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<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt"><strong>Project:</strong>  HollyStar         <strong>rev:</strong> 0 <strong>. . . </strong>[1/1]</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt"><strong>Design:  </strong> jmG                 <strong>date:</strong> 2018_08_13</span></span></div></span>]]></writer>
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      <p bold="true">The Holly star</p>
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        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">z</e>
        <e type="operand">m</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">i</e>
        <e type="operand">z</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="1">f</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">c</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="12" left="306" top="270" width="107" height="47" color="#000000" bgColor="#e1ff80" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">C</e>
        <e type="operand">C</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Ω</e>
        <e type="operand">C</e>
        <e type="function" args="1">color</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>
      </input>
    </math>
  </region>
  <region id="13" left="477" top="288" width="183" height="68" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <description active="true" position="Top" lang="eng">
        <p>More stars ...</p>
      </description>
      <input>
        <e type="operand">α</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">z</e>
        <e type="function" args="1">f</e>
        <e type="operand">z</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">z</e>
        <e type="function" preserve="true" args="1">erf</e>
        <e type="operand">1</e>
        <e type="operand">z</e>
        <e type="operator" args="2">/</e>
        <e type="operand">z</e>
        <e type="operand">1</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="6">mat</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>
      </input>
    </math>
  </region>
  <region id="14" left="306" top="315" width="138" height="136" color="#000000" bgColor="#ffffff" fontSize="10">
    <image>
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ZDANlEPAXIjiJgAHJx6JoMxgsUr4CGMOy/SOA2AK8CxDeCSgEJz5tdgDvAikC9f4ECQ80e79br3yCAvALP1V/VL5aP8mPLYCf9VMeVf2Zq7CE8hHEVzkqZM/ITytHAc3TBjxH9D1Xni8nuCY7feaRY9q+PpCYCy9IIYSKSxAgOsh3nyJgQG45xyBKYDXs6EyQidIJMsAqsGbRdSCBSgS6DgghDIe8FiD5fEGIiA5QiaDVBYJ83/fduhCmsf9jfgIL0hM97flBPHJ2pvKrvLUKg0AOauJ9mwRKXpAr+F4UPl9sEq5O4HnxnNGnjfORszbq3HkxRQdoE85Pqz5LCN4NnHxvay6KEhjsfBWkAj1FQLQR8AJ9BoNAF3qALMb0FUAAAbkNEbD6YXUVq05AhAgkBG4FzYUgRdDuAjX5ZNwPUF1E4MTDKdVPUAR+8Zd7fpKvT/yqgCJP8Bvyq9yUvGQuaFkUiDnyodwQmQvOyQciJ0UEmRvOiVz6TrQXSpIeRTNs5pS/mEcH8EUriBJME1AJpkaIYA7+XATIYOnLMqDpEeY9SBeC+yS7DlpjBekBF0RwjQgYKCwDkRACIQIXgneBRHcb8A7gApjdARIQAYjXq4Akv658bQEN+cyVOoDy53kRmJPIjaAcIAaBuYDt5MFzwTxkLmD7gcjJYkW8ciNSOW4Iboiv5zxXrHoVkoCLwHrxfYmhwbAzHkwiuBlIIQgnJD+CpQ0htNANvgR+ZIsIeFFBYhyBMvDFEgxFAFsCYWC+Ffi1QHQBbAX1haB3AJAKe+YagKRDBeoAJF5dgOR79asDROuvK78hHvkpRVLnI3LRyYFinhH/YuYhYl/EeeVikDnxfNSQKNIOCeamDXWAlh/XAAoiRaDK9zGDeeb2