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      </input>
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    <math>
      <input>
        <e type="operand">n</e>
        <e type="operand">2</e>
        <e type="operator" args="2">≡</e>
        <e type="bracket">(</e>
        <e type="operand" style="string">7 min</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">n</e>
        <e type="operand">10</e>
        <e type="operator" args="2">≡</e>
        <e type="bracket">(</e>
        <e type="operand" style="string">22 min</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
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    <math fractionType="auto" decimalPlaces="0">
      <input>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="1">time</e>
        <e type="operand">t0</e>
        <e type="operator" args="2">-</e>
      </input>
      <result action="numeric">
        <e type="operand">394</e>
        <e type="operand" style="unit">s</e>
        <e type="operator" args="2">*</e>
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    </math>
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/iJF7ySD7JK34f/PaDoZ70U372Utokh9R/8uMnQ4z0V/oteWQcMh7xF7vkl/Hq+9Hyh4DklPx6jDLw8yOiJ4YQQo4AujdyJZyECCyy7wE/PyJ6Yggh5AigeyNFOIlP//wptO8BPz8iemIIIeQIoHsjRTgJfjDrBT0xhBByBNC9kSKcgLwHLO/byitq3zp+fkT0xGSwVF1CCGkF3aMowgnIB6k+/P2Hu/1PSn5+RPTEZLBUXUIIaQXdoyjCCcgntBXUvnX8/Ijoiclgqbpk2+i8GQvKRUgNNHcowgnI15He/837wytq3zp+fkT0xGSwVF2ybThnyDVB840inMC7/+PdQYDf+xVFuCcmg6Xqkm3DOUOuCZpvFOEERHwFEWPUvnX8/IjoiclgqbqWMfWX7msrtp+9fZ5rrFPzjo2faxzkOKA5RBFOYFgJU4QHemIyWKpuD1vpq+1jb5/nHuuU3GNi5x4HOQZoDlGEJyLCq+xViP38iOiJySCj7jX7vcQxElrrIr/ePs891mv1a+5xkP2D5hBFeCJWfBXkt2X8/IjoickA1VWbxbZborZWajlsHzLqKTZvjRa/ko+112ra9shvLKW6PTXGxmSOgxwTNIcowhNREVYowuNjMkB17X7Up4