a <em>function</em>, and this is what we will do step-by-step in this tutorial.</div></span>]]></writer>
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<div style="text-align: justify">First of all, we have to decide our goal. In this plug-in, we will try to create a combinations function that achieves what is shown below:</div></span>]]></writer>
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<div style="text-align: justify">The finished function syntax will be in the form: <img src="#" alt="combin(n,k)=#@#" data-style="font-family: 'Courier New'; font-size: 11pt; color: Black; background-color: Transparent" /></div></span>]]></writer>
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<div style="text-align: justify">This tutorial as well as the complete plug-in code can be found in the public SVN repository of SMath Studio:</div>
<div style="text-align: justify"><a href="https://smath.info/svn/public/plugins/Tutorials/VB.NET/CombinFunction/"><span style="text-decoration: underline"><span style="color: DarkBlue">https://smath.info/svn/public/plugins/Tutorials/VB.NET/CombinFunction/</span></span></a></div></span>]]></writer>
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<div style="text-align: justify"><strong><span style="text-decoration: underline">Requirements</span></strong></div>
<div style="text-align: justify">&nbsp;</div>
<div style="text-align: justify">To accomplish our task we need an IDE (Integrated Development Environment); you can use the one you want, in this example we will use <strong><em>Visual Studio Community 2015</em></strong> (you can download it for free on the official website <a href="https://www.visualstudio.com/vs/"><span style="text-decoration: underline"><span style="color: DarkBlue">https://www.visualstudio.com/vs/</span></span></a>)</div></span>]]></writer>
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<div>The second requirement is to have SMath Studio on your system.</div></span>]]></writer>
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<div style="text-align: justify"><strong><span style="text-decoration: underline">Let&#39;s start!</span></strong></div>
<div style="text-align: justify">&nbsp;</div>
<div style="text-align: justify"><strong>1. </strong>Once Visual Studio is installed, open it and click on <em>File</em> ⇒ <em>New Project</em> from the main menu or <em>Start </em>⇒ <em>New Project </em>from the <em>Start Page</em></div></span>]]></writer>
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<div style="text-align: center; font-weight: bold; text-decoration: underline">&nbsp;</div>
<div style="text-align: center"><strong><span style="text-decoration: underline">IMPORTANT</span></strong></div>
<div style="text-align: center; font-weight: bold; text-decoration: underline">&nbsp;</div>
<div style="text-align: center">Be sure to save your project periodically as you work on this tutorial!</div>
<div style="text-align: center">&nbsp;</div></span>]]></writer>
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<div><strong>2.</strong> In the New Project dialog, choose <strong>.NET Framework 2.0</strong>, then navigate to <strong>Templates</strong><em> </em>⇒<em> </em><strong>Other Languages</strong><em> </em>⇒<em> </em><strong>Visual Basic</strong><em> </em>⇒ <strong>Windows</strong> ⇒<em> </em><strong>Class Library</strong> and type the name for this project.</div>
<div>In this case, we choose <strong>CombinFunction</strong>. Once all is done, click on <strong>OK</strong>.</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>3.</strong> Now make the <em>Solution Explorer</em> visible (if it is not visible already) by clicking on <strong>View</strong> ⇒ <strong>Solution Explorer</strong></div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>4.</strong> In the <em>Solution Explorer</em>, right-click the project name and click <strong>Unload Project</strong>.</div></span>]]></writer>
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YdoNS2GaDsgKUHL28gG1XW1b8a3Mx7bwOCsnMAHHA82758D7ka2J3je3U7H5e2+1CWKcV56fb+dld/xfPXDLz+/mZ7/E0bv45/fF95nNbH0g/XCa/H/NyLPoY+RnZf3/0FEIPJYSrBKexsVG4fffSFitQZH6YlM0CVA5a57Q4o8uGM5qDvD0YDywb3H9oOCPTXVz78eHq7eS7rPy6hOv52R1nrfR/XZq3H39Txz6GvXbO89RyGnq+pV/+QYsgPBYMfIxGaZQOI0eQwtaFpQ1Vu/9BbPzBPmOaqT2MOHmz9wWhg2eyDeTHzKNoHrHU8ve2X6eN21esqC9XxtzvKBgdFd5v1Hn+p459DXzu/vO2xzA0937bHYvBjZPeF6gKIzVphqsNTbktgTg7Tsxcag1mxFCYDih2scs5gpAcgL8TMkqAt8wcqvT20/9B2C3Ns1afI+y0+zbvO8fR20U+1XNjaT18fusya+ljq582W+3X8bbk95+Mv5+DX6WtXnEP/Y1nX7T9fr8/K0McoJ33znimQhHjCtBx8nCUxW2YGLFvmD2xquwyxor376xAye6j79doN7T804LVx+szpQXHy8fR2cbv4YEzRVx3ezXpdfdRlSutj2dWf3bb3rT6nbT7+9ad5i+Cy52IEw6not/+xLA09X/81UL2mpV69P/wY5fvkOdD/DwBEa6PLvBKePr8fYHYSYqNmdMNCup/0Y2ep6wrNsAHEau0PIOltG6Q2TIFdcf4CUq+ZwlRmkjMty5pZKrNSIBmTwzREAtX+akyoHIjTmmFaLecykwROqlnDFACAk8iE6amLGQAAmIgwBQBgTYQpAABr2mmYhtadxwj1CQDAtu08TN//L7JJCFMAQCyiCFP/LyX1GRKmf/Uoc75eyLdD9Sa53NFnV5nnuaJq/fVCuN7sRpwjAKDfLGH63f84vL/PpsL0J/JQkq/n8tCw+34h1jA9zoM/UDar8pyqx2PEOQIA+q0dpu/85Sz7n/87XNZHh+nP//zfz77zO7/L3JbvH/3oRxt/inBv79v6w/QTZoJn/gmWz2GmMNpWmIZ+uAAAzGetMJUg/cIXi4E6VN5Hh+mDD77LBKbclu92+0d+pPgD+h//+D+qyrvC1C7vtgZHGYT2qwpEG8J5uJXZY76e0xs2oG2Y5ttVsQ1FHbT2WLpPFZ7BMNXt823n/vT0V92H8kv6sEFafeXb/jGqfsuvxv6240116hsAIA6hMWqCyWEqQfq//285wOZfoTp9dJieOnWnE6Z22waq3dcXpjY8fiEPlka5DQcJlHzbCSoVphIW1XuuZd1fyPfLl+lXhYyuqwNU3/br2aD33zPVgWkDrS1MG/1552/ub6kxM9XHsH2GHhNb1nL+k+Uv4OuvvwEAdmrnYeoHqXyF6vXRYeqHqN0Wsuwr3+0sdUiYhgb8RpkNIAkSfTsvs8FhQ80J6TJkbJnTVpeVt9v6nDwzDfTn9611hWnnY9JxPNv3JIQpgAjsNExDQSpfobp9/DDd3384+7Ef+3Hz3YapDVDZb0O2K0z9MNJOQphW900hTAGgaWdhKp/alQ8bhb5C9fv4YSofMJLA/Ma/dFcVptqgDyDl7JKsDhbzaV4VIrLPCaAJYRpc/tTHsPVa+uwKU9vGCbuu/uz5+/2petXjUfajz9GeU+i+tJ3/ZIQpgAjsdGY6Jz9Mh+oLU2ED1X5VAWADovyq9k8JU/1VtgsFVVufwTDN6XN/obw9KNzsfSi/qv256v1ZaavPUcptv+VXY3/b8aYiTAFEQMai23/2/2anfu6Pc/8vPF4NtNgwRcTWCNPLly8boTIAGEPGotf97f+evf78/8puv/B/1grUKMJ0CsI0YYQpgAjIWPR1P/Yfstf+zd8xobpOoO48TNcR6hMJGBmmTz/9dPbGN77J3NZhKvukTNcFgKFkLHrpez+ZvfJHnjOBKjNUs+QbGrd67DRMcUKNDFMboGfOnAneDrUBgD4yFr3kHRdMoMoM1cxO5T3U0LjVgzDF9o0M08cff7wKTp+UhdqMdyZbHR9nx8pqP1TPs3c+Ozo+yg72ZFv6sLd9XWUAdkHGohe/7SB76Q/+k+zVf+Mou+3J/5aH6RfD41YPE6ahJVRgU8aGqbj//vuzS5cuVSEqt2VfqO40XtiZkFxl+416XQhTICUyFn3VV70o+5qvuS57yUtuzG6++aXZy1728uC41YcwxdYNCVMJTH+ffY9Uv4eqhdoM54fdlPAjTIGUEKZI2tQw7TNrmO6vsuPVmXCZs912O2dmt8WS8dHBea8PALu2iDD9nu/53uD+TfjkJz9Z/RWlD33oQ8E62J4xYSrfdUh2bev940kQ6vdM9RLvlDAt+rPvu+4dHOV9EqZATBYRplevXt1KoOo/R/ixj30sWCfsfdmhDKqH7wuUvSK798KVfHC8kl24t1kWVvZXGdNWufdCdmVq20jEG6Yq7Do/WNQVoOVtaX90Pttr6x/Azi0iTCVQPv/5z280UPWM1A/S97///c52k4TflezKlVBw2WAcG6Z1fRPGVy5k9zbqbZJ7DrsyJkzHmDVMrz+dHRzZmaVf1hKg+jZhCkRvMWH6gz/4gxsNVD0r1cu7clv26bpNRfAcHuaBeuE+t+zsYT5jPRwZTH6Q7SLY0grTKUJ9DeOFnTMz1cGak/dTQwHauM0yLxCzxYSpfN9koOowtYFqg1SE2tRs8Mj3w+xstf++7IKZrdpy2T7ODs+qthK2jVmnH2R6u7gtwX1sj2WWc+tl4bp/rx+nnn+eur20q7ePW5avt2FKmN50481G27YV6muYIvyqx8cPPhOgZdlq1RGgqp1qwweQgPgsKkzFE098xATq7befcuqs61Of+pQTpposAYfa1OrQOnuowkzCywSlCjUzU63DyalfcUPQXeYtgq6eARfbzjGrtroft085j6KPIkgbM2q//o7EGaYATppFhanMSCVIZYbq11mHnoGGhNq4VPBUAaqD0g81OyvMbwffC5U6dtYj9CxS95Uz4anLW47rzEpLEuqB9gXvODsyJUyHCvUFACGLCdNtBameofbPSC0dPOXS7tk6VP1gkpmmzATt9+7+espGhWkgNBcQpgCwaYsJ020EqWyH6vXzgkeWcvNzdpdivQC8cpjPStvCqivI/DLZ9pd5bTjqukW9Zninv8wLAJu2iDC9du1axEEq/OCRgNKzvWYwyexRv3fq6gqyQJkJULt8q8u8uk49fXypV++3wWzO0am3fYQpgBgsIkzjDtJp6qXYTZKQDC3hpoMwBRCDRYTp3HYdpMUyb+iDRzML/tpNWghTADEgTAPszHT7QWp/n7NtCXcm1XLuho+zBYQpgBgQpkgaYQogBoQpkkaYAogBYYqkEaYAYkCYImmEKYAYEKZIGmEKIAaLCNNNXscUcYszTP2rxqhLrrXyrhIzVOeFx7WJ/QMYZBFhevXq1cgD1f0LQmLQH2Qo/+xg6r8LuknxhqkKLnP5tFW236inzRF2hCmwK4sIUwmcTV3HNET/UQctVLfg/dk+E5J9f3moCODN/xWktCURpoOCjDAFUraYMJU/KThXoPaFpF9u+fVqXpg2tkOG1EEyM9Oj89meLTdLs3aVws5Yyzb7ddnRwelwf8522+2cOg4XFAc2azFhKt/nCtS+kPTLLb9eLTAz1Uu3zh+YlxlrMSstttUVWxr1pH3R9+HhlXpfR70LF8ql45x7JRj715cK7lVm/L5a6u5AvGFaPz7HqzNemQq1PGiL0Czb2NDtfC9Ub3fdrt+r3Ts4ys9F9wFgTosKU/HEEx8xgXr77aecOmOEQjJ026f7cLnheOxcZaUZtEXIefs763Vczs2rVx3bWWoeeJk125e03eGVYrToZ6YmFNX7pc6stGTCVgdhYX9lw9Av80MzcFuOo2fDgf4BzGdRYSoz0jmua9oXkn655derqVAyMz0bYnbbG1xNUHlBNne9rnOy2voq9zfDd/uiD9N8W2aF1ZKtH64VP+xOZwdHhCmQisWE6VxBKvpC0i+3/Ho1N8juvXClDqK2IAuG5Iz1BodpqK+C3A957Fnm9fWFn34/VNdR+53Q1cGaM58ODgRo4Dgs8wLbsZgwnStIhwgFqQjVLXQEmbk9YIl1I/Xsdtcyb/cM1PnBYAfSCNMyzJz3Q9VsXy3zrlYSesX+KjyFCVBbf9URoOq4qg0fQAI2axFheu3ata0F6TR+kJWzOvshJDMDLAdKEVyWnbteaLtuE/4AUtmXeb/V7mufuW5DnGEK4KRZRJjGHaTYJMIUQAwWEaY4uQhTADEgTJE0whRADAhTJI0wBRADwhRJI0wBxIAwRdIIUwAxIEyRNMIUQAwIUySNMAUQg0WE6bauY4r4EKYAYrCIML169erWAtX+2cC272GBv1Jkmb8w1FKGXoQpgBgsIkzlz9rNcR3TLhKWr3rVa1qF2tQ6whRrIUwBxGAxYSp/UnDOQA3NOEMhak2emWIthCmAGCwmTOX73IEaCs02ofa1MkzP1n80vr7Sig7a8vaF+g/J7/KKLCmIO0yLS6fZ57K6akzgqjIA0raoMBVPPPERE6i3337KqTNW37Kur39mmg+mzlVivACtbuf1zFVe8m1zdZbdXpUldtGGaXmZNecyavm+g+DFvgGkblFhKjPSOa9rGgrNNqH2NR2YhbOH9jJnfpjqes12cMUZpt7FvBsIU2BpFhOmcwfp/DNTHYrFxbgJ0/VFGaZmVrrK9kNlhhemzsXC63b7K7svZy4grtoe6At/ny7LAOzKYsJ0ziC1QqHZJtS+JqGo3v80y7x2+ZYwXUe0YVq9Pxqiw9QL1v1VIBz9+ipc8/o6gAHsxiLC9Nq1a7MH6SZmpoeHV6rZRDErrcsI02mSn5k6s9KSE5R2f0v4NrYB7MIiwnTuILVCodkm1B6bF2WYjnnPtC14nf3SH2EKxGwRYboJdqY59ju2K84wzZWzyv5P88rtwPue0t4uFZtgJUyBmBGmSFq0YSr8Jdy23zP165llXvU7qkerbMXMFIgaYYqkRR2mAE4MwhRJI0wBxIAwRdIIUwAxIEyRNMIUQAwIUySNMAUQg0WE6SavY4q4EaYAYrCIML169erWAnX+3zPt+CtHztVlEEKYAojBIsJUfhdvzuuYhkhYhv7ykRVqMwx/MnAdhCmAGCwmTOVPCs4ZqKEZZyhErY3MTNGLMAUQg8WEqXyfO1BDodkm1N5hlmzrv3LT+EP3Z+vy6uoyBG0vwhRADBYVpuKJJz5iAvX22085dcbqW9b1dc9MJRRVgDrvhRZlx1cuZPcGywjTLoQpgBgsKkxlRjrndU1Dodkm1L7iXL+0cPYwdHHw/jK4CFMAMVhMmM4dpLPOTEeF6X3ZhSuE6VCEKYAYLCZM5wxSKxSabULtaxKK/jKvDdeirHqftFFGmHaJMUz3Vy2XVJOrwTiXUwOwFIsI02vXrs0epPO+Z5ozIWk/gKQDsgjMw8MrZZkKXcK0V5QzUxucap8EbPvFwgHE4IEHfiC4f4hFhOncQWqFQrNNqP36JEzd5WG4ogxTM/tcZfvVPrnmqN4GEKOLFy9mjzzySHbjjTcFy7ssIkw3wc40x36f1dnD+lO+CIoyTMsLe1czUWem2nVh8CJw3VlsoL436wUwDwlT8fDDD2d33HFnsE4bwjRG1ZIwS7x94gzTG7K9g6PqfdP2cPSCMg9d00aHr+w7qvvS/QKYlw1Tce7cuWCdNoQpkhZrmJoZ5NH5bM/MUvUHjlSAOrPSkv2QkmkrQZzX3W/rC8CcmJnixIo2TG3wVUFo9/thGnov1YZmXrcK0byeClm3PoA5SJA++uhjZmwJlXchTJG0eMO0WJKV2aa7LOsv8wZ+jSZnlnO95d3VqlwG9uoCmMfUDx8JwhRJizlMi5mnvyyrw9TW8ZZ5Q22DfQGIBWGKpEUdpgBOjEWE6SavY4q4EaYAYrCIML169erOA/UVr3hlcL+r+Lu71ZJe9TukM/+lI/n91En9pfcXlwhTADFYRJhKMM15HVPx/n+RZT/0S/81e+UrbzHb7376ebPP9/A/Pc6+4ft/otG+ofzd0fpPBRb7Lsz6B+3LsD48nNgfYQoAUywmTOVPCs4ZqO948tMmLF/+hrdmL7vtL5rbdp947VvfXW0/8LP/JthHTV8JJmTuEJvaH2EKAFMsJkzl+5yBKrNNCUr5rm/rMJUQldt7j/5SsI+KcyWYEDfE5PJs1VLw4fvKOu4ScRHMoX3N/lyBYK/+bGHZ7mz9R/mrq9lEijAFEINFhal44omPmEC9/fZTTp0x5AHQs9Hv+MlL5rbdpw1a5pUw7fwbu23hp/ZL4FXBWgrtM7rCNOe1c6+tmoeoPVfzQ0BHPxEgTAHEYFFhKjPSOa9rKu+TSljKe6d2KdeGqASrnqn6bR0jZ6bFB4jsjLPcb/rwZoqhfUZPmJpydc3Ujg9C1UEbJ8IUQAwWE6ZzB6l403sOqrCU27LPbssy7zef/fvVtt/WNeI9Uyd4pZ0bbvdeKK57qvtq7usL06KNhLD9Xuz32/Wd9+4RpgBisJgwnTtIjTe8tQ7L/Lbss9vW4E/zlrNNJ5jy4Gx8mlfq9SyzugEY2hcKU2+f9H3lMJ+V6hmz1FEzXSfY40SYAojBIsL02rVr8wdpzv5ajH87ZNDvmZpwssu36r1JJ+jUh4pM2KmQrdqWAdfYp9parUu4ZV3nPdeizuFhMdMVMc9KBWEKIAaLCNNNBCnSQJgCiMEiwhQnF2EKIAaEKZIWe5jur47rK8GsxbvaDICoEKZIWtRhai7mvcpW5kLfgfJRCFNg0x544AeC+4cgTJG0mMPUXOD74HT1PVRnOMIU2LSLFy9OvkA4YYqkxRump7MDOyM1M9Tz2V5VVgbjwar61LQOW7M0XO6vl4htmEq/x9lq3/aV28/7yft/Tx7aVTvd1rkA+Srbt+0AOCRMxcMPP5zdccedwTptCFMkLdowdQJUBavZlmBUYSdhGAw5PRtVt6W+eh9WwtcJV1PX9qf7yOVt158lA8tkw1ScO3cuWKcNYYqkxRqm/tKubDdnmbZ+M/DqGWYgTP2wdGa9Xrg6s9KSCmIANWamOLHiDFMJOy/AjJbZot424Wfr6Rmt26b1/Vhv1ur2B6CLBOmjjz5mxpZQeRfCFEmLMkwl0LzZYhGMdsbYEaa6rQnCcJgWy8j+J4Wljh+css99TxZA2NQPHwnCFEmLMUxlmTUUXvVSb0eYlqFrZrJOWPptmr/D6nxwybTXoaz2s8wLzI4wRdKinJluSfODRwB2hTBF0k5smJplXn8pGcCuEKZI2skLU7sM7C75AtgtwhRJO7EzUwBRIUyRNMIUQAwIUySNMAUQA8IUSSNMAcSAMEXSYghTOQcAJ48/DhCmSJb/ggaAXSBMkTTCFEAMCFMkjTAFEAPCFEkjTAHEgDBF0ghTADEgTJE0whRADAhTJI0wBRADwhRJI0wBxIAwRdKiDdP9VX0x7uNVth+qE7HGhcZLxUXPmxcqr5gLkXNFG5w8hCmSFmWYmkBRAZpvH+zsIt4dwTdIqP26fQLLQ5giaVGGqcxKo7lwN2EKbANhiqRFGaYmbOySqF9mL+5dWNkZq5nNBvbb4Nqvy51+nXb+cnJxHrbP49WZQBt9rJCOMA2ek67fcl+BBSJMkbQ4w1TUQVKHSLGvGbJF6LnBagOpDEQ7022UqaDLZ8ThvlWdzmOF+O3tPnVO5v1hG+Sqvuy3AQ4sHGGKpMUbpqVyFmjCy9wOfBgpsF8+AFQEXjPMqrKybzvzMxrh5bXvPFZIW5jqfXpb3S7PLzxDB5aFMEXSog/T3N7BURFys4RpMbvtDGeH136bYVrWN/c/D9X2YwDpI0yRtCjDdP+8ChO9tDtmmdcGXlFWtekqC/LDretYIX770D69HapfBCozVCwZYYqkxTkzLQIrvPTqlrmhZvc3g2q1KmZ3TptGu1zgPUqZeTplrccKCYWjv09vq9uJ/64tMAZhiqTFGaZzCoUZgNgQpkgaYQogBoQpkkaYAogBYYqkLT9MAaSAMEXSCFMAMSBMkTTCFEAMCFMkjTAFEAPCFEkjTAHEgDBF0ghTADEgTJE0whRADAhTJG1KmF6+fHmQUFsACCFMkTTCFEAMCFMkbWqY3nTjzZ0IUwBjEKZI2pQw7WKDdr0wlT8BqK7S4uzfwJ8GHH11lonnYa42M+f5l4+TMu2ap9v7k4tyBZ7GpeTk8a+uV8uffjypCFMkbUiYSjAOIXXnmZkWg/uRvYi3t3/WwdYM4CpA8+2D3kAaeh6bDqm5+t/0eSo2ONW+7our46QgTJG0ucNUvs8Vpgf7edAdnc/2/P1zDvoyuDvHGGLoeWw6pObqf9Pnqfg/vJhjc61WEKZI3NAwtTPONjY8/e1p6sHdXRb0Bn0zMLvLs+4sJ1A/uHQcWHoUTv9t/XrHqLaLfm3bYjbm1e3r/6Befg6eX+PY4nR2kM/oq/rVDwtlXfkBpdHnuPMqLrReBmDgOQjWqxTnV/XpzFS7zmPq84tUEKZI2pgw1d81HZ7+9jR6kBxyO5cPyiYc9OAs+46OqtDYO6hvu4oBvhkcatsM7APOY1RZV//5+aj70QwlVa+iw0xu2++qrp2Fd96f7vNqDWH7HDTqufTz0B6OLX1Pen6RAsIUSYt9Zmq2qwFU7TeDvA6SnNSR/WVg7Oczo3qpWAJT9RlS9mkGd3PbDbB64O8Y9IeWDe4/tN23PyePmb0vLXWDxxtzXuXj1XgOus7Ltgs+J/55BPqu2k54fhE1whRJ28TM1PL7Gc4fjO3SYPegX9eVOnndapDN66lB2K3vktlNNWgvOkztY+qVjTmv1ueg47yM8jnqek+8te/1nl/EizBF0uaemc4jMBibwVVmKHa/1AkvJZrlvnzA1ct/q5VdgnTrXp8P6PVxioAp6hX9V2HkDO76/HQo5UyI6XPU90NvD+0/tD1kv/Rlv9t96vFqPV5Rb/h5hZ4Dv16T+aGl0bZ5HqHnbNTzi2QQpkja2DC1s87Q7VDbacKDcTEAq/1VwKplwGq/X69tcC8G7UYfwulft/fOr5wFFu1XTpnM6up+vXZD+295PBrnnjs6OKN+ICgfMzNjK/ooPhRU1K0Cc/J5+XVzofsZEnxOus7D9m33+/V6jofoEaZIWpwzU8xvQMABO0SYImlDw3SIUFvEgjBF3AhTJG1ImGIJCFPEjTBF0ghTADEgTJE0whRADAhTJI0wBRADwhRJI0wBxIAwRdJiCFM5BwAnjz8OEKZIlv+CBoBdIEyRNMIUQAwIUySNMAUQA8IUSSNMAcSAMEXSCFMAMSBMkTTCFEAMCFMkjTAFEAPCFEkjTAHEgDBF0mIPU3NxbX3B7qCuK6JwtRQgBYQpkhZ1mO6dz46OVtnqqC8MCVMgBg888APB/UMQpkhazGG6d3CUHR2crr6H6hQIUyAGFy9ezB555JHsxhtvCpZ3IUyRtHjD9HR2YGekZoZ6PtvT5bLv+Dg7zh0dnHcDs6sMwMZImIqHH344u+OOO4N12hCmSFq0YeoEqApWsy2zzeNstV9sy8z1uArMrjIAm2TDVJw7dy5Ypw1hiqTFGqb+0q4JRftBpMZMVS3ldpVV+wBsAjNTnFhxhmkxu5RlWtcq25dywhSIkgTpo48+ZsaWUHkXwhRJizJM91fZsROIQpZ67fJtEbYs8wJxmfrhI0GYImkxhqn8bmno07vOUq8EbjljbXzIqKsMQJQIUyQtypkpgBOHMEXSCFMAMSBMkTTCFEAMCFMkjTAFEAPCFEkjTAHEgDBF0ghTADEgTJE0whRADAhTJI0wBRADwhRJI0wBxIAwRdIIUwAxIEyRtClh+vjjjxtt2wAwFmGKpI0NUwnNy5cvG7fd9jrDbj/99NOmz1A7AOhCmCJpY8JU6j/55JNVeNoZqd2WMqkTagsAXQhTJG3szFTcffdbsmeeeaYK0UuXLmX33XdfsO405fVM7RViPPFeVq3tvEdeU1WuyVpe9cZoXI5ujPKcKus8biPvBzACYYqkjQlTG559Qm3HKQbto6PQwG3DIdYwlfOur6eq9w86XxOkbt39VXlR9FZd/btl5geRyeE84n4AIxGmSNrYML3pxpsrNjz9faG24xSD9mqVB5N/XVO5VmkeLnEO6mXY7OeB6ATW0BDSF0Afo6t/v2zouYSs0xboRpgiaTGH6cGefNezMgkbu78e1OVi4tUyZrXEWtY50BcKr4M53CanllgbFxZ3ll9Ds8X6vNwLnOvzdc/d2Tb998xCG+cg7e12rneJ2d1ufRzKYLdlRcDrtuVxyzbzPZ6h4+IkIEyRtLjDtBikqwFVBl8z4/MDwmof7M2MticAbRt7PPe9We+YeX+NWXOjr77b3nZ1/4qy4vgSKi1tq3Pw+9TcsvZlXl2vCLT2+9c1g9b9yO2Rj6dZefB/IMBJQJgiaWPDdIhQ23HUQKsCpg7W5kBsZzKtg/WQNl6YNc6jql9qDPqBY5g6en/HeZlj+IE/5Bz8PjUp0228/tseh44fPOQ94UbQzvV4lvubQY6lI0yRtOjD1C7tOu9D+oOyXiK07XQfA9v0Dv6hgNH8Y9oZnN7fcV6NMm9f6zmE2g0o63ocWo+TB11ez/lBoqufiY+nnZWHZ79YIsIUSRsbpv6SbmhfqO04XgCUs556tqLKpcwO2GaAtu38EBnapmtZsm/G5B8zZ/pXs7UqYMtyc9/qNsUxdcjoPtvOIXDcIWWtj0Nxjl3Hcd4T3tDjKfWLcn0f2m4jdYQpkpZEmJrBvS1gioHfLBPmdVZDZqatbXIm3Iqy7g/M5PqWeUtuiOTUMYKfTNblOSdwWs6h+gDQwHMqdDwOpl1Zlmsur5dtTYjO+Hg6990+5/q4bbeROsIUSYszTCNhBvv2pUiMxOOJDoQpkjY2TIcItU2Rme3Z5UusjccTXQhTJG1MmC6fWq50lhkxDY8nhiNMkTTCFEAMCFMkjTAFEAPCFEkjTAHEgDBF0ghTADEgTJG0GMJUzgHAyeOPA4QpkuW/oAFgFwhTJI0wBRADwhRJI0wBxIAwRdIIUwAxIEyRtLFhet111wX3i64yAOhCmCJpw8P0emf7ttteV/0tXrmty/y6ANCHMEXShoVpEY4PPvhgdvfdb6lu2zA9c6a47JeUyX7dBgCGIEyRtKEzUx2eTz/9dHbp0qVqW27LPrtdByoADEOYIml9YWrfB5VZpw3LPnb2utZ7qMGLRG/ZRs8hdGHrKRe7ljb2HMXEi2Wba41yoW3sDmGKpA2dmQo7+5SZ6Ld921urC4LLbTtTlTqhtqP4F5HOtw/2VXnDlBDq0XoOU4/ltwv1M6Vvt83ewdEOrhk69TEBaoQpkjYkTOUDRvK+qA1MG6Tf9E13GTZQbdBK3eaHkkaQGeGoQNjAYN56DlOP5bcL9TOl7yH9btoujomlIUyRtCFhKiGp2SC12zZQdR0R6msYGZyPs6OD080yM2PUS69F3WqZc1V8GErbX4XK3QtXrxoz39A5hI8V7r8ImNUqnynqNlWdorw9TMvb+/X9DT4ejX6afRTnUM6yncdP32+vn8bjbOv5j5u0q7dDjz8wBGGKpMUZpqIetFsH/Hz2WASMt7+Vqiczz96Bf8A5OHSZ3NYB6LcL9dNsX82OTbiFjuv24y7zFn2456Dui9Onf2x1rOpxLh6PZqh79YEJCFMkbUiYypKtfEJ36DKv1F1rmVcrZ0gmALxZVT0T6hnMJTirNmW9sq9mMATocwgdK9R/o17ftr+vWS4z4DrULalnjy30LNLrw9wPXa77VHXbHudA+0LzXIGxCFMkbUiYWlv7AJLHzLamDuZOG5lZufVM33lYNEPKVZ1DZ0Dp/v1z8reb5+L2FarfFqZeP21lgcevPUwDj3Pb/s5zAIYhTJG0vjDdya/G7J9vhEgxg5RBe+Qyo8wae5ZKJSgbfXaeg+qjtX//nJrnaN5rVR9yMtvV0rN3XycFWegcVCA7feq63rEr+nHQ+7vOARiGMEXShs5Mt/tHG4rB3FlitGUmAJplJoj8ukYRAKbsaJWt7GzQWZptCylbnlP9usdq6T8QMM1zVG1N+zpYbXv9Aabw7LkryAJlzuOny7y6LY9zUa/eb8+p/fEHhiFMkbRhYcqfE9y+rpDcBDle6IcKYDsIUyRt6MzUD0f5gJEN0+aHjQjS9W05TPVyNbADhCmSNjxMC13vg6715wPh2VKYVsu525wFA02EKZI2NkwBYBMIUySNMAUQA8IUSSNMAcSAMEXSCFMAMSBMkTTCFEAMCFMkjTAFEAPCFEkjTAHEgDBF0ghTADEgTJE0whRADAhTJI0wBRADwhRJizNM3SuTiOZlv0K2/cfhAcyFMEXS4g1THYpluPZe3oswBXbpgQd+ILh/CMIUSUsjTHPOhazbEKbALl28eDF75JFHshtvvClY3oUwRdKSCdPyQtrVBbKdi1fbkC3b7ddl9fKw36e3rfo7OjhPKAMTSJiKhx9+OLvjjjuDddoQpkhammHqle+vytCU/Xkg2utymoC09brCtGhng3rv4CgPVf/4APrYMBXnzp0L1mlDmCJpaYVpuc+ZlZbM+6nNdvurlgDW29Kfc2Hs0PEB9GFmihMrmTA1AVou5+rbDr9dx2yWMAVmJ0H66KOPmbElVN6FMEXS0ghT2Vbvl5bbzV+X8fY7oeu957q/Uku5bv8s8wLTTP3wkSBMkbR4w1Qv4waCzQSlqqOWeVcrCcNifx3AOROgtv7K1K36VWV8AAnYPsIUSYszTHesdRkZwKYQpkgaYdokH1qqPhEMYCsIUySNMBXF+6nVEjCzUmDrCFMkjTAFEAPCFEkjTAHEgDBF0ghTADEgTJE0whRADAhTJC2GMJVzAHDy+OMAYYpk+S9oANgFwhRJI0wBxIAwRdIIUwAxIEyRNMIUQAwIUySNMAUQA8IUSRsbpj/3cz+X3X///Y39sk/K/P0AMARhiqSNDdPLly9nzzzzTGO/7JMyfz8ADEGYImljw9SGpp6dyu22kAWAIQhTJG1smN53332N4LQBe/fdb3Hqrs+7mguXRcNiTH1tFxfAH3TherngvdevXF7w6OC0Wy8ShCmSNjZMb7jhJea9UTs7tbNS2SdloTaTmAt0H2erfXffgd4OGjHYALvQ+drue/2Oe31LeFbHkeNG/AMpYYqkjQ1T8cY3vqmandpZqewL1Z2m+KndGWwGI0wRs77X9rxhqgPUCdYIEaZI2pQw1bPTzc1Kuy7Q7Q8odlu+q6Wz1RnVBohA52s79PotXtur1VG+T9r5r30hAd3+/2Xv4CgP1Lx95P8fCFMkbUqYSjsJ0Ve/+jWG3A7Vm6x3OcofUPR2aLABIjHpta3f5wy9vrvDNJX/E4QpkhZtmE6amYbKgIis9dr2tk1faiZb8pdyzfLuqvlhpNgQpkja0DCV90QvXbpkgrOL1Fn//dOx7yvpbb8MiMk6r+3QtuiYmVaf6O077u4Rpkja0DCVkPymb7oru+nGm813CU7bh9zWZVI31McoMgj4P2XnP4kXn3j0BgZTlzBFIjpf23OGqexXdXtnxbtFmCJpQ8NUAlPC0pLt2257nREqK9pd7/Qxmr+MpZepygHJWK2cAUaWtYr9fAAJkep4bbuv3yFhGmb68f4PhPbFgjBF0qbOTPXss6sMAIYgTJG0oWGq3zOV7/p90a4yABiCMEXShoYpAGwSYYqkEaYAYkCYImmEKYAYEKZIGmEKIAaEKZJGmAKIAWGKpBGmAGJAmCJphCmAGBCmSNo8YbrmXzoCcOIRpkja1DCVPyMof+1IyO1QHQAYijBF0qaGqYSovOCF3H7xi2e8ODiAE4cwRdKmhOm3fuvdjTCVfaG6ADAEYYqkjQlTCcwhQm3HuSO7513vyt5VeXt21y2hekCqbsnuert6jb/9m7NbgvV88n9j2P+HU/e8K3v7Xbe4+0/dk73rnjvcfZEgTJG0sWF6ww0v7jRfmNYDxi13vX3EYKMNH3iArbnlm7O35wF6zyl3311mu+81O+I1HQhOCVjnuBEhTJG0FMJ0eigSpohNMSNtD7QZw9SE9j3ZqWqftNXbcSFMkbQxYRqyizCVn66r5bHqJ2932eyeU9ImUK+cFRT74x1YsFCNgNNCr9nitX/PPW8vX6/+/w0hr/1Qn15wR7zEKwhTJG1ImEpAhkjZNsK0fZlX1QsOFP7A423nbRrvKQGbJGHa+ZZF6DWr3/v0y0VbmBb/d2zbmJd4BWGKpA0N07bQbNu/nmIAqX5C93+Sl+CsysqBpZxxuuHoDTzOrLQU8U/qWKDOmakIhWnLduj1nPPfiy3CWwJX9xMfwhRJizdMW/7jO4NRc4Aws9hqQAmFaddABmyat/TaMCJMqzbtM9Pq/8gpG6qhOnEgTJG05MJUZqV2UDDh2KxXL22FBqLArwsA21SurPgzyPCnefu2RVeY1j9gxv66J0yRtOTCtPzJ3ixp5QPIPXZm6iz91gNL9WGl4AeQ1H5gm/zXoZo1uq/ZIWHao+WHztgQpkhanGEK4KQhTJG0oWEa0lbmtweAPoQpkjYkTAFg0whTJI0wBRADwhRJI0wBxIAwRdIIUwAxIEyRNMIUQAwIUySNMAUQA8IUSSNMAcSAMEXSCFMAMSBMkTTCFEAMCFMkbWiY3vqS67Mff/OdRqhc3HrTDdmTe2/M3n7rK4PlANCGMEXShoaphOj/+LH3Gk/dd1ej/J5XvzT7zNnvz35j//tMqPrlANCFMEXSpoSp0LPPs296ffa7595lSKjqdtOcyVbHx9mxstoP1QNS03xtHx2cDtTzSbuj7GAvVLYMhCmSNjRMZZlXZp02TCU4ZZ/MUkMBux5v4Nhf5YPOKttv1ANS44diGa6rM6pOCGE6BmGKrRsapiIUqPa2zE5DbaYJDTjLHkhwUgRey3vns6PeHxYJ0zEIU2zdmDAVfqCKX/zeuS+75g0cMjM9Op/t2XIz+NhlMjsIlW326zJZGt47OCrrectpTh92Gfl0dnDkLSnrYwePC4wRCkXvddf1+iZMByFMsXXxhqkdTHLOElgzaIuQLNvY4DNLwypAnaXioq47eJV9Sj11vP2Vrdd23HIbGMR7HRk6TLte3367ZSFMkbQxYfqXXnbj9pd5TdCpWaA3o6zD1h9sOrb9PnNuaKrQDc5K9XHrPoB+/utSSJjq12bodRZqtyyEKZI2NEzlU7o6PCVUZZYqv1dqg3WeT/IKd+CQpdpqFhgIwlCbzu3OMK2PN+y4wBiBUNSvrcGv7+UhTJG0IWEaDFL1u6QyK5X98numr32J23aarmCU26FfJ+hq428XfbjLvGoAk+2jVT4r1YNa23GBMUKvS/VabH2d+e2WhzBF0vrCVH7dxYaokFCVGWmonpR9+qG/0igbrzlwmA8StS25jl3mbfThD1LFe1iNZdzgcVU50Eteh+o11Hjt5Qa9vpeHMEXS+sLULuPaIO1aypUymZ1Km1A5ALQhTJG0ITNTCdG+ILVk+VeWgd/99a8JlgNACGGKpPWFKQBsA2GKpBGmAGJAmCJphCmAGBCmSBphCiAGhCmSRpgCiAFhiqQRpgBiQJgiaYQpgBgQpkgaYQogBoQpkkaYAogBYYqkEaYAYkCYImlDwvTy5cuThPoCgBDCFEkbGqY33XjzKOuFqX9lDX2JKgBLRJgiaWPC1P/eZf0wVZeb2l/lgcqFuYElI0yRtLEz0yFBKmYN0xNwLUfgpCNMkbQkwlRmpvbC4MK5eLKdsZZtDmQWW5QdHZwu+7sh21/VS8b1Rb3LNvt1f7KcbC5EXm7rPsLHBTAHwhRJizdMbWjlqvCzZW7QFoFXtrF1W5eGdfuyjQ1q00YFqNNH23HLbQBrIUyRtOhnpmY2qELRmR2WTIB6YRcIv7qNDtOONo3zUMcUTsgDWAdhiqSNCVP/e5fZwjTflmXXahboh2ulLwhtm9PZwZGt19Gmsw8AcyNMkbSxM9Oh5gxTd1tue+9l9rWRWaldyjWhqPtqO46/LbdDxwUwB8IUSRsaplOE+hrGD7XyQ0FOIPrLrV1BKLPRsu7RKltNmZm2HtfWBbAOwhRJGxKmALBphCmSRpgCiAFhiqQRpgBiQJgiaYQpgBgQpkgaYQogBoQpkkaYAogBYYqkEaYAYkCYImkxhKmcA4CTxx8HCFMky39BA8AuEKZImg7TU6fuAICtIkyxCIQpgF0iTLEIhCmAXSJMsQiEKYBdIkyxCIQpgF0iTLEIhCmAXSJMsQiEKYBdIkyxCHGG6WPZs8fPZ0+9o29fyNB6Q7X1J/vVhcKnHvMdT2XPz3q+QFoIUywCYdqnK0zr/e946vns+Pmnsnc4dTZt7vvq+tIvf3H2qlfdFiwD5kKYYhEI0z5t/fn75z7uEJs9poTpV3zlTQQqNoowxSKkGabl7aeerZZZn3/qHYF6ObOMWi/HPvtYuT/32LP1/uNnH6v26zbPP/VUS2D559g8v2efzWerx89mj3l9uufRdb5lW+Md2VPP6/bSrt52zn8mEqa/+3tXCVRsFGGKRUg3TFWAPCahaoOnWa8Krtb3J9vbmOXb3jb+Mm/RhxvwbefhH1sdK79fRR9FkNb9WV79mUmYyheBik0iTLEISc9Mq/KWMhNaenZXzEarUDMhbGd3qo3z3mfoXOx+21bo43htOs/DP1/dZ05+YAi0L7Sd2zxsmMoXgYpNIUyxCHGGqczEvJBwAsUPEb3th1NLiDll6niyf3CYhvYHyrrOo+d829oXus5hfTpM5YtAxSYQpliEOMO0fD9ThZrZrt4X9ENEb/u3/eXVMpRkVmr7N/vDbYYu83aXdZyHU7eo11zO3e0yr/4iUDE3whSLEGuY+h+4cX/tJBRWOpBUmQku249uo/p//tnsWT0TVsu/wz+A1FPWeh5d55tzfoCo99tgNj9kOPXmEwrTP/7jP85eeOHzBCpmQ5hiEeIN05NCQjK0hLt7fphKkH7xi1/MvvCFL2T/8T/9FwIVsyBMsQiE6Y7p5ebI6DDVQfpHf/RHZjb8/POfIVCxNsIUi0CY7ki1nNu2VLx7NkxDQXrt2rXs93//97Pf/M1/T6BiLYQpFoEwRRsJ064g/b3f+73shRdeyH791/+tCdRQH0AfwhSLQJiijYSpDtLPfvZzVZBKePpCfQB9CFMsAmGKNhKmOkj/1Jden/3DX/glMyP9iq/82uzlr3hNsB0wBmGKRdBhCmh/Og9PG6R/8kuuy170ohuyL/ny66ulXbkdagdMQZgiaTGEqZwD4iMzUzsjfdWrXm/2feWfvzn75CcPs8997nPm9stfcWujHTCUPw4QpkiW/4IGrC/7M9dVM1K7z8xOv+y67DOf+Uz2r/7Vv85np9c5bYCpCFMkjTDFWF/+Z68zQfpbv/VbLPViNoQpkkaYYqy/8DXF7PTP/rnrs6/+6nAdYCzCFEkjTAHEgDBF0ghTADEgTJG0dcP09AdX2Zl/lhlyO1QHAPoQpkjaHDNTAhXAughTJG2OMBUEKoB1EKZI2tAwveHlt2bf+Nd+JnvPLx9XodlllkDdXxUXvi4dHZwO15vdmWyljjvs2NLmKDvYG1s2wN757Gh0+5b74PQ19ryafa72Q/X6rPl4YJEIUyRtaJh+/89fCYZmm7XD1ASpHnBPZwdH2wrUKYN9V5tdhMeQY449r7nuxy4eD8SOMEXShoSpzEhtSH7Xhz+V3fLm72vUmXeZtwjOxqzHzKpW2b7etxFTBvuuNrsIjyHHHHtec92PXTweiB1hiqQNCVO7tCtBGiqfN0hzraEpIWsH4XJA3pe6ahnT1jV92OVI21fZ5qBePg7PdDsGe6dfHfheG1Xv6OB8a5l/bqvVkdpn6b7XvQ+BvjrPSwv16a0YyIrC0flsz9YNPj9dx20+ps5jMvqxQyoIUyStL0xf/PLXVkG5+RlpSQZMMyD7ZXrGKgNoPqDaemaQbQmJfIAvBvKyzepMtb89NOyAXdDHrAb71mO69fYOZJAfdm79wVjUW+8+tJ1z6LzK7WCfOszktv2u6vY+P0W99se0I4QHPXZIBWGKpI0J05e94TuCdWZnBtRQQARmpnZgze2vykHZtNeDfs6Ej9+m2Ufn/sB5VcfUbaSe88OAVzbo3DRd5tdrazdkv7rdel5tbT0m1FUoBuq2PlZDHlMpm/TYIRWEKZLWF6aib5l3fkPeM/UHUNUmMEAX/DZtg3DL/qEDv9TrDNMh59ZW5tdrazdkv7rdel5aW5+53jD1VxXaj9sdpmMfO6SCMEXShoTpkA8gza6xfCkDpr/kp7adgdava/mDbtsg3LVfBUbjmLaNW6+5zDvk3NrK/Hpt7Ybs92/3LZV29SmPg/1u93U9P+5x+x/Tuu64xw6pIEyRtCFhKvxfjQnVmV0527GqAdcoBtDiQyeBcjMo121nWeYVTr8dfalz7/4AUi6GZV4pC56XbWfrq/Lc0cF7zYzTBpz5wcHMyou+w89P13H1OXv1GnVzLPMuBmGKpA0NU6H/aIO8lxqqsz0MoHHj+cE4hCmSNiZM48JgHTeeH4xDmCJphCk2g+cH4xCmSFq6YQpgSQhTJI0wBRADwhRJI0wBxIAwRdIIUwAxIEyRtBjCVM4BwMnjjwOEKZLlv6ABYBcIUySNMAUQA8IUSSNMAcSAMEXSCFMAMSBMkTTCFEAMCFMkjTAFEAPCFElbN0yfeeaZ7PLly8bjjz8erAMAfQhTJG2dMLUhKp5++ulgHQAYgjBF0qaGqZ6R+kF65ox/Uemx5Ioj6gLQMV19xFycmquhYH37K3txc71/navt+P9v/Avqx40wRdKmhqmelerlXbkt+3Td8dwBZe/gKDs+Op/tNeptA5cSwwbID2VHq2x15L+29Ott7Gtvyms1ntc3YYqkzRGmNlBtkIpQm+H8/+C7/A8fz2CD5ZAfEI8OTlff6zL9ehv72pvyWo3n9U2YImlTw/TSpUtOmGqyBBxqM5z/H7w5wKxW+Wz1eJXtS7lZeg0tbZXt9utyZ+By2pV9Of3XfRpmSc47t2Afp7ODo7pdSktt2AZ5fZSvITND1asu9vUl3+vXkLscLO3ta03zXpv+/oNV1V/x/6DlGL3/L0LHXh9hiqRNCVM9Aw0JtRnHHRTcZd5iAKhDsdiuAssMBLZtOVjYto0yNfDsr5wBxu1f1XO2W/rIvzffCwNKToCqYDXbHa+vSleY2hD0gzDftq9JeX16IRk+flE3/P9ifoQpkjY2TP0g1TPU9WekVtugYMvUf3YTkO7AIh/sKMLVHyhUmfPTdyk08+zabuuj3L/JgQfp8pd2zQ+L1Q9f+vXmvfZCr7dcYyWmeq227R95jOD/i/kRpkjamDD1g1S2Q/XW1/UfN/Sff2iYFsuvdZi67Qp+m47t1j4KZpB0BjtAXj9eWBn2daRfb/5rz5q4zBt6Dftlg/9fzI8wRdKGhun2glR0/ccNDQwqsJzBoCirZgFdZZVQ/23bbX3Umh8wwYkmS6yNT6arH/Iary/92rM2GKZme8j/i/kRpkjakDDdbpCKrv+4gTITkvYnfH9gcD9M5MwSnXa5luUs8/uAbeWhPsx7UnZfaNDDSSWvpdAPV/VSr/v6cl97bpsmaWtfd4XiWP5ruucYA/9fzI0wRdKGhOl2g3ROmx8AAMyDMEXSxsxM0wpSQZgCqSBMkbQhYZouwhRIBWGKpC07TAGkgjBF0ghTADEgTJE0whRADAhTJI0wBRADwhRJI0wBxIAwRdLkBQwAMSBMsTgvfenLshtvvCm77rrrshe96EXmRQ4AmyRjjYw5MvbIGBQam4YgTBENeSF/7dd+bXbDDS82L275aREANknGGhlzZOwhTLEIsrxiA1V+SpRlFwDYJBlrbJBOXeIVhCmiYgNVyPsXALBJdrxZJ0gFYYpoyYsbADYpNPZMQZgCALAmwhQAgDURpgAArIkwBQBgTYQpAABrIkwBAFgTYQoAwJoIUwAA1kSYAgCwJsIUAIC1vCL7/8rszxlackDAAAAAAElFTkSuQm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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>5.</strong> Now will see <em>CombinFunction (unavailable)</em>. Right-click on it and choose <strong>Edit CombinFunction.vbproj</strong>.</div></span>]]></writer>
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</raw>
      </picture>
    </region>
    <region left="0" top="2664" width="606" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>6.</strong> The project file will be opened. Scroll down to the first <em>&lt;ItemGroup&gt;</em> tag and add the following code above it:</div></span>]]></writer>
    </region>
    <region left="18" top="2691" width="713" height="154" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="699"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">  &lt;PropertyGroup&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;!-- Relase -&gt; SMath Release Manager --&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;SMathDir Condition=&quot; &#39;$(SMathDir)&#39; == &#39;&#39; AND &#39;$(Configuration)&#39; == &#39;Release&#39; &quot;&gt;..\..\..\Main\SMathStudio\canvas\bin\Debug&lt;/SMathDir&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;!-- Debug -&gt; development --&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;SMathDir Condition=&quot; &#39;$(SMathDir)&#39; == &#39;&#39; AND &#39;$(Configuration)&#39; == &#39;Debug&#39; &quot;&gt;C:\Program Files (x86)\SMath Studio&lt;/SMathDir&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">  &lt;/PropertyGroup&gt;</span></span></div></span>]]></writer>
    </region>
    <region left="369" top="2826" width="307" height="27" border="true" color="#000000" bgColor="#ffff00" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 9pt"><strong>hint</strong>: you can copy-paste the code from these greyed areas</span></div></span>]]></writer>
    </region>
    <region left="18" top="2853" width="712" height="65" color="#000000" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="698"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>These lines of code will allow you to have a plug-in ready to be shared with the community, and they let you to</div>
<div>compile the plug-in in <strong>Debug</strong> mode on your machine. If is not in your purposes to share the plugin, you can even use the code below instead.</div></span>]]></writer>
    </region>
    <region left="18" top="2925" width="713" height="65" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="699"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">  &lt;PropertyGroup&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;SMathDir Condition=&quot; &#39;$(SMathDir)&#39; == &#39;&#39; &quot;&gt;C:\Program Files (x86)\SMath Studio&lt;/SMathDir&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">  &lt;/PropertyGroup&gt;</span></span></div></span>]]></writer>
    </region>
    <region left="18" top="3006" width="712" height="27" color="#000000" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="698"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>&quot;<em>C:\Program Files (x86)\SMath Studio</em>&quot; is obviously the path of SMath Studio on your system (you have to change it if is different).</div></span>]]></writer>
    </region>
    <region left="18" top="3060" width="712" height="27" color="#000000" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="698"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>Under the previous code, add the following code:</div></span>]]></writer>
    </region>
    <region left="18" top="3087" width="713" height="350" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="699"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">  &lt;ItemGroup&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;Reference Include=&quot;SMath.Controls&quot;&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;HintPath&gt;$(SMathDir)\SMath.Controls.dll&lt;/HintPath&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;Private&gt;False&lt;/Private&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;/Reference&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;Reference Include=&quot;SMath.Manager&quot;&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;HintPath&gt;$(SMathDir)\SMath.Manager.dll&lt;/HintPath&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;Private&gt;False&lt;/Private&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;/Reference&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;Reference Include=&quot;SMath.Math.Numeric&quot;&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;HintPath&gt;$(SMathDir)\SMath.Math.Numeric.dll&lt;/HintPath&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;Private&gt;False&lt;/Private&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;/Reference&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;Reference Include=&quot;SMath.Math.Symbolic&quot;&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;HintPath&gt;$(SMathDir)\SMath.Math.Symbolic.dll&lt;/HintPath&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;Private&gt;False&lt;/Private&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;/Reference&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">  &lt;/ItemGroup&gt;</span></span></div></span>]]></writer>
    </region>
    <region left="18" top="3438" width="712" height="46" color="#000000" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="698"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>This will ensure that the most recent APIs of SMath Studio available on your system will be loaded once you open and compile the project.</div></span>]]></writer>
    </region>
    <region left="18" top="3492" width="713" height="46" color="#000000" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="699"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>Once done, you should see something like in this screenshot. The yellow vertical bar shows the lines of code where there are changes respect to the last save; color becomes olive green after saving to show lines edited since the begin of the session.</div></span>]]></writer>
    </region>
