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Adhesivo y sellador base poliuretano (PU) con resitencia a rayos UV, diseñado para unión de juntas en construcción y obras civiles
No se pudo obtener el video del producto.

Indicado para realizar trabajos de relleno en juntas de dilatación, sellado y acabados que exijan elasticidad permanente, como por ejemplo:

  • Juntas de sellado para granito, hormigón, madera y superficies metálicas. Para sellar juntas de dilatación en hormigón tanto vertical como horizontal: 
  • Pisos de hormigón. 
  • Juntas de fachadas. 
  • Pretiles de balcones.
  • Juntas de conexión (alrededor de ventanas y puertas, revestimientos de metal y hormigón pre-moldeado).
  • Juntas en madera y estructuras metálicas.
  • Cuando cura, se adhiere químicamente al material permaneciendo con elasticidad permanente.
  • Se adhiere en diversos materiales lisos o porosos (granito, hormigón, hierro, madera, etc.).
  • Cura exenta de burbujas de aire.
  • Alta resistencia térmica y elevada resistencia a la intemperie (agentes climáticos, UV y Ozono).
  • Capacidad de movimiento de la junta hasta un 25%.
  • Acepta pinturas y barnices con base poliuretánicos.

condiciones_almacenamiento

<ul> <li>Mantener el producto cerrado y en su embalaje original.</li> <li>No almacenar bajo el sol, lluvia y lejos de fuentes de ignición, chispas y llamas.</li> <li>Mantenga fuera del alcance de los niños y de los animales.</li> <li>No almacenar junto a alimentos, bebidas o medicamentos, incluso los destinados a animales.</li> <li>No almacenar en lugar con humedad excesiva y con temperatura superior a + 50 ° C.</li> <li>Validez: 12 meses a partir de la fecha de fabricación</li> </ul>

