﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.99.7822.147"?>
<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
  <settings ppi="96">
    <identity>
      <id>05cc64d3-527a-4140-9560-94192d246141</id>
      <revision>18</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <trailingZeros>false</trailingZeros>
      <significantDigitsMode>false</significantDigitsMode>
      <roundingMode>0</roundingMode>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="false" viewMode="1" printGrid="false" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="1" orientation="Portrait" width="850" height="1100" />
      <margins left="39" right="39" top="39" bottom="39" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="0.99.7822.147" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="MathRegion" version="1.11.7822.147" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="MaximaPlugin" version="1.98.7832.2744" guid="44011c1e-5d0d-4533-8e68-e32b5badce41" />
    </dependencies>
  </settings>
  <regions type="content">
    <region left="243" top="27" width="98" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">s</e>
          <e type="operand">i</e>
          <e type="operand">2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">π</e>
          <e type="operator" args="2">*</e>
          <e type="operand">f</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="234" top="54" width="217" height="50" color="#000000" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">H</e>
          <e type="operand">s</e>
          <e type="operand">s</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">01000</e>
          <e type="operand">s</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">10000000</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="468" top="54" width="217" height="50" color="#000000" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">H1</e>
          <e type="operand">s</e>
          <e type="operand">s</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">0200</e>
          <e type="operand">s</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">10000000</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="225" top="117" width="358" height="236" color="#000000" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">Draw</e>
          <e type="operand">line_width</e>
          <e type="operand">2</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">H</e>
          <e type="function" args="1">abs</e>
          <e type="operand">f</e>
          <e type="operand">10</e>
          <e type="operand">10000</e>
          <e type="function" args="4">explicit</e>
          <e type="operand">color</e>
          <e type="operand">red</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">H1</e>
          <e type="function" args="1">abs</e>
          <e type="operand">f</e>
          <e type="operand">10</e>
          <e type="operand">10000</e>
          <e type="function" args="4">explicit</e>
          <e type="operand">yaxis_secondary</e>
          <e type="operand">true</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">ytics_secondary</e>
          <e type="operand">true</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">color</e>
          <e type="operand">blue</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">H</e>
          <e type="function" args="1">carg</e>
          <e type="operand">180</e>
          <e type="operand">π</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operand">f</e>
          <e type="operand">10</e>
          <e type="operand">10000</e>
          <e type="function" args="4">explicit</e>
          <e type="operand">color</e>
          <e type="operand">red</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">H1</e>
          <e type="function" args="1">carg</e>
          <e type="operand">180</e>
          <e type="operand">π</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operand">f</e>
          <e type="operand">10</e>
          <e type="operand">10000</e>
          <e type="function" args="4">explicit</e>
          <e type="operand">10</e>
          <e type="operand">1</e>
          <e type="function" args="12">sys</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="216" top="396" width="560" height="446" color="#000000" fontSize="10">
      <maximaplugin>
        <ImageFile FileName="owytefc1.png" DataLenght="32653">iVBORw0KGgoAAAANSUhEUgAAAiYAAAG2CAIAAADEItrPAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOydd3gU5RaHf7ObQhLS6KGXJEBIaOGKBAHBGlAEURRFkaskomLwKopX1IgVbEFQBBFFBBGVJiTgRelYAKWEloReAqRnSc/ud/+YTdhsdmdnZmd3ZsN5n/t4N+ec7+yZOckcvjocYwwEQRAE4Xp0agdAEARBXC9QySEIgiDcBJUcgiAIwk1QySEIgiDcBJUcgiAIwk1QySEIgiDcBJUcgiAIwk1QySEIgiDcBJUcgiAIwk1QySEIgiDcBJUcgiAIwk1QySEIT2D/frUjIAgF4BrCsZ5btuCvvyS3atwY3t5Ofa+fHxo1cmzGcQgJsasNCQHHWQv1egQFOfZs1dbHBwEBjlsRHkdBAdq3x+bN6N9f7VAIwikaQsmJ0IVksSK1oyAIgtAcWnvCN4SSw3Hce3hJaqvGuOqNKme+1w9ljVBuPyp4e4Pj4O3FglmhlxcA1P6X48yfA42FHJhOB46DXg+Og04HHTP6lBdznPlHy//WoaCgzo+VlSgpceaK1IHvLPr6wt/f3FHjP/NyvjMaFARvbwQHm1WNG8PXF8HBZpvQUDRqBD8/hIaqfTGuITERCxcCwP796NVL7WgIUWRkZERGRsq2kaqyKeQ4zT3hvdQOQBnuP/Ee/6G4GEajWVhYCP5uM4bCQrOwuhoGg/mz5SO6rAzlNeWjpASVlRBwaDKhqMiGw4oKlJbWuGUA76RCuesEgoLg7w9/f4SEwL81/PwQEmKWBAWhcWP4+SEwECEhCGzMmugKGzdGYCCCghAcxLiiQhseLS/G8jN/MbXUXjxP7X25ehVVVXUkfCE0GlFcfM3eYEB19TWfvA3ftqwMZWUK3Bqe2nsRGopmzRAUhKAghISgWTM0aYLGjdG8OZo2RUgImjZFcLBi3+tSjh83f8jMpJLjKYSFhTljI1Ul5uu0QAMpOZ07qx1BPaqqcPWquSDxj1/+eV5b//hneFERTCbz45p/LPPPYb7sXb2K0lJcvYriYpSWorQUxcV1nuSCcECdf/U3btwkKKimAgUjJASBgQgNRdOmaNoUzZqhaVM0bYkmTdCkCfz8FL8ldigtRUUFystRVmauSfxnXs7flMJCVFejuNisMhhQUWG+KWVlKCoytyosNN+m3FxRX92oEZo3R8uWCA1F8+Zo0QKtWyMsDG3aoGNHtG8Pvd7FFy+OkyfNH06dUjUOQgKBgYHO2EhVifk6LdBASo7q7Nu3LzY21lLi7W0e5mne3FlXlhQWmp/GtU/X4mJcvYrjx8+GhrYvLkZZGa5eRWGhuTgZDOYPhYW4ehVXr4oNw88PTZuay0/LlmjRAs2bo1UrtGyJvLzjgwZ1bdkSVr/k9iKvL68j4fslSlFSgtJSGAzIy0NeHgwGFBaisBA5OSgqQnExcnKQl4fiYtOlS7rSUpw7h3PnbLvS69GqFdq2RceOiIxE167m/9pa2SGcNXuIalVVhQsXzJ+zs+W5EtDaVIkXuhNlA3Bhygj7aG6kTwYaHK/UJpZFyGBAQYG5FPEP59xc5OUhP9/833K7s1TX4DsJbduiZUu0a4dWrdCuHdq2RZs2aNfOjf0k2ZSV4fJl5OSgoABXruDKFZw/j8uXce4cTp3CxYswmWy0at0a3bsjKgp9+qBXL/ToAV9fFwZ54QLatjV/HjMGP/7owu8iGhYafDZqLiAZaPC2NgBKS5Gfb65A2dnIyUFOzrUPV67g8mUHixWaNUO7dmjXDh06XPtfx46Su32qUVWF7GycP4+TJ3H8ODIyzP+1mnny8UFsLG6+GXFxGDxY1Op2Sfz9N2JjwXFgDIMGYft2hf0TrkFMf0hq71NAZVOowWej5gKSgQZv63UC30m4cAEXL17739mzuHgR58/b7Sc1boxOndC5Mzp3Rng4unRBRAQ6dqy3Hk+bmEw4cwbHjuHQIfz9Nw4dwvHj11aYeHlh4EDcfjtGjUJUlDLfmJqKESPQvj3OnkX37jhyRBm3xHWAFp+NzPPRwlXs3btXXVeSWjk0Fjawp7WSX7rE9uxhq1ax558/m5TERo1iffqw0FAG2Pifnx/r04