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P3b9R4fw/yCHtBQtNwGqTV0vaSaPEsU8u5Txohpt+IRcR1bj59N7DVpVndysO4Srf63+1zacRvi9sbi32AB/sdPo/6BmbftLiwpkyJiPU3rFx+6U3MCtSV1MUf071J2nLNXjxum6q9bZsm10Xd1pdVm7i2DB4OPedhEhtdn8oDT7DhuevCXWer4Fr0aeevzzaP0nVm2yaK59NNHsxJuUvXZ5if4PMs/456yjmhXUIO97ci9Quur/T6UdvFE/wOwv2FeNr5y8WL2rq3LNuno0+2gFwruWtoE/aVpts3/hmXhsXnrv83lq2fvR7y98ap5ZRjwv0On0d9z8o9i3vKEqfXTTPU3eHvb7CZeHL1q3lxcVb9XzIT2+mVEOZlJvQxio34j4S82y+iXXokzqRXwv6v9ExYUxIK+FLPRJVXNJSqjtcxE84kxPnl07VGI4hrzUUn7xgr4H/72ZxmwpxAD4Y8Rdsi0itx7ns0vvm9EureMLiwRtDbeKlh0Xog+nomMuFTy3lybq6r62GdMK4HYhztDSV4eDYkD9mA5uaQvMGT/XJTkrcgK3kTYv/P3AQFe/MJ81UeyrYcVV5eqNgbWR2vI2JdneL88unaugdxZbuTd6eME0lEgMfmVwrLpbVrqjb17RedO9/WUl57LoJ2HXQexjPl+rTXZlKWBtvWQZxou3Cd1di0VcGcu86SMkbtJGFB+rYs7fag61NI4um/I08mfMN2aeNk9o/FpuPPe4stbyksl9Yg4nNk2705x8k5Ss+nRTvvffFqknZTz/OYNLdMO68iHz6etC7bYD9pbvaME7TrJbjusr+xfP3sPUniJve8zcqp3UPK5dTK4iilqZmJy4FmQoY3Nb0NupnYVq+EMBszUQvHPqGYmopGkAdGITITQe9Ctzdg4DCn0IRsaCb6zENKyUzYsGT4k/QOOCHv3vg3BiE0DCLYwzR3bCYml/PeqG8Q4U2i2d+9eYWkN4/mQRjcnKIbmL351HlZht7AguPCG18kzhxShviGmU9Xf2iHSN77eWDPg6StpK19+wZtbYdBLYJjB52HqYy7Pu01mZQlCovSCK+DwnVWk4vfkrvOkusnaqdyfsXrc9LvyNMN37RdHEldDwYpd9CW4bVj6xqEWdI6Ztq7L17h/NlzIfvS62xQWXaInVtxbc5PMmET2N79oWUfaTa/i+B3IOesOab42xS0+0T/b6xUv+a6ae7Rm5RTu4cMK2daFre/nGaou5s0qzIOMBPOPOQmWX/18b157I87fW9ebKlXQphjz0QzV0LF9RyIMM8KdBH8tldBjksnZ2/bTOTS2J6ZiHsUYo7eTNxDz4RFbgj2weUequ2PPblxqLTxmhtYGC43rSb94OHXuRFNuIFJ2r03rHy62bJ2SMo8FVvm8MbtsPmXwnJp7ZJsWer6h21tz+mqbddB52EiUqYx16eURblu7UNuA9Gci9+iX2edtrRh5fz06zO5Jjvl7Gv7bvim7eJIyjUVm37YZg5bllJYLq1BBOWu048EV3Rd58i0dzFe3/mrsddxVT9/XgaVZTdsv2eiQuq97frsIc3s71LOTXOP6ju3ud/nwN9Yb/0kHZf2ZuXU7iEDy2lpy+K2y2mGurtJsyrvuAnYlnzPhAyD2lavhHAQcyZSrLh3JqFoJoLjZL8cm85TkH3dIVHDzUQuza2aiVqcp2LcYoV3afiQItKj4+r0B5sJZwT0eQ2ZeFPLeV/4G4y9MYRiILnhaATxijewJH05NhV9sq/75qVwA5O0kxv9sDdBSllTijfL4yMnKmWfPSdRW0ubVvt9uw46DxMZfX26853Ww5KmEW0XrrOa0WZC0lAf/mH56zIH+anXZ1KHXFvLPu0NplrODdqluH/2xNeRPcdNPSSs7z6Rac9SvAHnLz52TFm2T1GfyG9TK1MprCZ7jc88TTX9gc84/XoJjiv8lrL5e4L8Ny2n7Bv1LE5J8hD0NO8i3d2UpUpjO2Ziy70SwhzNhBB9zUkEfDRUyYtypWeh6ZnwYt/xdnkTmwTBGgV/TDIBOzomMBPN8RWZXooovMKXb5qZEERwu8nJjkCY256LzP4ekW57C+p4V9+Ex3pzEdM1Bz4sNSUxTbyJ5dwr9U00JL35ZH/8arzcTbI+vhZg7qbluFut4huTYG9A/hh/IyrcwNKyRMLNC7QYXz4pS6esCWXxeGwUzp+0t/wN27due3t88TxMJE2zIi1b/uEkOOHVxg0ealG64cOu/0GZvx76r7M4rE3TCVe3P/09lK7Pab+jcjk3aRfhcH8rTszE9Q2uq6gtK5pru6c91Xil89dNM7oGCmnugr6vOfnrN3edlsIa5JpL6jDvNAv3yN5nXOl6GfYbs4T1k/+z6W1SzproWvO/j0I51bIEZNN05yDU3WEeE8zEfpirmQC4L+SH3PnRe0o3taMnFRlwHxz09WkfsHH55CGeN0CHDL8VmIIiejfiUNKcypzKsj003Y2ZADgQ3GTafJhg39w8mLfzLfbNzQOs99w46OuzYybcW+9jEwL8VgBgEzTdjZkAOCJELBybACoSdAfD/Jnv9eneIoZd/0fXK8FvBQA2RNPdmAkAAAAAACii6W7MBAAAAAAAFNF0N2YCAAAAAACKaLobMwEAAAAAAEU03Y2Z2AZ2ReTtLV+/ff6n+bf//luygN2B879Ozb/vuE4vv39j/vd/O/7tP/LHAAAAADwENN092kw8vvhkvvopWbTu9Y3d17CFlbAxExn+42+NuHUMFdOYien8D/O3/zN3M3EIZQQAAIBDRtPd48yEmIaPN+ZZtAL2O/PspxvzpDlOtjdfDXuuZiJaAbthYZbr5U5XuLSImfg/p83K1s//69VAQzEvMyHl/vf/+h/ZsMFgJgL2W8a+1VYBAADg+NB09wgz4U3CmXkamQm3/eLizG1bw/HePI7ijmeOZmKxXJv19bk56YTdj5nwIrIR5lZg54bm1GYi6NloxXxiNFKR3ukNCeNOxw4hiuoygKR+kZFS6m4NV5KP5N3fZh5FqPe09d+s0XNhPi9nok6r8Gp/Vaa/1cOomrgT0/T7Wl6Zv/0vH3c36L8FAAAAOEY03T3YTDy58oYhNRNt+LaGOAnzMhNiFtaFt7H3ZSZCYZz2Psi2F5XyfyUyv/+fLsyK1jBMMxNhGhWZ/DdheM+K4OoQC++wnKW6h+I6PLYUz5MxE1H7pduSRr6t2/q6Y+S8OYMx8vxZgxceez+9J7aXbh/XPQAAANw7mu4eZiakt6ExCfmeCR9uTcUx9UzY+RBrs1xkwhoUM7FYVmJr3RCZkVKYRslMWNHq30x7QjGqic8krCPSA9E8xkxYwduWxb9Jzx8X5KGR5h2Ws1j3uCfCCvpI6OvxHF2hHqVRI3lk2zOI38Zr27UxE2POX3SO4jx8eQaxjevTHjfnjw8AAADANtB09wAzUZuFcIK1R0zD6XvzojNnottzMZY59kx050rsmY6YD0RkUejrArdPqIpI1oX2ZlhxHZWrQMlMFOteIcfacKl3UIe+eJauUN+JmRhz/rZlJjaEngkAAICHg6a7x03AtiQ9E9ZMBBOu0+2JHNSciX1+zSkQnE7oe1EpglMTlIkYlXSieF5gO1HahDUivI63RWzZx6RtBbRSzmLdBTm+ivsfaX364gkZoR6VJd3W27poJoplSdLsmAnXnmrvzw5gzgQAAMDDQtPdm5uJCv+5WM+mvRLCHM2EkP2a0319GjYV41Zk5sKdUG3jBkK4worcOsxNEG6FatwzIcQidgqtgM6Ha4Tl/Lf/yAnsoJxp29Rt1xHrajxvWGKa+NG5CNtTb+uymaiOKZ6/spmI48bnd9vwNScAAICHh6a7J5iJ/TBXM/GgiHowHPt+A354JMIfAAAA4AjQdDdmAnQ6ZsK9dS8PC3roYCYAAADg+NB0N2YCCnSH+tAr0QdmAgAAAI4PTXdjJgAAAAAAoIimuzETAAAAAABQRNPdmAkAAAAAACii6W7MBAAAAAAAFNF0N2bioPjWvPrH5+mTe7++MW//8f/MqzeZsDmy+Nn88M/fzevOvn+Zq2+CfUOYGm8C7crQbuX0UWsyLFbm7ssXc3uZCRMub83dSl+J/fK2EHfnXJrbL7fmMhs2gL6655A4dyt9Fe4pae6KUlnmVM4SfeWczfW5MKu7L+ZLVVYhKtOxtPVYJL1j+K2MZsP7UokJ5dzo+TAa9zuY/bV+XyjnT+5T/t6x77bbyz1SvRf0Xy+a7h5tJvwCddHCdK9vgkXrbsyT4PipHIyZqAX6f3o+fOv2v/lcbf9hzr6Ojxsm5F+Zsx9zxxbMhM0vKEfuuB2Yide//Mv8vRLpjj/NxSJ/3CRGmYk35uK3glnYo5l4tFjWD4sTc3499mEhD77Mj7kSaf7mZrm9jMMrFqu77v76ZtmJZ9O7Myt/vkY9FLUbTuGhnZY/d9yEB7Ngb/yZ9nAo7XkvlMoysZx1u0ZiubMvOF9DzkORLV+fFeGDO7omN0HKownnidfZ9ul5cO+gnAf9W5l87UpaOzITU9psg+fDpN+KtFv2nLuyh206j3O/PeL2EpLroPgb278R0+6RKn333TA8uR+q9wL1eqmo2ivU3c1xVZxxZkJMw8cb8yxcAfv0vXkRGgh7zHvz2G9PZK5mIloB24rzwDAEPF/+Yd7+WLF8VW9/Nq8+tNtlJpqJH2+aVZ8l/6yh2BpOvP/9l+8yYVsiZyZUeszEPpGHxfW5OakfFstR4khu8MlDwt7w3D65AWRvbvaY3I0y/8CRm9bdXUUtOBerW3N7226XmWgmgpuZvWlu7QGfabNBYftm++W8rM7Z6rI6z+GDwra1nF+/LzETG52HTDmnXp91uUY9PAcy+qF8L+xfrBz0b2XytStpbetekzKhzQrPB9EXeXOxyW9F4ubKmLRL4XlxqKj3o0Hs+feZvUeWSK/r+Fq0v4/wudBBu3aV66W+PnK6W/IaYSbemWc/fTJPT8/M09BMiHm4epc5zm9PY45mYrFc1zeBel+fmVh+a84+iMCvzEH1v9vnzMTLD2EvQmscnAmIw9oejtpMBL0QjTlJzIQ3JLn8UpMiYa+WYQ/LABPSJ/TrngDfa9GK/O/MVRXv4vs/m7Afvn+jxvt7kEfYCxKahtMgrZa2l0SLZ5lazn3S3GS0h4K7aXaMQOHhID/+u9WlWd3KzaZKt/rf7XNp2LcWwRsPf0N1D/A4rH1DVt/c5KFfhzVlSoSAv1Hn8ktv3vaBsJK6+GO6N1xbrtmLx21Ttbdt0+S6qNv6smoT15aure3/PedhEhtdn91zGYfnrgt3na2Ca9Gnnb8+2zxK15ltmyieT7e+rv1xSblL12eYn+DzLP+Oeso5oV1CDva30nft9rRL9r7Uc271a6IO3wEdnSGk5cpRl7VzvVTIOe+WO6l7eJ+otkvXtd7WFYU2m/pbuavi2F6U6vyv6uNy9Uyx+SnHFX9jlrg9Gkp1T8LGXCtSns7xnXMq58wfl1z/cmzz+5Dj8vfiEO1ekL1ebN22YCaeXP1qXlycVf9nzETQM+GGQR2bmdDHNjbiPxLybr+IdumROJNeCfu/0jNhTUko4Es9E1Ve0VCqOl7HTDiTEOeXT9cajSCuNRedvGOsgP/tZ3OaCXMCPRjyFG2LSK/Eue/R+Ob3Sqh7w+DCGkFv46WGReuB6OuZyIRPLefJubmurod1wrgeiHG0N77cA0W/cdibhcSLHsJuv9ygpEdiJb0S9v/cA6ei8yBTbrL1ja65OdkbYR0vutE5ujfPfLq27kFc2e7k3SnjRJKHgcfmVwrLpbVrqjb17RedO9/WUl57LoJ2HXQexjPl+rTXZlKWBtvWQZxou3Cd1di0VcGcu86SMkbtJGFB+rYs7fag61NI4um/I08mfMN2aeNk9o/FpuPPe4stbyksl9YQitduco6i85m0S6fNgnhR24RpVGTy3xXtvAq3XfyteOz51to4bZ/MPhu/ra96XUftl26X22zKb8XW3f4vabvzHd3vCtj86mvP0mnD0m9Qu0+E7RjXV61PL0m7hdjz4vKU9NN6N3UM73fSflVd5YWSr3u2vaLrPSStp0PaPae7Zf8wMxH1PiRmosLPoxBeXLw/rp6JWjj2CcXUVDSCPDAKkZkIehe6vQEDhzmFJmRDM9FnHlJKZsKGJcOfpHfACXn3xr8xCKFhEMEeprljMzG5nPeGu5l2bhzKDz/E3ZCrePXNtLnpJTft5oZTP5hawvS1G3BSjvBGlTxUhO6NMZ/usBt04WZ8lCRtVT88bPsGbW2HQS2CYwedh6mMuz7tNZmUJQqL0givg8J1VpOL36KJBE0ElfMrXp+Tfkeebvim7eJI6noolK5dW9ewnQVfx6RdonYttVnSTpn8d4qdW3Ftzk/Kv5WhdH/nUr9ce7XH567N/mtQbzMtTYvyW2nza9OWfUPuWcX8LKXfYCaseJ3VZZV96r1HI7kOE/LpuvL5fVLXpq3rcrZtlJyXBm2/Sy/XxqHu9vnJsQPMhDMP7QTrgNzciHQOxUTm2DPRzJVQcT0HIsyzAl0Ev+1VkOPSydnbNhO5NLZnJuIehZijNxP30DNhkRtEc1MNb3LlG1FLGy97k5WbeXLTtvujB6yg3YCTcoTxOg/iXBr5dPsfCEJS5qlkHxZ1/qWwXFq7JFuWuv5hW9tzumrbddB5mIiUacz1KWVRrtt+waJcZzW5+C36ddZpSxtWzk+/PpNrslPOvrbvhm/aLo6kXFOx6Ydt5rBlKYXl0hpC6drthIUk7RK1a/+5bcu/hTYbSNozUfqtDEbqFrVR2i4x2nVdvgbLbaal2bkmg/PQ5tceI/vuxUwUr7MAe76q+qv3oJTyubD1vUvaPblWXRp1eTvnWmuLpN1DMmkIoe4O9cS4CdiWbs9EGuaGQ+XCh3MQcyZSrLh3JqFoJoLjZL8cm85TkH3dIVHDzUQuza2aiVqcp2LcYoV3afiQItKj4+r0B5sJZwT0eQ2ZeFPLeV/IDUpuJvYmEt4ACjeEkCBe9saipC/Hpg8y2de9mSc3RJtOvZ3chHNpajf2bFlTwrweALkHevOAjdpa2lQeRHUbDjoPExl9fbrzndbDkqYRbReus5pc+7RkrjNJI/PgdITlr8sc5Kden0kdcm0t+3RRpJRzg3Yp7p87xWtX6q7dJ5J2kXSieMq5lXZSr4ndkdcZhd+Kx9ZLawNHfK0m7ZIw9LqOtnvabGia4bltf8vtuWrudWEaGdT8GjK/sWJY6TpLsHXS2zcmvA4Tmuvelaepd+k8pGVPj/X0lDHXfqHu9mnKcVswE3HPRd5kjGeOZkKIvuYkAj4aquRFudKz0PRMeLHveLu8iU2CYI2CPyaZgB0dE5iJ5viKTC9FFF7hyzfNTAgiuN3kZEcgzG3PRWZ/j0i3vQV1vKtvwmO9uYjpmgMflpqSmCbexHLulfohEZL+wOXH3Lm5qvGUG6gcXz+s3M3c4Sa/JTccexPyx/ibVPJwCm9UaVmiB44rTxRe4cvX/0DoE4/HRuH8SXvL37B967a3xxfPw0TSNCvSsmWvT4t7OLdxgwdelG74ICxcZzX566H/OovD2jRtevX+9PdQuj6n/Y7K5dykXYSD/a30XbtRW4bhhWusou/ctvGEbntuE/1rTkK5Hr59tGvRIsdE7aLXp3Rd69dguc2m/Fba61XK6/KSfZuZidJvrOf3p15n3Xhq+2WQsuaf4UH71nn748Jrt5NfUs5cWXrvBeH1Up/zUHeH7TXBTOyHuZoJgPtCfvjqzUkRDg+D9iGTD4d9cNDXp31QxuXLPtwPHn4rgznKa8IJP/V3uikP5ne0A/Z+jxxyL+heL5ruxkwAHAhuMm0+TOh9y3CkyMPqIdZ7bhz09dkRQfKg3aHouif4rYzggVwTW4U224h93iOn3gs03Y2ZADgi5AbxoG7c8vBCHB0M870+u0MUju5tKr+VkTyAa2Lr0Gabspd75Ab3Ak13YyYAAAAAAKCIprsxEwAAAAAAUETT3ZgJAAAAAAAoouluzAQAAAAAABTRdDdmIodd4ThYfRIAAAAA4AGj6e6BZiJemM5y9a4NP31vXjRhn8zT0zDuNO7TTMQLx8hCcfnF3uaHslheL91F7eZbRwAAAADYN5ruHmUm8qtbvzPPKhPRhFljcWOedI4bx67NRLSSdcTCLNfX5vzEb+dWnfYrUs+NKWaiNhL1ytz3TXkFUAAAAAC4DzTdvbmZeH1jvvr43jyutx9ffLI9FHnjMZxdmonFcm3W1+fmJBP2aLFMTEZiJhLB/vJD9f9SDIZ/q58aj9zbfpfm2fKPJuzt8lUdVoqn5/c8SKvFmR4b9uONee7Tr+tg83zzuTourF/MJvWLj/PbPXWvKJ4fAAAAANg7mu6eOMypHcpkzUM95OnJVRVWGYun1d8XF2dB/PHsxkxIr8O68Ob7xJxfh70SQiKMrfhueyZEbIdC3YpvEdVpD0a0LWlW8XxvQCcsFPeyPSA/u631TMRphOLeGo26HKEh8WlMr1/JTGh1b7E9R8xbAQAAAJgFmu6eNAHb9T64oUzeTFgjEZiK2ZkJO6l6bZaLTJhHeiU6b8Rr8dsQC99YzLeEIt3THpuI7dAEWHEd5hfnqeXn0MyEi+d7AKRs4f9xOTM9L5n0RtWvYyaUujf7auR8REPOAAAAAOA+0HT3JDPh5kXUvRMyzOmn0DyU5lcMZ5c9E/m5Em54TddspOI3ZitiOxTU0vMRDUmK0fJzFIS5CHqbbpJ3J795mAl6JgAAAADmg6a7J5kJP5zJzZOQCdjBF5ysuZj3BOzsmHzpuciO059mJjrDd6LtjKCPxLaSZkXZTLjwdA5CG1blv6zyikyAy6+NM8xM9NfP/+/Si+un1d3BnAkAAACAeaHp7mlzJoIJ15YD/DRs+jUnEbD5uRSJ+E0oinsrlLtDlbyAz4dVWGEehKtzJDJEcZN06/J04+vlmVa/uueiDnu7vAnasFx3vuYEAAAAMD803T1tmNMe2LWZiNj7InVlg7IzRPwXhlDth3uqOwAAAABMRtPdmIl74T4EtesRKPZq7AXMBAAAAMChoeluzMS9sF9BLUOV3HCj/FyK/YKZAAAAADg0NN09azMRkjtGqxQAAAAAAGwPTXfTMwEAAAAAAEU03Y2ZAAAAAACAIpruxkwAABwsl+b2y625zIYB7AOuQYCHgqa7Z2smhqBVCkBl8bP54Z+/m9edff8yV98E+4YwNd4E2hXB3Sruo9biWKzM3Zcv5vYyEyZc3pq7VX5VeOHythB3qyzM6u6L+VKVVYjK1FeHubDtckp6d6vCZ6t7hNwWz60c68/Nds9D4bxvm772nNN1ttWy7FLwH4GZmNDWG92TAQ4UTXcPNBPJonXC1bts+LPXYbxh+EnWJXLxtEqNx302tV1IbQ6fUNWIV6gejl+Jev51fP3Lv8zfK5Hu+NNcLPLHTWKUmXhjLn4rmIU9molHi2X94Dox59djH1zysM88KCuh6QWc5fYyDq9YrO6y+0Nh+eXLnVlt4xxJeTShNxuR54SvWo4dlNO2deYcOBQhN+ncuuskjNetR0/9s/TEKZ33HdDfnts9f9PJlCU9r4NFvHKdbIVC2nV5t2kQ8/eewrXbub5y1+OE877RPRngMNF09ygzkTcK78wzu+p16Zgymlnw7MJMxCtgJ58rtatIJ6tHz4YpZqI2Eh++zYTNCSfe//7Ld5mwLZEzEyo9ZmKfyIPr+tyc1A+u5SjxLg/KRPBb0ev2ycM5+xC1x6QioX6LrIqx6WjGZV5MEdObkjl/UVhyjiaf2yStIJ32mO2bif2f97721ML2TaYsiTC2bacJ+YjMdbI19LQvb6vyX1bX0VbMYunek5QhvHYHm4mR571wTxZ9gbmAY0TT3VswE57DMROL5bq+Cfh96doHsWCXdRpeLcVg+Lf6qfHIve13aZ4t/2jConUe1Hh6fs+DtFqc6bFh0erWrg42T1n5OqpfzCb1i4/z2z111+gT+nVPgO+1aEX+d+aqinfx/Z9N2A/fv1Hj/T3II+wFCU3DaZBWS9tLosWzTC3nPmnEpDxY8w9REaKdN4pZERpgwzNvB+uH/cqKHxfm03aCqI3jaPMI30R2BGnnTa1PNycu4jRvV2FZ8/kJPs98Odu2K5ZzQruE6II7qacw9dx20sqJrty+aW3Wd971NtPPn6R5V+23b6krAbmqy5WWV2/PmaMI4+Zc9lxnl8HvpT3/5d+K/hurw3PXoN9vy5peh+549V6g1S8tV0RahuA6HWQmtk9XZwAcPprunjjMSXoi8sfM20xoYxsTYWzFd9szYRd9C4S6Fd8iqtMejGhb0qzi+d6ATlgo7mV7QH52W+uZiNMIxb01GnU5QkPi05hev5KZ0OquYwX8bz+b00yYE+jBkKdoW0R6Jc59j8Y3v1dC3RsGF9YIehsvNSxaD0Rfz0QmfGo5T87NdXVtrhPG9UCMoxWAihDIvKnrPuwD7MM+iBNtS3pVXl7AWYES51sWeDkBkJQxEg2JuEiEiK17UA8rTnPioiNg+oRIJnzDdmnjZPan9ayZcm47admypMcNEGIj2yx73ottpp8/m5bN27WriFDZF4tfn16ubUZi0/Ft3WLrWgrLpTWEjjB2dXf1S6+F8Dy79mjaOWrPJF7UNmEaFZn8u/nWVMeGJqE9B0lZoms+yS8oiz23nbw9SRnCa7dT5gHX8JZo51XkwwEODU13T5qA/fjiU2UobsyTaP/mZuKvv/7qEIanaJXKUou1vDirxW9DLHxjMd8SinRPe2witkMTYMV1mF+cp5afQzMTLp7vAZCyhf/H5cz0vGTSG1W/jplQ6t7s61IyEzYsGf4kvQNOyLs3/o1BCA2DCPYwzR2bicnlvDfqB3v4cG/2dwVC6YFuwxJR2Ir0JL1IsDhy8VtyAiARHpFoKOfXliuDFSJ1m1jCcvYJkW74pu3iSOoa7c8d78OGn9voeEsuP6X+G7RZrn3KbaafvzZe216yr2MmgvB4/8zpCGPXFrZ+9toJz4Hg65ie8/CcJGHRNZi0Uyb/btpCcs4lzRG/zZwJsedWufe4NHP1ruiUuXw9bh07t+LanJ9kwgAODE13TzITj07fmxed3onD6Zlo50p4UvEbsxWxHQpq6fmIhiTFaPk5CsJcBL1NN8m7k988zUTcoxBz9GbiHnomLPIgb8RX+IDNCYQKKxoz+yvKArAsIIRc/Ja8AJD0swJigGDJiwmJF6TTKWefEOmGb9oujqRc0f7c8RVjz20prYZc/ZOyjWyzXPuU20w/f228tkyyb2dmwtY1vAYdtmylsFxaQygJ46zQ96TnNjwnSVhy/vTfmCdNuyJbdx+3nJ/dtvVIjivce7Jl8NyjmaBnAo4NTXdPMhNPrn41X318bx5H+49pzkSMKu7T4TvRdkbQR2JbF9dlM+HCtTkILz9U+S+rvCIT4PJr4wwzE/318/+79OL6aXUv4cR5KsYtVniXhg8pIj06rk5/sJlwRkCf15CJN7Wc94U8aEV82Qd6KBTk4ZwTDu5BnAo9S5pGtN0jICpyArIlIwAa0RHsawjLX5c5yE81E0kdnJCKyyn7uuLUo5Rzg3Yp7u8TUaPObSGthv76jW2z7HlPy5zJI3f+BpsJtT1nTiKM47aWOivXdXpuI2EeXg/Jb0XaSf2NebrXTe6ctuchOT5zLuzE7VV9/Tb767Kl14qlW4aG7LWkHLtFmDMBx4imu6fNmYiMhHzNKQirGWMq9m0mhOLXnBKK4t4K5e5QJS/g82EVVpgH4eociQxR3CTdujzd+Hp5ptWv7rmow94ub4I27Kl7ERHcbnKyIxDmtucis79HpNvegjre1Tfhsd5cxHTNgQ9LTUlME29iOfeKFRMiGlpSEaILQHlwh3GDB3WUbrB/gIDIispG3MT4sjoxFdKmadOr97tJuW2YJkZ9mBbPYsvuj0lFWEyTxwbtIuTbRsiIqMnntiDIRpyH4W3mUOumtpl+/tq0pC4ujuxL66q358xJz20q9KN2DsOlPYL9uXNQh+V+K208Ib1G0uvGXSud82PLLsclx+eu+bqe3XOs1SMtQ0xYv7Tuu4CvOcGxounuacOctoyYhT5y8bRKzYOyQdkZIv4LQ6j2wz3VHUYjD9mcKLMownY2NOKk3ZcXyYeOCCVNAOki6qDP7U4ptSdEDPqNlYX8JCTf3h4RANg3mu6ehZmYilapeXAfgtr1CBR7NfYCZuJQsMMJCqJq1m9wO0JHRE3+jfUhY98Mq+dAF3IHfW53SLk9IWLQb2zbZuI4f8cAx4Cmu2drJrTeiBCtUvNgv4Jahiq54UYD1nPYOZiJY0LE1zwf7N2hN0fXKyFirih8NxNy8z23O6K3PSFmyG9se2bCGr1j/B0DHAma7sZMAAAAAABAEU13YyYAAAAAAKCIprsxEwAAAAAAUETT3ZgJAAAAAAAoouluzAT0U69rcf9fiToy7KrXD2x1VK4lAACAg0TT3QPNRLJonXD1rg0/fW9eNGGfzNPTMO40DsZMpIvPRStPxytNb4eeNOtF5sZ91aknzb0JQPdJwPDLIcf8pZnOwkZcSwAAADBTNN09ykzkV7WWsBvzpN5+fPEpWSF7GnM1E9HK2VYYlVZ33r8AfPmhKs+bqlyjFq7bRTl19NVBk08M2oW1DntxqXil9ZCFWa6vzflJvc21NAlWmgUAANgPmu7egplIeH1jvvqpNRdTmaOZWCzXZn19bk78voIAfL78o33D3NAe69eF8ITiS8JeLSVtH+7WbOhL067vYIWfCLpuueI8h6UZxukIxORNehvu1pk4C9JO32532tKSfq/cfePc907Yb+KvxGD4novUeCg9GnbhpTZM8N8xL6Xpv3nu8WnKYl93VRzbi3K3Mqv6uLQXJV/HmsUyNhlcS1u+lgAAAGCbaLp74jAnfSiT7ZkIh0BNZF5mQt4ir7NvQBsBlX17O/AtrRVS7SJvVnQF6VlB2KRRSPPN50ZoSblC0WXTjIbNhPSVMxOeit9oWwRgkJ8dLtPWz2Pf2kdzBhIzYU1A2zNhxX0l3v3x1giIgE97MKJtSTMIkzSTNLJp1tsNNk1XNrtysP3fDcsSY+IMhjcH+vXiODHn10GvRA3XUm576rUEAAAA20TT3ZMmYFvDkOt92FKvhDAbM2Enya7NsmeoTV4IlsWaf9PqiAXgKDGW2y+CrCmLCLJArHUYLwBtfRNB2ZbbvU1uBF8icCPkDX0z3MeJ87Y3IB7ipAl9K+6TVW3bY/vNRNY8CJ0ejcBM2PzatBszMeR6kToX3qRzLW3jWgIAAIBtounuSWbCTbiOeydUgzGROfZM5Me+h7i3qK1Q0oRVIsgSgTRJANo0QkEphG935ycAe3smEqaZCff/WIPSMSFpz4RmJmzc8vUiw3L6zCnXkj9m6rUEAAAA20TT3ZPMxJOrX6NJ1ts2EsJBzJlIsUInFloiitIx3ulxcszwt8n5NHOCTPa545yAS8NDsuVsyAjEtK7Rdr8AHDZnIkYV/qVhTvJ/0BORMjRNZ0iGmglHto7SczFkfD/X0obXEgAAAGwTTXdPmzMRfq0p+ixsy6DJ2gXmaCYE+wbUv3HuDC/JCDcrfnx4Kvocb5c3kWDqE4DdNDMCTYjGl9cisIkXC7J8OdM4jiafqP6BGOwRgNKGg77mlKD3IlREQ5ICY1HhjEBIm0cpzTCem3A9zkwI0fVSIcI3W3eupWD/Nq4lAAAA2Caa7p42zGkPzNVMwIFhTUZsUMQk5IT/znmIi9QBAADAUaDpbswEHDcdMyG9CYUeDgAAAADooOluzAQcOW6tinCY0730SgAAAAAcMJruxkwAAAAAAEARTXdjJgAAAAAAoIimuzETAAAAAABQRNPdmAkAAAAAACii6W7MBBwel7fFSdTF9Sh2TnmtjF7sYnkjy68uzOcmn8/jy1Ubtsum2HZN8p/S1ntlTufvnuGzygAA946muweaiWTROuHqXRNuV8Ruwj6Zp6dp/PEcjJmIFuiqiFYGVhYA2wgtTVncKyhHxXbznQHRwnQVduG4+Jh2Qblgfy0aO/FsesECd6PEpSb0CqI5LX/uuIkC1y6wl2kPm2duvzCXdhG0sli2IKpt+js0E0PO7Wj66v1wzEZncULuuwAAe0fT3aPMxJBVrR9ffIpXyJ7IXM1EtKKxfaCFq/Wm7Puhlq4UXCrbPFFXNLbCzwlctedBFYzxitgeu2r1Xbty9WJ1a25v8ytZd5loJoIeBGt8tiI6Bck3V08pZ2b/nNqlUBbHFkRz7trYJjs5t3313kK7zIh0tfiWhVmur835Sb3NfXfrsJI8AAxB0927MRNBr8VU5mgmFsu1WV+fmxO/r/DgeL78I3pb5WiPffkhDgsfUhL2ailp+3D3sCqnmTzUkoeflqY91tajTTN6YL753Oz3vF2+6k1Tq5/U4W0Vx77N+/HGnNXHhXl22lloxKAijiuyK1v3iebVpVndigis0q3+d/tcGvZtf/C22Ys2JxTjsPZNfi2agzfVTZkSwenFYC6/VCBaA7WSuvhjukLVlivTCxHWqWFO7dJTlji9TJr++NQw2O0wXhtWaus03iCx3nNui2kmYe25cmmk7Svb5Xbpptnm59psFcTvXBsaWpr1OY3zGFj3muxv3rNYxiaD++7+7rsAAAGa7p44zCkdyvTOPPNhW+iVEOZlJuTN2Dr75qZ50FQ36OdJ2OA3ZPahkjwQgvTsw6NJY+AbMvswSh6iuTTTB3O0LWkGYZJmkoZezoCgfq695H9J2z0g3YPOPSg99i1lMka6FYBdIe0ETI8gTeYVyH4nzERc3db/Z4S3YAVRmG8s9FqckIqHDNXxOoLT1SnOL5+urXsQV7Y7eXfK6ElEd81s2qVCK4ujlGaQd1QWl18TJ9s2mXTtcakoz19XEcVzm7a/bLdpZs+lpS1fev7T8ChesQ7JeRhav546hOezrfeAeFUdtHur48ScXwe9EjXcd/d33wUA8Gi6e9IEbNv78NONeZIJe/T6Rg8bwWzMhJ34tzbLnodt/uFWeKh13jzFD7VsHEvpoRamFzyMKrQ0bbmj8cbhsf0PNbWcSv3a/Nq0cw81i7yRDIc3WGoxFAqiZn8qFmNSwdqIOCuoXNxINFuBVOdlCdOfIHA3NBPdvFJSodbSzafl3tslIG8qttDW2fy66dr8k96dQW1fOrc277C9hPY8NXVO8vXly4e14WnZynVIfyda2yb01EHI1qMUb8i9Ve4Bhbfl3HcTdnbfBQDYspl4dPrevFAnWksvxeaTsOfYM5EfzxviHiztjb70AAoeFpk3ZOrDophmm0bKtIea+3/sg7JUv6EPNfUNmYgTK1ZEFIUiKBVJGm28rEgUUdikH4iljhjdgsDNppFPd5CgTcscIuVIxG7MPbZLh7YsbnsLbZ3Nr5vu9sxEkHYnTEGOE7Hd5O/TSNvDk2+XnZiJAXWQfGWuTZR3b7zyvVWG3vS9yOG+69nhfRcAoELT3ZPMhP16kzacSXomjnQCdu+YUnvz7t74O29/kuPcg2PoQ01Jc+JDrVPmcFv+j974xQxNM6zfkIdasZ1FnIhYseIwFM4ikhQhHRLEK4rmJH05Nn4D7/Z13/YPF7i5NDVxly1rSlYwtxTTuM92SUnyEPQ0/XGu3ZqyRGkkYQ2Ztk7zzpQlS/HcSjkHnD8hapegfHZ/N41suxTrkJwHKXfaLnZfmldPHZr6uzK3ZRpW9+xvXnouhozhT+9hFdl7ZOG+5Le57w5obwB4sGi6e9qcicgsBPMljnbORIt9c+PfonW6lDM3eXuD9+Hpjd7hJsYNf6jl05z4UBOierRlFMJyOoaVU6tf30NN2jc7froWOCGDhJUaLyMk/fH1m1UnCB13q1UswoRa4LljFLEWisO0LNEbWy94Y3z5pCy9gizzRjqiEXz1/9m8ZtAuFZ38s2nWda73p2UJw9zbfR9Wbuu4PIEoL5HWITq3FVH5w/BuWdq6J+eiziO6xpV20evgxH0+zOHbrXwOKqJrKUinPq4pp1r3mOjeWiHiNnsv4L67v/suAECAprunDXPaA3M1Ew8K+7CLH5TysOq+ndsfInQ6IsdjRUsibB8MIhL7hK9iFOABkZi6ufKQF6mb4X0XAEDQdDdmAnQ6DzV5q9Xz9m7HXN6WBXPv2/kjxfYWPMB6w1gOxEw8ZGZ43wUAEDTdjZmAAm7SYdjdfghvx4YMCToqZJgJRmLHpMODQvp6hOYEZmL+HOZ9FwCOH013YyYAAAAAAKCIprsxEwAAAAAAUETT3ZgJAAAAAAAoouluzAQAAAAAABTRdDdmIsdD/iwhAAAAAECCprsHmolk0Trh6l3nuMcXn2zYs9fx/incp5mIF/Bxn+ULv6wx30/0ua+AjC9f9+shfIYQAAAAADya7h5lJoom4fWN+erjjXnWd9xAdm0m0tVWWxZmub425yd+O1nh1K6CGq9WOh+mmInaSNjVUXPh+4WVWAEAAADmh6a7t2Qm3plnP30yT08HmI6B7NJMLJZrs74+NyeZsEeLZWIyEjORCHZZmfTVUgyGf6ufGo/c236X5tnyjyYs+o64Gk/P73mQVoszPTbsxxvz3Kdf18HmmVltNWST+sXH+e2eulcUzw8AAAAA7B1Nd08c5iTGoQ1/cvWreXFx1hw3XzMhvQ7rwpvvE3N+HfZKCIkwtuK77ZkQsR0KdSu+RVSnPRjRtqRZxfO9AZ2wUNzL9oD87LbWMxGnEYp7azTqcoSGxKcxvX4lM6HVvcX2HDFvBQAAAGAWaLp70gRsNzfixjyRbRne1MyfmLGZsJOq12ZZWqlWeiU6b8Rr8dsQC99YzLeEIt3THpuI7dAEWHEd5hfnqeXn0MyEi+d7AKRs4f9xOTM9L5n0RtWvYyaUujf7auR8REPOAAAAAOA+0HT3JDPx6PS9eREMa2p7LAI+vs/HHcgueybycyXc8Jqu2UjFb8xWxHYoqKXnIxqSFKPl5ygIcxH0Nt0k705+8zAT9EwAAAAAzAdNd08yEzKsSczC407YAc+ZkJ6L7Dj9aWaiM3wn2s4I+khsK2lWlM2EC0/nILRhVf7LKq/IBLj82jjDzER//fz/Lr24flrdHcyZAAAAAJgXmu6eNmciayTa4+ZuJoT0a04iYPNzKRLxm1AU91Yod4cqeQGfD6uwwjwIV+dIZIjiJunW5enG18szrX51z0Ud9nZ5E7Rhue58zQkAAABgfmi6e9owpz2wazMRsfdF6soGZWeI+C8ModoP91R3AAAAAJiMprsxE/fCfQhq1yNQ7NXYC5gJAAAAgEND092YiXthv4Jahiq54Ub5uRT7BTMBAAAAcGhounvWZiIkd4xWKQAAAAAA2B6a7qZnAgAAAAAAimi6GzMBAAAAAABFNN2NmQAAAAAAgCKa7p6tmRiCVikAAAAAANgemu4eaCaSReuEq3cDwobhJ1mXyMXTKjUe99nUdiE1IfziULwq9HbwK0O33P9nWwEAAAAAumi6e5SZyK9svfmq15pZ8OzCTKQrYDu0z5Zu20zURuLDt5mw/cOq0wAAAABQQtPdD9JMLJZrs74+NyedsK6ZeL78I+o9cPxhzr6uj/n6xrwNwrzhkHhvlzeux+PHG3NWr/Vgw2Ul6sJaC7IuxKsqbptucKySX6fs9ji/7cLOgrqka07obQIAAAAADx1Nd08c5vTJPD0dEjaM/ZmJhVmu14W38GN7JtLjZdsZDWdCJEz2OfHuDIb763slQrPi07eLzFUG5HmdrjUXEmYNQmpk/HZSlo6ZqNL0PSFpOjW2t2a9NItgHwAAAACAprsnTcB+fPGpMg035snIMA1vFv76668OYXiKVqksJ+fmujISy0UmrCE1Bx7FTFhR7oxAS2AmrHiPDUZqJnLpN+ahCXd044XH9pmJsF6FYVuLZWUors35SSYMAAAAAB4kmu6eZCYenb43L7QeiFKYwr57JrpzJTwjzYQMVwp6EEJKZqIbbx5mgp4JAAAAAMih6e5JZuLJ1a/mq4/vzeORYRr7MxOOMXMmPCLa03kG7vg+4Z8xE3W8Nr1hZqIzPCnabvPx6bVzLZJ6ZeZsMGcCAAAAADQ03T1tzkRkFkphw9i3mRDirzk5cR8PV0pMRTSkKRX0Qby6x6FsJiRummebpmomBGsEunEEm2cd5iZ/h2bCx+nG42tOAAAAAFBC093ThjltGTELfeTiaZWClKRnAgAAAABgBJrunoWZmIpWKUjBTAAAAADAdDTdPVszofVGhGiVghTMBAAAAABMR9PdmAkAAAAAACii6W7MBAAAAAAAFNF0N2YCAAAAAACKaLobMwEAAAAAAEU03T1bMzEErVKHg19czq8NkS6KByGvf/mX+fs/HVff5I/pZfGz+eGfv5vXubARtKuFu1XV72+djktz++XWXGbDjoPL2y/myxfH7WX+mBzzOUcAAACHj6a7B5qJZGE64epdfMzrm8kL10kvRB+5eFql9kd5MbheZAG6epG7bPjB8p25qkV/y+YC3vHGXPx2/2bi0WJZC9UTc36dCNXFytzV4tdye+n2X95W23dmtYiPGyaQF2Z1lzt2MzMRCvWobJPRyrkpE9ItnSMAAAAYhaa7R5mJZ69zYY/M44tPk1a+9mhmwTMnM9FdObs1EHYF6hHmoF0lOx9++Iip2JaJ8MzITFyfm5NaqC4jg5AX5YvVnbm7q1i562exujW3t+12mW2bCZdeY3S2xszMRO4cVbDqOwAAwDg03b0FM/HOPPvpk3l6mgsbxqGYicVyXYsTvy82E4++vjFvw/Uc7Hbbc/HqjdtvTUSw39EfT3j5odpehuFD4rl1Js6CfNMhVZKuDxtaln5yZsLtu/j+z6bX4ofv3wTh8XCmbo9Gzkwk+aSGwW4raSZhk02Kp89MrC7N6nZlh96sqv/dPmcm4l6CVjjLMeF+h8+jNhO218OFDTIntpwFE5L0rrQi3uW3CsrUmqNSOV39bldhukH+an4exUwk8YYZM0f39wwAAAAamu6eOMwpMA+n782Lj+/NE+mdqMNfXJwl8cvM30xoY65jM2EFedPT4AR8u1BcYjwq8j0T5Xg2j6D3w5oLK/BL8eT/oGwyvCo4Ni53SLks/WhmohLuv3zntr/5PRL31kj4sCxjzYTLrzm+ExaWT7b/NBcifk/OzXV1ztcJ4dttjUZU34lpiPeLGJYeiZX0Stj/lZ6JjtjX3syLuK/yioZS9fdU2DIm5WuweQeGKNruy0/vQbBmKcjTmgs5rpifJ59uk0awbwztvIp8OAAAADg03T1pArYd1vTTjXki22ImIgMxvqfCm4W//vqrQxieolVqq9SiMi8ia5HuCYc4JW/0HQPMRE+81jwkFOMlpsAe67cLBmFAHcqkYj2zryPuazHfHJ8y0kyIWfntZ3OaC7P/t70Sjr78h5Oailg8OwEemYmgd8Ex1EwExwVpx8fFlMyEDUuGP7WivS+/spnI7S/n58mn27TxJsO17NyKa3N+kgkDAAAAi6a7J5kJZyBqw1D3TITzJZ5c6fMrchxKz0Q7V8ITCPFaeDfDhwZMrs6aiZ54qpkoxptoJjaeID5zM5GGhWzQMxHj3uSLCM6KaTEQVgjLcenb+d2ZiVIPxiGZiQZvxEaaCnomAAAAhqHp7klmQsxCO+E6mU8RGo0gTon5mwlH35wJNxciFOnlOQb6MCc9nmomivEkTDMT9edp1WFO5TqUGWsmnFGYNszJm5A6DZ+mTV8Js/HStLaMFdvOJBTNRHCc7JdjU7Ev+7pDogaYiVpo58R5VnwnZYm3+/PLl1Opv1DMz9NjJoRMWUowZwIAAGA4mu6eNmci/XJTPdTJh4/plRAOxUwIpa85efHd9E6kw4SSt/x5M1FRiKebiQo1XslMCPF6F6UJ2MN6KpxIj4cPhQJeMxOCF/xpvHS/wxuB02hC989RHmHY1Te5/IM0tZ6Kofg35AFOACti2JuJ6n9nIBx3q1Us2gUrlv0xw8W9HwrUFeISt80z+jRsVI9Q2A8wL9lyFsyEoOZXm54mzBG2aXd/P3zNCQAAYBya7p42zGnLiFnoIxdPqxQAAAAAAGwPTXfPwkxMRasUAAAAAABsD013z9ZMaL0RIVqlAAAAAABge2i6GzMBAAAAAABFNN2NmQAAAAAAgCKa7sZMAAAAAABAEU13YyYAAAAAAKCIprsxE3OlXt9h+oJxuyZZu2IKl7fZxc08xXUJdk6ynsJY6rUWRpVf4tytMqsxD1iwbW9s2C4HQLjex07aPFmbo5TfVspiV3Mfscr3Q7j3AADAaDTdPdBMJIvWCVfvXNjrm3h/zdiF61KO2ky8+Zws/uYWjYse3pMe6Jl0LG4xvXZRujHpltKc+EBPF3bLrMJsF1pL90eLoQXxbHrBQmejhLwm1AuiOS1/7rgpZqLCisfcqtSSZ26/MJd2GUAojuPF6aayK6O1QwNnz0PahqX8NitLtEDfQ7/3AADAZDTdPcpMDDMI78yznz6Zp6e5sOEcm5mIVs4e8kCfxMCHrxUL4crdJaY90NUVhq2QciJShGVWIOXEVhAvOrZCjMfdXUXdy7FY3Zrb23a7zATRLCI96EFwK0xPF9gxkm+unlLOzP45tUsRl55qiCazmdDW2VW6FTswE/HK/CELs1xfm/OTevsh33sAAGAjNN29dTPx+OJT22uxAcdkJhbLtVlfn5sTv6/ngf7yg/YWzz1Ez5Z/NOFvl69s2PNgX4t/aKcPXz0/we8flKbUpQ7zZfF06i00QkoEUl4Ei8noCN4+0by6NKtbEfhVutX/bp9LI34b3ooyZwLisPZteS2ag16IpkyJmfBiL5dfKgCtgVpJXfwxXWFuy5UR3WGdGubULiWyAjrAhrf5te3m8lsFZfL5lcvZ09Zqfh5FwCfxBtVdSOJ1z7uSX29Y1Q6535lnsYxNxkO+9wAAwEZounviMCet52E7vRLCcZgJeSu47r4lCx6CIfHDO/dWTh6i1bEfvnXbNh39QR3HC46z8ZS3g/bN4dA0S2Vx2DemyXjtVsTmxKX2Zj4Qj8m8AtkvQkvevK/k7bv9PyO8hY6o1YSalKPKKxoyVMfrmAlXpzi/fLq27kFcK3jTvDtl9NRCPtk/m3YpYMuYlK/B5h2c82i7Lz9daKttXczPo5+/XF5lXB2aeJ22FvR66GHK/aXhxJxfB70SwgO/9wAAwHQ03T1pArbtffjpxjzJ7d9Cr4Rw8GbCTnpcm2VGFNuHX+9QA+2BHjw0xz58G5KHeUdgDE2zVJYAeTsaDrWw1CIxFIrN/rI4TcVzLBJd3Eg0B2/RHUPEaFKOUABuaCbygjFE8s4bqm4+LffeLgVKZsKGJT0xbTv15aeLcK2ty/l58uk2bZzEL5JeL9k20+uRDSvdXzzyu0vfznPvAQCAiWi6e5KZeHT63rxIeyBy+zbgmHomOmOZ7+WBrjxsbVjwgJ+apvJAV98OiqCygkzEYiiUEvGo0sbLikYRcE366VvoIWK0IGI7ZiKXRj5dTeDGJGUOkXIootxxj+1SwhqX/HGHZCYabH0Gmor0esm2WSk/LUy5v9TIUJ+O2eDeAwAAE9F09yQz8eTqV/PVx/fmcbpvS70SwkOeM6Hv63+IyhjkdPxw8YFu02gf6G4M84Q0M2Upjlv2otYKq1A4F4R0SBCvKJqT9OXYVNTKvu7b/oKITcRhLk1NAGbLmpIVmy3FNO6zXTySR2QQBdceWfGdlCXe7s8vX85COxXz8/SYCSFTlmzdo/TrdkjjFfMrlyX7O5Oei9xvj3sPAABMRNPd0+ZMJEZi270SwjGZCcG+JRv0NSf3f9z178P6H6Jun4/nH9SFB3qFe4g73i5vuscOSTMpi9Q3O5a7FlshqUjKikM1niK0vGiu/ndC2XG3WsXiVLBizx8zQMSmZcn0UkThFb58qsANyL05j5D8fZ5zapcaPxSoW0+J2+YZTpaO6xEK+wHmJVvOnrZW8yudv25Ymr5Wd7/fhYV1GpdfGxYT3V8qRExnf38P+d4DAAAboenuacOc9sCxmQmIEXGVE0WWnGB8MIjQDMVtDsUoAAhjF6kDAAAYgKa7MRNwL1zelgVz79v5I8X2FjzAegMAAMC80XQ3ZgJmy5AhQUdFMAQJAAAAYE5ouhszAQAAAAAARTTdjZkAAAAAAIAimu7GTAAAAAAAQBFNd2MmAAAAAACgiKa7MROHSP3t9XhRqeMgXPtg75Ovt/lJzSM+RwAAAPDw0HT3QDORLFonhKtdv77RwyZy3GZCFl1qF2sSRonOrQvV3Iq3mxGaAseYdSPuZx2FeLGr4z9HAAAAAEPRdPcoM/HsdS7snXn20415Em1vvhr2sZmJeIXa3AqufnXX+2CaUC2tNLvZZ113ZybSlYJbFma5vjbnJ377+M8RAAAAwFA03b0FM+HCXlycuW3ppfj43jzuHDeOYzITi+XarK/PzUmzLxGqiVB8+aH6f+nebLu34u2xEpZ7U/58+Yf5zx9vzPN62x/7dvmqEy+Ma+MF+x2BaK7fsPuwVMx26+YomYm016J7nGIm7MrYbby7VWAKkrBc3lpZLYtlYjKO/xwBAAAADEXT3ROHOXV7Hp5cbW+Ik3AcZkLedq8zb4YTofrmcyQOragMRKcVrpFAzL2lljTDN+epGA6w4lMXyi1pGmkeDvu2P5lr0BnmdLfKz0WwJiAdApU3E7pBuTS3URqyHa6wrZ0Hz4k5vw57JYTjP0cAAAAAQ9F096QJ2I8vPlXGwQ9tqo1GbSKsqaBnop7MuzbLRtCGiOBr3yRHb5krusI0JS8sJZ5/y23fZn/4tg23YjjMc4BQTd54O7pC1SJv9oNhQsVhTrLSc2g0BpqJxerOHZ+uEp30SjhqM1E8DzVS9s6b++M/RwAAAABD0XT3JDPx6PS9eeF7J+z/6ZwJbUjUcI6pZ6I7Rr/wRrpiqlC1wtK+LZfwUFAmb6uHvvUWcZsMy8mh9UzovQhBr8GInokGb0a8qZBtrefDop0HhwwD6pqN4z9HAAAAAEPRdPckMxH1PoTGIrc9kYc1ZyJmslD1AvWNF6z1fitMW6Eq6cdvveM35i1SznJZRs+ZsOahNRNuONRIMyFEJkQMSs/xFdmySs9Fdj7B8Z8jAAAAgKFounvanIlkGJMb9tSGb9orIRyTmRDsm2Hta04JulB1AjUe0pIcWw+VSeM7cep4u7zp5m/FrD8mfUPexg3fgkudpnzNyRkIx91qFcx3cCaiHarkcOl0w6L006FOSk9FfB6c0M7X4fjPEQAAAMBQNN09bZjTHjg2MwEzZJuL1AEAAAAcMZruxkwAAAAAAEARTXdjJgAAAAAAoIimuzETAAAAAABQRNPdmAkAAAAAACii6W7MBAAAAAAAFNF0N2YCAAAAAACKaLobM7FNtvqp0Xi9gu5iZQAAAAAA+0HT3QPNRLJonXD1rg1/fROE3ZgnUdxpHKKZiBcIcysTNwuJhYuMDUEWNgtXSAYAAAAAuCc03T3KTGRXtj59b16EBkKMRbJC9hTmaibSFZRbFma5vjbnJ35bzERrIJ4v/xhlDuzxH77Nhh0CrLwMAAAAcDxountzMyHmIeylePTOPPvpk3l6GhwzgTmaicVybdbX5+YkE/ZosUxMRmwmHn19Y97+47N56cPtdttz8eqN229NRLDf0R9PePmh2l6G4UPiSTk/m7Mg33RIlaTrw4aWRSi2FwAAAAAcDJrunjjMKTALdohT2zPx+OJTHD6ReZkJ6XVYF960n5jz67BXQojNhBXkTU+DE/CNKE+NR0W+Z6Icz+YR9H5Yc2EFfime/B+UTYZXBcfG5Q4pl8Vje3K2No8EAAAAAO4DTXdPmoDtDENqIJzReHHx/rh6Juyk6rVZLjJhHumV6LyBr0W6JxzilLzRdwwwEz3xWvOQUIyXmAJ7rN/OG4T+NBOkfaIhYAAAAABwSGi6e5KZcPMkFMOQzqGYyBx7JvJzJdxwnq7ZCIR4Lbyb4UMDJldnzURPPNVMFONNNBMDJ4jTMwEAAABw+Gi6e5KZeHL1qzLJ2g2HenFxluwfz8HMmZCei+y8gFiIu7kQoUhXhH+NPsxJj6eaiWI8CdPMRP15WnWYU7kOzJkAAAAAOA403T1tzkRkJOKw7CTtCczRTAjp15xEMOfnUojYDt/qO/Hd9E6kw4SSt/x5M1FRiKebiQo1XslMCPF6F6UJ2GFZ+JoTAAAAwPGg6e5pw5z2wFzNRMRWF6kDAAAAAJgnmu7GTAAAAAAAQBFNd2MmAAAAAACgiKa7Z20mQnLHaJUCAAAAAIDtoelueiYAAAAAAKCIprsxEwAAAAAAUETT3ZgJAAAAAAAoounu2ZqJIWiVOhziNRyaNSggy+tf/mX+/k/H1Tf5Y3pZ/Gx++Ofv5nUubATtyt5udfT7W1Pj0tx+uTWX2bDjZz7nAQAA4LjRdPc4M/H6Jr9w3el788Lv/+mTeXoaxBmAn2RdIhdPq9T+cAvRNYu2RYvUDeDN585idcfBd+aqFv0tmwt4xxtz8dv9m4lHi2UtYk/M+XUiYhcrc/fli/niub10+y9vq+07s1rEx91e1ttFFmZ1lzt2opnYqCwzonQeAAAAYGtounuwmXh88SlZ+drzzjwLV762xuLGPOkcp6OZBc+czES8Ana8yrVdtXqEOVBXuT4axFRsy0R4ZmQmrs/NSS1il5EoD0R6wGJ1Z+7uKlbu+lmsbs3tbbtdZrtmYrOyzAjtPFSwCjsAAMD20HT3QDMhhkHpcZDeisBkWNMRmosBHIqZWCzXtXDx+2Iz8ejrG/P2H5/NSx9ut9uei1dv3H5rIoL9jv54wssP1fYyDB8ST8r52ZwF+aZDqiRdHza0LP3kzITbd/H9n02vxQ/fvwnC4+FM3R6NnJlI8kkNg91W0kzCJpsUT5+ZWF2a1e3KDstZVf+7fU7AX94GvRlBL4EcE+53+DxqM2F7GlzYEEMwtSw+v1VQpjA/PV5FUEZPEzfpzQnjSZq3qzB8uHnq/mYBAABgCpruHmYmpLehMgxPaqMgvLg4s2HWPFy9s/8/uXLDn55Wf334EOZvJrTx2LGZsIK86WlwAr4R5anxqMj3TJTj2TyC3g9rLqzAL8WT/4OyyfCq4Ni43CHlsvSjmYlKuP/yndv+5vdI3Fsj4cOyjDUTLr/m+E5YWD7Z/tNciEg/OTfX1TlfJ4RvvjUa8X8nQj3eLyJZegFW0hNg/1d6A6y4DkVzqWeiyisaStUvtqeXZUR+nXiByZJ4TfvUhsjHS461BiVoS2suOu2g086ryIcDAABAP5ruHm4mAgMR9lR4M2GNRGAqppiJv/76q0MYnqJVaqvUojIvImuR7gmHOCVv9B0DzERPvNY8JBTjJabAHuu3CwZhQB3KpGI9s68j7msx3xyfMtJMiFn57Wdzmguz/7e9Eo6+/IeTmopGBAciOxLwnTf3ocAeOMypY0LyTC9LT37FeIqZsGmEcYTYTIwxD1ns3Iprc36SCQMAAIBeNN09qmcinC8hhsEOZaonZbfm4cw8/Xhsw5xcz0Q7V8ITCPFaeDfDhwZMrs6aiZ54qpkoxptoJjaeID5zM5GGhWzQMxEjItqJ4awoFlFt3/InYrtjCnZkJsL9g8pSyq9cB8kzZxYiY5FhUzNBzwQAAMDmaLp74JyJxCDYngo/hyKZT2HNxXFOwO6bM+HmQoQivTzHQB/mpMdTzUQxnoRpZqL+PK06zKlchzJjzYQzCtOGOXkTUqfh07TpK2E2XprWlrGC2gnnooAPjpP9TnjHpkD2dYchDTATkkdtaPy+6WUp5FeKJ2GqYZA0dcOQLetAmDMBAACwHTTdPdBMVNRDnfyciajnIQqb9mnY3H7PXMyEUPqakxffTe9EOkwoecufNxMVhXi6mahQ45XMhBCvd1GagD2sp8KJ9Hj4UCjgNTMheMGfxkv3O7wROI0mdP8c5RGGXX2Tyz9IU+upGEot3EOcEFZ6FryAr/534ttxt1rFol2wYt0f40V7v5nww63avDcpSzm/Uh3CMEeaThC2wRwJD19zAgAA2B6a7h5uJnaImIU+cvG0SgHAzLAmKzAPFWISshO+AQAAYHZounsWZmIqWqUAYGZ0zER5aBMAAADMC013z9ZMaL0RIVqlAGBuuKFV4TAneiUAAAAOB013YyYAAAAAAKCIprsxEwAAAAAAUETT3ZgJAAAAAAAoouluzAQAAAAAABTRdDdmYq7U6ztMXzBu1yRrV0zh8rY4CXfq+gLbIVlPYSz1ugmjyi9xsgu7aatf3wcbtstDobD+RnoeS2GDsSu2j1jl+yHcXwAAYKtounucmbCrW9eL0318bx43YW6F7M5idhtw1Gbizedk8Te3aFz0YJ/0sM+kY3GL6bWL0o1Jt5TmxIe9/UxoK6D8QmkhdqG1dH+6sJkPt+m1Ky+PE/KaUC+I5rT8ueOmmIkKKywz7WHzzO0X5tIuJTYqywFi65e2U8kUbmYYowX6Hvr9BQAAdoKmuwebiccXnxID4XlnntlVr52hwEzkiVbOHvKwn8TAB7MVEuHK3SWmPezV1YetyHKiUu15yAmxIF50bIUYj7u7irqXY7G6Nbe37XaZiWYi6EFwK0xPENhZJN9cPaWcmf1zapcCm5XlANmBmYhX3w9ZmOX62pyf1NsP+f4CAAA7Q9PdA82ENwy5MA9mQmOxXJv19bk58ft6HvYvP2hv+NwD9mz5RxP+dvnKhj0P9rX4B3r6YNbzE/z+QWlKXeowXxZPp95CI7IUcVwhJqMjMvtE8+rSrG5F4FfpVv+7fS6NcBiJ4AWbMwFxWPv2vBbNQS9EU6bETHghmMsvFYfWQK2kLv6YrjC35cr0QoR1aphTuxSYWhaf3yooU5ifHq8iKKOniWvbLR9vyDnKkqTZjeeuk/Sa6A+r2i/3W/IslrHJeMj3FwAA2Bma7h5mJk7fmxcf35sn0jtRD3N6cXGWHIeZ6CJvDNfdN2jBAzIkfrDn3tjJA7Y69sO3btumoz/E43jBcTae8ubQvlUcmmapLA77NjUZy90KwJxI097MByI3mVcg+0WEydvulbzxtv9nhLfQmBm/TxNxUo4qr2jIUB2vYyZcneL88unaugdxrXBN8+6U0VML+WT/bNqlwPSyjMivEy+4jqJzlrZjfOygc9TBlbM5LnsOp5gJ5R7ScGLOr4NeCeGB318AAGA3aLp7uJmIDESupwIzEWEnRK7NMiOK7YOxdxiC9rAPHqhjH8wNyYO+Iz6GplkqS4C8OQ2HYVhqkRgKxWa/IhZrUvHciL1AwEVC1QrQOi9LmH5JNAfHheJwQzORF5MhsbgN6ebTcu/tUmB6WXryK8ZTzIRNI4wjxGai/xwlpNdEtl1GmonSPcQjv6307Tz3FwAA2AGa7h7VMxHOl3hylRoHzEQX91axM875Xh72yoPYhgUP/6lpKg979c2hiC1rIkT0hSIqEY8qbbys+BNx16QfiMqOyNuGmcilkU93mFBNyhwi5UiMTMw9tkuB6WUp5Veug+SZMwvd8xcz7BwlpGlm20Vr01KYcg+pkaE+HbPB/QUAAHaAprsHzplIjILtqaBnYihj50zo+/ofsDI+OR1bXHzY2zTah70b3zwhzUxZimOavZC0oisUzolA1AjiFYVqkr4TmLHIk33dt/0FEZsIx1yaG5mJrBBtKaZxn+3ikTwig7hJWQr5leJJmGoYJE29DbNlDcnULy6LO/dDr4n+MOW3JD0Xud8X9xcAANgBmu4eaCYq6qFOfs5EaxpkyFO7vxs+jWMyE4J9gzboa07u/3hYgA/rf8C6fT6ef4gXHvYV7gHveLu86R47JM2kLFLf7DjvWoiFpAIqK2LVeIoI80K1+t+JTMfdahWLU8EKQX+MF4Q9ZqI5viISrV5Ixvjy9QrVCjtcqS57Fsnf5zmndqnxw63avDcpSzm/Uh3CMEeaThCWmMPSOerWL97vwsJyl66J8vUSEt1DKkRMZ39jD/n+AgAAO0PT3cPNxJ45NjMBMSK8VMGWEagPBxGh7dv2PIo4hxZrsuJrSExCt6flQBm7SB0AAMCGaLobMwH3wuVtWTD3vp0/Uuzb9AdY763TMRNi0jBgAAAAU9F0N2YCZkvfcJOjIxj2A5vSHT50NL0SAAAA94CmuzETAAAAAABQRNPdmAkAAAAAACii6W7MBAAAAAAAFNF0N2YCAAAAAACKaLobM3GI1N9ljxecOg7CtQH2Pvl6m5/bPOJzBAAAAA8PTXePMxOvb9qF6T6+N4/9/mhBu3Rl7Gkct5mQBZnahZyEUaJz60I1txruZoSmwDFm3Yj7WUchXgjr+M8RAAAAwFA03T3YTDy++BQbiIYz8/TjjXlSb+vHjePYzES8em1udVe/8ut9ME2ollah3eyzrrszE+kqwi0Ls1xfm/MTv3385wgAAABgKJruHmgm3plnQ3scbO9Fay6mckxmYrFcm/X1uTlp9iVCNRGKLz9U/y/dm233Vrw9VsJyb8qfL/8w//njjXleb/tj3y5fdeKFcW28YL8jEM31G3YflorZbt0cJTOR9lp0j1PMhF0Zu40XrRuQhOXy1spqWSwTk3H85wgAAABgKJruHmYmZBjTx/fmifQ61MOZXlycZY+1PRNX77JhYzgOMyFvu9eZN8OJUH3zORKHVlQGotMK10gg5t5SS5rhm/NUDAdY8akL5ZY0jTQPh33bn8w16Axzulvl5yJYE5AOgcqbCd2gyOrG6WrH4Qrb2nnwnJjz67BXQjj+cwQAAAAwFE13DzcTkYFQeiq21CshHLyZsJN512bZCNoQEXztm+ToLXNFV5im5IWlxPNvue3b7A/ftuFWDId5DhCqyRtvR1eoWuTNfjBMqDjMSVZ6Do3GQDOxWN2549NVopNeCUdtJornoUbK3nlzf/znCAAAAGAomu4e1TMRzoN4cvWrefa63bY9ElsyEsIx9Ux0x+gX3khXTBWqVljat+USHgrK5G310LfeIm6TYTk5tJ4JvRch6DUY0TPR4M2INxWyrfV8WLTz4JBhQF2zcfznCAAAAGAomu4eOGdCJlkH5sH2VLQ9E9s2EsLDmjMRM1moeoH6xgvWer8Vpq1QlfTjt97xG/MWKWe5LKPnTFjz0JoJNxxqpJkQIhMiBqXn+IpsWaXnIjuf4PjPEQAAAMBQNN090ExURJ9/TY1Fu78TPpFjMhOCfTOsfc0pQReqTqDGQ1qSY+uhMml8J04db5c33fytmPXHpG/I27jhW3Cp05SvOTkD4bhbrYL5Ds5EtEOVHC6dbliUfjrUSempiM+DE9r5Ohz/OQIAAAAYiqa7h5uJPXNsZgJmyDYXqQMAAAA4YjTdjZkAAAAAAIAimu7GTAAAAAAAQBFNd2MmAAAAAACgiKa7MRMAAAAAAFBE092YCQAAAAAAKKLpbswEAAAAAAAU0XQ3ZmKbbPVTo/F6Bd3FygAAAAAA9oOmu8eZidc37cJ0H9+bx/X+J1fhgnXtytibcIhmIl4gzK1M3CwkFi4yNgRZ2CxcIRkAAAAA4J7QdPdgM/H44lNkIDSGHtfHXM1EuoJyy8Is19fm/MRvi5loDcTz5R+jzIE9/sO32bBDgJWXAQAAAI4HTXcPNBPvzLOBPQ7WTFy9y4aNYY5mYrFcm/X1uTnJhD1aLBOTEZuJR1/fmLf/+Gxe+nC73fZcvHrj9lsTEex39McTXn6otpdh+JB4Us7P5izINx1SJen6sKFlEYrtBQAAAAAHg6a7h5mJ0/fmxcf35okYhXo404uLs+AYMRv1MKct9EoI8zIT0uuwLrxpPzHn12GvhBCbCSvIm54GJ+AbUZ4aj4p8z0Q5ns0j6P2w5sIK/FI8+T8omwyvCo6Nyx1SLovH9uRsbR4JAAAAANwHmu4ebiYiA1HoqbDzKm7Mk3T/SGZjJuyk6rVZLjJhHumV6LyBr0W6JxzilLzRdwwwEz3xWvOQUIyXmAJ7rN/OG4T+NBOkfaIhYAAAAABwSGi6e1TPRNjjIJOun70OjmkYPiSqxBx7JvJzJdxwnq7ZCIR4Lbyb4UMDJldnzURPPNVMFONNNBMDJ4jTMwEAAABw+Gi6e+CciTPz9GNgHmxPRaFn4kgnYGfnAEjPRXZeQCzE3VyIUKQrwr9GH+akx1PNRDGehGlmov48rTrMqVwH5kwAAAAAHAea7h5oJirqoU5+zkTbKxHMlxCOcs5ES/o1JxHM+bkUIrbDt/pOfDe9E+kwoeQtf95MVBTi6WaiQo1XMhNCvN5FaQJ2WBa+5gQAAABwPGi6e7iZ2DNzNRMRW12kDgAAAABgnmi6GzMBAAAAAABFNN2NmQAAAAAAgCKa7p61mQjJHaNVCgAAAAAAtoemu+mZAAAAAACAIpruxkwAAAAAAEARTXdjJgAAAAAAoIimu2drJoagVepwiNdwaNaggCyvf/mX+fs/HVff5I/pZfGz+eGfv5vXubARtCt7u9XR729NjUtz++XWXGbD9s2cyrIhi5W5+/LF3F5mwhTmc00AAABsH013jzMTsrp1YXG6xxefkgXthuEnWZfIxdMqtT/cQnTNom3RInUDePO5s1jdcfCduapFf8vmAt7xxlz8dv9m4tFiWQvHE3N+nQjHWoh+8dxeuv2Xt9X2nVkt4uOGCdaFWd3ljp0o4GdXli/mbuUXg9TS3yMTzETxmgAAADhwNN092ExYo1Ba3VqMxscb8+zjNDOR2++Zk5mIV8COV7m2q1aPMAfqKtdHg5iKbZkIz4zMxPW5OamF4zIS5YFID1is7szdXUUtmherW3N7226X2a6An1NZrJmQstyt6gUgZ2AmpqBdExWsCA8AAIeOprsHmol35tlPn8zT01yY4MPPzNMjNhOL5boWC35fbCYefX1j3v7js3npw+1223Px6o3bb01EsN/RH094+aHaXobhQ+JJOT+bsyDfdEiVpOvDhpaln5yZcPsuvv+z6bX44fs3QXg8nKnbo5EzE0k+qWGw20qaSdhkk+LpMxOrS7O6FdFcCebqf7fPCfjL26A3I3grLseE+x0+j1rA12/3hSGGYE5lcWZiZS6rtF0+oZlIDIptX7ftyruqwqu8qvirusyNCal7F3xZmv0VUr/bKm4b3uYR1j2ME8b14WG8Prr3DwAAgMNB093DzMTpe/Pi43vzpB7GJLy4OGvCn1z57WM1E9oY6NhMWEHe9DQ4Ad+I8tR4VOR7JsrxbB5B74c1F1bgl+LJ/0HZZHhVcGxc7pByWfrRzEQl3H/5zm1/83sk7q2R8GFZxpoJl19zfCcsLJ9s/2kuRBifnJvr6pyvE8K3zRqN4G7etLf7RZxKL8BKegLs/62AjwhEs9tX6g2o8oqGUvUL3DmVxZuJheRj4w43Ey59l6+Uva1DEs9utybPGoLg/FhzEdUnX0cbz9dvAu28inw4AADAXNF093AzERmIoKdChjddvav3b2Ym/vrrrw5heIpWqa1Si8q8iKxFuicc4pS80XcMMBM98VrzkFCMl5gCe6zfLhiEAXUok4r1zL6OuK/FfHN8ykgzIWblt5/NaS7M/t/2Sjj68h+OE7utaG0EayKIGwEfvNHvvvUuCfjguI7wzzOnsjRmovr/8lYE/wgzYYV9axSaOtjjwvILsZnolj8kV8fYkEzGzq24NucnmTAAAICZounuUT0T4XwJ6Y149tqZh2ZSdkh1fJRGgUPpmWjnSngCIV4L72b40IDJ1Vkz0RNPNRPFeBPNxMYTxGduJtKwkA16JmJEgDpRmhWwIqQTQWz3d4T4jsxEuP+eyhKaCVeG1eZmIkwzw32ZCXomAADgUNF098A5E0mPg+2pyM2heNhzJtxciFCkl+cY6MOc9HiqmSjGkzDNTNSfp1WHOZXrUGasmXBGYdowJ29C6jR8mjZ9JczGS9PaMlb8OgFaFPDBcbJfjk2HCMm+puegYYCAlzxqQ+P3zakssfAXEV8ZgshM+LI4ge/LUjQTdl+mjjXZ+kfkzESdv80z3D8M5kwAAMAho+nugWaioh7q5Hse8obhuM2EUPqakxffTe9EOkwoecufNxMVhXi6mahQ45XMhBCvd1GagD2sp8KJ9Hj4UCjgNTMheMGfxkv3O7wROI0mdP8c5RGGXX2Tyz9IU+upGEotlkOcIM2J0/r4Wpw60e5wE4sTIW7FuT/GC+x+AW9Fd1MOYU5lqYjMRL0dHOPjpGUpm4kqblTGiiAP3Ux4wxKTtl0blrSLAl9zAgCAQ0fT3cPNxA4Rs9BHLp5WKQAAAAAA2B6a7p6FmZiKVikAAAAAANgemu6erZnQeiNCtEoBAAAAAMD20HQ3ZgIAAAAAAIpouhszAQAAAAAARTTdjZkAAAAAAIAimu7GTAAAAAAAQBFNd2Mm5kq9vsP0BeN2TbJ2xRQub9s1ATL0Lyy2S5I1E8ZSr3EwqvwSJ7tqs7IuxL2wYbtslTmVZUOmXC9DSdb7CNcQSfMrhQ3Grh4/YpXvh3CvAwA4AjTdPc5MvL5pFq376uN789judwvVNfuFq3fduCM5ajPx5nOy+JtbNC56mE56wGbSsbjF9NpF6cakW0pz4gO2XpSsIbOicLsgWbA/XYTMh9v0/MJp7XHDxJAm1AtCNS1/7riJ4tCKuUx72Dxz+4W5tEuJ2ZUlXMF7BmZt4vUyCJt22k6lOm/WHtECfQ/9XgcAcERounuwmXh88SkwECHTVr3u49jMRLRy9pAH7CQGPgztwztcubvEtAesuuKvFTZOVKo9DznxE8SLjq2wqx7ftSsfL1a35vY2WAm5yAShKmI06EFwKzRPELVZJN9cPaWcmf1zapcCcyqLO39SHn8ONxPPs2cHZiK6n0UszHJ9bc5P6u2HfK8DADgyNN090Ey8M89++mSenubCMBN9LJZrs74+Nyd+X88D9uUH7a2ae6idLf9owt8uX9mw58G+Fv8QTR+Gen6C3z8oTalLHebL4unUW2iEjQiWvAgWk9ERmX2ieXVpVrciDqt0q//dPpdGOHRD8CLJmYA4rH17XgvV+i220JQpMRNefOXySwWZNVArqYs/piuGbbkyvRBhnRrm1C4F5lQWf/4uq7RdPu78uf8TgxIIcVfeVRVe5VXFX9Vlbs6xPdaXMdhfUTrvpeslDR9sWpOydOOFdU4phVXtkPtdexbL2GQ85HsdAMCRoenuYWbi9L158fG9eSK9E/VQphcXZ3V4OsxJMx3jOA4zIW/p1t23VsFDKSR+mObekslDrTr2w7du26ajPzjjeMFxNp7yts6+yRuaZqksDvsGMxk/3YqjnDASMaeLYxsvEvJuvwgfedu9kjfe9v9WqEYE4tDt04STlKPKKxoyVMfrmAlXpzi/fLq27kFc2e7k3SmjJxG6NbNplwJzKktz/iQfGzdMP2njoCyuneV/l6+Uva1Dem5ku72O+8974XrJGMsyrnxNWtnrSWvTUphyP2s4MefXQa+E8MDvdQAAx4Smu4ebichA6D0VdjjUTzfmSbJ/LAdvJuwkxLVZZkSxfRj1dv1rD9jgITb2YdiQPFw7D/yhaZbKEiBvK8OhDxYneKwIjsRSKsq6OFHXirNGmCXCrxGqVmTWeVnC9EtCNTguFGQbmom8gAuJhWhIN5+We2+XAnMqS3j+Lm+lncP09TRt+9prtT0/TR3scWH5hdhMdMsfkqujfh0USa/PbLtobaqEle5nHvmdp2/nudcBABwNmu4e1TMRzpd4cqUMbbLGY/PeiWPqmeiMLb6XB6zy8LNhwQN3aprKA1Z9WycCpxFmoXBJxJxKGy8r1ERQJcLP7u8IqwlCNRVr2TTy6faLSiEpc4iUIzEyMffYLgXmVJbo/NkyrIL09TSLZqJzTcQcvJmo92fvZzUy1KdjNrjXAQAcDZruHjhnIpkXUTAMYjLyE7XH8ZDnTOj7+h9qMiY4Hc9bfMDaNNoHrBtTPCHNTFmK44i9kLRCJxRMAwVUEK8oVJP05dh0KIzs677tLwjVRKzl0tQEWb+orMiKv5ZiGvfZLh7JIzKI8ypLfP7kPFWGIDITvizuHPqyFM2E3ZepY022/hG566XO3+YZ7g/I1S9qz7gObdxcfkPClN+19Fzkfuvc6wAAjgZNdw80ExX1UCc/N6LtlUjmTGzBSAjHZCYE+9Zq0Nec3P9xV7wP63+ouX0+nn9wFh6wFe6h6ni7vOkeOyTNpCxS3+zY6lr8hKSiJSsc1XiK8JHjaxHmxKnDTaBNhJUVX/4YL8IKQjUtS/RG2ou3GF++flEZitZ8uM3f5zmndqmx5W/KIcypLBVh+/nt4BgfJy1Le15yZqKKG5WxIjGcnfpbytdLN3xA/YL9Lixsp1J+fWVpie5nFSKms7/3h3yvAwA4MjTdPdxM7JljMxMQI2InL64qMqLw4dAK1Xy4oIhzgPtg7CJ1AABwkGi6GzMB94Kb+JoPE9q3wPnwY8W+oX+A9QYAAIB5o+luzATMliFDgo6KYNgPAAAAwJzQdDdmAgAAAAAAimi6GzMBAAAAAABFNN2NmQAAAAAAgCKa7sZMAAAAAABAEU13YyYOkfpb6PEiT8dBuN7A3idfb/MTl0d8jgAAAODhoenucWbi9Y2+OF0pbALHbSZkEaR28SRhlOjculDNrUC7GaEpcIxZN+J+1lGIF586/nMEAAAAMBRNdw82E48vPqkmoRQ2lWMzE/GKsbkVVf1qq/fBNKFaWvl1s8+67s5MpCv3tizMcn1tzk/89vGfIwAAAIChaLp7oJl4Z5799Mk8PR0bNp1jMhOL5dqsr8/NSbMvEaqJUHz5ofp/6d5su7fi7bESlntT/nz5h/nPH2/M83rbH/t2+aoTL4xr4wX7HYFort+w+7BUzHbr5iiZibTXonucYibsythtvLtVYAqSsFzeWlkti2ViMo7/HAEAAAAMRdPdw8zE6Xvz4uN780R6IOqhTC8uzvrDNuA4zIS87V5n3gwnQvXN50gcWlEZiE4rXCOBmHtLLWmGb85TMRxgxaculFvSNNI8HPZtfzLXoDPM6W6Vn4tgTUA6BCpvJnSDcmluozRkO1xhWzsPnhNzfh32SgjHf44AAAAAhqLp7uFmIjIJQW9EKSxMYyQHbybsZN61WTaCNkQEX/smOXrLXNEVpil5YSnx/Ftu+zb7w7dtuBXDYZ4DhGryxtvRFaoWebMfDBMqDnOSlZ5DozHQTCxWd+74dJXopFfCUZuJ4nmokbJ33twf/zkCAAAAGIqmu0f1TIRzIp5c/Wqeve4JC/aN5Zh6Jrpj9AtvpCumClUrLO3bcgkPBWXytnroW28Rt8mwnBxaz4TeixD0GozomWjwZsSbCtnWej4s2nlwyDCgrtk4/nMEAAAAMBRNdw+cM3Fmnn4MDILtjfC9D6Ww6TysORMxk4WqF6hvvGCt91th2gpVST9+6x2/MW+RcpbLMnrOhDUPrZlww6FGmgkhMiFiUHqOr8iWVXousvMJjv8cAQAAAAxF090DzURFPZzJz4uIeh5KYRM5JjMh2DfD2tecEnSh6gRqPKQlObYeKpPGd+LU8XZ5083fill/TPqGvI0bvgWXOk35mpMzEI671SqY7+BMRDtUyeHS6YZF6adDnZSeivg8OKGdr8PxnyMAAACAoWi6e7iZ2DPHZiZghmxzkToAAACAI0bT3ZgJAAAAAAAoouluzAQAAAAAABTRdDdmAgAAAAAAimi6GzMBAAAAAABFNN2NmQAAAAAAgCKa7sZMAAAAAABAEU13Yya2yVY/NRqvV9BdrAwAAAAAYD9ounucmXh90yxM99XH9+Zxui9g04XrDtFMxAuEuZWJm4XEwkXGhiALm4UrJAMAAAAA3BOa7h5sJh5ffGoNRJF35tlPn8zT01zYcOZqJtIVlFsWZrm+NucnflvMRGsgni//GGUO7PEfvs2GHQKsvAwAAABwPGi6e6CZGG4QrOm4epcNG8MczcRiuTbr63Nzkgl7tFgmJiM2E4++vjFv//HZvPThdrvtuXj1xu23JiLY7+iPJ7z8UG0vw/Ah8aScn81ZkG86pErS9WFDyyIU2wsAAAAADgZNdw8zE6fvzYuP780TMQr1MKYXF2eZY7fTKyHMy0xIr8O68Kb9xJxfh70SQmwmrCBvehqcgG9EeWo8KvI9E+V4No+g98OaCyvwS/Hk/6BsMrwqODYud0i5LB7bk7O1eSQAAAAAcB9ounu4mYgMRN40bKtXQpiNmbCTqtdmuciEeaRXovMGvhbpnnCIU/JG3zHATPTEa81DQjFeYgrssX47bxD600yQ9omGgAEAAADAIaHp7lE9E+F8iSdXySRrazi20yshzLFnIj9Xwg3n6ZqNQIjXwrsZPjRgcnXWTPTEU81EMd5EMzFwgjg9EwAAAACHj6a7B86ZODNPPwbmIWMcxFxsq1dCOJg5E9JzkZ0XEAtxNxciFOmK8K/Rhznp8VQzUYwnYZqZqD9Pqw5zKteBORMAAAAAx4GmuweaiYp6qFP2069b7pUQ5mgmhPRrTiKY83MpRGyHb/Wd+G56J9JhQslb/ryZqCjE081EhRqvZCaEeL2L0gTssCx8zQkAAADgeNB093AzsWfmaiYitrpIHQAAAADAPNF0N2YCAAAAAACKaLobMwEAAAAAAEU03T1rMxGSO0arFAAAAAAAbA9Nd9MzAQAAAAAARTTdjZkAAAAAAIAimu7GTAAAAAAAQBFNd8/WTAxBq9ThEK/h0KxBAVle//Iv8/d/Oq6+yR/Ty+Jn88M/fzevc2EjaFf2dquj39+aGpfm9sutucyG7ZvjKMvl7Rfz5Yvj9jJzzGJl7rQwhflcLwAAANPQdPc4M/H6plm07quP783j3H5h5ErYfpJ1iVw8rVL7wy1E1yzaFi1SN4A3nzuL1R0H35mrWvS3bC7gHW/MxW/3byYeLZa1ODwx59eJOKzFphekX24v3f7L22r7zqwW8XHDROnCrO5yx04UzXMqi6C12WQ2NTZaHSsmmIni9QIAAHAAaLp7sJl4fPEpNhAN78yzn27Mk2h73GrYmlnwzMlMxCtgx6tc21WrR5gDdZXro0FMxbZMhGdGZuL63JzU4nAZifJApAcsVnfm7q5i5a6fxerW3N6222W2K+DnVJZSm01nh2ZiCtr1UsFq8QAAcAhounugmSgZhDPz9OOv5sXFmduWXoqs6dA5FDOxWK5rQeD3xWbi0dc35u0/PpuXPtxutz0Xr964/dZEBPsd/fGElx+q7WUYPiSelPOzOQvyTYdUSbo+bGhZ+smZCbfv4vs/m16LH75/E4THw5m6PRo5M5HkkxoGu62kmYRNNimePjOxujSr25Ud7rKq/nf7nIAPh9cIXsjKMeF+h8+jFs22p8GFDTEEcypLX5t9uZMy+n1O5Eu6rryrKs8qr+qYVV1mV9aestS9Cz6saxryZqJvCFTcbsPNTPfeAgAAMC803T3MTJy+Ny8qg/BEeifqoUyNeah5cjVtiJMwfzOhjXOOzYQV5E1PgxPwjShPjUdFvmeiHM/mEfR+WHNhBX4pnvwflE2GVwXHxuUOKZelH81MVML9l+/c9je/R+LeGgkflmWsmXD5Ncd3wsLyyfaf5kJE7cm5ua7O+TohfKOs0QjuSAS7/SJApRdgJT0B9v9WwEdYsRuKUe1NuYjmKq9oKFW/iJ1TWQStzVyagdEIyuLiyP8u39ZgSB2SsoSGJfw/DbN5Clod9TBrJDYYntXOq8iHAwAA3Cea7h5uJiIDEfZUuJ4JbyKsqZjYM/HXX391CMNTtEptlVpU5kVkLdI94RCn5I2+Y4CZ6InXmoeEYrzEFNhj/XbBIAyoQ5lUrGf2dcR9Leab41NGmgkxK7/9bE5zYfb/tlfC0Zf/cFKBLGLTCtBEEDcCPniL7hgq4IPjgrTj42LmVJaQtM1kn5TVlyssoz3WivfWcLThSVmCMrfx2nyb9sgcHx6nh7VliI8diZ1bcW3OTzJhAAAA94imu0f1TIQGQUzDs9d1WGfORB0WHF/iUHom2rkSnkCI18K7GT40YHJ11kz0xFPNRDHeRDOx8QTxmZuJNCxkg56JGBGZTnh2BWuFiPZEENv9HSG+IzMR7r+nsnRp28xuSzrWXMTpH5uZoGcCAADmjKa7B86ZcL0PjUGwBqLumQj/T8OiNHTmbyYcfXMm3FyIUKSX5xjow5z0eKqZKMaTMM1M1J+nVYc5letQZqyZcEZh2jAnb0LqNHyaNn0lzMZL09oyVlA7kVkU8MFxsl+OTYcIyb6m56AhEc05AV/3MoR5z6ksHZL8hcvbanvlzY7bN8pM2Hzr7TT9TH7jzYTbl5qUoTBnAgAA5o6muweaiQprEup5EUnPg/3SkxI2hEMxE0Lpa05efDe9E+kwoeQtf95MVBTi6WaiQo1XMhNCvN5FaQL2sJ4KJ9Lj4UOhgNfMhOAFfxov3e/wRuA0mtD9c5RHGHb1TS7/IE2tp2IotVgOcaJTEadewFf/O9HucBOLEyFuRa8/xovffgFvRXdTDmFOZalQ26x7TLi/30yEaSZmIcozDKtNQRTX51sKy4UnbabA15wAAOAQ0HT3cDOxQ8Qs9JGLp1UKAI4MEf+dydkAAACwLzTdPQszMRWtUgBwTLhehk5vBQAAAOwNTXfP1kxovREhWqUA4Djww6268zMAAABgn2i6GzMBAAAAAABFNN2NmQAAAAAAgCKa7sZMAAAAAABAEU13YyYAAAAAAKCIprsxE3OlXt9h+oJxuyZZu2IKl7fFibUy+fb+vuCTrJkwlnodhlHllzjZz58q60LcCxu2y1Y5jrKEa3pkz/GUa2koyVogpbL0lnMIdmX5Eat8P4T7IADAgaDp7nFm4vVNuzjdx/fmcW7/TzfmSRhnIkdtJt58ThZ/c4vGRQ/MSQ/RTDoWt5heuyjdmHRLaU58iKaLlGVWDW4XJAv216KqE8+mFyw8Nkp8aUK9IA7T8ueOmygArWDLtIfNM7dfmEu7lJhTWQStzSazqbEpGMaJ19IgbNppuUvmtRTWT7RA30O/DwIAHBia7h5sJuwq16GB8NiVsQMDIcYid9xIjs1MRCtnD3mITmLgA88+oMOVu0tMe4iqq/pa8eJEpdrzkBM4Qbzo2Aq76vGdX/lYtm/N7W27XWaCUBVhHPQguFWdNxGSIZJvrp5Szsz+ObVLgTmVpdRm09mhmdglud9asSz95YzudRELs1xfm/OTevsh3wcBAA4QTXcPNBPvzLOfPpmnp5kwMQ9X74J9hWNHcExmYrFcm/X1uTnx+3oeoi8/aG/O3IPrbPlHE/52+cqGPQ/2tfgHZfrA0/MT/P5BaUpd6jBfFk+n3kIjXkSU5AWdmIyOyOwTzatLs7oVgV+lW/3v9rk0wuEZghdCzgTEYe3b81ocBr0QTZkSM+EFVi6/VHRZA7WSuvhjugLUlivzpjysU8Oc2qXAnMrS12bauXXlXVV5VnlVx6zqMruy9pTF5un2t3FCXD6560WPk7Zb91rKkpSlGy9flv6wqv1yv3nPYhmbjId8HwQAOEA03T3MTEjvw8f35on0TtTDmV5cnLkwO8Sp7ZmwPRiYiRp5E7fuvpkKHjwh8QMz9yZMHlzVsR++dds2Hf3hGMcLjrPxlDdy9m3d0DRLZXHYt5TJGOlWAOXEj4iygtCTeMm8Atkv4kbedq/kjbf9vxWqEVZIhflq4kjKUeUVDRmq43XMhKtTnF9BHAZxZbuTd6eMnlqwJvtn0y4F5lQWQWuzzvUXlMXFkf9dvlL2tg5JWWy8Op3w/zTM5imURHrhWsqYzjKunE1anbYWxpdF9mfvdQ0n5vw66JUQHvh9EADg0NB093AzERqIpPfBGQhvMt7TMyHYiYZrs8yIYvvA6e3e1x6iwYNq7AOvIXmAdh7qQ9MslSVA3kiGwxsstfgKBVizvywIUyHYCPJE+DVCNXhb7AjTLwnV4LhQdG1oJvIiLUTyzhuqbj4t994uBeZUlpC0zWRf2MZhGe2x9lptz08bnpQlKHMbr823ex1oddTC9GukSHrtZttsZFlK9zqP3APSt/PcBwEADgpNd4/qmQjnQTy5+tU8ex0c40nnUEzkmHomOuOH7+UhqjzgbFjwUJ2apvIQVd/IiYhphFkoTlJRptHG6wqzChFNifCz+zviSRNOSTnCeB0zkUsjn262rB2SModIORIjE3OP7VJgTmXp0raZ3W7aOE4fM1EKU+51NTLUp2M2uA8CABwUmu4eOGfizDz9GJgHaxhyvQ/uuLYHYzoPec6Evq//wSXjftMxu8WHqE2jfYi6ccMT0syUpThW2AtJK2ZCUTRQJAXxikI1SV+OTYfCyL7mDXlDIg5D0ZUIslyamujKljUlK/BaimncZ7t4JI/IIM6rLB2S/IXL22p7VZev3jfKTNh86+00/Ux+4wW82xeWr0Ou7lHedRppm40uS0v2Ny89F7n7APdBAICDQtPdA81ERT3UyQ9nanslnIHo7t+MYzITgn0zNehrTu7/uLvdh/U/uNw+H88/HAsP0Qr34HS8Xd50jx2SZlIWqW92/HQtcEJSYZIVjmo8RdzI8bXQcuLU4SbQJuLJCix/jBdaPWaiOb4i00sRhVf48mVFdULuTXaE5O/znFO71NjyN+UQ5lSWCrXNuseE+/vNRJimL2OcXjesdL2Ur6Vu+IC6B/tdWNiGm5SlJbrXVYiYzt4LHvJ9EADgANF093AzsWeOzUxAjAianBCxZEThw6EVqvlwwQk7tf1gc0T8RyYRJjF2kToAAJgtmu7GTMC9YIeRFARz+xY4H36s2Df0D7De88L1MmDWAAAAWjTdjZmA2TJkSNBREQz7gfvBD7fqzs8AAAB42Gi6GzMBAAAAAABFNN2NmQAAAAAAgCKa7sZMAAAAAABAEU13YyYAAAAAAKCIprsxE4dI/b3zeCGn4yBcb2Dvk6+3+RnLIz5HAAAA8PDQdPcwM/H6plmULiReEdvvz62MPZ7jNhOy0FG7QJIwSnRuXajmVpndjNAUOMasG3E/6yjEC0wd/zkCAAAAGIqmuyf2TLwzzxrTIP+nxuLGPOnEGcexmYl4Vdjcqql+RdX7YJpQLa3uutlnXXdnJtLVeVsWZrm+Nucnfvv4zxEAAADAUDTdPclMPL74ZL66eue2pdfi43vzOAwLzcVEjslMLJZrs74+NyfNvkSoJkLx5Yfq/6V7s+3eirfHSljuTfnz5R/mP3+8Mc/rbX/s2+WrTrwwro0X7HcEorl+w+7DUjHbrZujZCbSXovucYqZsCtjt/GitQCSsFzeWlkti2ViMo7/HAEAAAAMRdPdE8xE2CsRG4snV79aY/G0+vvi4iyIM57jMBPytnudeTOcCNU3nyNxaEVlIDqtcI0EYu4ttaQZvjlPxXCAFZ+6UG5J00jzcNi3/clcg84wp7tVfi6CNQHpEKi8mdANiqxYHKYh2+EK29p58JyY8+uwV0I4/nMEAAAAMBRNd482E1GvRLBtjURgKh68mbCTeddm2QjaEBF87Zvk6C1zRVeYpuSFpcTzb7nt2+wP37bhVgyHeQ4Qqskbb0dXqFrkzX4wTKg4zElWeg6NxkAzsVjduePTVaKTXglHbSaK56FGyt55c3/85wgAAABgKJruHmcm7HyIZIJ1PTm7NQ9n5ulHhjk53Bvx7hj9whvpiqlC1QpL+7ZcwkNBmbytHvrWW8RtMiwnh9YzofciBL0GI3omGrwZ8aZCtrWeD4t2HhwyDKhrNo7/HAEAAAAMRdPdo8xE2PvQEg97cuaCCdgh/XMmYiYLVS9Q33jBWu+3wrQVqpJ+/NY7fmPeIuUsl2X0nAlrHloz4YZDjTQTQmRCxKD0HF+RLav0XGTnExz/OQIAAAAYiqa7h5uJXK9EFManYUvYN8Pa15wSdKHqBGo8pCU5th4qk8Z34tTxdnnTzd+KWX9M+oa8jRu+BZc6TfmakzMQjrvVKpjv4ExEO1TJ4dLphkXpp0OdlJ6K+Dw4oZ2vw/GfIwAAAIChaLp7wgTs/XBsZgJmyDYXqQMAAAA4YjTdjZkAAAAAAIAimu7GTAAAAAAAQBFNd2MmAAAAAACgiKa7MRMAAAAAAFBE092YCQAAAAAAKKLpbswEAAAAAAAU0XQ3ZmKbbPVTo/F6Bd3FygAAAAAA9oOmu4eZCbuqtV+UruXZa3/MmXn6Md23GYdoJuIFwtzKxM1CYuEiY0OQhc3CFZIBAAAAAO4JTXdP7Jl4Z541K137/52hOHYzka6g3LIwy/W1OT/x22ImWgPxfPnHKHNgj//wbTbsEGDlZQAAAIDjQdPdk8zE44tP5qurd8n+4zcTi+XarK/PzUkm7NFimZiM2Ew8+vrGvP3HZ/PSh9vttufi1Ru335qIYL+jP57w8kO1vQzDh8STcn42Z0G+6ZAqSdeHDS2LUGwvAAAAADgYNN09wUyEvRIhx2wmpNdhXXjTfmLOr8NeCSE2E1aQNz0NTsA3ojw1HhX5nolyPJtH0PthzYUV+KV48n9QNhleFRwblzukXBaP7cnZ2jwSAAAAALgPNN092kzkeyWEIzUTdlL12iwXmTCP9Ep03sDXIt0TDnFK3ug7BpiJnniteUgoxktMgT3Wb+cNQn+aCdI+0RAwAAAAADgkNN09zkycvjcvsr0SwvH3TOTnSrjhPF2zEQjxWng3w4cGTK7OmomeeKqZKMabaCYGThCnZwIAAADg8NF09ygz8eTqV6VXQnigcyak5yI7LyAW4m4uRCjSFeFfow9z0uOpZqIYT8I0M1F/nlYd5lSuA3MmAAAAAI4DTXcPNxNqr4TMoYg/GbuNT8TO0UwI6decRDDn51KI2A7f6jvx3fROpMOEkrf8eTNRUYinm4kKNV7JTAjxehelCdhhWfiaEwAAAMDxoOnuCROw98NczUTEVhepAwAAAACYJ5ruxkwAAAAAAEARTXdjJgAAAAAAoIimu2dtJkJyx2iVAgAAAACA7aHpbnomAAAAAACgiKa7MRMAAAAAAFBE092YCQAAAAAAKKLpbsxEDj75CgAAAADQoOnuYWbi9U1nUbpoYTq7oJ3fn1vYbjz3aSbiBdfcYnPtom1Cd1G30krQ40kXitt2+gAAAAAAw9F098SeCVn12puGM/P04415Uoc9vvhkvvr43jyOjh/Prs1EupJ1y8Is19fm/CTdn6wU3bBtM1Ebidzq1/cAK1kDAAAAgKa7J5kJaxiu3mXDXC9Gay6mskszsViuzfr63Jxkwh4tlorJ6JqJ58s/ot4Dxx/m7Ov6mK9vzNsgzBsOifd2eeN6PH68MWcfgvA3n6v/c6bF8bI69lUVt003OFbJr1N2e5zfdmFnQV3eLl/V8RzF9gIAAACAo0fT3RPMRNgr0aVoNEawGzMhvQ7rwpv2E3N+neuVEMb2TKTHy7YzGs6ESJjsc+LdGQz31/dKhGbFpy9mQgzI8zpday4kzBqE1Mj47aQsHTNRpel7QtJ0amxPDvNIAAAAAB4kmu4ebSb20SshbN1M2EnVa7NcZMI80iuhvoFPzYFHMRNWlDsj0BKYCSveY4ORmolc+o15aMId3XjhsX1mIqxXYdiWtE92CBgAAAAAHDOa7h5nJuxE63yvhDUZWzISwi57JvLDmNxwHt1sjDQTMlwp6EEIKZmJbrx5mAl6JgAAAAAeLpruHmUmnlz9mu2V2LaREPY+Z0J6LorzAjQz4UR7Os/AHd8n/DNmoo7XpjfMTHSGJ0XbbT4+vXauRVKvzJwN5kwAAAAAPGw03T3cTGi9EtFnYVuaz8ZOZJdmQki/5iSCOT+Xwon7eLhSYiqiIU2poA/i1T0OZTMhcdM82zRVMyFYI9CNI9g86zA3+Ts0Ez5ONx5fcwIAAAAATXdPmIC9H3ZtJiIe9CJ1Sc8EAAAAAECCprsxEw8ezAQAAAAAlNF0N2biwYOZAAAAAIAymu6etZkIyR2jVQoAAAAAALaHprvpmQAAAAAAgCKa7j4aMwEAAAAAALsn1OOYCQAAAAAAGEyox2drJoaQqxwAAAAAAOyOUI8PMxOvbzqL0oUL09mVsZv9mYXtevCTrEvk4m2PdOE2IfzCUbwK9XbwK1G3bDd9AAAAAIDdMrFn4p15ppiGxxefzFcf35vHyf4SfWZhF2YiXQHboX0mddtmojYSdhXsXPh+YZVrAAAAAJjCJDNhDcPVu9FhGvs2E4vl2qyvz81JJ6xrJp4v/4h6Dxx/mLOv62O+vjFvgzBvOCTe2+WN6/H48cacfQjC33yu/tfXdnhZHfuqitumGxyr5Ncpuz3Ob7uws6Aub5ev6ngOvU0AAAAAAPJMMBO5XgnZVw9zGtkrIezPTCzMcr0uvIUf2zORHi/bzmg4EyJhss+Jd2cw3F/fKxGaFZ++mAkxIM/rdK25kDBrEFIj47eTsnTMRJWm7wlJ06mxvTXrpVkE+wAAAAAANEabid6eBzu/4sY8yYUpeLPw119/dQjDN+Lk3FxXRmK5yIQ1pObAo5gJK8qdEWgJzIQV77HBSM1ELv3GPDThjm688Ng+MxHWqzBsa7GsDMW1OT/JhAEAAAAABIwzE6fvzYveCdb6fAqNffdMdOdKeEaaCRmuFPQghJTMRDfePMwEPRMAAAAAMIZRZsJ+talvPoT0TMx8AvaYORMeEe3pPAN3fJ/wz5iJOl6b3jAz0RmeFG23+fj02rkWSb0yczaYMwEAAAAAYxluJtReiWC+xOznTLTEX3Ny4j4erpSYimhIUyrog3h1j0PZTEjcNM82TdVMCNYIdOMINs86zE3+Ds2Ej9ONx9ecAAAAAGAKEyZgbx8xC33k4sFQkp4JAAAAAIAtMAszAbsGMwEAAAAA22e2ZoLeiG2CmQAAAACA7YOZAAAAAACASWAmAAAAAABgEpgJAAAAAACYBGYCAAAAAAAmgZm4V/zicn5tiHRRPAh5/cu/zN//6bj6Jn9ML4ufzQ///N28zoWNoF0t3K2qfojrdGylDifn5ppV0wEAAB4sw8yErGodLkxX8+x1fNzji0/Z/VM4DDNRXgyuF1mArl7kLht+sHxnrmrR37K5gHe8MRe/3b+ZeLRY1kL8xJxfJ0J8sTJ3X76YL57byzjuJBZmdffF3F7mwiZSqsNAWPAQAADgYTOxZ0JWvU5WwxbD8fHGPPt43Gaiu3J2ayDsCtQjzEG7SnY+/PARU7EtE+GZkZm4PjcntRBfLvx+MRJ3ZuW3t8aOzESuDoORHo1rc37S7sNcAAAAPCwmmQnbA3H1LtjnzcWZeXrEZmKxXNfiy++LzcSjr2/M23A9B7vd9ly8euP2WxMR7Hf0xxNefqi2l2H4kHhunYmzIN90SJWk68OGlqWfnJlw+y6+/7Pptfjh+zdBeDycqdujkTMTST6pYbDbSppJ2GST4imYicXqzny5WwVDgpxBuFvV5jTp0fD7bbxgvyPII4nnDYfEu1utzK3sr/Jd3cbhGyNmpDHWLd3fCQAAABwrE8xEt1fiydWv5sXFWfX/sZoJbUx5bCasIG96GpyAbxeKS4xHRb5nohzP5hH0flhzYQV+KZ78H5RNhlcFx8blDimXpR/NTFTC/Zfv3PY3v0fi3hoJH5ZlrJlw+TXHd8LC8sn2n+ZCRLqdC1CJ4oQhb+8b8R8ZB+GyEvapCbg1l3X4ZSX2daGv9UxImm0aYR6uHBIm+5w5cQajawDGI70Zca9ESDsfIx8OAAAAx8FoM9HplZDhTc32EZqJWlTmRWQt0j3hEKfkjb5jgJnoideah4RivMQU2GP9dsEgDKhDmVSsZ/Z1xH0t5pvjU0aaCTErv/1sTnNh9v+2V8LRl/9wcqZCDEPY4xAK++b47BwLxUwkvRKOwEzYtGKDsRUz0QyRyoR57JwM3XAAAADA4TPOTJy+Ny+iXglnHtKJ2ZaP7+O4I5ljz0R3SEcgxGvh3QwfGjC5OmsmeuKpZqIYb6KZ2HiC+MzNRBoWskHPRIzrFWhMgIh/ay7SHoWAy9uMqVDMhBzb6QFx7NJMyFCmUlvQMwEAAPAwGGUmZDhTPFci5WHPmXBzIUKRXp5joA9z0uOpZqIYT8I0M1F/nlYd5lSuQ5mxZsIZhWnDnLwJqdPwadr0lTAbL01ry9ieg2BoU8XlbbW9qkxA6StPyRAoIezVaEnMSsDOzIQYrUKvBHMmAAAAHg7DzUSnVyLHcZsJofQ1Jy++m96JdJhQ8pY/byYqCvF0M1GhxiuZCSFe76I0AXtYT4UT6fHwoVDAa2ZC8II/jZfud3gjcBpN6P45yiMMu/oml3+QptZTMRTfqxCQ7U3o7Hc9D8V40ZCmwKCkQ53qnopdmQkxC9oXm/iaEwAAwMNiwgTs/TBXMwGwMYWhSbOHReoAAAAgADMBsFf0YUkAAAAAhwZmAmBPyJwHGYa0la8pAQAAAMwAzAQAAAAAAEwCMwEAAAAAAJPATAAAAAAAwCQwEwAAAAAAMAnMxL0Sr+/QrE8BWV7/0q4HMXmhuc66FtNoV3h2q6OztsJmbKU9+WwtAADA3hlmJl7fmK9++rWDW5zOLVQXhRVXyR7GYZgJt0hds6BbtIDdAN58HrgI3KFRWrRuU3IrYI9gS2bi0WJZi98Tc36diN90EbnSSteDcYva7eWTsp2F9+KVuMtMLGepPQfCgnkAAAD7Z2LPxDvzrFkNe3urXofM1UyUVsC2K1qPMAfqCthHQ7La9FaYkZm4PjcntfhdRqtRB6tTb409m4lgUT27kvZgQ7GBmci152CkR+PanJ+0+zAXAAAAu2eSmXh88SnofXg4ZmKxXNeCx++LzcSjr2/M2398Ni99uN1uey5evXH7rYkI9jv64wkvP1TbyzB8SDwp52dzFuSbDqmSdH3Y0LL0kzMTbt/F9382vRY/fP8mCI+HM3V7NHJmIsknNQx2W0kzCZtsUjwFM2FFebTytRPezboTSY+G3+/EfNhTIAR5JPG8kJd4d6uVXSRP8l3V61z0Cv3OCt1xOf16Gbn8wv2OtpxavK0gZqQx+S3d3ywAAABskwlmIuyVENJhTmHYdOZlJrRx3LGZsIK86WlwAr4R5anxqMj3TJTj2TyC3g9rLqzAL8WT/4OyyfCq4Ni43CHlsvSjmYlKuP/yndv+5vdI3Fsj4cOyjDUTLr/m+E5YWD7Z/tNciPi14+8rIZow5I15I6ojQS7I6tepCWjf+IvY1gW29sZf0gx7Ddo8XDkkzK26LWbAGYyu6I7omAlXtmy8pA56ORM68TZBejPiXomQdj5GPhwAAACmM9pMxL0SSvhPN+ZJJmwMszETtajMi8hapHvCIU7JG33HADPRE681DwnFeIkpsMf67YJBGFCHMqlYz+zriPtazDfHp4w0E2JWfvvZnObC7P9tr4SjL//h5ExFKMpTYd8cn51joYj0pFfCEZgJm1ZsMDY2E8U5FQUzUYy3Ac0QqUyYx87J0A0HAAAATGOcmTh9b1709TwMOWYAc+yZ6A6jCIR4Lbyb4UMDJldnzURPPNVMFONNNBMbTxCfuZlIw0I26JmIcb0CjbgW8W+FetqjEOBFd2QqFJGeEf6e7ZmJMO82LRs2uGeiL950ZChT6bzQMwEAALA7RpmJJ1f9X2qyx3x8bx5nwsZwiHMm3FyIUKSX5xjow5z0eKqZKMaTMM1M1J+nVYc5letQZqyZcEZh2jAnb0LqNHyaNn0lzMZL09oyVjQHIrri8rbaXlWCvfSVp4zYzg81SsxKwCAzURuXKH5iJiTfphchqU8UFhzfKeeAeJMQ01folWDOBAAAwG4ZbibUHodkzsQWjIQwRzMhlL7m5MV30zuRDhNK3vLnzURFIZ5uJirUeCUzIcTrXZQmYA/rqXAiPR4+FAp4zUwIXvCn8dL9Dm8ETqMJ3T9HeYRhV9/k8g/S1HoqhuJ7FQKyvQmd/e6NfjGeFeQ+PDAo0f6K2ggMMRP2mCpOx0xk0vPhzgg43ATvxBQo5eyNNwExC9oXm/iaEwAAwO6ZMAF7P8zVTABsTPLmHybCInUAAAD3DmYCYK/ow5IAAAAADg3MBMCe8MN8eidAAwAAABwImAkAAAAAAJgEZgIAAAAAACaBmQAAAAAAgElgJgAAAAAAYBKYiXslXt+hWZ8Csrz+pV0PYvJCc511LabRrqrsVkdnPQNHuJZE+sWqrbQZn4MFAACYFcPMxOubdlG6gGevlWOOdAXsLm6RumZBt2gBuwG8+TxwEbhDo7Ro3abkVsAewZbMxKPFshbGJ+b8OhHG6SJypZWuB+MWtdvHJ2XdQnbhgnL1gnqD66GUtdRmA2EhOgAAgHkxsWfinXkWrIb9+OLT1la+9szVTJRWwLYrWo8wB+oK2EdDstr0VpiRmbg+Nye1MF5Gq1EHq1Nvjf2ZCcH2MNTmwZqLUYvsFcxErs0GIz0a1+b8pN2HuQAAALhfJpkJax6u3tXbsbHYFnM0E4vluhZDfl9sJh59fWPe/uOzeenD7Xbbc/HqjdtvTUSw39EfT3j5odpehuFD4kk5P5uzIN90SJWk68OGlqWfnJlw+y6+/7Pptfjh+zdBeDycqdujkTMTST6pYbDbSppJ2GST4imYia4od6K7WXci6dHw+11PQbvfEeSRxPMiXuLdrVZ2kTzJd1UPQRpmSOrF9ar4YX2Gpbkj4yNmpDHyLd3fJQAAAOyLCWYiMQ+n782Lj+/NEzEY9TCnFxdnSZzxzMtMaGO8YzNhBXnT0+AEfCPKU+NRke+ZKMezeQS9H9ZcWIFfiif/B2WT4VXBsXG5Q8pl6UczE5Vw/+U7t/3N75G4t0bCh2UZayZcfs3xnbCwfLL9p7kQ4WzH5lciNWHI2/RG/Hfe5otAT01AO5xIegN0Aa4JdEkzHJLU5uHKIWHOGIg5cWZg2KJ5vh7h8cPS3IWZkN6MuFcipJ2PkQ8HAACA3TDaTMS9EhViJiIDsZ2eitmYiVpU5kVkLdI94RCn5I2+Y4CZ6InXmoeEYrzEFNhj/XbBIAyoQ5lUrGf2dcR9Leab41NGmgkxK7/9bE5zYfb/tlfC0Zf/cLwYD02FGAYvvFMR3hyfnZugDR2KeyUcgZmwacUGIxb+OrnyDEtzB2aiGSKVCfPYORm64QAAAIDtM85MWOOQGIW6ZyKcL/HkKpmcPYE59kx0h1gEQrwW3s3woQGTq7NmoieeaiaK8SaaiY0niM/cTKRhIRv0TMS4N/iNsBbxb82F7A97FAIubzsiXhXocmynB8SxkZmwJqWKc+nMis/3vsyEDGUqtT09EwAAAPfDKDMhJiHqlbCcmacfA/OQMxwTOMQ5E24uRCjSy3MM9GFOejzVTBTjSZhmJurP06rDnMp1KDPWTDijMG2YkzchdRo+TZu+EmbjpWltGS/KAyF8eVttryoTEJmFhGQIlBD2arQkZiVgkPCvjUsc35kBf5xNpzYs92ImxNgVeiWYMwEAAHB/DDcTJZNQD3XycyY27ZUQ5mgmhNLXnLz4bnon0mFCyVv+vJmoKMTTzUSFGq9kJoR4vYvSBOxhPRVOpMfDh0IBr5kJwQv+NF663+GNwGk0ofvnKI8w7OqbXP5BmlpPxVB8r0JAR1QXBHwxXjSkKTAo0f6KEcLfHlPFCfOyX3KKejucYZG0yml265CmPQUxC9oXm/iaEwAAwP0yYQL2fpirmQDYmMLQJEhgkToAAIBZg5kA2CvuLf+mb+sBAAAA5gBmAmBP2OFDlZGI5xcAAAAAHC6YCQAAAAAAmARmAgAAAAAAJoGZAAAAAACASWAmAAAAAABgEpiJHHyOEgAAAACgl2Fm4vVNsyBdiF2crhSWS2sg92km4oWw3EJ07YJuQnfBt+mrROdIF5HbdvoAAAAAAJszsWfinXmmrYZdDBvOrs1EvJJ1yMIs19fm/CTdn6wi3bBtM1EbidzK2PcAKwwDAAAAgMYkM/H44pP56urd6LAx7NJMLJZrs74+NyeZsEeLpWIyumbi+fKPqPfA8Yc5+7o+5usb8zYI84ZD4r1d3rgejx9vzNmHIPzN5+r/nGlxvKyOfVXFbdMNjlXy65TdHue3XdhZUJe3y1d1PEexvQAAAADgwTLBTOy+V0LYjZmQXod14U37iTm/zvVKCGN7JtLjZdsZDWdCJEz2OfHuDIb763slQrPi0xczIQbkeZ2uNRcSZg1CamT8dlKWjpmo0vQ9IWk6NbYnh3kkAAAAABAw2kzso1dC2LqZsJOq12a5yIR5pFdCfQOfmgOPYiasKHdGoCUwE1a8xwYjNRO59Bvz0IQ7uvHCY/vMRFivwrAtaZ/sEDAAAAAAeIiMMxOn780LreehFDaBXfZM5IcxueE8utkYaSZkuFLQgxBSMhPdePMwE/RMAAAAAEDKKDPx5OpXteehFDaFvc+ZkJ6L4rwAzUw40Z7OM3DH9wn/jJmo47XpDTMTneFJ0Xabj0+vnWuR1CszZ4M5EwAAAACQY7iZ2GOvhLBLMyGkX3MSwZyfS+HEfTxcKTEV0ZCmVNAH8eoeh7KZkLhpnm2aqpkQrBHoxhFsnnWYm/wdmgkfpxuPrzkBAAAAgMaECdj7YddmIuJBL1KX9EwAAAAAAAwEM/HgwUwAAAAAwDQwEw8ezAQAAAAATGPWZiIkdwwAAAAAANwf9EwAAAAAAMAkMBMAAAAAADAJzAQAAAAAAExitmYCAAAAAADmzTAz8frGfPXTrx2evVbCR66E7SdZl8jF2x7pwm1C+IWjeBXq7eBXom7ZbvoAAAAAALtlYs/EO/OsWfFa/r8xT7Jhw+gzC7swE+kK2A7tM6nbNhO1kbCrYOfC9wurXAMAAADAFCaZiccXn4LehzPz9OOv5sXFmduWXoqP783j4Pg+9m0mFsu1WV+fm5NOWNdMPF/+EfUeOP4wZ1/Xx3x9Y94GYd5wSLy3yxvX4/HjjTn7EIS/+Vz9r6/t8LI69lUVt003OFbJr1N2e5zfdmFnQV3eLl/V8Rx6mwAAAAAA5JlgJvI9D0+upg1xEvZnJhZmuV4X3sKP7ZlIj5dtZzScCZEw2efEuzMY7q/vlQjNik9fzIQYkOd1utZcSJg1CKmR8dtJWTpmokrT94Sk6dTY3pr10iyCfQAAAAAAGqPNRNwrIbieCb/PmoqJPRN//fVXhzB8I07OzXVlJJaLTFhDag48ipmwotwZgZbATFjxHhuM1Ezk0m/MQxPu6MYLj+0zE2G9CsO2FsvKUFyb85NMGAAAAABAwDgzcfrevEh7Jey+dM5EMDl7APvumejOlfCMNBMyXCnoQQgpmYluvHmYCXomAAAAAGAMo8yE7XVIhzGlBiNnOHrYn5lwjJkz4RHRns4zcMf3Cf+MmajjtekNMxOd4UnRdpuPT6+da5HUKzNngzkTAAAAADCW4WaiYBLs0Kfg07BjeiWEfZsJIf6akxP38XClxFREQ5pSQR/Eq3scymZC4qZ5tmmqZkKwRqAbR7B51mFu8ndoJnycbjy+5gQAAAAAU5gwAXv7iFnoIxcPhpL0TAAAAAAAbIFZmAnYNZgJAAAAANg+szUT9EZsE8wEAAAAAGwfzAQAAAAAAEwCMwEAAAAAAJPATAAAAAAAwCQwEwAAAAAAMAnMBOyE17/8y/z9n46rb/LH9LL42fzwz9/N61zYCNqVvd0K6KPW1FiszN2XL+b2MhM2KxZmdffFfKnKKtyttFXet8Qe2+Xytq3X3s7DhPptdJ15Ts7NNavQAwDAATHMTLy+iRal6yxOF4XfmCdp/AkchplIF4MT7vOrSfFK2sP4zlzVor9lcwHveGMufrt/M/FosaxF3ok5vw5E3uVtJVDvzGrhj8sIyEMxE1KXu1VGhDqTMbz8yvFp+ntvl1y5Ls1tVQZvNLZqNqbUT7vORsACkgAAcGhM7Jl4Z5751bDtytiBgRBj8fG9eRwdP565mol45WzPXD69OsVMeMRUbMtEeGZkJq7PzUkt8pa1eVis7szdXUX9Fn+xujW3t+32ISF1+XJ7mQkbaybyaUnvwP22i2Ymbs2l37bmMNjeN8p1Nhzp0bg25yftPswFAADMnUlm4vHFJ/PV1Tu3LebB/28JjEazbzxzNBOL5boWC2lY10w8X/5h3i5vXM/Fjzfm7IPruXBC3x1/Vh3jezTeLl81cR99fWPe1vvbOI6XVTqvqnTbcJev5OePb/nDnH3dxi2TMxNu38X3fza9Fj98/yYIj4czdXs0cmYiySc1DHZbSTMJm2xSaqyZWF2a1a28ca/EavW/2+dEc9/wmjA8FLGy/3bl3mynYf6NdzbdJCwS70o8K/yD/Q6XXz4s6InRsHmFolxEexuv2C5qHRLhn+QRt2WuvQeaiaD3pJhmoa2L9UvCt2pexIx0XlSU7jsAAAD3zwQzkZgFO8Sp7ZmwRuPozETfGOi8mXBC3w2FErPgDIaYBrfvPz9864635qEW/uH/aVi1LWZCzMnzOh9rLhqzse2eCdlXCfdfvnPb3/weiXtrJHxYlrFmwuXXHN8JC8sn23+aCxG4dpx5JbgS+t4Mi9gWsSg9EivplbD/pz0T+Tf7VlBmewLqsETU2vhWwKbDqmKRnhOvffEEaxy21DPRiZMdQqW3Sz6vspmIyIZpZiIU9nGbRCRp6uX0jD/vmyG9GXGvREg7HyMfDgAAcF+MNhNRr0S4r54z8eLi/XH1TNRCtSxMFTNhzYKEOTMQm4nw+NYEtPHatELDEJuHlF2YiZLwr8V8c3zKSDMhZuW3n81pLsz+3/ZKOPryLxOLfCc0h5mJ+E19iiZUc4I/PNaGiyhOjumLpx3jyIviPsL0JK+4TYR8ulodes2EHaLkTYEw1EykaQbnpZCmXk7P+PO+Ec0QqUyYx87J0A0HAADAfTDOTNj5ET1GIZ1DMZE59kzkhiA4MBN5tmgm0rCQiT0TWdEvAjQSmPszEw1eBNfHDomXO8YxzUy0Yl+ra0+6SR3KZiLJIzUalgFmwh7j0xmSZkWnnJ7x530TZChT6XqlZwIAAObKKDPx5OrXTq9EzJl5+lF6J84yYeM4hjkTg83Em8/1kKjq/wHDnEpmQcJdHvlwnbFmwhmFacOcvAmp0/Bp2vSVMBsvTWszppsJty8v3nUz0Xlznm53jq3F74B4uplw5en2LNTUYrpb3rret1X41K9EhXWIhHjdfkr9pLzTeybGpFkTldOTy68ut9LOkxEzXOiVYM4EAADMmeFmQu2VcAbCD3NqPhe7IXM0E0L8NScxBeGEZ8GZgn4zEcYJzINgzUU+rM9MOPOhpJvFifR4+FAo4DUzIXjBn8ZL9zu8ETiNJnT/HOURhl19k8s/SFPrqRiEIoYbM+EFb0x7fBreilHVTAj+TbglNATd/KI01HiOkplwYjkf18ZL8yqGldqlXAefnnC3WkVGwIn9XFgpPzET4f64bmPSbMtZyi8XnpqQ8YhZ0OZj8TUnAACYOxMmYO+HuZqJ7ZD0TADAw4RF6gAA4MDBTNwLmAkAAAAAOHwwE/cCZgIAAAAADh/MBAAAAAAATAIzAQAAAAAAk8BMAAAAAADAJDATAAAAAAAwCcwE7ITXv7TrQUxeaK6zrsU02tWD3Urmh/jd/q3Ugc+QAgAAwFZ5ZP5/5dN0QXR6J8QAAAAASUVORK5CYII=</raw>
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      <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>7.</strong> Save it, then go back to <em>Solution Explorer</em> window, right-click on the project name and then on <strong>Reload Project</strong>.</div>
<div>Confirm on the dialog that ask you if you to close all the files, if it is prompted.</div></span>]]></writer>
    </region>
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</raw>
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      <writer lang="eng" wrap="Custom" width="383"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify">If all is gone right, you will see that now the SMath Studio assemblies are loaded in your project (in the <em>Solution Explorer</em> expand the <strong>References</strong> item)</div></span>]]></writer>
    </region>
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</raw>
      </picture>
    </region>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>Now everything is ready to start coding!</div></span>]]></writer>
    </region>
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      <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>8.</strong> In the <em>Solution Explorer</em> double-click on <strong>Class1.vb</strong></div></span>]]></writer>
    </region>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>9.</strong> In the editing window, above the class definition, type in the following:</div></span>]]></writer>
    </region>
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      <writer lang="eng" wrap="Custom" width="433"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">Imports SMath.Manager</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">Imports SMath.Math</span></span></div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>10.</strong> Within the class definition type the following:</div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="433"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">Implements IPluginHandleEvaluation</span></span></div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="700"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify">then press enter; this will automatically insert an interface (with the interface members) that must be implemented in the class (see endnote 1). You can even click on the light bulb and choose</div>
<div style="text-align: justify">&quot;Implement interface&quot;</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>11.</strong> Next, type in the following:</div></span>]]></writer>
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      </picture>
    </region>
    <region left="18" top="5076" width="363" height="27" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="349"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    Dim asseblyInfos() As AssemblyInfo</span></span></div></span>]]></writer>
    </region>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>12.</strong> Then scroll down the page and find the following subroutine:</div></span>]]></writer>
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zt2KZmL/pwfNPWNUQydhMr4GydYZgKocrEzjAMw0wHi51hGKbGYLEzDMPUGCx2hmGYGqMksefzeUsohmEYhpl7AmIv7l93ZJkzDMNUIgvg/1bHxuqoURPvAAAAAElFTkSuQmCC</raw>
      </picture>
    </region>
    <region left="18" top="5247" width="214" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>Replace the exception code with this:</div></span>]]></writer>
    </region>
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      <writer lang="eng" wrap="Custom" width="705"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">        Me.asseblyInfos = New AssemblyInfo() {</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            New AssemblyInfo(&quot;SMath Studio&quot;, New Version(0, 98), New Guid(&quot;a37cba83-b69c-4c71-9992-55ff666763bd&quot;))</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">        }</span></span></div></span>]]></writer>
    </region>
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</raw>
      </picture>
    </region>
    <region left="18" top="5445" width="728" height="84" color="#000000" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="714"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>This is required in any plug-in made for SMath Studio.</div>
<div>- The 2nd argument represents the version number of Smath for which you are developing this plug-in. So if you are developing for SMath version 0.98, you insert 98. However, if the version you are targeting is different, enter the appropriate number.</div>
<div>- The 3rd argument will be the same for any plug-in, never change it!</div></span>]]></writer>
    </region>
    <region left="0" top="5562" width="287" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>13.</strong> Now scroll the code to the following subroutine:</div></span>]]></writer>
    </region>
    <region left="18" top="5589" width="557" height="86" color="#000000">
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>type in the following within the Get block (see endnote 2):</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            Return Me.asseblyInfos</span></span></div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>14.</strong> Now scroll the code to the following function:</div></span>]]></writer>
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    </region>
    <region left="18" top="5949" width="326" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Courier New;">replace the content with the following:</p>
        </content>
      </text>
    </region>
    <region left="18" top="5976" width="719" height="97" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="705"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">        Return New TermInfo() {</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            New TermInfo(&quot;combin&quot;, TermType.Function, &quot;(n, k) - Returns the number of subsets (combinations) of k elements that can be formed from n elements.&quot;, FunctionSections.Unknown, True, New ArgumentInfo(ArgumentSections.RealNumber), New ArgumentInfo(ArgumentSections.RealNumber))</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">        }</span></span></div></span>]]></writer>
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</raw>
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    </region>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>This allows SMath Studio (and the user) to know several things about your function:</div>
<div>- The 1st argument, &quot;<strong>combin&quot;</strong><em>,</em> is the function name to use inside the worksheets;</div>
<div>- The 2nd argument, <strong>TermType.Function</strong>, is the type of object combin; we&#39;ll see it again later;</div>
<div>- The 3rd argument, <strong>&quot;(n, k) - Returns...&quot;</strong>, is the description available in the dynamic assistance;</div>
<div>- The 4th argument, <strong>FunctionSections.Unknown</strong>, is used to group functions by categories (CTRL+E in SS);</div>
<div>- The 5th argument, <strong>true</strong>, is to display the function in the dynamic assistance (use false to hide it).</div></span>]]></writer>
    </region>
    <region left="0" top="6336" width="289" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>15.</strong> Now scroll to the top and add another interface:</div></span>]]></writer>
    </region>
    <region left="18" top="6363" width="217" height="27" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">IPluginLowLevelEvaluationFast</span></span></div></span>]]></writer>
    </region>
    <region left="18" top="6390" width="591" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>to do it, add a comma after the first interface and type the new one, then implement his members (hit return)</div></span>]]></writer>
    </region>
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<div><strong>16.</strong> If you scroll down the code, another function is now available:</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>type in the following conditional <em>If</em> statement:</div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="699"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">        If value.Type = TermType.Function And value.ArgsCount = 2 And value.Text = &quot;combin&quot; Then</span></span></div>
<div style="font-family: 'Courier New'; font-size: 9pt">&nbsp;</div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">        End If</span></span></div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>that means &quot;if what is being processing is <em>my function</em>, then do something&quot;</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>17.</strong> Now type in the following within the <em>If</em> block:</div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="699"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            Dim arg1 As Term() = Decision.Preprocessing(value.Items(0), context).ToTermsList().ToArray()</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            Dim arg2 As Term() = Decision.Preprocessing(value.Items(1), context).ToTermsList().ToArray()</span></span></div></span>]]></writer>
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</raw>
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      <writer lang="eng" wrap="Custom" width="690"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>These preprocessing steps are needed to correctly prepare the arguments. This means that all possible substitutions will be performed.</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>18.</strong> Next, type the following:</div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="699"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            Dim answer As New List(Of Term)</span></span></div></span>]]></writer>
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    <region left="18" top="7263" width="700" height="158" color="#000000" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="686"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>This will prepare a container for the answer, made by Terms; these are the low-level units to build math from within the plug-ins. To create the answer, we have to compose an expression array formed in Reverse Polish Notation (see endnote 3). The mathematical expression is:</div>
<div style="text-align: center"><img src="#" alt="{n!}/{(k!)*((n-k)!)}" data-style="font-family: 'Courier New'; font-size: 11pt; color: Black; background-color: Transparent" /></div>
<div style="text-align: justify">it can be expressed in RPN as:</div>
<div style="text-align: center">n ! k ! n k ‐ ! * /</div></span>]]></writer>
    </region>
    <region left="18" top="7434" width="377" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>Thus, type in the following lines to compose the list of terms in RPN:</div></span>]]></writer>
    </region>