datos_tecnicos

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ZIkSSpsn0RwodCzxL7e+26FJEmSJH0a5Km8JEmSJEkFSgYXkiRJkiQVqAy3RYrr6lK5SmViY2O5euXq+2iTJEmfiKJFi1K5SmXCQsPkeCNJH5mYmGgqV6lMCT29DMuyfImWJEnSu2Dv4MD1a9fedzMkScqjHL1E6+WVC6VSiba29jtrnCRJn56E+AR0S+hiY2uDltYnMb9ckv4zhBDExsZmeuUiw94cEx3N/Xv3C/T135IkSZkp0Nd/S5L0TqV9/feb5IROSZIkSZIKlAwuJEmSJEkqUDK4kCRJkiSpQMngQpIkSZKkAiWDC0mSJEmSCpQMLiRJkiRJKlD/zeBCHYnPNW/uBCa875ZIkvTJUhPlc41L/wTmv6RIH65730EOadLHIk/BRUJEMAH+/pn8BRAY/gF8+5Pv8seYQcw8HPK+WyJJUgFIiAgmICSa5MwWqmIICwgiPP5dtyo7ydzdNJYvZrjmv6S7mxk/cAZHgtUF0C5JKnx5eCVeAtcWfs6gzU/I+DXXQL/rKi5NKcHW3X7YDOxFrZL/zYsjkiS9Kwlcnt+Nr2/346/9o7DSTL9U9XQrI9usp9Jqd+a21Hk/TZQkKZ08BBfaVP78RxbWikWQxI1NU9ia1JOZX9ejCBooy9oS6Dqeub/dpLm5E6s+0y34VkuSJEmS9MHKQ3ChoLRta5xsAeIQR39AEW9D265d0E9NobaayoJiz6jcTgYWkiRJkvSpKZRfClLo29Kpj21hFC1JkiRJ0geuUIILld9hFq98TK0JLrQwEvgdXsjvj2szspMmbgfd+DcMSls3o/vnzbAomjZnIsFXXDlw4hpPYpQYV2tK5+7NsCz29vrU4Xc4tvsQ3j7RFDF3oG1Xk0zS/MOx3Yfx9olCaVKTVj26Ut88m/uziUFccd3PqatPidEpjYVdCzq1ccBY2w/XhavwqT2ekS2NUADJ9w+wYH0Qjt+PoJG+KqXPj6xpZ/aQs9cjKdthJF81Lk34P0fZc9gL3+gimNm3pZutP1s2+NPw2xE4lpLzUyQpS+pkEuNiiX1jN1EnJCPSfqDKZv/UTVn+2LoLlk9O4f1Mi/KOPenXWAOvnXtxexhHSZt29OrRADPlq1oIv32UPa5e+EYpMbFtzWfdGmCWdghRh3Pn6G4Oe/oSU9Qc+3ZdyDASpaZx9fQluogZdu26YfN0C5v9GzLbpdnruv45yp5DXvjGFMXcoR1dMg5pkvRBK5zgIvQWxw94U/xrZ1oYqQi7eYx9e//EffUzwpSmGBeJInD7Jjbt+poVW76lcSkFqCPwXjKMUcsvEV3CDDO9REJ2bGDNxh7M3TAPp/KamdaV7LuXCQOm4hqghaGZARrPd7JxvQnGSQLzV2n2MaH/FFwDdTAtW5LEoB1s2rCfMRvW4VIr81s36ghPln41kpVXY9EzN6Vo9DOC1u/g3vrzzGsSxq1jB7hcfCgjWhql9DnkKkcPPMB07DAa6af2eeM6DmjpYW7VgC8Gl8Bn7xi+nHKYAC1DzAw0eL5jAxtMjEkOLouRywgcSxXG1pCk/4bkW0voYrMk84UaRli9/Lcqm/2zaBi3ju1l89p9aBQrg7H2c55u28eeimp8AzQxL60mcPtWDv2zjj9nNUOXZHz3jWPw94cJLGKKuX4Swds3smn/ONauH4WDLpDsy/5xA5l2KAAtIzMMeM6u9esxMUlCvBqIfNg/dhDTDqdJs2EdxsbJhJQ1Sg0ukvHdO44v0o0T69loYkLiq4Ik6cP3zk6VxYtozIds5eyl85y+eImTG4ZR2W8DPy7xJg6IcpvHpBWPsB67g3NXznPynDcXjsynneovfpi2g6eqTApVh3Bo7myOJzrywwEPPNzduXjpGAs7lCA8SrxKc3jubE4o2jP/mBfuZ89x8fwOnCvfZdWsLTzIrFyicf9lMqsfWzNq23k8z5/F/fot3HdPo4155kFOpnRqM/HQBf4+tIy++kf4ZdYxEh1/ZO9FL86c9+bisUW013tBtMi+KEn61CnKtWXMzzOZMTP93/QJHbHIxW75kpbNaPZ6nOeM+x5cqofzKNSe6cc9OOXuxvpB5Qg478bdRFCHHGL+rOMoOizA1cuDU+5enN05Cqu7K5i75QEq1IT+NZc5RxNp+tN+3L3OcfaSN0eWtKfEi6jUqypqQv6ay5xj6dO4Lu6I3ovoV1de1CF/ZRwnji+mnRwnpI9MoVy5yIxm5f5M+aYhRloASsxajOPbXicYdPo0dxIdeH7oBCF2w9jsXB/D1IFCt+rn/DT5POfGunIqqB+Dzd6IhRIu4+YRS60xPzGwpn5KpFSsEp2mTsD9b2d8ARKvcO5iJKWqFeX+3qXMT82qMjBCfdYD77DhWJV5o9x4T1xPBGEzdCMujYxIaY4S47pdMQZIzFmfFZb1aWKpTG3qWbziajP6p8HY6qfUV8yqM1PGn+O0i19uVqUkfZIUBrZ06D8g46OovjH8texSbkujYtM2VCkGYIVd9VJol2hKC3MtQIuqVcuhOBJDtBqSLrvhGVkK6yL32bfkl9T8yZQqo8btghfPh5tz5exFYmuP4YfBNUnZvYtR0Wkq486dZJQPQAKXz3pmSFOp81TGnjvJaN+UUhMun8XzzXGikhPfTzjHKWffvKw2SXov3llwoTA1p2y62rQpV84EosKJVMfz4kU0OmZlMX5j4ChatiyG3OdFuBreDC4SI4lK0MHIpHT6SzBKE4xLK1KCi4QIIuJAMymKAP+YNGmq0aaDBYaZvZMm4TnPo3QwtzAjDydEr2hoK9HSSPl3UlQU8TpGGBum74PS1BQDDRlcSNK7pYG2jjapuycKDQUa2tpope6eCoUGpF5PiI+MIA5NkqL88Y99XYKyWls6WBiiIonIqHh0yhhTOv1AhLFxaRQ+AElEZZHG1KQ0itS4ISkyi3HC2AQDDRlcSB+PdxZcqP69yuWIfrR59bzqcy5duo8wroeZVlH0rMyJP+7J1ehONH41DULFE8/LPNUpRwXzTJpapBzljOJw97pObKeGvJz3qXp2mWt+qfc7iphhaqCBr90g5v1Yn5fzR1WB1/AMs6ShSSZ3hopWoIJpPCcveBPVqRklXn6ujiEqrigldJQotQUxUVGvL2dGxRCLDkWKZH6nSadcOYxiz+F9LYaOjYq/6l/g5as8yfTWjCRJeaLI/f75NkXMzDDQ8KXm4PlMq/9qBCHw6kWeV2iEiSKJcmWNiDvnzfXYTjR8NRAFcuWqHym7t05qGi+ux3SiYfHXaS6/SvN6nLh0LZaOjYq9ruuKHCekj8s7Cy7UQQeZ9lVxgl26UcsoltsHFvPr0QRqT+mMlZYS+g6m3u5ZTB6my4RRTtiUjOHh2S0sXn4N836baa2fSaE6dejxmTV7Vk3ERW8Cw9paUyz0MjsX/sbFGKgDoFOP7l0qsG/TJMbpT2ZI6woo/C6wbfEyTiiHsGvfWGoo3yhXWYs+g+uyd/YkRupOxrmzDXrR9zm3YwsBHbYwq0M5qlUtwZpDq9jgMJxGBv4cXnOaqPJ9sc7i1R46dT6nu/Vufh8/ghKTnGlbvQihXjtZvNCDGOoW7MqWpE+ZVjb7Zy7foK1TtztOFfbwx8Qx6H87lFaWCp54bGXJ0uMoh+5l99ga1O7ZA+vdq5g8Qo/xI9pgXSyMy9sXssgjhpTdW+dVmknDSzDeuR3Vi4bitWMhi1+lSTNOTBxJiYkjaGNdlLDLO1j8mxwnpI/Lu5tzYfM5fc0vMH/IH8QIQMuQWl/+xvwvKqXceqg4kN9WRfD9lDV81291yv6vZYh93wX8OrkBxTMtVYntqMXMDhzNjJUTGLgcUOhh06sv7cM3EwqADrXHLWV6yBjmLhnNyUUAWpSy7cW8Zc4ZA4uU1lJp8GKWh09kyupJDFoDoIFuxfZMdtYE9Gg74Ue6DZnCr8NOIAAtg1oMWTIE26zWqLImI5fMJtBlBr9P6McqQKFvQ69+HYnYKH8DRZIKTjb7Zw7nTL1SpA5jlv1M6DdzWDbqb5YAaJXCpvd8FjvXQAlQ04WF8wL55qeVTOq3HFCgZ9OL3h1esCVlIEJZ05mFc54xesZqJvdbCSjQt+lD344RbH45BChr4rxkLkGjfmL1+H6sBBR6NvTs04EXm0MLYN1I0ruhIYRINwd5zqxZbFi3nu+nTmXI10MLoIpErs3pwIBLn3No79eUenSVm0+SMbS2p4ZZJi+wUEXge+sffMIVGFe3w7pM0YxpMlAT5XeDmw+jKVrRDnsLvUweg1ET5XeTWw9eoGFUhZo1zCmegyukyeEPuXn7KQl6FahevTz6aYOHxDAe3LiNf2IprOxtMM9JgapIfG/cxCemOJY17bDQl++2kD5do51dOHrkCEuWL6OTk1PBFp6X/fNt1JH43bzFo+caGFa1o7p58QzjjDrSj5s3HxFdtAI1HSzQy6RKVYQvN289JqZYBWraZ54GdSR+N27yOLoYljXt5TghfZDCQkOpX6cuBqVL433lcrpl7+zKxcvqSlWuR7PKb0miqY+FfSMsclWughLlHWhcPrs09jR6a5qMtEpWolaTSpkvVJbGqm6z18/X54SmHha1muSyf5Ik5Vpe9s+3UehR3r4xbxtCFHrlsW/y9kFGU98ChybZjAAKPco7NHlrXZL0IZPhsCRJkiRJBUoGF5IkSZIkFah3cFtESeUBv7GpixG5ebmlJEmSJEkfp3cy50K3vL18iEqSJEmSPhHytogkSZIkSQVKBheSJEmSJBWoDO+5WDB/Pju370BDQwMNDY2s8kmSJOWbEILKVSpz/959Od5I0kdIrVZjYGDAidOn0n2eYc5FYmIi4eHh76xhkiR92hITk3jx4sX7boYkSXmk0Mz4tEaG4EKpVFKyZEmGjxjBZ5/3eCcNkyTp0zR71izOnXXj198W4Nis2ftujiRJuRAeHk7vz3tSUj/jj39leeVCoalJaUPDd9JASZI+TUmJSYSHh6PU0ZHjjSR9hF7GC2+SEzolSZIkSSpQMriQJEmSJKlAyeBCkiRJkqQCJYMLSZIkSZIKlAwuJEmSJEkqUJ9EcKGO9OG69x0CE/JdED7XvLmT74IkSfrkJEQSJYeO/wa5LbOV9+AiIYLgAH8CAgIIDA4jOrEAW1XAku9uZvzAGRwJVue3IP4YM4iZh0MKpmGSJOVK3ItAAvz9CQh8QVzuMhIY4E9AQCAv3pbxZTr/l38BhEYn57PVACoebBxCq8HreawqgOJyU3NcOGERCbzLatXx0UTn4eCb03w5S6ciLjyMiPiC7vn72paF1Z/CkefgIuHSfHo0aYJjo8Y0qVcH+2o1aNR+EFPXuPP0nUV0aoI8NrNi51XC8xk3SJL0gYs4wU/tG+PYuAmOLb7n7xxHFxH8/UMHHBs1wbFRS6YezypjMrdX9KV5oyYpdTRugmPjZgzd+Dj/B+ZIN9ZvuY9t1w5YZHwlQKFIeHSImf2aU9vGgfp2NtRrM5yVHiEU5lCZ6HeChUNaUdvGFgdbBzqMWMb5gOyDs5zmy1m6BB4f+pmBzRywt69DbZvadBi+goshBdTzd74tC7k/hSR/P7muWYHOU8fQwiCRqKDH3PY4zpF5X3DiuDNL14yjYelCvuuifsbRpbNZdKM5Zk5r6K5buNVJkvT+qOONaD11EXW91/LDvlxlxKj1VH6r68X6qfuzTqfywc39MUbtJjGxY9nUMy8NSlU3JX/HEBWPd6/hmPIzfu9m9m7uRSffY+PEyewIrs+gqc5YaQXguWsjS5y/w+DQGvqUy0GPVAF47juPaNyDhubZp1cHH+OHAd9wRLMZA6cMwyL5fxz9YznDBjxj2a5ZtDLKvOc5zZfTdMn3NjB50jZCGnzB985WaAVcZM/GRYz+1oCDa/tSNl8b891vy8LtTyESb5g9c6aoZGEp1q1Z++aidOLdp4gmlbuK5feS03yaJPxPzxWf21YS9YbtEf6qtxZRAFQi/OYhsfP4/0T0W1IleE4XLar0Euv98tmgBE8xo2lV0Wftk/yVI1dGswIAACAASURBVEmSEEKIUSOdRSULS3H40KEc5wnfMVhUsx4u/ozNZWXhO8SXlauJkQcyz5jst070rVJffH86twVnI/qcmNakphj8xxORnH3qApF8b5noVrmRmHIm5tVnqqDdYphtFdF/g3/OCon3ENObNhbT3ONzkDhGXJjmKKrWcxYH0wz8SY+3iq/srUSrGZ4i81Jymi+n6ZLF/aVdRLWG34mzr7quEsG7hgr7Kn3EpvwelN75tizk/uRTaEiIqGRhKerWqp1hWQEHXlqYtZjMkmktEaeWsc67sO+PKNC3daJ32yoUL+SaJEn6L1MTdu4ct3VqUNUwiOACmWcBoMJv7+8cVnRleI+y+bwCknOalUdx4N4FZjcv9uozhb4ZJiUgMaEQJsjFnGPfkUCqDRiDk9nrw4qWZU9G9bLk6eH9eGR2Nyqn+XJcviZWo//kjsdcmr3qugI9cxNKkEhCYrofAc+l97EtC7M/hSt/t0UypcCsyxd0XPoF507eIrFBHZSAOvwfju0+jLdPFEqTmrTq0ZX65joAqPwOs3jlY2z71yL075P8G14Ey8af0bNdZUqklqqOuMvRbfvwDipO9c4D+LyOEZqo8Du8kN8f12acS0sMFQBqwv85yp5DXvjGFMXcoR1dTDK2Uh1+h2O7D+HtE00RM3vadLfF/4+N+DeazMhmpTKmMXegbddMCpIk6T8ggvNu14iNjGJm59PM1DbAuvUQps4YQcMyac/B1ITfOc6+wxd5HKnE1LY1XWqFsHO9L/UmOtPM8I3ztVhvNm68ic2Xc6hXjGwkEnTFlYN/X+NJjJLSFnY079wWB8MgXBeu4rF1FyyfnML7mRblHXvSr7EGXjv34vYwjpI27ejVowFmyiyKVkdyZ/t6ToRVoU+TsnlfTVm1/O5lbkRVpGOLim8cdJVUb9YQk42XufEomRY1tPKUr3Fc3soHUEfeYee64zyv3I/G6e4hFOK2TAziiut+Tl19SoxOaSzsWtCpjQPG2n753pZZ9+fDUgjBBVCkBtUra7DHz48k6qDw3ceE/lNwDdTBtGxJEoN2sGnDfsZsWIdLLV1Uobc4vncrW1yT0ShuRilVMDu3bOP0DwfY+lUlUD1h5zd9mO6ljYl+InuOPqLY4SV0LqMi7OYxDl7SZYhzSwxJxnfvOL6YcpgALUPMDDR4vmM9G01MSBTmr5qX7LOXCQOn4hqghaGZARrPd7JxnTFlkkMoa+TCyGalSPbdy4QBb6RZb4JxksD8LV2XJOkjlOhDjHl/vvulOuV0E3h6xZXtOxcwYlgSW3eNwVYHIBmfveP4cuphArSMMDfQ4PnOjaw3NkEdYkrJkSNplu6319T471/NX6rOLOpZ/u1nuuoIvBYPwWX5VWL1zDAtFsOzwA3surcOz1mluHVsL5vX7kOjWBmMtZ/zdNs+9lRU4xugiXlpNYHbt3Lon3X8OasZb049S7y6iP5f/86NF3o0/3kbI2yyGvYTubF6NHNOhJJyPhyDf1AI4ue+/E9XAwANozbs+n1Ehpyq4CDCNIwxL5exbK2yZTHmOEFBKnjj4J/TfKr4vJSfyLWFfRj++w3C9VowffvINIsLb1uqIzxZ+tVIVl6NRc/clKLRzwhav4N7688zr0lYPrbl2/rz4SnU+SgaGhpoqEM4PHc2JxTtmX/MC/ez57h4fgfOle+yatYWHrychi0SMe+zBTfPM5y+eIwfm8LV424py5LucvWmoMXMvzl30QPPk4vpXCZj09Uhf/HLrGMkOv7I3otenDnvzcXji2mn94Jo8SoRh+bO5niiIz8c8MDD3Z2Ll47xW0c9wl8myiLNwg4lCI/6cC9DSZKUR0oHBv70LUN7d6Zdp88Z8uN6di/vg+HtTaw9HgGAOvgg82YeQ9ViFn9e9Oa0uxceJ1bQrVQkMZlN3I+/zKaN17AePITG2dy3jT43n+9WPsb6m224XT7PKY9rXL+4iyltX5/KaNmMZq/Hec6478GlejiPQu2ZftyDU+5urB9UjoDzbtzN5I6HVrnmDP5mOF1rCjzXr8Mty0fyNTFyaEfX7t1T/ro6UkG3OBWbdn39WTuHTHMqNBRoIBCZFS3UCA1NtDI5E89pvryVr0W5Fl8yanh3bMVFNqw9y8uuF962jMb9l8msfmzNqG3n8Tx/Fvfrt3DfPY02aSbF5m1bZt2fD1HhBBfxN7l1T2BuYYlW4hXOXYyklFlR7u9dyvx5v7Bg7RniDIxQ/+OBd1jq2tG0pFkne/QAtIyxrW4MsdEpy5S16dTZjOurvmXh/v8Rp5N53Jhw+SyecbUZ+tNgbPVTulaskhPfT+jEq1gk4RJuF2OpNewnBtbUT1kBxSrhNG08HctovCwIN4+MaTpNnfA6jSRJ/2EKSjfpSTvLWO7eekAikHDJDa/4enw9vS/WeimpilVsz6SJThhnGJLUBP75OwfiOzC015uX8t+UgNfhEwTZDuXn0Q0xSj0bVRrXpUvrqq/aU7FpG6oUA4pYYVe9FNrVmtLCXAsoTtWq5VDExBCdycFGYeSA0+Bx/Lp1Id1UB1n6x90s2qGJWf3P6DdwAP0HDqB/nxZULl6MCi36pPx/4AD6fVY/05waJmaUEf74+mSMbpIf++IvjDAxzniandN8eStfgaFDZwaNX8DmRd1RH1zC1jspc2kKbVvGe+J6IgibobNwaWSUemtAiXHdrrSq+rJ9ed2WWffnQ1QIwUUyj3etxTWoPC3a1UCZEEFEHGgmRRHg/xT/1L9AZTXadLDD8OUK1NBFr8TLzaZAoaWJxsuLBIrStPj5T/bNbEqM62S6tndm+92Mk0WTIqOI1zHC+I17ZUpjEwxexgSJUUQl6GBkUjp955VmmLx8dDYxMos0JhgX9uO1kiR9IBKITwRtHW0UQFJ0DAnKkpTSSz8GaBsYvJob9jrrdTavu0TFgV/jqJd9Pc/DItEpWx7TLI9cGmjraPNyGFNoKNDQ1kYrtSkKhQbw+qpqQnggAWGx6d9poVuTGhXh6aNH2TUo15RV62Bf0g/3U/dJf7iL5fLJ84QZO1C7fMbO5TRfzstPIDwwgLDY9Edm3Zo2WPKEx4+TgELclgnPeR6lg7mF2VuCkNxsy5z150NUwEfKSO7unMyIuRfR6zaRIQ5KKGKGqYEGOnaDmLdsGUtS/xZO/YpeXw+htUlOmqAmKjwek8YD+WH9TsaWP8uClSeJfSOVTrlyGMXe4tK1tEtUBF65ypOXt1+KlKOcURy3Pa8RkzbVs0tc81OlT+N1PV0dqmeXX6eRJOk/QR16mS3L93I33YCSwP2dv3M4wJj6jaqiBRSpUpXy8Zc5fiIwzUu1IrnuegafdMOCmuDDv7Mvui1f97XKwVMFRahQ0Yz46x5cikxfTkxkTFaZ3iKR2yv606rbLNwjXn+qenqCs7fUlClb8BM6KdaEz7uU4+H2Bex6+PrqQtyt9Sw5GIL1Zz2po5OPfDlNl3ibVf2a8/lMd16vShX+x09zW10G89RbE4W2LYtWoIJpPDcveBOVrpgYojK935KNHPbnQ5S/6SDqUG7+uZH1JRKICvbhlscZPP6NxbzjdFb93B4jBaBTj+5dKrBv0yTG6U9mSOsKKPwusG3xMk4oh7Br31gqZ1NN9Knv6TT2Fo4/Tae32b+cf5iEVr3Xkd9LOnU+p7v1bn6fOJISE0fQxrooYZd3sPg3D2Ko+zIRPT6zZs+qCTjrTWREu+oUDfVi128LuRgDddKlmYiL3gSGtbWmWOhldi787XUaSZI+OIm3tjDvUAn6TOxGlayenHhDzMNT7Fv5O7/uOUinDg2ooJdEwLXj/HXaB6Pey3BukHJUVNbsx5Dme5k6qRt9z3XD0aoIz68f5cDJeyQpaqdtBFvXXaR8/z200M9JC5Q49B1EnT1z+Ha4LhNHOWGjF8N9t+1sDejIzunGuVwLSmy7dqPG9sWM7RFMp3b2mCuecmH/AS5pODKjX80sc8aFPCEwMjH1vLkMfdesA62nPHqYslxDqUeFckaZ5NShlsuP9Ds3gll9+3GjZwssku/x9+4j+FQawbqva7w62KTfRjnNl8N0Slu6dK/BzkWj6RXcmTb25iieunPg4CU0HH+mj13Kl6LQtqWyFn0G12Xv7EmM1J2Mc2cb9KLvc27HFgI6bGFWqxyUka68nPXnQ5TP4MKfU8tnc0qhTTG9MpSv0ZyRS4fwZedqaS4t6VB73FKmh4xh7pLRnFyUUm0p217MW+ZMDSVk99S1bpMhDG/4JbMn9mYnUMSiI9NGNqfomwmVNXFeMpegUT+xenw/VgIKPRt69unAi82hLxNh67KYmYGjmLlqIgNXAAp9bPr0p0PERkJephm1mNmBo5mxcgIDlwMKPWx69aV9+GZC36xXkqQPQALX9q3nwMMhDMnFyFai/iQ277BgyeI/OLF9GQfidTC0qk3Xn+cyqq8Dr+6Eapaj56LNMG8Wv7tuZPnhIpjatmLYt7bsXeiTmkhN6JHf2f28FdMHVM3xAKtpNZhFKyOY9N1qvu2/BgAN3Yq0+84ZcvcrKgAobVxYvaEYv/62lWPrzhKtZYhV/UHM/3YsXS2zOttN4NLCXgzdEZjlK8IVJn255zkn82WlmjF1xzYs58/nj10rOZJUBruO09n8XV/sXj32kHEb5SxfTtMpqeGyhrVF57No6xHWn41G27Ay9QYtYNLYbrzqeqFtS00qDV7M8vCJTFk9iUFrADTQrdieyc55ucqQw/58iN58q1ZO39CZeyoR6XtNXDh1WnjcfCqic/1isWjx9MYF4X7xjgjM7gV6qgjhe9VdnD13RfiEZ1VRsojwuSrOnz4nrvpEiMxTqUSkb0qaK1mmkSQpr/Lyhs4sxZ4TUxs3EBOPR+S/rMxEPxP37/qKF2+8mjH+wg/CsUpfsTlQJUTSbbGoo43ouvgfkZSXOpJeiIeX3cXZCzeEb3ieSviwFfY2yql3sC2TXjwQV9zPCo8bvuK/uCmFePsbOt/hU7IKSpS3p1H5vOYvjnnNRjl7x4RCj/IOTXh7VZroWTjQ2OKtBVGivAON89xmSZLelRiPQ5wr0Z1lzbOdQZknyb47GNftEPW3HmVavZcTCJLxvXKTEF0rzPTgxbHf2R3cnCkDrPN2WVirJBVrN6FiAbb7Q1LY2yin3sW21CpZiVpNKhVksz8qH/ArOCRJknJKTYTalO7OvbAppNvQWlXa0b7aWlZOckFnSDfqVS5J9M29rFj9D6Y9JtFQJ4ADO90x6vsHbeVTZZko/G2UU3JbFj4ZXEiS9B+gwKzNOMYVZhVa1fl66XxCx81gw4+n+B1AuzQ23Way8LvGFFfAgDV/00EY8uFOs3uf3sE2yim5LQudDC4kSZJySGnhxE/72/KNz/94/FyBgYUVlqXTPGNZzJDS7695Ui7IbVm4ZHAhSZKUK0pKWdpSyvJ9t0PKP7ktC4u8mSRJkiRJUoGSwYUkSZIkSQVKQwiR7mc+Vy5fgdvZsxgaGqKvn6PXy0mSJOVJUFAQICiuWwLd4tn8dKgkSR8UlUqFj48PurrFWb9pU7plGeZchIe/4Mrly++scZIkfdrsHRxwO+v2vpshSVIeGZTOOPU1Q3BRsmQpatepg21NW6wqZ/erH5IkSXl3ydubZ88CGenijHlh/KCWJEmFJiEhgSOHXdHVzXjVMcsrF23btaNP377vpIGSJH2aLrifx9vTk/4D+tPJyel9N0eSpFwICw1l5vQZmV65kBM6JUmSJEkqUDK4kCRJkiSpQMngQpIkSZKkAiWDC0mSJEmSCpQMLiRJkiRJKlD/0eBCTZTPNS79E1j4VUX7ccP7HwLiC7+qQqGKJipW/b5bIb0TaqIjY953IyRJ+gQUSHChTogkPDqxIIoqIMnc3TSWL2a4FnpNife2MWngNP7yVxV6XYUh+swMOrWYwJHwN5eoSYgIIzwum37FvSAwwJ8A/5d/AYRGJ2eaVB0XTUzmizKhIi7iBZHxBRv4xL0ITNNWfwICQsi8uWoSoqNJyLKklPUTkVn7VMH4+EZn05IEIoKzXleqmFACgjJslDTZIwgO8CcgIJCQ8Diy//apCd7rTOuu87n4sQbCaaiD73Ev9O29VsdHE531BsyhZGLDX5D98Jbd90WSPi35Ci4SHroyb3BLatewo46NDfU6uLD6YgjyPPhjEYuH6xnCylejRomXn8Xx8PAcvmppT027OtSxdaD1wFkcfpjZsJnM7RV9ad6oCY6NX/41Y+jGx+kPdnF32TW+E3VtbXGwbc6wVd6EZ/olSSb4yi7mj+yGY83q2NnVopZ1Neq26M243w5xL7vjdXaSb7GqT9M0bW2Co+MQNj9O29pE/E78xrBW9tjZ1MTBvh3Oy9wJSBMDqIPP8lvfJtSyr0Mdu8YM+OU0Qa/6oyZg34+MX3uFqLe1JeESC7q2YNhGn0wCAxVPt46gtdPct2SfT48mTXBs1JCG9jWoWbcz36y4QHCWO5+C0jVrYOJ/kqNXPvJDYPIDtozvQ59JewjMpL+JfidYOKQVtW1scbB1oMOIZZwPyHFU+7IQTi50plvdGtjZ18Leti5dnZdzPvDNrZX99yX/1AR5bGbFzqtZ7DeS9OHJ+0+ux17kl6Fj2R5Xl/7fDqda0WCuHdjC0kkLsT4yl+Z6BdjKj5kqkoAnEegYl6N00QIqMiKAJ5FKjMsZkq8iE2/hdTWKyt0dMdcEUBN2YjpDx/6Jun5vxg2pTomwaxza9gcTB4ejfWA+7YzSxKMqH9zcH2PUbhITO5ZNjVQ1KFXdFM1XidQE7JnD0oDWLDm5iQphh/j5mxlsaPIn423TfP3UL/Ba6syY5d7Emzegw6AJ2JYvhUbEU+5cOs3JtfPQrd+WmU108txd1WM3zvsY0WbSZDqWTe2HohTWpi9bqyb46FS++MYVRbPBfDfMguT/HWHL8qEMDljBjtmtMVREcGL2txws9jUbznXB9OmfzBz/HXNtTrC4U0mIcGPlVg0GrGlKiSxbUkA0K9B56mgciz/nkccBti8cyXid/WweapVm/adJbtmURuWXc+7iA5Ib18jHzv8+xXFr5WQW3ajIsB3dMXnj9EgdfIwfBnzDEc1mDJwyDIvk/3H0j+UMG/CMZbtm0cooB+dT6mCOftefca5q6nz+DTPsDEjwu8zhnUsY1j+QFbt+poWhgpx9Xwqgy+pnHF06m0U3mmPmtIbuuvkvssDGEEnKinjD7JkzRSULS7Fuzdo3F6UTf2GaaFqpsZh6Jvr1h3HPhN+z+LfmezcShNdPjqJ6z3WFX9OVOaJNlW5i1YPkTJer/NeL/lWaiOkXCmq9qIT/+j6ieuMfhUc+i1T5rRN9qtQXU86kFqQKFFsHVBN2/TYKnzTdSbi3SvSuVkX0WeMn0vYy2W+d6Fulvvj+dOxbakkS/y7qIlpNOSsihRAi/rZY2KmpmOaetvHJ4vHWL0Tdivai1y9nhH9SxlKi77kLL9/M13HOJAu/tb1F9XrfirNZNTfmvPixqZVoNPKA8Fe9bv/jLV+IOpVaiJme8UIk/SMWdWogvjv1sv3x4tTE+sLp15siScSL679+Lvqv+p/IpAvpxbuLaQ2qiO5L74uMvUoWPqt7iGp1Jr8l+xTRpHJXsfzey9wvxLGx9YV1x4XiTpaVx4oT42oLmy92iOfZte8dGTXSWVSysBSHDx3KUfpIzzmiY1UH8cXmB5ms4xhxYZqjqFrPWRx8vQFF0uOt4it7K9FqhqfIyS4T7z1TtLJqIL45+PSN7/seMbJuFdFh/vXU6nLwfSkQKhF+85DYefx/Ijr7xDkqr6DGEOnTFhoSIipZWIq6tWpnWJbnuFpDUxttRVH09LVff1jEhHImeT+zlN6tpIcP8KMCVaqkbkMRR0n7nnz9VXvKpTn1VVZwpEEFCAkKSnMJX03YuXPc1qlBVcMggrOYOwBaWHXvT9Wzo+nQ8TO6terHDt2+9K7z+nuiDjvCokXnKdr9F1ZObI5ZJqfUxSs3oV75zM7Hc0gdxvlzt1DWqErpoOBM51nEuO3laGB1+o3tjNmrPUMLy17f8LnlE47suwBaltS1V3Jqxa/sv3CZi3vns/qUNnZ1KqLhs4MlF+wZM6jKe7gqUAJr67JoRLwgPMupCEqqVLFA7fOQRx/SFKkcUoedYt63m3jRfBqz+lfKuI5jzrHvSCDVBozB6fUGRMuyJ6N6WfL08H484rKrRcUTz0sElGlNn/bm6a4AaZbrTM/m+vhcupRSXU6+LwVCgb6tE73bVkH+bqz0scjzGKh06EmfWvtZPmkCpX6azKCm5cgsrFCH/8Ox3Yfx9olCaVKTVj26Ut88bcpEgq64cvDvazyJUVLawo7mndviYKyTmv8Ox3YfwtsnmiJm9rTpbov/HxvxbzSZkc1KvayEO0d3c9jTl5ii5ti364JJhpYkEnzFlQMnUuoxrtaUzt2bYVns7f3MUf1ZUflyZO0RHiWHE7Z2Kr+GjmJSF8tX7XX19CW6iBl27bph83QLm/0bMtul2VvXS834E6x3fURyeBjrpv5C2KiJOFlqQmIwV1338ffVp8TolKFa0650bWbJ27oX+yyA8OJmmBmkjoyalnSaMCPjOnhxh/89KULlryqgfPVpBOfdrhEbGcXMzqeZqW2AdeshTJ0xgoZl0sesmha9WOZak3OnrhNWvBpNWtph/KogNS9O/YVblAMuo1pROpfhruqJK0uWeWPafwp97dJ8rxLvsHvuZp7UdmaCkwVEuHPuWixRUT/T7fTPaBtUo9WQafw0shEpV8oT+ffKDaIrdqJ5xTeCGGV1HBuasPnKDaAljSctxmX6DBaN3Em0rhUtv1nK5KaxHB2/n9LDNlI7m+9UWmpVInGxsW9MflKTkJTLm+vJvpw9dw+tCt2ooJ1VIk3KlDVFGeLPs49t/rE6ENfp09jjo6ZEwhIGtPwdI+um9HIZzWc19VEAiXcvcyOqIh1bVHzjtpCS6s0aYrLxMjceJdOixtuHPW2lNsRG8CIB0g9qcURGxoOmNrn5vmSg8sN14SoeW3fB8skpvJ9pUd6xJ/0aa+C1cy9uD+MoadOOXj0aYKYEUOF3eCG/P67NOJeWGIqU/D41++EQcpKT/4ZT1LIx3Xq1pbLe6/J9ao9nZEsjFEDy/QMsWB+E4/cjqB/umrcxRB3Jv0e2sd8riGI1nOjfsw5G+Yj3pf+2vJ9gKavx9bqdlFk8hyUj2rDRqh29vx7Jlx2t0UsdKZN99zGh/xRcA3UwLVuSxKAdbNqwnzEb1uFSSxfUEXgtHoLL8qvE6plhWiyGZ4Eb2HVvHZ7zW5Lss5cJA6fiGqCFoZkBGs93snGdMWWSQyhr5JJycE/2Zf+4gUw7FICWkRkGPGfX+vWYmCQhzFPbqo7Ae8kwRi2/RHQJM8z0EgnZsYE1G3swd8M8nLI4I85R/W8jYnj2KIBodQJJD27zb0AMJPuwf+wgph1O094N6zA2TiakrFFKcPGW9XL+i2c8DohGnZDEo1v/EhAtUEd4sexrZ1ZeiqaEuTl6CcHsWv87mz7/hbXzOpN591Q8D4tA6FfG4G0HdHUoZxYs54JpXzZ0SPPjNIk+xJj357tfqlNON4GnV1zZvnMBI4YlsXXXGGzfiDQVJa1p3sM6s7XMw7v3SSzfgXpmuR+pNE0rU/T+RBYsrUGLtb1e3YOPOLWGRdvv07uHeWpzYzAbMIW51ctRPOEpV123sXvBMEYkb2f7mJrooCI4KBRMzCmbYa/QwrycCRxPfbRZ34HBiw4yOE2KmIs/szGyJ4vals7FLOlkbi/uhP3izJdqGGXzq8TqILy3LiFBJ4wHF09w1q8Kzhs+yzAPIS2FQSn0kh7yPFINRT+WJ9HVBOz7iVmHA1EYVsOuni3G6gCuu2/i+/Pe+GzYysT6eqiCgwjTMMa8XMZhTatsWYw5TlCQCt4aXGhi3rQpVRauYtn8E9hPb5t6JS2Rp0fnsfJMAtXHNIbcfF/epArj1rG9bF67D41iZTDWfs7TbfvYU1GNb4Am5qXVBG7fyqF/1vHnrGbooiLs5jEOXtJliHNLDFPzb//DlWSN4piWTCZk+xa2n5rG3q1fUUkVxq1jB7hcfCgjWhqlVBlylaMHHmA6dhj1YvIyhqh4sn00/X70RstUn8RdR3lc9DCLuhr9V99nIOXXm/dJcjrnIq2kkBvi4IKRor2ttWg2fKv4X7wQQhUsDgx3ENZNvxH77qfc5FaFeolFn9cUNbqvFPeThYg6M0U0r1RL9F/kIYJTb6AmBHqLP//+VwhVsNg/zF5UrTdUbLoRLlRCCBHzQBz6voOwsags+qx9IoRQiZB9w0XtSvXFsA03RHhKIvHw0BThVM1SWKfOuYg8/Z1wrFRHDFzqKUJSb6JG/btHTGheRdgP3CKeZHYrP0f153bOhUoE7xuWob0P/poinKxft/et6yXD/dIIcfbbxqJq7f5iuWdw6j3iKPG/3eNEqyq24os/nmRyT18IIZLErV/bi2rtF4jbWd6jTxD3//hSNLDtIZZfj8kq0cueitBT34uWlezF6D/Ds0mbVrw4P6WRqNZxkfg324kKmXtxdLxoVLmtmH819QZysq/Y1KeGqDV0jwhSZZFJFSrOfNdcVLVzEYfCU9px7JuaotqgbZnMR0gWPqs+E9UaTMm8rKS7YkXvnmLxzZf1x4uYuGzmh8S7i2kNrETzYYvFlj+2iK3p/v4Qy0c2F1Wzm3NR0VY0qmcrrCo1EV/O3So8/LK/gZ5weY5oU6W7WP04P/NXCk6O5lwkXBZzW1gJu+6/Cs+QNHMpnp0SM9pbi2qdl4h/k4SIP/KNcKgySOzIZEJJss8q0bNKwzfm+mQlSlxe1EM4WFYUdk17iKHDR4ivujcRdhUsRdXmPwj3/H5fEq6KuS2thE33peKfGCFE3G2xqJOVsLL7SuzwSxJCRIuLP7YQ1s1mCO8Es2U1XQAAIABJREFUIYRIEFdntxTVu60UD5Nf5q8kqrabLbzDhRAiSfhtHiTsKvcWG56qUpdXFT1WPHi178dfmCYcq/QRm56pRN7GkHhxfKyDsBuyRzwXKhEVHpHFuCJ9SgplzkVaWoY16TphJft3jsb0wjzm7PaHxCucuxhJKbOi3N+7lPnzfmHB2jPEGRih/scD77A4vA6fIMh2KD+PbohRavT/f/bOMyyqowvA7y6wICqogCBFQEFAkGJDBbvGXmLvvZfYzZfYe4mx965R7C12jRpL7B2jSRQFBKIUpcMCu/v9AJWywILY4rzPsz+4d8qZcs+cOVOQmVahZQMHkN/g/JV4Kg6YQvc0tyf6ZWk+cTRNS0rScpZz8/crxFcawKSerhimBqJM8wmMal4SSVqYq4dPEebWj+lDPDFOmxwXcWjHlPFN0Ll2lDMv1bigNco/r8i5+fvVLPKWbTGBkenkzbFeMpN4lSOnwnDtP5NBniZp7uAilGs/lbGNZVw/9hvqiveO7MqiJOzMdIbNf0bNuUsZ7Jabr1+KkXd7GtnE88j3CZov6WtT2sYSgh7zOJ/3OxVrMIAu5QPZs+YY4UpIureDnbdMaNWnGSWz6+FSI2p0aIxN/CMePEkCJJiWKgnBgQRkET4Ff/9gMMm62AZKgvct5LT9UPqUj+bSwp7UqVAe1/Ju1O+9lCvhOVW+lOIuzejcvRtdM/y60NxNAw+IVhk6L/iR+sXC+DelLC5WGux3kqS1+Bd0pFHx/Do3g4xoMmwonumOX2ib1WPkwLro/nWVaxFKJGbmlFQFE+CftfelPAsgWGWCmWlWr0XSg30snDuP+XPn8dOy40ARKo3cwu6VI2nqoENUaBghz18Qq+NIrzlj8TaE/PeXN0gpU7Mh5fQBPTvcyhdHx6kmdS20gcI4OFghjYsjNtt20sKmTlPcDAG0MXUtj5kknrg4VQ55ZoNGOkSHSi1aYH53FT8u2M/fibpqTyQJBG/It3GhiA3iWUh8hmeFHJpRr1wSf/n+BfIoohJAKzmGkOAggtN+L2RONGzihrFSzquIaHQtS1NKXS9NiiFGrouJWSYlKzPH7O3CfDLRMYnoljTNtFYvw9T0TbxEXr+ORdfcEtNM+RSytMSYaF6rOzyuUf55JZmYbOQt9TafXOolM/LXvIrTpZSlaaaPXR9LK2NU0a+JUqugJOjp6kJiPOrugYq7s5LhY05jMXY1M5qaa9hR5CQmgY6uTh46lhbm9RvgmnSB7bsek6/rAbQd6DqwCTrnNrDtYQTnftlPSMVu9KiayyE7eSJJ6CDTkQIyylXxoFjABc7+k0mK+BucuRSBqUeVrGlEnWX5Nm16DPNGdXoO3++S0HHlCc4eX0abFB/Gzz+XnxJpjMSsDZN/qEPk1h+Zfy4yV5tBlZiAHF309PNrIH8CJCCRaCPTzdqrtHVlaKcVReZQGfdigVw8k7kfxXPzt0tEmHpQSc0aoSr+1VsdFfLyddrTwtg1Gc7sdTvYMsUb/Xg9PIbOY1S1N2fs89lf0hVKR1fnrWkvlUiR6Oig/eaEtFQC5GQoSChiUPTtNy+VaiFFlUucbNBIh0gxqjeNAwem4xV3lP81b8KwbY/EpWGCbMnfKKkMYkvfBrSdfCTDrFgZeZ8HAUqKm5iAnjmlSkjQdevB3GXLWJL2WzihDx3696WBmT62ZcxJvHuZG9EZEicuOg70rLAySeDB1Tukn9Aq/r3BncA3u9F0sbI0IeH+de6mt3MUL7h1OzDtZEMhytpZkHjvKrczXMKk4PnVmwTpWmFroWYNVqP888obea9xN0OiL7j5Vl69nOslM4XssDNPxPfqLTIWL5BrN56ja2Wr9vQFaFHcyBCiI3mdaURK8d/L+KHrSe62jEU9HbJs1FWG3+SX5Xt5lMG2lPN45xqOhJjiWcMhT5t5tMp0ZkRnM+4tGs7Uo4FqFZbc/wrX/bOv92INB9DF0Y8ds8ez9rSEb3q3x+bN3R03t7Jyz0MyiJv4mF1rDhNi6kn1cqnS6nu1p7nVE3b+vDPdaYoEHmxYxK9hjrRuXzmzVNxZs4qgFqNoYaoi6M+/kdbuRZ869pR2qEu/nt4oH/rmoSbygxbm307lh4bx7Jk0k9PZ36IFgDLyNVHaxShh8OWslGuVrkE1mzBObtrPs/RegoSHbN96joTy3lQ3loK+N+1aWuHns4Bdfu8CJvhuYMnBMBzbtKeyGueObtX+LEjTT4tmdsn4MvYaS75fQ4D7KGYPcs3wLeS9v3wkpDJkOiriYmLemhrKmDji0UVPT027a6hDlNGRJJbyotuUDfiMsuL8/JWcic+anEAA+d3QKTWnacc6rBk3hyGTk/iuXUUMXt3m4NKfOZFYkXGty4Ougm9b2rJv8zhGGY6nbwNbpIF/sH3xMk7J+rJr30g8Oveg8p7ZfD+wCGOHNcfFII7H533YFtKUnbPr0baNI3tWjWGIwVgGNSpPofBr7Pp5IVfiIPWz1aVS+7Y47l7F+EEGjB7UEEf9CG76LGTR5TioAiDDvXNPqu6eyfgBRRgzrDkuxeLw+/0XFi+/g0WXLTQwVFNG3coa5J9X3sk7bmBRRg9pRPlC4VzbsZDF6eTNuV6+yZikzJ1OvTzZO2MsgwuPZUjzChSL9+P81oWsvGtBp80NUVc8gCJmZhSLDSQ4SglpSkcZ/juzB07irFZN+hn6snf9m8FRgqFLM76tZkqc3xn2rVzDT3sO0qxJNWwNkgm5c5Jfz/pj0nEZQ6rl9ThyEaqPX8aE4H7M/K4ld492pWvr2riWLkLiyyfcObOfXQefUG3lGaraZOPO0Xak66DGbB96kIdO3zG9/psZZix+Z/awevU89h1sTqNqthgkh3D35CHO+ZvQfvkwPPXSgupVYvCUblwcOJ1une/Stq4NKY9PsveoP2UGbaSvS8bPReG3nSVXqjDSxx5twLqiK9Lxa1hxpCjfmIVwbN15dCosyGNdqCfm1gZm+8TR5H/DqJX5IiipGc2nTORcy1FMn+pNheWtMZeqi6MgLOgFSSaulPqSbtDSrkDfid04N3AyHb+9RMtvKlBS+YI7Jw5wNqg0Azb1wF4LQJeKQyfT5cIgZnbuwr32dbFO+YfTu4/hX3YQ6/vn8eIwZSTn5/7A1ohaTF/XE3tZpvd57C8fDW0rnByKsvbwKjZ6DKRGiWCOrD1LTOnOOKq7gEsTHRJ7hh+ajMK39mSmdLLgr4t+JGt7ovMFOcAEH5nMmzA03tCpCFddXtxd5V3ORlXWOvXn5NlJ9dOZf99t9Il/pNo58huVm+2bMHaqys1/VB1+Jn+TiCrs4iJVLy+Ht2nYOddTDf3lUerrxCeqfeMaq9zfxLd1U7X6Ya5quJfD2w2VKpVc5bd/vKpZhTJpaZRReTT7n2rOYK90l2gpVGF/LFH1q+2ssk/Lp2zZyqq2E39VPZWrskeD/PN+iVaiym/vOFXTdPJWbPajat4Q74zyZlsvai7AUYSqLi/po6pXvszb8A6VWqsmH/JT5VS8lMC1qg7pN7nF3Vet6eSusrN+16bvfmVV9aZdS0tPoYq8u0M1rVcTlVeFcioH+woqrya9VFO33VaFZ7eBUhOSX6qubfxB1bV2BVW5dHk7uH6jGjj/qOpJLntKFS+2qXo6uakG7n6pyiCGIlJ1b8cUVZ/G1VTu5exUTi7VVM17TVb53ApXZRVXoQq/uUX1Q8d6qqpOjqqKtTuqJvxyJ23zbXoiVSdGt1SNP/7qXRqKSNXNNUNUzSo5qBwcKqtaDNugupU1Yip5ukRLoQra2V9Vza29avWj5LTomS/RUqjCjo1R1SxbSdV/R4AqRU0clSpR9dvYyirnHtvfr50KEM0v0VKowm9sUv3YqZ6qiqO9ysnFU9W05yTV9luvsrShIvyWauv4jqoGlcqrnF3rqLr8b5vqbnbtkAMp/ptU3Sp4qcYeC1XTT9LJpVF/SUeWDZeJqt/He6rKd9+mCk8LErmjp6p85XGqswkqlfoNnRk3bCbf+0nVpFxz1bK/U9s6JeCQ6vsGzm+/ZQePNqr5F8LSypEfHZKo+ntrf5W3fdp36VBbNcznnxz1i+C/T04bOiUqlSrDIt3smTPZuH4DP0yYQN/+/XI1TpLCH3P/zyDi9C1wcS2HUZZJq5KYwPv4PnmNxKQcrs4WFM7smUuJ5Om9BzyXG2DrXJ7ShuktfgXRAffxfRqLfhk33KwN1K7lKKMDuX//KbGFbHH1sEat11cRRYDvn/hHSjEt74ZjSU0uvtUs/7yiiArgvu8z4vRtcXXPRt4c60V9mg/+fEak1BQnNydyLZ78CtPq9+JuxyPsHW7/+WzQUsYT6vc3fkGRKA2scHSxU9OvMpPE/Z9a0eloNTYdn4LnR7jTOCnyNXKD4hT9UlYYUnxZ2Kwdp+vv5vB4t8/i+u/hQ4Zy/NgxlixfRrPmzT+1OJlQEv0yDKmpKQVw4/bHJymCJ/ceEJxUHDt3FyyyKN6s5KZD4oLuc/9ZPMXLueFoKi4O/9qJCA/Hs3IVShgZcf3WzQzv3lu/yIztqVw7p/P4UoqWdqdG6RyCaBejTCVvyqh9qYWBtQde1jnLITUojbt3TpkAWoZYu9cgl6TylX9e0TK0xsM7l0RzrBf1abrVyIOguq5UrVSYPZcv8u9Qeyw/l0FSqk9Jew9K5nLNQ3qU4SdYv+s5HoNXUfkj6TxZseJk9pR/zigCLnHZvzgVqzp+FobF548UA1PTTy1E/pEZYVelNnZ5iJKbDils6Up1y/cXTfDf53MZTgSfhMJ4N66NweM73I3OPfTnSwp/b1vHGa3G9Gxn8/l4YD4rlETcvMUzk/o08RRX9AsEgg+LmMB85RRtOJnD1YtiVOxTS/IeRJ5mvc8/2HWaR73sdq9+9Ugp2XElp+onUFx4swUCwQdGGBdfO9rFv2zDAlBSjq7LdmHkVF506ByRYWT8JS3kCASCLxWhiwVfPNJiZano+amlEAgEAsEbxJ4LgUAgEAgEBYowLgQCgUAgEBQoWZZFDAwMcalQgcjISM6eOfMpZBIIBF8JhQrpUcHVlaCgIKFvBIIvjIT4eFwqVKBo0aJZ3mUxLqKjo3jg68sD3w/9PxEEAoEA3D08+GnuvE8thkAgyCcljIyyPFPruajg6krhwoUpVEicWRMIBB+OmOho9AsXpoaXF7q64v4NgeBLQqlU8urVK4oWyXqHrVrPhe/9+xpf/y0QCAT55fO+/lsgEORE+uu/MyM2dAoEAoFAIChQhHEhEAgEAoGgQBHGhUAgEAgEggJFGBcCgUAgEAgKFGFcCAQCgUAgKFCEcZFPYgPvcuNBMPJcwilio4lXfhSRBJ8aZSwxcZ9aCMHngZyY6Ny0Q0ERS+Dd6/wZ/LHyEwhyp2CNC0UCUa+jkf/nB9MkHm8bQ69JvxKsyClcLL9Pa0rD0UezvlLKiY6IJCHH+JDw+gUhwcHvfiFhxKaoC6kkITYOta/U8UHaKoHXL0IyyhsWq14mpZzY2OyVoTIxiogoOVnFUxDqH0BsbqLIowjNtq4UxIWH8DIy+/zlUaGEBIcQ8iKMyNwaCUAZyv4hdfl23pVcDU7B+6BEHhWhWZt8QhSPN9GvTk82Ps0opzIxmojIBPIiffT189yKziFA0mN8xvRgyqGgPKUrEHxI3t+4SAnl1q55DGvljYeTC5U83HB2rEiDDiNYdPjv3AeB/zLxlzl+Nhyr8i7vniX4cXRWLxq6O1OxkgceHvXoNfMwTxPVxE/xZVWnmtTy8n73q9WXLc8yqpCERzsZ16wiHi6ueNTux5rrkerl+cBtleK7gq7eXhnkrddnExnETQrk9IJ+fOPugnsFVyp/M4gVF0PeGSDKUM7/1IXabh54urtRq/M8zr18Z2IoQ/YzdcS6nJUtIL8xn7Z1+mepKwAUQfgMrEvr2Zezi83N+a2p4+VFrWpVqVzemerNh7Hqj1A1xk4aUiNcnEsR8ttRbgnr4gOQgN+R2fSp546rW2UqV/CgQfeZHPH7HCs7mgvrtvHErRWNbbQASHhyhLm96lPJ2Q1Pd1cq1+3B7MN+uRqiysjzLJi4lcfJH15qgaAgea9/ua58fZXlQ4az8loiFtWa0n2sK6WLQVTQQ26ePc2GOUWo+s0svD7ixXuKqBCeR8swtTJG0/tF8xNHE5J8r3Inxp5WtSxSHygjOD2lN2MOKanacQx9nIsScftXdmwZTe9IHfbNb4xxOnNP8ew8l/xNaDhuPE0t015Ii+NYSutdIGUwe2ctJqT+Mk5ssiXi8DRGTdvAwKNjMsjy4dtKgf/vl/A3+YYx3zfDUpL6VFLCibfiKkM5OaE7I49oUavnD/SzUfDP0S2s6Nedf1fsZHoDE2JOzuaHA/r03XKeFubB/Dp1ND/OcuH40mYUI5oLy7ch6b6Gmgb5lVNztGxb8sN3tdGP8OPKge0sHjQC3f3b6GOvpS40NjW9KL38PFcfp1DD5b0+LUEGlEScmkq/kYdQenZkVN/yFI24w+HtWxnbMxKdA/NpZPL5rPAqnu5h/QkZrde1xlwKyohTTO89il9VnnQY0wenohHc/dWHX0b1JFL7AHObmKif5SkjODd7Erv9bZnysQshELwn+deACn92jR7Kikdl6L9hCSPrmmdIrO/oH3ly6QGyj6pjlbzcN4ZmG8ux/sw0qms0UOYnjmbphvr+yb/FXXCzTa0EZdhxth+OpOoPh9nUyxotgI4daGTbjbaLNnFoREP6Wr0ZuBSEnL/E38VqMaJPa2pnZ/UoY3gdrU+ZSm7YlDSglKcTJTZHZAzzMdpKEcKFS39RvNZIerWuo9ZIi7+yjHkH5DRYsJ8lrc1TFWq7hpTp34bps1bR0vtHij7yQ+o9im7VrNDFiu5dvdj0818EpTSj0IN1rHrWhBnTzT7KZiGJgT01W7bBTgs6tquAdqPvOHj4b3qMLq/2w5E5eFChyBb+fBADLsU/goRfCcowTvxymNee/+PQ1l5Yp344tG9iQ49Wi9h8cAQN+luhzuT7+MRxZcMWHrkNYF7lQoCSsGPbOBLpyfgjW+iZKjwdOjbBpmtrFm86xPBv+mGVRXgl4afmMG3fc1K0bD92IQSC9yafOlpJxLGfWXyxEK3mrWJ0psEqlcLYeXtS+vP44j8Byfg9CYAy5bDXSX2iSiiGW/sB9GqcXhHKsK1VHRvCePkynQtfGcGlC77InB0wehmazd4BQNueVl0dOD+8ES3atOCbLj4U7tIpXYCP01bKiAtc9JVR3tGIl6Hq9lnEcXHPcV6U78rwFubvOp62De2Gd8Dm+VEOXE7GuqobsjMr+XnvH9y6vJcFK86i41YZW4k/Oxddwn1UD8p9CqdAUSccLCVEvY7Mfl1b5oC9tZIAv6ckfUzZ/uuoEijm3p7+fRpnGIRltrWoZgthL19+NnsNFIF7WXtYSsvBbbDUAlCRUNyddgN60yij8NSsbgNhLwhVI7wy9Bizp52gsJMdso8lvEBQgORPTStfc+7Q78R6DGdIA+NcLRRF4BEWr3xGxTFDqWsiBVJ4cmA+m17WZtYgL1AEcnThKp45NMbc7xx3Y6xoPLg3NYyieXh8N0evBhCrZ45bo9a4BP3CluDqzBpaO2s+AUfZcPQpKZERrJ8wj4hhY2luowVJodw+uo/Tt4OI0y2JU81WtKptg34OcZSRDzmx+zDX/WPRM3en4bcVCN66ieAa4xlcu7AGlRTPv/9GUqSUBUZpFaRl05xR07NUJpEPHxGka4+jbTo1EnWRC3fiiYmZTuuz09Ep4UT9vhOZMrgGGT3AWlh3XMGvbuc5ezeCIk41qeNmmu+2ylSjPD+6iJXXStH5x6646r17k/RwF/M2B1Jx6GiaWWsRdfE8d+JjiJ3WknPTdCjh1IDek6YxsEaayzfpEbfuxWDbrB5lMhkxMufaVDPbxK27z9AfPZ6Fw6cyfeFgdsUWpWy94Sz+nzcJx8ZwwGgAGyrr50F+JYqkBOLjM5VaKSdZlaeKICXgHBcfa2Pbugw62QXSKolFKRnhQSEoqJS3DATZo2VDszHTsjxWvn7I38/1sO9jmzoAv9Ejji2xeX6G6/9qU7pWe7p4Sbi2cy/n/RIo5tKIDm2rYZ4agcAjC1nz1JHmtkGcuxaCVulatO/mheTqTvad8yO+uAuNOrXF01yTIT6e6+s34+vSi5meb/qpFjbNR2dd1lC+5tFfQeiVc8Imc9LKEA5PnclZswFs6PYXfX7Q8AhSSihXt/3Kmb8iKWRdg1YdG1Eu3fJhUuhtju07xd3nschMnfBu9S21bN7I+a4uGpn78fvdaCybDKaPl0kuurA4KKP569h29l97ib5zc7q2r4zJVzupFLwhf8ZFyhMePU6idNOqmGvQiRThvpw8cJ3C/YdQ1wRAQdjtYxx8Yp5mXETge2IvW9btR9vQkrKeveleNJD93/Vg4pEQtE3MKcErdm1cj6lpCmGWJmqNC1XcvzwLiUUpT+ap71+ExKpQRl1jWf8hrLwRS1ELCwzkoezasIbN7eaxbm4LzNXESfHfy5juEzgaoo2xeQkkr3ayab0pJVPCsDQZqplxoXjFq0gVBvYlkOQQTBl+loXL/sCs82Yap/vfL0n+cZh3+5E55a0oLA/i9tHt7F4wgEEpPviMcCXj6o2UYo51aeOoJoM8tlVGtChlr8/jMT+x3Lk+qzu+WY6I4uyan9nxpDNtLLSAJALiLOn64zycrAqTFHSLo9t3sbD/AFJ27GS4qy4oQnkZAaaWllk7nbYFFmZw6sVLoDzuvRayv1e693FXmbkhmnZLv3lrqGlEii9Lm1VgqdqXEkzsco6ufHkNn8VyZK8ec/XUOZ7bD2Vd25yWZKSUKGFA8pNXRCuh0OezDeC/hzKccwuW80epzmxskvbhvNUj+5Dol8RU5xVB2/exp4ySgBAtLIyUvPDZxuE/13NoZm2KoCDi/gn2bVrPfqk+JiW1eR3kw/7dtqj8/0XLwgjFix34HPqTtUdnUivrP37MKFLQAdYdUtBsaftcvIBKIs7+zIpLpei4pQkZ/+WTguB905h7yYahewZR/p9RGlaIgr/X9Ke/tAilSkDEjl/wOTuB3dv6Yq+lJOraUgYNXs7NuKKYmxuQFLqTTas30WbeRma3LI1Wuro4oG2AhV01evUsroEuNOC5z3C6TL6OdilDknYd51mhIyxqlc0+EsFXQ/6MC1UySckg09Ur0A6kW2k8+7b0paxMSdj+wcw+kUTNKfuZ39MVQ2k8fodnMXK8D6GW6uNrl+/HzP7naLixHLN/nUZ13WjO/28Mq5468d3ORQzyNEGLWP7ZM5khEycwxdWD9d0zxdEJ48DgWZxMqsWkAwvo7mqINN6PIzOH84NPKNlknRVVPIly0NMrlH0dJT1hx7gfOWE8iM0jqpB+Ti7z6MEkj3d/N23zLd4T2jFo01pO91pOc0NN5Xi/ttIu14UBTbcycsMW7rf+HnddUATuZ9tvSdSa2hUnbQAZ7j0m4/42VjNat6nJ5LYD2LLmFD1WtMBQIk3NX6nuvIUKlRK0dNT5BFL4e9NiHtSewLjSWoACeXwK2vq6ua+xS61oOKI/3iUymXeqSK5uXMLNXKKr4h5zcvMfRBjWos/ITXRpWwNLvZxiSNAtpAvyeBLy6BkR5IUknmwfz8Tjxgz85TsyO7O0XYaza9twykv/ZHG71qwIqsWMk2voZCXn6pQW9D5/nkdJtakiexuBYXt/YaizFn8ubEfbZUHUnHWCVV2skF+ZSqse57nwMIlaVXPyXsi5tWkjd5x6Msk758lH0mMfvv/hOEaDtzK8SkbhFYF7mDbvBg5j9tDbQUbyP5rWiYpky45s2TUBz2IqXuweTLOJJ/g9uBf2xS4yf8wKnjqNZPviwVQ10YLYv9k3aTCTJk7C1WMjXa3SktGtxNiDm+ljJwOlJrowhUe3fFHWm8HJ9