﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="1.0.8348.30405"?>
<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
  <settings ppi="144">
    <identity>
      <id>5885cd4b-faeb-43a3-bb96-2f09aa08bd94</id>
      <revision>2</revision>
    </identity>
    <metadata lang="eng">
      <author>NDTM Amarasekera</author>
    </metadata>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <trailingZeros>false</trailingZeros>
      <significantDigitsMode>false</significantDigitsMode>
      <roundingMode>0</roundingMode>
      <approximateEqualAccuracy>0</approximateEqualAccuracy>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="false" viewMode="2" printGrid="false" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="9" orientation="Portrait" width="827" height="1169" />
      <margins left="50" right="30" top="49" bottom="49" />
      <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="1.0.8348.30405" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="MathRegion" version="1.11.8348.30405" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="PictureRegion" version="1.10.8348.30405" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="Custom Functions" version="1.1.8051.30522" guid="18dadffd-79a3-4cf9-aee1-d66deb0ea720" />
      <assembly name="SpecialFunctions" version="1.12.8348.30405" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="TextRegion" version="1.11.8348.30405" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
    </dependencies>
  </settings>
  <regions type="content">
    <region left="378" top="18" width="176" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Trebuchet MS" fontSize="10">
        <content>
          <p>Based on overlord example</p>
        </content>
      </text>
    </region>
    <region left="9" top="36" width="345" height="230" border="true" color="#000000">
      <picture>
        <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAAasAAAEaCAYAAACvh3i9AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAADtGSURBVHhe7Z1PiCTHvefrqKMPwvZJ0uWBD8tDF4N4Y49VixvX6aHbs2AtBPvwys8FUkPjnYPBmH3sYGw8fTBW89RYR9sXi5IPz1CH9mXRbdU6CdRg9Z7cptuWjegRY80oNn6REfmLX2REZOSfnqyu/n7gy3RVRkV+8xeR8a3MrumaqQH8+c9/Vg8ePLCPxoP6pL6vAnhm4FkCzww8S+CZmcozwmok4FkCzww8S+CZgWdJznPnsPrwww/VvXv31Msvv6S++tVb6mtf+6p6/vnbo4r6pL5j24YKnlnwLAXPLHiWgmfWGJ4pP+7evavef/99mywVo4XV3bv/W33pS/+gXnvtX9Wbb/5EHR39GoIgCII6ifLjzp1/M3ly587/VJ988onJmFHCijp85ZVv6U4/0I/+HwRBEAQN1t27d9QLL/yz/nmEsDo6OtKXbv+kf4rvDIIgCIL66uWX/0Vfbf1ieFhR6r311n/on+I7giAIgqC+evfd/1TPPvuPw8PqmWeeUh9++H/0T/EdQRAEQVBf0a+XnnjiieFhNZtRs/hOrrd+rfb0sS0OEcTbI4wpBDW1+ecF5cyNC6vDxcx4JuUHZ5oBJH/hPk8Pv6Zme78Wzw3R0R7XwGjxo2i77dOAMT36dnGtyufYFev0R2phfHxbHcW2XxtV4zabfU0dnsa2X70e55g+/vmDsNpo0YK9cYNjFsTYwlJNpr2j8PkeSu4DahXVrkOwb8QcM4G1DeNN58B0YeX0OMd08L62ZuwRVhsXVrGrKifyO8rVVccFF/KEsJpQCKvOQlhJkmEVuQVRX96GJ7x5t2+3me1f0xNTFtks1n6bgYOQmwj5y3B3S0Jv0z7ZT/NE6uTZ1CtzMg69IqrHI1Swz0a79HaqjTjGDgu5X2N6nXhcHyfXulYY2IV+8mNKKtiXDStzW9Zrl7rizc2xTnMjq9D31/S89PZr6vNtdSg8h/Os7djL57ysjbdfbyxKjj2s8eLwR9pD5vxIqqU+JePuKTem2X3V85SPNbkeWqX31e5Znk+eMu2Sx5VdE8rnRsk6nxK1v9orK3uiCDONd6d0sPLAqsnMrzMTNxjQajKXHWhM+UlXKdemGuS0x86e28LITpjBtwIb9Q+2hfswzzUnXjVGNOESfRUorK+pT3gy7cn+qe6xMSn1kx3Ttn3Z+ohxyoxLal+d50ZKdt8xj/Vz9UKTnqukkjoXzflwO+3bG9PYvuOv82vhFsSOYVVSH63SOUZKzp/isfCPy7ZJzNlBc5UU219CyX3ZY2hbE9rmRsk6nxN52ICw8ia1J784VSHi6rt45yaCU3ayaE+NAfSOq6vn5gkayJ4MfY+3VsvJkfQWhEhJ/Vol5kdzMpNidYztt9RP25hm92VO0sgYJWqa2tdY8zk2Lg0VnoMldaY2bXM+9E818D2WHPuhfsfdDKX4/MipqD5aJcfulBrTMcfCadBcJcX2l1BqX/R8yZrQNjdI5jWB51jfMVHbjQirhqiNNzFjJ8FQ5SaCU9tkyQ1OZ8/mmDMTy9RyhDpk6l86MUkl9SuR6ye1j9L9lvrJvb51X6na0fPBa0mpfY01n8daIIuOXavPnG9d1CJ6nGFVeuxt28YaC1+pfRV73rCwaojaFI7p1YeVvXyvD8IuuOIgjOGgoGGRY23CvjsqNTi+cm1aB6erZ3PMmYGL9tdDoc/WbfFFoqR+RXJzIrIPqrHYh6lB+qQq8ZNqV7Qv+5xcKNJjmvRk+hlhPtvaha+hY6k9hucSKRjn0jq3zXmzgPnzx42tX6+CY48t/FTLvrcBc/UpPXan5JiWjEU4xq4+ifNx0FwlhWNv9xfrMztXC9aEtrkRHffQX0Z0fFccVnbi0YBY7e1Vha2N20KHCgc97IcULW5GsT6c3P7a21QTzj1nPIhj4OJ39dyYhJ7MyRqcwJ3kToyG5GSpFgUp31Nsu9EAb+aEjp2wDc/VL6z9/ZX4KRn3tn3VfWifxq/X1q9P0b4S7XJzI6nYuLpjF9vs4hKbq611Lp/z4XiYX7p7Y0EqOfawxtUv46ufw7Uhq1x9otubc6x0TFv3FekrXA+L9lXg2Skcj7Y56OS3y68JhXOjcJ1PidpeeVhBHWQGVIZHpeAdGQRdE5kFMVhAIairWsOKNrQJYTWuYldXOOGh66rc3QIIKhXlzPn5ubq8vIznECVZmxBWEAQ5NW4t4U0WNIJoLp2dnamLi4t4DulWrSCsIAiCoKsU5QyFEl1FxUBYQRAEQZMLYQVBEARtvBBWEARB0MbrMYZV9dFrfCoI6ifMn+FCDaEhmnb+3Miw8v+zYcpPSRvocWpTF9rKV/0fbqNtNkUDauj+Q2fiLy34wrkzXJtZwxsTVi0y/yM79p9hr070v7LbCl/SBrrpopP4OoTVQFFgFYSVE86d4XosNZxg7e0jhBXCChoshFVMOHeGC2HFeixh1XZJ628X6vyfCd0tmbI+BodV5O9z1QuW/3ewPA/UX7YtqcMXkrHajp23t35BWqsK61xyXAVtSm6JyP+IGn7hX/mx8/g4Ncch/E+vfb4UUMz5xt8adPssqLM3B6k2wr8XLO01LNiXDavw+FN/Aix37pTUuVWFxz7KvrTa+hltTD1Fa1gfN++/3pd33CX7kh49ZdqlxjS7HnY4B1Oi9o/tyipaeCdzoP0mka9RvkTNU7KNXWTFiWqe4+Lzn0iyA2UnkuyTtskBo+19TqgxvjyvVO37KjmubseeGotq8QyOieodPeHSxx6rRbzv8Bio3/KTzik8HtN36LlwPld102oZy1QNSa37qt9YeMdvF6hYYGXHq6XOXZQ79pJ9VY9tH4HccZV6HnNMScnxiq2X9s2E365oXx3W3qSfgvWQ1HYO5kT9b1dYmWJIdZ4InlJt6PnYCSomp5s89oR2Axd+V0816aXnWN9tKjl2atOYUIWTxVfJvkqOq8uxp8aicUxa1DYWVrljjx2Tk3vdWN+zZCTmfLyPkjqTSuYyKdeudV9m8Ymco4k5lBuvcD9OqbHPqesxOXXZV3E/I44pKXlssfUyMg5F++qw9qb80POxeor1UIv8iHYd1h/yvjVhRf2HC1Run1k/Vqk29Hz74NBktbek9HOmr71vtx+nWRS6LX7Ud8mxD5ksTqX7aqjkuDJtUvtoHJNWeJKQ2o491k+oUcNKyx1TzG+XOhfVXyv3+tZ9peYKPR+8lpTaV0mduyh37GPtq0s/zs/QMc1uKwir4n0hrJpKFp4UFsw8zrSPiAoh2lMhMn1k/Vgl20SL3Fy0jvaq75kxA2T9iAlkngsmSo/gLj32IZPFqWhfJcfV8dhTY2FOCP8Y7NwJT9TWY4/5MWPKr0suQD3DqvYaeX2X+Vwyl0mpduVjGtZV1sdX9txpqXMXZY99rH116WekMSWljy3Yt9unN5+L9xWec7av2H6zY1qwHraegxmR9ysNK3NyUxEjCgeZCpHb3qp6kjj1+xK1Us+hX1I4kFVfbiJUEyw2gUKNf+zVvt1240HsOzwRMyqoc9FxFbTpOxbyC//Kjz22v3BM6YQTbfS+XP+dx03L9Bc7YQvqHJuD/nZSUQ1b9lX3oX2Gx+/Xp3S8SurcppJjJ42xL1KXfoaMad8aNr7UtuQ8tcqtvaV+8uvh8PWH2j22KysIelwyJ1hwQkIQdH2FsIK2UvTOts+7ZwiCNlMIK2gr1LhVgasqCNoqIawgCIKgjdcoYfXMM0+pDz/ELRcIgiBofH3yyQfqiSeeGB5WL7zwz+qtt/5D/xTfEQRBEAT11bvv/qd69tl/HB5WR0dH6vnn/0n/FN8RBEEQBPXVK698S73++s/zYUUbS/Sd7/wP9eqr/91crsV2BkEQBEFd9Ytf/ER9/ev/1eTM2dmZuri4aOQPaUYpVqp///f/pb70pX9Qr732r+oHP3gNgiAIgnrpzp1/U88++1/USy/9N/W3v/3NZMz5+bm6vLxsZA+p6Dagz4cffqju3bund/YD9b3vfU99//vfNz+PKeqT+o5tGyp4ZsGzFDyz4FkKnlljeb5796569913bbJU0BUUBVOMzmHlk+t4CNQn9X0VwDMDzxJ4ZuBZAs/MVJ4RViMBzxJ4ZuBZAs8MPEtynhFWIwHPEnhm4FkCzww8S3KeW8PK/X4qJtzHZcGzFDyz4Flq0z3TmheCsGI2Mqzo/1c988wz0QEl4URhwbMUPLPgWWrTPdOaR2ufD8KK2diwev755+2jJhhABp4l8MzAs2TTPdOah7BKM5VnhNVIwLMEnhl4lmy6Z4RVnqk8I6wsH330kXrrrbfUm2++aZ9ph9rT64ipBnAI8CyBZ+Yme0ZY5ZnKM8LK4o61+jqUdn784x+rl19+2T7CpAuBZ2a9u6P2j1Fnx6Z7RljlmcrzgLA6Uku9sO+uxyvG6eGi+mI9pz05YcYgVYwuYUV/xePJJ5+0jyq2etId7Zm6dBmOyT1bzJxaHNpHecb2fLRXzWM6R7p47sKm1LkLm