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W5TXRZOD8wNCQEnQq299WWRgOEE+Z+Pi1o97Sg3ezNIly9BLrYFYSc6oupC/b5rEywOwufB0Kr1qElEUMyZu7KpmlaLpd3SSS9vQ8zy1pm7spGJuPbMdegy/b3LQ/Lmruf27kUgxAL63ejU1+ddHQYv3JFcGNj4+3aWgh6tbW1MSyLEIJwt6qrXZ2deO6TOBbhY73ebDbPnO7lNtFFKpXSNEVRFHhHhUIhe19gEc6b43sjJ+dGTk529vXi4mKapg0Gg6cH322iy7+PHevouA8m4JLFi0wmE8MwX585gzal0+m8pnm6OjtBcR4w0tfHu7qqqrOzM/mzfW4TXXx9vDUaNcOKEXI+MrIIvzl/Pjc3F47EZDS2tbU13rkjEAgA9mazmSTJ5M/2ZWdfF4vF165mQd5Qf3+/Tqfz9fHmT+FBUePePXtcnZ0SExIYhnms16PKCpqmGIqEVw8dSn3u38K+IATIjZvxZWLq8sTU5dAvZpT8rrCj5VEbT2e+T3genzD3czvuyBoII69aYeHw1mFIxuEbP9M03d394G5bZ4gw/2nFPUqoAciFZPD/lflRYCIn14aDQwxCLKzfjUxGIyS5EARBEATQiKYphmG6ux8gJDAMYzaboUwQYoQQCQMQikQiQBcyvBoaGsAtCTADoTpCCK2BbQc+w5bmZq9pnqhYcN4cX1ScDqhOOXiAYRiaprfExqAsTcpk+vexY24TXeDgXZ2dAvz9kGUGmOTAmLFWRwg2cfCypbB3t4kuLc3NDMP09PRAvSOqRCwsyGeexBFRHSGUHoIvt6PjPhRiohSe5qYm+KQcR7GVv4X9QAiGoM/KhKkL9lXVexSUvQfmGjtB1F7L5A8O+IfFTV2w73Tm+z2/TED7tdeObIDQFgtthA/fjrmmMZhJgz6zrGXilq+5RYcWWaYn3H12/z3oKSktmpfat+k2TdMymUwsFndJJOzsL1BfX59YLBaLxd3dD6CE1nKF1tZ7YrEYffstpdVq29ra2p+ora2tSyJpbb3HDi2AHuv1YrG4tfUeCpkolUqxWNxuW7A1Tp3QwMBAa+u91tZ77NiD5b7a29tRmGSEUigUYrG4o+O+rZDDY70edg2lVJbS6XTwGTUaDfv5LomkSyJhn6jOzk6RSCQSiWztC06+rTPT2nqP3VND8UgOR275V5bJZB0d99vb28ViMfor9/Y+hPVHWIOF9dIiSVIsFmdnXy/+qahLIkHP63S6osJCkUiE/gRSqfSHvLz6+jqapkxGI3RmoSiqo+P+D3l5YrEYvddkMhX/VFRYkM/+eg8MDBT/VAQ9YioqyktLSurqbqPvg0qlqqgov3Y1q6GhAUw6UHf3g9zc3M7OTvivvLf3h7w8ttNVKpUWFRbm5ubW19exv3K9vQ9zc3O7ux9wPq/BYIDWNuhIystK4XdxIyentKQEOYppmu6SSG5VV/+Ql1dXd1vxaMhZajQaKysri4uLUQOdtra2H/Ly2tvbe3p6rJ6KosJC9oeyKjuC0GV2yrSg3QVl72nVDpThLcrwllbtkH1zxtQF++zruoSjPZoRiHZEGd6qqveYFrTbXjuyDUJg4Uisw/CLYA4evvHzM/CzVW4RknHC3UdKTD7h7jN1wT7OS86fnPT18S78JJRi3eW9oowmc4C/H0EQ6PYKSalUohvVr8+csfK9MZML5wfCCgvnB6LeEBxlXblCWAju2jhpzbeqq+FVlOW1d88ey/dyxHOfxAYeSZIrVwTDS74+3rY4B0VXKHFuhIrcsB4O3lZCdlPTXdh1QUGBrf3CCrm5ueznozZvsvrpHB3GB/j7CQQCdBVA2hIbM/yZYbcXQdvnAHhwcNBrmqflXzk8PByeHGENFhbWf7vs6xp9Z1aqo/cXZ3PmQqnD0YxA8I7akYJoITyPQ3tShiYKyt6Dugt7bXxYELIX29Yh/1+ZJE2n10pHXnq4++9BorcmS4nJUmLy7r8HzfhHHPHPw1MX7Fsza90Jd5+zTm6Fn4SabCDnJWQ2m5csXkQQBH8KDxUzMQwDeVlwKTx3NsPqe7u7H7Avu5a3fqAbOTmwgquzE+qUgd7F5kFd3W14EpU0QagDPDnIA0M88Z+AU8XTg/9r/9PaYYVCwT4q8LFYqrKyEkD4Q14e+shWrV624uPiYO8NDQ1WV2hpbh4ehKUlJVZBCFtmnyXOiXKb6MKh7/ZtW+FgOAt6C5vxVkFIURQCHjtpkGGB0GrXSiys35/sniwzbsaXBWXvNbbwGlt42TdnjF6pw7gZXwrSg3p+mVBV79HYwrPvwIoRg9A2DtNrpYdv/PzUChw+uZRlEaIlz8H9rJMbWvIc3G8ts