z+ovoW35eMmoLPa9sQU3zUXsth22W75t+Kz1tqa2VsTNY4yHFBc4giPAEvwHsVYj8/InpiMojqRv3RuFZQDsW2e9/avrUjkK9S87PtnpJ/yY7avK22b+0I5KuU/KL9Vn+E97H7hIwFzSGK8ASGryWZ7wjrqwgx8t8qfn5E9MRkENWt9Serv1Ee3zZHzZacU3zUXsvh21tqtmDzjK2R0aeeGEIsaA5RhCegwjv8WpZ5FTvy3yp+fkT0xGRQqmttUb8y+tyaX7YV69ODz2vbEFN8Wmt5P8X69ODzltpKRPEt9MQQYkFziCLcyUV0S5zaUdwW8fMjoicmA1RXbRbb7qm112jJrz5Ta1k0r81foqUu8vH57TbC+/r2XjSvza9264cY62/RemPjCLGg+UMR7kCF9oPfflBEfVD81vDzI6InJoOl6lqWrp/JlsYypq/qu6dzRbYDmncU4ZHcEtvfvUD/g5K+XjiLMcqzJfz8iOiJyWCpupal62ezhfGM7eMa5gk5LmjuUYRH4IV34A8OtVtBPsWhfFvBz4+InpgMlqorLFl7btY8rt6+7fVckfWD5h5FuJFb4nsSW/0n/vKK8KK8ZSH28yOiJyaDpeqS7cF5QpYCzT2KcAVd/aqo3hLb//gHz//z+a39l8T4LMhbFGM/PyJ6YjJYqi4hhLSC7lEU4QIX8T2vfC8CbET3wsfu1aCCfEuIT3m39F6xnx8RPTEZLFWXEEJaQfcoirBDv3r00urXCq+IreGTP35y6/UWBTGW/CL0WxBjPz8iemIyWKouIYS0gu5RFOEzww9viPiehFFXvyXxFbEd+NP5Vbd1//yqvkUxPj+elrpr/pUtPz8iemIyWKouIYS0gu5RhxbhZz9/9uL3n1WAzeNnL74vie2JT//86YXP/uuzy7a2XXzPsSrGgxCfuAjx+fG0rMLf/eW7Q79Qf5fCz4+InpgMlqpLCCGtoHvU4UT48Y8e3zz96dMXAnwSPC/At1a/IpoqwF54/1cDRpSLYiyrYiPE0h/5w+DZL57dPPnJk6G/aBzXxM+PiJ6YDJaqSwghraB71K5F+O7X7t7c/9b9mzf/9c2bhz94ePPo7UeDsNkV8PABLHkE7R8/G/FFwjusfBteLzgxfkmIT/X1feLhPzGdV8QqxA++/2AYh4xHxoXGOxd+fkT0xGSwVF1CCGkF3aM2K8IiZK996bWb+9++P4iUCJeI2uf/+/ObV1595ebOV+7cvPHNN27e/Jc3BwEbBPjHT26e/uzpyytgK8AqvlaAjZheRPYvnw3bgvTn3jfuDa8X++nV+l9QMT7XkHpeiO2KWPor/X70b49eCPFpPDKuO1+9M4zz879+Poxbxi/HQY6HHBfJbY/XFPz8iOiJyWCpuoQQ0gq6R21OhB9878EgUiK2siJ867tvDUIl4iUi9/f/+/eb17/8+iCK3/nn7wztImCP33n8DwE+CZYXYLj6PQunFV7UJ0HakV24xKsgn4V4eD0L8bAq9kJ8XhGrED/84cNhPDKue1+/N4xTzpPkkRjxk/a7/3R3OD6SQ44X6tMY7Nyo0ROTwVJ1CSGkFXSP2uXjaFkl6mNoWT1e3gf+xbMXAvybsgAP4usEWLD5ZfUpiCjLqzwyllWrvPo2G3dZJTsxfmlFbN8jPvXXvj8sj9X1sfSwGjb558LPj4iemAxa6qrPEv3rIaO/KDYjLyFkPOia2/0Hs2QVbN8HLgqwiKFZAQ9iKaJ5FlMrqrLt68gjYm9TP5vjggqxF2O7IpavL8knpvWDWvJY+u1HL9WZGz8/InpiMqjVtW1L9G8svo89fZaYWp6evISQPtD1tnsRVuwHsfRrSOgRtBVfQcUT5bTIqhXZLVbMh/yFFbH0S/o3rIjlg1ry/vAv34U5r4GfHxE9MRnU6i7Rpyn4/vb2v5Zna8eFkC2DrrfDiLCg7wPDR9CF1S/KYxniTn6yEpYY2Ud+Fpt/wImxCrH0Ux9LozzXws+PiJ6YDKK62uZ9kE3t9rWG9W+JUb/I39tLfjVqeXrzEkLGg663Q4mwMDyGNp+CHgS4sAJG8Z5hhS0foDKvyM8j+S9CLLXPQmxXxNJP6S+KvyZ+fkT0xGRQq+vbSvuax7eXQP5R7Ji80X4rtTy9eQkh40HX2+FEWJBV5iB28ggarICHrzkZf/kUst0X7FecPMMHqk7tPsbnuSXEZzHWPwpUiK3/Uvj5EdETk0Gtrm+L9qM8iFpua0eUfKP9Vmp5evMSQsaDrrdDirAI3CDAbgWsoohiFHmPVh4TyyrV5rGPk1VA9cNVKI8igi94IZY8FOF2anV9W7Qf5UHUctfsiNacNWp5evMSQsaDrrdjirARTiu+kQDLCldX0CKUYlP/4bu4r55ev//iO7lqF79BTE9xEi82hNZGQoz8r42fHxE9MRnU6vq2aD/Kg6jltrTmHpMzopanNy8hZDzoejukCIvAvbQCdo+gLcOq1wiirHDlvV+xi5DL93cV2Re7tNv3c6Wm2HXfM6yIjRDryhr5Xhs/PyJ6YjKI6mqbb0d2ZIvw/n4fYX1a/VAb2raU4kt2Qsi8oGvumCIsK+CzCFsBlp98tH6yevWrUYmVx83WVkL8xN/b/KpY694SYlkNu9il8PMjoicmg6XqEkJIK+gedVwRNgKMVsGyihU/L8xTkXySF33qWfuiQkwRbmepuoQQ0gq6Rx1ShGWVOQiwWQVb5INXKoCy7dunoPkkP8p9S4hP/fTtS+DnR0RPTAZL1SWEkFbQPeqYIhysgnUFbG1zISLrV8Rf/O2Lf4jwqZ+2bSn8/IjoiclgqbqEENIKukcdVoRV7Kxdvt977UfAUs9/jUn/OBAhtval8PMjoicmg6XqEkJIK+gedUgRvoicEWH5bWb9NLJ8ylntc6J15MNf9reh7WpYbUvi50dET0wGS9UlhJBW0D3qcCI8PIo+CZwIndrk+73y9SGxX/u7uVJP6kp9/Z6xMIjwSoTYz4+InpgMlqpLCCGtoHvU4UTYvxf8xf95IcZLfwhK62t/1rQa9vMjoicmg6XqEkJIK+gedSgRVgG2q+A1o38sLC3Efn5E9MRksFRdQghpBd2jDiPC0SeixR79rOQ1kP8d7D8NfVkNn1jyk9J+fkT0xGSwVF1CCGkF3aMOIcLyqNe+F+xXwl6Ul+KlPw7O/ZU/EqT/Sz0y9/Mjoicmg+y6S42DELJf0D1l9yIsXwES8SqtgteOroZVhK/9FSrBz4+InpgMsusuNQ5CyH5B95Rdi7B88ngQYVkFn0VYP/ikrE2UfX+GPpvVsIzn2v/Ywc+PiJ6YDLLrLjUOQsh+QfeU3Yvw5VF0YSW8dhGWPxqGfptH0tf+GpWfHxE9MRlk111qHBbtg+1HVp+WHhshRwRdd7sUYfnOrf7D/YsIn4QMvR+8dvRxtAqxroTlH/7L/ylGMdn4+RHRE5NBdt2lxqHY2rqd3Z8lx0fIEUHX3O5EWH6Lefjn+/JvBE9i5d8PtiIsbTZ2Ldh+6R8O0nddCcu4ZHwyTvTfmLLx8yOiJyaD7LoZ+abE+9jMsVnmyksIeRl0ve1GhOWf6MtvMF