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      <p bold="true">All modules =&gt; Numeric </p>
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        <p>A robust construct of the Scale function</p>
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        <p>Persian Carpet ... </p>
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      <description active="true" position="Top" lang="eng">
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    <math>
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        <e type="operand" style="string">C:\SmathFile</e>
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        <e type="operand">Zs</e>
        <e type="function" preserve="true" args="1">cols</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
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        <e type="operand">1</e>
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        <e type="operand">a</e>
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        <e type="operand">1</e>
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        <e type="operand">imax</e>
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        <e type="operand">s</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">jmax</e>
        <e type="operand">M</e>
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        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">imax</e>
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        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">jmax</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">N</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
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        <e type="operand">M</e>
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        <e type="operand">i</e>
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        <e type="operand">s</e>
        <e type="operand">j</e>
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        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">N</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">line</e>
        <e type="operator" args="2">:</e>
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        <e type="operand">CWD</e>
        <e type="operand" style="string">Damier</e>
        <e type="function" preserve="true" args="2">rfile</e>
        <e type="operator" args="2">:</e>
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        <e type="operand">Ω</e>
        <e type="operand">0.75</e>
        <e type="operand">0.75</e>
        <e type="function" args="3">zoomfract</e>
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        <e type="operand">Ω</e>
        <e type="operand">2</e>
        <e type="function" args="2">DownSample</e>
        <e type="operator" args="2">:</e>
      </input>
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        <e type="operand">fraction</e>
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        <e type="operand">TeaPot</e>
        <e type="operand" style="string">C:\SmathFile\Teapot.bmp</e>
        <e type="function" preserve="true" args="1">READBMP</e>
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BWWt2a6DkM0jA/D9QdARdMPf/jDSGktp0FNU8I2vxB7kodsKISeRgFreTub1pXWB/FiQbiVpaDHOTOm2Fxn9+anUqgtGh2gvI3KDfXe6mE3OQ+/FdR0qjNj/Y7p64YrU6v29sSYWsgpy9w8Mo7ASdii5l6mpllFlIasgZq5JPvLgLLskK+Y+3GKQEBLbpO3+ml6qSRP1zEAmyLCyfCLQR6RuduFdstU2CAKo9QMEoPYSbexJqwa3f3Qhz7kgqxi/N6I7t2v2VyuJLT1lRg0bGgV/SllluwdmoIEPMQDFC18P/csVhJTNmkfqNE04ygJPExdQc11SfyuoI6hlE4dUEvdJIEnZDjh/mL9cB3fJglcGRT3xophp1T3dHTpCJxMDhOdGDfblrXflgDOwjD5FdOcMiO7B1RTtmnYaczEF1zpzqzfWFi5yeb6VYBvjl1vBVizpt561F1CmxaBIlAzkZK9Y/eCBDweTd5SBFWLkfCWAoUaqFXiT0smW3Y5Kqlw/Z9I8kSgEms51mP9Buq4pBiZZg3U3RxOm3OAAXj8Tq2KLiGri+E0ZD2igAtaJkfHeL1l+CkFj+McW4XOMPUpnVPWV+yVwAcrQmbQKkMREhhH9c/UWJXo9Td/8zcTC9xdB7tnQjdQSWyw0RbknlsRv74WIBzZm3tK9lqhWKgD9DRj0s+pZ8rVasiEhp82HJ2DDOAV1IKOqStUKEmwgloEkfgtGkwSAnICvHuZOmQFqqUAAJdhqsZcQlwrCZYbsu6i6wIWKBPJz3UpE4mQAK3eksYUVgWOm3Yci+lgDdiio4eZTTLWj1mbHqD3ZvOjH/3oboB3E+/dC3aZB7xEBZ8AY3aZXwAH6rinFhCG5cy4ho3WmhBq4AdbDTE1EymXdD5j8MZQyqvJQy2vN2GjmLoBNQM4x3RScuOqrtlWEphj42I3xCrHVcTxWS0RNqNRB21tAyqcjEuHKWPGWjkopPfQopuGM97RKUHdNZoOVrsGljSz2cRLN0UOE0HakId/+7d/C7O9dtBh0BYrJkLBEBWw00gARuSSgZanMWT3AiAP1bPoTiKa2eznRBBzydeiDdm6PkN0dYKzlQoTjvidTMAaCzSDCLELatMKxSTwylRnpkYitUoC+zQoQ/DJYgIqsjqpVxtQ1zxVdQtUL2eXbZUXoD+e6z76CVRBsfGOjgnqagwfTArFAVAhZzbhpFucCnzyMIvxIx/5SNH8vSauPx0GrWWro9X/oSZsGMCtTb2HbqHBnBmgWgEWE4VqMDpjTQhdZSUF6njGITqRjWylTfwhUAuRj7dalL80VhElfSvJGqi8l3Bdq15WUPNtqEMH5QkcJIGha7ESnlDZWyJiXOZZB2TayQZ9AKpPgt1nNao8w6PjU3uN4dGvB3kj02DmjgwzB2yTCnxIJBjzTAbXNZu20neTfbMkaVDTVxYThCwggtQsBOrEewdUFPRc1rw+4DrF4xi5i09NLBCWE7EaXbsXVBK4tF2atYK0kjYb8bvaSuhYgGlM3w1TCwXDlSZmS/ot5mUD07XMnIpJ13xzfg6nkZpQFsNYKcvr55aUB2U25p4eHZk62sM5WN1Nxx5ZmQzvRTjDU4kp+p+3+rGPfQx+K/wry3fdU3/lkyAW87I8JeSY06a++oSC+KuHSnKCLWcGolQAUCXycLeII/wKRoZo8ciJ92YrreK3XOzEC4FqJZnEQC3+sMmvpVYrXhlQZ1/6GEpJYEDCtZAn1EUNkdXFATOtHE6xHYoGR02pByFM5R9j9+oeE+SwrPvRdabnMBV4a/vrv/5rXSH0nCRDyiobnpEDNRG9S+4V3ZHPWMvmot6iKdIbKtlrisf0nehgpi9IgCToURDfaqULGOEUQeAVOg7OmuOspFyajfgt3z5MxYOpnRhQJ6hUrWFRpIqSxp/ZrSoN1Ha+usxCMcxqXFDQg4TKDQGW5tMCRRjetmtUTwoauzlCV5hiYVkQ5iSbrqqG49i9g/HGsTlAzbUB1WoigYswmGiLyPgtQA9jLsFsE0jay13X6BnO4WKg6j0bh04tBTumrxkv6utZSAw/XmnSwifZS4APqCtHJ/mTSbyJ6btbGfUpi9GTIkorU0m/FdRspRKo1OS8PiLZWxHaWmgI1IqEK3P028JMjsVbTKbpAi0TwXgvc5nLKIZ1sTtYPbBEU50p00eKUKisio1velg46ajYrwdPC11fcZTEQFa9IYvAoCuW1Sc/+Um9dH43RrhRzK7hX3I3LcAKqY0Tk8yykRTyzZ/JkAFqlQ/kM/M7L620PIVKE49ZNDQN1GTvRJSGqZMkH1ALKgE1a3M3qJStVLomCYyOua3FCDegTsYGWYHkzobpYl8dkDpWm2H6oUpYhaUsKZq4bQdVQGaEkw06YwYsO8v3ODGHU8R+eS8rro4ZuqQ/SFpllphxeuqlLnUpgvETn/jELq5hvMFVzAEA9E0FD3oMNhOalRSo6dRAreaBlYSp5D9QyStcZ1hlIkXTMn0h2vndgP5a+VAEuArvgg97depaEpxaLS0D15G9u/XApeGgCOAqWKGbZPZbMSYNlr0YBpbtMwC/blT+WE5e9yx3ZGVAmPMh6zGV6Fb8AnW3wTWugAqQVi5lbrXqXMaUz40yXrnrT5YFO8tSBaf58vNi62XcivoGKrs08cvAQTsalMgt2QRdNJ0Ee6CG6NQxBSqmFtDH1HFVraGpShxQq1lZDSVGQ5HCapHKlgO1Kl/wZDSF6MjeyvZnpwY16ecGVb1uheDlBtywFKmBG68FZyqs9UoeXaAzEK36rtW8KtSjvZf9YUL4TRt0xY9oVtIPNlwLpo3+wcC6s8o++9nPImWyegNtktl5GtFqoCOrzPBbN8EVg1mrHQwS0uEKg+L4CGok9LpAUnbvBI+iKURr/WnN0iR+Y+ouqGXfBtQSNeOqbkC1iEuMa6NK17L9qlvaeyMC7LLEaSVqGl6mOC1iq4ojbkJIjikQIPBdY2Z6kYzhrDQ9OjlzWOrtROUD/FZcO4Yumwgw+ErYiulYbrDRPztJTPRnPvOZwXXsrAAGKhkOEmERUxxN9diQWptk1GRSCRyjDVcY4KI4g7ig57LLmEiQyzctIlg91NGgTlp+6odX8XsYqInflakVm5WTKX5UC+ZJ1Ayo7CPLgqa0jk2XWxldgPUWIIga6cyA+XS9geswQUU1mLFjgnp0/cMJUHfbwMxNJA1YwuwXIsiKIy4oV2T69Kc/DVf4bezn6OsCPCMPLVUEJVgSTW2AGQlcmTJcjY3YBBumcgZ4MoL4HprHUgN5NKVlfSaWN0wtoI+sWgZwhlLitxqlmDop1RG/A6ox5syUQC3OMLgGajSdja0l4ExRuyurga0UhGowD1V6lkWuoBeieqXDOmkSfFYuespc2yqQ94tfjFzbCrDz4ME5y4cQNlkWr3kxJKvSsz/1qU/Fy9V+zo5nJRG/RoUZrda2tZB4QM2rKUNurstLoLIp4AlU0ka5RtPSMhRnTE2nVhi8ATWFGlOPADVjbQNqBftslqrys5Wm2qGX9gxTV5q2mbVUuWv83H3czQou9GF0yOCJle/kmMIekDps1MZuqfHgd+3eU0rgva7qwX9d2gZdfPVHsOFrVd2WPKMJvXrRFLH8uc99boOrX/G1GTsiD8QOzHTdwFKu6RgDi6zZwMQUplqqQBJgY2FhOZpW+jR1DpOcyVwaA2p06oA6anXCSZMnz6UZUKvWn4rtAXWCwGu9WTbtXkTFkmRVQTslTlZGNbBJpgjaXneTAG/0pXEgmofKgtlkxY+P6OrhnNCp4kTaCq3jQRdxiw7ycAQTPNXjLUZgFD3Bp89//vMJ4bwjP3EltuFcSoUuMbashrac5qJVdVauxqQbJy7SqVSLtAyPDVpTODgZt1GuA+pkyMf0DdRNmVJ5t11Q1zBhoFYravlmK00JCyLO3uRV8IJTq7LQxXG9wpR2/hRntnpSRlXlpUrjsSis0OAxww5jIm1quM/ZSR6op8SVWqXqeiq+kjA6p+t2alpunNePf/zj2b1AJegpRf3GQqiY4jRNTB1cE0fVPwDVCJGymkWpXHQs8mdNaI4nRTNJtzJx2SCrP5P1u0mS56SuVaK9iHIDavvgStGkVqfeLD3Kr5uXClSnPw2oLvDDYo2GXM7AIyxlIzVXOhyiFnF1oAZ+GJyrypz9irtvUKreb15k9z2mHg0qnNCXpoSrX8IVCeCKiPrKz3HskUQx2QtXF7B3IJpEzbHZgGq0bVKrPN+tkkiuL9qAf5jnDFyzHte6pJycPNSwD9RxaSpnmcqH1Uqa0t8BtXTv7FuNpm1XzUPNBo6mmbtV6K+Itguj3EuZ9nb2GSM6FmBqh4i+UTeTsaduxO/aT7FuYZsXmq0vkww5srpWvWa7FmbjwgGGacPXXeImipPDAHMLqtTKMvugimeWMPmju7QpaP21+B84iVPBQnNabmCYarTmNGuwlFPxB8OGVmUMvronnALVyaUy6UTVWbGkFdQEb1upBtSivrNFLvVWPjXzLZ262WQermsRIcCiaQTdgIqmjCYCnK5xzwKH9VlXTUXsNDOpADKDWCaTKLV5BdLKuRW2Qa79Jm05qYFj0w5Izlrorm1FOkUboS2oInns2+w6fYVQr8Rp3uEED5xzJduHULU8jSFcQ3RArabQ4nVN1BwjNlM2IVwRYeysTGlAHfEL1OHoWElxYgNqeTetMqWJKFWpVDK14sJ5E3RMbcvbcNRq5sz4is1ulRfeojEifaYI2pulD/2JPaERckaBmrFt2rpTaMWMmVLjGtQEyfe2AzF6baBdD3YBhihcXS/SBK1eFAYGHa16AVqmwExBwnjYwJab4gdOJ9uHaWOckcPngFo5HT4ZPJJFtUJCGpwia2Zw1IwBoTtMjabD0TJuFbLE1PZ4JX49PUQ3EaUC+mvZQxJ47N5hau/IAyqbES+BlPUXF0ureW5avF2UwQlvDzUikxPJBjAHg5N52zRzru2e35w54GtqQbu2DcwbgP2E+rSm6AMiHmBNX5vxyFI9ZtG1D4RucKWuBy0wqohsS2gOa96q31bS3S7EMi2BWoF/iHYwlB0JHL8H1KLNtXmbxBhKxQgH1PFqZhfN1IfG1Emg9jJowhaoiEvepkTy0NoSaD1VGlBKbt0XW1qeTWBCAqktDtPa5nsm7UBgKFw37WiY8RXqfiIooU8YaX0RtqimAcZE63S16m1bhi7NYW1WHUiXQGtc8ny12XwxuDqwUAI1G7iGoJm+q61UKH8Vvy21CpQq1Jsk+apT20Ze9e+8BWJAXR2bNqeykrAT/BCa7UANoWy/tWXVulX7O2rFHGDPyDBdlviZIHfEbw9EceG6aUdjvKphPwRwWha0MkcMV6CKj8z7G3lgVYFXsK+BuQoPWpm6pR2xqnhhfK22u81rbcTQNqBOFUvnM6wm7JCVlAQu9lstS/Iw8ZuhNNuiC/+uoM6Wt2JJKNvL04p3Zrf3Hsu1KKfUkCdaIq4sasgQg6uuGjI4Lev2U9ekjaeZw5rLaucW+wMpFw20m3ZMmAGM037LPIZirwdo17ev2Am8QG1Hehs3tHIGmngFB7ct8gYg15bdv0KCrJnB+azwS6eONHZyNa8qU6qWJeGxVhMCAySjUwfXNl+Mk1qdvuYkHlfLmaZIT09xa1Z6QqJi4yqN/QTdLRRryAVUT3CaH58dHNa6oNa7Fgb+FfK9eB/wQGqhO+1ojFehnZ2F3H5SItbjJViYUeQtnxUvgVrZMFDXWDFoaWt3E5b6whe+4NNNnCwmZfHyiDCSYC/IoK3O61hPgVq8d/Rx8zvvACimX3Z6dkcVCQlXTMp2S1S2bX6imOnm8vltzVt7krsytePl+NokwzwUd4OKT7j6FGubBtSOOzgC5vnTXrwjevw+MI+1QfeUGO+K6zCGroOgBQlomd29R5dmFT2Ga2SFK+TKBRXZqK3mWHEM1/thPKaMmXktc1EnccR2zVbBlC/YRPvMbE4MBnO6FtIYlnsNpAR+6jbf2jVZ4C2RRLq2hkFaXiM2XLZWoZbdszLcqj32ljiz0aduT7NeNX/VCDZgb/BesV8XwSnJffDfvt+Og270XSV2cGIqSMADLZhVGpHygGtxKAymetsWXqlpV1ZAE7q1yelOgrYKRZ+WRYq5Qj3i3YrhsHuEZUQWpZ96MUxvLCgFW2KHdWZyLQXHvZvCgqj2f80FTRZoqlBLB00Mi9gPUXzFzskWjNdE3lLYHg1CfQDnNB2orSdXpMN4YA7svW0v6k4eEHr/fWmDsYOBecUbooBESvYRABAuCIFUnb55T9iSvfqHW+FafAQAGVC9xmdVt9WfViizFj3NtgA3H2vLb0swrNBaOgRDDntOOttNB3rBR++mMObmS99MZRzqbRWMOzCvL6woazulF2sxFGGAiOsG9eoUS8gQ6XivmsAdrJvecuIRLAbPGlx3DzZIr1Q+DsxhfwLU2mHQQpdARlBAEo9MG0wqLdPsD5xtc4NTM+7TnHqGae31KuRnuMIbtBUiAbjtJdq80am3T1RMk8E8b3Rqv1HJZD8XkSED3DNnyepZ39fCasuUoGx6dc/guoJqrgdRGGh7k/AFljOIYFbOR5uYBkTp0eqwqlKe6vMpsApmS6e31wTzbtsQOirDOBIf0U6A+j9OtoF2AN6LZZUuydgNO2cP8goDJJKE8RW0VTUAAKuCdvctbEDqPU+TWppkxbzmq5RF+YoIGkeLyHhcHj2CgjOBnCXSy5jiqKk0p/NCnrBMGh9WpEjdUp8lfDZwVsyWmwT+Al4lIQr/ljTUKnctK9xLQlceD8CH8Th0R0rvAnzwP5cWuoQtGUtT4mUh3/RckjafZC3DbwfjbEjdgIpMps+E5siC1tSDFqvAsL4jYn1NxMQ/i6Kt0U43SajW3Hb8ucCLi5o1G4Tht+FiNTFTarpqzTylzK4c3yKX1Gdu7krNKkOniphf5LIywcU1g3bQ3QAcxivAw+CVxHsBHnSztsbmOvhfJxs4iV9idvTlCmfCdip7VyWXEl1BTWaOziNUIVfqGwbh2puYBto1lh2cq16MeUO+FGTiVMvbS5dkHIWiWYiFvZerlzoFYWpyqmHiUPGpIslremDgpD43YhaQBYyws4gjl5RMzoya4NdAexjAG/pm2Y2InneMDcYbgA02Q3rM6RPil6TN/MmOLRWz0Z0jbzc03YA6arXQYFsn2o5oujGpeDScnFmhnYzSLqKrOF0l6iA6pExNZvgMopm4IRqQs9EqLAfOIehUJhTFBedI2mRscObsrrELPC4GUgis+4wvVK4pBhe7nkzi0cI5zw26G4BXvbviesJPLfIQR8vB5Z+MBh2zaK9duorirNOMmrwOoJbLBScmIRaqxVdopWgDeG2TY0rSFuwejo7VM5571uxwNFCTtzTWKmmPQHRNDHA92/8bOye3k5gtbzjp2KKAFG3phDW/BOA1TDGgxtqRzEeo3pW4m1cErtxdneDvgcq4LXqwIhqosy9jU709JfmBirIE714bFa5sIiqTUEUvSEClVy9NmmnVmpMs7I2DsXNMnjFiQ3SVuquLsoI6FlB7b/I4NzQtf1e8omKwYWcZ0LUAsURsOTsBXmF61/faJswuMFkusgh2kRDolpbYQJvG3eC6WlWrxo21K3EzrH4A1KzcaLqxjDagTonvVOWv299yT7OSVmjnjQdT0QozYICq3I4WHcf8WbNRw06iO3mbEl3toLFmN6o0mq6IZtZulGgxhEllF/efZE5Yxs50Z3D2AiaIOi58WDooXNtIEqhrJnHSiNXojOpNIO81rEYyHwYtuyHfd3zcE7Hf8UGnjnAN6+ySdbPbYq9vs+tfUrEBTCyDUCdiahbQJv0bQSdosGHnGERp0I0SnTeWbtzNNR4UL2FZ3H9T7T051zFrgzNE50230jU4OlnbFdH4Oq+cSSDH1I2Wncq61bYavTsiOu1rUSaNc4S0/N2Ns3tC/CZ7VxNp3Jgh60YIb3Cd+MPue7MG3Rjsa9cQp9ZXVb7ldqZN0nhD0113ZRMVGuNotGlOZy7jpHGmcr8QfCn0djmmO4shlHAdLDEygvYeYNkbB2UJe6dEoI4EdvMEb2Hkjem0sZ5GJq8282o2T9FdfB3zOAd3E7s4EfvNStJWXDdh2HMF6jg5CeTBtYB+4cA2UYGNUiy56DghnBwGbZGg8T5H6o4e3RhHqzPaK3rCskxcFaMTeS/rUvJ8InzpzoRtvBz12cs+esMdZxT8pWxjZNAmeIemo1NLmxeNGtNpzOMRxau63RXFadmNR2sdj+Adt/WEnyrgkAFcwjzlOkWjsXbdR7UK5FG0ZUnHhWU6jfOan+NP8XsMrg5AzoyiaHE3MVvusKzhpI6j6eqSUqUbwZs/OuwselBVdzK213n0TqU+C94OqCGaWTv1wCVZwQlLYLs+lTm8HONoQ9aRwDoQqMdBdOp1