Tugas 3.7 - Media Informasi

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Selasa, 12 Desember 2017

Tugas 3.7

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8U7g8aafF1tYO9PcHtboP2bjv99o4dnM3V8l68emhKh7NdCx2p5KVrRydd14z/ODm95I+r1qsvPWvu/M9/Nr+4eS7ukz+25omWS6+jvBPm5y+cNWuevNte78XoD+nzJH+sX/vUtNeV/AG9Ia/cPG9++J//Yl59+cq476VL0RsR5KNs8nUJS3fffbd5//veZU/ET9sD9U7VuUp2RT/Hy8m0dXq3Ff88/7TYY3/J7I2dcfZFLgRcf+SZ/ZFLCjeWkqzjgr2e8+L0nhzJPJbMf8HeplA8buf1Sf/IvpHwfoyN1ze+79n8+aPbFdmTMnGbJuy288XOy2MwYVcs9dhZJ8WO2IntI2d9duyZk/IzccKeMNr+Z+zPyPH4hPTM8c3maXtSGNsUOX3UOiI2lHLKvnA7dXjZnLQvtE/aF38nDsZOikPSZ08WhZ3n9ITkBXoJpzRu3RPik9NpyH2QF6YnhH2RKi9mI/vl59rICeHuY8SeBGeI1hPQ5isyWl5ug70tx/bJi+zV9sR/tX1h7VsV9cmYzONud3ybw/XZx8reXxk7tn+tfXG+JlrHod2r7Yv2VWb/jpVm77YVZt/2ldFl6Tu4S17Y2+u165f54/WnyXZzt9e/D6PrlfnsScCxfbIOe3v3rozZE4TDe1ZEP12fnEgcs/PIXyOjdSfrUNcrovua3AafN89oOe9xzxPtE8Ktw65PbovcJrkPTnxfVtmf8eVo3N3u5Dakb2vcH28Lu1y0DeRE6Sn7GNiTpl1P2O0dk+nD0UnUU/F2Sdbv1pG6X6W4fbcCf1t4tG3WpPh2xfcz3s7ets7YXu7xGD+u8njIc0n2yXi/9Ll9NN4/7WPsHgu3zuA2FRltT//2CO/2Om4edz0hbf1dEN1+uY/JYyDb99DuFXb/f9Ief56wx6HH7fHoMbN362Nmn/25304fsP0SMMg7F6KQwc6fenzkeSLPT7u+0WOfHAs1qW2b9Gn9EXeb66Jdxzwo1609HlmiZex6ZDvKNhUyLWMStkmQIyGbhDcuaEgHlPWQEGQkCcfHgsCkMfptb4t2bTt73cHt0yVBdp4oAIuFwVg27Y9VJZzdlevKSPxHvAnnfHtKk3eWjiR/LEzbV4388dK6Fnjp+fPmP7779+aFq6cmxsbkD6DxT/kD8FX5Q3BE/iCasOP54mWfv3LCPPHIj6KPeV67KH949Sl/fJ3BjasnzZOP/NjcjK4r7vP/eN9mN6+dNv/5vX8wL924kOqXx+tjH/6A+da3vmWWfvM3f9M89ugD9mRvlzl+cGMJGxTSv8meLAh72f48fthePrw5cvLwFvvTOrLFnDyy1Zw6us2eSG43p4/tGHn62E57G7LsMmdOFLHzheyyT4fs9ZxWSH80ZucpFC0zvu3huhy3zrH4fk7cJlmnL7Xusrbb7eo5IrbF7PZWuXF5TFLkcfLYx84XPZaR+PGVx10e/5h9/A9sNMcObLCWzVGxf705sn+dfcG11hwWyYnood1CXsTZk0exa8XYzqfSdjwZ2T8Sv+CLXvRFP2U6bTxvermqtHXH4uufibxgTezZ+qhHptP2bpMXuKHx8rUbXfejZveWxOZHza6AG9sjvNs/ub7xbXb3SZZz69m56RGzY+Mj0c+dm5T1j25PfJt8E9cV8paJ1/eIonid/uNVhSynPv4ZUsv79zfZFrqc++D1CXefd21+OLJz00MT3Jibd7RO4d++Ce5xnoGyTVpL2QbpfXRyPKLsk7s2jx+TNLeP+o/xeF1V968J7jZl2GcfE3W5LvPuX/wYxNt+56aH7XHoIbN944Nm+wbxQPRzh52W/h2j54j++LjHdLztZnxsBs5tR/c4RdvU9ku4I+GPhDoS5rjAMw4x9CCjLlEwLg6GxqFQM/Tb20bp7afdl3mLb8PkbYv/MDXh8CT1D0+Z4j+GlSJ/OPNof1zTbYwdTXt6ZJMu+gOf/we/sTO+6A+DebaOxH9ItE74kj8y5rj+7GnznX/5prl8/oid9v5QWUD+qCnzx+txl307YtEfQMcunTtkHrjnP82VSyfsenZMOrXD/OM//pN57wc+Vco/2XnP2WXGxn+gvXzusHno3v8y1y6fTPVPS65r8rqz+2dx5cJR82/f/mvz3JUzqf5LZw+YJx9/yHz84x83S+94+xvN5QunzL6dq82+Haumst8uG1tjTwbFWnuCKNaZg3vWm4N7l82hPRvMob0bzOF9m+zJ5WZ7ornZHDu4xdpqjh8S22KHt1vyswHuNqi2mmM+e7tj9j4kffH9KBbf7ypkW8XbrArZzjHZ5lk2msOZ5PEKLY/Zx1Ucih5f+zjvWZc87mujfUH2iX3yV+ftK8yebU+Z3VufNLu2PmF2bXncvhh71L4wi08gt2942LIv4Kxtyw9Gti4/MLZ+0pb195st65z7op+bbZ+IxlLjQuapx+a199Zuk1gj7kkkfd48+vyOW25+NjqrA0m/tkxafLuz7sPGiFtfemwktYy37mR9/jbSuPlS6/H6tGWaNr6t3v1VbFw93n7auC+ab/XdKRs8qbFkfm09k9xtVQT3q49G+9LofifbxJtnct5428WPic9/HOLx8Xa2vHVhNqPHINnu0fNglfiZJ+P5kfHY8PjUz21T+T28bfn+JOiJw884zGkmxJEAdDIYHQchi6PfvrZLbz/tfs2Lfnti2h+R9D86FdP+uBXYOeY+ajXxh7WQ/0c466BKvgvG2p0W/0HPI3/kS1kdSb8j1dq7Jsfa6A+HkX1Z1qnkD4/i0vlj5p/+/i/NM6f2jvoyuT9aWuM/YCb8yxM2xA5sMGdO7DY/+9F3zYVnDiV/CJ0kJ+VlS+Y9dtAu53F/fH/m5G5z94/j60r/Ud5xf7gvJ7xdMv33f/cPar+2fBXnTu83//wPf2WevXAiGNtkrj37TPQ9jEu/89bfMlcunzU7Nj8+lZ1bnkjIyaKQE0c5gVxp9mxfZfbsWG322pPLfbvsSeau9fZkc9kc2LPBHNy70Rzatyly2J70Hj6wxRyxJ89HDmytQOafL7ldmeR2Z7En9IW05TLJdoq315hsw4BsV0u278G9sp0Vsv2tA3vksShDHrdJ+3evi+wTO9dGj/Ne+3jL477LPv67tq2I9gvZT7Zvesxs2/io2brhYbNl+SGzaf2DZtO6B+wLsfvsC7R7rXvMsn3BJtavFD8z61b+dGyF9VToJ6q1ue6a2pony/hxeU9UFCy/2vYV+1HLTN6PUmS5qrT1dIV2f6zJxzcYf9yx21qoj0FV4+uahXo/+0Du24zS26r4MdDWod42ZAu233j72u3tnj9FlMcnXG9Eu34UU7flXdHv+fX2NcGyfZ0gQY+EOhLkuLChSZudtb7JcGR+9NvVBYvfbvrt8G1df3+NvD+M+X80s7ap4j+wqTbE3B/jVBsfHtmR8kj8B72A/KFvRN41OvJYZJdvy+Oq3fZ8MLI1y5Nmj7Nt0tnTB83ffvOr0R955Q+RYu92Z0Vpe+z5x97t8gdNz46V0R85ffJHXvlugKdP7J0Yc8IT9LySebU/vO/bucreJ3td/2Wv66S9Ljut2V/B3/z136rhgV8yLfON//A/nVNHd5q//+v/Yc6fOTwxdv3qBfPOt7/RLL31lt80z156xp7kPVLdBjlBFHKyKCeN1uYn7AnkU2bHFjmZtCeVW1eZ3dvXmD075ITTnnjukhNROZndaA7s3WRPcDfbE+Et5tB