6dFaDKTVkG4KykJroPbt221hQeBQMBGjmUwAIRACC0KSZKUy+VCoRBd91HbCEsQarVaeW+vXC5/+OjRwMAAm0N9fX3wvEKhYLvv0JZB8XFxVo8KgRCABA2inusGHAMQlpaU0DRtMpOPjeaOTsmpr076+nijj1NXdxu9pUsiKS0pqaysrKgor6ysLC8rvV1bm5ubi1jIvjWxCsKUgwfgyQB/P44vF4HwhVzHWFj/vbIvCKHm72hG4F/mfT51wb6jGYF2dFeylwlzP5/8wQHYPhDRvu1mrIEw+jsi8ioR+Z1NFiIihl+cfaJ+bY54iH8jrj484e6DLEIpMVn01mTRW5PzHNzRYl8Qsi1C5Jo/euQIXARnTveyFeuCDGaCICBMDStbtR4QCDmkRJd+xAxLEHIEnlJXZ6eHjx5ZXYEkn3IdjsrTg2/VuYdAWFBQUF1VRRBE5Ib1b4JFeLu2lvMWlUq1etUqeNVrmqdlkI8txDZ2fTRjDYT19XXwDGoOyRa2CLH+aLK7RTj5gwPgpYRl9Kr1YcuQlero/QW7Gc2ogRCWYXAYeZVYl+kS+f9mp+x/sfzS8IvOn5zMc3BngxCMwtEDoaVF2Np6D10f2X1sOUJX/B/y8pI/2weP29vbLddEIOQkUre1tXEAOXIQso1XthSP5LCFGzk5p746CY9RnRNbCIQImagp4jAaAxBadsZinjTLGH7LDMOIRCL0t+MADIEQmNfS3IzGArAzC5CwRYj1R9ObMJj3DVy4IKyQaZ6CkItDDhS/E6QHvbspnYj87gVKD9dlTgvanefgzqYgAiHyjto3WQZZhDz3SUqlcnBwkD+FNwzVkMB36jbR5dd+ZUVFObyF3SoJyRYIZTIZPH/0yBF4ZuQgtByKBjp0KBUu7jKZrLGxEbYGo1s4gl5QxBNdvvztSNIjXxcIGZYj2rJ1FghqvGxtBIHwsV7/WK9H7lZbx4ktQiyDwdDQ0HCruhrGCsINpVarbWluZvtOWpqbwc0AKdMikajxzh1OGjlN04137pSWlFRXVbFT2zQaTeOdO/X1dS3NzcgtQZJkXd1t2G95WSl7UKJGo2lquoucIq2t9yoqym9VV8M2TSZTQ0MD+iErHsmbm5ooiurs7ETurmFkdxCOdjtsW8vo1hFaAeEQDjks/E6QHpR9c8ZTT6nVCKI1HK6Ztc4ShFJiMjtMaF8QIosQWjnAY+LZhENL6XQ64GVoSAjDMAaDAf4L5a6clREIEfBA/z52DJ5HOSCvaBFCLS1BENDqEJpxAK0t10fZm67OTrbYY6nXCMKGhgbEdavMRhYwVBZzhECoUqlQAPjSxQu2Pim2CLG6JBL+FF7khvXbt23dEhtzIi2NYRiRSDRvji/7Gzhvji/8hCsqyt0mumzftjUxIWHmdC8YHcUwjE6ni9q8KTQkJOXggS2xMZ4efBS9vnY1i+c+afu2rTHR0b4+3tD/RalUuk10idq8CZ4/dzYDcfd2bW2Avx/cnF27mrVwfmDyZ/uiNm+Cxjf9/f2o+SpMqCj+qYim6ZjoaM7Fx6rsDkJOQ5kxW6Yu2GdH76g1EMZ+T8R+PxwONxZ9fHwrVU5EfBpObCwaYXIpAuHNCbM4flHLlJlRsgjdJrqgQBR7RKdVofASyt1I2rkDnoHZm2whELL7ASKDDIaKwZOvaBEipy76BSIrilMjUVNTg0yikXhEkV4jCDUaDaywcH6gZWVhZ2cnvMo+n2whEMK9AkEQW2JjhomJYosQq0si4QyXYBimru52gL8flPyD5s3xhS9tdvZ1NOOptfUe5MHBLIhdSUmotD83N5c/hQdVfefOZsBwYIZhCgvy+VN4DEX29fWh1nEc1dfXBfj7mUymgYEBt4ku6KsOGwcQwnjXtWsigNwMwyQmJFg2uLGUHUEIYwUF6UFj0BSbs0C+zIfrYt+ZlWqXzzIsCC1xGHmV2Fg0O2U/VU5Q5cTfBP/h+kuHKT1cl0lEXl0zax2kxliCUPTW5NG2CNl6bl8+uEry3CchbwYqpbD0QyIQRm3edO1q1uXL38L8a0uj5BUtQqirc3V2Qj+P3t6HCB7siz6izjDEsqrXCEKtVos+C6dkk6Io9Ee0tV/LOkVo5G9L2CLE6pJIfH28Oe6HJyB8+mtCILyRk7NyRTC8RJlMrs5OfX19CoXCbaIL59YtPCwUbLhLFy9siY2BJ3U6nauz02O9vr+/3zLIjfa+cH6gyWRSPJK7OjtxZi4iEJ766uT2bVvRkY8xCKcu2AcjJnp+mQBbs2/2iq1l8gcHpi7Y986s1MYW3tGMQEfvL+xiGtoGIVrYINxYNDtlvzmPYOqJqnoP5CYdUa1F5HdenwhtUZDjHR29GCGqXp853ctyqicSKrRnG45msxlsLEeH