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      <title>Writing your first plug-in for SMath Studio Desktop in C#</title>
      <author>Davide Carpi, Andrey Ivashov</author>
      <description>Tutorial to provide a simple function via plug-in</description>
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      <keywords>C#, C Sharp, functions</keywords>
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          <p style="font-family: Courier New;">History<br />- rev.1: publishing;<br />- rev.2: API changes (SS 0.98.6356 and later), language improvements; build code improved;<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 C#</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/C#/CombinFunction/"><span style="text-decoration: underline"><span style="color: DarkBlue">https://smath.info/svn/public/plugins/Tutorials/C#/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> <strong>Visual C#</strong> </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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67iwjOzgEx4ni2ffkedDXQO8f36nY+Lm33oSxTivPS7f3trv6Kn18zAPv7m+zxN238Ov7xfeVxWh9LP2xHPB/zcy/6iH2M7L6++wtgjkaHqwSpsLNVub39269UpM7wcC2ZAascwMxtd4CRD3s0Q8AfnCLLovsPbQcE+usrjz+e3m6ey+6PS6iOv91R1nrfh7XZ6fE3dfxz6GvXLG89h9jzNfXqX1oM+SUh+jESoVk4gCUYHa42RG3Iyu2/9L4npgnXXPVpz+jB1x+cIssmH9yLmUnRPmCn4+ltv0wft6teV1mojr/dURYdHN1tdnv8pY5/Dn3t/PK2xzIXe75tj0X0Y2T3heoCmLudwlWHqdyWAB0dro9faQxuxdKZDDB28Mo5g5MekLxQM0uItswfuPR2bP+h7Rbm2KpPkfdbfFp4l+Pp7aKfanmxtZ++PnSZNfax1D83W+7X8bfl9pSPv5yDX6evXXEO/Y9lXbf/fL0+K7GPUU765j1XYJHmE67lYOQsodkyM4DZMn+gU9tlqBXt3f9+IbOLul+vXWz/oQGwjdNnTg+So4+nt4vbxQdtir7qMG/W6+qjLlNaH8uu/uy2vW/1OaV8/OtPCxdBZs/FCIZV0W//Y1mKPV//OVA9p6VevT/8GOX75GegXwcAFmOvy8ISpj6/H2ByEmqDZnxxod1P+rGz2F2FZuAAlmLnDzTpbRusNlyBQ3H+QlOvicJVZpoTLeOaWSyzVmCxRodriASs/a84oXJgnnYM12r5l5kmgMKk4QoAAMpwPX81AwAAEyFcAQCYGOEKAMDEDhquoXXqIUJ9AgBwaAcP16d/4+OjEK4AgLmaRbj6f8mpT0y4/oVt5ny9km+H6o1yvaPPrjLPi0XV+uuVcL3JDThHAMBwk4Tr9/+v4f199hWuP5WHlHy9mIeI3fcLcw3X0/wXgUDZpMpzqh6PAecIABhu53D94D/Msv/0n8NlffxwffjhD1V/JlFuyz65rb+LznD9jJkAmn+C5VOYKJxShWvolw0AwP7sFK4SrF/+SjFwh8r76HC1wXr+/F1m+1v+zN1V0Gp94WqXg1uDpAxG+1UFpA3lPOzKLDJfL+oNG9g2XPPtqtiGpA5eeyzdpwrTYLjq9vm2c396+qvuQ/klfdhgrb7ybf8YVb/lV2N/2/Gs898MAOvnj30dRoerBOt//i/lgJt/her00eEqwfm93/t95rZmA9V+F13hasPkF/KgaZTbsJCAybed4FLhKuFRvWdb1v2FfL98mX5V6Oi6OlD1bb+eDX7/PVcdoDbg2sK10Z93/ub+lhozV30M22foMbFlLedfyZ90N954EwCsVpJw9YNVvkL1+vSFq+zzxYZrIwBCZTaQJFj07bzMBokNOSe0y9CxZU5bXVbebutz9Mw10J/ft9YVrp2PScfxbN8G4Qpg5fYerqFgla9Q3T46XH/iJ54w4amXhW3A6u+iK1z9cNLOQrhW900hXAFgN3sNV/lUsHx4KfQVqt9Hh6uwASsefPCHqv2+znDN2SVcHTTm08IqVGSfE0gjwjW4XKqPYeu19NkVrraNE35d/dnz9/tT9arHo+xHn6M9p9B9aTv/CuEKYOX2PnOdkh+usfrCVdiAtV9VINjAKL+q/WPCVX+V7ULB1dZnMFxz+txfKW9HhZ29D+VXtT9Xvb8rbfU5Srntt/xq7G87nkW4Alg5Gefu+Dv/JTv/87+f+//cMTBgteGKhHYI1+vXrxuhMgCYCxnn3vU//Ifs9sv/T3bHlf+3N2BnEa5jEK4zQrgCWDkZ577hr/+r7B1/87dMyPYF7MHDdRehPnEAA8P12Wefzd7znvea2zpcZZ+U6boAMAcyzr3xI5/N3voTL5qAlRmsWSIOjYm5g4YrVmJguNpAvXjxYvB2qA0AHJKMc2948IoJWJnBmtmrvAcbGhNzhCt2NzBcn3rqqSpIfVIWajPcxWxzepqdKpvjUD3P0eVse7rNTo5kW/qwt31dZQDWRsa517//JHvjj/6D7O1/bZvd9qn/Ow/Xr4THxJwJ19CSKxBraLiKBx54IHv++eerUJXbsi9Udxwv/ExobrLjRr0uhCuAgoxzX/u1r8u+7utuyN7whnPZLbe8MXvTm94cHBMF4YqdxYSrBKi/z77Hqt+D1UJt4vnhNyYMCVcABcIVyY0N1z6ThuvxJjvdXAyXOdttt3Nm9lssMW9PLnt9AFizxYTrD/zADwb378NnP/vZ6i8/Pf3008E6GG9IuMp3HZpd23r/cBKM+j1XvSQ8JlyL/uz7tkcn27xPwhU4KxYTrq+++mqSgLWhKj796U8H64T9WHbNGZxfyq7cF6p3APddyV6a0fnMN1xV+HV+UKkrUMvb0n57OTtq6x/Aqi0mXCWwvvSlL+01YPWM1Q/WH//xH3e2myRc6wC778pL2elLV7L7GvVScM9lboaE6xCThuuNF7KTrZ15+mUtgapvE67AmbaocP3RH/3RvQasnrXq5WC5Lft03SY/0A4ZcOsI1zFCfcXxws+Zueqgzcn7saFAbdxmWRg4qxYVrvJ9nwGrw9UGrA1WEWpT6wrX4va1a/ls9vRa9riUm6Xaehn52uNeu8fr8peu3F+W+e3Kvpz+6z6Naz9W92nPLdjH/dmVl+p29flMb0y43nzuFqNt2wr1FacIw+px84PQBGpZttl0BKpqp9rwgSbgbFlcuIpPfvJnTMDeccd5p86uPve5zznhqsmScahNzQ0wd1lYynRIFttVgDnviRZlVdtGmQrJx6+VfYb6V/Wc7ZY+8u+nJohtm/2ZZ7gCwHQWF64yY5VglRmsX2cXeoYaEmrjKgLOzlTqGaEtU4FmAlOXvyV7/JoNWz8YVZkz4yyFZqZd2219lPudWfKejAnXWKG+ACC1RYVrqmDVM9j+GavVDMXWskHhWizX1uHqtit0hKm/3dpHwcy488e6mlXvQUy4AsCSLSpcUwSrbIfq9fMDratMtlWAOYFXlFUzyK6ySqj/tu22PmoSsPucwRKuANZuMeH62muvzThYhR9oPWUmNO3SbDMI9YeTnFmk0y4XXBYuZsKt5aE+5D3Xal/7zHYKhCuAtVtMuM47WKfUFdLrQLgCWLvFhOvU5hmsgnAFgKU7s+FqZ67zClZBuALA0p3ZcMXhEK4A1o5wRXKEK4C1I1yRHOEKYO0IVyRHuAJYO8IVyRGuANZuMeG6z+u4Iq15hqt/VRx1iblW3lVwYnVeiF0b2T+Ag1tMuL766qszD1j5LzTu4Bz193ntX0Y62IXV05tvuKogM5eL22THjXraFOFHuAJrtJhwlQDa13VcQ/QfmdBCdQve/081odn3ZwSLQN7nH8mfo0WEa1SwEa4AwhYVrvInEKcK2L7Q9Mstv17N/+MPMX8MIqbO+ixm5rq9nB3ZcrOUa1cl7Iy2bHNcl21PLoT7c7bbbufUcbjAOrBciwpX+T5VwPaFpl9u+fVqgZmrXup1/li+zGiLWWux7V8FR9eT9kXfxR/zL/d11Ltypf4j/O7VbYrL19ky96o8fl8tdScw33Ct7+/p5qJXpkIuD94iRMs2NoQ730vV21236/d6j062+bnoPgAsxeLCVXzykz9jAvaOO847dYYIhWbotk/34XLD8tRcjUaXucFbhJ63v7OeDsruetWxnaXpIizdsBUtfUlb5z5MZ/YzVxOS6v1WZ9ZaMuGrg7FwvLHh6Jf5IRq4LcfRs+VA/wCWYXHhKjPWKa7r2heafrnl16upkDIzQRtqdtsbnGMuBbdrva5zstr6Kvc3w3h3sw/XfFtmjdUSrx+2FT/8LmQnW8IVwMLCdapgFX2h6Zdbfr2aG2zOBcfbgi0YmhPWiw7XUF8FuR/y2J+NZeGuMNTvp+o6ar8Twjpoc+bTx4FADRyHZWFg+RYVrlMFa4xQsIpQ3UJHsJnbEUuye6lnt7uWhbtnqM4vChNYRriW4ea8n6pm92pZeLORECz2V2EqTKDa+puOQFXHVW34QBOwXIsJ19deey1ZsI7jB1s567MfajIzxHKgFcFl3KnrhbbrNuEPNJV9mfdr7b72me0Y8wxXAJjOYsJ13sGKIQhXAGu3mHDFehCuANaOcEVyhCuAtSNckRzhCmDtCFckR7gCWDvCFckRrgDWjnBFcoQrgLUjXJEc4Qpg7RYTrqmu44r9I1wBrN1iwvXVV19dSMC6l2qrLzsX+CtLuzB/QWnC/hIiXAGs3WLCVYJqiuu4hvz5n/3+7Onf+Hjle3/qz5n9clt/71X+GUHnj9zn+66Y7anCtQzva9emDeuECFcAa7eocJU/gTh1wNpgffIf/VUTqrJ9z/G3VUGrhdrXitBrv3rMxDPXyftLh3AFsHaLClf5PnXASmj+1D/9a9nbbr89WKa/dzKz1q4/cO+G4ePX1NKx+aP7st9dUi6COrSv2V/YkP7SmXe4FpeKs49PdVWcwFVzAKDN4sJVfPKTP2MC9o47zjt1xpDgPP77Hwnu9/l1HBKu1furIW1hqPbL+6hV0JZC+4y+cC1CtHGpuNb+0pltuJaXlXMuG5fvOwle/BwA2i0uXGXGOuV1XSU0DzFzdS/pVu4v37N1AjG0z+gJ17bzae0vnXmGq3dx8wbCFUC8RYXr1MH61rfeamatEp76Pdf3/dULwfrdipli1HuuTvBJOzckzXVg8/ur+2ruGxmupdAxUplluJpZ6yY7DpUZXrg6F0+v2x1v7L6cuaC6anuiL4R+oSwDsEaLCtcpg1W86U1vMjNWG7DWuHDNlbNRJ7DykGt8WljqORdRb4akhJ8/u3T3hcJV72tZFlZCx0hhtuFavb8aosPVC9rjTSAs/foqbPP6OpABrM9iwvW1116bNFgtCVh/n8xoQ/ujlMuudoYS/n+u6kNFL13LrtmZq7NUXM46G/tUW6v1/9LKdl3PhH7oGIktfubqzFpLTnDa/S1h3NgGsDaLCdd9BCsOY5bhOuQ917YgdvZLf4QrcFYtJlyxHvMM11w56+z/tLDcDrxvKu3t0rIJWsIVOKsIVyQ323AV/pJv2/9z9euZZWH1f2S3m2zDzBU4swhXJDfrcAWACRCuSI5wBbB2hCuSI1wBrB3hiuQIVwBrR7giOcIVwNoRrkiOcAWwdoQrkiNcAawd4YrkCFcAa0e4IjnCFcDaEa5IjnAFsHaEK5IjXAGsHeGK5AhXAGtHuCI5whXA2hGuSG6O4Xq8abmEnFztxrl8HAD0I1yR3CxnrjZI1T4J3PaLpwNYu4ce+uHg/hiEK5KbZbia2ekmO672yTVX9TaAs+bq1avZY489lp07d3OwvAvhiuRmGa7lhc6rmaozk+26UHoRwO4sN1DfmxUDmD8JV/Hoo49md955V7BOG8IVyc0zXG/Kjk621fuu7WHpBWcewqaNDmPZt6370v0CWA4bruLSpUvBOm0IVyQ313A1M8zt5ezIzGL1B5hUoDqz1pL90JNpK8Gc1z1u6wvAUjBzxaLMNlxtEFbBaPf74Rp6L9aGaF63CtW8ngpdtz6AuZNg/ehHnzTjVqi8C+GK5OYbrsUSrsxG3WVcf1k48N92cmb511sO3mzKZWOvLoD5G/thJkG4Irk5h2sxM/WXcXW42jresnCobbAvAGcB4YrkZh2uADABwhXJEa4A1o5wRXKEK4C1I1yRHOEKYO0IVyRHuAJYO8IVyRGuANaOcEVyhCuAtSNckRzhCmDtCFckR7gCWDvCFckRrgDWjnBFcoQrgLUjXJEc4Qpg7QhXJEe4Alg7whXJzT1cjzfqSjc78a6mA+DMIFyR3KzD1VzcfJNtzIXPA+WDEK7Akj300A8H98cgXJHcnMPVXPD85EL1PVQnHuEKLNnVq1dHXzCdcEVy8w3XC9mJnbGaGezl7KgqK4PyZFNdJF2Hr1lK9i+eXoWr9HuabY5tX7njvJ+8/w/nIV61022dC7JvsmPbDkAyEq7i0Ucfze68865gnTaEK5Kbbbg6gaqC1mxLUKrwk3AMhp6erarbUl+9jyth7IStqWv7033k8ra7z6IBDGXDVVy6dClYpw3hiuTmGq7+UrBsN2ehtn4zAOsZaCBc/fB0ZsVe2Dqz1pIKZgBpMHPFoswzXCX8vEAzWmaTetuEoa2nZ7xum9b3c71ZrdsfgEORYP3oR58041aovAvhiuRmGa4ScN5ssghKO6PsCFfd1gRjOFyLZWf/k8hSxw9S2ee+pwsgvbEfZhKEK5KbY7jKsmwozOql4Y5wLUPYzHSd8PTbNP8PrfNBKNNeh7Taz7IwsCiEK5Kb5cw1keYHmQCsEeGK5M5suJplYX/pGcAaEa5I7uyFq102dpeIAawX4YrkzuzMFcCZQbgiOcIVwNoRrkiOcAWwdoQrkiNcAawd4Yrk5hCucg4AMCV/jCFckZT/JASAtSFckRzhCmDtCFckR7gCWDvCFckRrgDWjnBFcoQrgLUjXJEc4Qpg7QhXJEe4Alg7whXJEa4A1o5wRXKzDdfjTX1x8tNNdhyqM2ONC6+XiovANy/cXjEXZueKPcCUCFckN8twNQGjAjXfPjnYRc07gjBKqP2ufQIYgnBFcrMMV5m1zuZC5oQrsHSEK5KbZbia8LFLqH6Zvdh5YWNntGa2G9hvg+y4Lnf6ddr5y8/Fedg+TzcXA230sUI6wjV4Trp+y30FMAjhiuTmGa6iDpY6VIp9zdAtQtANWhtQZUDamXCjTAVfPmMO963qdB4rxG9v96lzMu8v22BX9WW/DXQAoxGuSG6+4VoqZ4kmzMztwIebAvvlA0VFADbDrSor+7YzQ6MRZl77zmOFtIWr3qe31e3y/MIzeACxCFckN/twzR2dbIvQmyRci9lvZ1g7vPYpw7Wsb+5/HrLtxwDQhXBFcrMM1+PLKlz0UvCQZWEbgEVZ1aarLMgPu65jhfjtQ/v0dqh+EbDMYIFxCFckN8+ZaxFg4aVat8wNObu/GVybTTH7c9o02uUC73HKzNQpaz1WSCgs/X16W91e+P/1BeaCcEVy8wzXKYXCDcBZQrgiOcIVwNoRrkiOcAWwdoQrklt/uAI46whXJEe4Alg7whXJEa4A1o5wRXKEK4C1I1yRHOEKYO0IVyRHuAJYO8IVyRGuANaOcEVyY8L1+vXrUUJtASA1whXJEa4A1o5wRXJjw/Xmc7d0IlwBzAXhiuTGhGsXG7y7hav8yUJ1FRpn/x7+lOHgq8+MPA9zNZ0pz798nJRx13xN9yci5QpDjUvnyeNfXa+XP1WJ6RGuSC4mXCUoY0jdaWauxWC/tRc19/ZPOviaAV0Far590htQseex79Caqv99n6dig1Tt677YPLA7whXJTR2u8n2qcD05zoNvezk78vdPGQIy2DvHiBF7HvsOran63/d5Kv4vM+bYXKsW+0W4IrnYcLUz0jY2TP3tcerB3l1G9ELADNTucq47CwrUDy41B5YqhdN/W7/eMartol/btpiteXX7+j+pl6uD59c4triQneQz/qp+9ctDWVd+YWn0Oey8igvPl4EY+BkE61WK86v6dGayXecx9ucLEK44gCHhqr9rOkz97XH0oBlzO5cP0iYs9GAt+7bbKkSOTurbrmLAbwaJ2jYDfcR5DCrr6j8/H3U/miGl6lV0uMlt+13VtbP0zvvTfV6toWx/Bo16Lv1zaA/Llr5H/Xxx1hGuSG7uM1ezXQ2oar8Z9HWw5KSO7C8D5DifOdVLyxKgqs+Qsk8z2JvbbqDVQdARArFl0f2Htvv25+Qxs/elpW7weEPOq3y8Gj+DrvOy7YI/E/88An1XbUf8fHFmEa5Ibh8zV8vvJ54/ONulxO4QqOtKnbxuNejm9dSg7NZ3yeynGsRXHa72MfXKhpxX68+g47yM8mfU9Z56a9+7/XxxNhGuSG7qmes0AoOzGWxlBmP3S53w0qNZHswHYL1cuNnYJUu37o35AF8fpwicol7RfxVOzmCvz0+HVM6Emj5HfT/0dmz/oe2Y/dKX/W73qcer9XhFvfjzCv0M/HpN5peYRtvmeYR+ZoN+vkCOcEVyQ8PVzkpDt0NtxwkPzsWArPZXgauWDav9fr22wb4YxBt9CKd/3d47v3KWWLTfOGUy66v79drF9t/yeDTOPbc9uah+QSgfMzOjK/ooPmRU1K0CdPR5+XVzofsZEvyZdJ2H7dvu9+v1HA9nGuGK5OY5c8X0IgIPWCnCFcnFhmuMUFvMBeGKs4twRXIx4Yo1IFxxdhGuSI5wBbB2hCuSI1wBrB3hiuQIVwBrR7giOcIVwNoRrkhuDuEq5wAAU/LHGMIVSflPQgBYG8IVyRGuANaOcEVyhCuAtSNckRzhCmDtCFckR7gCWDvCFckRrgDWjnBFcoQrgLUjXJEc4Qpg7QhXJDf3cDUXG9cXMA/quuILV4MBzjrCFcnNOlyPLmfb7SbbbPvCkXAF1u6hh344uD8G4Yrk5