9EWN4PPouwXQnbGLF729JIf6Rf1qZ/QAyPpEWET6thK8Lym9fv/eq9WzGZ+PkR0ROTQXZdlE9tFttuidpq+BooV4uPp+TbEksImQ661jYvwvL7y09/9nQQoYsIf3xeCcuHsk6iFb0f7G1Lg/oEV8KnPzJEhOXfIcq43/v1e8NxmON3r/38iOiJySC7Lspn96NaGf2o1WrtixL5t8QTQqaDrrXNibD0685X7wz/HP/B9x7cPH7n8c2znz97IcK/cythJ8J21Surx7UJsCL9kv7Z/UGIZSV8EuJhJXwWYRmvjFvGL8dBRFiOixwfOU4Z51HnRQs9MRlk143yRXU0rhWUQ7BtrX4RGTkIIdNA19oiIiz/qODRvz0axOLeN+4NIvPsF88G0ZAV3Wtfem0QV1nN3vnKncFPHjfLvvTLi7BdCcvK8JYIy6NoI8JPfvzk5slPngy+axZh6Z/0U/r70krYi7BdCZ+OhxdhOW5y/OS4v/7l14dYEWvZljjxk+MvNeR8vPXdt16cn/M/lNB50YKOAbXNSXbdKF+tTkY/bI4oX2utjByEkGmga22bK+GTMI9ZCQ9CfBZhzbOXlfDlcbSuhK0In45TxnnUedFCT0wG2XVL+awtqje1Ly11WvsiRL61WEJIDuha2+d7wirC4NPRNhbZlgb16aWVsL4n/PHLK+FHbz+6FZuBnx8RPTEZZNdF+dRmse2eWnsJnx/lsT6Kb7P+Nbu3EULyQdfa5kVYufXpaPlgloqweRztxU3a7Op4DQz9PPX3JdvZfnkcbT4dLeOW8duYTPz8iOiJySC77lLjKDG2L63+axojIXsHXW+7EWFFREl/rAM9jraiK202di3YfskvZpVWwjJOGa+NnQM/PyJ6YjLIrrvUOCJa+5PtRwjJAV1zuxNh4SLCJ7ESIR5WwufV8NpWvjVUgF8S4dP4ZJwoJhs/PyJ6YjLIrrvUOGpk9WmNYyNk76DrbpcirMhq8bISLoiw2Oz+0vj+XERYHkWfRVjGZX3mxs+PiJ6YDLLrLjUOQsh+QfeU3Yvw8Eg6EuGT3e4vje+P9llFWD8ZbX3mxs+PiJ6YDLLrLjUOQsh+QfeUXYuwoO8Ll0R47ehK2D6KRn5z4udHRE9MBtl1lxoHIWS/oHvK7kVYuKyG5bEuEOK1CDPql/ZZRdi2Xws/PyJ6YjLIrrvUOAgh+wXdUw4hwoI+klZh823yQx/Wdm2kvvTD2i4ifH4UbduuiZ8fET0xGWTXXWochJD9gu4phxFhYRBisBJeKyrCSwqw4OdHRE9MBtl1lxoHIWS/oHvKoURY0PeGdTUs38OV16Ue9SpaX/tjV8HWbwn8/Ijoickgu+5S4yCE7Bd0TzmcCKPVsPyjAvn1KbFf+5PHUk/qSn39hwnCIMAnll4FC35+RPTEZJBdd6lxrIHWcR/1+BDSC7pmDifCAnpv+N1fvnsR4Dn+Jy9C68gnnuW/GKl9Tatgwc+PiJ6YDLLrLjWONdA67qMeH0J6QdfMIUW49N6w/Oeiaz+Wlk9uy28/W5uuginC7WTXXWoca6B13Ec9PoT0gq6Z44rw+b1hL8TyW8zXEmKp43/72a6C1/AoWvDzI6InJoPsurV8c45xSm4fq+MYk7PVd0xOQgi+Zo4pwifx09Ww4NutEGf/PrP8/195lRWwblu0T4MIX3lVXsLPj4iemAyy60b5smtZMnPbPGNytvpm9ZOQo4CumWOL8Hk1XBJiEcr737r/UtsU5J/tS170349uCfCpf+LnfZbAz4+InpgMsuvW8s05