8eyqPoYFQo5cnZ04htqrWIQDAwPgnmX3FKZpGvo2EQTBTjSNj4tDoVBURzgSvUYQqtVqBEJOayF0hsPDQm0ZeQBCR4fxhw6lIlvcatdjELYIsbq7H3h68LOuXPnm/PnT6acgVgc2mVWL8EZOzpLFiwwGg1Kp3J+cDIOQrl3NCl62lEPTb86fDw8PhwcAQpIkL128MG+OL03TYBGeO5vxzfnzp746yU5WqK+vWzg/8LFeT9O0QCAA5ye6V+vv74fpHJ4efPYRjjEIj2YENrbwoNVLu8QNxufat7bPckG9bNolbtDIpl3idjrz/Vf/RCMAIcLhxqLZKfs15f+HqScYGZF9cwaxsWiktRaRV/8aln5zwixbCOR4R0fJIoR5Lij5HgZSW33LtatZsA4nmwbFqDiXeHSZhimjAf5+a9dECIVCTosT5tUswuLiYnivSCRiP4/62rBNz+7uBwUFBZyC+pHoNYIQuaORKwmkUqmg1YCjw3jLhv1IyCI0GAwoOrtk8SJbBh+2CLF6enr4U3iJCQlCoVAgEMAv6wkIrViEhQX5EGHxmuaJ2pye+upk5Ib1nC1nXbmyZPEieOA20SU0JMTXxzvA3w/aJ4ERuXfPHtgvO+u7oaFh4fxAKIiiabq8rHTlimBfH2+4FgFBV64InjfHl51iM5YghLG6MEceRu/6rEwYbQqyWYjG9h7NCORMgHoFEJK/odM0BML4fC4In6UgIyO2Zf3PUIAQYofDEfE7CA0OT0G2d3T0LMJf+5VGoxE1lLFaIA+TVmCF4GVL166JCA8PDw8PX7smAr0xwN+PHVdgZ42SNG2rExvzahYhunAvWbyIfVTQQI4gCK9pnkbTU0PKsrPMSPTqIETBvBcF4Ym0NFiB00c/Jjoanh8+vwmBUKvVkiQZGhIC/7XVMAFbhFjgGuXECOvr6yyTZVCMMDws9LFePzg4uHJFMPjef8jL41iQDMOcSEuDlK5LFy+sXBHc2npPKpUi96lCoeC5T7LaPwtco+ybM5qmIWsGLFGe+ySNRt3S3OzpwUcbHGOLcNyMLyM+DacMb/X8MqGxhTeWYcJxM76sqvfo+WWCVu0AIy9efZu8wFSC6fmIUX8JOGxWDBIxhUR8/lMWxhQSMYXbTv2vpn48oqBW7fDx8a1DFiE3m+ZZFkZ/x7YFkWvUlo90VC1CVEf48NEjFMCzvJqjmofhxTYWbWWNWuqlLUKNRsOuhbAldru1UQJhe3s77MtWDk7jnTuwQnFxseWWbYFwYGAAfUB2Lszt2lp4MutF528AACAASURBVMDfz7KJOVucgnq41sAz165mWa6PLUKs7u4Hlskycrmc5z4JZb481uv5U3hQvXDtahYqoIJQIsMw/f39nB+syWTy9OBD44hvzp+3THKGL6fVO7COjvvz5vhyXoJjkPf2wmgqeDX5s31oy2MMwndmpZ7OfH951MYJcz8/mzN3DPyiaL/+YXFnc+b+Zd7n6MGrfxxeYCrBmNuYeoKpJ+iHEfe6Ts1O2U9s/3GIhfH5fxP8J/vmDKaeYMRDFITl4+NbrWeWsmstYr/3+kR490+eiHzshcNFtnd0lCxCdmeZy5e/hYugZQ+Xc2cz4KWUgwdyc3Ozs6+jJTc3F11t2cyzVUdoqZe2CJG3ViAQWB4Vak6Nenkzz3aWGfnpQiDkOGCRGhsbYbNe0zxNZistYMCAc3V24jiWh+ksA0Nn4FV2R1BUxOLoMH6Y1gcgy84yKMmWsJbriy1CrC6JxGuaZ2/vQ61WOzg4qNVqoUXiksWLzp3N0Ol0arU65eCBtWsiGIpkGOba1Syop2IYBrI6IQh96quTUDJhMBgUCsXqVavi4+LARmRnjSKBa1Qul2u1Wo1Go9PpKIp6rNcbDIZdSUnJn+2jaVqlUjXeuWMyGo1G4+n0U6tXrWIoEpJlwHGq0+k8PfjgVt0SGzPGWaOQLwOeyakL9o0BBYF5MH3JZXbKO7NS7VVEMRQjpB9GAAs19eMZMdHfOu7uj653f3SVVb09hMBnKahVO5zNmTtkEdqqtYj9/qPARGQIQjcZWwtiIXhHR9siBKFSs3lzfJEJgirzbN2voYbX7E5gowHCZ24wn3wEV2cnq9kfyJyCpgHwJALhN+fPazQa5RPB2E9bR4hwVV1VxX6XUqkEg4ymaZTAmZiQwD5LZrMZ3WFEbd5ka8vAJIqiTCYTTOdBptuSxYvYjmXUCS942dIuieR2bW0DS7dra9lnyWqvUVReYpk4gy1CLKlUOm+OL8yL50/hoSF/fX19kRvWB/j7zZvjm7RzBxq9VFpSkpiQAJ52kiTDw8PBB0OSZNaVK7D+wvmBp9NPIc/qtatZMOmQLZVK5TXNk71fmUwW4O8H0UT4onZ3P4CkGP4