EAF3RXA28KYL1ELw4GkP3TLgjgiIFIInIIMc2WIEqUCqLpAiGAq+HRQRSADxqmCQn01ArZ8Az+XpHwg/TfKDeBPxjpKvVnG0yZ8lfo87LGNkDhgv5kR+ir74jnYOGvhcRXZVJCoUdUq35eIvyGfe+vqmijGrPyzgAdXBITAGmDbIbpHOqm/B58pWMD0MIQROfdxNxmKPYMBpExQCbodKYGDqBhk0A6II5mIrmOPFoD8l1HXA0Ku/9XQwyQ+bXUB7Pu0kfLV+iGDsItC3fTBXQuRGxHM79FjrAvCYQ+iMeYboFXMSnbFn3Kx8kZw+bic0Yig2CoMFUle85wd2zqHql08BlGAqVELobgtNFzgWuoIg8W6daNnwHSS+SYhA4osIaGvy4ZfgU/m4jYKFH4HMA74lUATVswHYpgN4F8jrgHKA51L9sQXo6j/JVwfI9s/8oDgEz4Pn4KjE38SMWBFziZVVXuJkjAmMJQICfiG+9jP2Cow/IOKjKEj8YqAmPgvF81R3ABFPsjuWAbaEANIxbrpBqD+SwMCZCFVCgiIIqBKYEPpJPrBYRADLRLSSE5AQDm2JyWDQkYBG5QhcQoitQNZFoA5AlA4AxikAguQD/FHIZ/ULQT6/84fkx3f9ZFHUHXEu4p87IelAFZ/wQ+M7sqUQPG1BCCGtkMQH4U40ciGSXQxt4onoArVlByhfXFRBpNNGoLUQUgTZAQbjqhME5iZBPi0wz6QIWRVIRKIk6aAkSQmxA9gDJIEJSTABFAEwpM9EeDdQJ4igCAkAW4G/JuDXAboQHDy7AxgKvlz5qwMAaP360ifkg+gjX038UfWKN2IsQs/4EAdjibiWRD5ji3EVn8gXyfAJxgi46IljxO2QAObcZvwuDFj6QbzEoZykbVA6gAITRrIeqPutLlB8J74hHYkQPBnNuBGCyC9CCChJIB5Qgp6VrH4IYQAbXSBFoGQoERE0kNcC6gYUgYTQ/JWwXAjG0VwAknzvAKciPsjPvV/58Vxk/A35Ht/CCePxuDwexuXxFFGLeMaUcXXBuJx4j7GBk+y+iC/x0wb5Ij3zAbKVmyTe57RlAv3yFWZJvIKEHVV+Bn4G0QGYDKEtBMdhG0qWk+5glVQJA5aQqCX6TBb8ZSWNyYKfQhge2jKQiVlgEgAPkPAtoGwDeR0Q24CFCNT+Wf1l748OUO/9NfkZbxXfPNElXuS341AMEQdFoFhSCIhpWaL2uDy2Jj6vfNg5iEBxYhwxF+IDNfmam2+T3wBxOfHe4kr1I9AeUUQAjMIieKJLfnsMEQCNCCJRJL+yC1kxJ/u2OCWQLCUQfiRPCZMI9l0IEkEkCygiQGKYkCUFj+AYNFC2gjleC+RfCUk+mffDn//Dqvrx9G+MQVQ/v/fP85Bbo8fXiolxlLX7+lPEXP+yyMf6c+19+APC4xDhSX5YxrSc5Cs2Jz7RkN8FCXcBSAQi30XRJZ+2ry8zFCACBloFLCGQeI1pgY4V6aM28W1E5dMCEoASdwALSAABicCxpCSGRfKUQCUxEwc7hCXmkDhgMZM074lQkPPZCfxikF0gnwrmRaBfA0QHqC7++AWQpfqrGJtYsGaCAsb6tXauN8F1I4ay7oTWH+D6ZUMIEYuELZ8xOVIIEjpidDuCBZL0sCS+EYIXQwPmBdsAAAE0KpcIogukMCSIJD0wEIJ4oHSEGNcCmEsbFTM3BumJksBMYpAv7AnLSKQQAljp7dkKkihEFa1ICJ6s5XkkiAJA8AoSIpifz+uA3AbAPbsAy5/8q/oJJ1/7/yhav3Lg8Q5HHo+3/WrdIdrF0xnr7WMOqNfscPK59pU5+ICshIA4KsIVF32SnsSnCBSrx9tCiCBRrgFAPon3ecTnV7he/SReqq/Jb1kXgHeFWhAN+QMkKX0mTEkbHcKCfKKqHsc+REBQDCGCk72mCyipAZBPFBEgkatDWCIS6FWTiYkkUAQpgPJ0EMzHNUDT/n0LKBd/ijviU/U3AvY1+3ol2GetUyLgWuGTeK2XxDe+hBCVvzIPCyzJNoImaj/jI1T9leWe34VEwMrPbqAtgAJAkP5dt8AxAiaC8NIZjp10EQ9fIpBF9RP0j91PEZD4AQgnWiKIJHI8P0ISmcxxJFMA+UwqRLB0sovkAqe7toLECkoqxv1dW2VlIbEUgYRAEUQCl0uiXOnsAnO6DohnA9UWIBGkALj/83t/oxAaMWPdXHOQz7VqjepUXF+sMYhfxRpXscaVASzXKPLrtcJqvbBYrws4iXfym1gaITCu5QXEtUDCQwjyQTxsisL9IDuxENAW4NtAX19wXL7wmADxmmuLQX6OaxGkECCAQYX+MQQAO6RF4lwIBMl3MJlzEIGSOt4LIUAAAohHgpcJJHj5dAcJJpBUJjcSvKYEA0yukorkzqOqFpA4JIqJWADmEfCctgK/EORnBnIL0FM/oiY/Y1MMJJ/rpWBTpFwf1lXI93Wt9HawNoACBfFrEqivb62skfYAxKcIsN4ASU8sL4B4xNBYEh8g+SSeqAhfBMFCkE6fpC8uOOGFfI4BdAAPuI3sChSDwwXgpCeYoJ7I9kS5n+S3QSEwkQmJ4BhJZWIpAgkBIhhRCLu2CN9FsAMRINFKNhILEQhK9FMkekciWEOS1+YAJnWBVYVkSgSonFC9XwvENtDdAqL6T4sAUB25Zq7xGORjjYtY2xLWxfWsYD0rp1hDrGeNyPUI8LUukK+10YJ8rFHr1BpdAKtYK8E1r2DNCa4/bVsEJL8SQUBCSBEQFEFUe1P5zIXnAwIA0dkFWmg6QRcSw1ElBvhnReBCkBiOKIIg/4jWyXe7L2g7IFhhEIESnZhQBEg2Ez5lwp/aGpLOhK9DBOt9AMleTxGwypBYJXTRE7e0yOsBPiV0AZRnAhJA3f4Rs+JBJ8O6ueZ5rFPrKuSfXcca1rHGdUAAvhZAa9mVXRf5TnyKdIVC1ToDi5UItO4k34lP8pdJNuIppMNPwin2WgBe6Wk7QD56J7/88mkvv0xHn6acBZRL7Q9yjn4A/mn4bgewuNwOezp0Ox0OYYduh3Owc3YyoJ23k7l5m9AOF2EXbAw7Hi7ZaLhsxwNguGKHg1Vgzfb767bX27BdYOf0nD2Znrftk/P2cHzeHhxdtPuHF+3u3gt298lF+2j7gn304LzdvrdlH320YXdurdq9DxbtwQdD2/7AbOeDiR18cGTjW3s2/