W3QiYqlkKGBMCwE+ewD2tbYWELQP4+JL0BRbKp5Yy0DkHPz96vEVxrApJ6uGEoB9CnbYgIjm5fM0ROQgcSrHDkVhmv/mWmGBUARyrWfytjGMq4f+42Xmcc6+Q3OX4mn4oApqR8TgH5Zmk8cTdOSGuf8juyiKMM4O30wPz2rxaxlQ3HNzdsvNaJGh8bYxD/iwZM8rOi/d1sVo97AbjgF7mbdsTCUJHHfZwe3Tb6lV/OS2XYgqZEX7RrbEP/IlydJgNSUUiUhOMA/636EZH8CgsHYzDRLOsqgfSw+Zc+QvuWJvriI3t6uVChfnoq1+7D8cnj2R0MBpCVwadqFrt27Zfx1bYGrBi4QrTJdmDehAYZh/5JSxiUXwyIVSVqDC9viQ6Ek7Mx0hs1/Rs25SxnslvnDkVKmZkPK6QN6driVL46OU03qWmgDhXFwsEIaF0dsuo4jLVOTBg76gC527uUpLnPEu74F2kBhx3KUlsYRF5tziypfHGTtPjmNB7THNgerVxl6hpmD5/Os9hwWD3XLMKFA8ZQdk37ivtt4pncrm8eZnxY2dVvgUUwKaGHs7EgpSTxxcSrkVw9zOsyNfrPSDAuAIg60nTaOxjrXOH7m5dvvSGrjifebdRqNdKEOlVq0wPzuKn5csJ+/EzUw+gVfBfkzLrTMqdfAjaQL29j1WONrm3JBgraOdppqTiYmJhHdkqaZ3OAySpkZaS60/DWv4nQpZWmaqcPrY2lljCr6NVGZR6ekGGLkuphkzkdmjllefPKSQujqQmJCgpoBMI67K4Yy/pQlo9fMoom5hunKE0lCB5lOHuQogLbSdujGgCY6nFu/jUcRZ9m+PwSPbj2pksu5XXliEujIkEkBmQOVKxYj8MJZMosRf/M0f0SY4lG5dKYUoji3dDtavYbhpfqNeWN3Iem8kqMXjrGkXQo7xv7E7x/0IhUpZm2m8H3d12z7cR7nI3O7cUxFYoIcdAtRKB92qCB34u6sZPiY01jcpf4+AAAgAElEQVSMXc2MpuZqdIEEHV2dtza9VCJFoqOD9puT3FIJmU0/iUwXnTcRJBKkyJC9iwCocjEW5dzdtIEbZbvRt3YOZ6Tj7rBq6Fh+sxrDqplNyfjZp/Bk6yQW/lEYD5dkLvpsY/sv29h9+TnJyhfc3redI7fDc5BBQhGDou/0nESSWjcqSHz9iljdUliYZhr29S2xNFYR/SryrY6S6MjQflMXGulCKUb1pnHgwHS84o7yv+ZNGLbtkbhITpBf75UWtl1G0dHsLkuHTeZYoLquJMf/8jX8FSCVydAhjpiYN5+okpjYeFS62U0FdbGyNCHh/jXupt/LpHjBzduBmu8ML2SHnXkivldvZbwgShHItRvP0bWyxTzz9EDPCiuTBB5cvUOGrP+9wZ3APOxJ1yqOkSFEv36dSTGl4L9nLMPXJ9Nl+RJ6OGQ++6ok4uZWVu55mNHTkPiYXWsOE2LqSfU8HZfIW1uppxj1B3bF0c+HuePW8JukMT3b26QqMmU4t7auYN/DjH4R+eOdrD0cgqmnV9rpDn282rfA8okPC3f4vfNeJPiyaeEhwhzb0LZKxrqQ317DmqDmjGhpiiroT/7Rqk3PfrWxL+1Anf498FI85EFQQRm32aBlQeupE2gQv5vJM04RlqN9oSQyMgptwxIYCL9wgZPiv5fxQ9eT3G0Zi3o68BGvz8kRZegR1u2N5ZuBnbHLbtqe4s++McPYmNyNJYt7Ui6T6kv6exNTFl0hOuU5p5dMZsqkSUyZNIkZO3xJSvmHA7OnsOzk83zJV8jODvOE+1y7ldESVwRe4+ZzXSzLWKj3kmioC5XRkSSW8qLblA34jLLi/PyVnCk4l7bgCyX/h/qKVGfc8kkE953OqBZ3Od6tKy1ru1O6cCIvn9zm3IGdHHxcjeVnPbGxcqJckdUcWbUe9wFelAg+zPqzMVh3UbcDEUCXSu3b4rh7FeMGFmX0kEaULxTOtR0LWXw5DqpoKKPMnU69PNk7YyyDC49lSPMKFIv34/zWhay8a0GnzQ0xhAwfDrqVadvGkT2rxjDEYCyDGpWnUPg1dv28kCtxUFnzCsLMrBixz4OJVIJp6oYDIs7NZMikM2jX6o/h/T1svJ8WXGqIc7M2eJrG4ndmD6tXz2PfweY0qmaLQXIId08e4py/Ce2XD8NTA/d8RlHy0FbZKEdtx+4MaLyN7w7+ieN3M6n3Zs9HrB9nd69k7dw9HGreBM8yBiQH3+HUobMElOzIkmGebwcB3UpDmdTtIkOmd6HbvXbUsVbw+ORujvuXZcCmfjin740KP3wWXaHSaB/stQGbilSQjmfdsiMUaWTGv0fXc0GnAvNKF8S51GhurZ/FzvimfD+sdoaLzACkZi2YOOksbUZOZXpN17Q7OtTEUYQR9G8Sxm6l3u92OkEWlOG/M3vgJM5q1aSfoS971/umvZFg6NKMb6uZfqJ1/iQebN3AldJd2V0vm41QynDOzxjElDNa1BxgiO+eDbyRXmroTJO21TAt24P1V7tm8ZDIT4ymzv9iGfP7Wjoa5/XDT0Xm3pkennuYPWYghccNpVmFYsT7nWfbwuXctejMxoaGoO7wtCa6MPYME5qMwrf2ZKZ0suCvi34ka3u+8wQJvlreSwfqOnZj2QF7ti9awtatUzi+4o01q41hubp0m9AHD11AtxGjJn/LwB/nM/ikCtCmRMV+LOzrmm3aMtchLJz9L8OnrWZ8l5WAFEOXTnRuGsWWME0l1MK2+0KWR/2PiWu+p/vq1GmntrE7HX/6mbHVC0OWRQsZFYYuZsaLYcxYNZbuKwCpIS6dutIkahMaZ402Ze1Kw8XHPEkGU12I913LiFFb+SdRBadWMudUelGt6eXSEk9TA6qO28Y260Us2XKSHcv3I5cZU7Zya6bO+Y6OFfOwLJQOjdsqWwzwqOyA3jk9enZzetdxDDwZs92H0gsX88vJ7azYL0dmXJZKracxa0RnPNIvJUmLU2uSD1ttf+LnzbtZfSQZE/emTN72PZ3cM27Fjzq1il/NBrGxYtraS+FajF/cn4mTptFjdSxFHRowcMn31MzLydTsUEbjd/0c517b0G9IVuMCpJRsOpFJ575lxIzJ7Km4ho6WauIk/8MTfwnWbWyFcVGQxPuyfvgofvk7ERWnWTXrdLqXWlj3caFFNdNPch+EMuw4a3e9ov70rtncvxLPg7XDGbP1bxJVcHrFLDJIb90b51bVMJXpUkhNfImOFqCFjq4+uvktoFYZui1aSfT3E1g3vitrlQDaGHl0Yv7P46mW7f5TDXRhEW96D6pG3xnj6OwD6FnTZMqg7C/9E3w1SFQqVQZjefbMmWxcv4EfJkygb/9+GiekjA/F728/Ql4rKGrliLO9cRa3ZVLEE+77BpFUwg43F0sKazBKKqICuO/7jDh9W1zdrfPtblZEBfDgz2dESk1xcnOiZK6dX0F0wH18n8aiX8YNN+u874CWX55Co153aX90P0PVXhn9adCkrbKQdI+fW3bgWLUtHJlarUCvSVefXySvEw0o/gWtL6T4LqBlu9PU232UsW7CvNCE4UOGcvzYMZYsX0az5s0/tTh5JIU/F7am67mG7DgwIu3k1OeMgqgAXx4+jUJq5oSrU0kNv+PcdWFc0H3uP4uneDk3HE2FZfG1EBEejmflKpQwMuL6rYzn7wrsc5Dql8TeoyT2OYSRGdlRuU4ulwtkQsvQGg9v6/cTLi0dtxp5SUcLA2sPvN4ja103TzwK7+bKxX8Zaq/xIdYPjiZtlRElEcfXsfu5B4NWV/nwhgWArBjFv6irCRUEXvwD/2IVqeL42Y8yggJA+foE63aGUntSNxy+iCbXwtDanep51mm568LClq5U/3xUnOAz4MuZFn6JFPamcW0DHt++86kleT9S/mL7ut/QbtyHttltyvjaUUZw69YzTBo0pernstNQ8AFR8u/hXVwy6Uz/RvlbqhQI/st8Efb2l4sB9accxbOo8acW5L2IPL2OnY/t6DCvHh/hn5F+mUhL0n7VGeolFP84nh3BJ0aKRY81nGyqwuiL8rAJBB8HYVx8YLSLG1PsUwvxXiihXHcW7zLCyVl0lxyRGYmB5qtCH6Mve94gEHwwxGghyAUpxcpWpOqnFkMgEAgEXwxiqVAgEAgEAkGBIowLgUAgEAgEBYowLgQCgUAgEBQoWS7RmjNrFhvWrf9U8ggEgq8Mj4oVuXP79qcWQyAQ5BNjY2Ou3ryR4VkWz0UmW0MgEAg+KELnCARfNko133CW0yISSep/nPlhwgR69+3z4aUSCARfLSOHf8exo0dZsnwZTZo2/dTiCASCPPAqIoJqVaoilWT9T3VZjIv0swipVGzJEAgEHw6hbwSCL5c3zgh1ngvxNQsEAoFAIChQhHEhEAgEAoGgQBHGhUAgEAgEggJFGBcCgUAgEAgKFGFcCAQCgUAgKFCEcZEfYgO5d/1PQhI/tSAFhYLY6HiUn1qM/yjK2GjiPrUQAoFA8BHJv3EhjyI0JJiQkBBehEYQm1SAUn0uKOXERMaSuWhJ/2xnXPeJ/Bqs+CRi5UwCD27cy9tgFnuOGU3qMe5oZNoDOVGhIYQEhxDyIoyIXBpXHhVKSFgsKQAoCPrzIRG5WSryKEJDwohN0UC+hNe8CAkmJPjNL4RwtREVJERGEJWYS7tonB4oE2OJledfPmXoXobVbc2Cy7klIsg70dz4/SYx2bzVqO0Kkjz0K4Hgv06+jQv5jfm09famVg0vvKtWxt3JmRqNezBh7UWCvnQ9mujHsdk9aeDugod7BdwqNmX4yquEfwFTe2XoUVaMWsLhF5oLG//HMc6Fl8bRpWjqA/kNFrSqSS0vL2pVq4qnS3lcqzah1//Wcel55saVc3N+axr024y/AiCFgB1jGLL4OlE55Cm/tYD2dfqw+WluyjeFBys6U6eGN7W83vxq02/TM96ZEHKeHZ5O99oeuLtXppJLJZoMXMGVMHV1oEl6kBR4ioV961PJpQIeFTxoMmgZl0LUyZpzelIjV5zNgvnt2E2+9M/i80JJ5O/zmbz1n6zGv8ZtV5Bo1q8Egq+FLJdo5QktW1pMGEHdEknEvHzGg8snOTa3F6dODmHp2lFUN/oSV13iuTK3P6O3JVC5+/cMcCpE2O0DbFs8lkWOx5hVz+BTC5gDCvz2bOd80ENe7nlCu+HlNGjgJB5cvU2sfWtqWWile66FTasJfFe3OEkxL/H3vcKpY3Ppc/Ikg1asYWQNo+wtU1UUd5YPZljhTawe6Erh9yqSP+cvPsOk0TjGNrVMy1NC8fKleCNtyj8bGT9uO2HVevHDEDu0Q66wZ9Mihn9fgoPrOmOplbf0lKEnmNTtO45p1ab7jwOwTvmb41uXM6DbvyzbNZP6JlLN09OywdurNCvOX+VJihfO7/fFCdJQRpxl3qRdBNhOzfg8L22XHYoQru67hMqrLdUzfBM5xcm9XwkEXxPvp+okBtjVak5L+7TPZ9Bohp9bwIgRqxj5ozUHVrXD/EuzL+R3OXH6OSXbr2fNlNqpA2OHdrQd+priVp+zYQEk3mDH7ocYWRrx194d3Oo/BU+9XOIoQ3nw578Ud/HAJkNvkGBgV4tmre3SlOMgRo78nZ+Hfcea737E5tAq2lhk37gSnQTu/DSAUYW2sKyHA7r5LJIi5Dx//FWcmiN706puIXUh8D95gj9LtGHVyh+orQ/QlkYWMXwz6VfOvOxIz3SdMPf04rm6bA6H5A2Zd2AZrdLitv2mLAO/ncqcVa3wnuz5tjy5pyejXEVXimx5wIMYcC6ez4oQvEMZxm+zp7L/eQpatulf5K3tsiUlgJPLl5Ji3kpj4yL3fiAQfF0U8NCvjXnd8SyZWA/VmWWsv/4FOoIlWmhrS9E3NEDn7UNdzKzM8j1AfhyURJzcxpFX1Ri4ZACVI47g81tk7tGS/fALAFsH+3TlVY+2eR3GLZtEXeVZlq+7nqObX8uhNzOGWXNrZj/G7/XP4rrWDCURFy7wQNcZB+OXhKpdv9bCbvghHl6ek2ZYAEgxsDCjKEnIk1R5Sy/uAvuOvcCp2wiapzNKtG3aM6yDDUFH9nM5IS/ygczBHhtlAE+f/hc3Jn1slIQem8WME4VxspNlfJWntitYmTTpBwLB18QHcNJKMW/Zi6ZLe3HhN1+Sqnnw4shC1jyrxKih9TCWAilPODhvA6F1/scAL0MUgUdYvPIpDk3M8Tt7lxirJkzs5wXKSP48vptjVwOI0TWlQoO2tKxmkTrIJ93hl6k++CZlvtNcQiHHtozqU41iUiWRfx5nz5FrBMTqYe7+Da0rBPPLxmCqfz+IWsXV2FYyD9p39eDgkvGMKzGZsT1qYpXN7D/l5RV8Dp3hr0g9rGt8S4fG5Sia7n1S6G2O7TvF3eexyEyd8G71LbVs3oyACgKPLGTNU0camfvx+91oLJsMpo+XEZEPjrPn6DUCYmSYVWhAm9bVMM/NslEEctDnHNoNFtLSw5NidZcz0ecQQU16ZlwWyEx8CP9GFqGURQ7LHOmQWrSkZ7Ol9Dn/Gw+SqlFJlk1ASSEqDFvN8sReDJ7Ql8n6W5nV1CKPLuIoLp2/Q3x0DDNanGWGTgkcG/RlwrRBVC+ZvbTK6IfsXH+SV/Zd8MpQ+NzTS3p0k3sxZWhat0wmWWWUr10ds003ufc0hbrO2hrLp1XSEjPdMIKDFVApTxUgyIQy5FdmzDiL6cCNdHnUi4npdi7nre0Kkvz1U4Hgv8yHWQHWc6a8vYQ9gYEk40rE/RMcvFGEvkPqYQygCOXO8QP4WYxINS7CfTm5dxMb9mtjYGmHZ++ekBLA/pHdmHjkBbqlLCmW/JKdGzdxYNRG1g73oIjyNQG+9/FNfGNcKIl58Yww/QbMGFKRYtIU/PeOovePRwjRNsa8hIRXOzay0cyUlFBLTIYOopZaF7UMxwHr8Sm5mDkLB9N4vR3fdO7HoD5NcTBMv9b+N+v690VSxBwjwtn1y3bOTdjHtn72gJKoa0sZNHg5N+OKYm5uQFLoTjat3kSbeRuZ3bI0WiiIuH+CfZvWc0DbAAu7avTqWZSAfSPo+cMRXuiVwsIwmVCfTWzeP4p1G4bhUST7Kpff3cHuO2a0GFcHA6ku9Ts35efeu9jzqCujXLJvZkXEKyIxxK5E1v9qpx5dyrvYIdkdSGAy2RsXAJLiVB+/jp/jejBybH/09bYwsZ6J5u6yJH/iLLryv3nlsSoiJ+jWUXx2LmDQgGS27RpBhSwGVxJ3FnZi4Jp7RBrUZarP4Ix7HDRITxH6kgiJKRZWWetM29ISU07y8qUCnLU1l09aguIGyfi9jgaEyzzfKII4MG02f9gMY+cgZ/4Zmel1XtouA0ncWz2c2afCSdUmcQS/DEM1vTN/F0n9LiQmDdm1ZpB6ufLcTwWC/z4fdHuZRCJB0yELdKk4/iAb+5VFhpLwA0OZc1JKo59PMLttWQopI7ixeDADV8xke+PdDLSvx8TD9dLiKnl9aTY9RxnQbsVPdCgjQxm6n3kzT5BUazJ7f+5JBUMp8U8OM/u779n50jIXWYrg0Hoim5sPwvfIVtas/JG2+44wYcMSOjukaQpVMhadfsFnQjWKqV6wd1BjJp84B/3sIfoC88es4KnTSLYvHkxVEy2I/Zt9kwYzaeIkXD020tXqTbErMfbgZvrYyVCGHWD4zJNImyzg6Ny2lC2kJOL6Eob2W8GcXxqzY7BdNjP/aM5vO0hIhT509EiVr1DVTrS228W+7X8wcE5t9NXGA1VCAnL00NPL4wxLIkHNf9nNirQk9aeuZ25CD8aPHEDhNZsYVb2YZnnIPOg+xePd383a0Np7Ih0GbGbdyV4sbWmYKYI2VnV7M4zzHPI5zsZ1v9NgbiPeTh41SE8qkSJBhUrdQROVEpVEC22Z5ukBINGjkC7I4z+IT/4rQUHgnqnMv+7IyL19KCdL5p9MIfLUdhnQwsSjEa0Kx6caF8pAjgeEQs1WNLFJ/eIkhe2zFy3P/VQg+O/zYXx2iffx/UeFhbWN5taLlg2eNa1J/faTufX7FaKLl6LQP3tZNnce8+ev51xCcUyUD7h87VWGqPJHmxk15iwOU5fzXeXUTZfym79zLaES/aakGhYA+nYt+HF0MzT2VGobU6H1aJYf2slQ88vMm7kng7x1WlSkmBTQMqa8ozmShFQfrfzqYU6HudFvVpphAVDEgbbTxtFY5xrHz7x8e2GV1MYTb5u0Ut88z9Xo4pTSe8y+JfOYP/cnNpyNp3hJJQ/+uMarbE6XKoMOsf1UGKrnexndqgWtm7egdevxHHkJ/x7z4YTaI5kZ0dwIlON7/zEqSxusNW1cLUuazV7HNK8w1g8exOrbsRrnlhEpRt7taWQTzyPfJ2r2cUgx9mhBj9EL2LLoW5QHl7DtYU7r31nTk5iZU1IVTIB/1tRTngUQrDLBzDS7gmcnnyStgr+As8yfKYqnPkydfw+372fStaz6+s9/22lh7tmGLt270bV7N7p2qot9YX1s63ZK/bt7N7q08cyDtLn1U4Hgv88HMC5SeLZrHUdflqZuI2dy8ppnRBsd7TdDXCJR0QmglUJMSBDBwWm/FzIcGzXFzfjdyXHli+NMHrIWZb/lTG9m/rZAyTExJOqaYGqcsYiyUqXIcQVAEUvw0xDi0z8r5EDT+uVI+uv+u2eSIhgUfedHkKSbxie+fkWsbiksTDP5GfQtsTRWEf0q8u0wI9GR8abYidFRJKBFckzwuzIHv0Dm9A1N3I2zOS+fwqNdO7ihVY6qVR2xtrVJ+9lS3rMS1kkX2H3AP9uz9hI9PXRJJCFRs4Ev5elO1h9+Sel6jXDWvHFBVpZ2i9bzg8czlg4cxi9Pksi8W0Yz5CQmgY6uTlpby4l8EUJEfEb5i7i6YMNznj1LzlN6MofKuBcL5OKZx2Q0S+K5+dslIkw9qFQ6p50jmeUDVIkkJoJuoez8R4IcSXnCtokLuFy4Is5JF9j5yza2/7KLq8+TUb64zYFth7kTriyAtitI1PQDgeArooCXRaJ5tHMqI+dcwaD1Mvp6yIAUZDIZqthoYt5uj4glLk6FTC+7c5J6mJcqgcTfle7zJ1P1zTK14gV3rrzCpoZZWnY3WTpkMg9qL2Br3/IZVrN1rawwib/A9TtxNK3x5qYFBS9u3uZ5trfaKAna1I9GS4sy9fQa2pumqQVlJL6+ASiLazZ7KWRnh3nCKa7diqWp97uNEorAa9x8rotlGQu1Fa9nbk4JSQCuPecz0fNtoXlx+wqvbGtgpk5LxV1k+97HmLfbzqrJVTOdaInmxMj6jNy9m/u9/oeHGmNAq0QJDInm9evch/qYhzuZ9t1crhq0Ykk/9zwYjm8K6EiPZWuI79+HBTPjQFku26DK8Jts3+lP5T7tcHo7Jst5vHMNR0JMaVbDIbUOkx6wqktnTnmu49Cc2qT6rRQEnzzLA2VJ2qQdJdQ4PX1v2rW04pDPAnZ9u4auZVNLmeC7gSUHw3Ds257KunlID0D5mtfR2hgW/8yPMn+WJPHPxoksvhJNiuoUyyafyvR+P3On3KO/cyM8PDRru4IkT/1AIPiKeL9+rwzn/qFNbCgqJybUH9/L57j8VzwWTaeyanpjUu+r0caqfDmKrD7M6vUe9PcqQcivazkXY00nx+x2KOpSpU1LbPds5vvvDBnbvyE20kAu/7KYFSdl9Nm7l+/KBbFr7DDWPC9Ht0ZPOLTxydvYWubVadegHd867mbN6EEUHTeEb8rrEX5tJ4sXXiaOKtnkK8W8eQdqrx7PvIGTSRrRDg/D19w5sJRFxxPx+L61RtUic+9MD889zB4zkMLjhtKsQjHi/c6zbeFy7lp0ZmNDQ1DjLNWt8i3NbfewdewIDL/vR30bKc8vb2PJ0pPI+u1l98jMniAlL49s5/grVwZ1rqTmqKwBdbu2xLLzQXb8PgSPb9QMbkVKYWYYw/PgSJSYpptlKYm4d5DN64oijwklwPcK5y79RYJlUyavnU6j/O6CL+LOgNWriO/Vn1W+2QeL8zvDvpVr+GnPQZo1qYatQTIhd07y61l/TDouY0i1tNLKKtDyW2d2LhpOh9AWNHS3QBp0kQMHbyCpNZ1ObrK8pYcuFYdOpsuFQczs3IV77etinfIPp3cfw7/sINb3d0YbiNE4PVCEBfFCboKruRhm8o6MMj038Ue3zMavnJOjazIhZhy/reuEsV5qO2vSdupICHvOi+g33rSSdF67HrSDeOqX+l4iM8DWyiRLPM37lUDwdfGexkUwZ5bP4oxUB32DkpR2rsPgpX3p3cIpw5FMg0ZjmNSmHxPnDeS0CtAuQcX+i+njmn32upVHsnhGGCNnLWXE6cWpwhavQPv5SxlUPprzUwcz/dRLknnJpjmXM8TVqT6Jho37MHjJLF4MncaaMV1YBUgNXejQpSlRm8KyzVdq1poZS58zZuxKpvTeniaMGdUGLmVB3xw2daVHqwzdFq0k+vsJrBvflbVKAG2MPDox/+fxVMvuykq9yoxYNp3w72azbNhplqQWGpeO81k8RM0SU8pj9vpcRFJ7Fm3Kqnf36lbsRNsK21iz4yijG3TO6v3QtqNsabj0+DHJmKYzUJQE/7aCOb9J0dE3wMTamTpDl9CnTwsc33MCLjX0ZOTapcT1WZ1tmKKe49iyw5oli7dyymcZBxJ1MbarRKvpcxjW2YN3l7/KcB66lnWF5rNo2zE2/B6LjrE9VXssYNzI1qTtx8tDeiAtXpsJO7ZjM38+W3et5FhySdyaTmXL/zrjViTv6aX88xh/SWm+tRXGRX7Q1i2kRlFJ0JECWtro6uu+/TY0abusyLmxsAP9drzIdleM1Kwz/1ydneV5XvqBQPA1IVGpVBmmBLNnzmTj+g38MGECffv3K8Cskoh4fI8HQUmUsHfH2bKwRmuRyuhAfH39eC0xppybM+aF8/i1KqIJuHcf/7jC2Li6YW2oYfykcB7f+5PgOH3MXVwpZ5yfGYiCqABfHj6NQmrmhKtTSc0OIiqjCbzvy9NXEowd3ChvoVld5Q85VyY3oO/dDhw6MBz7j3hXsSL0Cc90ymCn7r6R/wwpPFjQnA6n6rHz2HhysKe/SoYPGcrxY8dYsnwZzZo3/9TiCASCPBARHo5n5SqUMDLi+q2bGd59RFUnw8i+CrU1nPy/QWpQGjev0vnPVssA64reWOc1nswY+yq1yaO4mTPH0Nqd6nnNXGpAaXcv3qPUeUAX12oVKbz7Mn+EDMXe6uMN9Fol7bD7aLl9IhQBXPrjGcUreuIgDAuBQPCV8F+eMgo0pLB3E2oZPOHOnehPLcp/DmXELW4/NaFes8ybbQUCgeC/i5hLCcCgAROPVaOosYaXWwk0RlqyA8vP1iOhuLiZUyAQfD0I40IAaFNcGBYfDJmRcd6P7QoEAsEXjFgWEQgEAoFAUKAI40IgEAgEAkGBIowLgUAgEAgEBUqWey5WLFvG2d/OULhoEQrri/+FIBAIPhxRUdHo6emhUqnQ0xPnaQSCLwmlUkV4WBhFihRhy/ZtGd5l2dAZFRXFvXv3PppwAoHg68bdw4O7d+58ajEEAkE+KWFklOVZFuPC0NAQNzc3qnt54erq+lEEEwgEXyenT53i2bNnjBk3jrJly35qcQQCQR5ISEhg6+bNFCmS9W79bD0XTZs355vGjT6KgAKB4Ovk8K+/cvfOHXr37SP0jUDwhRERHs6YUaPUei7Ehk6BQCAQCAQFijAuBAKBQCAQFCjCuBAIBAKBQFCgCONCIBAIBAJBgSKMC4FAIBAIBAWKMC4+SxTERsej/NRifDEoiY2O+9RCCAQCgSCN/BsX8ihCQ4IJCc70e/GahAIU8Ksk9hwzmtRj3NHItAdyokJDCI9NURNYiTw6ktgkTRJWIo9+TVS8Iv+ypcTxOiIaeS6WjyIhkogoObnlpGk4UuKJfB1L1mIqCd07hAat5qBFox8AACAASURBVHMlMbdEBF8rCa9fZNRTIWGo/ZxQIo+NRZ5rirmEU8qJiohS+50oQv0JiM2D8ALBF0i+jQv5jfm09famllemX/2JnMmDdaF8eZmty3ZyO/LjztM/Vb6aEP/HMc6Fl8bRpWjqA/kNFrSqy4BN/ulCyXl6dA596rrj5uqBu3Mlmg9ZxdWwrOVRhN5m16yBtK7uhqtrRSo5O+FeoxXD5u3mdpiGhkbKc07N7kZdNzeqVHLDo2oLxm69S0ymYPKnh5nRpQ6VXDzwdHOhasOBrLwclsULo2m4pMDTLB7cgmrOLlT2qIB75eYMX3aRF2/FlmLk6oxZ8G8cv5X7kCD4CknxZVWnmhn1VK2+bHmWvu8nEXjqZwbUd8fNxRUP90YMWXaRkCwGSG7hlISe+4luXm5UruRBxRqd+ensy3f9WhnCgckj2XAz+gMXWiD4tGS5RCtPaNnSYsII6hlL3j6S6JhTUZZTJAXRIc+JkpliZazLi6NLmfPzfepYNGdVm6y3fH0YlB8g3/TlKvQe6STx4OptYu1bU8tCK9tQ8ZfnMmDENhKrdGfcICcKhd7m4NbF/L+9+wxr6moAOP5PCAEBQZAloKDiQkRw712tintrq1bcosVa96h1VGutC/dC69574Bb3Hli1DoYCIojsTZL3A6AgwzBs1ff8nocPJOeecXNy77lnZfyfFTk8tympzRIlETdX8dPIhVyKL0NjZxc62FmhL4ngxR0vjmyeRO89Bxm5dCnDahXLpaWZyP0lw/lp/Wsqd/uJQVW0eXluM1t+HUqK4SEWtDNJPTblCR4/j2NbSG36Th6OrSyIqzs8WDx8AkaHVtOzZFp51AynDDnK5N4/ckRZgy4jZ1K1eCIvbhxix+KB9H29gm0zmlFcCho2DalXaileV56RUr9yASu18LlJDAkiupgFxrleV3Km8D3PRT8Tvhk7jjZWabVcakjFEunfLyUhxybTf9QRpI37MWGwNSn/HGXT0oH0C1rGttktMJaqGS7ak7nj96MzaANnOlgQuP9Xxo6fTeWTS2hTDKLOLWML37GikX4hnBlB+IypPjB75kxVWWsb1drVaz58K5OEC5NUDcp1UC19kpJruCwUgSqPnhVUjadeViWoVCpFxH3V4W2eqn9i8hZNQRV6uh+UK//xvFSt61ZeVW/8uffxJFxQTalTXtVpydP0F1SXp9RXVag3UXUuQ/4TXr1QvcqQePLTjar+TmVVNbrOV114nZwlqeTAs6p5XZxU5av9oNrqm8vnmHhNNbNxOVXz6VdUsRnyuamPvcq+/3bVm7SXUp64qzqWq6eadPZdKJXi9U7V4CrlVX3WB757Tb1wCaobM5uqKtZ2VR0MyJi3FNXLXUNUdcu1Us2/m16mONWJ0dVV9v23qd7mXArhM+Q6bLiqrLWN6vChQzmEUKiCN/RWOdXvpZq85qzKN8/f1xTVizU9VHa1xqvOxeUQJPaialpDW1W9YftUgYr0F5NVvpv6q2qUbaqaeTVB7XDJfy9Qdag9TnUmPu3t+FOqcbVaq/68n6xSJdxR/dmll2rVP1m/i4LwJXoTGqoqa22jqlmtepb3/vMJnVKDKrTt2ZLyuv8f6X5U8nOe+0PpCuXQzDGQBA2ZDGkRAwwyBNIyL4l5+g9LKkM4OG8hV/S6Mm/laBqYZn2el1k0YcyqP+iie4HFC44RntMIkSqe+HgpVmVt0U5/TWpC2dIGKBPiSU47TqOcK/ueXGJ2k/e/pis1sMC8KCQlvp8toVY4xUuuXQ/E5JtetMzUg6OBlXN3Ghv4cvN6cNprcsqXt0bp9xwfteaeCF8OKSYdJjOzuzn/rBlKm8btcVt4iIfhag7nKcO46OWNvHIFir8OyXaeRez53RwLtqO3Wzss3l0RZdh0H0VXm5cc3XNJ7XAym5o4yE+zYv5uLt+8zN4/lnNW05HqZST4bVvIZSc3visv+taEr1/Barkqimdehzn0MMOwSFFb6jexw1CqJOrRUbbuuUaITmXafteN6qbgf3gtR5+nEPFmNVN/f8OQ7hL2r/Kl2pgRNDVR8eLwAlb5VKSVxXPO3Y3CqvUwBtQ3QRnxkOM7D3HdLwZtC0e+6VSFwL88CKw3jmGNDVG8OMyi5T5UaF+agDPXeKVhTcPufagnucrO3ed4HmdI5W970LmOBXJIC5+ebuqVQhnxN8d3Hua6XzRycwead+lAbcvUu3V6+Cp9qvHm5CkeR2hjU78z3VqVoyiKLOUa/nM7bDSSCLl1hH0n7vAyVo5ZpYa069QYm9x+yT4uiFcRepSwLJ7LMIUcx+69cdq7hAljDJkyrh8NSmb+uWpl6AkOeCVQY7wrjYvnHJO0eBOG9avOgYUHORPpTBfDbAJpOdK4gSHjdq7lWqux1DXRIO7pXv46GYXToEaY5BS9MoqHW9dxIqw8PRtY5VzmbMNpIteE+MhwkoBMpUuIIjIRNOTp1VcDU6sSyEMDeVWAuarC50lazI62oxbQdvAYru/dwHqPqXTxWET9rgMY5NL13Xc0W5EX8LoTR3T0DDqemYGmUSWau0zhl2H10uptEo9v3SOmTFualPlgGFJuR6O65my8dQ9ooF44ndH8vNiVGdMXMmJbNHq2zRnhPoEGcUcZu8eYgRtqkNvXXxC+FgVrXCh8OTTTjUMZXtIoM4itDexwfL0Ntx7TuK5ZAoOknRz31eHA4jbEBT/nVYySxOTnPHgcSPSbcDz3XUd30HCamigIu3+cPR5r2SfTx9K2Dv37GZLit5sx30/mSJAMYwsjJG+347HWDNOUUKxMRqQ2Lt5447nbg3V7JOiYmiF7G8C2PTsorfTnlYYlxZXBbN98gIfrDjOjsV5q+HfpQor/Hsb0mcSRYC1KWBUj6fU2Nqzfy4/r1zKiWlr43ZvZdCQFia4FhooQtm/awpmp+9g8wDpLuWIVkVxfMhjXpTeIKWqBhX4SodvWs9qjC3PWz8W5VPbzKRRhb4nAAFsjSbbvp5NXGsyqHaYsmb2QES3WUfbbXrgMG0DrivpIgeTnT/BTlKJ9dfOPzNrVwKyaI1ZJJ/jneRLUyG5g24AWU+bRuccgfmh+mDKWWrzx8Uez6Vy29StDdiVJur2QPoNWcS9cnyYztjDUPvuqlmM4DUsaNCrPwuVL+OOEI9NaWqZW1qQAjs9ZyrlEO0bVM3kXj9TIEP3k57yNUkKR/7xDTvgUtC2p1XsytXqO5MmprXisXYZL85W0W3iIOa2LZXtIkl8sFt9NYo5dSXQTA7h9ZAs75w9maMpWtv7ogBYKQl6/AXNLrLJUURmWJc3BMxjUDgf6Tv2Zf6B/hvdjuTpjPVHdFvNNLg19QfiaFKymy+wYsuMCXpcuvvs7u92VKnJIeXgLb1Uzfj11kQtXbuC5qD0mUhmVBs7Bpaocs3a/s89jKHbZ3Zm0qvPzoUucPOROn7LhHJozG8+kRkzdd5nLFy5w5cZx/myjT0SM6sMMYT9qH16XvDi/ayR2ET6EOf7KkSvnOOu1ge9LBnHp/MOs6SlDOTxnNiek3zLv+DUunPPiysVtDC/3iBWzNvEs/WlYlYRlz02cv3qWM1eOM60h3PY8D2QtV6lLcxm7zIeKbtvwunWRU17XuXR0Hq0UB5k6ZRsBOTxhq+LjSUQbbe2PfzR6FTsyadNpzuyaSMOkY0zp2BbXLf+kLY9ToZLI0FCj+SjVkKGBgpRsl+YBRHF97Xz2PU1Bx8gU4+LGGOlJCTm7glWns67wAJCVbEK/UUPo4KDi6rq1nA/Jfswl53AyKrlMZ6h9MNuGtqZlFxdGDP2Bbs1aM2qHPxbdf6J3ufeVR6KlgxYJxMd/WCeEr05COMFBQQSHxqDUNcQgl8ak3KkvU8cPolu7b2nTdSBT1u1mSU8T/vZYzclIAClSqQRUymzrsUqpJPVLpG64rFIeb8DduzFuPUqhASgS4kgUPWzCV66AzWhNdIxKYGFp+f7PVB85oFnDGWeLu6wcP5/9/8Qjz3nhQ9ZM2dSmgU3aE3TiDc5fiaPa4F/43sEgNcM6ZXGe8hNtTD94utcoQ/1vyqMDaNlWpZKhJhUbNcdSBuhWoHwpKXEx2SwwT7qF15UoDC2K8HT3EubN/Z35a84Sb2SC8u/LXA9Ln1RgQ+O2jugDyMyoYmcGcdktWE/k6qEThFYdyIzhtTFOK7teha78Mq41mteOcPp17ktgc++3yEhGcYeOjF6xn60jLbg8Zza7A5VolrTBipf88/jDxaIfUhLx6BFBEitK22R/cVT472Tx2n+w+mEdnqf38tfmHRw9vZ0fHUPZs3AjD7NplEhNnHDuN5o/Ni+go2I/S/56lG3cuYbTq86ov/awdHQbyssjCAkN4mVwDLKKPzB7bEMyzbeXpJ2zz29lsVBIUkLvsf/PkXRs1JLhq59g3nMBh84fZEKTPKy8kBanXvdvsYl7xINnSYAEsxKmEPgC/yzzdVLw8wsEE/M8hPuAMoC9C05g6zqASpEXWNS3IU52lani0ISBSy4TJuqr8JX6ZH100uLN+OXAPn5tEMeRsc60HbaFx2puciTRlCNLv7smRROdqIWJ+QdzEOQWmGfpYtRESzPtQIkUiVSCpqYs7TgpEglk+1ybGElkPGgkRxMUGEBg2l+wvBLftK6KcfoFQKKHftH0VpIUqUwDSbYRJhAeHoOWhRVmHzSqilhZYUwU4TnsryHR1k59Ak/I7aqjICbAh6C4TDFT3rkZ5ZMe4f04GalFE5o6JHNx81Ye5zbJMfERWzZfgpqt3s09+VCKzzNeqOxw/q4BJmnlkRarRr+utdB48Rzf5LSoIoIJCvtgZ1E9ByqXgQAfn/dJqhkOAF1bWo2cy8ptm5naUId4bSeGzxtD7Q/uJ6qEeBLRQltH/WaZ8GVICriEx+Q+fNOkK78ei6f2mM2cOrudOUNaUDY/q8gTE0hCE7mmFJBTvqYTxfy9OPPkg1Zy3A1OXwzDzKlmHsJlFnnGna0a/RjeAE7PGcsuaS/cPc9z2L0LKVvGMv+s2E1L+Dp9ugFAZRQRiebU6zuNNdtHU+rcPFacjvv4cR/SLklJk3geXL1Dxg2eFa9ucOdFIfUtaltQwkiCVtW+zHV3Z3Ha34LJA+g+yIUW5nk9TUUoa2tJwr2r3M507VDw8upNArRKUtoy+14CDSMjDIgiPDzn7n3lyw0Mbt6JXw9l2JwHJRH3H+CvNMLERAM0ytLjx+6Yey/FbcpBfLNr2CX4cWjKKFY/KUNvt65Y5dC7JLO0xAQ/bt949X4nTWUY12/8g9LMgtTtApJ4sKwPzTvO4kJkhhIHnOCctxJTq/SJmuqGyyzm2iImrvSj6k+/M9gh6wQ+ZUQ4kbJiGOmLMe2vi5LwM2vweGBK598PcNZzLRN71Xy/KiqX48Ju/sXyXQ/JdNVJeMqOVYcIMqtN3bRVGzr1u+Fc8hnb/9yeYbVRPA/WLeRgaEU6dquRp3Dv07rDmuUBtP2pPWaqAP5+okGjfi40LleK8s0G831DBY+8AwpycgThs1WwCZ3KN9w/4MH6YhlWi8hL06RPLXwntuEn78ZM+7UHJR5f5HmyjFqa+Xiq1KpBl84V2bViDMP1f2ZoKzuKvLnGjj8XcCUWanw8BjXSqEWn9qXZs2Esow3G4dKiNNIXl9iyyJ0Tchd27HGjXJ4ilOPYqx+1ds5i3GA9xrg6Y18slufnNrFo6R0se2+khUEOh+qVwNwgmpeBESgxy7b1J7VsS7emK5kwZyjTk36kSzUDwm/vxf3PYyRWG097u9SPVb/hBJZMDWLwjNF0vnuEnr2dqW1fBhPJW3zvnGH/tj14vSxGq5mr+LFGznPYNWy74dJyCz9P7Uqf651oYCPj1bWDHLwcTc1pvXCUp5a5SoeOVN66CLcuIbRt5YilNIBLe/dxQ9KIX3s7vDs36oV7TxlxjnkTNvC28SxW9StH1imnCkIDgkkycaCEWOX3lZFi3HUZJ/vq8tH2RCYxPD+9i5Urf2fPfmda1SmNfnIQdz0PcNbPhG5LXamdvq5auzrDfvmOC0Nm8F2vu3RpakPKU092H/GjzND1uKRPMlY3HAAKfLYs5GrN0WwqJwOsqVZFwoTV7hzRb4V54FHWndfE/o9ShXGSBOGzU8DGRSCnl87mdMbXdNtg0q0Z3wwcSt3+MxnXfSugjXWbaQxuUgQIz2MicqqMWMTMYFdmrviZ75cBUgPse/ahdaQHoQUqQDotqo9ewvTQH5mzeCSnFgLIMKzSnbnuw6ksJ5vftMidRpnv+XNFJBMnrWZC75WpPQwyYxx7zeePcXXIcXsNmS1lS8HFp09Jxiz7C6rUnA6zlxDg9jMrpv7AVgDkmNcdzKKFAyj37lMtQqW+K9hTYTPu7n+xfeYo1qR3PWjoU7ZRZ36d50r36sbZrvjImF67P7agYT2fNfu3sPxAErolnegwYzFje9u+q0Ry+xGsXK/DH39u5vjac8TIjLGt3Zd5493oYPM+BXXDpVLwcv8aDic789vMLjn0rqTw9KkfEutOlBaNi6+Oho5u7vUzW/rUGruZzdYLWbzRk21L95IoN6ZsjY5MnzOKHtUyDrNKMWw8hc1bbPjzj43sXH6EFNOqtJ6+ibG9HdHLczgg8iQrDpgxeGM1Uvfr1aXhxEW4TJzGjN6riNUvT/OhixnbSCxMFb5OEpVKlan//bdZs1i/dh0TJ0/GZdDAgsUeG4D3PV/iDMvjUMmMgmyKDQqi/O/j7RODTpmqVLXW/wRjOkqiX9zH+1k4EpPyOFS2RLegiSgi8ff+G78IKWZ2Valo+rGzkMiVaS1wududA/tGUi7Xq2oSYU/v8ffLOHSsKlOlvHEuT3dK4kJ8efY8gGiZCZalS2NToG3K/0XKKF6HSjEzy2GAPcWbBW27crL5Tg6Nqyq2//6CjBw+gmNHj7J4qTttnZ3/6+wUoiQiwhPQN/wU1ylB+DyEvXlD7Ro1MSpenOu3bmZ679Neh3WtqFIvl82T8kQDfWsn6lsXUnTZklK0lCP1CrOnUsMAa8d6qJ9tLRzqVEN352UuBY2gXMncLk1yiperSSO1xmyk6JiWxcG0rNo5+WxI9TEzy/lthf9FLvsZUq1WRdGwED4TcooZ5vPHUAThKyAa1Z8h3QataaT/jDt3xC8nfpySsJu38DVpTuvaeRuVFwRBED4N8aD3OdJvwZSjdShqnP2ug0JGUkx7LOdE83gMv5BRHkEQhK+daFx8lmQYioZFHsgpnt/f4xYEQRAKnRgWEQRBEAShUInGhSAIgiAIhUo0LgRBEARBKFRZ5lwUK2ZIterVef06mD27dv8XeRIE4f+EXEuLGrVq8fTJE3G9EYQvTEJiAtWqV0dXL+seRFkaFxER4dy+dYvbt279K5kTBOH/m6OTE0uXuP/X2RAEIZ+MihfP8lqOPReGRkbo6+fhp4wFQRDyKDQ0FKlUQstvv0VXN8dN8QVB+AwpFAoCXr7MW89FoWz/LQiCkIuvd/tvQfj6Zdz++0NiQqcgCIIgCIVKNC4EQRAEQShUonEhCIIgCEKhEo0LQRAEQRAKlWhcCIIgCIJQqETj4gsR8+IuNx4EkvhfZ+Q/oSAmKg7lf52Nr5QyJorY/zoTX7REoqP+P7+ZgpCT/DcuEiMJCQokKCiY0Ih4FIWYKeFDSTzdPIb+Uw8S+P94omPOMrN1M8YeiUh7IZHIkCCCAoMICg4lLCYpl4NTw76JSUn7X0HA3w8J+1hLJTGSkKBQ3h2Wm/hwgoMCCQpM/8uYXkYK4iPCiEz4yIeoZnzx4cGp7weHE5/P+JQhu3Ft2pH5l7+Mm6PaZQaUCTHEZFuswq0DiqceDGzSj/U+/49fTkHIXr4bF4k35tGlQQMa1atLXcfKONRsx6hllwgp8OOlkteXN7Js+20iPqtH1c81X1+/uEtHOfumFBXti6a+kHiD+R0a0qh+fRrVqUVtezscarWm/4Q1XHz5wd0k8QbzOzRlsIdf2gsp+G8bw/BF14nMJc3EW/Pp1mQAG3w+1rpI4cGyXjSp14BG9dP/GjPQwzdDgzsR30Mz+L6xE46ONahuX53WQ5ZxJTS7iqROfEDkCX75tn7q+00ncjLHO23u8UmLO1DZPJBTR29+/r1iapY56cUJFrg0p7p9FZyqONF6qDsXgzJ+joVZB6LwWrOZZ1U78K2NRj4KJQhfpyybaOWJRmnaTR5JI923+Fzex9YFw/hJay8bB9qS76+Z8hXHlsxm4b0mWDivplPWjb/eUUQG8TJKjllJY4rkN71PkK+vjiKKoJeRaJmVpPgnP9EfSuLB1dvElOtII8uMtUoDmw6TGdXUkKTo1/h5X+HE0bkM8PRk6LJVuNUrnnPLWRXJnaXDcNX1YOUQBwq0L6TCj/MXfDFpNZaf21ilpSnB0K7Eu+9AypP1jBu7hdA6/Zk43BZZ0BV2eSxk5Hgj9q/phZVG3uIDUCaY0GLyQmpeX8PUPQXIn4YNDeqXYtn5qzxLqU/lgl0RPil1yqwMOc7U70ZxVKMx308ajHXKPxz7aymDv3uF+45ZNDdJqxWFVAcUPrtYe1xOxzUdsRCDzILwTsEuJRJ9bBu1p1M5DejZBXuNb3Hbd4gn/UdTKb8xS0vQafICirwqT8tcb+BKXu8ZQ9v15Vl7+lfqauUzvULP19dH+Xo341p5UM7jFL/U+9Qn+sPEQ3jw9ysM7Z2wyVSnJOjbNqJtx/SG7FDc3M7xp+soVo2ahM2BFXS2zPlqL9GM584fgxldZCPufSuQ31Ipgs5z6bEhDd1+oEPT7FpeCvw8j/O3UWdWLJ9IYx2ALrSyjKbl1IOcft2DfhnuSh+PL5XUzImW7Z2IjNvLL7k0Lj4en5zy1RzQ2/iAB9FQ2VDdkv/7Pl7mOK66z+FA4jf8vs+dDmnntUvLsgzpNJ05KzrQYFrtd591wetALFfWbeRR1cH8XuNfb3ULwmetENvaRalY0QpJZDgRBRp6lGJQxZkeLcsX7Imy0H2u+frKJT/nuT+UrlAOzY8ElVk0Yaz7VJoqz7B0zfVcu/k1KvzATFdrbs0ayLjdfuQ2ayNnSsK8vHigVZkKxq8JyXZwXgPbkQd4eHlOWsMCQIq+pTlFSSIxSZXH+Ao7fyCvUA4bpT8+Pvk7C5+NWC/2HA2m0nc/4pyhwSaz6YZrdxsCDu/lcoahlILWAcWL3aw+JKX9sM6Ze58EQShgz0VGKf6c83qCrHRHSqffBZQR/H1sJ0ev+hOtZUaVFl1oX8fy3ROCMvIRx7bs4fprXezafUfXGiZooODF4QWs8q3O6BHNMJZmHw7/I6w74kNKRBhrJ/9OmOvPONtIiHhwjF1HruEfLce8Sgs6d6yDRVqCiheHWbTclyp9qvHm5CkeR2hjU78z3VqVo+i7giTx+tYR9p+8w8tYOcWtq9KkXUuczGRZ8gVKIv4+xq7D1/CP0cbCsSUdqwSyaX0gdccPpZFhDm03ZQQPj+3kyFV/YrQtqNqqI/YBm9gYWJfZIxqrecLznnZq+X2o0NqC52fuEl2yNVMG1geSCLl1hH0nUstsVqkh7To1xkYHUPhzdM1RfFIiCFszmT/euPKT4wMWLfel2pgRNDWRAik82zcPj9eNmT20fs7p5KfccUG8itCjhGUuwxwZSC3b06/tEgacP8WDpDpUzymgpAhVXFeyNKE/wya7ME3nL2a3sczjcF4kF8/fIS4qmpntzjBT04iKLVyY/OtQ6prmnFtl1EO2r/Xkbbne1M90V8pffAXNn4apFeZaoQQGKsj5hH3+kh7d5F50Gdo0LfPB5yjHrnFdzD1ucs8nhaaV014uUB2I4/raDXjb92dW7fRWY9q1y6cizqUDOHstCI1Sjej2XX0kV7ez5+xz4gztadWzC7Ut5PkILwhfjoI1LpSvub55MYlaYTy7coJzL8ozfH1nzKVAij973b5jyuFgtEpYUSz5NdvXe7Bv9HpWj3RCT/GS7aN6Mv2aJuYGSew65oPO4cW0M1UQdv84+2/o4TK8GcY5hGsd+wrfoBiUicn4eD8mKCYZ/z1j6TfxMMHaJbA0SCZkqwcb9o5mzTpXnPRA8cYbz92b2XQkBYmuBYaKELZv2sKZqfvYPKAsKCO5tsiFEUtvE6dvQQmdWF4Fr2fHk7Vcndcgc75IwW/3aH6YdJggmTEWRhLeblvPenMzUkKsMBkxlEbZdTGn+LHXrS9TDgchM7HAiLfsWL8WM7MUQq1M1Gxc5C/t1PJ7sG6vDH0rW2r/0A+UkVxfPBjXpTeIKWqBhX4SodvWs9qjC3PWz8XZIpZXPkHEKBNJfvaAx0GxKKy88dx3Hd1Bw2lqAqAg9PZR9j+zSG1cZJdOPsutCHtLBAbYGknUrJRa2NnbItn5ghfJUD23Gi4xpO64NfwZ2xe3nweho72RKc1M1O/OS/Ij1rIPE363o6ReIgG3jrB1+3yGDk5m844fqZKlnz2JOwt6MmTVPSL0mzJ967DMcxzyHF8h5U9qhKF+Ms/Do+DTz176ZBQhrwmTmGFZMuuHLrOywgxPXr9WQOUMb+SzDigD9rHmgIK2S7pR6l1rJPXatcdjLXulOpiYyggP2MrenaVR+b1Cw7I4iuBtbD3wN6uPzKKRXl7DF9KJEoR/QcGGRVSxPDu+gRXrvUio78a6w1twra4DKHlzaC5zPKW0+vM4l6+c5ez1C2xxLcfjZbPY8lQByY+4fV9F05kn8bpymaunFtEuu6ezHMLJ7AYya5ADcrN2/HbQg4Fmx5g3yxNp6/kcuXaZ0xeucW67K7aPljFn07P3M+1VSVj23MT5q2c5c+U40xrCbc/zAMR4zWPCcl8qjtrC+ZsXOX35Dnev7GBSS8ss2VKGHOT3WcdJajSN3Veucfbida4cX8i3+uHEqLIETz+K0INz+O14Eg1/2cuFa16cu3GdI4vaoB8eQ46HFUra6bSoNu4QXmcOsvj7ckSfpB4kTwAAC7VJREFUn8vYZT5UdNuG162LnPK6zqWj82ilOMjUKdsIkNjhMmcgDnIznH8/wLqhlT+WQDbplM13uVXx8SSijbZ2HquqRIJEnfaI1JTm09cyt00CO9wGs/BKhPr7acid+P6X8Qzs0Y5WbbviMm0dO5f2xPjBBtZ4ZrcOQUbJpj/gOqQTVVRXWL/mXObVVXmOr5DyJ9GmiBYkxn1scefnTSqRIkGFKrsPUKVEJdFAll0HQJ7rQCK3PNZzp1I/XBpkM0gqs8d17yW8Llxk+0g7Ip+HUXXGcS6c9+Lshr5YBV3C62FS/sMLwhegYI0LjTL0mj+J5sVCeZVSFvuS6Y9Cydw6d4UowxIUebIb97m/M2/eWs7GG2KifMDla29BXp227Sy4u2I8C/b+Q7xWDp2RaoZLvnmeq1GGlNB+yp7FvzNv7h+sOxOHoamSB5eu8Tb9aqFhQ+O2jugDyMyoYmcGcTFAItcOn+B1lYHMGFkXk7SHH7lZTdq3qJAlvcSb57gWX52Bv/SjikHqadSxbcekn9qScw92IjfPXSWu+mCm9nMg9TAdyrabjJuzKeo+m+cv7fflr93QGnlafq4eOkFo1YHMGF4b47RTq1ehK7+Ma43mtSOcfp3PdbcfpFPQcqt7biAR7/tPUVnZYK1uv5yGFW1/W8Ov9UNZO2woK2/HqJ1aZlKKN+hGK5s4Hnk/y2YMX4qxUzv6/jSfjQs7ody/mM0Pc5tX8bH4Cit/krQT/GWvsZaYW2CqCsTfL+uZSvH1J1BlgrlZDpUiD3VAGbyf1XsS+XZwN0pnczmSlmlIiwo6gBa2jnYYyivSoLklMkC3YnlKSWOJzfAUkNfwgvAlKPCETol5Z6ZNbELEX5OYdza9xZ9AZFQ8aKQQHRRAYGDaX7Cciq3aUNVYAdLiNJ1xgD0zGxJ7ZBwdvh3O1kfZTMFTM1xCVCTxaJAcHfg+vcBg5JVa0trR+H3PhUQP/aLpVwQpUpkGEhVAIm/DotCyKkUJNQZdk6OjSdAywcw48ymUlyhBzj34yURHJ6BlakbxTIfJKWGu3pyC/KedToamLD1QAuHhMWhZWGH2QZmLWFlhTBTh+d7UI2M6+S+3RFsbLRKIT1AvHyk+21l76DWlmrWicl6GqeVl6bpwLROdfFkyxJVNz5LU7knKLJGEJNDU0kwrVyIRwUGExWXOv56DPTa8xNc3OY/xFVQ28akSSEgArSI6uR342ZNXqIFjsRdcOP2UzE22OG6eukiYmRPVS+Xy5VarDiRy12MdN8p+h0tj/Wyjkci10Eyv+hIJUuTIZWlnWyoFVJnizWt4QfgSFML1SgOLTtOZ+E0cu6bO4mSIEtDGooQREm0Hvp/nzmL3tL9Fk+nfYxA/tDQHlERHJGBe/3umrtuOW6lzzF9+irgs8asXTtvCAiOJNg795r1Pz30RE3/ogYvLN6nzQHKlTekyFiTcvcyNqMzpx0Zl3RxZq2RJTOK8uX4n43sKgm/e5mWOq2W0KGllQvz9a9zNdFgwN2+/UHuX0/ylnZ0ilLW1JOHeVTI/qCl4efUmAVolKW2Z9UlPKpejSSzR0emXPCXRMXGotLRzynG+y61hZIQBUYSHf/zyGv1wOxMGz+Wqfgd+GuhInqfAaVekr/sq3GzvM3/W/lw3hFO+ucmmpbt5lKkiJvJ0+yoOB5lRu16F1AlNSQ9Y0bsJXWde4H21UhDoeYYHSlMs0/buUDs+NeUpPmU44VEyDAyzv1l+MXQa0LV9SZ5vnc+O5+97L+K917F4fygVO3ejxsfmrXykDihDDrNmdwwth/TCVqwQEYQcFc5qEak5zr9M4Wz70cyY3oAqSztSs3N7Su/awPhRBvw86BtspC+4vGkRyzzlDNi9mwGvp9LWzZtGv0ynh8VjLj5PRlZLM0v3d8zpiWqF06rZCefSu/jr5x8xGD+Q5jZSXl7ezOIlnsgH7man28fmCshx6tWXGrt+Y/wQPX52dcZeP5an57eyOagN239rljm9Gl3pVHEnq34aStGxw2lpp82ba9tZtOAysdTMIQ0tqnfrQsWdKxg7pCg/DW+FXZE3XNu2gEWXY8nxsA9jyVfa2ZfZsVc/au2cxbjBeoxxdca+WCzPz21i0dI7WPbeSAsD+PCHJ2QlK1FebyWHV6zFcXB9jAIPsfZMNNa9KxZ+ufVKYG4QzcvACJSYZWgNKwm7t58Na4qSGB2Cv/cVzl58TLxVG6atnkGrfK2uAPQcGbxyBXH9B7HCO+dgsc9Ps2f5Kv7YtZ+2retQWj+ZoDueHDzjh0kPd4bXSbuLyavQvlNlti8cSfeQdnzjaIk04AL79t9A0mgGPavK8xafmvISnyI0gOBEExwsPuMdtNSiRbUR0+jtNZRZvXpzr1tTrFOecHLnUfzKDmXtoMrqXfByrANJPPhrHVdK9WFnM4NPUwRB+EoU2tVEatqGyb+co/PIWUzfWY0VPd1YNDMUt9lL+PHkotTEDKvQbd4ShtrLkZdzYUjdH5j9cw+2A9rWbZgyrEmWuep6DXIOF54xoHYNfnSfwZtRv+HuepLFqQli32Mei4ZXRg4fHbPWsO3HwuWRjJ2wkvF9VgMg0StDqwnDswaWOzBs8WyCR/zKqjG9WQFIDezp3rsNkR6hOaYhdxjOgt9eMfLXlYzrvRyQYmDfk15tItmY82GFkna2ZS7zPX+uiGTipNVM6L0ydVhLZoxjr/n8Ma4OumQzEm/QitHTOjFk0jyGeaoAGUbVBrLAxaHwyy2zpWwpuPj0KcmYZdjoSEngqWXMOSVFU0cfE+vKNBmxmAED2lGxgA/gUoPauK1eQuyAlTmGKVp7LBu3WbN40V+c2OrOvgQtjG2r02HGHFx7OWUY/pFTecRq1hSZx8LNR1l3LgZN43LU6jufsW4dSd8xWv341JOX+FKePMVPUopOpb/0xgVIDRszedsWbObN468dyzmabErVNtPZOKEXVfOw2iK7OqAMPcbqHW9pPqMP5b/8UyUIn5REpVJl6m/+bdYs1q9dx8TJk3EZNLDACSijXuDt/ZxwiTHlq1bGQjfjVTKWwPv38I0zpFzVSpjluApO3XCAMooX973xeSvBuEJV7Cx18z72kxKBz70HvEzUp3RlO0oZ5HIlUUThf+8+frG62DhUxdpAvdQUkf7c9/YlVqc0Do7W6OfnQTufaeeQIfy9/8YvQoqZXVUqmn58SWJS2DPueweQZGRLVXsrdNVIPu/lTuTKtBa43O3OgX0jKfcvdkUrQp7hq1kG25z2K/kqpPBgvjPdTzRj+9FxOPzLN82Rw0dw7OhRFi91p62z87+buBre1wElfy/oSJ+z37Bt34/534FYEL4iYW/eULtGTYyKF+f6rZuZ3vvkXxGpfimq1i+Vw7u6WDrUI+tCz/yGA6T6lHKsT04pqkVWjDLVG1BGnbAa+lhXa4B1HpPQMLDGqUFejyqctHPIENaO9fIUl7y4LTWa2OYxmbyWWwuHOtXQ3XmZS0EjKFfy37vRa5jakrfSfYEU/ly85IthtdpUEDfMLNLrgDL8KGu2h9B46nfiPAmCGr7mRzLhK6HboDWN9J9x507UxwMLeaIMu8VtHxOata2V799X+fopeXVoBxdNejGolfqrugTh/5logwufP/0WTDlah6LGxf7rnHx1pKbdWXqmGfGGX+7OnJ+eFMu+q/Bso6K42IVbENQiGhfCF0CGoWhYfDLy4sZ5X7b7f0eH4sb/dR4E4cshevgEQRAEQShUonEhCIIgCEKhEo0LQRAEQRAKVZY5FzKZJnpF9VAqlURG5uOXGAVBENQk05Shq6dLclKyuN4IwhcmOiYGvaJ66Oll3aEux020BEEQ/g2OTk7cvXPnv86GIAj5pNYmWtraRSiqX/Rfy5QgCP/fihQR1xxB+JLp62f9zYUsPReCIAiCIAgFISZ0CoIgCIJQqETjQhAEQRCEQiUaF4IgCIIgFCrRuBAEQRAEoVCJxoUgCIIgCIVKNC4EQRAEQShU/wOLvScVqG1wBwAAAABJRU5ErkJggg==" alt="" width="366" height="182" /></p>