+4ZYZVnKs/9w+r0UM3tiTgG9DXls9mejkBbjON9tei4QJaQKkaXsKI/E3Lnzh37qGKqARxCsecOYVWNo69qTMeia51NYDzWsDqta+DqtdVzoweb7hlhlWcqz/3DyixgS7W+wmLQSb+JYfXcc8+pd955xz6qiA2ge2ft1PdYcgM4hJjnIfjBsCmeaQ4tDk/tozzDPB+pPTPOCxXurtSzDPqykN+UOndh0z0jrPJM5blHWLmTMiZ7gumrLroqcs+LRdq+SxftA8jsaqm3Z98Ru3ew3d65p4pRGlbvvfee+vznP28fMXIAbY18/+a4mwtZCddl0lFYuWCY2nPjlrIn55HfTOg5ZO8UcLvSeeXOh3T7Vs/unOjxbua6zA2fTfeMsMozlefeV1ZmMViu0sWgEzAVNibMmie3WGDm+/bZFOE7Wb79klf8arA0rKgdXVmFlAygWRyv0YIULvgp6+EVpK++V5MpSurM0BxpeYPgvXlarrjO7b/rag8pR95zgccMU82NIWy6Z4RVnqk89w4rWqDm+8fpYgRhdbjgE9J/Bx7j5GBHLwLz3idwjlQxSsOKbv9dVVjpkun9ay2UXsDsz/q54/2H1c9a9PJUO/0eQLRro3zSVQtzW5/+uOYm3RDKPWsSb4p8qkCu5qb0XBIi9g2Snue5ZjnPtP/S25QO/ZJ6/Od2vOlUq+eFFnXpt9M2k+1idKpzRzZibmRAWOWZyrOermnSYVUtXv470QZ+WNHPun212LUvAtSnuQ1YsuJ2JFWM0rCiTwLSn2MJaR1AU4OCd9D6kM1CohcUogqjh+rg5EEdRraMkXbV4iPaZWj1XHM9w6r96ijvmYKoaAqaUExfZeU8u32IuwIFO3VjPN//q3pw8rAOI3qlCSMdUH47UwZ9mKl2IV3q3JVNmBs5EFZ5pvKsp22aZFiZk3Nh/u9Ishh1WFXhtNBniVkU6ufTUJ/H+/OWk3aa31l1DStzNaX7JBUtfLqNv4DQu2OzIJFnu9iYbiLt6rL67TKkPDe5nmFlat9i2g+k0LN/N6CMqk7hm5Kc5zqkvHPCPNfi24SQDpvK86fmzUr9Ev2vmxuunSPVLqRLnbsS1nksxvKMsMozlefsypwMK3OVsKdWuWLYUHK3Ocy7XH2W+ItDigcP1ub/cOXbhQvD4/md1bArq4LAChYQhJWk3HO16Ds/UcybrrhnN1/74eZiNTfTnt0cbr7hOly03b6sQqjyjLAixvKMsMozlefsypwKK3d7xe/YnJzeu8MqrBb65LAnnX0sfodgFwuxKOjndui55co+MS6pYpSGFf15pc997nP2EVM0gDbAswQLCMJKMshz+IbBPnZh4TxXV8P5sCjDhVb6L1iY7Y3Ckvf8VR3CqslYnhFWeabyPKMNKa3Xa3X79u3ItrXaNSe5p921bLPelc+fHJgQ2jk4ke0ifb36u0t1fn4etBtH1O/l5WXjeXestP9wW6hYG+qz1bOpya65sotuJ60fqdnOw/rxwY4Oq3t/qTyfPNQ1fFS9PtJu5+Dv1WO/XUZFno2qMaL/AB7fXmm9y+ObqvNQlXt+YD+o48+tHfO7P7Fdz89Gu50D0c9Q5TxX+w7nBNU7P09ODj7T3j+1dX6g2yseH29uuHbV6z5NtgvVpc5dtQlzIydaB2g98J/bdM8xbZvnGSVZSm+//ba6detWdBvp7OxMXVxcRLcNEfVJfce2DVXKsztWWqzCbaFibYTn1dK0oQ+g1G2O983/46FPUNbPxbTSgzK/Xz/en+t3ej89rzwf39d9PDC3X2Pt6ArMPPbbZZSts/VbL+CB/OPYn8fb0Cc66YpC9DtQY84N+hCPfxypuTFUbZ5N/Zar5OOYzCdElx9bzx8rfSg837y54dpVr0u3CzVmnUNNVedS0TpA64H/3KZ7jmnbPOupmyZ1G9BBHVDijQ31SX1fBSnPpbcBiVibhmd3i9NT9vcnmqM96ptFzen2nnms3x2723t+m0Y7uuXjtcvtcoo6D2VMz3QLzr8D182z+31Tidr+kG3QV8ut4nqsjfQVrb0NSI/NS+n2Xr2dRYeaaidvet3suYHbgHmm8qynaRqEVZwvfvGL6o9//KN9VDHVAA7hpno2v3PV4+yLQgt1Zm6yZ4RVnqk8I6wsXcKKPg1Inwr0mWoAhwDPEnhmbrJnhFWeqTwjrCwIq3GBZwaeJZvuGWGVZyrPCCsLwmpc4JmBZ8mme0ZY5ZnKM8LK0iWsYpN5qgEcAjxL4Jm5yZ4RVnmm8oywsiCsxgWeGXiWbLpnhFWeqTwjrCwIq3GBZwaeJZvuGWGVZyrPCCtLl7B64YUX1FtvvWUfVUw1gEOAZwk8MzfZM8Iqz1SeEVaWLmH18ssvqzfffNM+qphqAIcAzxJ4Zm6yZ4RVnqk8I6wsCKtxgWcGniWb7hlhlWcqzwgrC8JqXOCZgWfJpntGWOWZyjPCytIlrO7cuaPu3r1rH1VMNYBDKPYcfrVGAZN77sHGejZ/ZzL+lSGoMzOWZ4RVnqk8I6wsXcLqBz/4gZFP6Dn29+dIXRZ8x+R17hBW1fc3+Rrje6GY7nOj/I/ETl7nFKb+mxNWbm5n50P9XWFWXuONrbMFYZVnKs8IK8uVhFWfZIpwXepsvrTQhsEmeHaLattfu3dsap3NcSRCdmzP9OWiNLd/8pOfNDxXX0pJ2lOL4C/W+1Tt/HCt3jBszhdz5kFY5ZnKM8LKgrAazkZ9U7C5ddbtqm4qz/T7z3fffdc+8oh8zUwt96bAfncaiaZbeGVbOgVdSNGfEqN///SnP2U9h1+v0oq50pLfyDw2xXOjBYRVnqk8I6wsXcKKFhf6kIVP6LlPWOnzWe9fa8HfO0TfT2W+QM8+pi5T7cxXmHvt2mirs7syaVv4+B13Ux1L0Erp3CBPXfdNX0yoLeurBllHXYb6MXXpat7WzpHyTPOIwoHmEoVFCv9NQEg1n9d8q9M/6MzvuhxhSDkfbXUeO6z8uVvXVf9LL6if121K2w0BYZVnKs96aNMgrOIUh5XuS6jk7HYnHX2JoqZaGB+ar2N3J6rpJdpOLyJ6YRLtMpTXubqN02Z/c66syC8t0vL3VW23A6nf9W5VO3Osrsa0GGpMGNl6uzcMbe2I0LMfUuEfRI6RCwZT55MDcwUWO75U0KVCytFW525hVXgbUG/W3co6BjU2XSTa0df1m28/du16grDKM5VnPaxpEFZxSsIqhrlF03aG00lpT0KCTkT6unrj2Z6kpodIu/odpd8uQ3mdr2dY0e9VuN5ywYxB/VJYhXV0LzFvArywKmlHOM9dQ8qgO8tdHZk6a9Op32mlrvC/8Y1vGC+//e1v7TOStjoXhZW5mrJvFrzGxnNsbtg61iNGbwi8OtIbMlOHRLvK88fcricIqzxTedbDmgZhFeeXv/yl+uY3v2kfVRR5NgtPy+9R9EaEVZryOusFsrGA6+NILOoE9XtVYfX5z39efeUrXykPKYdZ8NNzhjyfHOyIMPChsEoFtJvzscW5rc59rqycx+TcsHV03SKshrFtnvWwpkFYxYnVpcgzwmowZZ4TV1Et9ad+ryqs6AMUdEVFVzN0hVWKuTKqd9SEPB/sxIJZUzLfNG4++4t0W527hRVBY1JdISbnhq2j6xZhNYxt8zyjjSm9/fbb6tatW9FtpLOzM3VxcRHdNkTUJ/Ud2zZUKc/uWCmswm2hYnUp8kyf3Jrvx7c50T33+f368f5cnzw/Pa88H99X89kDtUq0o1Azj/12GZXXeaWWui7LVWwba7WcaQ/H5uep5wZ5adT6eF/NM/WnflffDev4UO0fV9vNB12WH5uf9VAWtSP5nim0XnzxRfXUU0+pn/3sZ3WblMxxLFfec9VYuOfOzn6jvkuPw/GxnxJsGzNfbl6Tfv/732frvD/v1rc/h5JzI5i3VGOu48f69bbGiXZVnf/K7ez2rqLjp1r4zyU9D1TpfO6jbfM8oxRLab1eq9u3b0e3kc7Pz9Xl5WV02xBRn9R3bNtQpTy7Y6UTPNwWKlYX4Zl+h6D7oV/41m1ODtSOfm7n4ISfi2n9SM12HtaPD3b0onjvL5Xnk4e6j0dqnWi3c/D36rHfLqPyOq/Vbng8Ea13+fimnxuVZ653+Lgp6vd3r4Z1/Mx8uIUenxx8pma7n5qf6QqspB0p5vmDDz5QL730knr66afVG2+8IbYJ2XlD88nJP4bz/3tPfX32qlo32u3UfrqK5vevfvWrbJ3pai4+H6o6z3bX4nlz9bdzYH5Ozo1g3lKNuY6f6n5tjRPtqjr/jdvZ7V1F5zbVwH8u6Xmgyudzd22bZ33BnCZ2u8uH0o46GRvqk/q+ClKe3bHSid4GvTt+9tln7aOKhmdzC8ZfPEpuo+mTTu/eiW5l0O0981ifjO72h9+m0Y5um3jtcrdDsnWO+Pfl32IzHxyJtKEFc8jtmBid5kZ4DC0D4D66bkS3WL060kvN7T2/DSnXjrZpcp7pd1h0ezC87VSKuYLSITA2Mc90m1eOLyssbWNOeLcpqV/q3yesLfVXnw+2jnR7z2/TaKffvLnbgG5bH3AbMM9UnvWQpkFYxaEFhn734DPVAA4BniXX0fPx/txcxXSFPq4uwiTQ97///RtbZ4RVnqk8I6wsCKtxgWfmSjzHrnz7XkpEuMl1RljlmcozwsqCsBoXeGbgWbLpnhFWeabyjLCydAmrTz75RD3xxBP2UcVUAzgEeJbAM3OTPSOs8kzlGWFl6RJWRNhuqgEcAjxL4Jm5yZ4RVnmm8oywspSG1fvvv6+ee+459a1vfcs+UzHVAA4BniXwzNxkzwirPFN5RlhZSsKKvh2YPrL+zjvv2GeYqQZwCPAsgWfmJntGWOWZyjPCytIWVl/+8pfNdvp9VYypBnAI8CyBZ+Yme0ZY5ZnKM8LK0hZWFFJ37twxtwDpVmDIVAM4BHiWwDNzkz0jrPJM5RlhZWkLKwfdAqRbgT/84Q/tMxVTDeAQ4FkCz8xN9oywyjOVZ4SVpTSsCLrKCttNNYBDgGcJPDM32TPCKs9UnhFWlq5hhf9nlQeeGXiWbLpnhFWeqTwjrCxdwurG/QWLo+obX7v8NZ/JPffg2ns2f4Ip/a3CXbjJdUZY5ZnKM8LKcpVhJf9adffFZPI6dwir5l9gb//yvy50mhvu7+dljdtvsa21O6pfopPnjoi5YcZpc8LKfHGkrmlYfuE5/BuHA/6+4Vh1RljlmcozwspyJWHlTsTMN72WcF3qbELZHuuknm24khYLvWCmFkDbzv92Y/pOrqHjFTJ2nX38Ord9q3AX2jzTOUBfbUJ/vT2E35zt6frnwkp+3T1Bb3ZSX8Pfxlh1RljlmcozwsrSJayKvs9K0/2rv+NclzpvztfaM2YBLxyEyvPaLKBjjJtjjDp/9NFHJhjC/5BuPJ8cNP8Cu5MLLy/A6djCK+DweFOeXUjRm7WSr+ePnQNVnfXcIE+NcKUA63c1PkadCYRVnqk8I6wsXcIqVpeGZzoRO654+iV6/1oL74vm9HPma9LtY+oy1U5fyIl2bbTV2d3GSS1oji5fyjeUrnPjKsLK1VxftJl/SdRe76p+TC937XZ2Psu2y+FCisKB/g3/U7o/n/03C3G8W57+AUZ+1xXWuWtIOXJhlRqb3Js8f47X9df/UiHr53Wb0nYxEFZ5pvKshywNwipOSVi5hUMs5CW3aNzJpMOHqBa8h+Zrut0JaE6jaDt9ousFR7TLUF7napFLLSCObbiyKr0N6N4wmK7dWNBiqDFhZMfFtVuutOdMu5AwpOhxDL/OrVfyJpTigRYGnavze++91yukHN2vrKrXZENXb9JNZB31Y/qa/T+vHpifzcsT7fwxi+0GYZVnKs96uNIgrOIUhxX9vkSvRm7am+BqWwjpJLInF0En2Hz/r5Vne/KZ/iLt6q79dhnK67ztYeVdcRR+wIJCKKy3W/jMmwUvrHYO/l55zrRzlIaUo66zCaKWD1ckwoEI6+Tq/OKLL6onn3yyV1AR2bBydXcNbJjSOJSElevWvCHQqjxXX2tvXp5o56jbBSCs8kzleUYbUlqv1+r27dvRbaTz83N1eXkZ3TZE1Cf1Hds2VCnP7ljpRAm3hXrjjTfUSy+9JJ4LPR/s0Em3Y66I/Hbr3eZzQutHarbzsH58sKPD6t5fKs8nD9XO7JFaJ9rRomge++0yKq/zWu3qutA71/j2SnRVsnNwYn7elLlxogtDX/se2xaK+v3dq1VgtdVuvRvW+7N6XE8OPtP7/LRu9/Wf3688Z9o5ffGLXzTz8IMPPhDPp1TXWe+ozXeuFrTNjR3JrzN5ofn+9NNPm7nv2pSIzoNw3tSezeNqblVvFKr548+jqIL5TTWmOlae/6b7szVOtKv6+ZTb2e1OVH9aD/znpOfx5Nd5bG2b5xklWUpvv/22unXrVnQb6ezsTF1cXES3DRH1SX3Htg1VyrM7Vjphwm2hfvazn5l3nP5zoefVUp98833RhrQ/n5lbQuHzteg2xvx+/Xh/rt/p/fS88nx8X81nD9Qq0Y6uwMxjv11G5XVeqaWuS9a3Fh3zfP/Y/Lwpc+NYF2a2XEW3hXKe/eNIabUM6/1Q7R9X28zvGJcfe+0+qjxn2jn94Q9/UN/73vfUU089Zf6lx/72UM6zOc7IfPNFcy/a5nhf+1qK+RKrM32wiOY9eaNzwN+WUmy+O8/+c75az5FgflONqY6V57/quWprnGhX9fMxt7PbnWgdoPXAf67Nc1/F6jyWts2zvhBOg9uAceiWCN3H92l4plsukdsyh4u2WzX6hMJtwCTlniu6f8DigTmOttfQLaWruA3o6Po7q6bn4BabexyOo5mnzbHN1dn/sEV4uywkfxswAvlJ3KqssXWsj0zXELcBm2ybZz1caRBWce7du6dee+01+6gi5jn8HVX4OIo+RxBWaco9V+TCyoyHXr3cVurX3CqLvMkIoYXvKsPKEYZW8tOA3u97nMTvfcx2fayNdvFjLakzhdaoYUVBVVD7VAhVnhFWjm3zrIcrDcIqDi0aJJ+UZzpZeWHI//8RczLp3TvRiUQhZB7vflqffH6bRjs6Gb12uRM/W+fI4ufLXwjlMfraye6/D0Vzwyx6MT9awcppwky0afdMi5xuWoneMHj1pu5NCPltSPP76Xbem44ULrSi/88qMp8bUE3a3ih5FNU5QfUmIC467tpzY5zagyqsLfVXnzc7D3XfVVj5bRrtbL1dO9rmg7DKM5VnPVRpEFZxuoTVGGxTnYcCz5JSz11uhxLOM81zGShS4XlQwqbXGWGVZyrPCCsLwmpc4JmZ1HPsCrkgtG5ynRFWeabyjLCydAmrV155Rb3++uv2UcVUAzgEeJbAM3OTPSOs8kzlGWFl6RJW9Emo8D9JTjWAQ4BnCTwzN9kzwirPVJ4RVhaE1bjAMwPPkk33jLDKM5VnhJWlS1h985vfVL/85S/to4qpBnAI8CyBZ+Yme0ZY5ZnKM8LK0iWsYpN5qgEcAjxL4Jm5yZ4RVnmm8oywsiCsxgWeGXiWbLpnhFWeqTwjrCwIq3GBZwaeJZvuGWGVZyrPCCtLl7CibwmmP+rpM9UADgGeJfDM3GTPCKs8U3lGWFm6hBX9nTb6u2g+Uw3gEOBZAs/MTfaMsMozlWeElQVhNS7wzMCzZNM9I6zyTOUZYWVBWI3LtfZs/8Bqhz+llwV1lmy6Z4RVnqk8I6wsXcIq1ibmWf716YKvPkhw/evM36WU/bryAh6LZ4TVjfaMsMozlWeElWXssDJ/5dr/SgazAOa/IiTFdaiz/11WRMxz2KYPY3oOuQ51DoFnZizPCKs8U3lGWFnGDSu6kmheSfVdrK9DnRFWaeBZsumeEVZ5pvKMsLKUhhV9Cd7nPvc5+4iRnvuFlf/lcLpp9bN+7nj/YfWzFt2aSrXzv5iu5BZWSZ0bX04YfIFf88sLPe0c2FYV7vjbv5CSbxvWsgfke+Z+qlpT/669aW5v5xnlfNu+j/fn/JxWrobhcS8ODyNjnj6OsUjN56GUzI2+bLpnhFWeqTzrZS0NwqoJfbCCPmAREno2i5lYmGjhKrgNqBuQBQofogqjh+rg5IHus9pm+oi2q74ZWLTL0FbnavGXnmPPEWEQx+pch4lXFxM4jTo1Q92004HT8Gy+r2mhFnY7P1d5bI6Dh9eOYM+Vh/TLKKj8GrhQ8sOKj8P37I5jLGJ1HoNGnUdk0z0jrPJM5XlGG1N6++231a1bt6LbSGdnZ+ri4iK6bYioT+o7tm2oUp7dsdJiGm7zRf8Z+Kmnnmo8H/O8P6cFjDXfPxbbo1o9MF+B7h7rN/vq+Z+eV56P76v57IFaJdrN9/9aPfbbZZSt8/G+7mMZ7WO1bB5L+FysztRmtlyJ58L9mKubsI0Vvf67q8CzeX2kX3/7fD+6LdwXe16ppe5zuWq+hmRel+jTye87rDMdR6rvrorVeQxl58ZAbbpnWgdoPfCfQ51ZU3meUYqltF6v1e3bt6PbSOfn5+ry8jK6bYioT+o7tm2oUp7dsVKohNt8ffDBB+rpp59uPB96Xu/qBXR37bVZq93ZjrlC4uciWj9Ss52H9eODHR1C9/5SeT55qHZmj9Q60W7n4O/VY79dRrk6n+gOpX9P611zi89/jo535+Ckfhyrc9jG6ORAe92tvZq62XCP6es/f196Nq/P1dWru2mr+7HHlfZMr5mp3bXfj1TDZ6QeYnugRh16KlbnMZSbG0O16Z5pHaD1wH8OdWZN5Xlmr7Ci4DZgk3feeUc999xz9hEjPdMtoJ4fsDjSl7sL+7PmUP9MV0zGs37pwt3ei7Sr7y757TLk6py9fUa/CwpuZZXeBmwcf3ArztwqTO1X0/BsbwPmykp9Upd0TIuFu4XXHCP2nL8NGMP4ThxHrs5DidV5DG6yZ9wGzDOVZ4SVpTSsfvvb35q/DRgiPdNi5/9Oo8IsltckrMIQ8YmFTvhcrM6x1zX20/IR/4bngrCq6m4/AHFE7XUQ6cfh8bHn7mHVeI13HNk6DyRW5zG4yZ4RVnmm8oywspSG1enpqXryySftIyb03FyYm+/ko+hzZCPCSuNfHdQkwsRciXlXW/S7InPLzXt9UVhpzH6DKzc6GgoDun0mPBeEVeWZ+zT9B94Inhu5sKq2NY4jUhd3HLLOidf3hD2PS9vcGMKme0ZY5ZnKM8LKUhpWRGwyNz1Xi5JZFK3aFii93ul2LGpOIWQe735ah5DfptGOPh3otcvtsqTO8mPmpHQwhG0pWCqCWtjQMAFXPy/7rQPFE9Wv9mxCqtnGqJEyQUDY8BLjofszH9RIiNs2x7VSvC6p4xiL1HweSsnc6Mume0ZY5ZnKs17O0iCs4rz++uvqlVdesY8qphrAIcCzBJ6Zm+wZYZVnKs8IK0uXsPrjH/+ovvCFL6hPPvnEPoNJFwLPDDxLNt0zwirPVJ4RVpYuYUWsViv1wgsv1IE11QAOAZ4l8MzcZM8IqzxTeUZYWbqGFeF/W/BUAzgEeJbAM3OTPSOs8kzlGWFl6RNWPlMN4BDgWQLPzE32jLDKM5VnhJUH/d2/8EsVS5nK8xDgWQLPzE32jLDKM5Xn1rCi/wBL/8ZEfz+L/ixJbNsQUZ/Ud2zbUMEzC56l4Jl1kz27Nc8HYcVsZFjRVQa9y0iJ/uAj/R2t2LYhoj6p79i2oYJnFjxLwTPrpnsO77AgrJiNDKs2MIAMPEvgmYFnCTwz8CzJeUZYjQQ8S+CZgWcJPDPwLMl5RliNBDxL4JmBZwk8M/AsyXlGWI0EPEvgmYFnCTwz8CzJeUZYjQQ8S+CZgWcJPDPwLMl5RliNBDxL4JmBZwk8M/AsyXlGWI0EPEvgmYFnCTwz8CzJeUZYjQQ8S+CZgWcJPDPwLMl5ntGGvjo/P1eXl5fRbUNEfVLfsW1DBc8seJaCZxY8S8EzayrPM0qyvjo7O1MXFxfRbUNEfVLfsW1DBc8seJaCZxY8S8EzayrPuA04EvAsgWcGniXwzMCzJOcZYTUS8CyBZwaeJfDMwLMk5xlhNRLwLIFnBp4l8MzAsyTnGWE1EvAsgWcGniXwzMCzJOcZYTUS8CyBZwaeJfDMwLMk5xlhNRLwLIFnBp4l8MzAsyTnGWE1EvAsgWcGniXwzMCzJOd5QFgdqeVspnbXGEACniXwzMCzBJ4ZeJbkPPcPq9NDNb9mYXV6uFCzFs+ujdPi8NRuyYNJJ4FnBp4l8MzAsyTnuX9YHe3pxXyp1tegGEd7Lnz21HyeDqsqqBaqzicdyIvCwMKkk8AzA88SeGbgWZLz3COsjtSed+Uhtae3UhMKsuq5Pf3E4UK2o+fSnKqDHWq3rPoamf1MWJHPhjdzLPa4MmDSSeCZgWcJPDPwLMl57n1lZa5ClqtMMbxQ8xPAXK14Vy8NjtSued3ctjlthF1c7YFC5MIqSktY6cPR20mP9FWb/XmhN+gXVM8rfWXmt9OP9fZUuxg4URh4lsAzA8+SbfOsl8h+0K21+f5xuhiZW2j02tyttassRtewoqBsvQ2oN+uLQTWb3zcPdY6b8DEZbcPIdKGlu6tCSpNsF7Btk24I8CyBZwaeJdvmWS+PfaiumparTDHoiiRxqWCuyjL3Aq+yGF3CyvyuK+OzxoTVI7WynvWh69eZHw26GxFWrsdku4Btm3RDgGcJPDPwLNk2z/3Cyt7K2z9Od5wLJNqWvlqZ7ndWPiaoUvflQhBWDeCZgWcJPDPwLMl57hdWdNWkV1lanFMdm98zxRZ7E3S53y9N/zurpPcUCKsG8MzAswSeGXiW5Dz3Citz1aQXc79jucDzhyvExZUJubZPA15tMdrCyhxHya0/H4RVA3hm4FkCzww8S3Kee4WVH0a1/AXeXT3ZD1lwu9ynAJmrLEY6rOwxhUHVeiWoQVg1gGcGniXwzMCzJOe5Z1hVJDumK6gut9ECxi4G/6fgpupsagSrr5KPrlei/kwI0WP7qT8KIb9NW7swL7dt0g0BniXwzMCzZNs866WxP6mO2z7t1wYGUALPDDxL4JmBZ8m2eR43rGJXJz1CCwMogWcGniXwzMCzZNs8z2hjX52dnamLi4votiGiPqnv2LahgmcWPEvBMwuepeCZNZXnGaVYX52fn6vLy8votiGiPqnv2LahgmcWPEvBMwuepeCZNZXnK/md1VCoT+r7KoBnBp4l8MzAswSemak8I6xGAp4l8MzAswSeGXiW5DwjrEYCniXwzMCzBJ4ZeJbkPCOsRgKeJfDMwLMEnhl4luQ8I6xGAp4l8MzAswSeGXiW5DwjrEYCniXwzMCzBJ4ZeJbkPCOsRgKeJfDMwLMEnhl4luQ8I6xGAp4l8MzAswSeGXiW5DwjrEYCniXwzMCzBJ4ZeJbkPCOsRgKeJfDMwLMEnhl4luQ8I6xGAp4l8MzAswSeGXiW5DwjrEYCniXwzMCzBJ4ZeJbkPCOsRgKeJfDMwLMEnhl4luQ8I6xGAp4l8MzAswSeGXiW5DwjrEYCniXwzMCzBJ4ZeJbkPCOsRgKeJfDMwLMEnhl4luQ8I6xGAp4l8MzAswSeGXiW5DwjrEYCniXwzMCzBJ4ZeJbkPA8IqyO1nM3U7nq8YpweLtRM91lr78huGQ9MOgaeJfDMwLMEnpmpPPcPq9NDNR8xrA4XFFB7OgJtMY731UL3P3ZexYrRCEmrLvueagCHAM8SeGbgWQLPzFSeZ7Shl9a7ekH/rvrd5WV8+wBd6j7Pz8/VwU4VhrE2fUX9Uv/+cycHO2q2uxbPdZXzHNs2VDHPYwiepeCZBc9S8MyayvOMkqybVub2X+xKZDZbqhW10VdFdNXlnl+uvNevls32gS4uLtRvvqO3z/cb24bq7OzM9O8/d7w/V7PlSjzXVdQn9R3bNlQxz2MInqXgmQXPUvDMmspz79uA5taZXuAp8aIc7anZ4tA+CDg9VAt7y89H3I7TQZXnSO3VoVeian900KFns98u9/x0U92l0WLhfn6kVsf39XHZx3updvrpU/3Y/mzatRDzPAbUJ/V9FcAzA88SeGbgWZLzrJfLfhztzdR8/zhdjCCsDvVqfagXaYJeu3APIpjbcrN53X5MYsWI/s6qILz0Yei2JpPUerf62RyyDSPXhd9OlyXZLsW2TbohwLMEnhl4lmybZ71U9qG6qqHbe8li+GFFP+v21aJMr+XgikF9rpZlgdGV0gE0H/ho2T+FkDuOk4PP9NXg/eqBRuefCCvXTl9U6rpUPxN+uxTbNumGAM8SeGbgWbJtnvuFlbmNt1D7x5li1GFVhdNCL/7maiq44opBfZrfI2VX8fFuA0ZJ3Kr0QVilgWcGniXwzMCzJOe5X1iZK6U98+GIZDFsKNEtNgop93shumJpW5wfPFibD3G0tetD8QAirAYBzww8S+CZgWdJznOvsDLBo4PI79jcNvOvmExYLfRCbRd8+1gEgAkE/Tp/tdbP7dBzy5V9YlyKB7DgChBhlQaeGXiWwDMDz5Kc515hpVdyvQC722tW4Yprrr68520wNT9Y0eyL/m/VYyuG9SnsJ71KEFZp4JmBZwk8M/AsyXnuGVYVW1MMG05+YGYDRG/TTWrRBZgJK/uYXkoh5LchUTsTVvax3y53Ebc1dR4BeJbAMwPPkm3zrJfJ/mAAGXiWwDMDzxJ4ZuBZkvOMsBoJeJbAMwPPEnhm4FmS84ywGgl4lsAzA88SeGbgWZLzjLAaCXiWwDMDzxJ4ZuBZkvOMsBoJeJbAMwPPEnhm4FmS84ywGgl4lsAzA88SeGbgWZLzjLAaCXiWwDMDzxJ4ZuBZkvOMsBoJeJbAMwPPEnhm4FmS84ywGgl4lsAzA88SeGbgWZLzjLAaCXiWwDMDzxJ4ZuBZkvOMsBoJeJbAMwPPEnhm4FmS84ywGgl4lsAzA88SeGbgWZLzjLAaCXiWwDMDzxJ4ZuBZkvM8o419dXZ2pi4uLqLbhoj6pL5j24YKnlnwLAXPLHiWgmfWVJ5nlGJ9dX5+ri4vL6Pbhoj6pL5j24YKnlnwLAXPLHiWgmfWVJ5xG3Ak4FkCzww8S+CZgWdJzjPCaiTgWQLPDDxL4JmBZ0nOM8JqJOBZAs8MPEvgmYFnSc4zwmok4FkCzww8S+CZgWdJzjPCaiTgWQLPDDxL4JmBZ0nOM8JqJOBZAs8MPEvgmYFnSc4zwmok4FkCzww8S+CZgWdJzvOAsDpSy9lM7a4xgAQ8S+CZgWcJPDPwLMl57h9Wp4dqfl3CSntdaK+zUHtHtsFwMOkk8MzAswSeGXiW5Dz3D6ujPb3gL9X6OhTDhNWevhbEpPOBZwk8M/AsgWdmKs89wupI7cWuUoyqQKiCrHqOLl4OF7Jd/oLmVB3sULtl1dcYIKyiwLMEnhl4lsAzM5Xn3ldWp4cLNVuuMsXwQs1PJxMcC3V4ah83OFK75nVz2+a0EXZx2aCM0SOs9Et0n5UWC/uz/pc6qZ/XbbjdIzWf258j7YawbZNuCPAsgWcGniXb5lkvpf042pup+f5xuhgmIGZ6oW6mEr029rxj9GJYL8Xh5tAWdU5W4aPR+WzCx2SvDSNzGFr6YlDN5vfz7XqybZNuCPAsgWcGniXb5lkvo32orpqWq0wx6FZg4pLCXJVl7gU+jmIYD22BZcPKtdGHpH3bBxqduV5YPVIr6znZrifbNumGAM8SeGbgWbJtnvuFlblSWaj943THuUCibekrqyv4nZWHXwy6vZjJTBNCCKt+wDMDzxJ4ZuBZkvPcL6zoqkmvxrQ4pzo2v2eKXVmZoMtd0VzB76w8/GIgrHCi+MAzA88SeGam8twrrMxVkw4iv2MZTvzhChEGJuTaPg34uIpBHnMf9NAgrHoDzww8S+CZgWdJznOvsKoWev+qRstPIHf11PhgQ0s4WMYthvVq/bliJK/8fBBWvYFnBp4l8MzAsyTnuWdYVSQ7piuotiDIcBXFaNxKbLm80zmr27GouQkhemw/HUgh5Ldpa9eyyyTbNumGAM8SeGbgWbJtnvUS2p9Ux22f9msDAyiBZwaeJfDMwLNk2zzPaENfnZ+fq8vLS37u5EDt6EsIcQWzuxavKRH1SX3Htg1Vw/NIgmcpeGbBsxQ8s+BZKud5RknWV2dnZ+ri4iK6bYioT+o7tm2o4JkFz1LwzIJnKXhmTeX5Sm4DDoX6pL6vAnhm4FkCzww8S+CZmcozwmok4FkCzww8S+CZgWdJzjPCaiTgWQLPDDxL4JmBZ0nOM8JqJOBZAs8MPEvgmYFnSc4zwmok4FkCzww8S+CZgWdJzjPCaiTgWQLPDDxL4JmBZ0nOM8JqJOBZAs8MPEvgmYFnSc4zwmok4FkCzww8S+CZgWdJzjPCaiTgWQLPDDxL4JmBZ0nOM8JqJOBZAs8MPEvgmYFnSc4zwmok4FkCzww8S+CZgWdJzjPCaiTgWQLPDDxL4JmBZ0nOM8JqJOBZAs8MPEvgmYFnSc4zwmok4FkCzww8S+CZgWdJzjPCaiTgWQLPDDxL4JmBZ0nOM8JqJOBZAs8MPEvgmYFnSc4zwmok4FkCzww8S+CZgWdJzjPCaiTgWQLPDDxL4JmBZ0nO84CwOlLL2UztrscrxunhQs10n7X2juyW8cCkY+BZAs8MPEvgmZnKc/+wOj1U8xHD6nBBAbWnI9AW43hfLXT/Y+cVJh0DzxJ4ZuBZAs/MVJ77h9XRng6XpVpfYTEowB5XWB3teVd0PUJyqgEcAjxL4JmBZwk8M1N5ntHGblqZ23/+ws5aqhW10VdFdNXlnl+uvNevls32gS4uLtRvvqO3z/cb24bq7OzM9M/P2ePx92U8ztX+sWvTLuqT+o5tG6qm53EEz1LwzIJnKXhmTeV5RinWRycHO2r23bfU5eVldPuD9a6a7RzEt50cqJ3Zrrkq8583fbogm98T25paq9069EpU7e/8/Dzt2dN6V79mdx3dFhP1SX3Htg1VqeeugmcpeGbBsxQ8s6by3Ps2IN02m+8fm06i0G3CxaF9QL+TWqjD0+pneu3CPYhQhda8bj8mlNBJzx7mtmDqXqB+WuefkT4s+/MjtTq+rxb2+dleqp1+Wh+XaNdCqeeuUJ/U91UAzww8S+CZgWdJzrNeLvtwpPb0Sku395LF8MPK/H7L/R6IXsvBFYP6XC0zYTGAogE0fvMeCZ1nVfjon/WFpPnZHLINI2ffb6e7TrZLsW2TbgjwLIFnBp4l2+ZZL5U9OD3Ui+zC/E4nWYw6rKpwWuhV2VxN+SGWgPo83p+3hFUVmM3bfSlVnzTMFcP/kEVJTlIIuUA7OfhMzeb3qweaQ30l5YeVa6dLp4+/+pnw26XYtkk3BHiWwDMDz5Jt89wvrMyVx575cESyGDaU6P9OUUiZ/0OlV+WST/jR76PoQw8lgdGVogE0x9e+f4RVGnhm4FkCzww8S3Kee4WVCR4dRH7H5v9J+VdMJqwWeqGurmjc44V7TJgrNP06f7XWz+3Qc8uVfWJcigfQhm0OhFUaeGbgWQLPDDxLcp57hZVeyfUCzLfMjMIV116d1M/bYGp+sKLZF/1H48kH0Pj3gjUCwioNPDPwLIFnBp4lOc89w6piK4phQ1UERjJYJQirNPDMwLMEnhl4luQ8I6wIG07+1V02qHS46Ca16G6hCSv7mLKHQshvQ6J2JqzsY79d7o7j1tR5BOBZAs8MPEu2zbNeJvuDAWTgWQLPDDxL4JmBZ0nOM8JqJOBZAs8MPEvgmYFnSc4zwmok4FkCzww8S+CZgWdJzjPCaiTgWQLPDDxL4JmBZ0nOM8JqJOBZAs8MPEvgmYFnSdqzUv8fldbbmykhnP8AAAAASUVORK5CYII=</raw>
      </picture>
    </region>
    <region left="378" top="36" width="299" height="84" border="true" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">tp</e>
          <e type="function" args="1">tw3</e>
          <e type="operand">3</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operand">tp</e>
          <e type="operand">6</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">5</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operand">tp</e>