hyuRyfbbHtyofoeqlMgXIG1u3r1avbYY49l587dHCzvQrgiufmG64XsxM5YzQz2cnaky2Xf6Wl2mtueXHYDtKsMwCJJuIpHH300u/POu4J12hCuSG624eoEqgpasy2z0dNsc1xsy8z2tArQrjIAS2XDVVy6dClYpw3hiuTmGq7+UrAJSfvBpsZMVi39dpVV+wAsDTNXLMo8w7WYfcqyrmuTHUs54QqcORKsH/3ok2bcCpV3IVyR3CzD9XiTnToBKWRp2C73FuHLsjBwdoz9MJMgXJHcHMNV/m9r6NPBztKwBHA5o218aKmrDMCZQ7giuVnOXAFgQoQrkiNcAawd4YrkCFcAa0e4IjnCFcDaEa5IjnAFsHaEK5IjXAGsHeGK5AhXAGtHuCI5whXA2hGuSI5wBbB2hCuSI1wBrB3hiuTGhOtTTz1ltG0DwJwQrkhuaLhKiF6/ft247bZ3GXb72WefNX2G2gHAoRCuSG5IuEr9T33qU1WY2hmr3ZYyqRNqCwCHQrgiuaEzV3HPPd+ZPffcc1WoPv/889n9998frDtOeT1XewUcz3wvI9d23gOvKSvXpC2v6mM0Lr83RHlOlV0et4H3A5gJwhXJDQlXG6Z9Qm2HKQbx7TY0kNuwmGu4ynnX15PV+6PO1wSrW/d4U14kvlVX/26Z+cVkdFgPuB/AjBCuSG5ouN587paKDVN/X6jtMMUgvtnkQeVf11Wu1ZqHzTwH+TJ8jvOAdAIsNpT0BeGH6OrfL4s9l5Bd2gKHQ7giuTmH68mRfNezNgkfu78e5OXi6tWyZ7UkW9Y50RdOr4M63CanlmQbF1p3lmtDs8n6vNwLvuvzdc/d2Tb998xSG+cg7e12rndJ2t1ufRzKoLdlReDrtuVxyzbTPZ6h4wK7IVyR3LzDtRi0qwFWBmMzI/QDw2of/M2MtycQbRt7PPe9Xe+YeX+NWXWjr77b3nZ1/4qy4vgSMi1tq3Pw+9TcsvZlYV2vCLj2+9c1w9b9yO2Bj6dZmfB/QQB2Q7giuaHhGiPUdhg18KrAqYO2OTDbmU7r4B3Txgu3xnlU9UuNEAgcw9TR+zvOyxzD/wUg5hz8PjUp0228/tseh45fROQ95UbwTvV4lvubwQ6MR7giudmHq10Kdt7H9AdpvaRo2+k+Itv0hkEocDT/mHaGp/d3nFejzNvXeg6hdhFlXY9D63Hy4MvrOb9YdPUz8vG0s/bw7BgYhnBFckPD1V8CDu0LtR3GC4RyVlTPZlS5lNkB3AzYtp0fKrFtupYx+2ZU/jFzpn81m6sCtyw3961uUxxTh47us+0cAseNKWt9HIpz7DqO857ynh5PqV+U6/vQdhtoR7giuUWEqxns2wKnCAKzrJjX2cTMXFvb5EzYFWXdH8DJ9S0Ll9xQyaljBD/5rMtzTgC1nEP1gaLIcyp0PA6mXVmWay7Hl21NqE74eDr33f7M9XHbbgPtCFckN89wnQkz+LcvXWIgHk8cCOGK5IaGa4xQ2yUys0G73Imd8XjiUAhXJDckXNdPLW86y5IYh8cT80C4IjnCFcDaEa5IjnAFsHaEK5IjXAGsHeGK5AhXAGtHuCK5OYSrnAMATMkfYwhXJOU/CQFgbQhXJEe4Alg7whXJEa4A1o5wRXKEK4C1I1yR3NBwveGGG4L7RVcZABwK4Yrk4sP1Rmf7ttveVf0tYbmty/y6AHBIhCuSiwvXIiwffvjh7J57vrO6bcP14sXiMmdSJvt1GwA4NMIVycXOXHWYPvvss9nzzz9fbctt2We364AFgMMjXJFcX7ja91FlVmrDs4+d3e70HmzwotmJ7fUcQhf6HnPxb2ljz1GMvHi4udYqFx7HOhGuSC525irs7FRmqt/1Xe+rLpAut+1MVuqE2g7iX1Q73z45VuUNY0KpR+s5jD2W3y7Uz5i+3TZHJ9sDXDN17GMCpEG4IrmYcJUPLMn7qjZAbbB+67febdiAtcErdZsfchpAZoyDAmIPg3vrOYw9lt8u1M+YvmP63bdDHBOIR7giuZhwldDUbLDabRuwuo4I9RVHBuvTbHtyoVlmZpR6qbaoWy2LbooPV2nHm1C5eyHvTWNmHDqH8LHC/ReBs9nkM0ndpqpTlLeHa3n7uL6/wcej0U+zj+Icylm48/jp++3103icbT3/cZN29Xbo8QcOjXBFcvMMV1EP4q0BkM8ui8Dx9rdS9WRm2hsEEefg0GVyWwei3y7UT7N9NXs2YRc6rtuPuyxc9OGeg7ovTp/+sdWxqse5eDyaIe/VB2aGcEVyMeEqS7zyCeDYZWGpu9OysFbOoEwgeLOueqbUM7hLkFZtynplX82gCNDnEDpWqP9Gvb5tf1+zXGbIdchbUs8eW+hZpteHuR+6XPep6rY9zoH2hea5AnNCuCK5mHC1kn2gyWNmY2MHd6eNzLzceqbvPDyaoeWqzqEzsHT//jn5281zcfsK1W8LV6+ftrLA49ceroHHuW1/5zkAh0e4Irm+cD3If8U5vtwIlWKGKYP4wGVJmVX2LK1KcDb67DwH1Udr//45Nc/RvFerPjRltqulau++jgq20DmogHb61HW9Y1f046D3d50DcHiEK5KLnbmm/SMSxeDuLEnaMhMIzTITTH5dowgEU7bdZBs7W3SWcttCy5bnVL/usVr6DwRO8xxVW9O+DlrbXn8gKjy77gq2QJnz+Okyr27L41zUq/fbc2p//IHDI1yRXFy48ucP0+sKzX2Q44V+yQCWj3BFcrEzVz8s5QNLNlybH14iWHeXOFz18jawMoQrkosP10LX+6g7/blDeBKFa7X8m3KWDKRFuCK5oeEKAEtDuCI5whXA2hGuSI5wBbB2hCuSI1wBrB3hiuQIVwBrR7giOcIVwNoRrkiOcAWwdoQrkiNcAawd4YrkCFcAa0e4IjnCFcDaEa5Ibp7h6l55RTQvcxaS+o/dA1gCwhXJzTdcdUiWYdt7OTPCFVirhx764eD+GIQrkltGuOacC3u3IVyBtbp69Wr22GOPZefO3Rws70K4IrnFhGt5YfHqguHOxbxt6JbtjuuyejnZ79PbVv1tTy4T0sDMSLiKRx99NLvzzruCddoQrkhumeHqlR9vyhCV/XlA2uuSmsC09brCtWhng/voZJuHrH98AIdkw1VcunQpWKcN4YrklhWu5T5n1loy78c22x1vWgJZb0t/zoXCQ8cHcEjMXLEoiwlXE6jl8q++7fDbdcx2CVdgUSRYP/rRJ824FSrvQrgiuWWEq2yr91vL7eZ/z/H2OyHsvWd7vFFLv27/LAsD8zP2w0yCcEVy8w1XvewbCDoTnKqOWhbebCQci/11IOdMoNr6G1O36leV8YEmYF0IVyQ3z3A9sNZlZwBLRLgiOcK1ST4EVX3iGMDiEa5IjnAVxfux1ZIxs1ZgVQhXJEe4Alg7whXJEa4A1o5wRXKEK4C1I1yRHOEKYO0IVyQ3h3CVcwCAKfljDOGKpPwnIQCsDeGK5AhXAGtHuCI5whXA2hGuSI5wBbB2hCuSI1wBrB3hiuQIVwBrR7giOcIVwNoRrkiOcAWwdoQrkptfuKor1PRd9s1cd7XlouZdZZXi4uqmTlT9LgPO+1B2vo8DdB5LPe6NMi3iovkxUt5vzBLhiuTmOXONHXy1VG26DAmNFIN9quP08c9j3ON0dLI9wC8uc3kMsQvCFckRrlMOnLH9pRqwUx2nj38eYx+nQ9yfuTyG2AXhiuTmH67l7ZNNtTy4Pbng1ZPvavlwc9Hr46bseOOXtxwnv21mSI3+8jpmedHuD11QPdBf47xlv+0j19l30cdmI+dT7AvfD+Fe8H1zHDqOPb+i7ubYts0d5+dpZ4U991POoW5r+yy3pa1zrI7zOK6PU/9MNa9vZ7u4rR8b97x7zrGqp+9fzGNo62JJCFckt4xwVQObhIAXPnqwDQ/EWlubUH3ZFzpWLj+PZiD4/cWcd2C76rvooz94ilDoPh9vW85HhUUdmG3nUm6X+/T92m63VR35xaQ+d9tP6Dzyx8aGufTnhJyuV7dzl4WLPupzK7arQDUBGjq+22d9/2IfQywR4YrkFjNzrQa3trKuejkzgJczkKj23gzNmxWFZzKx5+OVtfbdPKfg/TDt+8OpeQ4q7IOz1pJ/P6VOWf84nzmaGajZloDS/Ydux2zr/fpc9H302gQeg+AvDG33L/oxxBIRrkjuTISrM3BGBoCEmA6V1sFXizwfvyx2YG+7H9HB4G7bWWY928z3R91Pe+y8vypU8zbS1plZ2mN1n0dzu29/oCxw3u3hGrh/0Y8hlohwRXJnIlwlKJ2ZWV97ue0PtLKvbYnWausvpixiSbL1fki4DVwWtn3kobiRYHTa9N3PMpi95eDNRi8h62P1nEdju29/qEy2/ZUGe7903aJe8/7FPoZYIsIVyc0vXItBzizXmSAJDaJ6oKzLZKZSLfM5ZbpPCZNQ+/p21Y/lBJra7yyXDjlv/1zzfcG+/T7a7oeQunV7GzLtj4nqz7kfuc77qeuovvztzvvrn4e/3be/pcw5747+W++f1Kv3hx/Dsg8sCuGK5OY5cwWmJKEZWvLFWUG4IjnCFaunl9NxJhGuSI5wxWpVy79tS8s4KwhXJEe4Alg7whXJEa4A1o5wRXKEK4C1I1yRHOEKYO0IVyQ3h3CVcwCAKfljDOGKpPwnIQCsDeGK5AhXAGtHuCI5whXA2hGuSI5wBbB2hCuSI1wBrB3hiuSGhuvP//zPZw888EBjv+yTMn8/ABwa4Yrkhobr9evXs+eee66xX/ZJmb8fAA6NcEVyQ8PVhqievcrtttAFgEMjXJHc0HC9//77G0FqA/eee77Tqbs7dXFwwWXDgAhjXzddF6f3BC7jJxeV355ccOvNBOGK5IaG6003vcG8t2pnr3bWKvukLNRmlPJyYZtjd9+J3g4aMEAAa9P5uul7bQx77UiYVseR4874l1/CFckNDVfxnve8t5q92lmr7AvVHaf4zdsZIKIRrjir+l4304arDlQnaGeIcEVyY8JVz173N2vdZMehMsMfBOy2fFfLYZuLqg2wcp2vm9Bro3jdbDbbfJ+0819XQgK7/bV4dLLNAzZvP/PXGuGK5MaEq7STUH3727/RkNuheqP1LjH5g4DeDg0QwBkw6nWj3ycNvXa6w3UprzfCFcnNNlxHzVxDZcAZsdPrxts2famZbslf+jXLwZvmh5vmhnBFcrHhKu+pPv/88yZIu0id3d9/Hfrekd72y4CzYpfXTWhbdMxcq08M9x338AhXJBcbrhKa3/qtd2c3n7vFfJcgtX3IbV0mdUN9DCIvXP835fy36eJTj96L2dQlXIHu182U4Sr7Vd3eWfNhEa5ILjZcJUAlPC3Zvu22dxmhsqLdjU4fg/lLU3rpqRxEjM3GGRRkqarYzweacAZ1vG7c10ZMuIaZfrzXV2jfXBCuSG7szFXPTrvKAODQCFckFxuu+j1X+a7fV+0qA4BDI1yRXGy4AsBSEa5IjnAFsHaEK5IjXAGsHeGK5AhXAGtHuCI5whXA2hGuSI5wBbB2hCuSI1wBrB3hiuSmCdcd/xITAOwR4Yrkxoar/NlD+WtMQm6H6gDAHBCuSG5suEqoypNUyO3Xv37Ci6UDwIQIVyQ3Jly/4zvuaYSr7AvVBYBDI1yR3JBwlQCNEWo7zJ3ZvR/6UPahygeyu28N1QPQdGt29wfU6+cDfza7NVjPJ6+7uNfa+Xs/lH3g7lvd/efvzT50753uvpkgXJHc0HC96abXd5ouXOsX+a13f2DAAKHFDxbAKtz6Z7MP5IF673l3391mu+/1MOD1EghSCVznuDNCuCK5JYTr+JAkXHGWFDPW9oCbMFxNiN+bna/2SVu9PS+EK5IbEq4hhwhX+Q25WvKqfnt2l8LuPS9tAvXK3+yL/fMdDIDBGoGnhV4Pxevq3ns/UL4W/NedkNdVqE8vyGe8JCwIVyQXE64SmCFSliJc25eFVb3gi9sfLLztvE3jfSNgqSRcO98+Cb0e9HunfrloC9fidWnbznlJWBCuSC42XNtCtG3/booXffVbtv/buARpVVYOBuWM1A1Lb7BwZq2lGf+2DQzSOXMVoXBt2Q69VnL+e7lFmEsA637mh3BFcvMN15YXqzOANF/UZpZbDQKhcO0afIAl85ZqGwaEa9WmfeZavf7O25AN1ZkHwhXJLS5cZdZqX8gmLJv16uWq0OAR+C8EwFqUqzr+DDP8aeG+bdEVrvUvs3N/TRGuSG5x4Vr+dm6WqfIX/b125uosFdeDQfXhp+AHmtR+YC3857iaVbqvh5hw7dHyC+7cEK5Ibp7hCgDTIVyRXGy4hrSV+e0B4JAIVyQXE64AsGSEK5IjXAGsHeGK5AhXAGtHuCI5whXA2hGuSI5wBbB2hCuSI1wBrB3hiuQIVwBrR7giOcIVwNoRrkiOcAWwdoQrkosN13e+4cbsb3z7XUaoXLzz5puyTx29J/vAO98aLAeAQyBckVxsuEqo/se//hHjmfvvbpTf+/Y3Zp9//C9mv378QyZk/XIAOBTCFcmNCVehZ6ePv/f27N9d+pAhIavbjXMx25yeZqfK5jhUD0Ct+brZnlwI1PNJu212chQqWwfCFcnFhqssC8us1IarBKnsk1lsKHB3473Yjzf5QLHJjhv1ANT8kCzDdnNR1QkhXH2EK3YWG64iFLD2tsxeQ23GCQ0S637xA7sLvE6OLmfb3l9MCVcf4YqdDQlX4Qes+KUfnPoyc96LXWau28vZkS03A4Zd+rIDR9nmuC6TpeSjk21Zz1sic/qwy84XspOttwStjx08LjAXoZD0ntNdrx3CtUK4YmfzDVc7AOScZa1m8BahWbaxQWiWklWgOkvLRV13wCn7lHrqeMcbW6/tuOU2cHDec9TQ4dr12vHbrQvhiuSGhOufedO59MvCJvjULNGbcdbh6w8QHdt+nzk3RFUIB2et+rh1H8Bh+c95IeGqn/eh53Co3boQrkguNlzlU8A6TCVkZRYr/6/VBu00nxQW7otdlnarWWIgGENtOrc7w7U+XtxxgbkIhKR+3ka/dtaHcEVyMeEaDFb1f1ll1ir75f+5vuMNbttxuoJSbof+i0FXG3+76MNdFlaDjmxvN/msVQ9EbccF5iL0nFfP89bnsN9ufQhXJNcXrvLfa2yoCglZmbGG6knZrzzy5xtlwzVf7OaDSW1LtEOXhRt9+ANL8T5VY9k3eFxVDhyUPMfV87PxvM5FvXbWh3BFcn3hapd9bbB2Lf1KmcxepU2oHAAOgXBFcjEzVwnVvmC1ZLlYlo1/5Ju+MVgOAKkRrkiuL1wBYOkIVyRHuAJYO8IVyRGuANaOcEVyhCuAtSNckRzhCmDtCFckR7gCWDvCFckRrgDWjnBFcoQrgLUjXJEc4Qpg7QhXJEe4Alg7whXJxYTr9evXRwn1BQCpEa5ILjZcbz53yyC7hat/dQ992SwAGIZwRXJDwtX/3mX3cFWXwDre5AHLhcoBjEO4IrmhM9eYYBWThusZuN4kgP0hXJHcIsJVZq72QunCueCzndGWbU5klluUbU8ulP3dlB1v6iXm+iLnZZvjuj9ZfjYXZi+3dR/h4wKYO8IVyc03XG2I5aowtGVu8BYBWLaxdVuXknX7so0NbtNGBarTR9txy20As0W4IrnZz1zNbFGFpDN7LJlA9cIvEIZ1Gx2uHW0a56GOKZzQBzBXhCuSGxKu/vcuk4Vrvi3LtNUs0Q/bSl8w2jYXspOtrdfRprMPAEtCuCK5oTPXWFOGq7stt733QvvayKzVLv2akNR9tR3H35bboeMCmDvCFcnFhusYob7i+CFXfsjICUh/ebYrGGW2WtbdbrLNmJlr63FtXQBzRbgiuZhwBYAlI1yRHOEKYO0IVyRHuAJYO8IVyRGuANaOcEVyhCuAtSNckRzhCmDtCFckR7gCWDvCFcnNIVzlHABgSv4YQ7giKf9JCABrQ7giOR2u58/fCQCrQbjiYAhXAGtFuOJgCFcAa0W44mAIVwBrRbjiYAhXAGtFuOJgCFcAa0W44mAIVwBrRbjiYOYZrk9mL5y+nD3zYN++kNh6sdr6k/3qwuljj/ngM9nLk57veH/4q1+fve1ttwXLgCUiXHEwhGufrnCt9z/4zMvZ6cvPZA86dfZt2vsq4frH/8TNBCxWg3DFwRCufdr68/dPfdwY0x5TwvXf/farBCxWg3DFwSwzXMvbz7xQLcu+/MyDgXo5s+xaL9++8GS5P/fkC/X+0xeerPbrNi8/80xLgPnn2Dy/F17IZ7OnL2RPen2659F1vmVb48HsmZd1e2lXbzvnP5KEq3wRsFgLwhUHs9xwVYHypISsDaJmvSrIWt/fbG9jlnt72/jLwkUfbuC3nYd/bHWs/H4VfRTBWvdnefV3ZMNVvghYrAHhioNZ9My1Km8pMyGmZ3/FbLUKORPKdvan2jjvnYbOxe63bYU+jtem8zz889V95uQXiED7Qtu5jaPDVb4IWCwd4YqDmWe4ykzNCw0nYPxQ0dt+WLWEmlOmjif7o8M1tD9Q1nUePefb1r7QdQ7D+eEqXwQsloxwxcHMM1zL90NVyJnt6n1FP1T0tn/bX44tQ0pmrbZ/sz/cJnZZuLus4zycukW95vJv+mVh+/X7v//72SuvfImAxSIRrjiYuYar/wEe97+5hMJLB5QqM0Fm+9FtVP8vv5C9oGfKark4/gNNPWWt59F1vjnnF4p6vw1q80uHU288P1wlWL/yla9kX/7yl7P/8//6twQsFodwxcHMN1zPCgnN0JJvejpcdbD+3u/9ngnwl1/+PAGLRSFccTCE64Hp5ekDs+EaCtbXXnst+53f+Z3sX/7L3yBgsRiEKw6GcD2Qavm3bWk5PQnXrmD97d/+7eyVV17J/tk/++cmYEN9AHNCuOJgCFdYEq46WL/whS9WwSph6gv1AcwJ4YqDIVxhSbjqYP2v/vCN2f/yC/+bmbH+8T/x9dmb3/KNwXbAXBGuOBjCFZaEqw5WeV/1a/7YuWopWG6H2gFzRbjiYHS44mz7Q3mgSrD+wa+6IXvd64p9X/1Hbsg++9lr2Re/+EVz+09+bbMdMHeEK5KbQ7jKOeDwZOm3mLHeXu2T21/zR89ln//857N/8k/+j3L22mwLzI0/xhCuSMp/EgI+mbFKsP7mb/5m9lVffWOwDjBnhCuSI1zR509/3U3ZV/3XN2R/5I/dmP2pPxWuA8wZ4YrkCFcAa0e4IjnCFcDaEa5IjnAFsHaEK5LbNVwvfGyTXfxHmSG3Q3UA4JAIVyQ3xcyVgAUwZ4QrkpsiXAUBC2CuCFckFxuuN735ndm3/OWfyz78D0+rEO0yScAeb4oLgZe2JxfC9SZ3Mduo48YdW9pss5OjoWURji5n28HtW+6D09fQ82r2uTkO1euz4+MBDES4IrnYcP2L/9NLwRBts3O4mmDVA/CF7GSbKmDHDP5dbQ4RJjHHHHpeU92PQzweOMsIVyQXE64yY7Wh+X2f+Fx267f/UKPOtMvCRZA2ZkVm1rXJjvW+vRgz+He1OUSYxBxz6HlNdT8O8XjgLCNckVxMuNqlYAnWUPm0wZprDVEJXTsolwP0sdRVy562runDLl/avso2J/Vyc3gm3DH4O/3qXwC8Nqre9uRya5l/bpvNVu2zdN+73odAX53npYX69FYUZMVhezk7snWDP5+u4zYfU+cxGfzYAYQrDqAvXF//5ndUwbn/GWtJBlAzQPtlekYrA2o+wNp6ZtBtCY18wC8G9rLN5mK1vz1E7ABe0MesBv/WY7r1jk5k0I87t/6gLOrtdh/azjl0XuV2sE8dbnLbfld1e38+Rb32x7QjlKMeO4BwxQEMCdc3vft7gnUmZwbYUGAEZq52oM0db8pB2rTXIZAzYeS3afbRuT9wXtUxdRup5/xy4JVFnZumy/x6be1i9qvbrefV1tZjQl6FZKBu62MV85hK2ajHDiBccQB94Sr6loWnF/Oeqz+gqjaBAbvgt2kblFv2xwaB1OsM15hzayvz67W1i9mvbreel9bWZ643XP1Vh/bjdofr0McOIFxxADHhGvOBpsk1ljtlAPWXCNW2M/D6dS1/EG4blLv2qwBpHNO2ces1l4Vjzq2tzK/X1i5mv3+7b2m1q095HOx3u6/r5+Met/8xresOe+wAwhUHEBOuwv+vOKE6kytnQ1Y1ABvFgFp8iCVQbgbpuu0ky8LC6bejL3Xu3R9oys1hWVjKgudl29n6qjy3PfmImZHawDO/SJhZe9F3+OfTdVx9zl69Rt0cy8KIQLgiudhwFfqPSMh7saE66TCgzhs/H8wH4YrkhoTrvDB4zxs/H8wH4YrkCFfsBz8fzAfhiuSWG64AEIdwRXKEK4C1I1yRHOEKYO0IVyRHuAJYO8IVyc0hXOUcAGBK/hhDuCIp/0kIAGtDuCI5whXA2hGuSI5wBbB2hCuSI1wBrB3hiuQIVwBrR7giOcIVwNoRrkhu13B97rnnsuvXrxtPPfVUsA4AHBLhiuR2CVcbquLZZ58N1gGAQyNckdzYcNUzVj9YL170L7I9lFxRRV0Qe05XVzEX6+ZqL5i34429kLzev8uVivzXpL74/fwRrkhubLjqWateDpbbsk/XHc4dBI5Ottnp9nJ21KiXApdOw8LIL4DbTbbZ+s9b/Vwe+rwe8zqYz2uHcEVyU4SrDVgbrCLUJp7/ojzki3Q+AwQQQ34Z3Z5cqL7XZfq5PPR5PeZ1MJ/XDuGK5MaG6/PPP++EqyZLxqE28fwXZXNQ2Gzy2ezpJjuWcrNUG1quKtsd1+XOYOO0K/ty+q/7NMwym3duwT4uZCfbut2Sls+wdPLcK5+fZgarV3zsc1e+189Pd/lY2tvnseY97/39J5uqv+I11nKM3tdc6Ni7I1yR3Jhw1TPUkFCbYdwXsrssXLxo65AstqsAMy9e27Z8gdu2jTI1WBxvnEHB7V/Vc7Zb+si/N9/vAhJwAlUFrdnueO5WusLVhqIfjPm2fb7Lc98LzfDxi7rh19z0CFckNzRc/WDVM9jdZ6xW2wvZlqkXqAlMdzCQD3MUYeu/uFWZ8xt0KTQz7dpu66Pcv8/BAgjxl4LNL6bVL3r6uew9r0PP5VxjFah6HbTtH3iM4GtueoQrkhsSrn6wynao3u66XmyhF2xsuBbLtXW4uu0KfpuO7dY+CmZgcwYoYJ/kuemFl2Gfo/q57D+vrZHLwqHXh18W/ZqbHuGK5GLDNV2wiq4XW+jFrALMeQEXZdVv8l1llVD/bdttfdSaHyoB9kSWZBufqle/UDaeu/p5be0xXM12zGtueoQrkosJ17TBKrpebIEyE5r2t3T/xex+OMmZRTrtci1LVOb/DLaVh/ow7zvZfaGBCpiePE9Dv8jVS8Puc9d9XrttmqStfU4XimP5r5eeY0S+5qZGuCK5mHBNG6xT2v+LFsD8Ea5IbsjMdVnBKghXAIQrDiAmXJeLcAVAuOIA1h2uAEC44gAIVwBrR7giOcIVwNoRrkiOcAWwdoQrkiNcAawd4Yrk5EkHAGtHuGIW3vjGN2Xnzt2c3XDDDdnrXvc688QEgKWScUzGMxnXZHwLjXsW4Yq9kSff13/912c33fR684SU3/gAYK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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 we will see <em>CombinFunction (unavailable)</em>. Right-click on it and choose <strong>Edit CombinFunction.csproj</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;!-- Release -&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 style="text-align: justify">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 style="text-align: justify">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 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="3384" 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="3438" 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 style="text-align: justify">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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</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="379"><![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>
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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.cs</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>
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    </region>
    <region left="18" top="4680" width="447" height="46" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <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">using SMath.Manager;</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">using SMath.Math;</span></span></div></span>]]></writer>
    </region>
    <region left="0" top="4851" width="267" 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>10.</strong> Within the class definition type 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"> : IPluginHandleEvaluation</span></span></div></span>]]></writer>
    </region>
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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">then click on the light bulb and choose <strong>Implement interface</strong>.</div>
<div style="text-align: justify">this will automatically insert an interface (with the interface members) that must be implemented in the class (see endnote 1)</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>11.</strong> Next, type in the following:</div></span>]]></writer>
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      <writer lang="eng" wrap="Custom" width="377"><![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">    AssemblyInfo[] assemblyInfos;</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>12.</strong> Then scroll down the page and find the following subroutine:</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>Replace the exception code with this:</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">            this.assemblyInfos = new[]</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            {</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>
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</raw>
      </picture>
    </region>
    <region left="18" top="5481" 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. 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="5598" 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>
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      <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>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 this.assemblyInfos;</span></span></div></span>]]></writer>
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      <picture>
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      </picture>
    </region>
    <region top="5931" color="#000000">
      <area single="true" collapsed="true" />
    </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>14.</strong> Now scroll the code to the following method:</div></span>]]></writer>
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        <content>
          <p style="font-family: Courier New;">replace the content with the following:</p>
        </content>
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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">            return new[]</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            {</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)</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            };</span></span></div></span>]]></writer>
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    </region>
    <region left="18" top="6354" width="612" height="122" 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 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="6498" 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="6525" 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="6552" 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 (light bulb)</div></span>]]></writer>
    </region>
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<div><strong>16.</strong> If you scroll down the code, another method 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 &amp;&amp; value.ArgsCount == 2 &amp;&amp; value.Text == &quot;combin&quot;)</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            {</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">            }</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>
    </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>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">                Term[] arg1 = Computation.Preprocessing(value.Items[0], context).ToTermsList().ToArray();</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">                Term[] arg2 = Computation.Preprocessing(value.Items[1], context).ToTermsList().ToArray();</span></span></div></span>]]></writer>
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</raw>
      </picture>
    </region>
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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>
    </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>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">                List&lt;Term&gt; answer = new List&lt;Term&gt;();</span></span></div></span>]]></writer>
    </region>
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</raw>
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    </region>
    <region left="18" top="7551" 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="7722" 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="7749" width="695" height="198" color="#000000" bgColor="#dfdfdf" isBreakable="false">
      <writer lang="eng" wrap="Custom" width="681"><![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="702" top="7749" 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="7929" width="543" height="177" color="#000000">
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</raw>
      </picture>
    </region>
    <region left="0" top="8127" width="368" 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>19.</strong> To finish up the function, type the following right below our <em>List</em>:</div></span>]]></writer>
    </region>
    <region left="18" top="8163" width="308" 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="8208" width="507" height="91" color="#000000">
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      </picture>
    </region>
    <region left="18" top="8307" 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="8343" 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>