eip9e5t29yDR7aw/dCWnzywlb2Pbe3wga0dPbD18SPbOHlk61Pg9ImIpwizE63ENUl5isenc3o+j+0IVn+o4RU6bPOnbALizPc4DnC9whew+AaXFvgsJtD3l7j5tjf/UKxvbbJ6tbPtJyh8+Xx7PMcnf/1FjvyCKEh+tiBIbOXTBvmyKQyR7nMSQZBfhDBDBBLCHCABLMBfgAgoAGAuRAABHBEQwIFEAAH0z9lO75w9Pd2ybYjg0eSifTyiAED+/iW7s3PJbm+/YB8+uGi37l6wD2+fs9s31+3u+0t2/wdz9ug9s6c/GNvB+4c2vrljp7ef2ODuQ5t/8MCWtj+2lZ37trZ/3zYOP7b10QM7N3lgGyB/43QbxD9BxROofl6HELzAE0A+L+rixRy+PlH+UMMr8UJ8h3y+ZpGEFxEk8fBJNokO4l0AJDUsL3BnEO/fltIIQPTSTn7pMma4Hzqx/vTI/UQRRJd8QgLo2ARvJ/I5bgTgcyQ/RUALEUAA2QkkBIpgLkWwbCPARYAuMKQI0AUGFMGmPe1t2eNTCODkoj2YvGD3jy/bnf3Ldnv3st16fMVuPrhkN++8YB/c2rKbH0AE31+2e9+btwffhwC+N7KD7x/Y+IMnZrdQ/Xc+tsUH923l8V1b371n6/v37NwxMPnYNk8gglMIoLdtG/3HtjHw7Yd7vS5EdYVP8ln9IB/P3/UydV35RQBOegqAhLcrH6RyLNIrgLi0/sZXVjuJDeIpgiBcJIf1qictFID7vdFfvYgtIEl323QA7wrdjqDxmU4QPm2SX4sBEPnZESQCWhfA6VwtAloXQBGBECKYgwjm1lwEQwhgsGk7/S170sM2cAoBnFyy+yMI4OiK3dq7ah8+ftHef3jV3rtz2d778KK9996Wffjuqn10Y8E+vmH2+MaxHby7ZyfvbVvvwwe2cOeeLT+8Y+uPP7KNvTu2eXTXtkb3QP592zp9YJu9R3auDwEMIIAhBBDXHnoGoqdzFEC+egfyBZIP0pN8PAf3iif5QTwFAF+kg9huy3c/WrsqvWrzMS6IFu9j0hfjFEEK4PgvbcELosNyfEYEXQFUaAlC5Ift+hIAbbU1cC5FwE4AIZxSBBCAiyA6wTyuC7AVjOexHUAAx/MhgrkN25cItuzpAALoXbSHUwjg5IrdOb5qtw5esg+eXrP3Hl6z79190b5387J973sX7L0bG3brnUW79y0I4J0jO7jx1Kbfe2iDmyD/7ke29vCWnXt6y7YObtv54zt2/uSunZ9CAL0HtjWAAAbbdg7kb8yh/fNijxd2egoaL+HieTuJ58u09Wvx5S+VSX4Qz4rXy9UkHmNZEe/VXlp9sUnubJBwWVFAyzn4YXPcO/yFDXjkmj+6QiC58DkBW3cCzXMcKKIAwY0gcKPsCAJ9Eh7jEASJh/QlBu8Gc94RJAKIYR6dgJAQKAJ0ggWIgJ1gft0O5iGCOXSBIbpA/6I96l+yj6dX7O7kJfvw6Jq9v3vdfvDoFbtx92W7cfMl+853L9u772za+99csjt/ZLb9zUM7fOexnX73ni3cvG2rdz+0c48+sAu7N+3C0S27OLltF6d37UL/vp3vQwDDbducQ/XPQwDzaP961kHyUfl8/k7i+QINwYoH+SSeAvCWD7L1yiSr3wlXxUsAJD9avNBUfN3yuxDR9LPSMc42XwugWM7R7v9Ha/CcVxEoHz/wi5xszYfl2AmPucAZP7pCr5BPW/mlI4QoKAAQjyyFEID56Abz6AQhhMnCEoRAERBrLoKFDdubQxeYu2CPB5fsQf+K3Zu+ZLfG1+29/Vft3Sev2XfufcK+9cGr9h9uvGjvfPOife/tFbv1ttmjt/ft6JsPrH/jI1v+4H07d+8HduHJe3Zp/327NL5pl6a37YX+Xbs4gADmHtrWHASw4OSvL6D18ykcycfTt3wFUq/Gser5/Duq3v8y6VXfvGexrviGeBEeZOuVS5F6FoXsHDPlYVtk4zYSQswn573dP7ccsz7R8kmifPzgg8Q5J9hvW3eC/J1eEO+3g8XYLW5MvyUC+rSNCNgNXASwEIC6AW2IYLoQIgDGiysSweHCuh0ubtru/Hl7Oo8uMLxi9/sv2e3pdXv/+BP23Z3X7Z2PP2XfuPm6/eF3XrVvfP2Kffur6/b+VyGAr+7Y6Ot3be4779vGzXft4sfftcs779rV4x/Y1elNu9y/bZeGd+2F+Qd2fv6RbS0+tnMLO7ZB8hdZ/f7cXc/Tg/wknpaE55tTvOU35Oe7lvOTTFn9Ipg+bSC/8YSpLIQjZWU/z3M5rgiXzXOwziv8J19eOs2JQrxu2fFxh43fnivnMC9fluO4LccpCokBJyQEjrFlSATwiwgAikBiQEeYb7qBOsICOsLCop0sAhTBEkSwiE6wtGEHFMHiBXuycMkezr1kd/rX7YOTH7HvHr5hf/zos/b2rTft377zafvav79u3/hXm/b9f2n24F89tpN/f9NW3vmOXbz1jr346Ft27fCGXTv5vr3Uv2lX5m7b5YX7dnHxoZ0H+ZtLuPBb3LX1pSA/XrThq3D+twff6/2Fp6j4+GNUQz7IDfKddBJat3onuJDc8WuSvd0z15z3OT8XPqzzmedzDGx/YQGzPuGTdNJ3S0fEljk6+Kc5nOMcSQ5bugVtCoC3FfmOIgCO1QEaK1FIABinEOYrMUAApwsUAroBRbCEbrC0DCFABMsbdri8ZbtLF+3x0lW7P/+y3Rr8iH1v8hn75u7n7N/e+YL9/rc/b//yK2/YV//FJXvn/zJ7+C/uW/8rN2zr29+wa3e+bq/uftNem3zbXhl8367Nf2hXl+7YpaUHdmEZrX/5qZ1bwkXf0gGAqs9XGvVqGyufez1aPv/4VBNPq4r3Ci+WxJLsinD3kRoSqjnm00l18pnXJNPniy/L8+SmGgM82oIAHrw5hxmdiRv4yYZszc6Yx494YP6Q1Zg3wD8ugORqHjbHxeIEbUsIQAqgCAG/ACFIEASFABEIixQCusEShLAEISxDBMurNlqBCFbP2+7KC7a98pLdW3zN3ht+xv7D6MftK4++ZL/77pftt3//Lfudf4ou8E+wBfzTm7b8+2/btXe/Yq8/+qq9MfpD++Tw2/ba4nt2beW2XVn52C6sPrLzKyB/ec/Wl7HnL4H4JRLvL8vWr6/rT89q9yTeq9zfk4gKl3WiZSviC9m1RRpENsf0ZxGO8Rmyafk6d3eOli5ur/HdTwybLYCHbpS3inHty2om/MaKxNYcxloc/imSsAqusboNyaefggjL7UFikA1BQAS9FMIChTDnYlhetOkKusHKqo3X1u1obcv21i/Z9vp1+2jlU3Zj/sfta0d/xn775s/ab/3rn7Hf+keftX/zD8ye/qNv2eV//bv22Zu/Y58/+gP7E/N/aJ9a+a69un7Trq7ft0tr23Z+bcfOrezZ2gpa/jLI52vxi6x6b/WqeAKEZ6tXlavNV2Qn4bJIQZCbNitbY1jNJVmJOFfP8ejezuf4I/04rwHHwO2XsJI48pfyF/xGMUhD2/WBWVtHc57kVnMkWpbjOBdCkDDAbS2GAm4TBESQkBggAgJPug2X4YZN2aarS3ayvmajc1t2sAkRbL1itzZ/1L6xCAHs/IL9D1/7K/b3fvMv2G//52Ynv/l79mNf+8f2Z3b+mX1x8Q/sc5t/bD+y9YFd2wT557Zta33XNlYPQT6IXwbxS/xDC0gnkvSAk+6EnyWdcTnxxbJyZX1OVr6fy5wRJX90+XudufZ5t9kZ3Ne/+OGm98EFPGoM8oSOciM4OZ9zzxsDGqZfVkR/hk0xcIygOXAhxDn5sEzeDDH052Aphvm+9RdCDEvACoSwtmDo13aytWHHL7xgO5dftZtX3rI/WP8F+/s3f8V+8df+pv2PP2F27dd+w/6Tm3/Xfn4dArjytr1x+X279sLH9sLWU9tcx16/dmwrKyQe1S7iWe1JehAOkOiGdK67QzZRE674K9I5rq3S4SLIsayc8MPKzJz3+i7neIRP0/v+aiWAPFoDHNUv6KjPw3/ufM7VY/kxQUPLI/20ShQH+FcSiHkKQGMIgImmGDDnYoCVGIClgQ1WhtZfm7fe1rLZJQjhlWt2940/Zf/H9V+x6//wbfvLf2T2y//wLfvl63/X/vwb/87eeOWWXb301La2SDxIXwHpS9jXF6YifQDCSbrIFulcRxBM4jtrFYHFb2Kjqx8xJlF5nofP0YmpHOMo53iE372Njvocj+55HL0bQxfAs44Zv/OMyc5R3aZ18+7vxrhM17+Xft6GtuO3bCY+OkeKY4CdgYIYLvdt7tzQFl5cssGfvG5//5fetm3c7uYvvWVf/JM37YUXD231HAhfRmWD8CF/L0jOSm6T21kDjH7UPk1YHZVf36Yc3fN5dG8363jW7z7n6H1r8nwB5NG60f+f36hu89zfxfhZ5/luHXdimj8qX+fDlnf2CD3/TucTYNKzydhscty344O+7T0Z2scfLel1AHaALdyOHYCvAxx/dGjjJxObHExtejy1E/we3yjC+/H7PZXlB0nqxy6WR8eXyTGPnHNTOXFU49ap7u1mHTNu88N+rfeNvRkCiJlyonsLjGed6waqYcydTRCepNAGZNIPeKL9dkkuOLDTEydYRIOcE5A8xdxk3ANpPRuP+jYi4YcDO9wf2u7uvG1vL9ud+xt244Nr9n/f+FO6BmAH+Cc/5h2A1wBXbvw7W/jgltn9p3a6fWDT3ZGd7E9sengiQUxHfMs4BAHkm0hdHCEMzlVr9Vjwg2OYjE3B0qTPef8RfsyHbY15hP/ceR71OR7VON3e//uwr3XoqG9QfDQT+BrGXDk3a76eo08CY1zOVzCQWMZKFMawheC0rGaQfELyaUE6QdIn436QPrDj46EdHg5tf38exC/Y451l+3h7w259/ILduPeqfe3uW3oWwGuAW3/7b9p/+m/Mfutv/4auAfgs4Prdt2393vu28PHHNth+arZzYLZ7bKf7Izs9nNjpMQRxfGKnEgNEQTHw7WREvrlU4LphsX597ExxMP6YK/FjTJvjyvLIbzDVvCYCNGGfNabFvRe/HJr3o/fV24Pye+VETPhCfDfJG/lc26clcWfn0ndSc46EuvVzM8mWDbIThfS+kw6MRgMQP7QjET9nBwcgfn/Rnu4t2fbOmt1/smW3Hl+y72+/Yt98/KN6HYDPAv7oi3/FBn/jL9jP/7dmf+tv/J79Z1/8x3oWwNcBrj3+Y9va/sCWH9+3+SfbNtjZtf7eodn+kdnByOxwLCEQfFOt3kyamCkGgK1rliiYCNmYo43ceJLiXGV5tIQRc11fJm+nQZgc4+j9/g+Guo1+mTO0Qab74aZfnW/PAUlsmWuIJ6HlNpjTOCyJF9n0z5Ded9JhCZI+JunA8WjoFX8E4o/mbf9gEeQv2ZP9VXu0u273d7f0lrD3d67bd/c/pVcC+TrAt67/rN37qZ+xjb/2WfuJv272i3/tW/aLP/W79vPXf0evA/CVwBf3v2tbOzdtdee+Le5u29zujg3396y/f2i9AwjhCEI44ptkKQKIQe8mDjHoo2UpBlgIoLz1vIiBlvlgcjqW/4r1RDc5hc1z9RyP6naa11yAhifD13mg93vv4DmNBs+p4NwGWvMNuSKaVuPKJ6HyneS2DQTR9GVZ5SckOywJJ/ljkE6IfBAPHIL0w+N5OzhcsL3DRXTrZXtyAPL3N+zh3nm7u/+C3dp/yd47ek1/C+Arge+e/5Ldev3LdvCTb9n5v3jdPv+XzX72L960n//Jt+1nXv+Kffn8V/VKIP8WcPnoPdvav21r+x/b0t4jm99/anMHezY4OLD+4RHAd0FTCADfTSxACGMKAVYfM0PAJy6GtBIEEpOC8G6QFrmtLabLGH6rY+CHn6/8gHw54Qd8nj4HEMA///pC0wGEdnX7uZpsYhbhbklkzrfJxrkgOokX+fBJtNp72ImIH0TFDyCAqPixE38M0g+PUfXHC6h8VP3hEgDyD9fs8QHIP9jSu4LvHF61W6OX9ddA/i3g/bXP2a2rX7Dtz3zepl9+wy783CV78z82+9LP3bef/vIN+8nPfMP+9NWv2+fWvqm/BfCvgZdGH9rm4R29K3jpYNsWDyCCw10bHh7Y4PDQ+kd86zuF4J+bkAjGIQR+wLQIAVYfOwdRtSW5FIE6giO7gxPPpDKfbluioMWPFId8WfzTHB03Oq8pn0v0/s+vLHUEQNQV/zyyYy5skp8k136S7SIA0RwLJB2Ew5+A6KbVO/HjIH0kO2eHwBGr/ngRW/Ki7R0v2c7hiu0cgfzDDXt0tGkPji7YveNLdnfs7wfgXwNvLb1hH53/rD249qbtv/lpvQ5w8c9u2o/8tNnn/+xjvQ7wp9/8jr117R370fPfsk8t3dBfA/l+gAvj23bu+L