    <region left="18" top="7461" width="656" height="198" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="642"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            answer.AddRange(arg1)</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            answer.Add(New Term(Operators.Factorial, TermType.Operator, 1))</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            answer.AddRange(arg2)</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            answer.Add(New Term(Operators.Factorial, TermType.Operator, 1))</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            answer.AddRange(arg1)</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            answer.AddRange(arg2)</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            answer.Add(New Term(Operators.Subtraction, TermType.Operator, 2))</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            answer.Add(New Term(Operators.Factorial, TermType.Operator, 1))</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            answer.Add(New Term(Operators.Multiplication, TermType.Operator, 2))</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            answer.Add(New Term(Operators.Division, TermType.Operator, 2))</span></span></div></span>]]></writer>
    </region>
    <region left="684" top="7461" width="36" height="198" border="true" color="#000000" bgColor="#ffff00" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">⇐ <strong>n</strong></span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">⇐ <strong>!</strong></span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">⇐ <strong>k</strong></span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">⇐ <strong>!</strong></span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">⇐ <strong>n</strong></span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">⇐ <strong>k</strong></span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">⇐ <strong>-</strong></span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">⇐ <strong>!</strong></span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">⇐ <strong>*</strong></span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">⇐ <strong>/</strong></span></span></div></span>]]></writer>
    </region>
    <region left="18" top="7659" width="505" height="180" color="#000000">
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>19.</strong> To finish up the function, type the following right below our <em>List</em>:</div></span>]]></writer>
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    <region left="18" top="7866" width="301" height="46" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            result = Entry.Create(answer)</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            Return True</span></span></div></span>]]></writer>
    </region>
    <region left="18" top="7938" width="418" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>This will returns the result and that the function we were looking for is found.</div></span>]]></writer>
    </region>
    <region left="18" top="7974" width="507" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>A result is needed even to know if this is not the plug-in that handle the function in evaluation:</div></span>]]></writer>
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      <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>20.</strong> The math is done. Now we have to check if the setup of the plug-in is complete; go in the Solution Explorer and select <strong>Show All Files</strong> (if not yet selected).</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>Navigate to <strong>My Project</strong> ⇒ <strong>AssemblyInfo.vb</strong>, double-click on this file.</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>21.</strong> Now we can edit some attributes (adjust with your owns):</div></span>]]></writer>
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d2YroY0Cy4rQk+1vhGgi+6np2Ycx9NmB9X3LXDncfuF2h9TOncHxbH6FfKE1A+esqAxeJY25Xlb96aaF038lqdvKr2BN9l+5h9QNv2NHFXPpp9QLTdhLbIGPE10zqUccSfI8TfH+M+1vaqdaXvrvOuiD0OqDJSmQUqi/eVCTT+MF9jrHN8VV+aUIbtO7fn84my7D7M7ZR+Sv13CvGf9hrjMQkM9QHli1WHRWdBV/4AVPSFtYwXGgDzJEwKcE2AKYD4g8WHz7yJKVY4AGxp8rXBVtIAjAHiDwAAAKwYEH8AAABgxYD4AwAAACvG/MU/3FU54i7sTSTeWTryjuBwh+566rPe8yK2j+ou2sCJlbNUqLuGC+xOXtwYCAAALRD/qdkc8beB+Jvin8CvAgAAwGaBxF/9npQP6vxub3ant/hNackv7fDB3/rtaE2TPorffKYyRXmJ8htU7iPzXZ4zEAeKk3p6GJ1LP98xfeTlZUK5Ufz5SzSGY0/5qw0el0uMF8bYNjzCH75Dwe2zdLY679YrxZHa4pJbd/v6+PPpeQb+WGhXytt5GQkhxT/GRfo1KTYAALA1WdDv/PmKtjNIk3g0D3xIosUfCpEnHiQU3Z+IDQuBJSIyr09jD5Ao+UWZk8Qm24h1p3xkZ1iseiv/KtbS90nUMuKEI5XXiXWXIMpVuNvyLb+JHIP4OZ9Lf4Owk08+nrs/lto4TBSyoLc2ddmib/hzw4NY0jEAAFglFkr86wo3rgbzQB4Gf/Y5QoM9rfi4INoCQJ+1EEgMYQ3Ckn3hOwiT8+b8QWyGzhMk4aPnc992YXhMZ54ElOOjxb/mE4LXIcY3+x7PledN8p2gPCwGeRWeYqN3DnJbizbpxDG3XY5n8Y3ys9W+buOmzdnuCh2TcQMAgNVhccSfr9JNUbPEnkiiE1bYsxL/+DnbkecaQqhEKDPxPEH0nZ5/vvvgdnfe0XPcjo0Qf/Ld2J2YVvypruIrEBUPU+w9dF6Z2E2I4wmLf47xVb4+t7blAADAqrBY4p+3ltNEQIoaYYkdUcVJiBCfUAiR02hx45/pfy5ahg9i4lIJgpfEKYuczsOhPPRyjt1X+TI+5/8XW+3ax3pO9a3NJ0XcgAso/b/OlT/3I9TVEPGeL+XcThzz8XB+/tuIf+tjG5vkA70AxUgf/4sPAABYbhZo259ENd24Rd/revGLA3EU37wNLIW9ptdBntlRg3kQJWWHpwWEWEcb+gU+USikHZ5Wy62+XHGXXsm3BBtpghLKb3xJcGENgs3TpxR/Ht/0whQ6V543Wfy5H5fTjYJse734XSZfvI2o3FofK45koyv+JS/rAypdTLqGJmqqvwAAwFZlQW/4A2BO+IkBbvQDAKw6EH+wGuSdou5XPwAAsDpA/AEAAIAVA+IPAAAArBgQfwAAAGDFgPgDAAAAKwbEHwAAAFgxIP4AAADAigHxBwAAAFYMiD8AAACwYkD8AQAAgBUD4g8AAACsGBB/AAAAYMWA+AMAAAArBsQfAAAAWDEg/gAAAMCKAfEHAAAAVgyIPwAAALBiQPwBAACAFQPiDwAAAKwY8xf/k0915/3du9yeq4xj8yKU+ZfuirvOdm+0jp8QJ7kdX1P1ofLufYfbtZelbQCve/cOd+njf+mufHyD4zvASdfu9v5En/bd+OdmnsjixHEmdH2nelI85tUfX+dOv/lCI9ZGfAdJfj66052d0qh/XTKlz9T+lx85wzwGAFgcFkj86yAZYIPQYrFoojXtID9HporDosXxBJng+3qEdByzEv8WiD8AW5fFEv/b8uAZB64yoL1+u/sLNSnQg0z5HMqLeeUgRIPknjS5SLa93YvU4EZ2eivWutKuhNVcGvh3fy6teh+rIsDPGV756cG6fpbl6lj2z6PPYgA34pjzFPsTJ108jirGZH/EpG2+cfSwPkBUH3u+U8xyftbvuJ3sC/WZe3a5i8LO0g53Xl4tD/hOiHZIfki/LAGvyJil9uXtmSFfevFNfWPvoXw817XWn8c2+pzqyI6Jay/Ve9c7ZcwDJQYyvqWvinbS/RoAME8W6Dt/P0Ao8Y+DAU9nA48QGp5f5Uufw0BmDVj3kI1cRhyEhwehtqw8iMXy2EBO6cE+5Zs8wAufO0IqRYTQ/sjPNX+uY0wvZeVYMKEaQpQf6k1lUZl5EE9MnATML44CVr82dhHdVyKyL5Rzg+B6vz8c677v4HYhftmO2f942bx9Rf0mI2314mHEN6RVEdc+WZ8vLaJc7Ym6sfjSZyuWlFb8K/Wesh0BADNlscSfrQ7EYMFFxRMHFza4GUIpByEaaOqKL0Crkiz+/vyL/AC2m0SMCaQNKzendQbAOHiyMnm9LFg9mgGWrarkylf7Iz+XAb0bxxwbVSeTdsC2B3Z+To85xlG3d16B5jhqH1NsRFxVzIlwPNeRjlPfyT5TX2K+W0LKP4f6p74WjpW+2kH5U33tiagRXzOtMuxzLafpm0abZZuxTBnHHH+yT+0q8wMANoKFXPmLAWRAULg46MFTDkIDA6Qvc/fHdrjdH93u9h45c+biLwf8SWTb0d9YRhSyXJfWpvZHfi75JwoznecHZrVdLWnjSHUtn+co/tPEkfJfmv1QNgOW2HvCeVmMrPOImYl/jd3pn9s1EHNiqA8M9G0dXzOtMuxzLUdcW502yzYnlUnQOZMndACAWbKY2/58QKH/e/cM0LGj57gdxuCpByH6rAf7PKDtPbrDn0/lX+gumbj9agy2vQGQhGJQTFtowN1LW8lHrcGd/t+j6qEHV5Y/xC6J3FAcC+MG6lK+tjmV+M8vjly06P9LrXM7vtZzYywaQRol/m3dpJBWW3T/wN7S1j2G+4Du6+05OW24fbWP4jNrm5oefeETxraeMU/rn8SuAwBgXizod/5SZGhAqdu+fEBuB8IwOJe8MX8c7GjgY+lp4Kdy4v+GrQ7cn5C/J1rp/9aXAcgWfZeshCOW59MP7Sg3KUrbnlQnnp9u7sqDsRnHUF5OG7MFmwZ8biMf6whqj7nFkdUp3JSX+pWuf7YhbPOJgupLwZch8be25VV8Zcw6EwyDXh8Ix7mfLP5NfHvi3/HR7C8q/+V+4szbTNjKsVT2oy+8H3mm6DcAgBNngcQfgBWDRHHiThMAAMweiD8AG07ehRqxEwQAAHMA4g8AAACsGBB/AAAAYMWA+AMAAAArBsQfAAAAWDEg/gAAAMCKAfEHAAAAVgyIPwAAALBiQPwBAACAFQPiDwAAAKwYEH8AAABgxYD4AwAAACsGxB8AAABYMSD+AAAAwIoB8QcAAABWDIg/AAAAsGJA/AEAAIAVY1D8z3/7me6R715d+PZdV5j5AAAAALA8DIr/X73/XPd//9/Rwh/+z81mPgAAAAAsDysj/q//wNNu3xePuNfrYxc86PY9+Ed3xYO/dXs+8A55bCl5u3vzD//e7fr0mc2xN93/mLv0lR+5S5+/zZ3xZnlsOq5wb3ve2/nRIXcKS3/DV+9xf/HQh9zJLG3btUfcxVTmK//d9KnHaQd+4NZ+/qD7QPr84Rtudr/5wrvc1R+63v3unk+4L53VnrNeyPb/+tRbzGN7qbyHbnFPXXm6eXwUe/e7n3/zr91lzbGd7u/vuNX90Ty2nPRiOYs42n3gDHfjD9fcS/df3uQHAPTZPPEPortxgtsV/8A73NlffHluvgTRPWHBHUtf/AMXf8Zd8NPJvpSJAuPCr7/NzJsxxT8wwSfNaQfcD9Z+7h78QE3LA/95Wkjp80NeQAPrE5ch8Z8JXfHfaLa7W7/0pRQr4pB74Dwr3/qZZyy7fcBPou7+l393P/q8zA8A6LNB4n+K++T31twvH7mqpL3xb465XR980F3MBfnNR9yeu2kVTrzkdl2Q0svq3HP30+7sLFw8/fYH3RuD3WfdxYefde+jicWnvx+O7/ubDybxf9i9/faY/31iIqDEP/jByqfP/5WVe8sx98fjz7tvn50+D+JXyY8dcmfd/4AQPxLKd2dhZStoLroXMyHl6VGEvd1jd7vzjz0RJhbnPkLH73PnvCMJ7V3fsFfcSvyDH6x8LeBUrhT9tOoX/tW0CvmSz7HEn5/D857mDvxgzf38wQ+wvJ2B/5xL3P+81xJ8KXJRjCjtBnfslpuD6H3vQF2JBsE6tN/b4vnzalWLpF+t3/oJ9/BNZIcfU8IafNRiS2R/06rfp4V6DfpO9f+se+rAx8pEpwpstTN58hNj0Ag+xfGOuptSBNzH+rkv7Hc/yPZ7ky5KD22RPmfS6tyOo0eck4/14jsk/tvcGTf+0K29dL+7PKftvNv9y6svufsvr3kAAJX5i/8pn3Tf+81rQvi3bfug23WYxNr/PZpFtbf69nluZ0LM08u5JPovBZGnvzQR2O7F/n1+onDuNXHF/yb6XCYU2mZbdrZH/9PE4eL0f2Aa8b/2iDufxNP/3ZPFsrf6pi1ytZWe08u5QTRJLKN4Xvj1y72wPuGF+Aa3Iwjsu8PnMqHQNpuysz36n0T6bibElvhHrFX+NCv/N/HJEPfRWPX3IFF5WQinkR4EhgQkiiqJxyEvIiRYR5PIkahkodJCGMWVi1YU2yzYRSjDsQyVdVMVYkOsMroOtu+xnOIjs2eX32N68f+5mKykODC/hB1+rkpv4yhjFCYIoU5j4mthrP5pAnAcOwIAWMxX/E+7wz17/D/cT76q0v2KfW8SU1qpZ9ElkX1fWqnz/EHQ9VcEfNWfyOKfV/ok2Hm7n8S/bvtrsTcmHt5+3JWgY88ak49xvOn+O5OYepE9lkWXxNALtFjxpjy0GlZfEbRb8Fn86W8W7CywJP5MaLXYGxOPIsR07Ak5+ZiP+Kd68jpl8X/zt92z7Lv+IWxhUMIb8vlV85U7S3r8nFb8/nxpxxL7/mcu1kHA8qqXr8JHi3/P9+prSOdiHQRa7x70IPtsJ6Iz4SllCb+rb9Jnid0mhIqjKjMc9yv+L53Vj2+1ZdH57v+MG90Pf/cq7gkAQDFH8aet/t+444b4RzGvoi234DtiH0T4tz49rdhJ/NNWf81TV+wnLP55Z2HPEff2Q9K/8WiR0ze92WIfRPilKoi2AM9O/PPOwqlf/YZ7m/BvnuKvJz4JL/7P//GYu0WnG5DQtKK3SeIvVsPKh3mKf8pHdmjiYQtvhuxPufJfKvH/pbHKpx2B4+74v//IfV6kA7DabMK2v9yub75PT2QR52lCpPX38olR4t+UaYk/2aL7B465t6v00dv+Yru+J44dIWQiTefx7+XlecPi35RpiT/ZovsHHjui0qcT/+YrhoIWf/r8hGl3mm3/uOrlwhwhASqTgiLKVbwGxb8R6inEP4tZKJOt/Buhq2hxs31XotqxN1koO+LP6xRimiYRHfHnfkk7Qz5YcawxovPqtr8R32Knhxf559R3/Nj2B6DLxt/wV7bT87EsvFf7v7SyTzsCZVVP38/buwQk7PQ1QTwWdwqGxF/nbW149A2F/HNmpPiL77WJLLxX+r+0sk87AkUESTzNXYIolmUHIewUDIm/zmvY8OgbCvnnTCP+VAfmu/STfMrpcUITJi4lryf7o+zUsu0b/noE0cjb2GWrnYQqb2/ztL74l61wdYNZTfcMihMr8x66YS2WEf00/AkCymwP+t4Xf+Fj3sYPZVqQbUv8mZ3geyqrJ/7+s4g7nyzxeiV/7DjaebuTq2y/hxf653DDHwCj2SDxX07yBMI6trXIEwjr2CZAW///MXL1DwCt+vFTPwCmAuJvkW8mNO4p2GrQyp5W3uYW/CaiH/IDgA0e8gPAeoD4AwAAACsGxB8AAABYMQbF/9L3vsX98wsHCj96+uNmPgAAAAAsD1j5AwAAACvGyoh//slf87CefHNf81ChZSX/5I/9xDCRb+5rHiq0YEQ/Ow8B0pjPLSDSzw7N5w5Myb5vuefXnnaH3xo/n3rVp9wfvvnX7up3XuV+8eAh98CQn392nvuHO+PP2X7/hXfZeUZyCpX30FH34qfeah4/MU52X/+y9/OBT7gvsXQq82Vf1w+yNKr/idZlak651P1E+VZIMaY24X5Ox0nu2s/cZMaW6vvHh464p66U6bMi2qc+MuO2pbjQzyab/mm39eJAbZF+Htr4OAvfN6OtyW9q352hbrWvXubue3HNPXlwu8o/fzZP/IPobpzgdsU/YD/kZ1YEMdswwe2Lf6ArlpIyUUgs2q8BCiPrs372uW89v+aePlwHiiz+H+SCRP+HATyhBqdNEcwZMBvxTwN2is26RHpI/GdCXxDmSlegZ8A8bW8Ec2vzzWjrLP5vNa6fm91Tv3/B3Ws8f2OebJD4461+y/ZWvzN9eUXwwwN5qh3ue89Hnm7lp7wXfudwedAPTw82+GSJyn/iiDs3P6Qo+cvLy5TYpIcNcT/0g45y/cLDmEq85ERn37eed2tPH3ZvLTYGxL8MVHHlwi9wfcFLUaWBIa82pFDm1WBc9dNnvirxeb90yD18Q145Dq1YyKfPyeMkDreTz7XMKszaj2o/1OXw/pE7GjEWluDXOnlS7CjtpVuuCxOpXEaN9Sfdw3pFmFb92o9Tr7revXjgQ2VClo+JMnO8yHZJSyT7VNfwWe3wWL6TnR9/c797JMet9IcBRL+JiL5SBDy239MHcrl8lyDGOPpeBSZ+rkSbVlvXcnPefCy0B2trqx05um+U/Kydaiy53x4dryY2Hd91+7H2qOkpXjovkfL32lqck4+Fa4f1x0k7gMH3nvhvc5fd96Jbe/Kg257Tbn7K/f53T7qD22ueWTN/8cdb/ZbyrX5BnJkI0ucgpEGIsz22yzDg+8XGrkcQ7pyufbI++0lC9CcKePGtqU8lT2Sy+IvPwWast/BF1KNd9XcRA1Uc1KQYjRN/nk/mkfnq5zoQWoMKJwhimki8RPm8zz9m9tvy7LQwSObBTtTboIjXUHqNF5UXvkq5iAZcX9f9yX4YgLPgUX65ctN1H+OjrFtrs6Dr0PE9ikT2UbeVJrZdESCCiVCpSykrlpPzcN8pvynKvdh7mnYVMSLfYj1Ce+RJ0oC9jIi78L1OPJuyA0b8R7Wb5NSrrrNjLmxN0daqHUusKZ+fzMR2GrA3GmP1TxOA4/PbEZiv+OOtfl5YlvOtflr8s3Ceylbxkbwj0Ped25mUHpjgcyPio8SfTVTS8Vxv4Yuw92n3P16u3/UPEgb+OpDrwVgM6B45gNUBhudrBzktKPLz0KBIRPHf6a694Xq/mov3LIRJQDpunW+libpMEoSxA7jPRxMR8imkp89ld0XZ0fEc/Mx9TIN2207jBaHnu9gJGisIql6E7buyV87TfYIx0Da6Djp+dJz6hsw3UFZC2wmomPO4k/26E5MnTuk8IzZEE/+Mz39MlE3+snLHtI2OmfaBjtNumcpn1nsqOt/9X3afe/HV383lnoA5ij/e6lcEsRFKdVyvjEmAaDs8rUBtoZyd+OedBf5WP11m/qxX0w2jfO+nByb4TD5ckM+16pOYifj/68vuv+2L+QfpDFQZa3C1BlUxGDZbiXrwlZ+7g2KCjr/0hX3utgMfdLfd8En34Ic2SPybehh2fb75iz8N+nVHRvoA8efxo+MzFX/LD0q/M9sz4mXEhmjiH/C+3dLGsUzuxraN9lX7QMfnJv7PGat82hE47o6/cO+Il1tNxyZs+8vt+vYNe5Es4jxNiLT+Xj4xSvybMi3xJ1ur+1Y/IYi0FZ53KTrb+AJeRif/+sWf6q1fJmTEz6PrTmWWewDIJtv2t8V/vdv+Lc3gwPLTsfj9Mw1K6nt5wYmJP5X549uvc09/mgb1D7kf3yEHQPN8o16iLr2BvUA+yu/jA2S3TAqo3nXbP/hAvqa/oXzhRytCOr62j3zQj2XyHZqmjTKWIBi+y1jxstJ5FuKcSG2HaDtOApU9dh75rXeaIm2cMrqt6fMvRHzrtn/N17eXsWNY7Yl0Hlf6/871r/yt7X7uC/1fV/49Pz26rYNftc4l1iqftEf15TsNY/Ai/wv1Hf9Sb/sX8Fa/QBaWJXirH32ueaW4mse6vsv8uQwhuIWOj0Goa5o+j9sPx1T+6g+3X30Uvgjxt2/4M+kMVCE9r+QDeSBJA4RP+0O4SSymh0GY508iEwYvnh7KkoOxNSgK+AAb/ErnhnRmW2y/Vj/FDX95oNODpYWyb2358rRQB+9fI/4pL1HK78S352Mt09fxgJ8A8XhxWyG+SXyL7WHfZR9Yv/jzeIWb54LvffGXbSQFlPebEI+Btm7y+jTZp2R/sxBx56h2inlYfH0/f/iGeE+KrA/L3/Nd2bZu5AxxDDe3Gv5MaOs2r09jfYrsyXon/3W7DuGF/hdb7oa/JSZPIKxjW4s8gbCOLQBKkDcW2vr/3+NW/yeMHlwnD7YAgGVnS//Ub8nINxPirX6LwaaKv0c95Gee8NWXWH0AALYgq/iQHwAAAABsChB/AAAAYMUYFP/3vvct7ldrNxZ++rPrzXwAAAAAWB6w8gcAAABWjJUR//yTv+ZhPfnmvuahQstK/skf+4lhovwkbtLv9JeQDz/6a7f22DXupPD5bPedr3/Z/eTqne6Lnz/s/vXLl7p3qvzTsvPyj7uXZ2BnUznzYvfkHZ9yX3+LcWwqOvF9w/Xu+2u/dA/v1/kBAIvG5ol/EN2NE9yu+Afsh/zMiiC6Gya4ffEPTHPn/MBv9xeKDz/qfr32mLvmpJyWxeks957rDrpffmZ3zUsCePetMm0EGyX+VM4au9v/j397lbvGyLcuZi7+RnzPuNM99+qP3VdEfgDAorFB4o+3+i3bW/3ig3VswW99jM8JOP+x6MPb7qK6xXPlG/OqPVH/8hAhqlOuS03v+hg+f9g9+us199g1J4Vjkb447bz8I+4Hn/gr9+RtWVTf6Fevn3U/OJBFN55X7VQhjitcyn+T+8mBj7gXUnqxv+vKkpZFm8rnOw+NWJpQuf/Z/cM7J3+WkwWWJ01yRHoS/4cPHozpf1cnAuRXzKvqWWLBP/fju23bG9z13/fX+sP7S9oZdz7n/vTLh93+kgcAsNnMX/zxVr+lfKufFFiGsEfnkqDHMmkiQK8CprLP8n9pkiJ2PehcYweklhXr1D4F0PYxnN+s+ofwAnbwGi94UfCjUNL/h4tY1xV+TM/CptPLipwEP/zvBfGrUkzDuWK1LfP00WKvJg2lzHqckD5y4U6IXQ+WR9irwl7tpXPH7hoYq3+aABzHjgAAC8N8xR9v9fMCtjXe6lfzynQS7gvCBCSWqV+WI/MzEaey2CN4o+BzkZcTEMvHYPNrP3W/Lt/1T8AL2OM3RTEjYXteiyDl6Yj5RGHlq/5EFdk00fB5fpbFdJBW/LlAi4lAEnS5ao/+0o5AyZfzMgHPdvTqvcSG5RcTgUl0vvt/w/Xfd7/5E+4JAGARmKP4461+RcyLaOttdFvsizCmFbYtxLMT/7yzoN/qx792yJyw+IcJUJz85HS58rfF3/Ix4MX/tZ99s/HTIgtiEeggph3xV0I5SvzL6lmSxfQ9110nBb2LIf4ljU0mgi/W7kQ9j4S9fJUxrfizur7nuhvaOvcg8X/FWOXTjsDx4+7VH39FpgMANpxN2PaX2/XtG/YiWcR5mhBp/b18YpT4N2Va4k+2VvetfmGLvtmZ0L6QD3nbf7L413Ozr+RjnAhMWvmbPhKjt/25aBJcTDsr/7T9nVfX9nfhiZBHCzY7dtt17tgt9uSgxRJ/EuV4v0LevZC7FvS//cuGIu4d8Q+TojJxYfWmzz4exz6zz31ntO8eL/LPqO/4se0PwGKx8Tf8le30fCwLL97qFwU3p/NdgiiQZQch7BQMib/Oa9jw8JU9ibRe6QexLvmrP5Q324i+57Jt8c95+Q5Hte3t3vWNNEkaEv/eboR1w59BEGApYFH8LuqIf/o/7BJ4Id6ft+w74u8JIlp2FpiAJmHmq+se0oaH7yaECQa3y/P79AMfYT4ebm10xD//n/NLP2kyoNOGOePOZ3DDHwALzgaJ/3KSJxDWsa1FnkBYx06MPAmwjk3HgI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      <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>22.</strong> There should be a Guid attribute; <strong>if not, you must add it</strong>. Every plug-in <strong>must have</strong> <strong>a different one</strong>.</div>
<div style="text-align: justify">It is the identifier of your plug-in, and it is used to save the dependency when you use <em>combin()</em> in a worksheet. Remember: <em>there are many like it, but this one is mine</em>.</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>IMPORTANT</strong></div></span>]]></writer>
    </region>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>If it is missing, you can find one guid in the project file (see point 4 above)</div></span>]]></writer>
    </region>
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      <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify"><strong>23.</strong> Last thing here is the version. Add an asterisk for the build and revision numbers of the <strong>AssemblyVersion</strong>, so you will have always a new progressive version every time you will compile the plug-in. <em>AssemblyFileVersion</em>, if available, can be safely removed (otherwise you have to update it manually).</div></span>]]></writer>
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      <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify"><strong>24.</strong> Before testing, we have to open again the project file, as shown in point <strong>4</strong>. Once done, go above the &lt;/Project&gt; closing tag in the last line and paste the following:</div></span>]]></writer>
    </region>