          <e type="operand">6</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operand">13</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="3">ltle</e>
          <e type="operand">6</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operand">tp</e>
          <e type="operand">13</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operand">19</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="3">ltle</e>
          <e type="operand">8</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="7">cases</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" args="3">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="378" top="126" width="82" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">tp</e>
          <e type="operand">12</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="486" top="126" width="113" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">tp</e>
          <e type="function" args="1">tw3</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">5</e>
        </result>
      </math>
    </region>
    <region left="378" top="162" width="74" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">tp</e>
          <e type="operand">5</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="486" top="162" width="113" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">tp</e>
          <e type="function" args="1">tw3</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">3</e>
        </result>
      </math>
    </region>
    <region left="378" top="198" width="113" height="23" color="#ff0000" fontSize="10">
      <text lang="eng" fontFamily="Trebuchet MS" fontSize="10">
        <content>
          <p style="text-decoration: underline;">Define <span /><span style="color: #ff0000; font-weight: bold;">tp</span><span /><span /> matrix</p>
        </content>
      </text>
    </region>
    <region left="504" top="198" width="159" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Trebuchet MS" fontSize="10">
        <content>
          <p style="text-decoration: underline;">Using vectorize function</p>
        </content>
      </text>
    </region>
    <region left="378" top="225" width="97" height="118" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">tp</e>
          <e type="operand">12</e>
          <e type="operand">5</e>
          <e type="operand">6</e>
          <e type="operand">8</e>
          <e type="operand">10</e>
          <e type="operand">0</e>
          <e type="operand">6</e>
          <e type="operand">1</e>
          <e type="function" args="8">mat</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="504" top="225" width="128" height="118" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">tp</e>
          <e type="function" args="1">tw3</e>
          <e type="function" args="1">vectorize</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">5</e>
          <e type="operand">3</e>
          <e type="operand">3</e>
          <e type="operand">5</e>
          <e type="operand">5</e>
          <e type="operand">3</e>
          <e type="operand">6</e>
          <e type="operand">1</e>
          <e type="function" args="8">mat</e>
        </result>
      </math>
    </region>
  </regions>
</worksheet>