6tHT205aPHtnj41OaPdiGEfX3egZ8f8M9AjJpPUkkEIYZKCA6KAWTRZ1coAuCYiYWfNgUgyzG4og8C5Bcbt8G/ek6+bNfX0Hr/+/+zDAHMIJwgiTnHRZDknMd4GvNOtp+TL5IdDelBNn1WeIt8kh4VL9LZ7ofySbpXPogfofJHqHpU/j6IJ/l7Ryv29HjNnhyv2zbIfzQ6728Ln/g7gvh+gDsLn7B766/bgxc+ZU+vv27jT79q81+4Yue/tG6vfsnsM1/asc9/4a79+Kfft89ff9fefOG79qn1d+3VhR/o/QB8R9D5yV3bGD2wtdEjW4IIlo53bP4YIjja9w+8APowyQjdgJ+hLCKAlQAoBooghUAR0AK0FEBYiYLJlCiYVEcRBUyZw69wQpZz/McbYFyqPX9HaPu9//WfrzUdgOTBJrFFDDlfW+DMft5Bs7f3vQNIAA35Ij0s9/mseGI0AelJ/Hi+IV8CAPGjZQhg2XZA/tPRuj0+3rDt8ZY9Gl/Qu4L5nsD7/Zfs/tx1u7/yqj0895o9ufwJO3jlVZu+8aItfu6inX9rxa69ZfbJt/btzc89sD/xxkf22Vfet09f/oG9fu49e23lfbs2d1PvCOJ7Avmu4I3xQ1sdb9vy8VNbHLkI+MkhfnyMIsgPk+qT0+PoCCCfXzNDEUgUZ0QQNshvCYKkdoVwxicPMcd/YXWeVqTRdOfRAf7nf7bh8x2yRWwlhEK2fJ+vyS4gybIgubR6J979aPNJvCxJR9VLCCR+zls+iYd/BNJF/pgCWLJ9kb9iu2NUP8h/Otqwx+NN255AAFN/VzDfE/hg+JI9XLxmD9eu25Pzr9jelZft+PpL1vvUZVt6c9O2PrdkV3/M7NXPHdrrbz62T3/qnr1x/ba9ceVD+8T5D+zVtZv28uItuzL09wTyXcHnpg9sfbJtK+PHtjxyEfBjY/zsID/vyA/A5ncl6EOz+UUbIp/dgGIA4egGEkUtAHUD+iCgEgISKytiQxS1CHzsxJK8FIX7KQD4MH4bTrnt/U//25b7IE23C1sLwOcqkmdBhNOmAIJ0+CQ7K55WV/USAgl30lnxgohn258XDiUCEr8In+Sj+kH87ogCQPWPN+zJBDjZ0kfD+LkAviv40eCKPVq4atvLL9mTjWu2e+GaHVx50U6uX7b+Jy/Y8hsbtvnmol3+rNm1N4/stTee2ic/+dA+ef2effLKR/bahVv2ysYtu7Z8264u3LFLA39XMD8XwI+GrZ1ABJOntjSGCMa7+lwjPz2sj8GPAX48Xl+c4Z3ARUAxeDcQ+SkGgN9BXLaD0hGYfJDR9WVniaDyRSaRQoCPf36uEULvH/wvF09FcpItm4RjTJ+EdgUAwmlZ5TluVbz8IL4mvyYePsmXAEj8hJUP8mHV9kH8IXA0XkT146JvvCxIACB/ZwIBgPynJ5v2ZOqfDOLnAviu4O35y/Z48Yo9Xb1qO5sv2sGFq3Z89bKdvnzRBq9t2fLrq7b5xoK98IbZi28c28uv79lrr23bay8/sNeu3rNXL9yxlzc/smurd+zq4l27NH9P7wrm5wL4yaD16TZEgC5AEUz4aWaIgJ2AH3kXjvTNKC4CdgKIIL+SDza3BSH+DwInnmJA4msRiPT0wVp0BJEokmC7gkjShVoE9dhs8NM/t/6rbMm6GCNJfJUNPl9w0VMxXo3nFTmeisnnHp3zukL35+bFBnQBV4H7OK/gBbZ1XMwRuqhDhevKnhWOvZ17/D7sf8FWz2ofgXDg6RgtH1X/dHIOVQ/ig/wnIJ+fDHoyuGBPhxdsZ/6i7S8DKxfsaO28jc9t6n0Bdn7VhheWbf7ivC1eGNjyf2+2fG5qKxsntrI6tpXlsd7ixY9V/1fDseXn9Pj/FPvbqolfRen8HTw7xsVzrw9LDOy0X8M//FLGg6H+PJlzRsvPSCSG8WEZoR/vgOK8n9NcgnNxm2aOt+8BsBj7G23Dr95D4XMxhj/4qZ/ZgABiXw4R+HNwkFuDZLNaSTL9IgLaAEmXH5UMX+0cxBMSQFzMJdjaE/shgIMgfw/Ee7tftR1WPMgXVPXAdBPYsp1T/2zgTv+87YD8vfnztrd43vaXztvRypaN1s/ZZGPDTjfX9L6AwflFm9+as8WtgS1BACsQwPL6iS1DAMshAL6797+em9ivDyfI7QR5mwL8e7//zd8kgl8DKIIQAkmXEOjDpihAqtsgOeZcBCQqx+4neD8518vzIjZvW8PJ1d+tw3fyA0UQDfm0g5/46c1fzepvgSII+JW5i4D7tIvASee5fJ4u4lXtWf1OvC7migDY0lMA2NcJtnhd3C1hvGS/LOKz1a+q3e+h3bPl755AACB/d3pOHwvfBfjp4N0+BDDYsr25Tdtf2LKDxS07Wt6y47VzNl7fsJONNbNzq9bfhAA2FySAhc2+Lf13Zkvrpy6AlYktSQD+1m6+u/fX+bZufnATHUD/c7kE4J3ARfB3igj0IcvsCCRZQkg/CK39JBpkNKKIeYz9nM+lUAiS16r+REW+o/YrMQg8BwF88SfP/2pekBGtqtf+nPPuq+K5Z4evitfe3VS/X8Q5eBVfBKD9vCI/9naSTgH8rdjj9ye0FMEq/FWQDxGA/L0TCGC67hD5EAK/I6C/aXsDED8E5jf12YCjpU07XgH5K+s2WV+36foqBLBsvXNLNrc5b/ObQ1s4BwH8JgUwtaW1E1tagQgoAL7nj2/vZhdAB/h1bgMSALpAbwoBEI0IekYRsCu4CFogsbUf5NdWRIc4nPQ4D1sT2AiEt6X1SnY/zsn3c+W2HSEIuB1/t+8vrc4CiIM9gk3w5dcyjtfhBfgH8n0/T7Cl5yt2zQs3sccH9rHH6ymd9nlW/Ar2em/5utDTxR6rHhD5IJzEn8Lv+ZdE8HsC+FFxflqYHxjlZwb5sTF+cogfHuHnB/iuYb6LWO8f5F6p9275NREvcvkSNK97mA+PB+uPVxq5Tq4rLzx9LfxiirPr4BdX+FoAfXjV13Q0v6p18UOtI2C84JhgnWOtFVj0Tzvxwy6+7oR/Guo0LD8YcxpviRfkzxla1gzwndNpO0A+Bl/44gu6BshKd0S1V1XvPis8OkCxXv3sAk3ls9qj9beAyg8cTRbtV1j9sAd4enc4QRdA5R+oA6x4FzhBB5gCsHuwe6foAkj4PrCHpO9n0ocQwNyGHc6f00fE+Amh0dK6jVD9J6