    <region left="18" top="9630" width="719" height="585" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="705"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">  &lt;!-- copy anything from the build path to the SMath Studio extension path --&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">  &lt;Target Name=&quot;AfterBuild&quot; Condition=&quot; &#39;$(Configuration)&#39; == &#39;Debug&#39; &quot;&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;GetAssemblyIdentity AssemblyFiles=&quot;$(TargetPath)&quot;&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;Output TaskParameter=&quot;Assemblies&quot; ItemName=&quot;AssemblyInfo&quot; /&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;/GetAssemblyIdentity&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;GetAssemblyIdentity AssemblyFiles=&quot;$(SMathDir)\SMath.Manager.dll&quot;&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;Output TaskParameter=&quot;Assemblies&quot; ItemName=&quot;ProgramInfo&quot; /&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;/GetAssemblyIdentity&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;PropertyGroup&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;ProgramVersion&gt;%(ProgramInfo.Version)&lt;/ProgramVersion&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;ConfigFileName&gt;config.$(ProgramVersion.Replace(&quot;.&quot;, &quot;_&quot;)).ini&lt;/ConfigFileName&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;!-- SS portable --&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;PluginPath Condition=&quot; Exists(&#39;$(SMathDir)\portable.version&#39;) &quot;&gt;$(SMathDir)\extensions\plugins\$(ProjectGuid.TrimStart(&quot;{&quot;).TrimEnd(&quot;}&quot;))&lt;/PluginPath&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;!-- SS from installer --&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;PluginPath Condition=&quot; &#39;$(PluginPath)&#39; == &#39;&#39; &quot;&gt;$(APPDATA)\SMath\extensions\plugins\$(ProjectGuid.TrimStart(&quot;{&quot;).TrimEnd(&quot;}&quot;))&lt;/PluginPath&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;/PropertyGroup&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;ItemGroup&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;BuildFiles Include=&quot;$(TargetDir)\*.*&quot; /&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;ConfigFileContent Include=&quot;%(AssemblyInfo.Version)&quot; /&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;!-- extension status (0: enabled; 2: disabled; 1: removed) --&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">      &lt;ConfigFileContent Include=&quot;0&quot; /&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;/ItemGroup&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;!-- uncomment line below to keep clean the extension directory --&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;!-- &lt;RemoveDir Condition=&quot;&#39;$(Configuration)&#39; == &#39;Debug&#39;&quot; Directories=&quot;$(PluginPath)&quot;/&gt; --&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;Copy SourceFiles=&quot;@(BuildFiles)&quot; DestinationFolder=&quot;$(PluginPath)\%(AssemblyInfo.Version)&quot; ContinueOnError=&quot;false&quot; /&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">    &lt;WriteLinesToFile File=&quot;$(PluginPath)\$(ConfigFileName)&quot; Lines=&quot;@(ConfigFileContent)&quot; Overwrite=&quot;true&quot; /&gt;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">  &lt;/Target&gt;</span></span></div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>This makes possible to deploy automatically all the build files in the proper directory.</div></span>]]></writer>
    </region>
    <region left="36" top="10710" width="396" height="27" border="true" color="#000000" bgColor="#ffff00" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><em>%APPDATA%\Roaming\SMath\extensions\plugins\{GUID}\{version}</em></div></span>]]></writer>
    </region>
    <region left="513" top="10710" width="152" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>for SMath Studio installed</div></span>]]></writer>
    </region>
    <region left="36" top="10737" width="282" height="27" border="true" color="#000000" bgColor="#ffff00" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><em>{SMathPath}\Extenions\plugins\{GUID}\{version}</em></div></span>]]></writer>
    </region>
    <region left="513" top="10737" width="153" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>for SMath Studio portable</div></span>]]></writer>
    </region>
    <region left="18" top="10773" width="612" height="46" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>Save it, then go back to <em>Solution Explorer</em> window, right-click on the project name and then on <strong>Reload Project</strong>.</div>
<div>Confirm on the dialog that ask you if you to close all the files, if it is prompted.</div></span>]]></writer>
    </region>
    <region left="0" top="10827" width="503" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>25.</strong> Time to test! In the <em>Solution Explorer</em>, right-click the solution name and click on <strong>Rebuild</strong>.</div></span>]]></writer>
    </region>
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        <content>
          <p style="font-family: Courier New; background-color: #ffff00;">&lt;&lt;&lt; REVISION ENDS HERE &lt;&lt;&lt;</p>
        </content>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><strong>26.</strong> Now run <em>SMath Studio</em>, then click on <strong>Tools</strong> ⇒ <strong>Plugins...</strong></div></span>]]></writer>
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<div>In the <em>Quick search</em> field, we search for <strong><em>combin</em></strong>; we&#39;ll see that our plugin is loaded and enabled!</div></span>]]></writer>
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<div><strong>27.</strong> Is our function loaded? Go to <strong>Insert </strong>⇒ <strong>Function...</strong> or click the <strong>Function</strong> symbol on the <em>Toolbar</em>.</div></span>]]></writer>
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</raw>
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      <writer lang="eng" wrap="Custom" width="328"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify">In the <em>Function&#39;s name</em> list, type <strong>c</strong> and scroll down to find our <strong>combin </strong>function; the description is the one we have defined at point <strong>12</strong>. Since at that point we haven&#39;t provided the number of the arguments, it is shown with three points (undefined number of arguments) but only if we will 2 arguments the function will works (because we have defined this behavior at point <strong>16</strong>).</div></span>]]></writer>
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</raw>
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    </region>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>Press TAB and test it. If the result is like in the screenshot below, you have successfully created your first plug-in!</div></span>]]></writer>
    </region>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>If you go back at point <strong>14</strong>, we can use this to force a 2 arguments function on <em>TAB</em> key press</div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="705"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">        Me.termInfos = New TermInfo() {</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            New TermInfo(&quot;combin&quot;, TermType.Function, &quot;(n, k) - Returns the number of subsets (combinations) of k elements that can be formed from n elements.&quot;, FunctionSections.Unknown, True, <strong>New ArgumentInfo(ArgumentSections.RealNumber), New ArgumentInfo(ArgumentSections.RealNumber)</strong>)</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">        }</span></span></div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="345"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify">Once applied, both the number and the type of arguments are shown to the user, and <em>TAB</em> will provide a 2 arguments function.</div></span>]]></writer>
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      <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify"><strong>28.</strong> However, in the real world, we seldom get by without making mistakes from time-to-time. Let’s now show how to debug our plug-in. Typically, you would debug your application before doing steps <strong>24</strong> through <strong>27</strong> that were outlined above. Debugging an application add‐in with Visual Studio Community is easy.</div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="704"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>On the Visual Studio toolbar, cllick on the drop-down aof  the Run button:</div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="702"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>In the &quot;Run external program&quot;  add &quot;C:\Program Files (x86)\SMath Studio\Solver.exe&quot;  (without quotes) or the actual location on your PC.</div></span>]]></writer>
    </region>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>Save it, then go back to  your code.</div></span>]]></writer>
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      <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify"><strong>31.</strong> Within Visual Basic, set a <strong>breakpoint</strong> at a convenient location. Simply place your cursor in the line at which you wish to set the <em>breakpoint</em> and click on <strong>Debug</strong> ⇒ <strong>Toggle Breakpoint</strong> as shown below:</div></span>]]></writer>
    </region>
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</raw>
      </picture>
    </region>
    <region left="18" top="13500" width="551" height="27" color="#000000" isBreakable="false">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>A big red dot will show that the breakpoint is set on the choosen line (the if statement of our function):</div></span>]]></writer>
    </region>
    <region left="18" top="13536" width="721" height="98" color="#000000">
      <picture>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify"><strong>32.</strong> Start debugging. Click on Debug ⇒ Start Debugging or Start on the Visual Studio toolbar.</div></span>]]></writer>
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<div>When you do this, Visual Studio will automatically start up Smath Studio and pass the focus to SMath. When this occurs, you must attempt to utilize the plug‐in you have created for the purpose of debugging it. In this case, we type in the following:</div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="678"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>As soon as the “=” is entered, if a <em>breakpoint</em> was set, control and screen focus will return to Visual Studio where you can step through the code, watch variable values, and other debugging tasks.</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div>See endnote 5 for some useful links on how to debug your applications within Visual Studio.</div></span>]]></writer>
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      <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify"><strong>33.</strong> To stop debugging, click on <em>Debug</em> ⇒ <em>Stop Debugging </em>as shown below. When you do this, the instance of SMath in which you tested your plug-in will close.</div></span>]]></writer>
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      <writer lang="eng" wrap="Page" width="735"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div style="text-align: justify"><strong>34.</strong> Finally, when your plug-in is finished and bug free, you are ready to release it. This essentially involves repeating steps 25 to 28 outlined above, with Relase configuration. The main difference is that the CombinFunction.pdb file does not need to be copied into the “SMath Studio\Plugins” folder.</div>
<div style="text-align: justify">To know how to relase your plug-in to the community, please visit the following link: <a href="http://en.smath.info/forum/yaf_postst2399_Extensions-Manager.aspx"><span style="text-decoration: underline"><span style="color: DarkBlue">http://en.smath.info/forum/yaf_postst2399_Extensions-Manager.aspx</span></span></a></div></span>]]></writer>
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<div style="text-align: justify">Probably you have noticed that the Visual Studio IntelliSense provides hints about methods and properties available for the various namespaces; you can find a list of the featues available within the SMath Studio APIs in his <em>Extensions Manager</em>; go to <strong>Tools</strong> ⇒ <strong>Plugins...</strong> ⇒ <strong>Handbooks</strong> then choose <strong>Online gallery</strong> and search the keyword <strong>core</strong>.</div></span>]]></writer>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 11pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-size: 9pt"><strong>Endnotes:</strong></span></div>
<div><span style="font-size: 9pt">1. Refer to: <a href="https://msdn.microsoft.com/en-us/library/7z6hzchx(v=VS.90).aspx"><span style="text-decoration: underline"><span style="color: DarkBlue">https://msdn.microsoft.com/en-us/library/7z6hzchx(v=VS.90).aspx</span></span></a></span></div>
<div><span style="font-size: 9pt">2. Refer to: <a href="https://msdn.microsoft.com/en-us/library/38x6w70d(v=VS.90).aspx"><span style="text-decoration: underline"><span style="color: DarkBlue">https://msdn.microsoft.com/en-us/library/38x6w70d(v=VS.90).aspx</span></span></a></span></div>
<div><span style="font-size: 9pt">3. For explanation of Reverse Polish notation refer to: <a href="http://en.wikipedia.org/wiki/Reverse_polish_notation"><span style="text-decoration: underline"><span style="color: DarkBlue">http://en.wikipedia.org/wiki/Reverse_polish_notation</span></span></a></span></div>
<div><span style="font-size: 9pt">4. Refer to: <a href="https://support.microsoft.com/en-us/kb/865219"><span style="text-decoration: underline"><span style="color: DarkBlue">https://support.microsoft.com/en-us/kb/865219</span></span></a></span></div>
<div><span style="font-size: 9pt">5. Here are some useful links about how to debug your applications within Visual Studio</span></div>
<div><span style="font-size: 9pt">    - Informations on debugging in Visual Studio may be found at:</span></div>
<div><span style="font-size: 9pt">       <a href="http://msdn.microsoft.com/en‐us/library/k0k771bt%28v=VS.100%29.aspx"><span style="text-decoration: underline"><span style="color: DarkBlue">http://msdn.microsoft.com/en‐us/library/k0k771bt%28v=VS.100%29.aspx</span></span></a></span></div>
<div><span style="font-size: 9pt">    - Execution Control (stepping through your code):</span></div>
<div><span style="font-size: 9pt">       <a href="http://msdn.microsoft.com/en‐us/library/y740d9d3%28v=VS.100%29.aspx"><span style="text-decoration: underline"><span style="color: DarkBlue">http://msdn.microsoft.com/en‐us/library/y740d9d3%28v=VS.100%29.aspx</span></span></a></span></div>
<div><span style="font-size: 9pt">    - Breakpoint Overview:</span></div>
<div><span style="font-size: 9pt">       <a href="http://msdn.microsoft.com/en‐us/library/5557y8b4%28v=VS.100%29.aspx"><span style="text-decoration: underline"><span style="color: DarkBlue">http://msdn.microsoft.com/en‐us/library/5557y8b4%28v=VS.100%29.aspx</span></span></a></span></div>
<div><span style="font-size: 9pt">    - Viewing Data in the Debugger:</span></div>
<div><span style="font-size: 9pt">       <a href="http://msdn.microsoft.com/en‐us/library/esta7c62%28v=VS.100%29.aspx"><span style="text-decoration: underline"><span style="color: DarkBlue">http://msdn.microsoft.com/en‐us/library/esta7c62%28v=VS.100%29.aspx</span></span></a></span></div>
<div><span style="font-size: 9pt">    - Edit and Continue:</span></div>
<div><span style="font-size: 9pt">       <a href="http://msdn.microsoft.com/en‐us/library/bcew296c%28v=VS.100%29.aspx"><span style="text-decoration: underline"><span style="color: DarkBlue">http://msdn.microsoft.com/en‐us/library/bcew296c%28v=VS.100%29.aspx</span></span></a></span></div></span>]]></writer>
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