fb_product_item_id

24638807345702708

informacion_adicional

<p>Las dimensiones de la junta en aplicaciones típicas en construcción varia a lo largo del día, producto de variables tales como la temperatura. El ancho de la junta se debe calcular para absorber el movimiento. La dimensión de la junta, regla general, debe tener un mínimo de 6 mm de ancho y un máximo de 12 mm. Se debe tener en cuenta la regla 2:1 (ancho = 2 x la profundidad)</p> <ul> <li>Garantice la correcta profundidad de la junta.</li> <li>Genere una forma regular en toda la junta.</li> <li>Evite el contacto tri-punto de la junta.</li> </ul>

modo_de_uso

<ul> <li>La superficie debe estar limpia, seca y libre de arenilla suelta o partículas de polvo.</li> <li>Para juntas con un ancho de hasta 10 mm, la profundidad debe ser la misma. Ej.: ancho de 5 mm, profundidad de 5 mm.</li> <li>Para juntas con un ancho superior a 10 mm, la profundidad debe ser la mitad del ancho. Ej.: ancho de 15 mm, profundidad de 7,5 mm.</li> <li>Importante: para obtener la profundidad deseada utilice un delimitador de profundidad conocido como tarucel (cordón de células cerrado de polietileno expandido).</li> <li>Se recomienda proteger los bordes con cinta de enmascarar antes de la aplicación, siendo removidas después del acabado.</li> <li>Utilizar una pistola de aplicación para cartuchos, cortar la cánula de aplicación en ángulo de 45°. Aplicar el producto en un cordón.</li> <li>El acabado se puede hacer con una espátula de tamaño acorde al ancho de la junta. Al hacer esto se promueve la adhesión correcta de las paredes internas.</li> <li>Rendimiento - cálculo aproximado: Ejemplo: 1 (tubo) 280 mL (322 gr) 280 mL ÷ 5 mm ÷ 5 mm = 11 metros lineales. Contenido ÷ ancho de la junta ÷ prof. de la junta = rendimiento.</li> </ul>

principales_ventajas

<ul> <li>No escurre cuando se aplica en vertical.</li> <li>Se adhiere en diversos materiales lisos o porosos</li> <li>Cura exenta de burbujas de aire.</li> <li>Alta resistencia térmica y elevada resistencia a la intemperie (agentes climáticos, UV y Ozono).</li> <li>Capacidad de movimiento de la junta hasta un 25%.</li> <li>Acepta pinturas y barnices con base poliuretánicos.</li> </ul>

restricciones_uso

<ul> <li>No es recomendado para estar en contacto directo con alimentos o pegado estructural.</li> <li>No se debe aplicar en inmersiones continuas en agua.</li> <li>Sellado y pegado de vidrios.</li> <li>No aplicar el producto en materiales que liberen aceite o que sean vulcanizados con azufre.</li> </ul>

seguridad_manipulacion

<ul> <li>Después de la utilización total del producto, no reutilizar el embalaje.</li> <li>No comer, beber o fumar durante la manipulación del producto.</li> <li>Utilizar los equipos de protección adecuados para la aplicación.</li> <li>Evite cualquier contacto con los ojos. Evite contacto con la piel. No ingerir</li> </ul>
[mostrar_productos_con_pdf]
REF: 0890-100-181-S
ADH SELLADOR PU40 BLANCO SALCHICHA 600ML

$67,830

ProductoNombre y descripciónAcción
ADH SELLADOR PU40 GRIS SALCHICHA 600ML
Adhesivo y sellador base poliuretano (PU) con resitencia a rayos UV, diseñado para unión de juntas en construcción y obras civiles
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ADH SELLADOR PU40 NEGRO SALCHICHA 600ML
Adhesivo y sellador base poliuretano (PU) con resitencia a rayos UV, diseñado para unión de juntas en construcción y obras civiles
Ver ProductoAñadir al carrito
ADH SELLADOR PU40 GRIS CARTUCHO 280ML
Adhesivo y sellador base poliuretano (PU) con resitencia a rayos UV, diseñado para unión de juntas en construcción y obras civiles
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ADH SELLADOR PU40 BLANCO CARTUCHO DE 280ML
Adhesivo y sellador base poliuretano (PU) con resitencia a rayos UV, diseñado para unión de juntas en construcción y obras civiles
Ver ProductoAñadir al carrito
ADH SELLDR PU40 NEGRO CARTUCHO 280ML
Sellante elástico base poliuretano (PU) de baja viscosidad, diseñado para sellar uniones de vidrio, cerámica, acero inoxidable.
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MÉTODOS DE PAGO WURTH

Wurth Colombia trae para ti soluciones para que realices tus pagos de manera segura y sin salir de casa.

Cuenta corriente

21500274353

Cuenta corriente

6390005504

Convenio

1309

Ahorros

4-0850-3-01106-8

Cuenta corriente

23776940139

Convenio

31299