    </region>
    <region left="18" top="8370" width="633" height="374" color="#000000">
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</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>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>Properties</strong> ⇒ <strong>AssemblyInfo.cs</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:</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>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 your</em>.</div></span>]]></writer>
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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><strong>IMPORTANT</strong></div></span>]]></writer>
    </region>
    <region left="18" top="9360" width="357" 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>If it is missing, you can find it in the project file (see point <strong>4</strong> above)</div></span>]]></writer>
    </region>
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</raw>
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    </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>
    </region>
    <region left="18" top="9630" width="539" height="181" color="#000000">
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</raw>
      </picture>
    </region>
    <region top="9810" color="#000000">
      <area single="true" collapsed="true" />
    </region>
    <region left="0" top="9828" width="749" height="46" color="#000000" isBreakable="false">
      <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="9882" 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>
    </region>
    <region left="18" top="10431" width="699" height="463" 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>This makes possible to deploy automatically all the build files in the proper directory.</div></span>]]></writer>
    </region>
    <region left="36" top="10953" 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="10953" 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="10980" 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="10980" 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="11016" 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="11070" 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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      <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 too? 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 use 2 arguments the function will works (because we have defined this behavior at point <strong>16</strong>).</div></span>]]></writer>
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gJ7e+J/LB1Sy9nO06vsfwiy0kks+3m92yD+EXRdW6tJKY5VMn+IGnGqEgy0BLa3wf5YeuWXs6W6Pf5nPHG8gi9QiSZbbe/ZxsU5iFcUo3neEyFNd5D10E0h3kaB/H1KEoy0BL4+yE9aFXQy9kS/T6fM95YPqFXiCSzHbbfs7VeZBCvp/rHTZKBlkDfrxhLD1k8SnUJ7KX9PJbqNMfrUg/maI33amvHKSE+O7L0CpFktsP2e7bWiwzi9VT/uEky0BLo+xXj9oeM5qUeCq/jmh+1uhZb+1L9Wuw4ucTnRpZeIdL+gWwYfs82XJP1AqmwN7d/nCQZaAn0PYux9JDpa06oczCfU9di7KXwXt4v5R2nE+LzI0uvEGlm6xodSQZaAr33kiHxnNRD0eqYT9W1OGcfXUv92gzHSRGfHVl6hcjNdvQlGWgJ9N7nGJTUQ9H6+VGra3HOPi2vxY6TS3xuZOkVIjfb0ZdkoCXQey8ZEc9JPZzQg9BcSV2LEanO1zy29jmORXxeZOkVIjfb0ZdkoCXQe+8G5DgyptkGI81l2M3W/8dAl2SgJYT3tvU5kB82x5lk6OeEk+VOoTGIm9mBAweSnDhxotFdvdxc8yUZaAn0vXazdRwZy5Oy3Eoy240bN4rmytm6dSvMzs42dlUrN9t8SQZagput46Tpidk+9dRTcOXKFTh+7BicrH17ReZPzcHi4iKcP3eu9iG9CFNTU7Bnz57GrqbCLARl5TBGYZ7WtBil9QTx9bhJMtAS+HslPWiOM+lYHpLlLprZLi0twdzJU3D69GmYO3WKGe0FuFwz4+07drSZbfsHtzUXxHukvm73pOrjJG6epbS/R/LD5jiTjOUfWc5ime18rRbMdn5uvn48d/Zs/cN5+fLlen16eto0WxTP0XVOHFS6B+NwpIyjuHmWQt+XGMsPm+NMMpZ/ZDmLabbz0WQDZ8+cga/On4eLly7Va9euXYOdO3eOhNmOuyQDLaH9fZMfNmdwhPuCSPVcpP3dzOz2ejj4GhGpp1O6nRf3y9IrRJrZXlu6BgsLC3WjPbO4GI324qX633KD0a6srMCu3bsq+TMCSouDSvdgrNXHSZKBltD+HskPmzMY+D3p5h5VcX97+YxUPbvKeXGWLL1ClGO2586eazHa5eVluHHzhmi2QWEWvzDM0TzPpWIOraFoHfM0HkdJBloCfW9iLD9sTv+x7gc+17SH51J1zEk1usYczVt7S3IUKc/34xGhNS2HcaqP5jixJkuvEGlme/369Za/01KjXbmxUjfbYLSS2br6K26epdB7bz1sTv/R7gfNY8xzPM/rqRrF6uskJxHqFMzRer9yErEmS68QSWYb9NJLLyXZtGlTo9s1SEkGWgK999bD5vSX9Ae/NZZyqXqqRrH6cnIY0zVFyktzUjleo3FuTiLWZOkVIs1sXaMjyUBLoPfeetic/hLuBb0fdM2PObG1h+eQVF+qxmNpbeUxF440luqlfbzGY06sydIrRG62oy/JQEug99562Jz+E+4HIuXp2oqxX6vxHMYIXWt9dM1j7KE1ipWn+2gfj3kfjXkfXUuxRKzL0itEbrajL8lAS6D3PvXAOc6k4mbrEg20BDdbx0njZusSDbQEbraO48hocrOdEEkGWkI39x6fn27lc2z5HFuDnlOJ2V69sAy/ffAAvHvnoTrv3HEQ3m7w2u37YcMzBxqdrkGJm+fatWvbclbezbZdPseWz2lVJf+lhi0bjsInDy7A3GMX4ctHz8ORh8/CZw8u1nlrzUH4zc8ONjpdgxI3z2Cq3FilHBLuPX0OnOGBfkad4aXrb7ZfLVyHN+/8DE7+08W6yX7+0CLM/OMCfPz3c7Dn/pPw4/t2wfRHC43upujDgpJyQVrelS9unmisaK58zaHvfYzlfyBw+gu9L/g57VY+x1anc7LcC4dzs7t58xbs+PUJ+OQf5uGLR87DwYbRhvVfa2b7+m0z8ItnP4XFxWuNHVHtH9z22VKe97jyJRkoNVjLaAPt90H+8Dv9hd4XNzdbg56T5V44nJvdmaNX4cPHv4STj11s+Ua7d+0p2LLmC3jy21MwtW0elpdvNnZESabJc7gOR6nfVSbJQAM5Rhug9yDG7R96Cq/3An5Ofl6+xpzUWyW9nM2J54pyc7M16DnNO2UIh9MbG7Tv7QXY9dDJ+jfa/cFoa99og9Huuu8EvPGtGXj26b1w7tz1RndTfE4Qz0lraZ8rT5KBIimjDdD3PsbSh15f9xLreqzrSl1jqt4vrOuItSg3N1uDntO8U4ZwOL2x1y6vwPv/PFsz2jN1k91X+0a7+/6TdTavmYXn790J09OnYWWl9VttEJ2DMc0FSXne48qXZKAltN8H6UPfukZ4LreP5iykPszxGl2n5oc670/tCWAP9vM9Ut5a8xol5qPc3GwNek7zThnC4fTG7np7DrbffxxmHjhdN9rwjXZn7RvtR/ceh9fumoGXX5gRv9Wimg9QU5ijeSnnKpdkoCXweyJ96ClNI6Cm0BrTHK+VwPdY6xAjtEeC75NiCaxLe6S9qT5pDxJrUW5utgY9p3mnDOFwemNfWb0PpmvGuvm7s/D+PX+DP999BN6763Cd5+6ehm1bqnlhrmokGWgJ9N5LH/5ULsQUnse1lrPQ9lOkXhpLdLvP2i+taZ7XMebEWpSbm61Bz2neKUM4nN7Yzb8/Dr/8yX546YVP29i44TAsLCw1Ol3DIMlAS6D3Xvrwp3JSnZI7UyLnPJjP6UW03tx9qT1SH6/xmBNrUW5utgY9p3mnDOFwemODrl5dgStXAstt3Lhxq9HlGgZJBloCvffShz8nF9aItNZyKfh+WuN5nK31UXhfyT565DkEa1Ke1mmeE/NRbm62Bj2neacM4XC86c5kgopx+wff6T/0vri52Rr0nCKz7VY+x9aozHGzHR7cbPM16DluthVo0uaED7gzPKD8ebY16DluthXI59jyObZ8jq1xmeNmW4F8ji2fY8vn2BqXOW62Fcjn2PI5tnyOrXGZ42ZbgXyOLZ9jy+fYGpc5brYVyOfY8jm2fI6tcZlT9F9qcBzHcTrDv9lWIJ9jy+fY8jm2xmWOm20F8jm2fI4tn2NrXOa42VYgn2PL59jyObbGZY6bbQXyObZ8ji2fY2tc5rjZViCfY8vn2PI5tsZljpttBfI5tnyOLZ9jazzmAPw/ZUYXeWw1cAIAAAAASUVORK5CYII=</raw>
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    </region>
    <region left="18" top="12438" width="613" 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>Press <em>TAB</em> 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">            return new[]</span></span></div>
<div><span style="font-family: 'Courier New'"><span style="font-size: 9pt">            {</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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<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>
    </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>29.</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="13788" 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="36" top="13815" width="699" height="103" color="#000000">
      <picture>
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YPJPs1ccG08yTtYzXmhM7EiIgriK99g5RDUUK9zCYjqPQFsm6VY8zwPVhdReLyY8kzyRR9hk+G05R9WFX5Gsn5W8VyZ8LO/kM9YoZgSOQ9TE0vxfAJUzBgxjH4ZtZi/KKZ7H42JCRNB3mS59x6uO6sg/fSMDZFgmLRX3b99aFgkexjJ+YTxaLvlR2wm+2CfhHxcL9TAtd4GxJvBXOStu/mnTr57Vkf0muQPfouiYdHxQG4nxDyD8w4QMTkVgw2CcSwKyVw2zZarIcJBmaRtndqFSykeumjnwvsJ15AXPMbqG43YkVsOEan/x8y1L9h0QxTjMz5CVlNv5Fw8kwPysbKCtJ+Lh/HIJq392FEq98h9fw5+M6S2sRkDKTTNNotJHvB3Im0CdHtdduxnZo2Ye/Yuk2YhuSTZ0cFDs3RDudwOotOtUjqikgKTbd27VomHqmQpP/TbXklOwrfxUlQrSAdLNvWtkjq4hYSx9J+6kKyZyAIyQkrlooD3F6wCL6AyRklsCMdeFuEpNu0FqvdwKW3MCU5B1ai9USvkNQg7F9LSA5IxFgi8MbNF8QfCzOzbIk3BBOS1zDCRXpI22Po+mpMWreRPEDJ4HZbLfxXRwkPUwKr77aDTKCyv3cdwxD25pvgeQC+2bfg7Nli5fjoQpIhiCSN6OsbjHOS9S00ijzYWvIwESEJS401U9my5ZeRhiaNwJBZMsV4uZgMzkpFo+7cynYKSYokJv02xhEhpl2GUnpKZDERnSTcXiMO56O0QRDUrSx4FJ36Om7YhMdNB1H9pBD3j8gWr2HHkYOjy6Q24YT08kLUnw0W+yvROnt9GTyZ5doLuXeJsCyagHUG6yQXkg6tXGzlQtJ7uEVLW9ZC3Lf8fLB9HMX1vYJwpMJya2kh1KXz2YBLEJIqbB0kpte5TlMO3CHnJh8hLK+cFsuhhpu7YTdeiGdC8uYu2HoI270XbYaXLN6wRXMgETp5ROgIwpMKiUH7ibA8vhx97b7AyPJjGJ3oytKycuXC0gAmHiWIa/gXazY4ke0h8DzyOxEjt+GhSdMiJkdGPcRWmThktEdIuhZjQ8NTrFgp3fdWcDn4KzLKSuAoK6NdmFihX/w2eNw8QUQ7FZREWAxoidfr2mo1GyOunoBHur8YZolBBwrgeypSFC8W6J9xEH63UjHETtgekEmE5ekoIjq3wvt6Mqyll1G9R2BoyXG4JbuJZenDHI5ZPyKn4SvMcJDCTGFuKfTlpt6XkEiEYEyyOKffbBpCb7zD7pJ0si0KydonGjdBq7T/IKeuDpPEbb2urUPyEF3/HFGx0jNDqEfmjYsYIaYx9TqG2NrX2FX9HHtvlInWSpGOcG3tFyUIwSWzxOcQEZarH2BKws4Wq6MeISmU8fHmSHrs9BbiRCHpvsNT3PaB4wVZvCa/HovmtBgiJCXhSbZnbWDC0jHQBAMyyL18PkYYo4nltghLI5gVIqb5HdKObRG2BxQjtvktopNmYcEtbaFnsvIxdjY2IpBuy4XkzHHaVvsPEJJG4+SYpaC0uR5fxinEcTidwCchJCWokJRvdyyjEByjQkywi7itT0haYOj4EKxNWIPZLrqD6Y6HC0klRNfWOeLDhCK6h9J5hsaFpLZI7L+wXCPMWFh7hKTRPAaQ1V0I6wvbtVWYEptE6tx6X0wY7izCEDLIYscmF4msHvfgOnGAWFbHCkllt03Bsvj4BH3xIgggKnDYQ1ZveSLMvVV0tYyMRbU6DXs9TVlc3+ClKHtciIbaXFRVHUBVTQHUH0NIUpfMinwioA4K5VbnoUmnDH1CkoXLhSJDOj5D50jCEknU2tmQgu0jZH2PwnFo10EQc5rzKsNwnahr63Kcvy26oFKXWbmLMHVtLd6Bh6Jra2NVKgpjhmnuJQEFISm+IJAfK6vHtXC4EaEruLbKrpXO8Rm1SBp0bY3HQHG7PUKSCcdWcVZE5OTC5/Rqcn4tYbX7gJ50CojurTtPZcBq4Hosu/8aSfuWszjmfnrrObLq/8XOqqfYWf2C/P0RhKT7BSTouMFRMsq/xDBZGR+EqTWs1sdjTPkJ+BxbrrH06BWS1kvhWnECbinUNZSGCcLRlwz2BY8DcVvBbbZ3HLVKaYsRutBPS1n6EN1Tb13GKIX4PksfYruWEBRcVveeP0zq1Dpvm4UkC299/rXrYQabjB+Qo/4Hq9cP0c7fEULSaSs89mgLQSYWk3PQ36yjhaQR19a10nZ7hCQVjgpxPmswtiIPw4LJ3x6r4aYvnRJMSBLhuEUnXBRzutc1R63GdJaGuraWY/1d0bW16QVUZ47CmfZznSQkuUWS09X0XCFp5o9wVRIW+0qDNwUh6R0mzJHcvAFLZo6BjWSx6kQkIfntt9+2gobrCkkvLy+t7c6ic/erxyKZfRb2/XSFpCDK9AtJbzjGS9Y/oax2CUmzWIwhYePDJuix4hhAV0iarYDLzlp4L55Gyvq0LZL6RJJXeioaqTvlxCUob5TlNyYkRRFKBdJy6iKrsbj1wvrTh1F/cT5GiFY0x60paGiXkDRH4rmWbWaFq1iLedbivc9ccdsmJKlFUn0zAn6KfYNxIcncUJlFsoi5uBqzSEoWPkNC0nCdZAyyxfToGNwhAlDb6kuhll8f7L50EOr6zYiXWaDabZE0ICQ/bI5kRwhJMkCj1o5bmRg6YwKczrdYJ40jurc+rsTEOdeR3PgLwoKEONvd3yPzwX349Be2zWaQ+HYKyQExtUiTtplF8jnWxbe1ju3FBGbx6fC7may59h9qkVQSkqbUInkrDTbvPe/LFNbp3yGn4WsEiXMi5bTFItkuIckskq8Qu82A0HXMwzpmkRRdXD8pi2QfWK+4172FJHl22J8qgVfGJFikZLZYJ9uCXiEpWCTTjm83PDeaMtgbo+OqsZWUk5g1jeTVEYKm67FMd4XWjyAk+RxJTlfTc4WkWwjiVDGY5zVUrPdULCNCcnmgTYuLI8MMVo7jEbI2CfGLfT9519aetNhOwPbTGOEfpJkjOSWePCCJyGAPxN2lbP6klTincGp8Biz7mYoi8S5cp04S5jFG38XkLCK85KJx6DZ4ZNbCd9UmDBjmjYHjQ9CHlCt9TkOaIzlh1Xr0I9t9B9G89rBZVUFEyT2MXbCK5bN0motBHi7GhSUTkpcwzIXk8diAUYlECO8+A/uhwuJOHzpHUhDZt+BK5262tU4SCsKvr4Mj/NgcSWn+n8IqpI7zcKE+H5cubEeDbC6cUJ7hVVuZCH2wA1crCzVz7Gg4E5JlSzBpgAn6egQi/2IWHj/ciDhPaQ4fgVkxpfmBYxGxeDSznDBxVZuK7PBRmEHumduk7nTOo4+NiSAkHxDR60iE5KCxSCvehUdqknZSS51CD2cSQZWGvHWemEjqOyPEDc5E4PZlcxuPsLmMwpzDln1KQlLvqq3yOZKr6bxG3TmSeXhwfhXWknK15hyyeZvCPMVHJ4MwWTbHkWK4TiMRkRCIOROFuoQmxOFuU8tcRsfgIMQuHiXUc8Zk5FwmQlKaXyl9YkWaIynNGWVzKNswR9KAkGzvqq3GheRgWB8shO/lbbCb60HyjUa/qa7obTYIfTzFOZIlazHA0xl9hui83LBwh/3p4/DMT8XY29mwnyKLMwYTdv9gU/lvyLx5CS5iOBOSj6ox2dUSJraLMPPk90it/C8WLh6LPlJeZsV8iz3l1+E3bSacF2+Eiy25rmH3sFX9AvG52zEqMA1Lbrwkgum/CAsdht69x2PauX+QU/8rVm5PwCi/mRgRkgx3nYVG/DOuo7HmIpKNLECiofcI2OZsg0P8bFiR8953ahAcjhfB93y0aFXsBZMxKzD67gmMzZ7H0liMn4h+zNXYwBxJ0wEw9xTnSJ6NxUDPUegjn385hIjQKyXwuZAE2/me5Lq5ol/oROPz3QiCC+k7ZN6rRXDEYuZCPGJRPMZQV9c2zJE0KCQH7kBk1VvsKi2Fz4yZcJq4HG6TSF6TEQg4/ZRcj/8hamcSXMg+hwer4Okt5pPPkXSmglKaIynFi/W68xiBoXQ+3Fx4BhExIsUTYk7Vovn+YcyVXjYZxfAcSeG5cgUj/afAyjcTnrtrMTVpPwZo5kFOglMCaatJ+bBz9yfPDlKGq1tLX6sPJgT1rNraFiE5dyO8Ko5i9PZp6EfzTfKFpT25t0eQ9sfmSOZi2BISPmZwq+eY2cad8L1O7o9iIigzlV8+6cLmI7I5km+xYTc993IXVRPYpX+P7OZ/kVB0GJ7kujr5bcD4ENFl1iQEfpu3wpWFz4JXcj0Rkq+xIZXEiyI06+4jTJ5F4vb+B+nNdM7jVmEOJcsvTzMTwxYmwn24FOeB4LI3yLlXh+kLhfI9g4LFeklp+KqtnK6nxwpJ2+mroCLCsTXRmDOydXqLgGVQJS3G6DZ34h8HLiSVEISkx+LtGLOtCrqrtvYavAqjkokYY+HHMHL1bUyhq85Rq+TINNKhi6vQZT/GhC3FrVY5ZSuhhpYKK6jSMnYWs7mXzLInW8FOQmOZ1Fq1VcjrFxFu/ME7oQj+UnmZlfCJzYGNg2xQ+4GrttL8wzY9FM4ByT8xKk4jzoyiICSZKNBym2xtAaQWrY1niLAg8S2L5xBYefK8InKR4UWtmCRMvQN7PAS3Vgp1bS19RFeIFVwuc1OjxLLk+7dFvLgyaHNzIWqvrcRsKqpF91U1XcX0/kbkn85h5TCrGo27Td1ZpdVEl+AsFZoyd9BeoyYj91I2aqW6P9mEaGZVMofH6khceiDkp3HqiijMZ0JeEJJax8mg9W3bqq0Hd23Gw4Yi7VVbWZy8PF0Lr4E6TVmK8jpSnhSus/rtuuO5smtLzt9DmWtrq/2KSJZJo6u2GhCSRIguOHRb+I7kRm/ZCztBSLZ2cxS+I2lcSBJhMX4ehpUcZqu60ry+Z9bAatQKjNEqT8niaAoLUj5dNdSH5Hm/l4jjEHRZWP1RvuCNsLLqP8giA8rsut+xNuMMVldSd7lnWBEh5TWD9bpKpDS8JeFvkVn7CxYtIOG93TGx4GfsVgt51+XXIpm604lWSSpMpxf/F2ksH3W/e47Y1OmafdNy5+RVMDESrAkzQh832OTtwzg6P5Kep7vFGHc6BbZsZVUxjTiH0v36cfFcHoVLrLgokb5VW5nbq3TuKbpuqybkus2Fk5SXprm5B3Y+UrwhdFZtpTT8jAWzhXijq7YaEpK9LOAYew/xlS+JuKBlv8G2gjghbtAXmHLkB+yoJ4N/FvcK8RkhLI/+VVulF5it65xRekxYNZRhia2lzWi+mNz2l4AUA6u2sriER+S5QJ4bqSVwjiwXnm8yq6S5RxrGqB5qnnsBMYktLzz0wYSk/NqK0O9ItkVIknt+4K5d8GSrutK8BRi2wARDCnTKU7I4WpLy79D4fAybrxOniMIKqRq3VQkHjNnRgORaej8LafaeyWZxJkFXsIWt5iqQVfcMSZJrK4nvE1aG+GraHl5hR9kNrCgX0smtjH3CbmJLndBmsuqeYkVMy777TC/GWsltlsaXn4GdGNfLxAbh/DuSnE+AThOSVERKyMPllencOZK6aLu2jhg/FePoiq3keIa7T8Xi9UlIipzWyrWto3lfIUmvn3y7s+jc/YpCUj5HkvPpMSMCtxpkn5bgtJ1WQqsHYOaOuOK7qFU3Q91wGwfEgX+XMngGhpMBvVuKuDhIt8YVCeeqUUPEiLtiPOfTJRh595px//Dc9xOSPQ4TIv73w/dyHPorxn8emCecI8+HZjQ3VeNq1vxWruEcTmfSqRZJJeSV+ZSEpHfoRvEbkoSkRMRGzIFHFwzqqJA0BF9sRyme02XQT4OEzsDWnA24VV2E2tL5GCt9D5PTdnqikBSxcPTAjBXrsEBhjlunYGoJ8/FTMDg+Gs4XjsL3wiYMZKu6dncCsf+2GhUHgxTiOJ82iTjXpMb5zcL4hKON6dDh6L98Cez35WB8RSGcoz7vsYHp5FVYH+YH1x74fOB8enSokORwOgYuJD9dZuNMXT6qqzJw6eAMjWsj5z3pwUKy63GE3YnjGH/lENwOLEd/e6U03REnhGxMxqoAXVd+zqdPACK3x2O+NH+Oo8267fC9UYBxZ1Jhv9BBOQ2Hw+kQuJDsZlArpFK4REBAgGJ4R9NV++VwOBwOh8PhcDidDxeS3QxjQrJnLLbD4XA4HA6Hw+FwuhIuJLsZXEhyOBwOh8PhcDicroYLyW6GMSFpa2urGN7RdNV+6ecv7N194efnhzE2LZ+K4HA4HA6Hw+FwOB0HF5LdDGNCsmfhjLhTj9BIl8FufoiiJdI3uTgcDofD4XA4HE5HwoVkN4MLSTnrcbq+Gbf2+cNcMZ7D4XA4HA6Hw+F0BFxIdjOMCckFCxYohnc0XbPf6ci51YSHRUtgpRjP4XA4HA6Hw+FwOoKeLSTt3REQ4A57tj0BS1QqLJ0gffDXHu4BAXAXvyE2YYkKqqUTYCLl7SL4YjvazD5wG00PChHWTzmew+FwOBwOh8PhfHx6tJAcFrQWqrh5GMu2dYTksCCsVcVh3lghLReShumK/Q7yXYasS9VourUfMyyU03A4HA6Hw+FwOJyPT48Wkr6Lk6BaMQUD2LaOkPRdjCTVCkwZIKTtLkKypzA95xaamp/g3oU8rPMyV0zD4XA4HA6Hw+FwOoYeLCRHIThGhZhgF3FbW0iOCo6BKiYYLmJ6LiQ/PfraB2DrWW6R5HA4HA6Hw+FwOpueKyTN/BGuSsJiX2lOpFxImsE/XIWkxb4a4ciF5KdJWP4DqPkcSQ6Hw+FwOBwOp1PpuULSLQRxqhjM8xoq1nsqlhEhuTzQBlZmbgiJUyFmnheGisc0dRkRkssDMbBvb+XyOgk+R1JOCA5V8FVbORwOh8PhcDiczqbHCknb6augIsKxNdGYM246VinGqTBvwlDF8joLLiTl8O9IcjgcDofD4XA4XUGPXmxHG93Pf2jTXVxbe9Z3JB2wvqQS6mY16usqULTESiENh8PhcDgcDofD+dhwIanh8xCSPY++sA9YjphVwRhrY6oQz+FwOBwOh8PhcD42XEh2M7iQ5HA4HA6Hw+FwOF0NF5LdDGNC0tbWVjG8o+mq/XI4HA6Hw+FwOJzOhwvJbgZfbKdrsDQ1xVAzMw6Hw+FwOBzOZ4rSGJCjHy4kuxlcSHYNLubmWD1wYCdgjbiJwciZPwNJ9krxHA6Hw+FwOJx2Yz0S24IXINPfuVWc0hiQox8uJLsZxoRkQECAYnhH01X7pe1VKfxjoyUkXbej6cc/8b+y1YiRdT4CDsjJe4w/n73GO5Dfq29wf5JuGj04LML95qd4S/O9+Rm1yxTSvAfbLv5ASxJ+L+pQppCGw/n8sUPmsUY8+98TlE9Uiv/cmYAqWVfwui5TIQ2H82nDn2efKa478d3TN/jzyjLleAmD4652wPZLG9M7vP7tIS7Jng1KY0COftokJMc6OiHLyxeNU7/AHzPmMRqnfIFMEkbjdNNzIdlx8MV2tOksS6iWkPQqxE8v3uJ5TSaSpDCR6IXX8Oe7t/in/hiOL1iAnBB/bNRJo4j1eFyq/hvvXv2MrzJC2pbHCGvdpyOH1OHorZ8778E74SJ+Z0/61r/PbgCreRC1/r39+QoOKeX5CGgNqLR+L/BDpnKejkdbrLT8Or5O8Tuf4LnBFy9OKLr1K96++hFPPvDlTNsQXyb9y14J4e2LX/D1noma+JgFefjmp3+FF0ZvX+Dvh3uwTSv/x2YINk8nfdGCGDSSrqCz78PY9ffxjB7ry69wx1M5zcdmrV8Sar/5A6+FS0BO82/48cz6j9Kv6scVF5487dB7//2wxuaNF/Hjb2Jbe/cK/35zHWfa+DLFYDu1dsfxS9/g39f0dek7vPnr//B4tX2rMj4mn+PzzHjf1dkIbZidX9+z+N+7Ngi8D6WtQtLAuEsv4jOaXquUs9/jXatzPQTJ0efwyz9v8ebHy5r7VmkMyNGPUSG5ynUsfpseiq+mzkHV5Nm44z+dQf/+aupsFhdJ0sjzcCHZcXAhqU2XCEm9WGNX2Y+kE25E+Xu6pQoC9DV+P/eFYvyHwIRHZz14h7hjFxXQ0gP/ZTPuidtKLiTdGtE1hh7b4SONePH2VzSnCdvZMzw/zltTBaQBlUYYNJ8Qt0Ow3Vk5T8cjCMmWukh0fJ0+ucHY2H3477/v8PLrczi+KAGPv/kX736/i+MsfizKG8j2v1/jcdwinDz3DV6+/R3NcTpldAjiNepUIWmHAzeIiP/te/zx/Dl+yOpYscFwTcN//n6Hd8++R/PhOOQs2oi7VT/j79r9HSzYPzEh6ZyCr/94jeffVuBm3ALkpt/Gny/f4fmjrcrptTDcToXn1RsiLjORvzQDX//+Dq+/OtL2Af4H8Dk9zz5VIfnu6SOcaavA+1A6cj+sbKHNGzrXLO7dU/wnTeiflMaAHP3oFZLU0khF4sOAGbhFhKMhHpE0NK2baJ3sNkLS3h0BAe6wZ9s635EcMRvRZFslpwu+I0mFoyGio6O10neWq6cuXbXfznKpZUJS5+1k6wFZ+wcS7G2Zwhv7uISH+Id0cF9vlcKssZM8SN+9/haPZpBt8Y0b/b19+Qx/1RQgR0fEKj94dQeVutvWSN5VoXHRffviT/xy/v1cSlrvdwROPvxTeEhpwpxw7P7vYphYB/VdqH9+Ie5Xbs1xwP4SNf55Sd+Rv8Obf3/WsvToRXaOtH/04bVeeAOr8Huf66jvIRWzqAQ//fGSvdV/9/pf/Kl5qy8cK/29ri9C6ePf8YYc8Nvn36NmtZfQjn7/CX+9eIu3fzXiG/UzvHv3Ar9flD9sFYTBiAR8/afOYNFpPb4iAz0WxtrwC/x09y4pm51hvPpF5tZD3avVoiXn3Wu8/Fnb5Uc/CnXRoHtf6GxLdap4iGfUwkEtJ/93HgVSOxatH8J1F9rir9e3Ypu+66q5DsJ+ND/d62M9HhcrfsILZlUh5+HXGtxaIAwkhOv5C/7z4GsygKbR72E5FI9H2RJr6DwZQuHesQ4kZZH74NsvkU62NZZqct1e/f4N6rfq3ht69q1bX93tdrcJAqvjGzy7uwv3vnkla5eG2j+9BsK9zixepD3886QEjaQcabC5xn0jnnzzB16xayf8XqsPI17qH8m1rtdjIVszfheaf3rG9seuq6bPbH87Ze1FqIbWry19iL68rL2uN9R3GR94r3FykvXZHrihfoG3P17CflkaZQy3U339nTE+r+eZgN4+3mEpqQMJ//ma0JdZ+5HzT8T5349w1stY32WADn2eOeNM1d9CWrYf7XYm3XeCpf8tXv8p62f09qfifaTveSbu5++qB/iFeXFo98XCfdfy02qTBu5JFu+8Ff/5WzgGg22WPSPfkn4qjm0rjQE5+tErJKkrK7VCKglHJWjaveP8upWQHBa0Fqq4eRjLtpWEZAzmeQ1lx8QY1Fcrf2dAxaJSuISukOSL7XQMTEhKbydXHMF/n2k/pNgCOQtW4E7jM7z9tQIX3uutpdB5t1gtZDBh0NLBrbaehAf/ea0ZPLZYxZbiTGEFfvvnLf59sEWrjPY8eNcEHMevZAT9vPlLHCdll97+iTw8/ofGaHkZhlHab/TiG/hb9uZvtd1iNPwqCR+hDu9e/I4fvoxDztJ0NP30kgyeq3CBPBji4u/j2dtX+PNeJvIXbcS9RnLOXqhxy5i7nMxyqM18pHs6ideudfz7WBUVH1Ij4tnD6c3P91AWuQjHjzfiXzJw/anAk8RTd0OxvfzxP/yuJud5xWH8QMYAr2oOsgcvPe6Ls8vwBz1fu2aj5kedh2ira0gRLEDSOaNh0jlngzf24H2H17/X45HcSlGVRo51BE5QUU/dqzMjsX/jcfz3bzJYUBe0wdIg1kVukdQsGNWWAToZPvytJnUSz9O7l/j5CD1Pdsgh7ejN22f47Qa97rG4dv8nvHr2Ne4vFq6rrjW4Zb/SfSlaE3Suz+Z9DXj57jl+v5WJQnas7/D2f7dQROKEwT059p/otZPafxsth6JF8kXdPoXzJlp6ntWh/D3dPNkgXFaHNZNK8Nvr1/jtyxlsW7JU74/NRnXdr3j98hvcp4NzTRlK7YUgDsaUheSHtAnCeNKPvKJtTxAMbzV9nKH2v1szRYD1P+Rer3hChKZGPIn95fMf8H/U4ii2N6GvHYNLtaRMvYNm8fyTvI2ZUWJbe4unt6JJXPvb6ZqRE7FXof9vSx8i5BXbrhzajp0M9V3KQlkv4ouH143729CvGW6nkkWyLWJWi8/seWa4jyfnaf5Z/O8lOU/XorDjkFqw6m4i1008Tv19lwE6+HlGj5O1eSbwWvqX1XYLyDklQvzZt2igfUFsLr766QVefF3CXkzo70+F+0jv84zth7TLZ9+LfcwxfPf7a01frH/cRTD47KBpaDuQCUnphYWUX4N2e1EaA3L0o1dINk39AlWTZiuKRiVoWjqHsjsJSd/FSVCtmIIBbFtJSEZjzkjtPJ0NF5KfBtqL7QhvBFs6NKGjVPppdXp60R3AyBEtEdIAjA7MZINHhubBsgQXHv7eqpz2PHiTj3+DN89JHumhxgTfG/xxaaGY3jiK+7VbiPqf3+JVXRZ7qK0JJA+Ct5KwFOrw9pdryBfTs/lVTAQJlkutY/M4hB+fP8d3u8XtLkRJSLK6a4VRi8BzNlAWtsV2o7FES4PgW3gktQf6oGRl6F4vilKYOMh7K7kRigN4SViyB+9b/H1tlZheZhFmb2W1B4dbyODn1fMalIrb+hHqovXTHLtu+9bZZnWStS35m3DW7sgxyt3mrJ0QKxtsGXzTLMLaYqtr8ULr5Q071jc/4slCSUjK2haroz4rozZr3BPR9PNr0pCf4ofDM0g7p+dGfFli7Y6Tt38mR0sGtfWHkU6Og9ZN20qvB51BOLtHdQZGGrfn1WfJwFm3vsrtpdWxybc/qE1IaYV+hL3Q0Bq862v/V3DqrI6HBr3XX0j10BaS2oJKPEZ9YomVIxMyWla6D2inSuk/MWJW0PPfInIMYqSdxiwowI/0kffqJ9SvJwJeV3To5fN6nhnv4+2QffY7vH5Dwl6+Im1F2wralr7rU4Hdv5CLNNLXaSzehvpT2X1B7yF2vLLrIwpJuRcNy6sr+lqNuwhG78m2ItTxzQ/nkUm2lcaAHP3oFZJ/zpiH2wqCUR807R8z53UjITkKwTEqxAS7iNs6QnJUMGJUSUjcGIf4hARsXBOOwNGfvkXSy8tLa7uz+Nz3a1hIandG7z+QMGCRJAiWCGEAxh6ImgEWdde5x9xF3rz4By//Ibx8+1EevCxPq9/7ddDK+7VGasl/SH0FS6L2A163TgTNoFY4t61/bRjci9er9Y8eT8e5tgpipPWv5fj0tRcjD15NOqUwgviWX7Aajce9b15rhHsr0UDQXCd956nVNVRCT10Yuseps61bJ/lgoA0Dg/YJSaG+8nPPyiH3WRO5z1qVqXDeFBFflLz5uRL11GJOxWT+LibG/rgUjv3XfmbWvW+uC5aw53X5uEhfkDAho1CeFsIgXHhTL1xXjcCWVnx++1LoB/59jjfvdOur5xrpHpt8+4PahDC4fPNdKYqouF22D9+JbmZCvL72r9B36LQD6mJXrf5VdKOji71ILnaiMJS9jNKCHZtCHf53G0c/pJ0qpW8j+voJ1l4/0LVVYs34PfiWWpK/PYO9CvHa2Blup8ziTsL+7wa++uElE5O1qhIiCNv2Uu9zep4Z7+MJQ4JR9zNppf+QvDrzxdvSd7VC3z35EZ9nShiuq6H+VHZf0HuIlSG7Pgp9fEJGLV6IL/U0+xCPW+vcGr0n24p2e1EaA3L0o1dIUlH4PkLyTsB0/E7EZ7cRkmb+CCdCcbGvKBx1heToaVgUOhtTA3zh6zsVoVFboEpcCFczWRmdgCQkv/3221bQcF0h2dPoksV2lDo0RvsGEhR9cyQZzBJBO8eNbJDUYp3xReX35IH+JENcjVBc2KI9D17r6Vquk+wB/+ob3GvrXCgFlPdLYG+h6ZvxudoiR3oY6VokmWVItJz9cR+npLfKbaWDXYEoSg9ZVve3f+CrLfpc0PS1FyMPXk06pTABdv2oWJ9Lz7VskRP24G1tkQS1MInzRP65v6XNx92C/rq0Pk4d90NDgwGxXb755rje+YltGYyxtqiVxtAbdIUydeuoD7bSoZhuSACu1FAx+ZZAB870fn0nnqMhSM2uwb80TuNaqVOWAmwQTuu1kVrWWqwDG7dW4d/XP6B6