U3pbYGLhG9fX1QSoNbKe5qQkCivuTk63Oz+HIvvMIrT4eAxai3dl7HuETo/DpIrZYZNaMwphCYmMRN7809nsi8uruvwexu8agbqLPheKoWoSc6RPIConavAm+3FKpFJ6x1V/bbDajEUjIDznaFiHy1tpquQKVTLAOKnysqChHAz/5U3g890nwr6uzE6dLJ1sIV24TXdjv4k/hIZcmMgoJgvD04C+cH5i0c8fKFcGo7QuEY4fZ8szpXjOne8EocGS0RW5Yz2ZSX18f2xtsdQYF+xJja/oEiviyZ5ky2CLEYhiGYSiKoiiKocihByxptVpOF1+aptnrUBTFDg2azebBwUFOHQVN05zwoeV+wdw0Go2W82EMBgNng5yDJEmSfqLnfljcYm1YEDIM0/PRiFj47HI2Z+7slP0Tt3w9RMSNRUR8vtcnQggKsltpc9pqs4nI4WKeg3vhJ6HwzbCLhplH2NPTg66zkKCxdk0E/NeWY5BhZWkijwcygyxv/TiynEfIUWJCAoCQfajIeLV0KiJlZ1+HdZDrBmWNWsrSXENCQOXI0WF8UWEhWq2iopw9MoK9WmhICDufDcnWPEKYUf5DXh7nF86ZNmVV7PsJW/MIFQoFwu3aNRGIhXgeIdYfTaMEQrukbo5kAafoaIJQ/SUXhJYstDAKYZFVvZ19c8bFs3Oh2n/NrHUfBSZ+FJjo9YkQLR8FJp5w9+Gw0NJGPOHus2bWupm7sjUGe06o75JIRCJRa+s9dlIlCF5qbGxsaGggSbK7+4FIJGppbh6mLSc0AxSJRG1tbbCaWq1uvHNHJBINM8UepNPpRCJRQ0OD5RBakOKRXCQSNTXdZYffenp64CCHOSqj0QhH1dp6D671Wq220ZpEIpGtjt4Mw/T2PoR9WYoDjMd6fXFx8eXL30J7ql1JSQUFBfX1dbYOUiaTiUQiaDgAS3FxcXVVVUfHfas3s2azuanprtUjQR+E3dRRKpXCqbMcXqFQKOBDiUQiZP/BWbW6PhbW71KjAUJH7y+WR21cHrXR0fuLUaWgy+wU/7C4iE/D7Z6YwwIh+RsjJqjyZylolYU2lv7WcdtO/S8Rn0/EFBLbi4jtRc9kn8Z+T8R+D41GrbLwrJPbR4GJkHfqsDu/77HdQIiFhYWFxYwCCB29vyA8j2ffnHE6833C8/jo5Y6+MysVhtQ3tvAIz+P2he6zIJS/+wwIR+wg1aodquo9/ib4D9Ra2OxNE/u9S+T/swrCPAf3aUG7iZhCKMDHIMTCwsKyu+wIQpjKm31zRkHZe1q1wyPFnwvK3jud+b7di+shU/R05vsFZe/1/DKBMrxVUPZe9s0ZPisT7OUmfQpCmqYgd5TLwhHYhduy/mfIELSsxOfgcFv17r8Hgf0HlRJAwY8CEyHFBoMQC+u/V5BLgjTUk/NZVzk7rcPyJfYzZrPZYDBYOq45iSGcdzEM81ivR7nHnEOyzIhB+9JqteyXSJK0unfYvkql4rxkNV1lmP2SJDkwMADts60eJ2zNcrOwPlqB/fxz82XsPqH+w3Wx7RI36PPS2MIbpYJC1FwNdvRI8eflURtHa0I9G4RcH6mNSOFTQ5BVejgcDuPzoaaCbQvu/nsQpxkNBiEW1n+jojZv8vXxRinB3d0PTCZTaEgIO5R7u7YWSkUNBsOSxYvY7YdEIlF8XBxFUTqdLiY6OsDfLzQkJHjZUk76VXxcHLvbg0wmW71qFdS/KxSK8PDw4GVLF84PhMkMLc3NcDwzp3tBk7PwsFB2HiZFUZcuXlg4P3DliuCF8wNhyNq1q1lo7/uTk1EyM5T0oZUvXbyAcCgQCIp/KmKfDaVSGeDvh84GStUmSTI7+/rC+YFLFi9asngRZK6dO5vh6cGHlefN8fX18YYU9KNHjsRERyOIQt8rlUolFotXrghGVf+Qzf7cWlu7u0YJz+OnM98HPgnSgwjP43anICzQy4ahCcrwVvbNGYTn8dEZw0T+xsjfBQRacZBaw+G2rP8htv9IbKsmtv84tDyXhfH5fw1LZ4PwrJPbX8PSh0zGJ11pMAixXk4DAwOjlwIql8txWs3wmjfH93T6KahDV6vVFEUZDAae+yT2BbqwIB+maT7W63nuk3juk1CVXkVF+coVwRRFqVSqmdO9Ojruq9Xq/v7+27W1/Ck8hExfH280hoxhmI6O+54efJPJZDab583xLS0p0Wq1CoUC6EuSpEqlUqlUGo1a8UjOc5/ETn5mGKb4p6Ilixep1Wp4F/yJoaG2Wq1WKpUpBw9Ebd4ElRLbt21dvWpVf3+/RqPu7n4Q4O8HIyYYhlm9alXWlSvsLcvlcreJLjKZTKNRq1QqyNKiKCpp547gZUtlMplOp1MqlXK5nKZpo9E4MDCgUqm0Wu2t6mpHh/GAZKinQp/dZDTy3Cf19fXRNL1wfiBqGpV15cowzZOR7AtCcFpW1Xssj9oY8Wl4Qdl7fxm1msJ3ZqVm35yRmLrcPyyuqt7Djn7RZ0FobmNkBALh8A7S/tZxHx/fSmyrJrYXPaUge7GNw7djrt39kyfyi66ZtY5bko9BiPVSEolE0AdyNDYuFouDly0dZpYFFsMwAf5+nEnIj/V6Tw8+G4RFhYXQjRpeWjg/MHLDeriCV1SUh4aEUBSl0WgC/P06OzvRu3p6etD06QB/v8rKSvRSR8d9aJMGc4usNvAEZV25Eh4WyqnqW7smAsEMKeXgAYFAAI/VarXXNE+1Wi0SiTw9+Ow+f9DIAkp+w8NCCwvyKYpC5i/0UeP0Bayruz1zuhca7mZVa9dEoMmme/fsCQ8LnTndC+7wzGYzfwoPcs5bW+/NnO5lNptNRuPM6V5Wh3RyZHcQTgvaPS1ot6P3F+NmfOmzMgHavqAVXoVVLrNT2Jua/MEBn5UJ42Z8CaOX7DsQ+Nk6QjFhznsKQluJMwVl7znszie2VRM7iolPi4aW4XH4LBFhNi+w0GXdBUsQ/im59HcPwpFUv76ihqm1+C/SyD9FS3PzMLMpXnGPra33hqk5wQItnB/49ZkzJEmazWYAANCOXRQLFhjzpH8mdPuELhCVlZVsELIb50I/o8KCfIZhAvz92JMmAYQmk4mhyJUrguPj4sCW4qizs9Nrmqfl8LWGhgZPD75IJGL/JFMOHkCtdNH2hUKhZaHwksWLwCyLiY6O2rwpMSGhra0NXoI+agMDA2az2WQywfcqNCSEYzhyBGMr0MFs37a18c6dc2czwINKkiTPfRIqvoravKn4p6IbOTkj6a/GjE75BKIdB11/mff5h+tiX46FUCnB6dw2zI7sBEJDAccctG4UiomzOXOHyLej+OkyDAs5OIzPJ+LzT7j7AAjXzFpHbLdoTBP5nd1B2NLcfO5sBvsC19FxH/UdBfX19Vm2Zs7Ovp5y8IBQKMzOvo4cOAzDUBR1Iycn5eCBmOhooVDYJZGgl3Q6nUAgEAqFQqHw3NmM4uJijj+tt/fh5cvfJiYkbN+2NTv7OrphbGluZm+n8c4dtg9Hp9PV19eh/w4MDJz66qQtT11v78Ovz5yJj4vbEhvT19cnEokOHUo9euTIibS0o0eOCIVCuAW+XVsLh3oiLY1zNtra2pA3prOzE07C0SNHDh1KPXQoFYYsikSi/cnJsMFvzp9H7+3v7z93NmNXUtKW2BiBQICiOw0NDWyLymg0nkhLG2ZSR3t7+7mzGUk7d2yJjUG3w7A7oVBYWlLCbot8q7paKBTGREefSEtj41CpVKIhzHBBYV/vmprusjuA19fXCYVCOGx2vKe39+GJtLS9e/Yk7dyBTpTJZMrOvn70yJHQkBCBQABXbbVazZm58YdS8LKl8+b4rl61KnjZ0qjNm2iaMhgMw1iEYDC1tt7jT+EZDIa6uttsEHLaMsRER8P31joIjUbYZmJCwszpXsmf7eMEAgP8/TgxPKTbtbUzp3utXBGMxiEJhcLVq1aVl5XeyMnx9fGGkOSSxYss55/Ex8UBhMLDQtGUJRCAEMJ+PPdJYCsvnB8IOLcquVzOn8Jj0zpp545rV7MMBgN/Cg8Oj+c+CRmdMJVp3hxfTvcZWxqbzjLvzEodN+NLmJcExuLIcegyOwVKMgrK3vMPiwMTcFSP9i9PxzDJ3wVzEBZbODybM3fIELS6jBCH24vWzFoHgyZc1l2w4j4dBYvw0sULnLYs165mscMMzBNfPNu9QNN0fFwclJ9/febMltgYhNJdSUkn0tKkUmlfX19pSUmAvx+6Pvb09CQmJMhksi6JRCqVJiYk7E9ORhdfqVQa4O93q7q6v79fLpcfOpQaEx0Nr2ZnX0d9UmiaDg8L5U/hoSj9pYsX2F3fTn110tFhfHf3A8sPq9FogpctbW9vHxgYkMvlRqNRqVS2t7d3dEoWzg8sLi7ukkjgjfuTk0UikUwmKy4uXrJ4kYnV1g7m+oKbcXBwsL29vbv7wZbYmKamu10SCdhGJ9LSbuTkdHc/gFfhjWKxeMniRZWVlRCkaW2919FxH146dCgVPWYYJjc3l7A9kumxXr9k8aLin4pUKpVMJkONC6I2b+rp6emSSIRCITQDoigqavOmo0eOyOXyvr6+ysrKmdO90JWitfUeulmGMU/sa9mJtDTkASsqLNwSG9PW1qZUKhUKxcoVwYA0o8kcGhJSU1MzMDAglUrRWYqPixMIBF0SSU9PT0fHfeil0NPTE7xsqdVP9EdQgL/fibQ0OIFwQuAKbtUihPAh3OJEbd506quTMpkMYoSWIIQB1ECyeXN8LV2j7DsquVweHhYauWE9ulM8euQIGhNvVSaj8Ye8PJ77JPgmHzqUOm+O7/7k5BNpaWKxGNYJDQk5dzaD88bIDethrKCrsxOHcIpHchhbQZIkWMkURS2cH1hdVWX1GCiKQvYlUtLOHeAmra+v8/TgKxQKTw8+G7fhYaGWrl2bH3NMQPjhutgP18Umpi6nDG9FfBq+PGqj1ZCeJeHAEITyfMrw1tGMQPivHfNibIKQfhjByAiq/DkUvPuj61OP6PDL8DjcWQIg3P33IGJnidVCC7uD8PLlb8+dzWA3q712NYv9W1Kr1fuTk3Nzc9mjhWiaTkxIQN781atWweW1oqIcXT1BUql09apVwLOenh7OMKYtsTFoIFHkhvWc4UQrVwRDO7f+/v4tsTFwnTUajTBrEAHm6zNnkGVjNpujNm8qKCiwOvVJKpXauhaHh4Wyjc69e/YgE+3QoVQUkunp6YFm9ihQAdqVlMRORTmRloa8QCCSJIHBVvfONp1pmt67Z095WSlkCVqu3N39gDOVkGEYtVq9KykJHut0uoXzA2marqu7zenufyMnB83KaW29B9mD8Bmzs6+zQ31fnzkDzi6tVsvpRKrT6ZYsXqRSqa5dzbJsZ9zaem/1qlWWhy2VSlGLuz+gAvz9OKggSXLmdC820rKuXImPi2OeWITw+xocHJw53Ss+Li48LNSqa3RwcJA/hQeW5do1Eey7mYaGBs4cXYZh2JZod/cDr2mew4flQCkHD8AXDFwdnFevXc0ChLP3wnOf1HjnjlKpDA8L5diLECPk+DwEAgH6cnJ0Ov2U5UtJO3eAKUnTdNTmTcHLlvr6eLN9HjHR0ZZ4tqUxAKHL7JTlURt7fpkAGZ6U4a3GFp4lCF1mp0R8Gm75Xp+VCVX1HvBGyvDWI8WfLVcbFRBq1Q6IglaNQgDh7JT9I6Lg8AZifP6fkksBhH8NS3/qFx1lEH5z/nx7e/uNnBx0xeSA8NrVrKLCQq1Wu3rVKuSrpGl6+7at4HMoLSlJ2rkDfmz7k5PZXkpY09fHGyjb09PDadjd2dkJY8Pa2trgEsB5FXX+XLJ4Edzr3cjJKSosbGluBhg81uvDw0LRgYlEIvjqB/j7Wf68oZm41a6ktkAIfe6RrfP1mTOtrfdUKtXaNRFsSrHb8DMM8+9jxzgm6Tfnzw8zkVEoFCLWKpVK+FusXrXKare5gYEBXx9v9qWQYRi1Wo2GNMl7e1euCIYtcAI/MJUXzNa2tjYEQqFQeCMnp7KyMjwsFP6Up746CSAsLyu1HK+4fdvWiopypVK5cH4g55Mm7dzBPpNIGISW1smhQ6loYsNjvT7A3w98/kAR9AW+kZPj6uyEQDhvji/6YvT2PlyyeJFAIICNZF25snJFMJqFEh4WCp55qPyDt0DoUaPRmM1mFIO0Ko1G/aRij1q7JgKosz852bIx/eDgIM99UmFBPpo+sXfPnpUrguG/4WGhEDJAAhBynJYDAwP8Kbwf8vIQueGDSKVSTw8++/cFSkxIQPejSqUSOuCzy1GiNm8aydwJ0NhYhJA4Qxnegvn1f5n3Obu4EBynE+Z+3vPLhGlBuzn9aN6Zlero/QWaQf/hutgxmPrLC0wl2E5Rqyxk6onsmzOIbdXEzhJiZ8kLsNAqDneWfBSYeHPCLGJHsa1smtEAIVhdMCqaeRaEcKsFSADPG3ojzBVLOXhg+7atcLU1m82RG9Zb5k3EREfDCpYg1Gq1cMnOunLF0ozo6LiPbgMvXbwADtt/HzvWJZGoVCoYN9HX18e2QXclJYGP8URaGse+BME9ctLOHciIBFmCcPWqVae+OrklNgY9T5JkfFwcuGTXrolgO7U4IBQKhZBxJxQKYbW9e/Zwbk7NZjPyNrNBmHLwABr5bWn5oTMTvGzp9m1bkUNVo9GsXRMxODjY3f1g+7at8NnZk6eQojZvgnexQXj0yBGgHbg6GRYIT6efsmwULhAIIBYlEokWzg+M2rwJudN9fbyt+qUxCC3vJ9Rq9cL5gWvXRAiFwiWLF+3dswfyNtkWIfNkTkjwsqUkSWo0Gl8f7/i4uKNHjuxKSlqyeNHXZ86gdFDwiKxcEQwB2vCwULiH6+zsXDg/EBjm6+MNd6un00+5OjvFx8VBVD4+Lo5dF8gwTPJn+yI3rE85eCByw3p0u5n82T6r82E6Ozt9fbyjNm8SCoXgs0FHBYWPSTt3JCYkxERHd0kk/f39bhNdIINm+7at+5OTwTpsaW6GE7I/ORkCz4/1+tCQEP4U3t49e7Zv2wrNe8FHun3bVnYibnb2dVdnJ/a9Y+SG9W8aCB29v4j4NPyR4s9HMwIfKf7MrrIHQ/BoRiBUH2bfnCFID0pMXc6erDQtaHfPLxNOZ77fLnGz1wz654PQFgXZLBwqlnghBHJYOETEoj8ll0JLbmJnia3k0tEAIfwqpFKp1zRPiqJyc3NRvF0qlaJZEDU1NezBsFGbNwX4+7Gv1CRJcmAJCg0JgZ+0JQiVSiXYfNnZ1y1HdMrlcnTprKysTP5sH0VR4eHhcMMYGhIik8kQIBkoGQ4LhccikWiYORL19XUB/n7s3A0OCAUCwcoVwcHLlrLdSl0SCRp7nZuby77BtwRhQ0ODwWBAs2N2JSVxfpM9PT0o0Q6B0GAwbN+2Fc2RDw8PH2b0fGVl5bw5vhBWGRwc9PXxhsgN3OOTJIlimWxFblgPoOKAEB7L5fIAf7/Hev25sxlweF+fOXOrupqzkf3JySicQ9O0WCxGaRozp3tZ3rwzf3gQWuaggQwGQ/FPRaUlJY137rDbykCne7SaRqNpbmqC0bjNTU0VFeWFBfk1NTWWf1+apmpqaqBpO9oCTdPd3Q9+yMurq7uNDqO9vV0kEtXU1Nyqrr5VXV1dVVVXd5sdDjcYDDU1NaUlJTU1Neh72N39wFZxusFgqKgoLyosZH8WhmF6enrQXkpLSlQqldlsrq+vY+8XHarRaLxVXV38U1FlZWWXREKSZFPT3cY7d2DlW9XV5WWl8FPtkkjY2CNJknP8HR33rWbJWtWYgTAxdbnPygTC8/iH62I5bbKnLth3NmcuOE4Zmigoe49dC/HOrFSoSiQ8j08L2s1m5FiAkOn5iOo6xvR8ZGkUDkUHX9QWtBU73Fni9YmQ/6/MZ2oQn2Xh6IGQYZjT6adOpKV9c/48uvAJhcIAfz+hUCgQCPbu2eM1zRNu3CCO9Wu/cuH8QLZptXfPHrZblWEYrVY7c7oXjLawBGHWlSvg3ADmcVwlly5eQNmqGo0mavMmkUiE8jt+yMu7VV19Ii0NWUXlZaVe0zwFAgEcrdtEl2GCH93dD9jOWA4Ikz/bNzAwsHfPHnYscFdSUvCypSkHD+xPTob7AHTAHBCeSEvjhANzc3NRDA8klUqRLYtA2NLc7DbR5eiRI/uTkyHLgDMei6OGhgYowdZoNJztMwyzJTaGY/h2dz9AxcXt7e2WIGQY5vLlbw8dSi0tKQEQ3q6ttbQAtsTGoDRCELhJ4dSxExfZn/ePDEKsN1xjNo8QJsgD2Di7g7xQFEScumCfpc0H7x2z6U68wFSCfHBJo9HAPZdY9lv2zRkcEG479b8vbw6+UH7pExaOKghJklw4P3DmdC9IiSZJErJg+vr6+vr6dDpd1OZNEPSGGKFOp9PpdAH+fmjEUnlZqa+PN8IP8BK5KDnJMiKRiJ2dER8Xx3Z0tLbeY6fwMAwTuWG9pwcfhTRkMhnPfRI7hB4THd3S3KxSqeBoL1/+dhjHSEVFOfv6HhoSwgbhrqQklUpF03R4eDjUNmm12pjo6L6+PqVS2dfXNzg4GB8X19R0F9aHXhvo7ZbJMuzUPnQ2LC3CxIQEiEHCLm7X1kZuWG/rIzCs5JfBwUFkrSLdrq1dsngRmkH4WK+Pj4srLSmB/9bU1LBjhOgxRVEwSRj+WFqtduH8QDb2iouLLY+qqekuhI5aW+8F+PuxXbJwsw9pU8N8Fiys16g3YTAvNEtrbOF9uC62qt5jbJyfzwch+zT92KX6m+A/mvrxbLvwb4L/vEx08KWTS0cBhJcvf8s2GsRiMUEQcH1varrLye/okkjgCgiEA+C1t7cvnB+I4Hf58rfBy5aeTj8FnY3YVXTgdvv6zJmvz5xJTEhI/mwf23EBoI3csB7KENeuieB45IqLi/lTeOiyTpJkgL8fOkLI52SvD8USbP9SR8f9yA3rs7OvCwQClDMCWrsmguMahQAeNEWESYTsz8IwTENDA3LnJn+2jz3zFoKLp746eSItDdFdq9WGhoSEh4dnZ18vKCjYEhuDnKv/PnZMKpUODg6i5FiQwWBYuyaCM8oR8oNyc3P37tkTuWE9HKdGo7Eaubl08QKEkS5dvLB2TQTY093dDyBVGM1YPpGWxvb0ymQygiDQue2SSObN8d27Z09ubi6UYMJBKpXKLbExUFG6dk0ECi/l5uYuWbwoaeeOgoKCxIQEuB2RSqW2cgKxsF673gQQQlopGIKTPzjw4brY13s8VkBYIdMQ26q3Zf0PUz9EweybM+zMv+fiMD7/7dRb9gWhWq3mhBlaW++Bx08ul3NeoiiqqekuZEsqFAqUNtklkbAtALlcDtNlOd1MSJIUiUQwdZad3IVE0/St6upLFy8U/1RkGfwwmszszlIMw3R3P0CrGQwGzjZpmpbJZGyuPNbrc3NzL1288ENeHsdrKpPJ2MncfX196NP19j4EQ5BzSCaTSSaTgZuRfTYYhlEqlQ0NDTCRmJ1pQpJka+u9SxcvXL78LXvsrVKpNJvNGo3GMozUJZFwGkRBy4JLFy8UFBSgQ2L3r+II/