+OUGXE/Wt7eFuUw0O7ZP7OZ2DKrvtnGg7brLbU7ZpQLazRh6DhDweY8sT9u1eH7OPnUYe17328d1jH+fd21ebndtWmp1bV9h94Cm7TzwR7R9blh81m9c/bDate8hsXPOAWV59v1m/8h6zbsXd9mT9Z/ZFwk/N6id/Yl+Q3RW9KFtlX6yJlc5jmh+alY9a9ucKn+1Lu3MmTz1S5P/U52GlL8eTjl0u2/9uGf2+TKXOdfXEeH/Qtv003PoqcLcjoN1eAChrhf2du9L+Xpbf+/IawYU4a5+Mg//UHxhWNGetiP6I4Zv8Q0X99NvTJZPbTrufdYivK77en+Zav3JWP8u0vEoT/4EtZfUk+WPchDXOvZH43Z/OfbG1Y5si94+tG9u87oG09c6DkS3O8kMTti4/PLYh9Ehkm7Mxdtqe2H/zr+6w502boz9COtudTaHHVNtS08n5qRX+UVz+EPuf3/+WOXFk58SY45+ky2WNK7m8Y4s9D1Ycttf1Xz/4R3Py6C7vj/Gz+eY3/zp1/X5Jv4zLH3ZndfTgNvPX3/iqOXPqwMTY1WfPmbe/7Q1m6S1v/g1z+eKZ6ESvKjlBFONwQYKFJ+yD9qTdeE/Zk0r5K/U4UJCTTzlBlXcoyMmunARHJ81y0j06kd9WEy8YqNP+Ge2z99UThSkTygQKnr0xCWgm7HE2BiTU2WD2a7yAYV8UKCR2CS1QiEMFeYzlsZbHXB57CZZkX5CwKQ4UHrEHr4fM8pr7zfrV99qD9D32gJ6ECU/8xL44+HEUFEgo8NSjQjt5F/oLjckTG+3kqLwnHirjvxr3uPNgGf/ZAvZ2eLcf9UvvD9pjUJa/nim425LQbisAlPWk/b0rv59dmOyC/5UuZGiR0R89JiS3dy7s+oPb0UWT2067r3Xwr/dHhdR3KlXy47QnxibejTNy1yQJ0J78SbYoiPlpJP3O3p/FVoytj9wdi94hPLa88p6xVeLekQ1O9C5jIe84Htso7Ov90KY1D5hNazUPmhNHd5u/+vMvGHk3++Z1D3rsOWeGLesdez6aITpXVezbtc78+7/9nTl2aLvZas9lNXJifvPmzYhcLh6358OK/fYc6t//7e/tde2w58u2L8e2Cr7x9W+mboO7HdKvzR+z5+sVHLbnmt/82pfN6eP7JsauXDpr3vaW3ywfKCwtLY3EffEDJCeJcrIYhwmSAD0RnUjKX6jjMGG19+6E5eiENXo7vr1xh9Z8y7zZru+O+7aZwwe3mSMHf2y+7F3PyJv/yWywD/aRg9a6fzK32L4v35dMJx78kjf/l348Hkvmj8d+23x/XfEyG7772+N+a3RdB+xtPPCj1G38sr3tcX8oPZ+45YufHd+WN73Bu11pd9y71TzwxaD/Tf9o1u/fYtZ/5w2jvjd/59EkgBiHEOv/9bfSyzlv+pZZFwUPm8w6f54v/G+TekfDzz7jLfdb5jsrN5r9u61U/5L54s9c6OCChv80X/DGR37r6+YJu09s2fC42Wz3k032Sb9xzYMmfoeChAp3mzX2ICfvTlhpD5zyboRRoNDaIEF/odOU8KRNPbFL0U4cF02/L6hHej/Qtn9V/voqcLclod1WAKjChQoifJfaihaKbpvczhS57fOi346umdxu2n2dVXw9k9d/Z66VE8FEVUFg4kKUUbiRE3LY18lOZlARhRXyjl8ljBD2NbeTDiLiEGIcRiQBRBBCyGv3yQDinkg6hBgHEHEIcV8sCB9i95vjh3eZv/rzP4s+Ij8OIeTj0Wmf+/xXo5PmMmReCSvC81oJI+Tj2t//zt9G521hUOHIOq5cuRKRy1F/dP4bmxi3fVnhxQ++83fRX/u18Wl9/evfSN0Gdzu+/vVv2nF7jp5luTw5d/zGX37JnDq2d2JMPuXwtlt+0yy9NQkU/I2jiU4OjYkFJ42pMCF6Z8I4TJC3wu/bKZ+1j9+ZEH93wiPme28aLy8n7EcP7jBHD+0wxw7t9DxlfvDmJfOV++Xyk9Flt8xX7pd5YxujAOBz5mGZXv/P5i2j8bvMV+zlt3z3yWi+h++wy775n83GjGW+bJc5apf5su1/yPbL7XHzxdMyZtdxx13RWL44HPny/eMAI3Lf56L1Pej1RQGGhCZeIBGFHV/6USqcuOXfHk+NZb4TQz5isf+H5g67zB33yuXEvkfNd6Pt/qfm/iSEuD8KLn7LfHf1ZnNw9beigOdL9yQfpVj1D+bNX/g/0Y609l//wdyXvOvhvj+TZT5j7kve7SAh0T55N0P0bgX3ToV7zbffsGQ+98MVo3cpyH4iAZQ8kTfaJ/eyPYCsX3WPWWsPTlGoYA9y8bsUkncq2IOs/5GF6B0LPntQLwobypoMJTTp4KFNnvBNBCA+/QVaM/T7gtlN7gva9p+Gv84S/Nvi0W4zAJTlnwy2XfSRr4W/ntBvS5csbrvp1x8LX2tOcq9Rp+d9RPextHHQoH3s13o8Ng4Z5CPDCvv62gUMKU/+JGUUNNjX5D55N/GIfc3uSLAQWencM+IChsiqe1OWV90Xs+cBvmOHd5qv/Y8/i84nNqy5P/DAiJwwly2ZV845Ruw5iAsV9u5ca76XBAquLyTLX7hwISKXNf74JnvOLMLzaAkUvv+dv7PnfdsmxqblwgR3/T7pl1BBzrvyhAGBpihQkK9PKP0dCu5EPmIfoBRvbOeWFfH3JmyTL+eb/N4E950JcuLrTpTlpDsKB+yOJOnUyAOft+v8vHnY7zv8U/NVu8xXH3DTK8y/37Jk3vK9FaN5ouDgjp9OLH9s+dvmLUtvND9YXmF+kCxzTPpHy/wkug0py/9il/ltu8xOs/F79sT/ln8xG8N5AnGgEIcPcUjhuT8OFFxgIaLQIgk6XN9D0e35sb28PRJNR++i8MKG6F0diShc8P0oDhTu84KG+z5rr/uz5oHRl0rGRoHDvX9qx13YEAcOacmXQd7zJ3a+PzH3Jd/h4D5CEb9bYX0UIO2569N2nj8yP5WPPkTfpeCHCvJdCg9GBwg5gKyTUMEepMYffZBgQQ6W8YE0dYD1D7wR7eBcnvbLYZL2S6adRp9Xn/gl7NN+oTbEu+2oX/2Pub/OCuS2BLTbCwBlVf2rcpOi1xIPh+z9mBu7/uA2dJG+3YR2n6cVr1O7/jH7erPAxLsOKrOve31ecJB+l8KP07zgYPwOhbt0T8g7FH4yyb7+dtb6/CDBWvfU3WMuTIjcY9aLVJBwr1kOuSAhEb9b4f4ROVeLAoWd6+305DsTHDlZvnHjRinRSf7ah0bko9cuLPADhc3yznuFLH/mzJlSZF7/hN9/R4CcH8XvUNie6p+WhAXhbdOm43cqPJpvOZ+cu3/jL+8wp47tmxgbvUNB/okDhfQMIQkLpJaXl6PLKV6wMA4T5Bv/tTBhc3RyKw+e+yv+Vx7YYXeineb4kV3R52ecR75s1/3ln6X6Thz9WRwoPJQ1vdts/v4bzdJbvm0eSX5utn2y7uNHkjDiQfdT+mKbZN5bvm02JdMjDyahhL38sNyeW94YvZshut8yfxJWTAqDj8Qo5BgHEOOgQkKVWBxw3BUFLWE4EYcLd8Xv6rA7pi4Ja+QjGUnokH7Xgwse3LsaxGPxO0fe9C2znIQNIQkeonc1fPGHo6BBkit554mECu7LG+/+vJ3ncz+w+4L/fQqPm20b0+9SkAOIpJWSZkbvVJCUNEpO448/pCQH1pg9+M5gMpjQ2F8iHZP9vRMh+0u0FextCe4D6jOfxzxc7/S02wwAfTR5DNSOr3Wy16Hcjq7RX9do93cW8Xq160/TXiumaa85q/Fe6wavg8fvRBDpMME3/m6GOESYEP2vZBIkBFLvSvCN35WQemeC8N6dkA4UrFVCggRP8K4E4X/k4Wt/7r9DIX5HQhQkrB2TE+WLFy+WIvO6ACEUvkPBDwMcWf7kyZOlyLzh8u4P81Gg8G9/F/2R2P+D/bTC2yXTLmQI+7Xz+irKBQpvkUDhbPSX4zxyAq1VGDDICeSe6KMOa5KPOqyPTjTjjzrIf38o/x3j1miDHjscfyRBTuxP2BN2CQNOHt2T+Jn570tvNP+x0U37/Uvmvz8UT48DBbkciwOF/5UKFNLhQ3YIMZ7Xn18urzT/cYvcR3ubNuwyLpxY+vJP0wHESDLuicIF5V0Xm5JAYZOEKokoUPCW/coD4wDChQ3u3Qxj2z3jj1xE0wefMN9/s3z84wkTf9Ti8Wjarf/Lo3cyPGa+l/Sn3t2QvOMhmv+LP0wFDFGoIO9UsI9x/L0K/2W+uPQb5l+flP/5YbWR/0LSf5eC7IDyJJN3Kcjno+RAEh105IC0IvnfHuzBbpU9GE4eKMMDanmpg3Qm7eDeHdnv5Ahpvyibot8X1CO9P2jbfxr+Oqen3V4A6KvJ38/a8bVO+u3omsVst/h6tOvXaa8h07TXouUFr3/lNXFiHBj49OAgOzxw8gOE8LsTxgFC+rsTsgMExw8PEqOPM8Tk/Em+lFHe8ewHCLH4IwvyfQhf+EL571D4whe/as85JsMC+VjCPuVjCKnvKLAn7u4kvYzo3QDBib8j3zf3g3/7e3tOtsNOp0/KxdYN1bgvY3RkOq+/HD0DkPO8b3zty+bU8X0TY5IhvE2+lFH+kW9oDL+1MSQnkkUl8+xJAoV9O9aY/TvXmQO715uDezaYQ/ZkU74l8og9AT1qT1DlGzWPH74rPmFPAoWT9iTeBQdbklBgSzI9lg4UJqfHyz6ahARbovUKN6/76fp3J8tMzvvW76+Mpk8cWREHCl/+aRx+WFEIccu3zeYN3zZvtfNGJ9tWfH/G74KQeSffoeD6dmYHCnf8xF5+KvpIR3T5kB2z/HcvpIKHN/+T2RgGCtH3U4wDBXmHwlF5d0hi9LGT++RdI744QLjl3x6LA4XoHQxxiBB/YeQbzPfWyHTycQh5l4J89GH3BrP223bHeuPfmFV2H9izfZXZtXWl2bnlKbNj05Nmu3zsQZ488uReZw8M9gAi3wQr3x7rAoXoQCcHQnsAjflfPDOd9NvFsoRfhtNd+tvpNNqXBTVBvx+oR/Tip9bH262vBsFtBYC+Gh+Lfdoxtk76bekSfbsJ7f7Owq4zuO582mvJNO01aXXu9bAEB2NV/leIzP8ZIvofIUQcJkz8rxBeoDD6HyFGYcJY+ssYx1/ImP7fINKBQvQ/QQg5F7DkfOmbX/tS9A73zVF4oP9vEDI2UvA/QYz/F4j0/wQh4YEECkVflBj+rw7Tki+aHP0vDxIgaDaUo//PDXUan//LeZuc5/3Pv/qKyf1fHuSfeQQKo3co2A2oBgr2wZMvTYxOuh/YGe1E0Yn7UXmXwUrzH2+JT+bduw7GwnckTM47+qjEQ39mb9OfmUei9Vob5cRf3vXgLxOPpT9eEV/HaDwJEOJ5lEAhmU7zPlYxCg8s7yMPLjxIBwry8Y/xRx7i6Xg7uS+iHAUKB7ePpD/usM0af+Qhnt5mNn5X/oeIz5qHoiBhHByMAoX9YvzxhsPJdyo84PdF3Bc+bo4e0yhMsI+vPM4Hdj9ovvPGJfOmf7nP7N2+JnrHShQobJZA4YnoIw/yxPIDBUkuJdVct/Jn9uD2U3vwc4GCdlAtTzuwT9J+QXTf5C/dLNov1CbEt0e7L5hd+sWYtv2n4a9zBsFtBYC+io7FQjsWqsfZuui3pyuyt5t2X2el34Zi2mvMNO21ajUdCha8UGEULEShQjpYGIUKlpw//cPf/H9mx5ZV0cl89n8x+UA6VCgIFtKhwjhYKBMoiDAcmEYcKMh/UZkTKDj2pL6IHgTUKT7/lz8G792xbP7xb/9ysYHC1772NS9QWBttQPn/ROOPPGyyJ6OboxNZefCOHfpx/JGHB+yJtDsRH534e0GA70gSKDwol2PRib3ML9PJuwX8dwm89fsronVHgUASAMTLfN4uY+fLWCYVBIzCgDeaf1+W6Xg+/8sgXUAQ+0l8O+W++f3ROj5nHpagwO5UYpP3pYyyo6VCg2Q6/uLG+B0I8Xco/GgUFEyI3n3gfYdCEB4svflbZtl9MeOB8f8GEQUI7uMM+5J3Isj3KexLgoOI+1JG+Z8hvC9olP/twT7O+1f+rXnT0qfN3TvijztEgYL8zx+bn4y/Q8HupPLEkie0HBDkLU5RoCBvo5K3WEWBghz45ICpHUyLaQfxSdovg37JftES0n6hNsHeluA+oF71Pt5ufTVQbisA9FH272btOFsXu/7gdnSRvu20+zsr/frL0V5zpmmvXatJQoVSwYLwQoUKwcJEqOAFC3GooAcL5d6tMBksyB8of/y//5e5/547zR57Hikn8xIWhGHCmBcoFIQKQs495OMPLliQQEE+8iDnTmGIoAlDgirGgcL2pE/Oh3LI+VIJk0FAPbZvfCz6Y7C88/yJR+8xP/3R9+oIFOIvZXTkexO0coGCkwoUoncpbIrfpXDg0dTn92O/bf59QxwqhO8EiCUfOUgtE3+fQTjmAoRI9KWKbiwJEJT1uWXioGHcH7O3bTkOBFIfMYg+kuDCgvidBY77Lyv9/97S/feU0bJegOCHBbKjieh6vvRjLyhIwgCP+28kYy40SIcHX753S/Sug/E7Dx5N/ZedkTd9y6xPAoP4v5F0/sTcLwHCvoeT/25y7I67bb99PA/dLYGC/BeSG+xjvWzulS9j/Px/RIGSfNxht/wXovJxh81PxB93sPvSluXk+xPswUAOInLAiQMFOZjJwS45OKoHUZ12wNZpB/9+yn7RotF+oTZBvy+oR3qf0LZ/Vf76ZhTcVgDoq+zfz9pxti52/cHt6Bp9u2n3dVbxurXbUJ72GnSS9pq2PHmtnHCvnROToYLwQoWpg4UkXKgtWBiHCts3PWF2b1trvvEXX7QnsD8wWzbYE9ro/MKeS9pzDDmfLLTHkf8QYNLBvWkSKJw+sT/6w3cZ0bnPlCRQeNpe17hP3uWdY/TH3Hxybl23Iwe2mB1bVpuH7vuR+Ztv/Hezb9dGe263diIjqBAoTKYW/omlcAGDXHZhwuT3KCzbjSMfe9gUn+Dak97oRDk6gbYn1tGJuD0xP6IYnbQvxigAKG0cBBRKPqIw/piCCwzSJgMCK/pIgsYPDJzxTjGx84121vSOHpMnSyz1JJL/pSMweoLaJ7CECfKEl4+5xGGCvDthpdm1dUX07oQdyf/wIF9MIimhpIryja5yYJGDjhygogNXxUBBOzjrtIN9v2W/YNFov1Cbot8f1KP+x9xf5wyU2woAfbW4k2Offlu6Jr3ttPtZh/h6tOuvRntNOkl7jVuevGb2JK+jJwMFxwsVpg4WxqHCOFi4Oz9YyPwYxDhUkC8olP8Z8Gc//I75p7/7C/NXf/5ngS9k+rrvL8QXVd/4S/vTkp/R5b/4kp3+kr3chDuKfa3YN+fg2//4dXPfT//dnoNui/4XRy0nKBkoTIYJPnk7hPDDBflrtPxVWr5LYa+ECtG7FMIvZ4w/+iBf9iffrCkn1vEJtz05l7/u+yZO3jVu+dmkv4egjMkgwP/Cw7GtE9TAQOwff/lhyr5xQBBKBwbpgCArFJAna1o6wYt5iZ9H/ueOyK4xCRLksR69MyEJE3ZskY86jL87YfO6h6MwYeMae+CQA4ocbORgJIFCFCYId1DUDpox7WA8STuwD0/5YEH7hdoU/b6gHvW+GPPXNaPgdgJAX+m/m7VjbM2C29FFi9t2+vVPT3utmqa95q3GvYaOQ4XscMG95vYUBgsVvl8hCBay3q2gBQvynWty7nPicPwde5OSj8Er3Jftp42/uH/k2B5zKhFOl7e3JvuKHS9HPpZQt51bViTn/pNZQUGgMBkeqJJAQd7KLn+Blre177QnkHGosHIcKiTvVIjesiInpfZk9aCc8MoJsQsWhHaCviATJ/aF5F0WYxMBQGifLx0I+KJAwOcHAr49IbtNxe5YGALEkiBACQSiUGBEwoEsaydIiCCPsx8kRP+rg3zMwe4X8t+KbFk/fmfCOEyQjzq4MOEn8YEsOdDpB0n94DtJO4gPl/6LN4/2S3XR7O0I7gfqk94ntO1flb++GQW3FQD6Kvv3s3acrYtdf3A7umhy22n3dVbxurXrn4322jVNew1cXhIolAoWhBcqJMHCRKDgqMGCvJbPCBa8UCEVLEShwjhYiEKFIFhw/P8Jwom+sDHzSxurfa+CE3+/gv79CVn870mY3aP57Ll3Geo5e61KBQragtncuxTkxFESpShU2OxChRXRCab/JY1yshqf0NoT3ChYsCfDUbgg7Em191b9RfH/ol/O+GMBmSf8keQk30r/5T+gBQDeif6YhDKWeqIf2ysn+L4dyQm/b7tjH5coCPBsmyRfrKhbGbOPs4QI8XcluHckyBcwuv/R4WH7pB3/F5ET70wYfdRBuAPg+MCoHWh12kEbIvtFi0b7pdoE/b6gHvU/5uE6p6TcVgDoK/33s3aMrZN+W7pkcdvNrje47vpor2Un+a+Jq3Ovq+NAoWqwUO0dC+lgIQ4VygQL2rsVKgQLGaHCZLAwGSiIUaAg020PFYQ9/y6inbPXKzdQ0BYoNgoV3DsV7AmlCxXkRNO9W2G3nLDKCa0ECyI6QbYnyu4kenRyXcQ78Z5R9D8TlCa31TNxwu+MT/zTJ//jv+pH7Mm+0E7490yw2y4h2zGWcYIfneQ7ycn+6KQ/Td7GIu8mkG/yDEk4oIuDoxH7eEf/g4PdB6Id2e7s8TsS4o83yJM9eleCPTjIgUMOJNHBRg5E0YHJHbzcQS8+CGoHVZ12kEYo+uUrJn4Bh7RfqE3R7wtmN7kvaNu/qnCd09NuMwD0TfbvZe0YWyf99nSJvu20+zor/frro722nZQOCqpyr7HjQKHuYGEcKiTBQhIqjIMF+UNiRqgQBAtThQpqsKCFCtnBwkgSMGjhQRY9HJhWfC6VS863Cmjn7PVSAwVtxvL8UMG9W2Fn8m6F6IRVTmDlhDY64V0VnxzvGAcM7q/p/l/bJ3kn4zOaOIkvJO+yGPNP8NPkvllyH1Mn+4GtsV32pH/EO9FPe2ok3payTS3Zthkn+PFJvmejsI9NInoHgX28IknK5It2xokdeHKnly9ZjMm7EET8sQZ5IsuTPDoAyAHCHiyiA4gLEty7EqIwIT6AuTBBO4hO0g7IKGPyl28W7ZfqosW3RbsfmF36xZi2/avy11eD4PYCQF+px0D1OFuX+Dq029IliwkV4vVq118/7TVv2mRYUIV7vR0HClWDhexQQZQMFrxQIRUseB+DiEKFUbCghAqiVKgg8kOFTd5lCRP8/1pSCw/yaOdK09POxTxyrlaCdt5elyBQeEadqbJRqDB+t0J0Mhud6MZ/3Y5PiK3oL+b2JHr0F/XghHtCMl8NUifxpchtHYv/qh9K7tfor/uO/5d9a5MzPvGPeCf7Y3Y72pN7MT7ZH2/vrRvszuZLdsDxSb61Xox39M2R5AnjP4ES8t85ukRvbPLJKf/l40j0DgT7hF7tBQhyQPBDhBXxwcUdfPwgQax6TOgHzjTt4Isq0r9082i/VJtgb4tyP1CP+Tzm4XqnpNxeAOij6MRYpI6D2vG1TvF1arenKxa73fTbMB/aa+BJemhQRtuDBe/dCnnBghcq5AcL8TlNmXcrRB9/GAUKhAp5JEN4W+2BgpOECqO/gMvJsQsXhBcwxMYn4rrxX+NnNXEiX8h9jMM/0c+wIbZtxIUAY9qDLDtMKgRYtjuksDtlHABMhgDRib+TPElSJ/rRSX5yom9tGEk/GceSJ6v/5I3ckzJOD63kib/eBQciOVC4AMEPEfyPNjjlggTtQItZTP7yzaL9Qm2Cfj9Qj/H+oG37abj1zSi5bdptBoC+0X83a8fYOtnrCG5H17jfFfPfdnad3vUujvbaOE0PDcooGyx4gUISKuQHC2W+X0HOG8aBwmSoIPI/BqGFCmKaUMF/p0J0uSuhgtDOLwPqOfuM5hoojG+8nEBLoBByb7n3T8jd2/JD/jzT007u8wX3SXvw3AO9Pha/G0AEO9a6mNtJR5IdO83u8KMwwAsFVsf8J9GYfbL5oiff+Mm4PpJ+wjrrVtontkie4GP2ye9Z60sOErHkwJE6mMgBJjnYBAFCdKCyBy3tYDhJO6iiDvovXo32C7UJ8e3R7gvqUf9j7q9zRsrtBYC+yf/drB1n66Lfni5ZTKAg7HqD614c7bVymh4alBG/Pp9HsDAOFUT6fKPKuxXSwUL6XKjudytIoCDGgULTwYJ2HhqIzr2Lhee4sygVKJx/5pi5fOHpSi7N6PLFMwm5XBNZbyWnK7uU5bw4pbqYcjJ2Tnfh3Im0s2Udz3RePBM6NpVzZ5yjuc4+XcYRAAAAABO0185p2mvwevmv/S3l3CBNO+dQuPOThH5uY43OieQcKaadP8XCc64x7fzMp8/jzu9K0s4Pp6afP1eln/9mk8dQywoKAwVZ8N+/923z0dveCwAAAAAABkYyAS1UKAwUJI2QFSwZAwAAAAAABkYyAckGwryAQAEAAAAAAGT6CIECAAAAAACoikABAAAAAABUJoGCfJljmBcQKAAAAAAAgExRoHDx6Yn/dpJAAQAAAAAAZPrwbe8bBQp+qECgAAAAAAAAMo0ChY2PESgAAAAAAIBybvuwFyh4oQKBAoAa0Gg0Wp+bdtwDAGA4pg4U5JscCRQA5KPRaLQ+N+24BwDAcNz24fdH2UClQEFmIlAAUIxGo9H63LTjHgAAw/GhjySBwoYSgYIMOgQKAIrRaDRan5t23AMAYDiiQCH6Xx4kTMgJFPwwgUABQDlzaEs5yrS8ef115dFa3lhe89cb0to0Y1X6s+aVljemNTd/yG/auCacP6tljdfVHzY3nyZs2jxOVssar9rvmhv3FTVtGaE1bb6QP1/VFi6Xt568sdqadtwDAGA4tEBBpAKFZwkUAExlDi3rJMH1F51AlJnHtXnN67es5ar2S6uyTJV5XcsbC1vWvEXrmNd4lf6sebWWNa/WX2Ve14qWCcemnT/sdy1rrGp/2PLmqzJWZd65NO24BwDAcGQFCpIhECgAmNEc2iwnEG68aD7Xqs5Xdn6/5S2jjVWdX1rYnzWftGnH/FY0X9542WW1ecqMhS3sz5ovq+XNH45Vmde1ov5wrGh+rU2zjDRtvGgZv2XNW6U/a15peWO1Ne24BwDAcBAoAJijObSik4S8cTeWN4/fqs5Xdn6/5S2jjVWdX5rfnzWPa3njRcu6VnY+rRUt68a1ecqMhc3vz5onr+UtE45Vmde1ov5wPJyWpvWFbdrlwlZlmax5q/RnzSstb6y2ph33AAAYDgIFAHM0h1Z0kpA1HvZnzee3aeYps4zfsuav2i+taJmscb/lzVNmedeqzOu3ouXceDhfVr9rRf1Z40Utb7lwrMq8rhX1h+PhtDStr2yrumyV+bV5XV/emN+0Ptfyxmpr2nEPAIDhmC5QWCZQAFDGHFrRSULWeNifNZ/fppmnzDJ+c/NrtDbNmOvPWs5vefOVXYdrbv5QXiuax1+PP19Wv2tF/dpYmVa0Xr9Vmde1MstkXXZN66vS3PIhrWnz+cIW9vvzav1hy+qXljdWW9OOewAADIcLFLZEWUGZQGGZQAFAWXNoRScJ2njWMln9rk07XrSc36quI6tfWtEyWeN+y5unzPJFrWgdVcbdZa0vbEX9WeNFLVzeFzZtHierZY37/VmXXcvrC5VtWfPPuh43ndUftqx+aXljtTXtuAcAwHD4gUIcKuQFCkmYQKAAoJw5tKKTBG08a5msftemHS9azm9582pjVeeX5vdnzeNa3njRsmXbLNfhj7vLWl/YyvRnzZPXqiyTNW/eOsou46bDfmlaX9jKzBM2bZlZ1hMum9Xvt2nHamvacQ8AgOEIAwUXKkwGCl6YQKAAoJw5tKKThHDcTRfRWpmxIkUtbz5trOr80sL+rPmkTTtWpc1yHeF40bRrZfuz5stqVebPmzdrrGy/mw77pWl9YSszT9i0ZWZZT7hsVr/fph2rrWnHPQAAhkMNFJYJFADUYg6t6glE3vzS8sanHZNWNO5a3nzaWNX5pWn9VeZ1LW/Mb0Xz5Y1XXbZo2rUq/Vnzaq2uebPGqvS7vrLzu5a1XN4y0qZZJqtlLVe0vrzxomVradpxDwCA4SBQADBHc2hZJwmu3x/LmjdsWfNV7Q9bmfmy5slbVhurOr+0Kv1Z82a1rPmL1jOv8br6w1Z2Pml582aNVel3fXnzh2N+fzgmra7+ojbL+rR5yixXS9OOewAADMcMgcJpAgUABebQ3ImCJmxZ/WGrunxWf9jKzOfm0eS1KvPnjWeNuX5f1aatQ+S1onmmHa/aLy1vzLUy87hWNK82nrVM1X7X3LjP79eaP69Pa9p8Ia1ljeUt4zc3n28hTTvuAQAwHBIoXKweKDxCoACgBBqNRutz0457AAAMR8VA4ZERAgUAxWg0Gq3PTTvuAQAwHJOBguQFaqAwDhMIFACUQ6PRaH1u2nEPAIDh0AOFRwgUANSBRqPR+ty04x4AAMNBoABgjmg0Gq3PTTvuAQAwHAQKAOaIRqPR+ty04x4AAMNBoABgjmg0Gq3PTTvuAQAwHAQKAOaIRqPR+ty04x4AAMNBoABgjmg0Gq3PTTvuAQAwHAQKAOaIRqPR+ty04x4AAMMRBQoXygQKdtB3yS5EoAAgH41Go/W5acc9AACGYxwoPJaI8wICBQA1oNFotD437bgHAMBwlAoUrtiJbbbTd5lAAUAhGo1G63PTjnsAAAyHBAqXLj5ttm58LBHnBZIhECgAmBGNRqP1uWnHPQAAhmPqQIEvZQRQjEaj0frctOMeAADDUTlQ4H95AFAejUaj9blpxz0AAIZjFChIViDyAgUXJhAoACiHRqPR+ty04x4AAMMxEShseEQPFPwwgUABAAAAAIBh0wIFyQtSgUL030YSKAAAAAAAgIQLFNx/F+kChdR/G0mgAAAAAAAAfH6gEIcKBAoAAAAAAKBAGChsIVAAAAAAAABFJFC4SKAAAAAAAACqIFAAAAAAAACVESgAAAAAAIDKCBQAAAAAAEBl40DhEQIFAAAAAABQThQoXHCBQiwjUHjUQ6AAAAAAAMCQjQKFZfeRhzgzyAkUeIcCAAAAAABDlwoUklAhI1AIPvJwnkABAAAAAIChmggUkrwgN1DYsp5AAQAAAACAIXOBwuaygYKECQQKAAAAAAAMmx8oxKFCRqAgAz6+QwHoAhqNRqP1t2nHfQAAFicMFDYneQGBAtALNBqNRutv0477AAAsThQoXJT/NvLRREag4D7y4BAoAF1Ao9FotP427bgPAMDijAOFR0aBgvqRBwIFoIta0pYyLmsta7yov2i9825y/ZqwaX1ay5ovb/my6y5qsh4nbHljrvnz+PJa0XjXmnZ/qtzHPm4PTV4rGqfZph33AQBYHPeRhzhQiBUECg9HCBSALmhB808Kpj2BqNq/6Lao2yfrm+d1hevwp/PG/Fa1v4+t7LbKak1uq3lcd9Y6m7yfvWnacR8AgMWpGCjEYUIUKPC/PAAd0ILmnzQUnUBUPfFoywlJ3u2o8za6dWnrrON6wnX403ljfsu7HXljfWp5261Ma3I7zeO689bZ5H3tRdOO+wAALM5koCB5gRoojMOEresJFIBuaLj5JwtlThzCedx0Vn94WZpMO35z0+GYNq8015817lrZMe2y/AyXD6dd85cJm7YOX5mmrUO7LC1rnXnX5cayfvqX5aff75rr9+fzWzjuN3/MHw/nzZoums+1rPn9JmM+v7nponHX/Gl32S0XzivNH/PHi/r8fmluWhvzW5mxrJ/+Zfnp97vm+v35/BaO+80f88fDebOmi+ZbSNOO+wAALE4cKJyO//OGUaDwcBgonEmFCQQKQFc03PwX2GVebGe9QM/qz7ssLRwrmtYuu6b1SSvbH64/nNYu+y1vnqLls9bpt7LrlMtZ6yvTHy5fZcxvefNKyxuT5vrylpNWdj7XpD9rTJo25vdpy4fjfptlWWlZ42XmLZpfWpn+vHUVjfktb15peWPSXF/ectLKzreQph33AQBYnFSgEIUKLlA4EwQKSZAgthAoAB3RYPNfXJd9oV30Qj2rP7wctrzlpGnTIa1p8zl+86erjLlWdhlt+ax1+i1v/dJk2vVlrc/NE/Jb3nSVMWlF466VXTbrZ3hZWjjtmrZs2GQs5I+FLW+8yrLSZDrkj2mXXcsb1+aXJv0av+VNVxmTVjTuWtlls36Gl6WF0wtr2nEfAIDFcYHCZhcoJG9CSAcKF5+xnY9EtiQIFIAuaLDlvfjOam6+rBfrWf2uybTjtyrT4Zg0rU9aVr+0rHWGy+SNuab1u76i5bPW6bdwnrxlssZmvZ4qY9K0+R2/+f0+fzzvZ3hZWjjtWt4y0or6qo7Psqy0rHG5rPHH/RZOu5bV77e8dVUZk6bN7/jN7/f543k/w8vSwumFNe24DwDA4rjvUNi8/GhEQgXJDSRDmAgUXJjAOxSArlhQy3txXfaFtpsva11Z/Vrzx4qWy5tXmtYnLatfWtY6w2XyxlzT+l1f0fJZ6/RbOE/eMlljs15PlTFpWp9rRcv6zY1n/QwvSwunXSuaT1vO76s6Psuy0rLGtXn9Fo5nzV+0Hml566oyJk3rc61oWb+58ayf4WVp4fRCm3bcBwBgccaBwiNJqJARKLggwSFQALpgQS3vBXaVF9tZ82r9eddRdkxa3rzStD5pWf3SstYZLpM35lpef9HyWcv6LZwnb51Z65vn9Whj0y4rLW9+aUXrC8dd0/rDZcMWjofzZC0fzhtOSwvHw5Y1XmVeadr80rL6/Za3rqpj0y4rLW9+aUXrC8cX2rTjPgAAi5MOFITkBWqgMA4TCBSArlhQcy+qwxfW/nTRi+6sca1fux7Hb9NM+1xf2LQ+v2nLhsvkjbmW1S9NW5/Pb+G037KWkZY35lremGvhPP503pg0mXbctN/Ccb/5Y1njfsuax/Vr49LK9Lv1OK4v/OmP+83v98f9Pn8ev/ljbtyfL7zs81vRtGtZ/X7LW1fR9ci046b9Fo77zR/LGvdb1jyuXxtfaNOO+wAALM4oUFjvBwoPh4HCGQIFoJNotJ61xk/gWtbYHgPfBtpxHwCAxRl9KeNEoJD6UsYgUFhHoAB0A43Wo8bJc7qxPdgG6nEfAIDFGQcKDyehQplAwbp0/hSBAtB6NFqHm5ws+mjpNsRtwj4RNO24DwDA4kigcGEUKMRyA4XN6x+KECgAXUCj0Wi0/jbtuA8AwOK4QGHT+ocjeqBwKQ4UXJhAoAB0BY1Go9H627TjPgAAizMKFJYfTjwUBwqXgnco+GECgQLQFTQajUbrb9OO+wAALM7oOxSWH07EeYHykQdJGhLrHiRQADqBRqPRaP1t2nEfAIDFGX8p40OjQEEyg+xAYd2DZjOBAtARNBqNRutv0477AAAsTipQiEKFvEAhCRMIFICuoNFoNFp/m3bcBwBgceLvUDhlNrlAYf2DGYHCOjvoIVAAuoBGo9Fo/W3acR8AgMUZfSnjeve/PMgbEZRAwQ8TeIcC0BU0Go1G62/TjvsAACxOFCicP202rXtoFChIZpATKMQfebhIoAB0AI1Go9H627TjPgAAi5MKFKJQQQkULoeBwloCBQAAAAAAhiwrUJAMQQkU4jBhE4ECAAAAAACDFgcKp8aBQvSJBjVQiIMEh0ABAAAAAIDhcoHCRskLRoHCg0qg4IUJm9Y+YC6eI1AAAAAAAGCo/EAhDhXiTzVMBAp+mBAFCrxDAQAAAACAwRoFCmvjQCEKFdRAIUob4jAhDhROEigAAAAAADBQ4TsUNkpmYH8qgcI4TNi49n4CBQAAAAAABkwChfNRoPCAFyg8oAQKyUceNkaBAh95AAAAAABgyFygsGH0DoWsjzx4YUIUKPCljAAAAAAADJb7yIMECnGoIJ9qUAIFP0zYuEYCBT7yAAAAAADAUI0CBXkDQhIoSGagvEMh+Q6FNeJ+AgUAAAAAAAZsHChIkODeoTARKDydChM2EigAAAAAADBooy9ljAKFB6JgIQ4Ung4CBS9MIFAAAAAAAGDYRl/KOAoU7o+yAzVQcGHCxtUECgAAAAAADNkoUFhzfxIqSGYQBgoXJFAYhwkbV99HoAAAAAAAwIClAoUoVJB3KNwfZQipQMEPE8QFAgUAAAAAAAZrIlCQ3KAoUNgQBQonCBQAAAAAABioKFA4d9IsFwYK3rsTokDhLO9QAAAAAABgqMaBwn1JoCCZQdY7FJLEQWbiIw8AAAAAAAxXHCicit6hsLzmgZx3KHhhQvyRBwIFAAAAAACGyn2HQhQorI2pgYIfJhAoAAAAAAAwbKlAIQoV4o8+pAKFS1GgMA4T4kCBL2UEAAAAAGCo4kDhZPIGhORNCJZkCN47FE6PvpDRIVAAAAAAAGC4tEBB8gLJEDIDhQ2r7zUXzhIoAAAAAAAwVPGXMob/y8NEoOD+20g7gwQKq+7jv40EAAAAAGDARoHC6vg7FCRU0P/bSC9MIFAAAAAAAGDYUoFCFCrIOxS0/+XBCxPiQIGPPAAAAAAAMFQTgUL0FQnykYfU//JwOg4URu7lSxkBAAAAABiwcaBwXypQkAwhI1C4l0ABAAAAAICBiwKF8/GXMjo5gUIcJhAoAAAAAAAwbJOBguQFaqAwDhOWCRQAAAAAABg0PVC4NztQkDAhChT4UkYAAAAAAAZr9B0KZQOFyCoCBQAAAAAAhiz1pYxr7jMbtEDhsp3YGH2HgsV/GwkAAAAAwOCNA4Xkv41cc1+UHUiGkAoU4i9ldIEC71AAAAAAAGDIUu9QSAIFyQ1SgUL8kYdxmECgAAAAAADAsKUDhZhkB5PfoZB81IFAAQAAAAAAqIHCKvW/jZSkIflSRov/NhIAAAAAgOGaDBQkL1ADhXGYQKAAAAAAAMCwjQKFSv9tZI2Bws2bNzFw2n5RlzvvvBMzkNK2KwAAAABEgcJ5AgU0SNsv6iInxbfffjumcOHCBbsF9e0KAAAAABUChfjbGp0L507WGigsLS2l+CecRePa/E7V5bR5fP6YP8+0fbDbRdkv6uICBap6ESgAAAAAyDMZKMR5QXGgcLa+QKHo5Hua8az+cLlwnnDcH6vaF/Zr88FuF2W/qAuBwvRFoAAAAAAgz/g7FO5PlAgUllfNP1DwZZ2wa5d9ZZYL5wnH/TGNm0dbj9bnTyOm7Rd1IVCYvggUAAAAAORxgcL61QMNFLL6wstZtHVk9ZdZ3xBp+0VdsgIFeSyo/CJQAAAAAJCncqAgYcI8AwW57Ph97rLWp41n9WvLZa0rvOxo4+G0u5w3P2LaflEXAoXpi0ABAAAAQJ44UDhlliVQiEKFvEBh1VhfvkMhvJw1rvWF41lj7nI4P2LaflEXLVCQx8H/SelFoAAAAAAgz0SgkLwRYTJQ8MKEOFCo77+N1E60/b5pxrP685aT6bzxsM/N79Pm8+f1+xDT9ou6EChMXwQKANBe2u9TAEA3aMf1rhp9KaMfKKwKA4XzYaBw71wDhfDkOxwP+7TxrP685WS67Hg45mSN+8siTdsv6hIGCvIY+BVOU+MiUACA9tJ+nwIAukE7rnfVOFC4Lx0onF9goBBt1OSE2510u5/aeNGYP57V78b8aa0vXDb8Gcobz1pm6LT9oi4ECtMXgQIAtJf2+1Qjv+dC/ph2Wetzyzr+fD5tLOwrM0+VPgDoGu243lVTBAr3ziVQwHBp+0VdtEAhROlFoAAA7aX9Ps0jv+/y+tzvxLzxrLGi/rz15PVLX9iftTwAdIl2XO+qdKAQywkU4jCBQAF10vaLuviBgrwI0Sqrf+hFoAAA7aX9Ps2jnYj7fXI5nCcc98e0Pjddtt/JW07r86cBoIu043pXTQYKkheogcI4TCBQQJ20/aIuBArTF4ECALSX9vs0j3Yi7ve5y1pfeDmrT1uHm9aWd/KWC/vz1gMAXaEd17tKDxTuJVDA4mj7RV3CjzxQ5YtAAQDaS36/ZVF/1yon4tqJetbJe9nls8a05d1Y1rS7rPU52v0HgDaT0o7rXUWggMZp+0Vd5ElLoDBdESgAQHu5F6Vaqb9rgxPxsE+7nDWu9YXj2ljROsLpMuugKIrqUhEoEChgDrT9oi4ECtMXgQIAtJd7Uar9XtWEJ+JhXzgu03njYZ+b35c1n7vspkNF8/p9ANAlgw4Ulm2nj0ABddH2i7oQKExfBAoA0F5NBwp5Y2F/1rLTLJe1DAB0wVACBckLJgOFlfekECigLtp+URcChemLQAEA2mvegULYJ5d9WfNp/dq4th5/zP+pjQFAF/U5UFi/6t5EnBekAoULZ0+aNU/clXLuzDECBdRC2y/qQqAwfREoAEB7VQ0UAADN62ugcPaZ42b1kz9JxHmBZAijQOH82eNm1WM/TDn79BECBdRC2y/qQqAwfREoAEB7ESgAQPf0NVB45sxRs/LxHyXivEAyBAIFLIS2X9SFQGH6IlAAgPYiUACA7iFQIFDAHGj7RV0IFKYvAgUAaC8CBQDoHgIFAgXMgbZf1EWetHJijOlIadsVANAsAgUA6B4CBQIFzIG2X9SFmr207QoAaBaBAgB0D4HCHAIFAAAAVEOgAADdQ6BAoAAAANA4AgUA6B4CBQIFAACAxhEoAED3DDdQeOa4WfkogQIAAEAbECgAQPcMPlBYSaAAAADQOAIFAOgeAgXvXQoECgAAAM0gUACA7hl4oHBnKlQgUAAAAGgGgQIAdA+BwhwCBW1DY1i0/aIu8qTF9KS07QoAaJY7Rmu/V4dA2yYAUJZ2XFmEPr6+rhgojEMFAgXURdsv6iJP2ttvvx1TuHDhgt2C+nYFADSLQEHfLgBQhnZcWQQCBS9UqDNQWFpaSm1obdpXdkwb1+Zxsubx+7VxN4/WF/LH/Hm1Pm25PtL2i7q4QIGqXgQKANBeBAr6dhkkea1Ytj9vXifs96fDvqrzV+3L6l/UOn0yHiozpo37Y/48edNZyixXdl0Doh1XFoFAYQGBgn9Zmw77iubXlteUWS5vXVXHivrC8bz1d522X9SFQGH6IlAAgPYiUNC3yyDZ14il+8v0+dNF8xfNm9UvfWF/3vJl5i3bl9WfNa+Tt0zesmWvK+zLW6evzHJl1zUg2nFlEQgUPPMIFNxPX1HfNOOaMvNlzeP6i8ar9GWtq4+0/aIuBArTF4ECALQXgYK+XQbJvmaMlOnzf4b9Gm3M78tap5M1LtNanz/t9xfN66a1/rJ9/k+NNjbtcqGs9Uw7XTQf1OPKIhAoeOoOFES4wd1YXt8045oy82XN4/qLxqv0Za2rj7T9oi5aoCDb1qGyi0ABANqLQEHfLoPkXteU6fN/hv0abczvk8tllg/n0fqz1lNmXm0eN122z/+p0camXS6UtZ5pp4vmg3pcWYSBBwryZYzdDBR8/nyhovm0/rCvzDxl+2Ta8fv7Rtsv6hIGCrIt/QqnqXERKABAexEo6NtlkOS1Yt7P8HLWtBP2+9Nhn7aMP5Y17S5rfaGiecPltLGsn+FlbdrvD2WNhctp82nj4XTeWDhdZQzqcWURCBTmGCj4P31FfdOMl1G03qy+aZfL6nPyxrpO2y/qUhQoUNlFoAAA7UWgoG+XQbKvbXJ/hpe1aV/ecmGfu1w0Xzhddh1hvzZvuFze/OHP8LI2XdQvqo75feF41nTWTydvOhyDelxZBAKFOQcK4WVtOuybZryMovX6fSFtnmn7nLyxrtP2i7oQKExfBAoA0F4ECvp2GST72qbU5ZAbC/lj2nxZ4+G8Mh0qmtfv88fCab/PTfv8sTKXQ27Ml9Uvqo75fXI5pM2b9dOR6ZA/5s8L9biyCAQKI/MLFMLpcCzsy1tWm85SZrmy655mXWFfmXX0hbZf1CUMFKRkWzpUdhEoAEB7ESjo22WQ5DVN3mW/z5c1rq3DlzfuprXl/H5tuaJl/GnXV7SMP65dLlq+qM+pMibTri9rOW2ZKtNhf9b4gGnHlUUgUFhQoBD2RU8CTzhf1pg2rs3jFM0T9tcxny9vPBzrE22/qIsWKPgl25bSi0ABANqLQEHfLoMkrxXz+ovG3WXHnyccC8fz5g/73Zj/Uxsr05+3Hr9/1vGiPkfGQlnjbtr/GQr7q06H/VnjA6YdVxaBQMFTZ6CAYdP2i7oQKExfBAoA0F4ECvp2AYAytOPKIhAoEChgDrT9oi5hoBAGCAQK2UWgAADtRaCgbxcAKEM7riwCgQKBAuZA2y/qEgYKUtHbvhJUdhEoAEB7ESjo2wUAytCOK4sw3EDBThAoYF60/aIuWqBAlSsCBQBoLwIFfbsAQBnacWURhh0o2E4CBcyDtl/UhUBh+iJQAID2IlDQtwsAlKEdVxaBQIFAAXOg7Rd1IVCYvggUAKC9CBT07QIAZWjHlUUgUPBCBQIF1EXbL+pCoDB9ESgAQHsRKOjbBQDK0I4ri0CgQKCAOdD2i7oQKExfBAoA0F4ECvp2AYAytOPKIhAoeKECgQLqou0XdSFQmL4IFACgvQgU9O0CAGVox5VFIFDwECigLtp+URcChemLQAEA2otAQd8uAFCGdlxZBAIFAgXMgbZf1IVAYfoiUACA9iJQ0LcLAJShHVcWgUCBQAFzoO0XdSFQmL4IFACgvQgU9O0CAGVox5VFIFAgUMAcaPtFXeRJKyfGmI6Utl0BAM0iUNC3CwCUoR1XFoFAgUABc6DtF3WhZi9tuwIAmkWgoG8XAChDO64sAoHCHAIFAAAAVEOgoG8XAChDO64sAoECgQIAAEDjCBT07QIAZWjHlUUgUCBQAAAAaByBgr5dAKAM7biyCAQKBAoAAACNI1DQtwsAlKEdVxZh0IGCdAoCBQAAgGYRKOjbBQDK0I4ri0CgQKAAAADQOAIFfbsAQBnacWURCBQIFAAAABpHoKBvFwAoQzuuLAKBQqLOQEHb0BgWbb+oizxpga6S0vZrAHDHCO336hBo2wQAytKOK4vQx9d3UwUKgkABddH2i7rIk/b2228HOufChQt2D9b3awAYeqAAAF1EoDDHQGFpaWnE3+h+vzbu5tH6Qv6YP6/Wpy2H+dD2i7q4QIGiulYECgDyECgAQPcQKMwpUNBO5v3prD6n6lhRXziet37MTtsv6kKgQHW1CBQA5CFQAIDuIVBYUKCgyZrH9ReNV+nLWhfmQ9sv6kKgQHW1CBQA5CFQAIDuIVAgUMAcaPtFXbRAQR5fx69wumxNuxxF5RWBAoA8BAoA0D0ECnMKFIR/kudvdH+8qK/MPGX7ZNrx+1E/bb+oSxgoyOPpVzg9TdWxDooKi0ABQB4CBQDoHgKFOQYKPu0kvkzftMtl9Tl5Y5idtl/UpShQqKPmsU6KIlAAkIdAAQC6h0ChhYFCSJtn2j4nbwyz0/aLulQJFNyY/zOc3/X5Y/484RhFTVsECgDyNB0oyPUDACblHZvduHZc76pWfodCOK31afNo/WXWFfaVWQfqo+0XdZEnbdXvUAjH/H6/wv6scYqapggUAOQpetE6b+73KwBgzL1+046bgkBhToGCkJMvx9/o/njedFZ/3ny+vPFwDPXS9ou6aIGCX/L4unKX/T6psv3yM0RR0xaBAoA8bQkUKIqiqHERKDQYKGC4tP2iLosOFCiqriJQAJCHQIGiKKp9RaBAoIAGaPtFXcIXPFmhgFRWMFC2P2ucoqYpAgUAeQgUKIqi2lcECgQKaIC2X9RFe8EjJ/qOX246q1/KLee4PlfhGEVNWwQKAPK0KVDwf/eF3HjVmmVZv2a57nlV1vrrus8URTVXBAoECmiAtl/URQsU6ip+4VPzLAIFAHnaFChk1bQnyHX+fm3j7+qs29TG20pRVLUiUCBQQAO0/aIudQYK8oveR1HzLAIFAHnaHij4vyer/s6s63esW0/bfmdn3Z623U6KoqoXgQKBAhqg7Rd1qTNQoKhFFoECgDxtDhTCE2P/xF4bC/v9af+nNo/fF5YbC+cJl/UvS4WXs8az+l2FYz5XWr/2012mKKrdRaBAoIAGaPtFXQgUqK4WgQKAPG0NFLQT3/CEOOvk2PVr82YtI6WNhX3aOqW0y+FPV36/P1Zmfr/K9stPf55wfoqi2lcECgQKaIC2X9SFQIHqahEoAMjTxkAh64Q37A9Pkn2uz5XWJ+Xmd8LS5ndVdNn/GXL9fs2rP2ucoqj2FoECgQIaoO0XdSFQoLpaBAoA8rQtUMg72c06MS7Tn9fnKpyWkr6Qq6LL4c+wwv6s+WftzxqnKKq9RaBAoIAGaPtFXQgUqK4WgQKAPG0KFIpOdLNOjMv05/W5Kpp2VbSucNwfk6rSL5erzC8V9meNUxTV3iJQIFBAA7T9oi4EClRXi0ABQJ62BQpZ3Lhf/rQ/r+sPx/2frtz8jl/htCvX749rl8M+x5V/WUqb31125fr9cSmtP/zpKpymKKp9RaBAoIAGaPtFXQgUqK4WgQKAPG0KFCiKoqi4CBQIFNAAbb+oCy94qK4WgQKAPAQKFEVR7SsCBQIFNEDbL+rCCx6qq0WgACAPgQJFUVT7ikChgUABmCd50soTG+giKW2/BgACBYqiqPaVe/2mHTcFgQKBAjqGorpe2n4NAAQKFEVR7SsCBQIFAACA1iNQoCiKal8RKBAoAAAAtB6BAkVRVPuKQIFAAQAAoPUIFCiKotpXBAoECgAAAK1HoEBRFNW+IlAgUAAAAGg9AgWKoqj2FYFCA4GCtqExLNp+URd50mJ6Utp2BQA0yx2jtd+riyDXT6BAURSVLgIFAgU0QNsv6uJe8KA6d0DUtisAoFkEChRFUe0rAoWGAoWlpaUJ4cafpm/WcSyGtl/UhRc80xeBAgC0F4ECRVFU+4pAoeF3KOSdzJc9+ff7yoyH82jLYL60/aIuvOCZvggUAKC9CBQoiqLaVwQKLQ0UXH+Zk3+/r8x4OI+2DOZL2y/qwgue6YtAAQDai0CBoiiqfUWgMMBAIasPi6PtF3XRXvDIY+z4VVd/X4pAAQDai0CBoiiqfUWg0MJAIezzp93JXEibV+tzl4uWwXxp+0Vdwhc88vj65abr6u9TESgAQHsRKFAURbWvCBQ6GCj4Y2FflXF3WVsG86XtF3UpesEjj7f/09W0/X0qAgUAaK82BAryewIAkJZ3bCZQaChQCPlj/rxhX9VxmdaWwXxp+0VdCBSmL3dAlHsGAGiXpgMFiqIoKru046YgUFhwoBBOh/3auN9XdVymtWUwX9p+UZe8QEEea1f+ZSk3ndUvJZd9fSsCBQBor6YDBQBAdQQKHQsU3LQvHPOns/owX9p+UZesQEEeZ7+ypovmc5XV3+UiUACA9iJQAIDuIVCYc6CAYdL2i7pogYJ28p8VHGT