eNG8eSk9l337F//mEVFeIvSA6Kpay4mG3YkD1xIrvpJublde2SYmLY7NnsyhVnY/j6awYUxcUxgDVvLs+VgNamSrzQnSgbgKv/0MRYSs2LgMqmUAvPRiu0VwOlo8VKTtinoACnTuHkSZw4Yf7f8ePXJshr8fZG166IiUHv3ujdG336eMKIXFERNm9GWhpWrTIvBPf1xejRmDpV/sEBH3+M//wHzzyDTz+FXo+KCg/pDxLqo8Fno+YCkoEGbyshlaIiHDuGo0eRkYGMDKSnIyvr2ngVT9u26NMHsbGIjUW/fmjVSqVYxVBZiU2b8MUXSE2F0QiOw8iReOstREdLdjVjBt5+GzNnYs4c5OXhyhVPqL2EJtDgs1FzAclAg7eVcJ6yMhw+jAMHzP/bv996Q1K7dujfH4MGYdAgxMSYT3PQHOfP47PP8MknKCmBTodnnsHbb6NxYwkeEhLwxRf4/HPMnYvDh3HwIGJiXBYu0aDQ4LOReujKYKg9gUAlV5JaOTQWNrCnFS8XE62fH/r1w+OP45NPsG0bCguRmYkVKzBtGoYNQ1AQzp3Djz8iKQl9+yIkBEOHIjkZ27dfOzlCGAVTJuStbVu88w5OnMCzz0KvxyefoEcP7NghIYacHABlgYFo1gwA8vOlBeBIa1MlXuhO3JQyhVqJsZSaFwGV6tkRSQMpORzHcRyXnJxsMBgyMjJq5fv27av9nJGRYZkVS5XlZ3keNm/e7KSH2s/Z2dkyPGRnZ4u/iqysLGdi+P333yXFkJ2dLdID7OeC41BUtO+BBzB7Nn79FX/+mbF3b8mXX2LCBISHo6QEW7fijTcwZAhCQkzDh2POHJw8KXQfZMQA+7mwunZrD0VFmDMHf/2Ffv1w9iyGDsXnn4uNIT8fQHp2tnlrcUGBzRjq32TLz1lZWZLuQ31vBoPh999/d3gfBGJw/m9T4CpkxGCVMsVjsHwmyIhB4DfKZgx8yqxi0CCa63bJQIOdR8LN5ORg925s2YItW3Do0LXT4Lp1Q3w8RozAkCHaGHmrrsaMGZg1CwBeegnvvee4Se/e5oHFOXPw1VdYvBgTJ7o6TKJhoMFnYwPp5RDXOc2b4557kJKCAweQnY1vv8WDDyIkBMeO4eOPceutaNkSEydi/Xqxw26uwssL772Hr76CtzdmzcLrrztukpcHAE2amN+6VGjrbFaC8BCo5BANjZYt8fDD+O475ORgxw68/DKiopCfj6+/xt13IywMkydj506o+Y+/xx7D99/DywszZ2L+fAfGOTkA0Lw5mjQBaioQQXgmVHKUwXKkVRVXklo5NBY2sKcVL1fwdgng5YWbbsI77+DwYRw/jnfeQa9eyM/H559j0CC0a1cxe7b5ee48kq9o9GgsWgSOQ1IStm61a1ZcjIoKNG687/Bh89roK1dkBCCgtakSL3Qnygbg6j80MZZS8yKgEh9Y1pyB/OQ3l5hmFqUlWglciDo7UBWlYVwF4R4OHWIvv8w6dDAfEeDjw8aOZdu3qxTN9OkMYO3bs+Ji2wZnzjCAtW3LGGOrVjGAjRrlzgAJj8bGszEzJS4uJdP8CQmpjLHUBMSlZFoIXAn1cojri+hovPMOTp5EaipGjoTJhJUrMXgw+vXD0qXmt825j7fewg034OxZvPKKbQP+jXn8q+T4gTU7i6QJQjpxURFAVkZ63NgR4UD4iLFx6RlZjps5A5Uc4npEp0N8PNauxenTePVVNG+Offvw6KOIjMSiRW4sPHo9Fi2Clxfmz0d6ug0DvsDwxYZfJE3LBwhnCE/atQQTOI7jJmDJrqRwIPPI7ujIcAAIj4zefSTTtd9PJUcZLJfJq+JKUiuHxsIG9rTi5QreLtnwMbRpg5kzcfYsvvwSUVE4fRqTJiEyEosXo7pasjc5McTE4MknUV2NadNsWNSsHcjIyBBesSYvZfZU4oXuRNkAXP2HJsZSal4EVBkZGcnJyVxdbDROS+QmYAljjC3BBLdM3ljh4oE7d6CFqyi2NxbvLleSWjk0FjawpxUvV/B2yaZ+DEYjW7GCRUWZp3m6dmXr18v3JqFVbi4LCmIA++MPa4v58xnAEhKKi4tZcTEDWGCgjAAEtDZV4oXuRNkAXP2HJsZSal4EVDaF9Z+N16ZyGGOpCUhIrTu7c03pIqiXowwKvnhcnitJrRwaCxvY04qXa+E97fVj0OnwwAM4dAjLlyMyEseP4667cPfdOHVKjjcJMTRtiqefBoC5c60t+OOoQ0MDAwPRuDG8vHD1qs3+l7yU2VOJF7oTZQNw9R+aGEupeRFQiQwsPDJ698oN/HxN2pqFcVER10RZG1bWDLG5Dio5BFEHnQ7jxiE9HR9/jJAQrF+P6Gi8/771sdYKk5AAvR4//YTc3Dpy/ihT/k2jHIeQEDBG0zmEfOIXpEZPjeA4juOGI3VXUvg1UcTU6NQF8S7+fio5BGEDb29MnYpjxzB+PEpL8eKLiIvD0aMu+76OHREfj/JyLF1aR85v/Gza1PwjP53Dd30IQhbxC2oGuWrrS43I5QWHSo5S0FZQSXLVNxWKjKFlSyxdio0b0b49/voLsbGYN8/2sQUKZI0/Oe2bb+pY8Bs/W7Y0W9rfDUpbQd3jrQFsBVUXzR36JgMNHl1HNDCKi/Hcc1i8GABGjsSSJeb+hpJUVCAsDAUFOHYMXbuahYMGYedObN+OQYMA4N57sXo1fvoJ996r9NcTDRANPhupl0MQjgkKwpdf4qefEBqKdevQvz+OHVP6O3x9cc89ALBq1TUhP7XDvymn9gMds0Z4LA2k5Kj+vhzycD14uPdeLFlyqHdvZGRgwAB8/fV5ZWM4GRUFAL/+es0sLw/AVV9fs4fQUAAXLDaNeuidJA/u8aBFXLsG2y1o4Sr27t2rritJrRwaCxvY04qXK3i7ZCM7hpISdt995vPZli51ypt1q9xcptczX19WUsIYYyYT8/JiHMcqK82W777LADZ9umNXorU2VeKF7kTZAFz9hybGUmpeBFQ2hVp4NlqhuZE+GWhwvJJo2DCG6dMxezZ0Onz6KZ58UjnXN9yAPXuwcSPuuAOFhQgNRXDwtVXRCxbgySeRkIAFC5T7SqLBosFnYwMZWCMId8JxmDULH34IxvDUU/jsM+Vc33ILAGzfDtQ9YI2H/0yLpAmPhUoOQcjkP/8xHxfwzDNYtEghpzfcAAB79wL11g4A9JY2wtOhkqMMCk7ZyXMlqZVDY2EDe1rxci3McCoSw9NPY84cMIbERHz/vRIx9O8PAH/9BZPJspdjtuT3hFqdUGDPlTitTZV4oTtRNgBX/6GJsZSaFwGV6tkRCZUcZcjOzlbXlaRWDo2FDexpxcsVvF2yUSqGKVPw7rswmfDoo9iyxekYWrdG+/YoLMTRo5a9HLNlq1YAcOmSKFfitDZV4oXuRNkAXP2HJsZSal4EVKpnRySam1ySgQanyIjrjeefx0cfoWlT7NmDTp2c8zVmDFatwvLlyMlBUhKmTMEnn5hVRiN8fcEYKiuh1zsdNdHA0eCzkXo5BKEA77+Pu+9GXh7GjEFZmXO+uncHgMOHa1+Wc02l1yMkBCYTrSAgPBQqOQShADodli5FZCT++QfPPOOcr169AODAARvLB1AznUMrCAjPhEqOMtCxnpLkWjiCUPEzIoOD8eOP8PfH4sXWh3NKi4EvOQcPWvZyrlnyFajeCgI61tM93uhYTyfR3EifDDQ4Xklct3z1Ff79bwQHIz0dbdvKcmE0IjAQ5eUYOBA7d+K33zB06DXtyJH4+WesXYuRIxUKmWiwaPDZSL0cglCSiRMxahSKipCYKNeFXo8OHcCYeWWa5VwO7PZyCMIjoJJDEAozfz6aNEFqqtjhNRt06QLAxvIBUMkhPBsqOcpgebCrKq4ktXJoLGxgTyteruDtko2yMVh6a9UKKSkAMG2ag3dG242Bf1+OwQCdjl8vcM2Sr0B8NRLjypHWpkq80J24LmWuaCXGUmpeBFSqZ0ckVHKUISwsTF1Xklo5NBY2sKcVL1fwdslG2RisvI0fj8GDceUKkpNlxRAeDgAmE0JD4eVVx9JOyZGXMnsq8UJ34tKUKd5KjKXUvAioVM+OSDQ3uSQDDU6REcTBg+jbFzodDh5Et24SG//8s3l1QPfuOHKkjmr9etx9N4YPx4YNSoVKNFQ0+GykXg5BuISePfHEE6iqwosvSm/crp35A3/CjSX2z7whCO1DJYcgXMXMmQgMxM8/Y8cOiS1rz8ypP1rCr7w+f97Z4AhCDajkKANtBZUk18K2NTfsK2zRAtOmAcArr0iMITgYjRoBQGCgtWWLFvDyQk4OqqpEuXKkpa2gLmpFW0FtormRPhlocLySIHiuXkXHjsjLw9atGDJESssWLZCTg6efxrx51qqwMFy6hAsX0Lq1cpESDRANPhupl0MQLqRxY0ydCgDvvCOxpZcXAPj62lC1aAEAV644FxpBqACVHIJwLVOmIDgYv/wCaSMfHGdXxZecy5edDIwg3E8DKTkcx3Ecl5ycbDAYLLdEWY5vZmRkWL44z1Jl+Vmeh2+//dZJD7Wf9+3bJ8PDvn37xF/FDovpbBkxrF69WlIMvFCMByiRC5EelI3B6totP+t0hjFjCgB89JGEGKoqKgCgvJyPYfXq1bWqfG9vwFxyamOof5MtP+/YsUPSfajvzSoGt/1libwKGTFYpUzxGCyfCTJiEPiNshkD/1+rGDSI5kb6ZKDB8UqCsOTCBfMatFOn0KaNuDahoSgsxBNP4IsvrFUvvIAPP8Ts2ebFCQRhBw0+GxtIL4cgtEybNhg1ClVVNsqHbYxGFBcDAN/XsYLfmuMhLx4mCEuo5BCEO3j6aQBYvBhGowjrK1dgMgF2ju/kN+vQblDCA6GSowwKjp/KcyWplUNjYQN7WvFyLQw3KxuDQ2+DByMiAufO4ZdfRLSq3elZU1fqWNrq5chLmT2VeKE7cXPKnGwlxlJqXgRUqmdHJFRylCFbuVEOea4ktXJoLGxgTyteruDtko2yMTj0xnF4/HEAWLxYRKtaec2ytDqWfC/nwgXxAQhobarEC92Jm1PmZCsxllLzIqBSPTsi0dzkkgw0OEVGEPW5dAnt2kGnw4UL5rfe2GXRIkyaBABeXqistF4wXVqKxo3h7Y3SUuj1rguY8HQ0+GykXg5BuIlWrXD77aisxPffOzLlB9Z8fVFdbeOVO/7+aNEClZW0NYfwOKjkEIT7GD8eAL77zpHd2bMAEBAAAEVFNgz4sTUPGUshNEXWnIH8RkYuMc0sSku0ErgOKjnKQMd6SpJr4QhCVc6IHDkSAQHYvRtnzgi24ns5wcEA+F6OtSW/u8fiPGk61tM93jz+WM+sORNWjs1kjLHMlPThiWkA0hKHp6dkWghcCvN8GsZVENcJDzzAAPbxx4JGUVEMYP36MYD99psNg4QEBrBPP3VNjEQDof6zMTMlLi4l047IhlJxqJdDEG5l1CgAWLtW0OjiRaBmMXReng0D/q05dRetEdc5ycnJXF3q22Qe2R2NDQMtx9Eyj+yOjgwHgPDI6N1HMl0bJJUcgnAr8fHw8cHOncjPt2NRXIzCQgQEmCdsbNq1bw8A5865KkrCA0lOTrbqUtg0W7gSSxhjjKXCDeNo1lDJUQbLU/ZUcSWplUNjYQN7WvFyBW+XbJSNQby34GAMGYLqamzYYKfVqVMA0LEjgoIA8CffWFvyvRyLkiMvZfZU4oXuRK2UyWslxlJqXgRU4gNLmJEUDgCIiIpLz8iq+T8AWRnpcVERIt3IhEqOMoTVf2Gwe11JauXQWNjAnla8XMHbJRtlY5DkbeRIAFi3zk6r06cBoGNH8ytBDQYb/vleDr+wTUQAAlqbKvFCd6JiymS0EmMpNS8CKpGBxY9KWLjG3LUxj6iFR0bvXrkhC8jasLJmiM11aG6jkAw0uN2JIAQ4exYdOiAwELm58PGpp547F88+i6efRkQEpk5FUhJSUqxtysvh7w9vb5SVQUf/cCRsY/PZmDVnYMTU3QDiUjJ38R2etERu+EIACalsQbxrQ6JfVoJwN+3bIyYGBgN+/92Wml/63LYtQkIA2NgKCqBRI/NuUDrck5BIeNIufqbHXG8AxC/gJa6uN6CSQxCqcNttALB5sy0dP1zWrp1QyUHN2Bq/wYcgPAQqOcpAW0ElyVXfVKh4DFK98SVnzZoSGzp++UCHDpYlx4b/Dh2AayWHtoK6x5vHbwVVm4YwC0JzOYTHUVKCJk1gNCIvz3zIwDWaN0duLi5cwMWL+Ne/EBuLvXttuJg2DR98gHffxfTpbgmZ8Dw0+GykXg5BqEBAAP71LxiN2LGjrqKoCLm58PdHWJj5jLUSWz0hAB07AjVdIoLwEKjkEIQ6DBsGAFu21JXyK6Q7dQLHoXFjALh61Xb7Tp0AKjmEh0ElRxloLkeSXAvjzqpPDNx8MwBs21ZXWrspB7Dcl2PDf92SQ3M57vFGczlOormRPhlocLySIBxSVoaQEBiNKCgwFxcAmDMHU6fiqafw6acwGuHtDY5DVZWNzTfl5QgIgF6P0lJ4ebk3dsIz0OCzkXo5BKEOfn7o0wdGY93dOZmZABAeDgB6PQICYDLZns5p1Aht2qCqitZJEx4ElRyCUI3BgwFg504LEX9SVmSk+UeLY9ZswFemrCxXxUcQSkMlRxkMBoO6riS1cmgsbGBPK16u4O2SjbIxyPPWu3cZgD/+sBBZlRx/fwAoK7PtPyICMJcceSmzpxIvdCdaSJn4VmIspeZFQKV6dkRCJUcZspV7JbA8V5JaOTQWNrCnFS9X8HbJRtkY5Hlr2zYbwN69MI+3l5Xh3Dn4+JiXBgDw8wOA0lLb/vnKlJHhMAABrU2VeKE70ULKxLcSYyk1LwIq1bMjEs1NLslAg1NkBCGS1q2RnY3MTISHA4cOoWdPdOuGo0fN6htvxJ9/4o8/0L+/jcbr1uGeexAfj9RUd8ZMeAoafDZSL4cg1KRfPwDYswdAzahahMUbS/iBNXu7QflezvHjLoyPIBSFSg5BqAlfcv7+G0DNcjXLkiO8G7RzZ3h54cwZlJe7NEiCUAoqOcpAW0ElybWwbU0j+wpjY/kPAIATJwCgS5drFjVn3tj27+ODzp1hNCIri7aCuscbbQV1Es2N9MlAg+OVBCGSy5fRqhWCg1FQAO6mgdi9G7/9hqFDzepJk7BoERYuxKRJttvfcw/WrcPKlbj/frfFTHgKGnw2Ui+HINSkZUu0bo2iIpw8CfOqge7dr6mFB9YAREUBwJEjLg2SIJSCSg5BqEzfvgDw968FKChAkyZo1eqajl8kXVZmt3GPHgCVHMJjoJKjDBn8WiP1XElq5dBY2MCeVrxcwdslG2VjcCZrfMn5Z2sRUFNCamnUCAAqKuz65+0PH5aXMnsq8UJ3op2UKWUpNS8CKtWzIxK3lJy0RI7jOI5LTBOhsm2clmirtXYICwtT15WkVg6NhQ3sacXLFbxdslE2Bmey1qcPAPz9DwcA0dF1LPiSU1Zm13+3btDrkZER1rSpvPBsqsQL3Yl2UqaUpdS8CKhUz45I3FBy0hKHp6dkMpaZkj7cqmzUV9k0Tkvkhi90faDOEHjtKGB1XElq5dBY2MCeVrxcwdslG2VjcCZrfMn550wToF7J4QfWysvt+vfzQ5cuqKoKvHBBXng2VeKF7kQ7KVPKUmpeBFSqZ0ckri85WRnpcWNHhAPhI8bGpWdkCapsGGfNGbhmFEtNcHmgBKEOHTogNBRXygKzEYaYmDo6Pz8AZXmla9YgLQ1Go632PXsCwKFDro+UIJzF9SUn88ju6MhwAAiPjN59JFNQZcM4PGnXgnhHX8JZMGXKlFq55Vr1jIwMy5PvLFWWnw0Gg+WoKHkgD27w0L0bA3CM615bcsxmfn4Afl5ZNno0hg/HjTfiwgVrD5X8Pp5jx1S/CvKgNQ9ahLma1AQkpNb7aEdl19i6qSXuuApH7N27V11Xklo5NBY2sKcVL1fwdslG2RiczNrj9xUCbF7oDCuDXS+sYsBqjOrXr7htWwawHj1YYWFdo2XLGFAwbJi88GyqxAvdiaZSpoil1LwIqGwKtfBstML1AWWmxMWlZNb9ZFdl11jrJYcgnOGDCQcB9nSHny2FFy6w0f4bGXAq8nbGWH4+i45mAEtMrNs4PZ0BrFMnN8ZLeAYafDa6fmAtPDJ698oNWUDWhpU1o2Z2VQLGBNFwiWKHARxl3SyFL7+MnNIAAB1blAIIDcWKFfD1xcKFNWey8XTrBn9/nD6NggJ3xkwQMnDDirX4BanRUyM4LmJqdCo/K1O74rm+qr6EIBo+3XN3ADha3KZWcuQIvv0W1T7+AFBaygt79MCUKWAM//2vRWO9Hr16gTH8848bQyYIWajdzVIALVwFzeVIkqs+K6B4DE5mzRjRNQBXAZafb1ZNmMAA9uaD6fwETq1lbi4LCWEA27PHwtHTTzOAzZ4tIzyay3FRK5rLsUkDOX2AX6uWnJys1noSS5yMITY2VoaH2NhY8VcRWfueY1kxBAYGSoohNjZWpAe4cW2PsjFYXbu0GIqLdScyI3VZqHn3zblzWLaMeXnhsQQfAKaystpdF02bYuTISwDmzLGIgd/ac+CAvRgiIyMl3Yf6KTMYDJY7P1RZqSVwFTJisEqZ4jFYIiMGgd8omzHwKdP+ijXNnTMqAw2elkoQEti6FUOHPtx04/K8OxYvxsSJePVVvPUWxo3D8vfOokMHtGuHs2drzc+cQUQEGENWFjp0AADs2YMbbkBMDA4eVOsiCA2iwWdjA+nlEIQH8+efAKLCKwEcPYqqKixeDACTJwO+vgBQUWFp3qEDxo5FdTUWLaoRxcTAxwdHjgidOU0QGoBKjjIo2JmV50pSK4fGwgb2tMUFF9YAACAASURBVOLlWuj7KxuDU1n7/XcA3foHAzh+HKtX4+JF9OiBm266VnKs/D/xBAAsWVJzHkGjRsbu3WE04sABqeHZVIkXuhMNpUwhS6l5EVCpnh2RUMlRhuzsbHVdSWrl0FjYwJ5WvFzB2yUbZWNwKmt//gkg4raOADIz8dVXADB5Mjju2knSVv6HDEFEBM6dw//+Z5ZcDQ8Hal8vKiE8myrxQneioZQpZCk1LwIq1bMjEs2N9MlAg+OVBCGWs2fRoQOaNi07m9M4kNPrYTTC1xfnz6NJE4Ax6PUAUF0NXZ1/IL79NmbMwLhxWL4cAPDFF0hIsPiZIISejVlzBk7Akl1J4cC1k5MTUpmr96ZQL4cgVGXPHgD417/8/Lm2bVFVBZMJI0agSRMAAMfB1xeMWU3nAHjkEXAc1q5FcTEAIC4OAHbtcmPohMeSNWfC1N01Pwgc9q88DaTkqL5ImjyQB3keKnfuBID+/QG0asVXDzzyiIWZnx+AE4cPW3lo3x5DhqC0FMuWlQNA9+4ICsLZs7h82RPvA3lwhQc7ZM2ZsDI6Ia7mJ/uH/bsCNTcFKYQWroK2gkqSq76pUPEY5GdtyBAGsA0bGGP3388AFhjIqqosjMLCGHAgLa1+80WLGMBuuaXG1bBhDGCrV0sKj7aCuqiV+7eCvv7662Ke8Pz5lddOsRQ4edkFqP+wdh4tlByCkENVFQsIYBzHcnIYYzffzADWq1ddm86dGcCysuq3LixkjRoxnY6dO8cYY+y11xjApk1zfdyEZ2Dj2Vj/CGX3lpwGMrBGEB5JejpKStClC5o1M5nMb1lr3LiuDb9OurKyfuvgYNx9N0wmLFsGwDw6xy+5JgibZG1YuXs3f4zl7t1TIwbOyUJEVM1wWlZGelxUhGsDoJJDEOrBz/YPGABgyxbk5QFAYWFdGx8fwHbJAfDIIwBqSk5cHPR6/PVX7TGgBGFFeNIuy97OrqRwN5/fTyVHGSxn81RxJamVQ2NhA3ta8XIFb5dslI1Bnrer69YBwJAhqC0bwMmTqLOu1ccHwNks27O6d96JZs1w6BDWrz+DkBD07InKyvq7cwTCs6kSL3QnWkiZ+FZiLKXmRUDlxM1x6/n9VHKUISwsTF1Xklo5NBY2sKcVL1fwdslG2RjkeGMsgK8NQ4eWl2PVKgAIDUVZGS5dsjDz8QHQLCjIpg9vb9x3HwBs2xYGAAMHAsDWreLDs6kSL3Qn6qdMSisxllLzIqCSejnhSbvMm3IAxC/guz5ueGFMAyk5qi+StmziZAz8yb5SPQQGBoq/ClggI4bs7GxJMfAnEIvxADcuJ1U2BqtrF+Xh2DEuL4+1bo3OnTduRFERoqJK+DMETp+2MPPxAZBvUYWsYrjrrlIAa9f6ADjZvj0A7NhhZYa6eXd4H+qnzGAwWO5vV2VxsMBVyIjBKmWKx2DPTGQMAr9RNp3zKaOTpN0BnT5AeCTz5mHKFDz0EJYte+QRfPstZs/Gnj344QcsX45x42rM7rwTmzZh40bccYdNN0Yj2rVDdjb++AP9O1xCWBgCA5GfDy8vt10KoU00+GxsIL0cgvA8Nm8GgNtuKyvDzz8DwJgx6NgRAE6ftjDjlw/UO32gFr3eXJ+WLQNatULXrjAYzIcaEITGoJKjDFbdXve7ktTKobGwgT2teLmCt0s2ysYg2ZvJxA9/4eab16xBURH690fnzub335w5Y2Hp6wvg5LFjAs4efhgAfvgBRiNw220A8OuvIsOzqRIvdCcqp0xiKzGWUvMioFI9OyLRXLdLBhrsPBKEA/75B337okMHnD4dH4+NG/HZZ5g8GRs24K67cMcd2LixxnL8eCxbhqVLMX68gL+uXZGRgV9/xbD8H3H//bjtNvzyixuug9AyGnw2Ui+HINSAf+vAbbfl5mLzZnh744EHAKBTJwA4dcrC0tZb2urDN1+xAhgyBDoddu5ESYkL4iYIp6CSQxBqwA983XrrTz+huhq33WY+OpofWDt3zmJrTs0rc4T98SVn1SpUhTRH//4oK8O2ba4JnSDkQyVHGWguR5JcC+POak4MlJdj505w3MEmTVasAGoKBoCAADRtirIy5OTUGPv6Ajh/4oQjl/tiYpCXh02bgGHDAOC338SER3M5LmpFczm2ce0Rbm6hYVwFcR2RlsYA1rfvhQtMp2ONGrGiomvKPn0YwPbsqfl5+nQGsHffdej13XcZwMaNY2zrVgawiAiXBE94Dhp8NjaQXo7qW0HJA3mQ4CE1FQCGD587N8dkwvDh4M8W4Fvxuzm3bKnp1vj6Asi7cMFhDA89BJ0Oa9eiuOdNaNYMmZmo+V6N3gfy4GIPWkTtmqcADeMqiOsI/n0Eu3f36mXjBTdTpjCAffxxzc9vvcUA9sorYhwPHcoA9uWXjI0bxwD2yScKR054FBp8NjaQXo7qKPgvC3muJLVyaCxsYE8rXq6Ff4gpG4MEb0eO4ORJtGhxoFH/AwfQrBmGD6+jb9cOAM6dq/nZ2xtApaPlZ3wAjz4KAN98A9x5J4DapdYC4dlUiRe6E9VSJquVGEupeRFQqZ4dkVDJUQbL46dUcSWplUNjYQN7WvFyBW+XbJSNQYI3vgzExy9ZqgPw4IPm4wVq4QfWzp6t+dnbG0CJ9SsNbAcwZgwCArB9O850vxM6HbZs4ZdKC4RnUyVe6E5US5msVmIspeZFQKV6dsSidjdLARrGVRDXC7feyoDqb5a1bFl3mUANu3YxgN14Y83Pc+cygD3zjEj3jzzCADZzJmMDBjCA/fCDYpETnoYGn43UyyEIN1JYiG3b4OW12evOy5cRFYV+/axNbA6soapK5Dfwh9989x1w770AsGaN00EThGJQySEIN5KWhqoqDB785eomqJl6saJ1a+j1uHSppspILDm33IJWrXD0KP7uMBoANmyw90ZRgnA/VHKUgbaCSpJrYduaOvsKV68GUHr7qJ9/hl6Pnj0P1jfR69GqFYxGmAfnvb0B5NV5a5tQAF5eeOwxAJib2gUxMSgsxJYttBVUKW+0FdRJNHfomww0eHQdQdigtBQtW6KkZPFrpx9/o/3w4diwwbbhgAH44w/s2oW4OOD77/Hgg3jgAfAHFYjgxAlERMDfH/nPJvu8+wYmTcLChYpdBeE5aPDZSL0cgnAXq1fj6lUMGJCyqj2AJ56wa1hnOodf0CZlcKxLFwwejJISpDa6FwDWroXRKDtqglCQBlJy6PQB8uABHr7/HsCfEbceOoQWLXDXXXY9tGkDAOfPAzCXnJKCAkkx8GNrH/6vJyIjceVKaWqqhu4DeaDTBzwaLVzF8ePH1XUlqZVDY2EDe1rxcgVvl2yUjcGxt6Ii1qgR0+mmP5YNsKlThVrNmsUA9vzzjDHGfvmFASVxcZICMBhYYCAD2OUnX2NA4QMPSIpcvNCduDtlzrUSYylgI1VlU6iFZ6MVDaSXozphYWHqupLUyqGxsIE9rXi5grdLNsrG4NjbmjUoLzcOHPz5mlYA/v1voVatWwPAxYsAzGes+XKcpAAaNzYvh1uUNxpA0LZtMJnERy5e6E7cnTLnWomxFLCRqlI9OyKhkqMMgYGB6rqS1MqhsbCBPa14uYK3SzbKxuDY2w8/APiz04OFhRgwADExQq3qlBwfHwB6R5Mx9V1NngwAszb1NnUO5y5dsno1tXDk4oXuxN0pc66VGEsBG6kq1bMjEio5BOF6rlzBpk3w8nrj4GgAiYkOzNu2BQDz4dH88gFHr2irT48eGDgQxcXYH/MIwJ+8RhAqQyWHIFzP8uWoqsq/cfgv+1s0b37thWz24EvO+fNgrOZF1LK2c/K1Lfnko+A4rFqF4mIZTghCQajkKANtBZUk18K2NbfuK1y2DMBSPAIgIcH8ammBVv7+aNIE5eXIzTX3ciocLUOy6er++9G8OX4+1PFStxtQWsovmRPTUJubDWkrqIBK9eyIRHMbhWSgwe1OBHGN/fvRpw8LCQ0tvXDV6HfqlHnbjTA9e+LQIfzzD3oHn0LnzujUCSdPyvjy6dMxaxa+GPTNEzsm4OabsWWLDCeEh6LBZyP1cgjCxSxeDGBv90eKKv3uuktUvQHArz+6dAnw8gIknLFmxaRJ4DjM2DuK+flj+3Z5dYsglIJKDkG4kooKLF8OYMaJiQCeeUZsu1atACA7u+ZYz+pqed/fpQtuvx2Xy4IOR90Pk4mvfwShFlRylIHmciTJtTDu7KaJgTVrkJdX0LHPL1d6x8TgllvExmDVy6kuL5cZAPDccwCQfGYiAHzzjdXhNzSX46JWNJdjE82N9MlAg+OVBGFm6FBs3fpeu09fPvfUl1+ad4CKISUFzz2HZ5/FnJlFCAlBcDAcvRjUHoyhVy+kH2KFLbsGXc5Eairi4+W5IjwLDT4bqZdDEC7j6FFs22b0D3z33PgWLfDQQxKaXhtY4+dy5A6sAeA4/Oc/YOCWeD0OAF98IdsVQThJAyk5dKwnedCih/nzwdj/mj9YjKCnnjKvjRbpwWDIgMXAGrNYPiDjKkaMMDRrZnznwgSTlw/WrTu0fr1b7wN5oGM9a1HzgDeF0MJVFBcXq+tKUiuHxsIG9rTi5QreLtkoG4MNbwYDCw5mQG/dgUaN2OXL0mI4dowBLCKCMaORAUynkxxAXe077zCA/dZmPAPYiy8KNxQvdCcuT5mircRYCthIVdkU2no2ZqbE1Tz9E1LNstQEK4HraCC9HNXJNr/BUTVXklo5NBY2sKcVL1fwdslG2RhseFu6FEVFWWGD9pt6PvwwWrSQFgM/sHbpEqDTQaeDyWTvXE6HrnhtQgL8/TH94rMAsHgxatYj2GwoXuhOXJ4yRVuJsRSwkaoSGVjWnAlTo1PNtSd9eGIagLTE4ekpmRYCV6K5ySUZaHCKjLjeYQwxMTh8+BHvFd+ZHjhyBJGRkn34+aG8HFevIqCJLyorUVFhPm9NLk89hfnzcbpZvw65+7BoER5/3BlvhPYRfjZmzRk4AUt2jdgwcAKW7EoKrxEkhbswJOrlEIQL+PVXHD5cFND6+6p7x4yRU28AtGwJAFeuKLCCgOe556DX4/WCqQDwySdOeiO0RnJyMlcXQfO096dGz0gKR+aR3dGR4QAQHhm9+0ima4OkkkMQLuDjjwGkVD5VzXm/8opMH3zJuXxZsZITEYHx4/GdcWyRfxgOHsTmzU46JDRFcnKy1cSJfdu0RO6tqMwF7l8sTyVHGWgrqCS5FratuXBf4ZEjSEur8vafW/XkyJHo2VNmDJJKjsiUvfwyqnU+H1c+DZg7OrQV1EWttLsVNGvOQO6tqMyaAbSIqLj0jCwAyMpIj4uKEOtGJi5foOB6GsZVEA2HSZMYsMhnMsD+/FO+myeeYABbsICxFi0YYHvRm3Tuv581x5VKfSOm07GjRxXxSWgTG8/GzJQ464VpqQmI45cP1FMpD/VyCEJRcnLw7beM082unHrrrbjhBvmerHs5ck/2tOLVV5Gna/4VJsJkwnvvKeKT8BTS3p+6GwuH10z2DJyTBcQvSI2eGsFxEVOjU10+1EYlhyAU5ZNPUFa2UT8iA5Gvv+6Up2slx7mTPa2IicGYMXjPOM2o88ayZXS29HVF/II6fQ7z4FqN1A1zO1RylMFyM7AqriS1cmgsbGBPK16u4O2SjbIxmL0VFmLuXABvVr98xx246SanYpA0lyMpZa+8gtNcp+90D6O6utBWYbTpTfWsuSRlLmslxlLARqpK9eyIhEqOMoTxB/+q50pSK4fGwgb2tOLlCt4u2Sgbg9nbvHkoKtrqdevvGPDGG87GYN3LERxYk5SyXr0wejTeq36BcbqQn37CpUtivKmeNZekzGWtxFgK2EhVqZ4dkTSETZS0FZTQBCUl6NgRublDscUv/ubUVGf9HTuG7t0RGYnjPjFIT8fBg4iJUSJQADh6FD17YqXpvtGmn/Dii5g1SynPhHbQ4LORejkEoRALFiA390/dgG3czW++qYA//oycK1dgPnRAoeUDPN27Y+JEvGOaDgDz5yM3V0HnBGEPKjkEoQQlJXxHYaZpxtixiI1VwGVoKHx8UFgIk97xwJoMXn4Zh3z7pXIjYDBQL4dwD1RylIG2gkqSq76pUPEYLrz0Eq5c+YMb8IvXcPFdHOEYOA7NmwNAFecDAJWVsl3Z1HbqhKeewqtsJgOH+fNx5YqwvepZo62gAirVsyMWF+/7cQe11/L6668XFxcfP368VrV3797az8ePH7c839tSZfmZPJAHyR7y8lhICANuweZJk5SMoU8fBrCCvkMYwH79VfGruHyZ+fsb12IkA9hzzzl7H2TFQB5c50GDT3jNTS7JQINTZMT1xYsv4v33N+PW0Y3/d/w4WrdWzHF8PDZuxJXY+Ob7NiItDXfeqZjrGt55BytfOfA3+up8vHDsGDp1UvwrCLXQ4LORBtYIwjnOnsXcuQzcdLz34otK1hvUrCAoN7pkLodn6lTktun1LcajshKvveaKryCIWqjkKAPN5UiSa2HcWbEYXn0V5eUr8GBO+9gXXlA4Bn5rTlm1N6D8XA7P0aP73nwTr+ONSs4Xy5fjwAF79qpnjeZyBFSqZ0ckmut2yUCDnUfieuHAAfTtW8m8u7Mjb3/X+cEHFXb/wQeYNg1/dx3X5/gKfPcdFP8CAIDJhLg4PPDnf57DxxgxAuvXu+JbCPejwWcj9XIIwgleegkm0zz2dJtBnR94QHn3/MBaaaUy78uxh06HlBS8y/23BAFITcWOHS76IoKgkkMQcvnlF2zaVIiQ9/SvfPIJHLyDURZ8ySmpcG3JAXDjjbjrsWbvYxoYQ1ISjEbXfRdxPUMlRxkMBoO6riS1cmgsbGBPK16u4O2SjbMxmEx46SUA7+LlsU826dLFJVkTX3LkpcxS9fbb+Cxg2ml0xD//lH/xhYxoXY2yAbj6D02MpZi8iFSpnh2RUMlRhuzsbHVdSWrl0FjYwJ5WvFzB2yUbZ2P44gvs338W7Zc1fXbmTFdljS85V8sdlxx5KbNUhYXh+Vf9Z+AtAF4zXkVhodRoXY2yAbj6D02MpZi8iFSpnh2RaG5ySQYanCIjGjg5OaxrN64gfyxW3vL5/YmJrvqeigr4+eFT7pnJpk8xdy6eecZV3wQAqKpC3z7ss8NDBmEHnn8eH3zg0q8jXI0Gn43UyyEI6fz3v1xB/ibccaLv/U884cLv8fVFcDAqTV4A3DC/4u2NufO457gUE3Rszic4etTV30hcb1DJIQiJ7NuHxYsr4fOc/pOFC6HXu/bbWrRANVy+fKCWm29GzIS+C5HAVVfh6afd8I3EdQWVHGWgraCS5FrYtiYzBpOJPfU0TKYUTB3xXGTtidGuy5rIkiN7K2h91ezZeD/kjVw0w5YtWLlSUrQuhbaCCqhUz45INDfSJwMNjlcSDZaFC5GYeAFtbmt7dM+xwIAAl3/hmDHou2rGK3gbb72FV15x+fcBAL76Cn/8e+ECJJpatNIdO4LQUPd8L6EsGnw2Ui+HIERz+bLppZcB/AcfvTvPHfUGbh9Y43nsMZy6ddJ2DNZduYQZM9z2vUSDh0oOQYhm6lRdYX4a4o1jxt5zj5u+U5WSw3FY+AX3gv9nVfBm8z/H3r1u+2qiYUMlRxkyMjLUdSWplUNjYQN7WvFyBW+XbCTHsH49VqwoQcD04Plz5zrtTXSr5s1RBccnSctLmT1VRkZGx44Y91aPFEzlmMn4eAKqq1XPmrIBuPoPTYyl1LwIqFTPjkio5ChDWFiYuq4ktXJoLGxgTyteruDtko20GIqKjAmTAbyKN1/8tEP9pq7LWosWokqOvJTZU/HCZ5/F+tjXT6GT/uA/mDVL9awpG4Cr/9DEWErNi4BK9eyIhEqOMgQGBqrrSlIrh8bCBva04uUK3i7ZSIvhxRf12ef/wI0Xxjz78MNOe5PSSmQvR17K7Kl4oV6PeV8FJHp9ycCZ3ngz8MIFh9G6FGV/bVz9hybGUmpeBFRa+JsSA5UcgnDEr7/iiy8q4DutyZfz5rt4G049RPZyXERMDIa9OfRLPK6rqjA+/Kg755OIBgmVHIIQxGCoemwSGJuJ15IWRDVv7u7vV7fkAJg2DStv+OA0Our/3oP331clBqLBQCVHGWgrqCS5FratiYzB9Pw07/On9qLfpUdfvO8+Z73JaNW0KYw6bwCsUqjkKLgV1Eqo1+PTb4OT/L9g4EyvJfOvDVUF2goqoNLC35QYhDcKpSVywxdaC+NSMnclhbsyKIlocLsT0UBIS2PDR1TC5562+3440kOt0fLJId/NL3qobNQ4v9XL1YkAWLQIlZOefgqfVUb39fnnT3h5qRUJIR4NPhuFeznxoxKQkMrMpCYgIZVljl05YU6Wm8ITC8dxHMclJycbDAbLxYKWlT8jI8PylRKWKsvP5IE8mD/n5laO/zcH9rruzRnfmeuNKlfhF+QFoLKkSp37AAAYO9awfvDrp9DJJ/1v9uZbnpfN69KDBnHYy1kzii2Ir/PjqDV1hOqjwUpONACqRo7x/nnVNgzZ9NJv77yn5hD0a73Wzjw4KmfAyOa716oYRm4unuy+bWXuMOh0uh3bEBenYjCEGDT4bBT+Q4qIilu4Jq3mp7Q1C+OiIrIy0uOiIlwemIdBczmS5FoYd3YQw7ffev+8qhhBH/Va8sabjuuNS7PWOMQLQFW50MsLXDeXU8uZM/smfTvkfUzTmaor7nu4/jvcXA3N5QiotPA3JQrmgNSEWtO4lEyWmRKHuJRMR63cioirIAgpnDlTERDKgMmNFmdq4Jf9s3s2MuB0tzvUDoQxxqY/X/knbmBAxZhxasdCOECDz0aH/3yLX1BruyspHOFJu5i2Fg8QhLIYjWX3PuxTUrAGo/p/PjFcA7/sQU28AFSXa2JPzMx3vWf1Wn4VjX1++g4rVqgdDiGdtER+8jsxzbGt4jgoOVlzBnJ1UCVIgnAf1a/N9Nu38zzapo1ZNGGC2tEAAIKb6AEYKzRRcry98dHaLq/6fwigamICTpxQOyJCEmmJw9NTMhnLTEkfrsLzXLjkpL0/FSmZ5qVqLDUBCaO0s2pAUyi4SkSeK0mtHBoLG9jTipdrYVGN7Ri2bdO9+7YR+pfbLv3gq6bOelOoVXBTLwDGSqG5HHkps6cSFnbogLivE1ZirHe5oeSeh1BZKfDVCqLsr42r/9DEWErNi4BKbGBZGelxY0eEA+EjxsalZ7h98bHDgbXoyHBERMWlZ2QhflSCxWICwpLs7Gx1XUlq5dBY2MCeVrxcwdslGxsx5OSUjn5Yx4yzvf77/M83S9qF49Ks8QNrpkqhXo68lNlTORTefz/2JSw4hU4Bh/+qmPqSwFcriLK/Nq7+QxNjKTUvAqrs7Ozk5OS6g1KcjcaZR3ZHR4YDQHhk9O4jmQ5jVBrBmZ7MlLi4lExm2c1JFWygCo6ugiBEYDQabrqTAdsxaPHCKrWjqcPJlXsYcKhRP7UDqUN5OXu0+18V8DGBY6tXqx0OYQMbz0aLp7gqD3ThXk540ozoqRPmZMVPS0kfznHD01Om0cAa0SCpTH6n8c6NuWi2+v7lEydpa2s938vR2pGavr547ed/vd5oFgdW8dBEnDqldkSECMxjVuCH2Ny/30VzG4VkoMHtToSH8csv7M54xjC5/YaPjtzpnjdMi6d6f7pXn5jDXHSU8ZDNwRIVWfUT09137yisKe7eP2j/dvj4qB0RcQ1bz8a0RO6tqMxdSZgzMOLIDLdv6rfXy6m3VI1WrAlCW0ElybWwbe1aDGfOlI1+iGOm93xfT0qTWW9cmjUvXz0APavOz5fpSpF9hTaF947h0v+z+Aw6BB39s+TJ5wVicB7aCiqgEh1Y/ILU6KkRHBcxNTpVhUNk7PYPsuYMjJi6G0BCqpYOt7EF9XII+ZSXF/caFJSxdwNGVP20btS9mjxbPSsLERFZCK86ktm9u9rB1MNoxDM37k3Ze5MvKoxfL9VPGK92RIQZDT4b7f6BhSft4md7Rq2hLg7RYDE8NiUoY+9JdD7wwlKN1hsAej0APYxXrqgdiS30ery1sd+bTVMAmB6fBA10YQnN4vhv7NrxA6kYTlWHaEBUfLoo8PtFpfBPGfTT9FmhaodjHy8vAF6o1mbJAdC0KUZvenKh11PexnLD7WOQm6t2RIRGcVhyLCZ1hkPzY2yqYXmWuCquJLVyaCxsYE8rXq7g7ZLN6ZU/6pKmAHgj7POZ63rrnOvhuDZrNSXn8mWZrgS0NlXihbXExiLoy49/x4DA/DMFd45zxfo6ZX9tXP2HJsZSal4EVFr4mxKD3b+zmlIzAUtqV1RTvbFLWFiYuq4ktXJoLGxgTyteruDtkkl2dujjSd7G8i98n3li2yMhIc76c23WagbWcnJkuhLQ2lSJF1ry4KM+mxN/uIyWofs2Fye8IGwsA2V/bVz9hybGUmpeBFTq/02Jw97kUu3qASu0uJhAg1NkhKapqMjtOaxZxu7t3JDKDf+7Nd5b7YAckZ+Ppk3z0eSVJ/Pmz1c7GEFMJkwfvPvNXcN8UVG+eHmjiePUjui6RoPPRnu9nNrVA1Zort4QhFRyH3ymWcbuM+iQ+c4PHlBv4AFzObXodHhlQ9x7rVIA6CY9bvrjL7UjIrSFVpfoEIRrMLz3abM1i0rhv/Te1Y9Pb652OOLwnJIDIDgY43c+uaRRoo+xrOS2UTh3Tu2ICA1BJUcZaCuoJLlaW0ErN/zP/79TGbjZXb+8dZqSAw6uzZqIuRy1toLapEsXdFg39zfulsCr2bmDRqO8XGRDYWgrqIBKC9urxaC5kT4ZaHC8ktAg7Oix0t5xAZUFc4Nn3H/szVat1A5IPEYjvLyM0LdoUp2Xp3Ywolk2r+DGKf/qghOXb3245S9LobWzeq4DNPhspF4OcX2Qk1MQNyKgsmCt931Dd8z0pHoDQK+HTqeHsajAVFWldjCiefiZ0LWPrTYgsOXmZflTiw859wAAIABJREFUXlc7HEITUMkhrgPKyi7feE+TwpN7uX81/mlJdIwH/nPbywuAnnlSLwfA1C9jPu6/ohpeoZ++Zfh8mdrhEOpDJUcZaC5Hktyt484m08XbJrQ8+ftpdMz6aN0td/u7IgZXZ82k1wPwRpW96RxNzeXUotPh+V+Hf9h+DgfW6Kl/l/28WaoHJwNQ3BvN5TiJ5kb6ZKDB8UpCO2Q/+lLY0tmFCPnu6Z2T5/VQOxy5hIaisLAJ8n/8NXTYMLWDkcilS9jQ7fnHiz4q8Q7x27dTF+OxWfA0NPhspF4O0ZDJmTk/bOnsKnh/Gf+jB9cbgH8PjUAvR8u0aoUhez5Y53t/QFVh4cARuHRJ7YgI1aCSQzRYipeubfL6FAZuXsyCpHW3qB2Oc3h7A/BGlUdszalPeATXPO2bP3UDmhjOZPe7G6WlakdEqAOVHGUwGAzqupLUyqGxsIE9rXi5grfLHuVb//B9bJwexoWtkyftnuhV79XSysbg6qw5nMuRlzJ7KvFC8QwY2ijny3Un0CXswt6zg8fDZJLqwbNSJsZSal4EVG74m1IEKjnKkJ2dra4rSa0cGgsb2NOKlyt4u2xiPJpRecfdvqayFYGT7tn3WuPGoqJyBldnrZrjINjLkZcyeyrxQknc9VizP17dUIDQ9vtWX7xnstTmnpUyMZZS8yKgcvXflFJobnJJBhqcIiPU5PLl3Mi4ZsUnN/nc3Xn/qoju9To4nkiPHjhypAcOdx0dtWqV2sE4x/xx2yesiPdH6cVn3mk992W1w2nIaPDZSL0comFRWnqh793Nik/u0fUP3bSigdQbmOdyfFDpoXM5liQuG7xg0LdG6MPmvXL53cVqh0O4FSo5RAPCaDw9YFybi3tOcl0Klqy74WZ/tQNSDg9fPmCJToenN49eED2XA2v+30l5C35UOyLCfVDJUQbaCipJ7pJta4ydvGNyx4Pr8tB0/zupt49vIWzuWfsKSyorIXiYtDa3gtrDxwcT/pi8sMPbOpgaT37EsH6bmFaelTLaCmoTzY30yUCD45WE+zn18IxOy98uhf/qyb88/NlAtcNRmsGDsWPHLd7bf6saVF4OX1+141GCwkKkhj/7UN7cEn0Qt32bf1xvtSNqaGjw2Ui9HKIhcGbqx52Wv10Nr+WjVjbAegPzGWtNg6sBNICxNZ6QEAz+O2Wd/4MBxuLSW+6uOn5S7YgIl+OCkpOWyHEcx3GJaSJUYiRmqQ1/BAHg3BuL2895noFbPPDLx1eNUDsc1+DlBaBZSIMqOQDattf12PP1796Dm5WfL+w7zHjuotoREa5F8ZKTljg8PSWTscyU9OFWRaK+SowEQFoiN3yh0oEqS0ZGhrquJLVyaCxsYE8rXq7g7bow58fWyQkc2OJec/699VHx72RRMAbZ3sS3KqmoQE0v5/Jlya4EtDZV4oXO0yXKN2Drhj/1cc1Lz1zsPZzlF9iz9KyUibGUmhcBlYuyozhKl5ysjPS4sSPCgfARY+PSM7IEVWIkyJozcM0olpqgcKAKExYWpq4rSa0cGgsb2NOKlyt1uy4t2dTiuYf1MC6NmPnIX1PqHzEggIIpk+1NfCvfgAAIDqzJS5k9lXihIvSMa8z9vC5D161d/oHT0Xfh6lWbZp6VMjGWUvMioHJddpRF6ZKTeWR3dGQ4AIRHRu8+kimoEiNBeNKuBfEKR6k8gYGB6rqS1MqhsbCBPa14uSK3K2/tzuCJ93qzypXtnr/vwKs+PtKaK5gy2d7Et/Jq1AhAkyC7vRx5KbOnEi9Uihvim176dvNZrkOn7N0neo5GWZmrA3B1ysRYSs2LgMql2VGQBrJ8gLNgypQptXLLhYMZGRmWxxBZqiw/GwwGyy4qedCmh/Sv1/jce5cfK13b/Ik7D71/5IhHXoV4D4ayMgChgdUA0tMvy/CghasQ9jB4XJtj8zZfQqsupzZn9RqDykpPvApNedAiTFkyU+LiUjLrfrKrEiMxk5qAhFQ736n8VRDapnjngUKvpgxIDX4w93K12uG4hXHjGLD9yWUAGz9e7WBcycaUo5fRggGZfcey6usjuS5Dg89GpXs54ZHRu1duyAKyNqysGSOzqxIj8RBoK6gkuTO3q2TfsaqhtwdX5/3a+J4+h75p2kIvz49n7SvMKyoCEBJoBGy/bsaztoIKcEdStx0zNhUiJPzvlRnDnoTFthLPShltBbWN8lWsZqa/pldi0UGxVomTWDmph0uugtAkpQczc3xaM2Cb3x3nssrVDseNTJzIgLPJXwIsJkbtYFzPD1N3lsCfAUfvSGImk9rheCoafDZqbm+qDDS4w5ZwBWVHTxv6DmlRfnZ3o2Fh+9Z3ivJTOyI3kpiIhQuL318QPC2hefMGtTXHHj88sWnkl/f4oiLz3pcifnpP7XA8Eg0+GxvI8gGiwVNx4nxh7C0tys/+5XNTq7/WXV/1BuatoIF+1V5eyM1FVZXa8bie+xfd8dNDP1XBO2LVrGNjX1M7HEIZGkjJ4deqJScnq7We5Ntvv3XSQ+3nffv2yfCwb98+8VexY8cOZ2JYvXq1pBh4oRgPsJOLyjPZub1uCSs7+bd3/9DdGzrHBDifTakx1FdZxmB17YrHcOLMGQCcsbpZMzB2rZdTG0P9m2z5eceOHZJiqO/NYDCsXr3a4X0Qvgqpv9UPLRvx+eD51fDq9sObRx+bJXAVMmKwSplID+JjsHwmyIhB4DfKZgz8fyWuWMuaM7Bmpa/lznt7x8cogsoDe0rQMK6CsEfl+ctnA6MYcMCr77E/CtQORyX+8x8GsA8/7N2bAWzvXrXjcSPfjVhqhI4BR/89W+1YPAzhZ2NmSlzNFHntx9QE1Cwetj997gwNpJdDNFSqsnMvRt3aznDkiFdPr99+6do/RO2IVII/WaGqqlUrwM6itYbKAz+PX3H7YhN0XRe/lJH0qdrhNBzCk3Yx8z77muNeBI6PUQgqOYR2qbqcf777bR2KDx3XR5k2/S9qUFO1I1IPb28AqK6+DksOx2Hcxgnf3zwfQMQnU45O+UztiDRKcnIyVxfRTdPenxo9Iylc6PgYhaCSowwK7viV50pSK4fGwgb2tOLlYqKtzis60/3OTkX7T+gjq9I2Rw9z8Mo1qSi7SdvVWas0mQCgupo/SSs7W5orAa1NlXihe+A4PPBrwpK4zwB0m/dMxpS5zvt0dcrEWErNi4DKYDAkJyfXH1gTQVoi91ZUppvOFaOSowzZ9Z8B7nUlqZVDY2EDe1rxcocBVOcVnY68PbxgzwldRMn6LdG3KX9koYIpk+1NfKvi0lIAqKriS079Xo68lNlTiRe6DZ0OAxYPWzl4HoCIeUnHXljkpENXp0yMpdS8CKhEBlazOKBmeUDWnIHcW1GZu5L4ffcRUTXDaVkZ6XFREWJcSqOBlBzVV6xZyp2MITIyUoaHyMhI8VdheeisjBisrtdhDJGRkSI98J+rCwwnu8aH5/91Stcl4/OlPe9sLf4+QHQ2hWMQ48EyBqtrVzwG8KeWVlbyA2u1j5faGOrfZMvPYWFhkmKo783qX9Zu+8uy/Ny6dVivBbeuGDCHA+v6YcLOh5KdicEqZSI9CNxJKw8CzwoxMQj8RtmMgU+ZwxVr8QtqekAL4pE1Z2DEkRmspt7ALee/uGBJgrtpGFdB8FQXFB9rfhMDzug6/rP2jNrhaIaPP2YAS0rasYMBbMAAteNRD6ORfX/jRyZwJnBHX1ikdjiaRvjZaPVKGPOhlrbPf1EMKS8YIQgXU11gOBEZ3zV313ld+/wff+s9sr3aEWmGml6Ovbmc6wedDvftem7FTV7jfn+26weTjjNT1w8mqR2URxK/gLEFIqWK0UAG1lTHaqTC/a4ktXJoLGxgTytebtOyOr/4ZMQdXXN3ndN1yPlha+/RnYSDdBIFUybbm/hWZ/giY3+RtLyU2VOJF7qT2gB0Ojywc8r3N37MgUV8+OTRaYud8eaiVmIspeZFQKV6dkSiuRN4ZKDBc4QIqVTlFp3qemdk/h9ndR0LVm3pdU9HtSPSGN98gwkT8OijWLIkKAgGAwoKEHK9blLiMZmwesDsMX+9xMAdeWpej0+fUjsizaHBZyP1cgj1qcopPB15e2T+H2d0nQpWb6V6Y4OagTUA9hatXW/odBj9+4s/DpoDoPtnU44894XaERGOoZJDqEzllcIzXW+PKPjrtK5z8bqtvUZ2UDsiTWJRcqwWrV3P6HQYs+3ZVQM/1MHUPSXxcOInakdEOIBKjjJYrllUxZWkVg6NhQ3sacXLayUV2fnnut4aXrDnlK7L1fVbY0a4b72AgimT7U18qws5OQBQUYGakmPVy5GXMnsq8UJ3YjMAjsO9O5778eZ5AHosTNr/b7FVx9UpE2MpNS8CKtWzI5IGUnJU35dz+fK119E7GUNYWJgMD2FhYeKvIjAw0JkYSkpKJMXAbwOq76HiQu6Fbrd0Kdx3QhdesmFrdHw7KJELkR7sXYW8GKyuXfEYyo1GAKiuBqDXX0FNyamNof5NtvwcGBgoKYb63gwGQ0lJicP7IHwVTmbT3lVwHGI+v+2H2z5j4Hp9NfXv8R+JicEqZU7GUN+D5TNBRgwCv1E2Y+BTJvEkaRXQ3OSSDDQ4RUY4pOzMlUvRt3a6eihT361606/db2mtdkTa5rffcMstGDYMv/767rv473/x4ouYNUvtqDTG+hHzh6c+o4Np3/3vxa58Se1w1EeDz8YG0sshPIurmdlXom7udPXQca8e7LctVG8cwx/rWVUFoHVrALhwQdV4NMldGyan3b/YBF3sD9P/uetVtcMhbEAlh3A3hmMX8nve3KH06FHvnt47t0QObqV2RJ5AzcsLALRtCwDnz6saj1YZsXJC6ril1fDqs+Gtv2+jjo7moJKjDLQVVKS88ODZot5D2pdnpPv09f/jt879mzsK1lV41lbQo1lZgHkux2bJua62ggpz1/KH/vfE95Xw6bt59t4hz8POyBJtBVUFzY30yUCD45WETfL3nSqPG9a68vRB33813bupTXSo2hF5DgcOoHdv9OqF/ftLStC4MRo1QmkpJLwS5Tpj05Orb14wzhcVe/sm9NszH7rr8Z/XGnw2Xo9pIFThyo7jlTcObl15er/fgBYH/kf1RhoWczkBAQgJQXk58vJUDkrL3PH56F0vrC6Ff7+/F+7r8wSrNqodEQFQySHcw8WNB3VDh7SqPr8vYHDrQ5tadQ1WOyJPw6LkAGjTBqAVBI4Y9n78ntfXlyAg9uBX+6MeMpVXqh0RQSVHIWguR0C+dfYK/xFDmxkv/xF8R+fjaS26BGph3Nmz5nIOHTsGXCs5/HSOZcmhuRybDEkeun/2L0UI7pO58lDkGGNJuTPeJLWiuRybNJCSo/pWUEucjCE2NlaGh9jYWPFXwb/NSXYMgYGB4mM4+fX22OmJIab8LSF3R2WuDW3jL+ABSuRCpAdlY7C6dsVjCOCP8Kyq4lV8L+f8+WsxxMbGCniIjIyUFEN9bwaDwd4OYrdtBRW4CgEPjYb5ZizYksc163Vu/aHIe4//c5CXW6VM8RgssXcfBGIQ+I2yGQOfMtoK6g40OEVG8GTM3dQu6V4/Vvpb2MM3HvvaP4jezySXK1fQsiVatMDlywBeew3/b++8w6K41j/+Xao0KaKIWGkqIl47gmKLMVhujIlJTNPEKCa5RlN+N4kp1/RibqLm3ihejekquTeaGMHYkG4BK6Kwq6KoiPTeOb8/FgFhy+wwOzO7vJ/Hx2c55z3vfGdeOO+eM3POvP8+3nkH774rtTAT4eQP5wcsmtKDFVzoMdE7M8a2h6PUisRAhn2jmYxyCBmS8dHuAS/eb8eq9g9YGnrpe8o3nYLu5XSOUU8Ou74j8bpF/6GFiUrf8OobRVIr6qJQyhEGAQez/FwZ1EqvsW4DbbVty8+98bP/mwtsURs9+KWxJz+3tbPQZikVwmowdtQqamsBXSmHX8i0VXEvFJNOChjx8ODKP2JvWPYPLEnM9Z+cd+6KUTVwsTQ0LjqqJI8ORyjlCEOucFvJ83NlUCu9xroNtNW2lJ95YfOwT560QsPekW/NPP9FfkH7V7sIeLl4I6wGY0ctt6AA0PX4AL+QaaviXigmnRcwONy7LjYp0zrQuyq9Yuzs0gyDx4kGhIyDpaFx0VEleXQ4IruZPh7IcL6yK5P2+Bejfn5VAbYn9JM5Ca/RWkVhaGqCpSUUCjQ1ASgshLs7XFxQXCy1MBPkWurtmtDp/nXpN2y9bRMOuo817ivPJUSGfSONcgghSZ2zZvTPrzAo/pj19dxEyjfCYWEBKyswph7o9OgBe3uUlMBEZlPkRf8xvZxOxZ/rNtar9nJTyMSbhy9KragLQSmHEAjGTkx6eczedxtgtf+xb+fsfU5qQWaHrS3Q/JY20OaencMzwNUz41Ca05ReDTet75165ddTUivqKlDKEYauvhS0qenEqIixiV/WwebIczvv++lJ3fZyWLZmWktB09LS0K0b0Jpy+vUDgJwcTq667FJQHVwtyvJTRp9wvbdn4y33h6YotyUKq4GWgmpEdjN9PJDhfGWXoqm2/uTwRWOU26tgn7r617APZ0qtyEzx8sLNm7h+Xf282tNP49tvsWULliyRWpgpU11ad2LoU2G5O6sV9lfW/x6wYrrUioREhn2jmYxyJN99oMt6aKioOTHgr2OU28vQ/exn+xzmu5viWZiGhzsTa+qq/v0B4NSpQhM7C5l5sHO2Gaf8KdZ7iR2r8nlx9tl3/muKZ6HNgwyRXQ7kgQwzeRehtqgyc8j9QfmHihQ9sjftG7VsjNSKzJqAAFy4gIwMDB0K4JtvsGQJFi3Ct99KLcz0aaxvOvSXV+7NWNcAq7Mvbhm1fpHUioRBhn2jmYxyJKftlw5JXBnUSq+xbgN1bUVO8SXvGUH5h/IsPHO3Hxm1bIy2Vh3LBbxcvBFWg7GjlpWV1Xwvp6Z5Y8oBAwDg6lVOrnTUaqziXigmxguZpbXFjPQv9417xwoNIzc8feKxLzuvgYuloXHRUSV5dDhCKUcYPD09pXVlUCu9xroNPD09izNybw2eHFCakmM5sOyP+GGPBOpo1bFcwMvFG2E1GDtqnp6esLEBgLrmHfjbpRy9ITOoinuhmBg1ZAoF7jv2bvTsfzMoxm5/+ejcDzupgYuloXHRUSV5dDgiu2EXD2Q4eDRvbiVfbpg6o2/dZZVNgM2R/f0neEmtqGsQFoaEBMTHY9IkALW1sLeHpSWqqmBF29cJx58Pb53xyzILNB2bsGp80hcm/eJVGfaNNMohDOPa3nMWYRP71l1Otx/ndCqe8o143D3KsbWFpyfq62lzT4GZGbUkfsUvtbAdn7LuaNAyep2osFDKIQxA+X2K818n92rMTXWe3jfzkEdAD6kVdSXuTjkABg0CgCt8dqckdDFlw/zjq3dXwT44fUuq38LGanqdqGBQyhGGrrAUNP2L/V6LZzg3Fce5zR16ea9L3/ZvHNHmlpaCdr5VWlqa7pRDS0GF9Tbpw/vOf7m/TOE8NvuX9AGzq2+XG6qBloJqhpk+5nEWMufkG1G1sGHA4YFP11Y1SC2nS7JgAQNYVFRLwTvvMIC9/baEmsycs9+fyrPozYB055Dya0VSyzEYGfaNNMoh9HN86X+CPl5og7qDQS+HKbfa2FlKrahLoh7l3NnwBoC3NwBcuiSRni7A8Cf/UhaTdMOy/7DS5FuDJxecMc/7Zqr1oaHrVc0/xESoV9ZHxBjlWJRyCD2kPPDZ2C0RlmjcH/bB9NP/tLQy4Qd4TBv17gNtJtYo5YiA773ejfFJKpsA3+pztWMn3og1jeUvBqBav2hV8p0fYiJmpa9TMqZclz7LKEmHUo4wmOe9HMZSwl6bsPs1BsWBB76+N+5N9fOi3O/ZaCuXw7yzGdzL8fUFAJVKvyu6l9MZb/1D+jqfSzzrMMGrPtt6xuSre84K5V8G93JU6xdFBS4LufNTVnrIw7N9Ad/ZD4ekZ6l0NuWH1DN7AmAeZyE3muobUoYtYUAdrA8v/VlqOQRjL77IALZuXUtBUxNzdGQAKzK9uwymR9mtyhPdpzGgWOGauS1Jajmc0Ns3KteFhKxTqv9njLHoZVgWra5q81FIzGSUQ9t6CuuhobL2xKCHgs9vrYL98Td/m7p5oSmehbl5uDOx1lKlUMDLqxZt5tZM4CxM1oOTh31AdnRCr/kurLjfMzPOrd0nt7NYs2aN4m6gG9X6RVEPf7fSV4+ZsAifxUTHPM5CPlTllZ1xb/42d2K9aXyb6xK8+SYD2Pvvty176CEGsJ9pFCoWtVUNh72XMKAWNqmvbpdajh469o3Ry+50/cuiletC2uaCkHVK1jreaf0kLGYyypEcATcM5+fKoFY6jMsuF1z1mRZUcDjPwvP6T3FjXgzpaKOtOfdyOeyvLqwGY0etvLy83baeavz9ASArS48rHbUaq7gXiokcQlbbUDU56z8HRv7dBnUjP3888bGvO+Pf0LjoqOJ4OuGRd/r+yHDflc1fKNXpJWmlL3z9A5Oj9qoA1d6o5EB/I4x/KOUIQ25urrSuDGqlzbjgVE7RsElDKlKzLb3LYxIDFw43qDn3cgEvF2+E1WDsqOXm5sLODmifcvz8AECp1ONKR63GKu6FYiKTkFlYKmac/PTAPZ8qwCZufyH5vvd4+zc0LjqqBLo44ZHRgav8FAq/VYHRkeFCeGyH7DZ944EMt64zRa4fvGgZfq9nQ85F2xFOSfu8RveWWhFxN19/jRdewHPP4evWb9YpKQgJwejRSE2VUFkXJfbJb8J+XGaJxuRRfws+tt7CSnbf4GXYN8ruGhGScGlnqt3MMM+GnNOOE93Tj1C+kSP29gBQXd22bPBgAMjMhMw6li7B1B+eSXrpvzXoFnLyXycGP0FbsXGBUg6BjH8d9lg4rUdT/tEes31Uf7r7ukitiNCEemKtqqptmZsbevVCRQXtJy0NYV/MO782ulzRffzl7WcH3V9dUCm1IrlDKUcYTHcp6Ol3fvVZMcuRlcf1e+IvV3Y5edjr9UZLQYXyZthSUE2jHABDhgDAnj1KfgeipaCdbDX61amXt8bmK3qNzNun9LmvPKeEu38ZLAUVG9nN9PFAhvOVpsKJ5VtHRUZYovFgwItTT39paU1fQWTM/v2YORMzZmD//rbFERHYvBkbNmDFCqmUEbj0p8puzvQ+DddU3QKdj+3vGSSLd3TKsG+kLqbrkjLv0zGRSy3RuD/03enp6ynfyB31Q9JttvVUo76dk2V2W3+ZFj4zfVl8gtJmmG9Nev3o4OtxtPOdZqiX6ZIwljLh5Qm/vc6gODDv3/cmvmPKL9vtMmhal4M7E2sXL4quh7gbrwn93c4eOesY0qfhmu30idm7T0utSI5QyhGGLOG+ZPJzxb1VY019ovfCCUe/rINN/HPbZ+x63lBv2mq5lwt4uXgjrAZjRy0rK0t3yjl3roHfgTRWcS8UE/mHrMdgd2/ln6ku9/RsvOU2f8qFjUd4exMkZHJE+A0NREcOZ1FWViatK46tqgsr03rPYkC5winl/QP8vGmr5V4u4OXijbAajBq1ZsvMTAYwf/92VY2NzN5ez+aeOg6ksYp7oZiYSsgqi2vj+zzCgBrYHn/jV37eBAmZHPrGdsju5hIPZHiLTJ6UZRfljJgzrCylQNHzxn+iRywZI7UiwhCuXcOAAejfH1evtqsZPx7HjyMuDmFhkigj2tNQ1xQ3ctX0jK8aYJX67Kbg/yyRRIYM+0aaWOsq5J+6nj80bFhZynWrgcV7EinfmB7qibUOD0kDCAoCgLOcXuNCiIGVjcX08xuOhL1jhYbxW5YmhH8ktSK5QCmnS3Bt/8X6caE+NeeVtoGKpES/2f5SKyIMR8u9HADDhwPAuXPi6iH0MSXu3dgFXzfBYtK+NxODX6UtImA2KUfy9+X8+OOPnfTQ8jktLY2Hh7S0NG1nkfnDcYf7JvVpuHbWKdQtPb7SpTIhIaEzGnbt2mWQBnUhFw8QIhYcPQirod25C65h165dLdt6dtTQMsrR5iEhIcEgDR1D1qxB33XQfRadjKaOs+ChoV3IBNeg7hOmRj2XsnJHHWwmHvvnsSGLGusaOWrQ8RulUYP6/3YaZIjsZvp4IMP5Svlw+rP9fq8/6MAqjvWcE3h+p0NPe6kVEZ3A2hoNDaivh5VV2+KiIvToAQcHlJXBwky+RpoVKR8cGv7OA46s/JjnvKD0n+3c7MQ5rgz7Rvr1NGeOrtoR8NpcB1aR4L1o1NVdlG9MHi1za25u8PJCZSWuXJFAFKGXCW9Nv7L5QLHCbXzu7uyBU8qvFkmtSDIo5ZgtCQ9/NW794zaoix396kTlNms7K/1tCJmjnlvT/gTBaVp9KFeGPzu+6PfEa1beQ8uP3x486daJHKkVSQOlHGGQ27ae8ZPfnvTLiwqwI7M+m5q6VmGh0GFsqAba1lMob4Zt6wldKad371sAzpwx+EC0raeRWnW09JkzVJGYoOw23Kc2oylkYnZ0Bm3raZLIcL5SQhrrGlNGPj8xY3MDrFKWbJm0ZZHUigjhGDoUFy8iIwNDh7ar2bkTjz6KOXOwZ48kygiulGSXXA2aO6I8sUjR49aWPwKeCTbesWTYN9Iox6yoLas94f3IxIzN1bA7+davlG/MDScnAND0SNKYMQDo3aAmgMtAF78r+4963O/GCgc+e8+ptQelViQqlHLMh/IbZRcGhgff+F+JwlW18cC49+dKrYgQGnXKKSvrWOPtDTc33LqF69fFFkUYin0PuzHZ/433XmzPKof9fXbS8z9JrUg8KOUIg4DPwvNzlX3s8g2/KX8pjr1l6VXwa/zw5aGdOYRuA2213MvlsHRAWA38vHFv1WzZvbv6h44GFRXlOgY6Og6ksYp7oZiYZMi0YNXNapLym8N/WWmDupCNT8Y9uIF7c3lGhyOUcoQhNzdXQlcSn+14AAAfHklEQVTXYi8pJs4YUn3qis3gxvgk33mBnTyEbgNttdzLBbxcvBFWAz9v3Fs1W2qfWMvNzR03DgCOHzfsQBqruBeKiUmGTDsKC0Xfnc/H3f8FgMm/rkwKfoU1td53ESRkMkR2N5d4IMNbZGKSufO062PhvZpunXcY53lyr5u/u9SKCKOxfDkiI7FxI5Yv71i5Zw/++ldMnYrDh8VXRvAnYen347Yss0Vtkt/i4DORlnY2QnmWYd9IoxzT5vS6I54Lp/RqupXW496Blw5RvjFzHBwAoKpKY+WECVAocPw4GnS9OoeQHZP+89Tp936vgn2o8tvT3vNrijU8BG82UMoxYY7+/dchL4V3Z6XJAxYOz97j4OEotSLCyNjbA0BlpcZKd3f4+qKyUuvqHEK2jH/73ktbjxQq3Eff2qvqP634ktluT0ApRxjEXwqa8OTmsWsf7oaauBEvBqt+PJdpwDbCtBRUcA0irStUj3I0pRy1wcSJAJCYaMCBaCmokVpxsWxrM/yZsUW7469bDQysOFo8bOKRb/80yLPk0eGKNG+GExTzOAuDiJ32HgOaoIid8aHUWggR2bCBAexvf9NWv3UrA9iDD4qpiRCSWydvZHYLYsAtyz5X9md10psM+0Ya5ZgYTQ1N8SNWTDn8TiMsE5/aPGX/aqkVESLi6AgAFRXa6tVvBY2PpzezmCoeI/v0ykw45TzFo/Fm9/tCzn9zTGpFAkMpx5Soq6g75vNY2Nl/1aBb6uv/nfTds1IrIsRFnXK0r8Dw9UX//sjPx/nz4okihMWlf3f/rD9OeMxxayoY+Ow9p9b8JrUiIaGUIwxt35hkJFcVueXpA2ZPuLazVOGSueHP8R/P4y1Ar7FuA2213MsFvFy8EVYDP2/cWzVbqtflaBrltLiaPBkAYmO5HkhjFfdCMTHJkPGycejl4Hjws0TfxQ6sYvi7DyU9u01vK8mjwxFKOcLg6elpVFeFF/Nz/KaNKjqYZ+GZt/PIiBVhnRGg11i3gbZa7uUCXi7eCKuBnzfurZottS8FbXHVMrfG8UAaq7gXiolJhoyvTd8BfUOzth2c9K4VGkK2LkmY/YnuVpJHhyOyWyjEAxkudxKW64nZDdNnDqzLyrb2szz4Z7+wQVIrIiQiPR3Dh2PYMKSnazNRKuHvj549cesWvSHUHIhd8PXk/66wQFPimFWhR/+psDQgqDLsG+lXUu4ofz1nPSV0YF3WBfvRjqcTKd90adzcAKC4WIeJnx98fJCfT7tKmwlTf3k++YWf6mAzMXXdUb8n6yrqpFbUKSjlyJqz/07o9VCYR+PNU27T+6li3QN6Sa2IkBR1yinSs04wPBwA/vjD+HoIUZj4r0fPrv2zXNF9wpWfzw+aU5mn9ZFF+UMpRxiMsRT0+Fu/+/1tpjMrSem7IODKXkdPJ6EE0FJQwTWItK6wWzfY2qKmBjU1OlzNnQsAv//O6UC0FNRIrQxdCqq7asyrU67/EHvbovfIggM5A0NLsm7zFtYW1fpQhZqImOaimIh2BQIj8bogIWg5l3/84x9lZWWZmZktVampqS2fMzMzy8rKNFa1/SwTD3/M+2c9rBgQF/j88aPHTfQsyIPwHnr2ZAC7dUuHh9pa1r07A9i1a3I9C/LAy0P2QeVlm8EMUFkPvhZ3Wa8HPT28cl1IyDpl8ycsi2aMRS9DyDplmwKhMZOUI7UEgVFvLsCA2KnvSq2FkBm+vgxgbfosjTzwAAPY5s3iaCLE4+bpvEy7EertCZS7zuk21t03tmYcDUUaKgWBJtbkRWNdY/yw59SbCyQ8uXnK4XekVkTIDBcXACgp0W01ezZw99waYR54jujV51LCadepHo03PeaHnl3H/00VyozkQOwNbTuPpsxIDvT3BQBf/8DkDKVAottAKUcYBJllrimpSR20ICxjUzXsUt/436TvlxpJAN3LEVyDeDcGtKScdq7mzoWlJQ4eRGmpngPRvRwjtRL2Xk5bMm9mDbkcnej1iBMrG/zSrGMv7VDbr1mzRnE3egVsjsJ3jDHGojHLWDdv2iH8wEl0zOMsii8XnXGexIAihdvZjYlSyyHkyoIFDGBRUXoNp01jAPvmGxE0ERLQUNcYF/Q3BjTCIu7RrzXadOwbo5fd6fqXRUcva71d0zyPRhNrXYTcE9cLAsKCShNuWvYr+i1h+PJQqRURckU9ytG5NEfNY48BwM6dRtZDSISltUXYma9iZ35igaawHc8nTnmLy2au4ZF3+v7I8PB5yzbvbh7aNM+o+foHJkftVQGqvVF3ptiEhVKO9Fzak8FCQn1r0lXdAhUpyT5zA6RWRMgYV1eAU8p54AFYW+PwYRQUGF0UIRVT972W8PQ3DbCaGPdh4vDnGusaDWgcHqkM+EA9BfdBgDIyHEB4ZHTgKj+Fwm9VYHRkuBEEU8oRhnLtm/vq5tymJLf7J/VpuHbWeZJ7Rrzn2L78XBnUSq+xbgNttdzLeV8uARFWg7Gj1mqpZTVoR1dubrj3XtTXIypK14E0VnEvFBNTDRkvG+5Vk755+sQbv1bBfuL5yBODHq4uMuA91r4rk9RjnqSVd0Y0d8ZBRkk4lHKEIjc3l0er42/97vvcDFdWdKzPA/7Z+10GufJ2ZVArvca6DbTVci/nd47CIqwGY0et1bJHDwAoLOTi6oknAGDbNl0H0ljFvVBMTDVkvGwMqprw0dykd34oVbgE3/xVNWhGiTKfo0jxkd2mbzyQ4dZ1XEh46j8hPzxnicb4gOWhp/5laWMptSLCFNi1C/PnY9487Nql17amBn36oLgYZ84gKEgEcYSUXNqTYffAfX0ac5TdhjslxvQe7SXDvpFGOdJwZNp7k35YZonGI1PfDTu/kfINwRV3dwDI5/Q1tlu35ocIvvnGmJIIeeAzN8DixLHLtkP9as5h/Pire7VuNy4hssuBPJBhJtdBY11j0si/hWVsaoRl8lOb6M2ehGFcugRfXwwciCtXuJinpWHMGPTsiZwc2NoaWxwhPSVXiq/+5f4RZQllCmdnViq3vpFGOcLAcYFY28WeaW/+qjHfGHuFGhdjWgoqjjc+6wr79AGADrP52lyNHo2RI5Gfj+3bDdBAS0E738p4S0F1R8dlkKvPpf2Jngu6s1IAcnvZgSmND7RhKqOckivF10beH1SaUKxwu75xz/CIEKkVEaaJszPKylBc3LxGRx/ff49FizB8OM6cAYcF6YQ50FDXFD/57elHP5Jb32ganbVuTCLl5J3OLQ0J968+k2fZp3RHjP9DdDOX4Iu/P5RKXLyIwYO5mNfVwccH16/jjz+a914juggy7BtpYk0MLu+90Dg22L/6zCXbgMako5RviE7h4QEAt25xNLexwcsvA8CXXxpNEkFwg1KOMGRlZWmrOv/NMZe/hvVpuJbuGOx6Lr7P+H68XQnVSq+xbgNttdzL+Z2jsAirwdhRu8uyd2+gfcrR7SosTNW9Ow4dQmIiJw3cC8XEhENmuI2hVZJHhyOUcoTB09NTY/nxt34ftGSaW1PBsd73+1w97ObXg7crAVvpNdZtoK2Wezm/cxQWYTUYO2p3Wao/37zJ3ZW/v4d6oPP++5w0cC8UExMOmeE2hlZJHh2OyG6mjwcynK9Uk/jst8Fbl1qhIdH/meAzkVbdrKRWRJgFn36K11/Hq69i7VrujYqKMHAgysuRnIwJE4wnjpARMuwbaZRjLOJmfTpx69NWaIgLfm1i5lbKN4Rg9OsHANevG9TIzQ2rVgHAG28YQRJBcINSjvCo3+w5Oeb1RlgmPL5pcsonUisizIu+fQEgJ8fQdq+8gl69EBendY0OQRgbSjnC0LIOq7as9rjPwrCMTbWwPfHKjkk/RvB2ZbxWtBRUcA2iriscOBAALl3i7kpd6+yMjz8GgNdeQ1WVroa0FLTzraRaCipzZDfTxwP5zFe2LPYsUbhe+9fvQc9PlFoRYY4wBkdHVFWhpATOzgY1bWrCuHFIS8Pq1fjwQyPpI+SCfPrGFmiUIxi5J64XDJ0UVJpw06p/0Z4kyjeEsVAo4O0NgOM2a22xsMBXX8HCAmvX4uxZ4aURhG4o5QiD6rfzbEKIb+15ZbfhFkeTvWcPlVoRYdb4+ACASsWj6YQJeOEF1NcjIgKNhrxDkiA6D6UcATi3Kcn9gUl9GnPOOIf1uhjfe7RXZ7zRvRxxMO0bA35+AKBUcnTVrvbDD9G3L44exfvv070cY7Wiezkakd1MHw+kna88/tbvwz981A7Vx3rfH3R+u52bnVRKiC7E5s2IiMDixdi2jZ+D2FjMmAHGcOQIJk0SVhwhF+hejrmR+Oy3oz580A7Vif7PjL7yX8o3hEgMGQIAFy7wdjB1KlavRlMTFi7E7duC6SII3cguB/JAqkweN+vTyTGvA4gLfo0W3xCiUlCAnj3h5ITSUt4vJKivx/TpSEjA9OnYtw9WtFjZ7KBRjpnQcbFneXm5UM75uTKolV5j3QbaarmXC3i5eCOsBmNHrb2luzs8PVFejuxsLq401lpbY/t2eHiwQ4fwyiv67SWPmmmHzEAbQ6skjw5HKOUYjMbFnrkd3tLIG36uDGql11i3gbZa7uUCXi7eCKvB2FHTYBkUBABnznBxpa3Wywvr1+fY2mLDBvzzn3rsJY+ayYfMEBtDqySPDkdkN+zigZiDx9KrJVdH/JUWexLS88Yb+OQTvP023nuvk5527MDjj4MxREZi6VJBxBGygCbWTJu8Uzfzhk4JKk3Is+xzO+oI5RtCSkaPBoDU1M57evRRbNgAxrB8OX76qfP+CEIrJpFyVOtDFQqFQqEIXc9n6ZswXN57oXHcBHqzJyEXxo8HgGPH0NTUeWcvvIBPP0VTExYvRlRU5/0RhGZMIuUoMwKjGWOMJa30lUaB3jd7CrgOi5aCioPJryvs1w8DBqCoCOnpel1xWVf497/j7bfR0ICFC/Hmm1c7o9ZImHzIDLEx16WgYPJHuS5ErTVknVJTvbHP4tibv1XCngFHe99fVVhl1GMRhAEsWsQA9uWXArr88EMGMIC9/jprahLQMSEBMuzhjTfKiYlQRMQYZBMToZ4+a99MmQF1rvkOa0WfWVMv9rRHFS32JGTH9OkAcOCAgC5Xr8bWrbC2xiefYP58mMiTt4TJYKSUExOhmLXZMJuYiFnp65SMKdelz4qIaUlAoetV4ZHNE2rKjHTjyNUGvdmTkDX33gsLC8TGtr79RgieeQbR0XB1xe7dGD8eFy8K6Jvo6hgj5ajWh+6ex6KXGWSjykoPeXi2L+A7++GQ9CwVwiMZY4wlrcT60JZxT6C/SDdzDH2zZ1ZWllCH5ufKoFZ6jXUbaKvlXi7g5eKNsBqMHTXNlh4eGDsW1dU4cIBfyLRV9e+fdfw4hg/HhQsYN675MTbJo2YOIeNsY2iV5NHhiDFSju/KpMjwu0piIpqny1o+dLBRZiQ35xNf/8DkjNYdcuG78ruADxQKhUKxe147vy0o2rBixYqW8ra31LKystou0G1b1fZzeXn5+ZPnWxZ7/vHE+pY3e+rwkJeX19ZD2/AbqsHT05OHB09Pz3ZnocODk5NTZzRUVlYapMHT05OjB3SIRWeupG4Pwmpod+6Ca6isrNRYVaDekjMqquNFbvvZycnJIA2enp6+vvj661MLF6K8HE88gYceasjJqdV7HXSfRSejqeMseGhoFzLBNbTtE3ho0PEbpVGD+hegnQY5YrS7RNHLsCy69cfmZwDaFt1lo/kjJ4Q9i5Ls4tPOYQwoVrie+XeCgJ4JQniys5mFBbOzYyUlRjrC1q3M0ZEBrEcP9sMP9EyBKWHMHp4noj0krcxI1lnvFxCSnqUC1FNsAX6iiOpA3uncvKFTRpTG02JPwjQYMADTpqG6Gjt2GOkIzzyD9HTMnInCQjz5JO67rzMbWBPyomXNY+tTW9oe4xIIcVJOTIRiFqIZY9GYpeVMfP0Dk6P2qgDV3qhk0W7Z3MXlvRcaxwbTYk/CxFi8GAA2boTRtjYZMAAxMfj2W7i7Y/9+jBiBlSuRn2+koxFioVq/KOphJWOtT211eIxLcMRJOeGRjEWGt/2gySY6cJWfQuG3KjBa2y0bI6J3saduaCmoQeVyWLZmPusKFyyAlxfOnEF0NI/mHNcVKhQIDEzLyMDy5WhqwoYN8PfHmjWoqNAvXijMJ2QcbERfChoS4KfhMS7hkXhiTwg6fxbH3vqdFnsSJswXXzCABQeLc7Rz51h4ePOKUXd39vHHrLhYnCMThqG/b2y+yX5nmX0n7qlzxCQ2vNGPevJxzZo1PJ6KSXz221EfzG9Z7Nlg3WC8p6TIA3kwioelS+HhgaNHL3/2mQgaAgPx/vtpCQkIDUVBAd54A/36sb//vfndPaZ9JU3Zw5o1axR3A93ERCgW4TvGGPsOi4x186Y9wmcx0enMWRwJ/0T9be1I8GsCSiIIsdm4kQHM09N4j65pZP9+ds89zSMeS0v24IPs4EF6qk0udOwbW9dCLotWrgtp3URMPahpLbqrUkDMZJTDg8a6xvjA57kv9tQN3csxqJzu5RjaSn/IxoxBaChyc9FmXRqX5txvDGgsnDEDBw4gNRVPPglLS/zvf7jnHvj64r33kJOjW7LBmFnIdNsY6V5O8xJ7xlhkeMszWwBidm8OCfAT4zEu4bOY6PA4i5rSmuS+CxhQA9uUV34xhiqCEJvMTObgwAC2ZYskx8/NZe+9x/r2bR70WFiwadPYtm0ij7uIVvT2jW0HPe2KjHEjhzEmu3fG8cDQN9+VXi3JHnH/iNJ4erMnYW58/z0WLYKtLaKjMW2aJBKamhAbi02bsHcvqqsBwNYW4eGYOxdz56JnT0lEdVFk+FZQ2QnigUGXNe90bmlIuH/1mTzLPqU7YmjxDWFuvPwyvvwSDg7YvRv33COhkNJS/PILtm9HXBwaGwHA0hKhoZg7F7NnY+hQCaV1FWSYcrrWvRzjLfYUcF8jfq4MaqXXWLeBtlru5XLYBkpYDcaOmgEh+/xzLF6MykrMmYOff9bbXGMV90IdODvj2Wdx6BCuXsWmTZg9G1ZWiI/H//0fAgIwYEDze6+5Lyk1s5DpthEkZDLETFIOl4ekD330m/Pc1sWeuVa3NZrxe4Tx4MGDnfTQ8jk3N5eHh9zcXO5noVKpNFZx1JCSkmKQhtzcXI4eIEQsOHoQVkO7cxdcQ0pKim4NrRfZwgJbt+Kll1Bbi8cfx4svoqZGpVIZpKFjyLho0HYWXl6IiMD27eUpKaqdO7FoEXr1wrVriIzEE0/AwwN+fnVLltT/9BNu3NB1HXScBY/fh3Yh4+iBu4a2fQIPDTp+ozRqUIdM/tt6ym7YxQMug8fjb+8J/OBRe1Qd631/0Pnt9KY1wvzZtAmrVqG2Fn5+2LoV6j2n5UFTE06exMGDiItDQgLabJMNb2+MG4fgYISFITAQ1tbSqTR9ZDixJjtBPNB7WROf/TZ461IrNCT6PR18djO9aY3oKqSl4emnce4cAMyfj7fewsiRUmtqT3090tKQmIgjR5CQgLKy1ipbW4wYgbFjMXw4Ro1CUBBsbaUTaoJQyjEKui9r3KxPw2LeUIDFBb/WycU3BGF61NXh44/x+eeoqIBCgVmzsGIFZsyAhRwn1RsbkZGBY8eQmIijR5GVdddWpZaWGDIEQ4Zg5EgMHYohQ+DnR8MgXcgw5ZjzupyG2oa4Yc8xoAGWcQs3GlVDamqqtK4MaqXXWLeBtlru5QJeLt4Iq8HYUetkyM7s28deeaX5vTcA8/Fhq1ez9HRtDbkXGpXSUhYby9auZYsXs2HDmKVlk1p+yz9razZ0KJs/n739Ntu5kx09ysrKuDqXPGS6bQyt0lgowx5efjnQcDRm8tqy2pOBT03IiaqF7alXfgz+/CFJtBGEjMjPx6ZN2LYNV640lwwejDlzMHMmJk6EndxvcNbUICMDGRk4fRoXL+LiRWRnNz9+3RZ3d3h7w8cHvr7w9sagQRgwAAMGQO+WY+aHDEc5shPEg46X9a7Fnl/9FvSCjG6cEoTENDYiIQE7duB//0NBQXOhrS3GjMH48Zg4EaNGYcAASSVypaamOfecPYuLF3HlCjIzm9eftsPKCh4e8PdHv37w8oKXF/r3R9++6NMHHh6i6xYLGaYc2Q27eNByLv/4xz/KysqO/5aSaTeCAbcs+8R8uqvFLDMzs6zNqLvtOLTt57KysszMTI1V5IE8mJWH+noWF1e4fHlDUBCztLxrxsrdnU2dmvfoo2zzZhYfz3Jz5XsWHTzcuMG2bLn43XfszTfZU0+xoKByLy/Wbkau7T87O+bvz0aOrJ4/v/6FF9gHH7AtW9gXX6hOnGBXrrCaGhOJpiYPMuzh5ZcDDadtJr+890K3eff1abh2yTbALm6foW9a401WVpa/v7+ErgxqpddYt4G2Wu7lK1as+OqrrziqNRIChoy3N+6tjBSy1qqyMiQl4fhxJCXh5EkUFra3c3S8bmfXd+pUeHmhX7/muSoPD3h5iTZj1ZmQ1dXhxg0olbh5Ezk5