TkQUDUazaWLF5qbmtgHzL4pgZASG8BKpRJOHXsys8lkKi4uhiPhxDKVSmXWlSuXLl6oqCiHrxOcLqtHiIX12vUmgPAvLJ/nhLmfj94Iw1cF4d8E/+lvHQcgtL9f9LlEHAUQYmFhYWG9ISB80xZrINxZQmyrLih7DxJH/yb4zxiBELEQgxALCwtrFIRBOGIQ7igmtlV/fHwrIybu/uhKbP/RYXf+y7MNgosoxMh+bGvZ/iMGIRYWFpbdhUE4YhDuLAHvKCMmjmYEWjcHR8KzHcVDdYHxjeAx9QAAAvhJREFU+cT2H7lzKoa1CzEIsbCwsOwuDMIRgxA4t626qt5jTcamoYYyHATCBN34fK7Nx7H/Pi0iYr8nwi8S6zKJdZlP5u4+ee/2IgxCLCwsrDETBuELg3BNxqah/qJgxoE9F/s9EfkdsSKdCDpGrEgnQjKGOBf5HRE5NESJiP7uma5pT4YrEesyYQD90DpPZtYPbRyDEAsLC2s0ZTKTHh8envzBAV5gKl7Q4vHhYWsg3FFM7Ch22J1PxOcT0d8R6zKJkIwh+H2cNvTvx2nEivSnC6wQkkFEfmfFicqK/w2hEbtGsbCwsLDeDNkEITcWCHZhTCGxIp0LwpCMp0v4RSLyuyGvqWW+DCxgC35aZD3QiEGIhYWFhTWGGhaEVtNkIr8jgo4RIRnExiIippDYXvR0YXtE0eNoliMU/hvJ8qBy/KIYhFhYWFhYY6sXB2F8PhFTOFyaDHsBOxIii5wYIfxrGSzEIMTCwsLCGkO9IAgtw34jX3+Igk9YGPmspYhqKjAIsbCwsLDGUC8Owpdb4vOHkkvZjlP2PF4UVsQgxMLCwsIaQ40hCCEWyKk1fAK/oUJ77BrFwsLCwhpbWYAQ6gXtDsKRe1MxCLGwsLCwxlDPgFCiMsw+UT/7RP2fkkuH8mIAiqOBRgxCLCwsLKw3QITlUzRNV8g0FTLN9y0P1+aIn6IRPJy2WqNhEGJhYWFh/RfKCggtZTKTwMUfu1Rrc8Rvp956O/WWw+58YmfJUAWhHU1GDEIsLCwsrDHUiEBoKZOJrJBp0mul6bVSQOPTaU2fvhoaMQixsLCwsMZQLwlCtkia1hjMGoO5QqZZmyM+fONnQONTIr4QGjEIsbCwsLDGUHYAoaVompaoDBKVoVkxuDZHDAs3ymiLixiEWFhYWFhjqFEBoaVMJrJZMQgLSsB5O/WWlQQcDEIsLCwsrDHUGIHQUmA1/tilYqMRyjb+lFyKQYiFhYWFNTZ6bSC0FEnTEpUhvVb6Y5fKZCZf9+FgYWFhYf0h9P8BUrFvx4X4LHwAAAAASUVORK5CYII=)
Ogłoszenie o unieważnieniu postępowania
Dyrektor Zespołu Ekonomiczno-Administracyjnego Szkół w Ulanowie unieważnia postępowanie ogłoszone w formie przetargu nieograniczonego ogłoszone w BZP pod numerem 465964 – 2012 z dnia 22.11.2012r. o zamówienie na dostawę pomocy dydaktycznych i materiałów dla PSP Wólka Tanewska, PSP Dąbrówka i PSP Bieliny w ramach programu POKL Priorytet IX Działanie 9.2 Poddziałanie 9.1.2 pn. „Indywidualizacja nauczania uczniów klas I-III szkól podstawowych gminy Ulanów” .
Na podstawie art. 93 ust. 1 pkt. 4 ustawy z dnia 24 stycznia 2004r. Prawo Zamówień Publicznych unieważnia się postępowanie na udzielenie w/w zamówienia gdyż cena jaką zaoferował oferent /wpłynęła 1 oferta w określonym terminie / znacznie przekracza kwotę jaką Zamawiający zamierza przeznaczyć na sfinansowanie zamówienia i nie może jej zwiększyć .
W związku z powyższym zostanie ogłoszony następny przetarg nieograniczony na w/w zamówienie.
Ulanów, 03.12.2012r.
Halina Skiba – Dyrektor ZRAS Ulanów
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