kXidmeVNt756rpHOsa2ZXoY/pO0PaRNiP6n707gxGugv2fXSa5GUpaX3dthuNP/8WrSWGZkj+V4Wyfdopyy9/uMxRMe6tlojfsUZtirl6x/KWuaOGcRwO2VtTbw31oxejSdUTNL4tkwzoHxGzzPjfbw1Usm+BYskOeZrH8Ei2QnPMyWEfuEVfj2utC6Bof7UyPOs1X2ktJYCQWncZfSebCN8juQHoVdIUjfV93JtnTwb9ZODuo+QdAtBnNYcyKlYRoTk8kAbWCmJRfuZiFLFIWC4QlwH8r4WyZ5GZwpJjduY5KsvzgdrmQfZvoEExfCqraJb5+8/4M/nctck4cH7srEA6fZkwLDsCL774Sle/FqBc7K5mewh+vYpfqLzDhfF4kJ8MAkXLBrvnjbL5hbQYypmq2yu8SMDrn/JoO/3elRujyTHuQjHdsZrv82miwl88xf+vLejxe1Qhl4hKc6/efPT1/ifbDAsDQbePf8ffri0HfniHEmIAxTmmkUGMy++F1YhpPNoTqvWKO67s1EcEDisQMMvstUjSVvJTVKhkA622LwP+Zwq+cDQyINXKt+QeGNWg9f48+vvyQBGNiBnD963ePW/ejwh11WYI0nKYNZLB+Td+IWInmf4X8Vh4fM1S5Pw5RptV7iYpRfw618/4asd8nADdZHEqjjPTtrn21/v4jQ9ZoODAdE1jPx7Vn8W5yJbX3fNCpJVUp0TURBM4mQDLjZHUpqLJM5DMjpHUn49deuoD1Z3aq25ROpK7pmDj0E2ySD7BzwRF1F69/T/2LnfH3sQ3/zGIvH7Ze0Bpl5EV9NnP/yMV7KBuzS4b6RuhkP88OV1NZ79+xI/HZfPuZLf83Qu5U6coOeJvdghdRbnI7K5xyB5i+mni9rfJoRB9i+oX9WSjg0uaXv0NtT+pWsqfkaJzpGs+gkvX7e0iXTVYZSxPoAeRy6+JkJSunaC9U247746TvoRkiZ3awEeZ9O8huZIfkg7pWGiJe/Nr/iPdL8nrm6DBbCjcMXZu6Sd0PNYdwIlS4XzZXwentD/6GunsWw6wiv8/Zi2h6U4f/EbclZI9F9PUNYmofYZPc8M9fEkXj5HchcVlNIcSTG/3r5LKv9Twm4+Kr+jD4vf8cNZ4b6S9wXG5kgaFpJv8XdFGrue1+79F69I+/rjsnBfGRx3Gb0n2wbr72VrNyiNATn60Ssk6Tci33uxHZKnuwhJ2+mrtFdk1UDnRdrC94tFCJno0JLHdjpWdQMh2VmrmOrSVful7VUp/GNDhSR7kCj8WgbP7ReS7DuStU/ZIKY5jc6r0o4XLHPkp/XWV1yJjq10JnzLq/Z8reBqI3/g0Qfkf6Rvib3Gi/87zeYBsNXm6CiXCoufq/D1N3Q4IB0PfZAX4BtpdUP6e/UDqrRcTegy+yTv18dFC4M2+oWk2HHTMrWssOLDpek66n4Q6qu9ausQbE26gl/FFfLo790/1bggK7er0PdmWfd7dqTC+HYniWMPQPlP/vD7CEJSLIP+tOYXig/eH6+X43dphTz5qq1EhJy+0rJCKm1XL6t3ysolx5pGRMvbF/iFiJSWcEN1oYP7XfiKrcQruCF+Vf8rK11zjIYGAzqrttLfm5+vokAqv1U8qVvxJLEcMUj+k66T0VVb2yEkte5JcvZe/Y3fq64wF8B3T+twbSFdMVT2Xb8fqlB77wfSPp7ih/1Kb/p1EcUO+WkteMNWVv2rZSXSh0fQSK6HdrsSBN9vUt1eP8Mvp+eScLpCajOe02CS96+qh/iVdQXi8barTUiLPulYFZhofY4fjl820P4pOqu2NjzEj5o24Y0HVDSIOWmfprtK7dqADDR+17Kq6zuyz2d1RKCQOP2rtn5gO6X5tVa1JL8XX6Nikpi+0xHuyVY/hX5KF+Ec6Wun01quDfmxb3TeuM4WYXrz05U2WT0/p+eZ3j7e0Kqt0jnS13fp7ONToVX7xmv8dXW1EG9s1VZ9zzP6mZo/pYvyFq//+gHfFCzQjIEMjrvacE8apsViz78j2X70Cknp8x/00x5KwlEOTfPr9PkY4+jYbYRka7RdWz1CN0EVvxwz3YfDbrg7Ziwn213o2qoPvthO56Dl2tpRSPOcSCf57sV3qJQ/5D43xLeb2qs/GhYjnPdDeBuus7hGmwURh/PpoLtCLYfD4XwQGgH7Dq9/0/6kkdIYkKMfvUKSEuk6Fr/MCDEoJmncL9PnIoKklfJ9DkKyl9koTFm6DglJ1EqZhMTYCMzsosV2DMGFZOfQKUKSQT9ZMA/Hdu/RuMd8PgzB5qBYXD5+Bd/88A/evfoRT7TejHMh+cEMccee2L24d+Uxftd5y8rgQpLTHZC5JeduLUTzt6S/ePktHn2hkJbD4XDeF7sZOJW5HYcV5o4qjQE5+jEoJCUxSS2T1HWVzoOkC/BQ6PxJGkYtkStc3bTydE8h+XnQWa6eunTVfjvLpbbzhOTnjODi8ubFM/zzw+OWDw5r4ELyg2GuPa/x6tmf+P1x6495cyHJ6RbI3JLfvX6B5z/X4O6ylnlyHA6H01EojQE5+jEqJClujk7YO84PDVNms8+C0BVd6cI6GV6+GO0guLPK4UKy46BWSKXwnkpnLraj1OFwOBwOh8PhcD4PlMaAHP20SUi+L1xIdhxcSGrDhSSHw+FwOBwO52OgNAbk6IcLyW6GMSEZFBSkGN7RdNV+bW1tFcM/NpamphhqZsbhcDgcDofD+UxRGgNy9MOFZDfDmJDki+10DqYDRmCcnx/8vJ0xQCGew+FwOBwOh8P5nOFCspvBhWTX03fyLlyuUaO5uRkNN/ZiikIaDofD4XA4HA7nc4YLyW6GMSHZVee+q/a7YMECxfCOZHh6OZrrLiJ5hHI8h8PhcDgcDofzucOFZDeDL7ajTVdYQq0jivGo4Qb2TlGO53A4HA6Hw+FwPnd6tpC0d0dAgDvs2fYELFGpsHSCiSyNGWy8ZmLRqhhsTEhC9JyRsriugQtJbbrEpXZIFE5UNqB8z0TleA6Hw+FwOBwO5zOnRwvJYUFroYqbh7FsW1dIWmP8gvVIUm1BTPgcTB3nAhurrl/NyZiQ9PLyUgzvaHrMfs0cMT22ADfra1G61U05DYfD4XA4HA6H85nTo4Wk7+IkqFZMEVfd1BaSZl4LsEm1AQvHW2vl6Wr4YjtdiHUEih81o+nxLZzKWIjhSmk4HA6Hw+FwOJweQA8WkqMQHKNCTLCLuK0tJAWRGQhX/7kIX7UGq8JD4O/06VskuZDsYEwHYNT8HJRziySHw+FwOBwOpwfTc4WkmT/CVUlY7Cu5ssqF5AjMjlYhNioSqyJCMHPmXKyMJcIyPgyjzHTK6WSMCUl6/ZTCO5qu2m9AQIBieIdiF4czT/gcSQ6Hw+FwOBxOz6XnCkm3EMSpYjDPa6hY76lYRoTk8kAbWJkJQjJxoTfMpfT2MxGlikPAcFkZXQBfbEebrrCE2sScRjVftZXD4XA4HA6H04PpsULSdvoqqIhwbE005owcyYRki9srwXY6VnEh+cnRFUKSf0eSw+FwOBwOh9PT6dGL7WijPUdy9NxYqOIjMWf8cNgNd8eM5Zu6hWtrUFCQYnhH01X7tbW1VQzvSPr4puFybTPUjXWoLt+LKQppOBwOh8PhcDiczxkuJDXofP7DbBSmR8QiIYlaKZOQuC4cU13MdfJ0PnyxnU8D0wGjELQ6GssCncVVfzkcDofD4XA4nJ4DF5LdDC4kORwOh8PhcDgcTlfDhWQ3w5iQ7ApXT0pX7berXGo5HA6Hw+FwOJyeDBeS3Qy+2I423BLK4XA4HA6Hw+F0PlxIdjO4kNSGC8mOxBcRW7dj+3aJKARaCHG+EVtl4dsRFWihk5fD4Xx2mNpgjJ8ffJwHKcdz2o1/pLyv3Y5Vk6RvXBvCG8tU8nzrML2fUroeTm9buPn5wn0of051PSYY4uoHPz8XWMu3PR1h2SptT8YCDu7kvHgNQz/Ztvdom5bPEn4icCHZzTAmJBcsWKAY3tF01X55W+tI4nCmoRmNtVWoqqKcQdJAIW5d8UMxrAYN6mZcTrXWycv5bOnjjCEH92Fs5myYKcVzuhBzTNiaiIrbMVg7TCm+vZjAJjwXN56o0dzcjPrTsQpp3ocVWFzxFjnN7xhb86Ngopiu57DlPDm3DbViv1qFU/G9FdNpswpF98X+uaYB6uYrSHNQStfDcdyFq6TdNjc3oLJ0F4LEF6IcPThMQcGNLFzY4Yw+SvHtZcBC7LtWTdopuRbq89jMwvsgpZRem2Y0VV1F5jzL1vl6GGZjY3HsTq1wnh4WIJSFB2DfbXqe1Ki/fxrJE7p+8U8JLiS7GXyxnU+DzhLOfaK3Y3xFCfxaUQDnVfaKeT4egpA0LBLbkqYzsMGIdRewovxv7FW/w+5Lx+CgmO5jY4reE+Zj2MnD8LlLr8tJeJfuhMMShy4dGPcOS4DXzT2w81aO188ADMzOg8+JFeirGE/o5wOHL4/Du3i5/jQfDQdkXD9KHp4i6kLUVGxBVvhQWCim7+lYYt6h3Wis3YZd/krx7cPcbwcu16pRdSENsx36KqZ5P6ww0HMmnPx2IuJBZwrJLTivFgatcu7nh2j2H5xXAfX9fISY6ObtWJiQvKhSeDkzFEEZW4lgPIKzjw6jqGQFplrrpiFEn0JttxCS0xB68x12FG1SiPsQXBBw+in2lJXASSneZADGrsvHLdKOH51YB3ulNLpMi8CtRln/I+PhUX/0V8ojsT4edQr5KGVpA5TzdDgzcbquDft3D0Vp7RE8OGLkGHVYfzofzWULYacQ18vEnQjGGjRXX8Luua2tj/2Gr0TuDRp/FvFtegnmCNXFQ4rnt7l6M+JdlfLoMpjU+QDL8+CI36exAr91CPbdqEfDvZNInKRrfTSDtX8ijleQ+DuHsXiwPK7r4EKym8GF5KdBZx2vySB7WHi6ECbC7mgRxhcugxXbHgnzgW15Y/0hdCch+QUWXPsbmy/WIPr2i04TkibjlsH1+kn4nN0MmxAPWPhOw9Aj++Ca6PH5CslORRCST07PhZ+fMwJCgpBblgt1fSrSP6JQ4hhiAKJOVkFddQJRfZXiPwTBMtl5QtIarn7UrW4Njj1Q40FxNCaQbS+nljHLpyYkbRNS8OWjHOxK8IXrF0uQcesIjh+e0fpFCheShoUkwxw+u8pQ33AVu9rSN/YdBHdfZ9b3RObvQVPlJmyaImx7De9ruM0OtIUPSUfTbj9PBNa1FZgpbo+xMVXO0+G0UUi2E0NC0mz5MVQ21+L0ev0WR5NRKSitU+Nmjr9ivDa9YeM6gp1Pv7BwlNUeROnO8cK2tx2s2/LNd+vJKK7MxY2yPai7E4mZXfydeIpb8gXUNN1B7lz9Fsf+wftws+EJziW6KsZ3Nj1bSNq7IyDAXXwzJf+OpPC3SoF5E4Zql9HJGBOSPY2eI5ydMKTgCMblzdN5QzUQVik74XnzBPwqTsC7NBV206yEuMAYeDDr5T44LAnDyEvF8LtbDI8D89DHLQyjrhXA7cR+eN85ijHZm+B67SR8LyfBeoRUdkcISXdMOfNMcGlreI7U8rvwdxfnrYzMxppq6ur2ArHpmVhw9V9kNb/B7lt34DOUxJv5YXLRz0hvonn/RnTWBayt/hPLFrQu/32E5ISNh3HmzJnWHIjBWIX0LQiiy/fyFljbK8WTB6PPYjifL4IvvQ43DmBU8iRhoGg9HcMvH4P7iUyMv0OvSRycy07C79pO2JIBjiAE98Jpuwpet0neu0fhkbcUln1a8o7ePFrYj3yb/U2vuQ4aUSnUmYXdLoJXSTwGewgPLLZP3XwEjajUKbuV2LSfAUfJMnu7EG6Zc2FB6yuJ05KNcCwoIOeCCO/yvXBcYNOSVy+CkKwuntwSNiwY52rycFHlQgTOPvY2ub58GWL2bEV141Go6zJQtHYwS2s6IhAFN/ajXk3CGw+h4myYOM+XiqN9qL++Drln96GRlKGuy8TZ1DFsgO6WkSa+2d6A+HWxqKgvIvkP4FK6EN+r3xiknstELbVWqA/j/vllWKR5i24Kh7BlKL2fJ5RL9yuL7zc1DOekuIYDKD88GcNYPlquCxKK01BZW6h5u95wMwIzWLwFAhJicb1SyMviG3YhewaNE45HytOsI7TZ8VQnIK9or3AuZMdKy52augUPyTHSY7lbFIrc6/koTx8l5O+3AIVUdBUs1JQnYIXJp18g51YZhmlElyAMM05nwpRsj8n7n3Cvq19i190GBE0fKMvfkr6VkAy+iRT171gaIr4s0922XIv5ZX9hD+0LSNmpV8vgaSXLb5Rg5FWotSyRvYLzUKFgrWyWiUrL+Vkoe1SHJhKurnuEKzlhsNLkvY/r5dVoUlfjbOFJPGhqRsOdXDHvaKzKK8ODmoaWciuPItxU3DdBWUgOxspTR/DlMXIviWG2W7bi7INELNQVuh9ZSJoM24TQS3+I5/g10isaERIqtokBixF8Xop7gZSz5+DhKOQbGFOLtLrvsbzwa+yi8Y3PEH8wkVl7HLN+1Lgzy9GIyt7jEHDkR6Q1vBX3WYdZkwULuMXsS0ioe4mN6SHoTbZN3PMR/eQ1kg+uwWC6T4VyFUXl0CRcqK/D+S3v59EzLWcXGh/GYGl/7XDntTG4UV0ANbnvGqt24EjsiFbuoMoCyxyz05PxoPYIaQ9HUF+5A7nLBwjtUWPN3Ib0pctR/oSkUefjTuEk2JoIYvDOtR2oVReiongdLtSQ/ulJMrZ50fvDHP6bN+Lm4zzSTsX+oDkNe92peDUiJHUssLpWV+flK1F67yAaSB8ipDmAk1FEGOqzvmqOuTfm0Bc0tM3LymuNOTZ8WQd1WVpLn9gWPObhYk0uzsbbaYfb+SKnjPTztL5Nh3C7JBSzZFY88/lrcK92K1KjyHHXpSFjghg3dw0esGPYg0Nr5+HsI3J91QV4cDoYHmbjcPiBcHx3D02H6mwOOR9FaHiwCQke9PyPQno5ud4kXl1/EPdKlyHMQXhx4LE9BXUNKdjm3FIHV1UyajVhw0lbeYyG6xmYLMYr40320YDHJ1djsFa4MzaQ/OrHpxE7XB7esfRoITksaC1UcfPEwWJrIbk8cKjmmBwmh2OzKgo+Q1qX05lwIalNz7GEKgtJ84gkeN3Jx6jEyejrNxVDi8hA/Xws+tNBVd8h6DNrBVyvF8D91C44rfCEVXwaxt/Nhn0oFZLHMSbZA/1355JBfiQsZ28gwpOIzolS+R0hJM1gOSoQTn4z4RJRhGXl/2DvrctwoXFmthg8fgvCycAy/e73iMpRwTXyNrYQwble5Q+b5GbsVv+LOBLuPGMXFl17TgYLHy4kLWxGwNXVtTXDBxue1G46DENPlmBc9gzl+D5usD9FRNO5zRgy3Q0DUzPgfbcQI1eQwTQTZSfgmTEVFskZ8C2NwwD3SIypKMTwMFHUEfHoVRSNgRNHwyomGZ5k2zVuuGEhaWoJczcXWK4lAvRWJhzmUes1wcMJvZmoM4Wp4wgW1nduKByL8uFzIUYYDFvZknBPDDlIxOCpdRjALN+EUYOEwY1YtoWnLxxO6QrJQbDOJW3vyk7YL/IS63scblu9SJwoXu8cwei0mbD0nQGHkqPwPbNW2K9BWgtJU/eFKGs4hDNxgzBw5DCEHtwFdW0Grp9ZhdWz/LGftPf6K4vgY+qAbaWH0fQwAVvnOmNq1GrcqCvAzeyxpBxBeKlr9+HywUBMC/DBtjM5RBykYLtHL5gNdcDM5EQ8rt+L21c3kfxjkXiapH8cg2VksBO4n+yzIQMnNo8Tyy1C9elZbNDUlzwryhuOoLJ0OVZPc0FI3DrcqMnB2aSR5FpNQOG9I6i9RupK4kK3JeKROhenY4WB3ej0VFbuyVR/TBOtFz5uAwQRMXoxyslgpuJkGMKnCXF+Pg4YyoSxKTsXNIyeD0UhyQZCoZgrHWtNIuLsSH0DV+KW+ggefinEpZzMQEOzTEgO2YZSdQNKVY6a8iTMY+uwu/l7zHUWF4YJKMMWIuyiYs2EeMdJ7F53WpiBBWf/QlZNDfx7y8toj5C0QkDJP8ip+Q/mLQ4iZZ/DhidEjBzbrF2GQRSEpKUjPP38sObYA6gfFCN6ArVc0sUunITFLiyjUfKkGTVle7GIhC/ccxlPmitxNJwMEpmQrMPZTTZIKVWj7uwm2KSUEnFxESpq5Yg/S8R/JS5mRCKIWURl5YooC0lvbLpyBIczvOA4dwliUvzgNDsK+Y8ysHGGzmI8H1NI9luM0OuvkPmwGfMiwzBi/gEsv/Uvtp8+CHty74w++AuyG37FiviVGLXuDjbXvUXayZ3seJiQJCJwV1k5fAMXwj//J2Q0/IjQGaRfs59I2sNGLL39DjtL9gltg+AwnC7eZAaHtG+Q0fgHVievhFPgbiy99RJ7r1+AM6vXAIzK+B4Zdd/ii6lTMOPCv9h74xJcSb9mMsgDDn4RCDr/DBnXyjBOLNfRjfR78uOiDFyOY48acCMrUDvcCIpC0mEuztceRdXlpVhG7p208/uJ4NiBvd5iuxVREpJ9V6xHpToP5fsmIcBPzFsVhyi6DgG1ZkauxZ2mbFRcT8G+CBcsO5SORjXpn2wFMVhxeBxC9u9GU8UafBGyErdJ2qNLLdBr8jLcaMxnoik8QOwn/Oxhw15aGBGSGgvsApyv1xWS01HCjjUC64JHieUOw/D+pB2K1lddy6vfmAHshRKdB5lE2rdxgWiG+QXk/qs4hNmK8XpQFJL9sPxoNunj05AXMxZBCRtQ0VCEigJfjQvr9Jx01F0LxwRzbxy+l4ey1GFC3n7W8GJWzlxU3NyGI3FjMT89BTXq3dg3pQ+cvHyRUZaH6opdKDsShBnzF+MSEfO399FnshmGuo1kxz93zVKUkPFZ7cV5GEnLtZuNMzUFKNvhKJ6XAYg7cwgNl0LFNu6P7JtqBYGoizPJV43aS1vhpRVujZCcK7hXlo35nej22qOFpO/iJKhWTBEbVWshKfxN48wwfmECVFEzMUSWvyswJiS76tx31X67apGfzkdJSA7BoAP52mHjlmP0DSIU/cRtVyoYS+CxJ0DouNwWw4UMtJ0TyQDgmjDP0mrXAaEMZsHsaCFJaRGTzrFV2F77NYLGSXFfIIwMMujggXW8Zgux6M47bC/cydyWNOGEPvPvIuUjCMl2wwRcMRHj7orxJr5r4FZRRM6xaIWhwvLLkxiXSQYwMvFnnrhHEGXDIzBaLiTJ3yOWSu4tNrApPAbvwkUwNyQkxX0LFk19rq0yMRkWB3etdG1xbR0KuxM6QtIuBCPLj2NsqreYZjAGHyqET/FyIoJEIXklHgPF9PSY/coTNNv60ePaWpOMFCL4aBomkhp3Y/8cum2K8Vk70VwdixXOobhUvx/FkYKooW+7p+XuEUQmqROz4FWTgZu08AZN30AtnYLXiV1UHCqbqWAVBl320ZuIsCQCLdANubePoubMbHFgKJQriUz6d7Mo0oT9msLSUqjDgNB1uKcl8gYj4dxBPD4awLblQnLKCJ25iHIhOcVG73wedj6UhGT9NqT5CNvs2MQ0bJ/y+jKLr0xI2uxAWXM9EbtivBzLTETVvsOmdA+27ZD1X+TU1WGyzEVMIybnXkWiXBwy2iMkd2NV7RusVwlWZ8qgtG+RXXELo2UWPsMoCEkRva6t0SWobSLCcIAUNhxpV9SoyAuCiWiRzA8xYYKQlbvlvLKQdG2ptxxlITkXOx9RIRmEmIt0jmQqopatRl4HC0nzObegan6G1dEtLw9MLPsLoqxfBJZUECF4arcohAdgTN5vyHlYwQa1gpD8C8sWiuV5X8Lm5qeIWCJu63VtnYg5Za+QWpSoEX+sHvT54CWm6bcQ88qJuKz+B3tqvkGwaK0UaItrK8URu66qUV0cqRCnHyUh6ZCcjIbmnciShKMDETQNR3Bpu7ZQUxKSEcf2o4mEDZfaGcubhSMLRQ8d0Tp4I2uE0CaCJLEYrBGDrE60XJZWQUj6DkF/rXbcVtdWIZ1+IekgClNt9Lu2CgvqqM9v1glvTZ+UUtJXfYkNCnF6URKSzG1VPvexH1YU74P69gpMYdvUcngYd3LdyfkV4mpL58Ndys/KlOUfR54PRFgK+xDnZz6IxkLWHwzDtktEWJ4NhivL3yImg9JUqK0kzxnWvw5A7Gny/CLi1YueP4spKH6cLxOWwoI6DwtCyd90Wz8B+24zwR2sENfZ9GAhOQrBMSrEBLuI23LxaIFB5DgGSfNBzEhckgpRMx3EtF2HMSHZc1w9u5bOb+NKQlIIk7shCsjEIBOSCgvzyMI7U0iaumUi4s4LZNX/g51VT7Gz+iWyFITk9sJorXyKAtH/KpI+gpBst2srE4YlGL+fDCQV4iUxSIWhECYIsPEHv0DvtghJfQLvQ4QkdT89fQS+Nwsx7ko+oYj8/RGEJKu7vA5iOV9GkcFm6zLfV0hqXKXExXYyF7UMxplIosJRKx/BLRzXpXwy6suXwJ/Uibm2sr/F9HaBOFnZIqDkYkurXJZO20rK6vAkHusHK5QrQxCnreukKaufC+ILtuE+c20tQmP1ThyLI6Kf5bdAQPxalGlcZg/ixrHZ8NZZgVKvkJSdI/mxtTp/OufBkEVScm/NunIKg02mYf6Nt9h5fKtwP1D30/JnyGp4LtzrVc+R2fwxhORhRKtbuzHm3L+DsR0pJJkwFN1SZbAyjAlJ6tq67yLuiK6t6rp7OLt9+ntaJIOxLNID/ad3vJAU3FP/gzm+CvGOu7H6sbYQZC6rVU8w0Vohb5uFpBDe6rrq1KN34DXS77/BtqLNOi6kbRSSH9EiycKatyFN89JIEGDXM520rqOSwGJhOv1Ac7MoBmkauTiU5ZOLQUUh2Yu6tq5H+QPRtbXxAMqPzII380j5ECFJXVuX4ewt0bVVnY8H5xcjeHBLOzQkJDvdIikKwbu5YzRhcw9nofn+OoTST+T4L0F5fQ5KNroxwRecmown8kV6FK2cEoKQbBGOLVgEhuH8wwI0EtFZVXUAVU/yodYISRK/dB0eNO7C/kBz9ApbQ/7egQwvac7sh1oku4aeKyTN/BGuSsJiX+km0LVCtmA2YQmSVFGY+RE66A+FC8lPg84/Xv0WSe9jy9BXy11MxicmJIeRAUdmxW14it86Y1bF9xCSHWGRbLdrqyiQ9M2R7AiLJLPw6QrHwbMwoqxtQtI8fhd8Lm3CQHE+GatjJ1kkP0RIykWbLnqFJLMwHsK5RCULkD6LZD6upI1k23qFZF9DFknRIlq7BYkKKw8yi2TjHhycL1lJ9dEbQ718sP0cqWNtMlQ6KxCaDR2G0O2biShtsaBKtEtIGrJI6p0jKcDcW5u+wkz3U9iofoaVkgU4vgGZdU2YZis+U4fR+HYKyfl3sFXLIvkOCXsntqR/b9ppkWy+jr3urccI0hxJ/UKyBWvXmYg9fo/E3UKOX0tZykJS3xzJLVhiKU9H+IhC0iTgKrY0/4M1cWIbkNMWi2S7hKRgkdx1Jluvtb1X76kkjWCRZC6u7bFIfsQ5kh9qkVTfWokAJvAUaLeQbEnb194R89NVqCai7/zm/lp55elaoywkNQy0xbR10bjdeBR3Drlr2qZ+IdkFcySNWCQ9VMmoaSXk9+GE9Lxup5BcdnQ/6q8shrd439vFJaJGJiTp97nzHxTi1v4xWJqfhUbJOsniPnSOZNfQc4WkWwjiVDGY5yXNg5yKZWxepA2stDr+/pi0PAmq1TMUbo7Ox5iQ5N+R7Bw+DSFJBUM8PO8eg/uhlRgYQOevjUP/2S7MTcJ06HBYsDmShXCJ94XF2KHoLQnOrhSS9x9iorMFTB0iMPvUD0it/A7z548mAskTDn50jiQZZJzIhJPfZAySfVybzZFs+hsxGcIcybDSv5ApCUk2v5LOi4nEnAv/YM/VUnjROTKjHVvPkfmImPhFiKu2boHdEnKOPUfDaskCDJnt0IY5kkaE5N0ieBbFwnq6NEdSnHPYzw+O507C+ySdPymWW1EMt9SJ4jxIUi+fKLiRduGWMVdY5dd3AvqNFoUkEb6DnYlAHTQWQ7LT4Xk5Ew5zbUXXGnP0TcmE781MDFtBj8cFfWd5Cm/+2RxK2RxJaR4lm0NpfI6kMSHZe3goVAf2Iyl0hCbMoJA0tcTIceKcwCcJ2OznjPFyd1BTOyScPQh1/R6cEOccBoRMxjx3Gi/NkczGpfyglnmDbPEaIuLGOgtzJBt2IjdcNk+RYWSO5KTFuEK26+/EITVceNs9ddEEzKADiX6eRIQWoakyBQfjxmnHkbzWQdOxUczjN3Uy0ktJHas3IZbGW3tg3UZp7uQYrCADxEppfqV4Lmg+dj7EektzKA0JSWGOZAEqTswV5kgWp6GKCGqNkGTnytCqrYKr6aarPyC78iHGS30ME5JfY44PqZ/lFPgX/R+2Vf2JFdE+sNSINMGKmV1RiSlBs+C0MBHuI4i48r6IRPUbpBzPwWi/WIRc/hd0PvSKKHK/9LKC97G/kKP+G9F7t5N4ct/PSoHXJPlKmCYYOH0Tcg7tRISnFEYxvmrr8NTLaGq+jzPJi0g6knbhbATQ+lpSS1Yz1I/OIyMyiMXNilyMSTTOmJD0j8RmMY+f30JsOU2EpLoMadLcUoKykCTCUWHV1pNEWNrqpNMvJJfjaKUaD4+F6xdouogupDl1P2PF1k0YRc9xYBy8AqlVug1zJA0KSQ8EnvsXWY8aELwkjPTZIRgTPJPkNYMd6ePT1S+xpfgoxgWSfU5aA58QXzGffI7kTEFQinMkpXhWr7r/Ijx2JXOnHhW6WOc8GVi1tW8AYnMOY89qH+1wESUh+UFzJBeuQUUTnUstzTkcS87RGPZZjIHOI+DH5kjuw6lNo+HnJXdRNSIkHTwRGzsRAayfIGVmpRAhKS6KI+a9ts+dxAn9hYAwh5IKT1+2LcyRrDw1B1PItrBC7Qgsjw9E8EQhT2j8BtxpPIJre4dr2mzIob1oqk9DfrQXJpI0M0LGwkUcT3/Yqq3m8Fi5C4ey4zBjkDxcRFH0GZojKXz248n5uXDTpBcWyaHCc6iTk/ZKsPJVYOn8ST9hjuST0kUI8RsOF+uW682E5PUIBNuYwmJ0APaf24PKR4lIDhioOU8zsneh4V4KLtwrxO1cN62Xth+2aqstEcsPZd+e7Bx6rJC0nb5KcVVWlSoac0bK0vafhOVJKqyeofRWovMxJiR7Gl1lCQ0KClIM7ziUhSR1GbEIXw/XS0eFlUEJvqdXs46JCkQtl9erKRgsrcjala6tt+hqrO+QXfsbVu+mK69SF6Y/sepwHXZquTXpWBt1V23Nq0KylEaz4qs272OZbB+m6B2wBCNOH4I3XV2Vrkh6PQ+jk8exeGOrthoUkjf3wCF5CzxuntRetZXs0yxsPdyuieH5MRjxJd23zCppOghWW1Lhcf24cO2JgHVeQ/ow6tpaQldOFerjvGUZqQfNK+yX5bWZALuCA+LxEMq3YoiTWCe6rYNGIBpbtdWIkLT0WYfsEyeRtVqYbydgQEiKLqbyN8q66Uxt3MigNA2P6YqkNI06j7RVanGUXFBXI+tUts5KpjrutIRWrqrvsWorza+u24E9U4V4M2d/ZJWKeWm8OgdH2CC7P5Yf2avJQ914ayvTNK6tNsupNVOMo26vtftwXXJtVTgXDD3uq9rWVp1VW0vW4ZzctZVg7peOK/XCdySnKQzk/EtesPtNa8EbtrLqU+yl92LDU2zMOcYW0qLp1qtaBknm869hMxGiNDy77ikiN1CLphXcs77DTnavk7x5ldjI3FlFqyQVpnn/wfY6IV9O8xsk5y6XWRd7Y0R4OopPHcZG8bwLGP+OZC/Lqdh65g5qSL/G4tXXkOElCD7LcWuRV/YIdU1SHBnwBZE4I0JyRtYNNGj2p0Zd9d02urZSdL8juRpBo3TTEPQJSYs4fFnXjCtp7zc1R2vVVnqO1S+wcdcXQrzRVVsNCclesJh6GCtvkLYhuihn3ioTLDu9h8NV9RiJVa+Qza7rW6RfLGIr6xtatVV6WdiqzlV1mKy5L3tjZJT+70ia2C3EjuLTKNo8SytcQlFIEj5k1Vb3yJUolVxQCeqKNQjrJ6aX7mGK1n6NCMmoWDxuasnbWJvTyrVVq2yG4J7LymsVJ1omJy/G1VqxHyXQFUkrdFxbezkT4VSahVpp/0/iESt989TEA6mX60g/dAm7Z7UeL5jYhhv4juQgzEw8jJLiHViksezJ0Gc91LdqK7NWFuJahrNWerr4TsOdSKQUZGmOkyF3edWs6CqhvV/q2nr2/mGhPVTvREFaJMqJKKcr52a4iWUwt1oatge503QEo3Uocm83sO9Ixvu01lIW3vEGviPpgoRzne/y2qMX29FG2bW1/6TlSFKt1rwx7mq4kNSmp7nUdi6CSGysrUJVFeUMkuiKciRuXfFDMawGDWRg1lYh+THpH1WF1KZfsTBIOb47IwnJVnMcOR8Jw3MZezLCqri6LrMmsAnPxY0nROw0N6GqOEoWx/kYMCHZUCv2q1U4Fa9t1VJmFRGYYv9c00AGrwpCMjALNxsf4li4MXfGzxj7rbjUSEV8AypLdyFIZ14xp5MYsBD7rlWTdtqMptoScUGdPkT8CHOHm6quInOefovl58MARB7NQsOtlQhU8PIwGxuLY3dqyXlSs08ICQvq+GHvjSZyntSov38ayROULJZtX6znY8KFpAYlISm6tWpWdu16jAlJW1tbxfCOpqv22/mWwZ6ELyK2bsf27RJR4jf4esE3YqssfDuiAnXncXQAFs4YSl2s/ELgEVeKNRWvkHm7HGM0rk2fD1xIdjRcSGqQucVODZ+LfJ1VcbXT2mBMwGLERCi7/3Haj3+kvK/djlWTtF9qK+ONZSp5vnWYLpsOwFhzEjXqy0il3+KVh/ck+k3H6nXz4O0szn/jdCEmGOI6AYvWR2Ii2zbF5FXrEebnAutWaT8vBowYjfCNi5B7NgP16hwUrzb0cscCDu4zELEuTPg8Wi97fLFmFeZ4DdPyZNBi+HqcflyDi3pWku8ouJDsZhgTkl1loetplsGuEs49GrZKq+DulFn7FElnzsDLuRMEbBfAhWRHw4WkBplbrLrhIB5dj0V8gM6nRzjdF+9lUCUswhhzhTgOh9Np+KenorY2F49uJyIjbJC4LsFHpL8vIrYkIMxFIa4D4UKym8GF5KcBd6nlcDgcDofD4fRkuJDsZhgTkgEBwoetO5uu2i9tr0rhHQ0XkhwOh8PhcDicngwXkt0MY0Kyp9FVgq6rhDOHw+FwOBwOh/MpwIVkN4MLSW24ZbAj+cQW2+FwOF0LXWzHzw8+zoOU4zntpsMW2+GgV29buPn5wn0of051PXSxHfo9VWlxHXHb05F9Q1M5T0+ELrZDzotmcR1h23u0jc4n4LoeLiS7GcaEpJcX/QC4clxH0tP22zP4tD//weki+jhjyMF9GJs5W+Gbd5yuxRwTtiai4nYM1rb6FtuHIP/8RzPqT8cqpHkfVmCx+E1Jytb8KNk3IHsmHfb5Dw56Oe7CVfYNT/75jzbhMAUFN7JwYYdzq29ifhCyz380q89jMwvvg5RS4RurPefzH4Yx03z+g5yXhwUIZeHCpz0Mf/6ja+BCspvBF9v5NOgsAdsnejvGK3wE3q+iAM6r7BXzfDwEIWlYJLYlTWdgA5ekB9hUKX7IuuEp4gvSMbTDPw1iit4T5mOY9CH+ipPwLt0JhyUOXTowbv+qrwMwMDsPPidWoK9iPKGfDxy+PA7v4uX603w0HJBxXfrwM0FdiJqKLcgKH8o+0q+cpydjiXmHdqOxdht2+SvFtw9zvx24XKtG1YU0zHb4GCu6WmGgJ/2Uz05EPOhMIbkF59XCoFXO/fwQzf6D8yqgvp+PEBPdvB0LE5IXVa1ezlhMDET0oR1EMB7B2UdbsERfvaJPobZbCMlpCL35DjuKNinEfQguCDj9FHvKSuCkFG8yAGPX5eMWacePTqyDvVIaXdiH/mX9jwz2kX6lPBLr41GnkI9SltZV3/ScidN1bdi/eyhKa4/gwREjx6jD+tP5aC5bCDuFuF4m7kQw1qC5+hJ2z21tfew3fCVyb9D4s4hv00swR6guHlI8v83VmxHvqpRHl8GkzgdYngdH/D6Nz/xZh2DfjXo03DuJxEm61kczWPsn4ngFib9zGIsHy+O6Di4kuxlcSH4adNbxmgyyh4WnC2Ei7I4WYXzhMlix7ZEwH9iWN9YfQvcRkmaBFxFf+y8Sio7AKzAEXrvU2KH+B2s2jlVM/7EwGbcMrtdPwufsZtiEeMDCdxqGHtkH10SPz1dIdiqCkHxyei77zmFASBBy6XcO61OR/hGFEscQ9FMpVVBXnUCUwsezPwzBMtl5QtIarn7UrW4Njj1Q40FxNCaQbS+nljHLpyYkfdPTUHg2GZuP7uRC0iBGhCTDHD67ylDfcBW72tI39h0Ed1/hG6uR+XvQVLkJm6YI217D+xpuswNt4UPS0bTbzxOBdW0FZorbY2xMlfN0OG0Uku3EkJA0W34Mlc21OL1ev8XRZFQKSuvUuJnjrxivTW/YuI5g59MvLBxltQdRunO8sO1tB2szpTw6WE9GcWUubpTtQd2dSMxsS54Oxi35Amqa7iB3rn6LY//gfbjZ8ATnEl0V4zubni0k7d0REOAuvpmagCUqFZZOEOclWLhiZkQsEpJUUKmSkBgbgekuXW9K5q6t2nTVfjtfODthSMERjMubp/OGaiCsUnbC8+YJ+FWcgHdpKuymWQlxgTHwYNbLfXBYEoaRl4rhd7cYHgfmoY9bGEZdK4Dbif3wvnMUY7I3wfXaSfheToL1CKnsjhCS7phy5png0tbwHKnld+HvLs5bGZmNNdXU1e0FYtMzseDqv8hqfoPdt+7Ah35M28wPk4t+RnoTzfs3orMuYG31n1i2QCjb1LI/ekv76b8G4ffIAPXwGnG/+pmw8TDOnDnTmgMxGKuQvgVBdPle3gJre6V48mD0WQzn80XwpdfhxgGMSp4kDBStp2P45WNwP5GJ8XfoNYmDc9lJ+F3bCVsywBGE4F44bVfB6zbJe/coPPKWwpJaWMW8ozePFvYj32Z/02uug0ZUCnVmYbeL4FUSj8EeQr/G9qmbj6ARlTpltxKb9jPgKFlmbxfCLXMuLJhFWBSnJRvhWFBAzgUR3uV74bjApiWvXgQhWV08uSVsWDDO1eThosqFfQuSvk2uL1+GmD1bUd14FOq6DBStHczSmo4IRMGN/ahXk/DGQ6g4GybO8xW/I3l9HXLP7kMjKUNdl4mzqWOYpdMtI018s70B8etiUVFfRPIfwKV0Ib5XvzFIPZeJWmqtUB/G/fPLsEjzFt0UDmHLUHo/TyiX7lcW329qGM5JcQ0HUH54MoaxfLRcFyQUp6GytlDzdr3hZgRmsHgLBCTE4nqlkJfFN+xC9gwaJxyPlKdZR2iz46lOQF7RXuFcyI6Vljs1dQsekmOkx3K3KBS51/NRnj5KyN9vAQqp6CpYqClPwAqTT79Azq0yDNOIG0EYZpzOZN9IG5P3P+FeV7/ErrsNCJqu+0F4PUIy+CZS1L9jaYj4skx323It5pf9hT20LyBlp14tg6eVLL9RgpFXodayRPYKzkOFgrWyWSYqLednoexRHZpIuLruEa7khMFKk/c+rpdXo0ldjbOFJ/GgqRkNd3LFvKOxKq8MD2oaWsqtPIpwU3HfBH1CUsP6zTjTiULSZNgmhF76QzzHr5Fe0YiQULFNDFiM4PNS3AuknD0HD0ch38CYWqTVfY/lhV9jF41vfIb4g4nM2uOY9aPGnVmORlT2HoeAIz8ireGtuM86zJosWMAtZl9CQt1LbEwPYf28iXs+op+8RvLBNRhM96lQrqKoHJqEC/V1OL/l/Tx6puXsQuPDGCztrx3uvDYGN6oLoCb3XWPVDhyJHdHKHVRZYJljdnoyHtQeIe3hCOordyB3+QChPWqsmduQvnQ5yp+QNOp83CmcBFsTQQzeubYDtepCVBSvw4Ua0j89ScY2L3p/mMN/80bcfJxH2qnYHzSnYa87Fa9GhKSOBVbX6uq8fCVK7x1EA+lDhDQHcDKKCEN91lfNMffGHPqChrZ5WXmtMceGL+ugLktr6RPbgsc8XKzJxdl4O+1wO1/klJF+nta36RBul4RilsyKZz5/De7VbkVqFDnuujRkTBDj5q7BA3YMe3Bo7TycfUSur7oAD04Hw8NsHA4/EI7v7qHpUJ3NIeejCA0PNiHBg57/UUgvJ9ebxKvrD+Je6TKEOQgvDjy2p6CuIQXbnFvq4KpKRq0mbDhpK4/RcD0Dk8V4ZbzJPhrw+ORqDNYKd8YGkl/9+DRih8vDO5YeLSSHBa2FKm6eOFjUFpKj58ZClbgaweOHw274eISsTYIqeg6GyvJ3BcaEZE+jqyyhnS9glYWkeUQSvO7kY1TiZPT1m4qhRWSgfj4W/emgqu8Q9Jm1Aq7XC+B+ahecVnjCKj4N4+9mwz6UCsnjGJPsgf67c8kgPxKWszcQ4UlE50Sp/I4QkmawHBUIJ7+ZcIkowrLyf7D31mW40DgzWwwevwXhZGCZfvd7ROWo4Bp5G1uI4Fyv8odNcjN2q/9FHAl3nrELi649J4OFFiGpBROlLxC3Y2brOB0sbEbA1dW1NcMHG57UbjoMQ0+WYFz2DOX4Pm6wP0VE07nNGDLdDQNTM+B9txAjV5DBNBNlJ+CZMRUWyRnwLY3DAPdIjKkoxPAwUdQR8ehVFI2BE0fDKiYZnmTbNW64YSFpaglzNxdYriUC9FYmHOZR6zXBwwm9magzhanjCBbWd24oHIvy4XMhRhgMW9mScE8MOUjE4Kl1GMAs34RRg4TBjVi2hacvHE7pCslBsM4lbe/KTtgv8hLrexxuW+l9IorXO0cwOm0mLH1nwKHkKHzPrBX2a5DWQtLUfSHKGg7hTNwgDBw5DKEHd