trNl1bNgN664vW31iw4cacza8PbGGjb4u/AW2sndriCroAOsDi0sQWF/nmT24D8ZEudgH+1/Uzu4AXv7YDdAJ/DyM7AWdRaap+zkWVt64RvBJ5rSCb87xdoBn7bfJ2XsVxLiq6tt4Z8Lgcn7GJHl+9jIrXvk14hbMDuAVxMSfI54Vc1QHY0lEx7Q7A6nfLvT3BCzxd5PHFHO7zZb8HwayyaPnc83dJvMhviN+HCPZ7joM+KmyA6iKGXmH86Dg/PcxKKtUC+IdJsH+yA8T+xwMNwF+6BvyNJf5MRnEDHkO8+KRtCeD6uB0Bvjasp6wLHYDA2g70dTarWFusL9Z4PLeq7zkYsxvIOviBV376+SQw4cffFIPbhOLSZyQ9Nn5wVp2AH51DtQvyO50Bc56HpgsM3vzCS94BeB2ASs7qdxuoOoBfA8wV2+z/qPgYH0/oE6z0heITh5rj/k/LqmcXgD2BME7QCU5W7GBKnxbVf+o4COz3CLRXtlomOVrt0dy6HS+g/S+uofrXbLKE9rq8atOVZTtdXUIHQPWvLdhgbc6Ga0ObWxvY/FrPFv4b5GH11BbQARaXT/QOYO8AfM8/MIcuoI9xn9h/WS4GvQvwgpDXAagldQLJSZ2A1wWYUOWzwnkyrw/CogLzuoCVqGcM2RFKhfJc0xHKfKnu6AoYtzpB5etzmAJuj7nSGeJ835+qeeXroi27wEx45dfWfRAb0Ct2le9jv8hTB+CreQDbvdq82n20fFoQ760f9pRoyD8A+cQh0ed3BaGahg5VEsAvkdA3i6BC+GliVoI+UziH6udz5HgLOXMtXnQNYP5CFv8UjWdEfHqbOcn4+DK0XoksF6rsBLFerfUZ6+xhnVorOkFZr3/VzUhYFvg9SAIrX9+BQLsoMBZH7bMLePWrA7R8fqdCfJA2rPKAytd3L3CsnAzjIhCBlqdvFAH3cY0d2r8rwh0N6bmvF+Lz6j6gMfd6VDqTp31eSYSvvZ6okgmo+oEDiEBAIokjJFUJBY6Z0EEmkGgS5smIQNX6US0UAMmHSwHw0BYgAZjxVUy9FsKnudwKuiKgoBVPrD3XHWt2EbTXe9inWEOwKdpYN4UgAWDtKWB+Kxq/Eym/Foc2UciHwKch8gaNACQCfadCQ75/6QZ9/5Q1twP6fSc+yC++iyCJ93EQD6v9v9haBE44X7rNl29ZNSSelS+o7QNs+ZHEAhEfQBIPDaBlIkV+JhHJUzVV1RNJU3KQEH6phJMPxKtpTfWj9Fn92QHUBfgSdjwbgAi4DXpB4JmQYvensIorLly1fsWA9eb6ud4E180Yct0ULaH1Y+0hXrf8JrToAooHHQC2FkAiO5zHCqLjCzTalgSHH1XfCKL5qD22ABCubYA2AdKJJF4JCKsktKH9vDWO6lfVu/V9Pq72YV0ERCRQxDOJy0regdECPQC+yId/1EfygNEACQPqilFiqoB10UMRsP3r6V90ALV/su9H+buHBMAOwJfC43WOqiAk+owvOtqhYgC4bq4fa3bxNus/yvVj3Y6qCzAOkl/ZjCnRIj4wqXyCHcFB8pN43w7UDegjL8qN4NtBXAN0yUfAQb582RRADSf/uCZeZMOviQ8UEYB0JksJm2J8Coj4ABPWSp6DxB/3mSSvmEI+0CQig0WAndfSvf2DeF1A+TUAq19/K88/aAn+srg/FY7rAcTrOfB4M76MizEploiDQqjjcBFXcfSWFIvH5F1gXMivESIYgvQihjb5/kVaDTIH+n4lWogg/dwKXAi8BgDBzat3STh8XrnLj8AxLsTzSp6klyt7tHyhJj5wUlmRXyETpqQtKVkinD4SdGS0DfHeNikAJEXJ8sQoCcMmcCffL3K8+nkBCLaj/ZcLwDj0BzJ2gNgG+IZUfwk8XvLGs598puPx0zLWiFfxpGU8WDdiEvmMocSTIqiIl6C7iOqHFemBlhCKn/G7EBi/f8di5gNkY5yk51yO++0XcBJBvp6+RdAZuMjnvAsgheDJiLkg3EUBIDGE5kR6AyUnyO8m61jke6UoUf1FJaiQP2DgqP4MfpjtrWn9Wf3ZAfyj52C9I4C8EPQugA6QXSC3gswN8tXEz9gaESjGKfxWfG1RHyNGxUVfQqjjc/JTCBIBEYJIwkW6Yg4rn8TTb8j3b13lmN/CGmKowG9p9WuA8ty9YyUEjhMLqAS3RRwnIQqCBKsSGusJcTj5tEAhPsDEtJLUYEQgOSJeyUASQL4nw4Okyj0wr35dAGb758Vf6wIQlgIguAVQAPE+CApAb02Pp4T1K6HqBsqXxz5i/Irb4/e4EUNL2IFOfLJVfMcQN6E4YQsYb2CSVnEzB/7dyo5GBPq2VSKEoNzwyze7FvlSB/AXbypUxHvVe7BJuM8H6ZmAMwiiQwzyQwSeFPit5GDcQxIMUGKYDE+It3wiiI8kFOWnqtkBSH6998PmX79K+39WB6i2AXUBvSDmIuAfv7gVMD+5ZWYnUEEozip2xYzYJHbEpDhpM85GAIqVQlAXiLgjZvpO/kIVfyBzICAPEESpepEctgjBc1QjngWQ4Dbx2QVIfCrd5z3I4wiW1hFBA+5HIlrE41yOkRAmQ4TTMgklKQyclYHgmQABCSjJgOIj2EbVbP259zfk6yVf7v+sfPrqAE58GG8CEkF0AIqAHUDXA7wQ9K2gXAtkoSgfURRCxorYS5y0HnstdsbI2Bmjk+9kaxxdIMkn8W5rdMRAQAilGwT5Dv8S7pYQ5Oc1wIkHNKIFaEcIyMcZXCCC9rGLIJFiYAJIdAEDjjmJICuhkwyvhApKAomv1c+AqgD1VfNZ+Wz7aUl+PvXLDuDVz/afF4EkP18L8A7gLwixA7Tfst68HC4hRL5KZ1RheE4yBykExVijEr13Ap+rY6bfiJ+Y0QEKkmjmo40p8tNYhwQQti/CGUwEkhVfiG6BQUaAYVuIoL0S4J/6XIrAW2GAAfN8D8jgExnwmcAZZBOwAhH5tE682n9c9JULQLb+3ALIfHYBQuUPoOrLG18pAG0FjQj47mV/Wpgi8LypcJgbFQfzwo7AHDSxzxRCFf+oG3/kwIWQBZA5qfNxFq3iAPIaKVG2hRABOgAJ90DGGVRUvneBCC6g8ZQ+gwyrQEMU9EU8gixBcw4BReBng3fFK9hEBKvA0jLASsH0W+TzTRHa+wNZ+dn6oYV8/n/mGoBA9fu1QIggOoF3AAf/aOYdoOoCUUTePRFX5qHKjecgEfF38pCFMBY8J2UrwJh5EPmRG/pjFIPnyLfFLppu4HnjdpCWQuhnux9XBEsUIYIyF36S70LA4qtAFUwVsMZCiMAYaMxH0CI+RMDAS8sHGvIjGC46AmpVPv/vAf3/A4POu2jAcsAvANkBwDgAz9nXwep3EYj8SgDlQywBdYETdAGgiABg/pQTiSJzhThrESgvmQvabjEEknzlxFHywnGdm5IfFEeIoCE94WR359UBsupTyVn9ZwDiRxHQiCKQ7/PHp2Exl6Q35LsvkoN8kZ3BAiXQDDJQq7pZuFe/72FJfD7lSzj52vv1J1GQXTpAI4I8mg7Ap4JuXQj8RBOJb54Slk7ArSBFELlzIA8ArReJ5025C1tyVOUg8+JjL4hEEQHg1Y+C7QGZn5KrEMTzhBDILuDXACLdF+/o+CSXwXAsn8HQx6LqoGAzyEI852cG2QQmwuVj4QqSQXkQtFp8v1k4iRdAvrd/VD6JL++ZSwuWS/WD85r8BIhPpAjy6WC9DfATTbT+WYaEiyAvDFlMyuM0iog5CiufuWCxMA9VjmblhwVS8kOIeAdz5AWSlrlqiBf58ueasYiPXKYIgLIFNMQ74RojkMbHwjKQQFP5BAPAfARVUILDORA8MgLjOjipuQqm2FywLzr3fe8AUf0guwFYlhBIPAUAsPI5piXhNOHWR+kCKQISD+vkE/6U0LcDbgMJdoCmC4wzh5HTJl8gOqwQuWo6JME5QHmKOeRnVq6YG3UAjcMvwHnkTPlT4cR85K/OaV97F4kW8QTGZY62DiLGXGQJJIG5Egx9IIIYV0G5srHgEoz7DKQJIBfoi2QQDfle+WXPJ1TxgMgP4rPyZUG44H6p/jhIujpAVr4sANKbTuBC0BYA4iWC7ATsAgVVLish1Pkruar9yJfyE/mSn/lCTlsiUM7gSwyev7YIkDta5jBEwHF20pzrt8gviw2/XjTn6rEWXiODCB8Lp382GIcWHMFwsfXiywIDNfmntLEFZAcg8d23UOutT1n5CZKuPcAPeuSehzTAl4OzAyRq8msUIfgWoG0AeaQIJrKe07Hyxnx28ldyGHmDHZe80cec8ha5Y64kgiZvyl3aKn8T5KzkkhZEc64UlXzPrW8BXGgSL9CfAS0UDxi2hua4eFmMW+QHYrFl8VwcLaCF5hwXrsXGQqPqm+rPlu+V7zbIJ9FBvFd8AFNZ/fnto+Ug6SC/dIFKBPqgK21nSyhdoLLNduBobQd1Dutcwj+TT+SqLp4yhl86QoXMYUHksIbyS+JTCCECdYCG/LRtlAVmEAHOO5pq90oPH4tx8tuLzoXKL4tMsmORAd/vHaz4qQhvqr8hvxYBLQilGEi6QNJdCBIBiY+D1e8iIOKPQhBCbglOfl4LJPm1CFj1RHQEkM4uUDpr5rE1F3lkXiOPaX9oHuHrYjnyyPy12n+ZZyfwPDY2yXfbLy2KCxRwZ0luLjLmR6eNGNLKz4VqkeHHQoXwJ0QsTgvuZauqFqbFOeqqb6o/RVB3gJp4wqu+dAESj+kkvwWyH6ivBcqrggleD1AAZ4TQ7gCzEeRXOa5zmkJQTpEjIfxZ+VT+6NMGNCfbzqmAee8AnuMUQxFAvShfUCAI18IqX+NcmM7BxuLGvB0WMTbCH3wCXzaQC9ZFCW6bi8mFTftDWMJ9wgmv27+T7ba9BRTy6y4QhHe7fx7kPkXg1wFe/fl1N2r/RJCvL7qQCBJ1N4CdwgKeW1r3M7fymSvkvZXHBPMnmz6gvMZclc+6sBye7xPB86rchp/bAeFbgBZC4I5zXBbDhaafZFe3yQXSnllk+FiIw8+L8FiML8gxbfntynck+Vn5QXxV+bUQXAwglrZq/89SQCE/qr95VuDV71964SKYlE7Q7gIpghZAfpLeRea/8JB5zdxynPms8suianJLH7mE/8OEUK4FMGae0QFAav3gEgFBv15YLKD4QC6iszgtkAuQzYVxAb4Y95tF1GjIbnyRrg9ItMln9XsHcLLLByBEfBBerPs6aMLlkcTLD+I5FvFpAe8CIJ02hdARwWQa0NivDXwLSDHAz7xGbusc+7WV+zqn3HpOZ+a5Rbyfa/JdA7kn+cw5oXzjaeCsBbURD5p+d0FcAM/xwcuC6NM2C6MtVR8LkAgKsu2D9MBp+hJBIsVA4kl42BRCtf8LZD9FoCGd2Ud5GkiA5OaCMLuAo2wD0QXYDZL0buX7NtDYBshRDeaw5J85djtRrn1euWWOI9+lCxDIr/Jf8k3UviPznbnvj0+xGD3YLOAO9OCxoFiIyNWDw3LMOy9z/J3uQvBgldUi0gbY/lX1QTjbfWn5INx9fgTKrfZ9+EUEQXiLfI1dA/zRiECmfQTxbkMI9RZQITuBqh/E58vE7nO+6QLcFng+BaFu8FzyZ8Fz6mRjPCPvQo5pmX/5bR4Szsew6QC6w86Dpq9zfHD68WDdRTjx8KsHaT1YkK5xIb6p+lL5JD/9gLf7Bnnl70Ko0N0CMHS2G/IL82l5kOy0BdkB4LfI92uBRPcisAUQXncAbQfVOP2WEIjniSFy/XwRdEn37luj6gAY8I5mPSgfLCxv4ypsxmcfPB64jOPB0ibpHIvcqPyK7Ib0ini1fAeJbn9IsiG9DRBK4mH9QlDDRgjdoyZfpLP6AYig/HGoJYRGDH5dkNsBKp7VHx3A0RFCRfxEgM986lzkvAJzWTiIrlzPtXmoOAibHBSQh/D7uoMOnOzGap6Wc3wAjnkHGgfyzsOvH1TVjnYjpAiquYZ4tHpakO5+EB8VX8gP34mmDT8uBp307AAJ/ph9gPP2kVtAEYN3ApHPawCJIInHmCIQ+WGFEEElhhMRjO1AFtD2m0Jw61uyC6HmRj5ym2PnIizHyHN2Yc0x913bATlSB8gHSJQHCqs7SHBxIK01xzuUH9VdPUAZi3j6Tv60RTxJd+sV32n7rPxaDCC86QJOOn0nPccOjdkJYLwFhBYSZD/Idpvkk3RHt/qdfFiJIYVA8p1sXQsE6QUkHFbkd7eCFEERQ+Q/+BAnOUaOnQf6FYKXFIbA3IfluOYjoQ6gB8Yd1w+oB3rug8RCcCd55/IDpeIDIpwg2ZyD1TZQ9ny/0Es/W77IZuUHnPQKLREEguhEEq5p+s84GhE0KF+tp62gQpKPavfXB1IE2QG8I7S6AMhOkbggSDgsIfLDzkDykkKoi5Pc1fzIT4gfchB+jHU7+P4sQL9M0K/G9R1Vdy5VEflgumN/EAfJDV+V72S772MnOogXfJxV3mr/4XurT4DJgrYIshP4H30IEJvgEVOtAyTLBOEOdgMn/MzTQZCb47weaBBdAGS3rgeCeCe9GTdzyKPgc7kNeEfAWBwR4ScvyUeOk5cE+ZHv58QLxuQpOkCAN4oHaFX5jDut76RFfBmnX50nyRg35DdIklvEJ/lR6aUbFBFUQgiyRTqmxTBsXgRyuiWCOIJ32SReXUB7fwBj/XGIYkgU8iviswuEn8Q3Ve+YVsS3wLzDNp045mRTBO63eKJfcaPbIM8+Rv5pkwf5DfoiWXcUd5x38hzyi6LyjvK2Glekg9iEiOZ8kDwLSXzxg3Tt/6Xlg8G0gvut/V8iyA4AQoN9/tThw+YI0vM45UlVv5Oua4Egve4EJDp9fzaAOdogP8XgvouhFkJiXI+Zb4qgQpItngpH4ce4mQ+0eEsLkBeMxRGsdwD9Qt7QbyylnLkTH9d34D5uz7FQ+47c853oEAOQr/Q52TXxSX77aV9T+SCo2C7ALQHXicaP4nNIIXDgU82BUZCuDpDkpx/doBBewYmm74QXVEJwG0IoFvk8g5gPwhPNFuC+E445gudqK7T5E5+YJ191AZcOUH4pblj/sv8iieUd5XwS3Ca8XOCFX8jvtcmvqz7Hdctv2Yr854uAPMImMFcPxTjROci5LJ0kPAFi263f5xoBZBfokC+AaHUGtyK3uhZwO0MMpzEmB4nuWAA3tMmXrHPoxRnnwUFyWPgkL7ClA6RCdLL1S/GLOZYISDrn2uTXYiCpTet3kjVPv4ghRZBEN35e4Yvw8NuEV36QTVu2AZxukU7kUftxiPw4kvwihiC93grazwpIcu23XyDiMwKJQGMnPP2m4mEF+LUIEpwXkPfi55jcpUWeOR98ij+OkXuOfS5uD768A1Rok+93kr6qn36Q3EVT7dU4yeZYhIfFfJLeVH+QL9v1g/AiBvgBkZ7kuwu47yqgreZiXI4kX4TjRIxzCyDZKQpVf4v8BAgV0eEXONnNU0IKgjaFEMTrHPKrMS2Qgki0hNCGk55oeCtC4HnyEfNe2OwA4XRv1LphzonQ2fAKJ7GwQXLpADFOwhOz5pJs+km+CMfTvOJX5DciAGMkOOfwj2NxHrZF+oxDvCfRhfSwSTTHVUfoisCFMOtpYe0H8TNsA+S/IMYiu/bPogghbYWuCAh+AerMk6Xi1fLjXPgFmmtQKr6MSXLa8GUdJFm2VL8TXwuhIRxW1U//WXANiGiMi0/E8UwhkH0S7aMgP0Cyiz/7QrAAXcA7wCwRED7W08Mg258WOvhysW4HovXScXQB8VN1BI59DiA/idwiyA9856rq5DxHfjSfHaCa1Dht3jAIbfnANMZJeNP+EVSX/JwDkmQXAYhG+c4i3n0kP8Zij6hJ1xwYq861Kr4AP2hz6O7ZQ0TjLGwNdQISrI7ggqi3AhGOsQCCvRvwXAqiEYKIPu2Mg3Qn2edoGxEQ8CkQ2oC4Sp+WnFS+znEukOeT7349aCHn6nMgT2OgqXKfd3IxVpUHOEeiZTnXIZ4W52ri6xd9nOQc02/GSX7rog9oCCfaQpD/jKNwXQhPVNVPqP17F0hB1ESnIBrSG0H4NUIiCSZiLL8ivdwG44D4qgUB+FwC8+CqJr9YcpiWc72h/X9XBG55RqvHAAAAAABJRU5ErkJggh+51zH0+7HgC339eShIqgh0BeBPlr5XAD9eSEefE+3t9JNoWfY3fUm2+mIJSOszvwpAgoi9QBUFGG0EIJBlNP2+QJDe+i3OenSID3D2t77adWlIIZQ9gciGbTaFRQgL+wRfIpArke/+KSEs9qk/fReC+CLIC/pazhYndfLsFsfAnVeCBu3JVU2uGveBdtYvQALQpq9tJ/lBemNTDO3M7wigbARbgMVWACS1FQKhNvqzjX98SAxywuYDJLfWicdJIhwGJJeKkALAOT9NCEIjBiezWxm8b4Hs7EtyASe623caDflsFzE8XgiERFA6H3NSEQWsfLW9InSIpiW5arsQKuHsZ18gyM89gFeBRgCsBs3s9z6QUi4JUwDRloUBymxHn0gPf5H4tknuiw7UwFEJgYh9ARHVoIihiCKEoBtH3eWgXi0QIYCoBrWPBDvmBMRQKoMIdqs+tRuQIxLN421fOVaxyDHBb+s982Cx0VdmfxyTX4BBC40QYqYXIYh490V0I4T6LeBEJb2QL4AIWpHtbfd9L5BXBOzLvQGbZPpM2zzIuR5BdCW/hZOd1UCVQeR7uwhBvgsiqwJRBCGEAES2Q+SnL6LzHPjZ1xGA/062dR54EdSOSUo/OMvjLdeEV4KmU23ZhnTa8H2W02KAstGOmV6u/+NYCqCSnOST4GyfJj1tB2RPPu0CdCx9/MNpmuoBmvax2G4f4NxtKwLtBWiD/BSFyG7hQuiSfpYQHF4NkIPwO2iFIGKjT/3eV9GcR/6yP/2s3GzTso/cwcfGsDY6iL56zEl3uF8FEb6EEAiyUwClMgAdIYCtFAPh3+frpKco/KoghLBIeGmDtXD1I6yqAx9qE3kswAdZL0AnyabPJtp1OQDJcaxdEhYrAsn1CnBaDDnbC05I/hn9IJm2CEE++AB0jLaBH6vnzMBXki3+1OcQr9nXG9r/D6D7r9yAELxAAAAAAElFTkSuQmCC</imagefile>
      <input>
        <e type="operand">Ω</e>
      </input>
    </image>
  </region>
  <region id="15" left="18" top="369" width="190" height="30" color="#ffff00" bgColor="#010101" fontSize="12">
    <math decimalPlaces="1">
      <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>
      <contract>
        <e type="operand" style="unit">min</e>
      </contract>
      <result action="numeric">
        <e type="operand">3.8</e>
      </result>
    </math>
  </region>
</regions>