xqzcvXla42p+cx4jQrYIuiYOKcIibl6Ixf6df/7OLT/5AQ3/aWmJbf0Etfh5IZX/fuR/GESEWV6tAEv/KMLtZNet5dM25GfbrM37lewtcSXUV+PGxgvW3+fxbbpdwsdEqF+rPyFbA83tY4rw+V8cDmLnhBghj6TtbzbLY2T5J/qD/ZTn8TuPX/Cjx8O+2N/71Xu3VrsSHz3a9gIstIr93Pj5EdETk0F23Vo+367bakdtY7etrQXxL+UcQymHzzcmf81X2hXUTsgeQPP7kCI8rFBPoqhi1yLEsnpVMdYVqsTI64PvPbh55dUX3ze2dvETf/kOcPSzmFp7EOHzClhjkf+18fMjoicmg+y6tXy+ze6jNkupzdusXys+j21rBcW12iLEP4oZm4+QrYHm+DFF+I+fXB4VqxAPQngWQxSjyNeJZIUrwnrJI8J8RvbFLu2yYpavPaE8yiC+J+wKWPoleZ5//BzGXBs/PyJ6YjLIrlvL59vsftRWsqPtUlxEKecYUFyrrUSLb29/CdkKaI4fUoQHARWxtEIcPJp+/cuv39oX3vv1e4PAiijLKvfD3384vMq+2KXdx/g8l9XvubYVYBVy678Ufn5E9MRkkF23ls+32f3WtrHbLUyJVXxcKWdLfvFp8RNa/QjZKmiOH06EdRUrq0wROl3BviTEJ1C8R94blvd/7Svy89wSYF0B62paBPjUP+kn+hT1tfHzI6InJoPsui351Mf6IZu1W5u1I6I4hI21IN8IG+Nz+TbdRtTaLSg/IXsDze9DibCsUGXFKsIm7+8OQiyrYRE/eQ9WVsUjhVhj3vjmG8Or7CM/i+a+JcBSXwT4/BhaBVj6W3ukPTd+fkT0xGSQXXepcayB1nEf9fgQ0gu6Zg4jwsNK9fwIWYRN3q8troiFkWLcIpS3xNcJsD4el/7IHwjSPxFhyfv+b94fftsa5bwGfn5E9MRkkF13qXGsgdZxH/X4ENILumZ2L8KP3n508+QnT26e/fzZIMQiaPrhqltCrCvi86rYCrGKsbxKTiTKshL2NvWz8QNGfC8r4NMfAvo+8CDA8h6zvL8sAnzqt/yDBxmHjMfXmRs/PyJ6YjLIrrvUONZA67iPenwI6QVdM7sU4TtfvTP80tWb//rmzcMfPBy+v/v0p08HIZP3bWV1CYVYhNA/nj4Lps1vRVVeRRxFKJ/8+Mnlk87a7uNuCbCIb2EFLB/ykn5Kf1WAZRwyHhmXjE/GafPPhZ8fET0xGWTXXWochJD9gu4pmxNh+U6uiJP8o4O7X7t789Z33xpWuSJaImzSb/kU8r1v3Bt+AUvaH/7w4SCQIsTyWPfyyebzp5pF+C7vEVshtqtiwYmqRXyRXbglvIoKsKx+T3UvK2ARYP2E9VmAn/7s6dB/GYeMX8Z17+v3hnHKeCWfjEWOg4xXjoscH8kxfIcZ9GkMOi9a6InJILvuUuMghOwXdE/Z7EpYhOu1L702/OSjPKIVwRIhHR4Bv3paDX/lzvCI+M1/eXP4EQ19LC2CNgixroiNEPsVsRdjwQqybkt/RPTldbArZ+HV1wEjvirAlxXwqR/CIMCnPxSknyKsIsDSfxmHCLCMa1gFn8Yp45V4GY/4yPGQ4yJ57fGagp8fET0xGWTXXWochJD9gu4pu35P+O4/3X0hxOfH0irE+v6w/aCWXxFbMb4IMRJjhxVdfdVYFfbL6tcK8GkFPAjwb84CLO8DiwCfH0OLAOtjaFnpovHOhZ8fET0xGWTXXWochJD9gu4pu/9glkcEDQnxsCI+v0c8CLFdFZ/FuCTIt1C78bPiexFgefxsVsBS/7ICNgIsfzigcVwTPz8iemIyyK671DgIIfsF3VMOJ8KWl4T4t+dfvxIxFoEMxFgFWV+HVS8SXgGJ71mApR4SYNTfpfDzI6InJoPsukuNgxCyX9A95dAibLFCPDye9qvisxi/JMh2uyS8Z/G9CPD58fMgwOevIUl91K814OdHRE9MBtl1lxoHIWS/oHsKRdghgihirO8Tv7QqLgiybl9EV3Hiax8/qwCjfqwJPz8iemIyyK671DjmonUsaxvzWvqzp7lgWcO49npsEWisFOECw6pYHk2fhVhXxiqoFzEWVGyN6Aoq3hfx1dXv+fEzqrtG/PyI6InJILvuUuOYi9axrG3Ma+nPnuaCZQ3j2uuxRaCxUoQrlMT4IrAlzsKr4nsR4NPqF9VZM35+RPTEZJBdd6lxzEXrWNY25rX0Z09zwbKGce312CLQWCnCjVyE2IjxRZAdah98zKNnlHcL+PkR0ROTQXbdpcYxF61j6R2zj9PjNyYf8rU2m9Ni/WuU/Gt5xtYZy9z5BVTD2mRbsT6tlOJq+XrrtTJ3/jGgvlCER3BrVQwEWUVXGcR34wIs+PkR0ROTQXbdpcYxF61jyRizzTG1rrcjv6k1lKi9tcYU5qxRyu3tvX2oxUXtvTXHcI0aLaB+UIRHMgjxSVQvAnsWZft6QT54taH3fkv4+RHRE5NBdt2lxoHI6EdrjmvWUiJ/34Z8W+q19qnk1xpvmTtm6pgE3zZnn0t+c9a09MRkg/pAEe5AP0E9iLFyFl1F2vcgwIKfHxE9MRlk1y3lU1t2vRJZNWwe7bsF+Y1B42zOllw1H9+O/JGPtZViPLbN+pZsJXy+EiW/1lqtNZBd8e2lfXm1277dor4W22Z9S7YSPl+Jkt+YWnOA6lOEO1EhtljxXfP3fsfi50dET0wG2XVRPrVZu/fJJDN3qc++Rk9NiYlyRtR8fbvWsvh2v+19vC3KEdkQPX4t9REtfjWfqLZsK3bf+umrxdp8e80/osevpf41QfUpwhMYfuBDxFgRAT697kmABT8/InpiMsiuW8rnbZk1LVq/FZTDgnxabS3YuDE5ar6+vVZHbJaSn4LaWm0Waa/5eDTGx0V5bIyn5I/sim+P9tG297egtlabRdprPh6N8XFj82SD6lOEJyBiq0Ks2wry3yp+fkT0xGSQXbeUz9sya3qyx9Nra8HGjclR8/XtY/dLNqXVP8ph6fHzMZm1aj612nYfbXt/C2prtSF6/HxMa465QPUpwhMYfnf6V2fhNa9iR/5bxc+PiJ6YDLLrlvJ5u/dBMRYfX2OMb0TUz9L2GHpz1Hx9+5h93fY+CvL125GthPjW/KN6rbVa/Mb0o7aPtr2/UouzlHIgxLfmH9UbU2sOUH2K8EQuQnxmbwIs+PkR0ROTQXbdUj61Tak3Nq63jsXm0L5bkF8rPpeCfD01P9teyu1taF+3rc1j26xvyVajFqN1FWu3fiVa/Go+vq4S7aM2i23zPnY7stWoxWhdxdqt37VB9SnCExHRVSHWbeS3Zfz8iOiJySC7bilfRo3MfrbSWnNtfcvqz9TxX+u4zFEnyplRrzVHyW+OMSOuVScC9YEiPJF3f3lbgGUf+W0ZPz8iemIyyK5byhfVaO2D+rT6Z9Ba51r98ZTqZvanlitqv8ZxmbNGKXdWzVqeqH3OcSvXqNEC6gdFOAEVYBFj1L51/PyI6InJILsuyqe2qE7UpqhPi28WrbWu2ScPqp3dn1K+Wp25j8vc+QVUI7NuKVetxtxjnzv/GFBfKMIJ7Pn9YMHPj4iemAyy6/bma4nJ7ishZBug654inMCwCj5/Mhq1bx0/PyJ6YjLIrtubryVGfTL7SwhZP+iapwgnoD/WsbfvByt+fkT0xGSQXbc3X0uM9cnsMyFk3aDrnSKcgP5UpYDat46fHxE9MRlk1+3N52N8Ht1Xm28nhOwXdK1ThBOw/0EJtW8dPz8iemIyyK7bmw/FZPaLELJd0L2AIpyA/X/CqH3r+PkR0ROTQXbd3nw+JrNPhJBtg+4HFOEknn/8HNr3gJ8fET0xGWTXHZsvuz4hZH+gewRFOIlP//wptO8BPz8iemIyyK671DgIIfsF3VMowknc/dpdaN8Dfn5E9MRkkF13qXEQQvYLuqdsWoS/+NsXwyeSH3zvwbD/9GdPb17/8us3z37+7OaVV1+5efjDh8Nj4jtfvXPz6O1HNx/9+0eD/f637988fufx8EGqz//6+c1rX3ptsD38wcMhh9g/+dMnQ35pE4GVdqkjeSS/fB1J3gMWP8kh9T/7y2fDvtilXfzEX+IkXvJIPskrfh/89oOhnvTz/rfuD22SQ+o/+fGTIUb6K/2WPDIOGY/4i13yy3glh9R/67tvDTklvx6jDPz8iOiJySC77lLjIITsF3RP4Uo4CRFAZN8Dfn5E9MRkkF13qXEQQvYLuqdQhJPgB7Ne0BOTQXbdpcZBCNkv6J5CEU5irz/UIfj5EdETk0F23aXGQQjZL+ieQhFOQt+X3SN+fkT0xGSQXXepcRBC9gu6p1CEk3jw/RcfDtsjfn5E9MRkkF13qXEQQvYLuqdQhJMYPskM7HvAz4+InpgMsusuNQ5CyH5B9xSKcBLy9SJk3wN+fkT0xGSQXXepcRBC9gu6p1CEk5Dv9yL7HvDzI6InJoPsukuNIxsdx9xjudax2sM5IccFzV+KcBJ7/Q9Kgp8fET0xGWTXXWocmfj+Zx8fu731Y0XINUDXCUU4CfkFLmTfA35+RPTEZJBdd6lxIHr74eOyj0+0Twh5GXSdUISTkJ+dRPY94OdHRE9MBtl1S/nUll2vxJQaPrYnl47TxpZstk3ttt3bfUxt38Yo2layWxshS4PmJEU4i1eBbSf4+RHRE5NBdl2UT23W7n0ymZrbx4/NF8WjtlI72lb/mp/dHuvvtwlZGjQfKcJJDP8cAtj3gJ8fET0xGWTXLeXztsyaFq3fSilHtF8jiq/l9r4W5OP3dbvm49utvdROyFKg+UgRToLvCb+gJyaD7LqlfN6WWdMzNffUvkbxtdyRb8mu+/Jqt5GPt1k78iFkDaC5SRFO4t7X70H7HvDzI6InJoPsuqV83u59UIzFx9cY4+sZ2zdPFK/b/tW3t24j25j2lm1ClgbNR4pwEvye8At6YjLIrlvKp7Yp9cbG9dYRtJ9T+orirc37+H3vX/JRO9rWfRvj95GvtxOyJGhOhiJMyNi5sNTNL7tuKV9Gjcx+EkK2A7r2KcIkZOxcEP8l5k923VK+qEZrH9Sn1Z8Qsg/Q9U4RJiFj58JSwpJdF+VTW1QnalPUp8WXELIf0DVPESYhY+eC+C8xf7Lr9uZricnuKyFkG6DrniJMQsbOhaUEJrtub76WGPXJ7C8hZP2ga54iTELGzgXxX2L+ZNftzdcSY30y+0wIWTfoeqcIk5Cxc0H8l5g/2XV78/kYn0f31ebbCSH7BV3rFGESMnYuLCUq2XV786GYzH4RQrYLuhdQhEnI2Lkg/kvMn+y6vfl8TGafCCHbBt0PKMIkZOxcEP8l5k923bH5susTQvYHukdQhEnI2LlAMSKEEAxFmIyGIkwIITlQhMloKMKEEJIDRZiMhiJMCCE5UITJaCjChBCSA0WYjIYiTAghOVCEyWi2LsKf/vlTaF8TW+gjIWQ6FGEymi2L8Bd/+2ITAvfJHz+BdkLIvkgVYb3ZWpBfK2vPd1TGHrc1HesP//AhtK+RLfWVENIHujdOWgl7v6k337XnOyJjj5n4r+U4v/+b96F9jXzw2w+gnRCyH9C9kSJMQsYeM/Ffw3H+/K+fjxI21GcdyzXGIyth6TNqI4TsA3QvoQiTkLHHTPzXcJyf/+fzm4/+4yPY5kF9ru1nI+9dP//4OWwjhOwDdB+ZLMIW5DOGtec7ImOP21qOtayCP/uvz2AbotbnucckfeUjaUL2DbqPhCIsrwjv14rPo9h261/D51Fsu/Un4xl7DP05WIqnP3u6KRGWR9FPf/oUthFC9gG6j6Q+jp7K2vMdkbHHUPzXcNwf/uAhtJeo9fkaY3r8zmNoJ4TsA3QfoQiTkLHHUPzXcNx7+o3swrXGs4bjRgiZD3SNd4uw+CioXai1W5bIR+qMPX5rOeY9/R5jn4M1HDdCyHyga3zSSriF7BsLb1TXZezxFv81nKOefke2a4xpDceNEDIf6BqfVYSzbyq8SV2fscdc/NdwnlAftG++DdmtzbdNpZSrtYb10761xrbSkrfkU7Jrm7e10BtHyJpA83j2lTDZNmPngvivYf74PtT2r0V0fFr6ZH28f0t8Cy15Sz5RrGz79jFMiSVkDaA5TBEmIWPngvhnzZ8peWqfNF5yjpdqj+1zbR/R44NiSj61WJRrDFPjCVkSNH+LIkyIgOZHRClOba15W3wiat8Tnpp/Cqi2/Men6HvCKMbbWsbU4zOmdi0W5fLYXMi/JQchawTNXSjCc8OLaL+gG6farN37WKK2VqJfzMrIPwVUv/aLWSjG21rG1eMzpnYtFuWySLtibd7H7hOyFdDcpQiTVOTcovPrbaU5oPGtoByC/I/eD3+P/z1gFDcW3x8F+SqoXX472v/WtfVDMd5Wqiv2EiX/aB/ZdL8WOyZX6z4hWwHNXYowSUXOLTq/3hbNgYz5IY930b8yzMg9FdSH2n9RQjHe1jK2Hp8xtWuxKJcnIwchawTNXYowSUXOLTq/3l6bA7X2Ft795bu39sfUnxNUu/bPG1CMt7WMqcdnTO1aLMrlER/r15ODkDWC5i5FmKQi5xadX7WV2hGtfiVkdanbWtdifa9Fqb7860W77yn1t5SvxBg/lNfuRz5j7B5tL/nW4glZK2juUoRJKmu7cdbEbQ3I+8HI7jnKdRON8yjHgOwTNH8pwiQVObfo/C51zlsFbknG9PEI105pjEcYO9k3aA5ThEkqcm79+VUbz3sOez6OpbnCuUP2AJrHFGFCCCHkCqxKhAkhhJAjgfRwEREmhBBCCEWYEEIIWQyKMCGEELIQFGFCCCFkEf5+8/8Bqnh4hr0HXI4AAAAASUVORK5CYII=</raw>
    </picture>
  </region>
  <region id="20" left="522" top="693" width="201" height="56" border="true" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <text lang="eng">
      <p>The Mathcad 7 undefined"for n" has Smath code'while code' </p>
    </text>
  </region>
</regions>