0Fdm4HrZ1Zh9Sx/7Cftvf7KIviYOmBb6WE0PUzA1rnOmBq1GjfqCnAzm1qpBeGlrt2HywcDMS3AB9vO5BBxkILtHr1gNtQBM5MT8bh+L25f3UTyj0XiaZL+cQyWkcFO4H6yz4YMnNg8Tiy3CNWnZ7FBU9/J4ShvOILK0uVYPc0FIXHrcKMmB2eTRpJrNQGF946g9hqpK4kL3ZaIR+pcnI4VBnaj01NZuSdT/TFNtF74uA0QBN/oxSgng5mKk2EInybE+fk4YCgTxqbsXNAwej4UhSQbCIVirnSsNYmIsyP1DVyJW+ojePilEJdyMgMNzTIhOWQbStUNKFU5asqTMI+tw+7m7zHXWXwBG1CGLUTYRcWaCfGOk9i97rQwAwvO/oWsmhr495aX0R4haYWAkn+QU/MfzFscRMo+hw1PiBg5tlm7DIMoCElLR3j6+WHNsQdQPyhG9ARquaSLXTgJi11YRqPkSTNqyvZiEQlfuOcynjRX4mg4GSQyIVmHs5tskFKqRt3ZTbBJKSXi4iJU1MoRf5aI/0pczIhEELOIysoV+aSEZL/FCL3+CpkPmzEvMgwj5h/A8lv/Yvvpg7An987og78gu+FXrIhfiVHr7mBz3VukndzJjocJSSICd5WVwzdwIfzzf0JGw48InUH6NfuJpD1sxNLb77CzZJ/QNggOw+niTWZwSPsGGY1/YHXySjgF7sbSWy+x9/oFOLN6DcCojO+RUfctvpg6BTMu/Iu9Ny7BlfRrJoM84OAXgaDzz5BxrQzjxHId3Ui/Jz8uysDlOPaoATeyArXDjaAoJB3m4nztUVRdXopl5N5JO7+fCI4d2OsttlsRJSHZd8V6VKrzUL5vEgL8xLxVcYii6xBQa2bkWtxpykbF9RTsi3DBskPpaFST/slWEIMVh8chZP9uNFWswRchK3GbpD261AK9Ji/DjcZ8JprCA8R+ws8eNuylhREhqbHALsD5el0hOR0l7FgjsC54lFjuMAzvT+590fqqa3n1GzNA/Oh+HySR9m1cIJphfgG5/yoOYbZivB4UhWQ/LD+aTfr4NOTFjEVQwgZUNBShosBX48I6PScdddfCMcHcG4fv5aEsdZiQt581vJiVMxcVN7fhSNxYzE9PQY16N/ZN6QMnL19klOWhumIXyo4EYcb8xbhExPztffSZbIahbiPZ8c9dsxQlZHxWe3EeRtJy7WbjTE0BynY4iudlAOLOHELDpVCxjfsj+6ZaQSDq4kzyVaP20lZ4aYVbIyTnCu6VZWN+J7q99mgh6buYiMMVU8RGpS0kWdzSCZqHjJl/OBGWZPAtbncVXEhq03NcapWE5BAMOpCvHTZuOUbfIELRT9x2pYKxBB57AoSOy20xXMhA2zmRDACuCfMsrXYdEMpgFsyOFpKUFjHpHFuF7bVfI2icFPcFwsgggw4eWMdrthCL7rzD9sKdzG1JE07oM/8uUhSFJBmQbP0Ku+vJALcj3R+ZgCsmYtxdMd7Edw3cKorIORatMFRYfnkS4zLJAEYm/swT9wiibHgERsuFJPl7xFLJC8IGNoXH4F24COaGhKS4b8Giqc+1VSYmw+LgrpWuLa6tQ2F3QkdI2oVgZPlxjE31FtMMxuBDhfApXk5EkCgkr8RjoJieHrNfeYJmWz96XFtrkpFCBB9Nw0RS427sn0O3TTE+ayeaq2OxwjkUl+r3ozhSEDX0bfe03D2CyCR1Yha8ajJwkxbeoOkbqKVzKNu2i4pDZTMVrMKgyz56ExGWRKAFuiH39lHUnJktDgyFciWRSf9uFkWasF9TWFoKdRgQug73tETeYCScO4jHR4XPCcmF5JQROnMR5UJyio3e+TzsfCgJyfptSPMRttmxiWnYPuX1ZRZfmZC02YGy5noidsV4OZaZiKp9h03pHmzbIeu/yKmrw2SZi5hGTM69ikS5OGS0R0juxqraN1ivEqzOlEFp3yK74hZGyyx8hlEQkiJ6XVujS1DbRIThAClsONKuqFGRFwQT0SKZH2LCBCErd8t5ZSHp2lJvOZ+SkDSfcwuq5mdYHd3y8sBE8vjoF4ElFUQIntotCuEBGJP3G3IeVrBBrSAk/8KyhWJ53pewufkpIpaI23pdWydiTtkrpBYlasQfqwd9PniJafotxLxyIi6r/8Gemm8QLForBdri2kpxxK6ralQXRyrE6UdJSDokJ6OheSeyJOHoQARNwxFc2q4t1JSEZMSx/WgiYcOl68nyZuHIQtFDR7QO3sgaIbSJIEksBmvEIKsTLZelVRCSvkPQX6u9tNW1VUinX0g6iMJUG/2urcKCOurzm3XCW9MnpZT0VV9ig0KcXpSEJHNblc997IcVxfugvr0CU9g2tRwexp1cd3J+hbja0vlwl/KzMmX5x5HnAxGWwj7E+ZkPorGQ9QfDsO0SEZZng+HK8reIyaA0FWoryXOG9a8DEHuaPL+IePWi589iCoof58uEpbCgzsOCUPI33dZPwL7bTHAHK8R1Nj1YSI5CcIwKMcEu4ra2kDQbFYSohFgsnhmAgICZWByzASunu+jv5DsJY0Kyq75v2FX7pe1VKfzzQ0lICmFyN0QBmRhkQlJhYR5ZeGcKSVO3TETceYGs+n+ws+opdla/RJaCkNxeGK2VT3KJ3X3pGBykMP+rSFIQkn1DyIC1/hW2HFjZ+m20Au12bWXCsATj95OBpEK8JAapMBTCBAE2/uAX6N0WIalP4H2IkKTup6ePwPdmIcZdyScUkb8/gpBkdZfXQSznyygy2Gxd5vsKSY2rlLjYTuailsE4E0lUOGrlI7iF47qUT0Z9+RL4kzox11b2t5jeLhAnK1sElFxsaZXL0mlbSVkdnsRj/WCFcmUI4rR1nTRl9XNBfME23GeurUVorN6JY3FE9LP8FgiIX4syjcvsQdw4NhveOitQ6hWSsnMkP7ZW50/nPBiySErurVlXTmGwyTTMv/EWO49vFe4H6n5a/gxZDc+Fe73qOTKbP4aQPIxodWs3xpz7dzC2I4UkE4aiW6oMVoYxIUldW/ddxB3RtVVddw9nt0//ZC2SgnvqfzDHVyHecTdWP9YWgsxlteoJJlor5G2zkBTCW11XnXr0DrxG+v032Fa0WceFtI1C8iNaJFlY8zakaV4aCQLseqaT1nVUElgsTKcfaG4WxSBNIxeHsnxyMagoJHtR19b1KH8gurY2HkD5kVnwZh4pHyIkqWvrMpy9Jbq2qvPx4PxiBA8WvREIhoRkp1skRSF4N3eMJmzu4Sw031+HUPqJHP8lKK/PQclGNyb4glOT8US+SI+ilVNCEJItwrEFi8AwnH9YgEYiOquqDqDqST7UGiFJ4peuw4PGXdgfaI5eYWvI3zuQ4SXNmf1Qi2TX0HOFpJk/wlVJWOwr3QQ6cySt3TE7YgMSEjYiLn4LtmyIwByP97G6dAzGhGRXWeh6jmVQoPOFs36LpPexZeir5S4m4xMTksPIgCOz4jY8xW+dMaviewhJwxZJSzhsqoSq7hWSCpK0HoCGaLdrqyiQ9M2R7AiLJLPw6QrHwbMwoqxtQtI8fhd8Lm3CQHE+GatjJ1kkP0RIykWbLnqFJLMwHsK5RCULkD6LZD6upI1k23qFZF9DFknRIlq7BYkKKw8yi2TjHhycL1lJ9dEbQ718sP0cqWNtMlQ6KxCaDR2G0O2biShtsaBKtEtIGrJI6p0jKcDcW5u+wkz3U9iofoaVkgU4vgGZdU2YZis+U4fR+HYKyfl3sFXLIvkOCXsntqR/b9ppkWy+jr3uLQNnDUaFZAvWrjMRe/weibuFHL+Wsj4lIWkScBVbmv/BmjixDchpi0WyXUJSsEjuOpOt19req/dUkkawSDIX1/ZYJD/iHMkPtUiqb61EABN4CrRbSLak7WvviPnpKlQT0Xd+c3+tvPJ0rVEWkhoG2mLaumjcbjyKO4fcxRddhoRkF8yRNGKR9FAlo6aVkN+HE9Lzup1CctnR/ai/shje4n1vF5eIGpmQpN/nzn9QiFv7x2BpfhYaJeski/vQOZJdQ88Vkm4hiFPFYJ4XGRSxek/FMiIklwfawMrMFoGRSUgMDxAvkhlsAsKRkLQcHl38sV8uJD8NOv94ledI9g6Lh+fdY3A/tBIDA+j8tXHoP9uFuUmYDh0OCzZHshAu8b6wGDsUvSXB2ZVC8v5DTHS2gKlDBGaf+gGpld9h/vzRRCB5wsGPzpEkg4wTmXDym4xBsvuNzZFs+hsxGcIcybDSv5ApCcn+CxF88Smy1E9J/GY4i3NknLyIUJPt/2Nj4hchrtq6BXZLyDn2HA2rJQswZLZDG+ZIGhGSd4vgWRQL6+nSHElxzmE/PzieOwnvk3T+pFhuRTHcUieK8yBJvXyi4EbahVvGXGGVX98J6DdaFJJE+A52JgJ10FgMyU6H5+VMOMy1FV1rzNE3JRO+NzMxbAU9Hhf0neUpvPlncyhlcySleZRsDqXxOZLGhGTv4aFQHdiPpNARmjCDQtLUEiPHiXMCnyRgs58zxsvdQU3tkHD2INT1e3BCnHMYEDIZ89xpvDRHMhuX8oNa5g2yxWuIiBvrLMyRbNiJ3HDZPEWGkTmSkxbjCtmuvxOH1HDhbffURRMwgw4k+nkSEVqEpsoUHIwbpx1H8loHTcdGMY/f1MlILyV1rN6EWBpv7YF1G6W5k2OwggwQK6X5leK5oPnY+RDrLc2hNCQkhTmSBag4MVeYI1mchioiqDVCkp0rQ6u2Cq6mm67+gOzKhxgv9TFMSH6NOT6kfpZT4F/0f9hW9SdWRPvAUiOGBCtmdkUlpgTNgtPCRLiPIOLK+yIS1W+QcjwHo/1iEXL5X9D50Cui6P1sBe9jfyFH/Tei924n8eQ+n5UCr0nylTBNMHD6JuQc2okITymMYnzV1uGpl9HUfB9nkheRdCTtwtkIoPW1pJasZqgfnUdGZBCLmxW5GJNonDEh6R+JzWIeP7+F2HKaCEl1GdKkuaUEfUKy/8iRcB1HIOOTs49SsJr+Pc6u9QBfr5BcjqOVajw8Fq5foOkiupDm1P2MFVs3YRQ9x4Fx8AqkVuk2zJE0KCQ9EHjuX2Q9akDwkjDST4dgTPBMktcMdqSPT1e/xJbioxgXSPY5aQ18QnzFfPI5kjMFQSnOkZTiWb3q/ovw2JWs/x8Vuhi2LE7CwKqtfQMQm3MYe1b7aIeLKAnJD5ojuXANKproXGppzuFYco7GsM9iDHQeAT82R3IfTm0aDT8vuYuqESHp4InY2IkIYP0EKTMrhQhJcVEcMe+1fe4kTugvBIQ5lFR4+rJtYY5k5ak5mEK2hRVqR2B5fCCCJwp5QuM34E7jEVzbO1zTZkMO7UVTfRryo70wkaSZETIWLqKg+rBVW83hsXIXDmXHYcYgebiIougzNEdS+OzHk/Nz4aZJLyySQ4XnUCcn7ZVg5avA0vmTfsIcySelixDiNxwu1i3XmwnJ6xEItjGFxegA7D+3B5WPEpEcMFBznmZk70LDvRRcuFeI27luWi9tP2zVVlsilh/Kvj3ZOfRYIWk7fRVUpGNuTTTmjPTGws0qrJgie2szYjaiSdwEunqkrJzOxpiQtLW1VQzvaLpqv0FBQYrhHc2nIiSpy4hF+Hq4XjoqrAxK8D29mnVMVCBqubxeTcFgaUXWrnRtvUVXY32H7NrfsHo3XXmVujD9iVWH67BTy61Jx21Vd9XWvCokS2k0K77q8LACHrL9f3xM0TtgCUacPgRvuroqXZH0eh5GJ49j8cZWbTUoJG/ugUPyFnjcPKm9aivZp1nYerhdE8PzYzDiS7pvmVXSdBCstqTC4/px4doTAeu8hjxkqWtrCV05VaiP85ZlpB40r7BfltdmAuwKDojHQyjfiiFOYp3otg4agWhs1VYjQtLSZx2yT5xE1mphvp2AASEpupjK3yjrpjO1cSOD0jQ8piuS0jTqPNJWqcVRckFdjaxT2Tormeq40xJauaq+x6qtNL+6bgf2TBXizZz9kVUq5qXx6hwcYYPs/lh+ZK8mD3Xjra1M07i22iyn1kwxjrq91u7Ddcm1VeFcMPS4r2pbW3VWbS1Zh3Ny11aCuV86rtQL35GcpjCQ8y95we43rQVv2MqqT7GX3ocNT7Ex5xhbSIumW69qGSSZz7+GzUSI0vDsuqeI3EAtmlZwz/oOO9m9TvLmVWIjc2cVrZJUmOb9B9vrhHw5zW+QnLtcZl3sjRHh6Sg+dRgbxfMuYPw7kr0sp2LrmTuoIf0ai1dfQ4aXIPgsx61FXtkj1DVJcWTAF0TijAjJGVk30KDZnxp11Xfb7Nq66GghEZBHdFCwTOoTkhZx+LKuGVfSHLTDjaC1ais9x+oX2LjrCyHe6KqthoRkL1hMPYyVN0jbEF2UM2+VCZad3sOJYH6MxCrxe8DNb5F+sYitrG9o1VZpCkOrOlfVYbLmvuyNkVH6vyNpYrcQO4pPo2jzLK1wCUUhSfiQVVvdI1eiVHJBJagr1iCsn5heuocpWvs1IiSjYvG4qSVvY21OK9dWrbIZgnsuK69VnGiZnLwYV2vFfpRAVySt0HFt7eVMhFNpFmql/T+JR6y1GGfigdTLdaQfuoTds1qPF0xsww18R3IQZiYeRknxDizSWPZk6LMe6lu1lVkrC3EtQ3tqFF18p+FOJFIKsjTHyZC7vGpWdJXQ3i91bT17/7DQHqp3oiAtEuVElNOVczPcxDKYWy0N24PcaTqC0ToUubcb2Hck431aaykL73gD35F0QcK5znd57dGL7Wgjd23tj0nLk5AUuxiTXMgxDXfHjOWboEpcCFfprUQXYUxI9jS6yhLaVcK5cxFEYmNtFaqqKGeQRFeUI3Hrih+KYTVoIAOztgrJj0n/qCqkNv2KhUHK8d0ZSUi2muPI+UgYnsvYkxFWxdV1mTWBTXgubjwhYqe5CVXFUbI4zseACcmGWrFfrcKpeG2rljKrUHRf7J9rGsjgVUFIBmbhZuNDHAs35s74GWO/FZcaqYhvQGXpLgTpzCvmdBIDFmLftWrSTpvRVFsiLqjTh4gfYe5wU9VVZM7Tb7H8fBiAyKNZaLi1EoEKXh5mY2Nx7E4tOU9q9gkhYUEdP+y90UTOkxr1908jeYKSxbLti/V8TLiQ1KA0R1L7O5LdYY5kT6OnudR2Lr6I2Lod27dLRInf4OsF34itsvDtiArUncfRAVg4YyhzWQ2BR1wp1lS8QubtcozRuDZ9PnAh2dFwIalB5hY7NXwu8nVWxdVOa4MxAYsRE6Hs/sdpP/6R8r52O1ZNkll69OKNZSp5vnWYrjv9Zs1J1KgvI7WLvam6lH7TsXrdPHg7i/PfOF2ICYa4TsCi9ZGYyLZNMXnVeoT5ucC6VdrPiwEjRiN84yLkns1AvToHxasNvdyxgIP7DESsCxM+j9bLHl+sWYU5XsO0PBm0GL4epx/X4KKeleQ7Ci4kuxnGhGRXuXp21X57hmWQw2CrtAruTpm1T5F05gy8nDtBwHYBXEh2NFxIapC5xaobDuLR9VjEB+h8eoTTffFeBlXCIowxV4jjcDidhn96Kmprc/HodiIywgaJ6xJ8RPr7ImJLAsJcFOI6EC4kuxnGhGRXWeh6mmVwwYIFiuEcDofD4XA4HE5PgAvJbgYXkp8G3KWWw+FwOBwOh9OT4UKym2FMSHbVue+q/XaVZZALSQ6Hw+FwOBxOT4YLyW6GMSHZ0+gqQcfbOIfD4XA4HA6nJ8OFZDeDC0ltuGWQw+FwOBwOh8PpfLiQ7GbwOZIcDofD4XA4HA6nq+nZQtLeHQEB7rBn2zrfkTQbhSlL12l9R3Lm6K5fEp0LyU8DLpw5HA6Hw+FwOD2ZHi0khwWthSpuHsaybbmQNIPXgk1QxS/HTPfhsBs+HrMj6XYonHXK6GyMCcmuWnymq/bbVW2NC0kOh8PhcDgcTk+mRwtJ38VJUK2YggFsWy4k3RASp8LqGXYt6UcFI0YVjQlDW/J3BXyOpDZdJej4dyQ5HA6Hw+FwOD2ZHiwkRyE4RoWYYBdxu7WQjJ4zUozrBTP3+YjjQvKTg1sGORwOh8PhcDiczqfnCkkzf4SrkrDYV5wTqeTamhSLlSEzMXNuBFatXN0tLJJdde67ar/cMsjhcDgcDofD4XQ+PVdIuoUgThWDeV5DxXpPxTIiJJcH2sDKjMSbOcJ/bjhWrVmF8BB/uE6NIMJyKdxonFJ5nQRfbOfTwNbWVjGcw+FwOBwOh8PpCfRYIWk7fRVURDi2JhpzRuqkt3DFF9EqJC70hpk8vAvgQvLTgLvUcjgcDofD4XB6Lr3w/wHKQv0jMec3LgAAAABJRU5ErkJggg==</raw>
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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>30.</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>31.</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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<div style="text-align: justify"><strong>32.</strong> Finally, when your plug-in is finished and bug free, you are ready to release it. This essentially involves repeating step <strong>25</strong> above, with <strong>Release</strong> configuration.</div>
<div style="text-align: justify">To know how to release 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/ms173156.aspx"><span style="text-decoration: underline"><span style="color: DarkBlue">https://msdn.microsoft.com/en-us/library/ms173156.aspx</span></span></a></span></div>
<div><span style="font-size: 9pt">2. Refer to: <a href="https://msdn.microsoft.com/en-us/library/ms228503.aspx"><span style="text-decoration: underline"><span style="color: DarkBlue">https://msdn.microsoft.com/en-us/library/ms228503.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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