uHEDWVmVhYUON25oONd2uLnBzQ2enujZE/b2JT4+Lj16oOWfvT169EDPnu0fyOCiVn9cOFdpLJThKEd2gnjQclnPf3PMc+kct6aCdMfgPml73PzdRdNQXl7u5OQkoSuDWuk11m2grZZ7uRz+EgQMGW9v3FsZKWTaqiouXnS8cgXnz+PMGahUUCq1dsw2NujZE+7u6NcP/fvDyQnu7ujVCx4ecHeHqytcXeHiIkhaMlLIqqpw9SqKinD1KgoLkZuLmzdRWAh1Nrp5Ew0N+r0pFOjZE46OcHODiwtcXeHoWN+zp7WbG2xs0KtX8//OzujeHXZ2cHGBnZ3BcdFRpbFQDn9o7ZCdIB6oLyst9jQhZPiXQOihuHi8m9uxn39GTg6uX0dODrKzkZeH3Fz9ba2tm/taV1e4u6N7dzg5wdkZrq6ws4OrK7p3h40NHByaO2z1ZwcH2NgY/8T0k5eH0lLk5iIvD3l5KCxEYSGKipCfj6IiVFWhsBD5+TD0N9rWFi4ucHCArW1zara3h4MD7O2bL4+FBZyd4egIW9tmMxeX5vStvkJ6U7kM/9BkJ4gHCoUiYck2aRd7rlmzZs2aNRK6MqiVXmPdBtpquZfL4S9BwJDx9sa9lZFCpq1KY6HmqNXUoKAA+fm4ehXXr6OiArdvIz8ft26huBgFBSgpQWmpDuW6UGcddc9qZ3ezqKhPQEBzB2xlBScnODrC2rrZTN1Dq8vVODnBygrdusHOrvmzGkdHWFt/tHbt6o8+MlSRtivZ1IT8fFRWIj8f5eUoKMBPP+0JCZlbWoqaGty+jbo65OWhrAwVFaisREkJamt5XpW22NvD1hbOzigtLfbwcHVwaD5RV1cA+OUX6f/Q2iE7QTxQKBRNUEi72FPAPpSfK4Na6TXWbaCtlnu5HFKOsBqMHTUjhUxbFfdCTtTWorQU5eUoKUFeHiorUVqK0lIUF6O6GsXFqKhATQ0qK1FYiPJy1NaiqgqVlair43M4Q1GntLa5Cmj9UZ2xAHVK++WXXxYsWNBqpu7agbvGZLa2sLd//fXXP/nk7u6oe3dYWjZ/traus3F84omIr76KrKtDVRUqKlBXh5oa1Naiqt564w97H3nkkYoKVFejoQGVNZYlTd0rKlBejhs3bri7e9XU4HaFfS107cdwGT6S/6G1Q/q//E5SmVfh2Fuw6V2CIAhzQm49vMnvNubg4Xgj5eqNfefGrpkttRaCIEwNxlBSAgB1dXdtL6oeaQGtg636elRUaG4LoKIC9fXNn6urUVOj4VglJa03fFr8a6RjbcejtzuoRlav1lUrBSY/yiEIgiBMBTlu7UcQBEGYJZRyCIIgCJGglEMQBEGIBKUcgiAIQiQo5RAEQRAiQSmHIAiCEAlKOQRBEIRIUMohCIIgRMJ0U05MhCIipu1PCoVC0baIkA/6gkXhkwuGR4piJw1CREqK2JloyomJUMza3PbHWenrlIwp16XPot98uaE3WBQ+mcAjUhQ7SRAkUtLEzhRTjmp96O55LHpZa0FWesjDs30B39kPh6RnqSTURrSDQ7AofLKAV6QodhIgUKQkip0pphzflUmR4W0LlBnJgf6+AODrH5icoZRGFqEJDsGi8MkCXpGi2EmAQJGSKHammHIIgiAIk8QsUo5fwJ1xoSorPSTAT2o9hA46BovCJ0+4RIpiJwf4RUqi2JlFyvH1D0yO2qsCVHuj7owVCZnSMVgUPnnCJVIUOznAL1JSxY6ZKtHLsCy67U8A0LaIkA/6gkXhkwuGR4piJw1CREqK2NEr2giCIAiRMIuJNYIgCMIUoJRDEARBiASlHIIgCEIkKOUQBEEQIkEphyAIghAJSjkEQRCESFDKIQiCIESCUg5BEAQhEpRyCIIgCJGglEMQBEGIBKUcgiAIQiQo5RAEQRAiQSmHIAREtT5UoVAoxHuVPEGYFFZSCyAIM0K1NwrrlGwlvTiGIDRCLy8gCKGIiVDM2gwAy6LZ3W+nJwgCAKUcghAS1frQRfguiUY5BKEZupdDEARBiASlHIIgCEIkKOUQBEEQIkEphyAIghAJenyAIAiCEAka5RAEQRAiQSmHIAiCEAlKOQRBEIRIUMohCIIgRIJSDkEQBCES/w/BkIEbn6mNCgAAAABJRU5ErkJggg==</ImageFile>
        <plotstore>
          <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="">
            <commandList>
              <string>terminal=pngcairo</string>
              <string>file_name="C:/Users/rasaasaa/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/owytefc1"</string>
              <string>dimensions=[550,438]</string>
              <string>font="Arial"</string>
              <string>font_size=8</string>
              <string>xu_grid=40</string>
              <string>yv_grid=40</string>
              <string>xlabel="f"</string>
              <string>ylabel="Mag"</string>
              <string>zlabel="z"</string>
              <string>zrange=[-5,5]</string>
            </commandList>
            <prambleList>
              <string>"set term pngcairo font ',8' enhanced size 550, 438"</string>
              <string>"set object 1 rectangle from screen -0.1,-0.1 to screen 1.1 ,1.1 fillcolor rgb'#ffffff' behind"</string>
              <string>"set encoding utf8"</string>
              <string>"set border 4095"</string>
              <string>"set grid xtics mxtics"</string>
              <string>"set grid ytics mytics"</string>
              <string>"set logscale x 10"</string>
              <string>"set logscale y 10"</string>
            </prambleList>
            <plotType>plot2D</plotType>
            <titleDefault>SAMPLE PLOT</titleDefault>
            <title />
            <titleState>Disable</titleState>
            <border>Enable</border>
            <borderVal>4095</borderVal>
            <textSize>8</textSize>
            <textSizeState>Disable</textSizeState>
            <textFont>Arial</textFont>
            <contour>Disable</contour>
            <contourType>base</contourType>
            <contourLevels>5</contourLevels>
            <pm3d>Disable</pm3d>
            <pm3dpalette>[blue,red,green]</pm3dpalette>
            <gridXu>40</gridXu>
            <gridYv>40</gridYv>
            <gridState>Custom</gridState>
            <width>550</width>
            <height>438</height>
            <pictureSizeState>Interactive</pictureSizeState>
            <filename>C:/Users/rasaasaa/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/owytefc1</filename>
            <termType>png</termType>
            <mapView>Disable</mapView>
            <xName>f</xName>
            <yName>Mag</yName>
            <zName>z</zName>
            <xNameS>Enable</xNameS>
            <yNameS>Enable</yNameS>
            <zNameS>Enable</zNameS>
            <xMinRange>1</xMinRange>
            <xMaxRange>5</xMaxRange>
            <yMinRange>0.0005</yMinRange>
            <yMaxRange>5</yMaxRange>
            <zMinRange>-5</zMinRange>
            <zMaxRange>5</zMaxRange>
            <xRangeS>Disable</xRangeS>
            <yRangeS>Disable</yRangeS>
            <zRangeS>Interactive</zRangeS>
            <xGrid>Enable</xGrid>
            <yGrid>Enable</yGrid>
            <zGrid>Disable</zGrid>
            <xLogarithmic>Enable</xLogarithmic>
            <yLogarithmic>Enable</yLogarithmic>
            <zLogarithmic>Disable</zLogarithmic>
            <xLogBase>10</xLogBase>
            <yLogBase>10</yLogBase>
            <zLogBase>10</zLogBase>
            <azimuth>60</azimuth>
            <zenith>60</zenith>
            <scalAzimuth>1</scalAzimuth>
            <scalZenith>0</scalZenith>
            <view>Interactive</view>
            <mouseRedirecting>Disable</mouseRedirecting>
            <varNameMouseX>MouseX1</varNameMouseX>
            <varNameMouseY>MouseY1</varNameMouseY>
            <varNameMouseWheel>MouseW1</varNameMouseWheel>
            <viewRedirecting>Disable</viewRedirecting>
            <varNameAzimuth>Azimuth1</varNameAzimuth>
            <varNameZenith>Zenith1</varNameZenith>
            <xRedirecting>Disable</xRedirecting>
            <varNameXmin>MinX1</varNameXmin>
            <varNameXmax>MaxX1</varNameXmax>
            <yRedirecting>Disable</yRedirecting>
            <varNameYmin>MinY1</varNameYmin>
            <varNameYmax>MaxY1</varNameYmax>
            <zRedirecting>Disable</zRedirecting>
            <varNameZmin>MinZ1</varNameZmin>
            <varNameZmax>MaxZ1</varNameZmax>
            <option>border=true;</option>
          </PlotStore>
        </plotstore>
        <input>
          <e type="operand">Draw</e>
        </input>
      </maximaplugin>
    </region>
  </regions>
</worksheet>