Vi1byAKiFit2hiU1VLZusq3fS7197Wtf+8pXvgJawYdxb0Ygr+iuGncvj/dGJ4I2ag6iazSjEnCttyaJCJa2Q0eav+hBOsNnrZMjY8cNLbZgOUfQEnCVLJUnD8UQLd02bwuApehBLxzpnc7tXHOm2t3qHcvOJmxXkevkZOP3SuBxXlf/dVRs0jimxlEozi6/4ogGbh2bFhACb6qIchZWz/Dgf59sf/d3fxe0WFt+ZsPd/NeVvlMPvBrJObKbIOJhm+PKlherCtpJsjq2GhhWolHttSJboAg2C9aYm46IWGK8zxW/KckcBQmetYSlf2wBtjZ4z6ul20HbmzDH/KncKRM3alZZsbbZZLc6M3q48VancM5Y2spX/CjtmBQtt1rZAwhpIihugjabAuCpBD74+7//+69//esD7Ve/+tUvfelL4sEbdCcNPhXCE3jamMrwWNNw+BcRj2hr3nTzopekupuge68RQ+WQNkgDjs0WclvkqlQqErRuX2zHTm8IaKvdlKQkJLOeqkfpc1TmOJ2rixJUUxGX7cqcma2VSUuSI4GZvAFYgfgAC7O1RmktUMp+LFBTmqvY6qYNlueA+u1vf/sf/uEfvvnNb37jG98YgBEXul/+8pe/+MUv7gI8qjfDatdUruwIPAzdFcsBb02Xri93WY3nsbAmPrW+mcjxOL5tGCpp05aSKlLLpBbuWMPCG0meL48o868bEneb8E1psmlTyVCFyhAro6+Mwqi6sRXWM2ux2VSixMiJkO+GxzeV35uweZsvDv7PyQba0P3Wt761AgxdSjeAMbjQ/0ri8XGHuGNYkaWVqky4cUykAXU1rDaIlkadZOq4uWXFS6O2W2GzPaio5N7c6ur7DifWg3WiJ/mT9TGX7Zb9bc7kpI2tt5JvUykYF/PXy3OUvCo1OW12zmw2YhwG8MF3vvOdFdegDd0APhrj4fEmegxjOrjyl030Me8ouynbagKNkx5YnaJJ+5Qk2PwHmFKtsyMsjGcXkWGXISjPujpLE3oMsE0x5kSbp1yvM0cUyOeMDTzFODe18xNEC8IhYh3erM51I9QG18O+BvMJUGsbygbtoLsCvBHUUZmdlaxmRZdpZ3BF6+zqUJ9qppW+G3SnLKYc7Rp6HFyn/qG3mlcFkRBODg+JJ01bHVNlLms6r6mf6d4NR495Wcphd0/SRttV4NHj1gxjsOnY7EWcfo682d3gdhhfj4D54P+ebCuuqzQ+AtegrY2p5RizrQB/Jbp9ZYIFOekN9QT4BJxHK0+JzBjPI41zc1do1zfo7r6qfjZgD4ObuymQWFO22w1j34dtF6cEYy3xOAitFRpt6m6dOT+rbVO80eKb4o3Z9bbZ/rZivDle5fPm+OD/nWynhDZpvMvXENWgSHTH+FHP6/GuLZaLnKqO2SPDJ7Wwt+Kid5XmAW/w3kvlmdlVSq/z2Hx1JhpVTDNVVO0fmbeCst02rSDotL72YsJeEJspsHnvxmFbwVcq7x7vroDNmR8AdUPZsZ6Gr6Nih6bghKsLRoAnxoO/O2z09O7iWOX5ivQYZWUdNm7VptRmTSJtrOvR2ZsKjf6Tw/re/83LxVs6R7ylercyazXuNq+GrWpg8yaHDYMH5s3BFG1tqrf2Xnbw3e9+9zCy7uKxCyqERiuPDG8RxN0h6656jrvr+oj0Oc3QHW2d6K6aavT0GiSZnSOzdWDdolnYZKIluyHPsd0mUbEbHZt3364YzyKYEq0WyqSWV/pWK9k+ot2XhAb2cV7esfc1O/OaFnf4/yw1S/iMJiKvAAAAAElFTkSuQmCC</imagefile>
      <input>
        <e type="operand">TeaPot</e>
      </input>
    </image>
  </region>
  <region id="28" left="360" top="1485" width="227" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Down</e>
        <e type="operand">TeaPot</e>
        <e type="operand">2</e>
        <e type="function" args="2">DownSample</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="29" left="360" top="1521" width="88" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
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