1h5XV3+UiUACA9iJQAIDuIVAgUMAcaPtFXcJAoWwg4Kar9vepCBQAoL0IFACgewgUCBQwB9p+URctUAi50vqkqvb3pQgUAKC9CBQAoHsIFAgUMAfaflGXMFCgyheBAgC0F4ECAHQPgQKBAuZA2y/qQqAwfREoAEB7ESgAQPcQKBAoYA60/aIuBArTF4ECALQXgQIAdA+BAoEC5kDbL+pCoDB9ESgAQHsRKABA9xAoEChgDrT9oi4ECtMXgQIAtBeBAgB0D4ECgQLmQNsv6kKgMH0RKABAexEoAED3ECgQKGAOtP2iLgQK0xeBAgC0F4ECAHQPgQKBAuZA2y/qQqAwfREoAEB7ESgAQPcQKBAoYA60/aIuBArTF4ECALQXgQIAdA+BAoEC5kDbL+oiT1o5McZ0pLTtCgBoFoECAHQPgQKBAuZA2y/qQs1e2nYFADSLQAEAuodAYQ6BAgAAAKohUACA7iFQIFAAAABoHIECAHQPgQKBAgAAQOMIFACgewgUCBQAAAAaR6AAAN1DoECgAAAA0DgCBQDoHgIFAgUAAIDGESgAQPcQKBAoAAAANI5AAQC6h0BhDoGCtqExLNp+URd50gJoJynteQugmHsOab9XAQDt1MfXPwQKaJy2X9RFnrS33347gJa5cOGCfYbqz1sAxQgUAKB7CBTmHCgsLS2lpvP6fOG4m0frC2nzTNuH6Wj7RV1coEBRVLuKQAGYDYECAHQPgUKLAoW86aw+p+qY9IX9eetANdp+URcCBYpqZxEoALMhUACA7iFQWHCg4KaLTubLLucU9Wvr0/r8aUxP2y/qQqBAUe0sAgVgNgQKANA9BAoDDhTC/qx1oDptv6hLGCjI46ZVVv8sNY91UlRfikABmA2BAgB0D4HCAgOF8IQ9HPNlzadNl+3zp91lrQ+z0/aLujQZKFAUlV0ECsBsCBQAoHv6HCis6FqgMM1Ylb6sdbrL2jowHW2/qIsWKAi/tD6KouZbBArAbAgUAKB7eh0oPNZQoOCfmIeXQ9p84bQ/v+PP6+bR+kL+mDav34fpqftFTaYNFFyf3+8uh/1Srs/vDy9r4/40RQ2pCBSA2RAoAED39DtQ+GESKrQgUPD7fFnjZZcrOx32a/NnLYPq1P2iJlqgkPdTK38ef76sZfz5/Z+usvopakhFoADMhkABALpnCIGC/FxooCAbVk6shNvQ/mWf63fzO+F4KOwvmg77tfGsZVCdtl/UZdpAQaZ9rs8vf9qf1/X7P0Oun6KGWgQKwGwIFACge/ofKIg7zUr7c6GBAoZN2y/qkhUoSJW5LOWmp+0Px11l9VPUEIpAAZgNgQIAdM9gAoVHCRSwQNp+UZc2BgpZ/RQ1pCJQAGZDoAAA3TOcQOFOc/4ZAgUsiLZf1CUvUPBLO+n3uT6//Gl/XtefNe7Kv0xRQysCBWA2BAoA0D0ECh4CBdRF2y/qEgYKiywCA4rKLgIFYDYECgDQPQQKHgIF1EXbL+pCoEBR7SwCBWA2BAoA0D0ECh4CBdRF2y/q0mSgQFFUdhEoALMhUJiNtk0BdIf2vO4CAgUPgQLqou0XdSFQoKh2FoECMBsChdlo2xRAd2jP6y4gUPAQKKAu2n5RFwIFimpnESgAsyFQmI22TTED+eLpsv158zphvz8d9lWdv2pfVr/fl3VZm0YttOd1FxAoeAgUUBdtv6gLgQJFtbMIFIDZECjMRtummEHWSbPWX6bPny6av2jerH7pC/vzls+bt8xl1Ep7XncBgYKHQAF10faLuhAoUFQ7i0ABmA2Bwmy0bYoZyIlzePKc1ef/DPs12pjfl7VOJ2tcprU+f9rvz5tXuxzOj1ppz+suIFDwECigLtp+URcCBYpqZxEoALMhUJiNtk0xAzl5Dk+gs/r8n2G/Rhvz++RymeXDebT+rPUUzRte9qcxF9rzugsIFDwECqiLtl/UhUCBotpZBArAbAgUZqNtU8zAnUBn/QwvZ007Yb8/HfZpy/hjWdPustYXKpo3vOxPYy6053UXECh4CBRQF22/qIs8aeXEBUD7SGnPWwDFCBRmo21TzMCdQGf9DC9r07685cI+d7lovnC67DrCfm3eonHUTntedwGBgodAAXXR9ou6UBTV7tKetwCKESjMRtummEHRybW7HHJjIX9Mmy9rPJxXpkNF8/p9/lg47feVuYxaac/rLiBQ8NQVKAAAAKAaAoXZaNsUMyg6oc46sc4a19bhyxt309pyfr+2XNEy/rTfl3VZm0YttOd1FxAoeAgUAAAAmkGgMBttm2IGWSfNrr9o3F12/HnCsXA8b/6w3435P7WxMv1+X9blvD7MRHtedwGBgodAAQAAoBkECrPRtimA7tCe111AoOAhUAAAAGgGgcJstG0KoDu053UXECh4CBQAAACaQaAwG22bAugO7XndBQQKHgIFAACAZhAozEbbpgC6Q3tedwGBgodAAQAAoBkECrPRtimA7tCe111AoOCpK1DQNjSGRdsv6iJPWgDtJKU9bwEUc88h7fcqimnbFEB3aM/rLujj6x8CBTRO2y/qIk/a22+/HUDLXLhwwT5D9ectgGIECrPRtimA7tCe111AoOCpM1CI/m9WT7jh3TxZ/VnLasvM0of50PaLurhAgaKodhWBAjAbAoXZaNsUQHdoz+suIFDw1B0o+Bu6riCgyjJhvzYf5kPbL+pCoEBR7SwCBWA2BAqz0bYpgO7QntddQKDgWWSg4KarnvRXWU/WvJg/bb+oC4ECRbWzCBSA2RAozEbbpgC6Q3tedwGBgqdvgULYH86D+dH2i7pkBQry+BZVmXmkiuYru55pa97rp6h5FIECMBsChdlo2xRAd2jP6y4gUPAs6jsU8qbDy07WuLucNZY3P+ZH2y/qsohAYZZaxHVQVBuLQAGYDYHCbLRtCqA7tOd1FxAoeBb1DoUqY2HfNOtxl8P5MT/aflEXLVCQx9b/mVVF43XUIq6DotpYBArAbAgUZqNtUwDdoT2vu4BAwbPIQCGkzaf1hZdD2nz+vH4f5kfbL+pSNVBwj70T9vnTrvx+91Mbl9LG3HTWmN8npc1HUV0rAgVgNgQKs9G2KYDu0J7XXdDvQOFH7QsUwn4na1ym/b6s+ZyscZnOWgb10/aLuoSBgjyufvnTWWNZ84Tj8rNo3FVen1Zl10FRXSkCBWA2BAqz0bYpgO7Qntdd0P9AQbToOxT8y75wHn+5cCzs8+WNZy2D+mn7RV0WHSj4pfVnzSOljflcafNRVNeKQAGYDYHCbLRtCqA7tOd1FxAozClQwLBp+0VdtEAh5Mq/LOWms+YJx/0xqaJ+qTKXpcqug6K6UgQKwGwIFGajbVMA3aE9r7tgGIHCD83KR39IoIDF0faLuviBQtaJt+vPOmn3+7XL2nxSeeN5fVL+Zam8+cN5KaoLRaAAzIZAYTbaNgXQHdrzugt6HSg8TqCAhmj7RV2qBApSctnn+lxpl7X5pLR+uVxmPik3r+NKm6aorhWBAjAbAoXZaNsUQHdoz+su6HOgsFIChShUIFDAgmn7RV38QIGiqPYUgQIwGwKF2WjbFEB3aM/rLuh7oBCHCgQKWDBtv6gLgQJFtbMIFIDZECjMRtumALpDe153AYECgQLmQNsv6kKgQFHtLAIFYDYECrPRtimA7tCe110wmEDhMQIFLJC2X9SFQIGi2lkECsBsCBQAoHuGECisdIHCWQIFLIi2X9SFQIGi2lkECsBsCBQAoHuGEihIXkCggIXR9ou6EChQVDuLQAGYDYECAHQPgQKBAuZA2y/qQqBAUe0sAgVgNgQKANA9BAoECpgDbb+oC4ECRbWzCBSA2RAoAED3ECgQKGAOtP2iLgQKFNXOIlAAZkOgAADdQ6BAoIA50PaLusiTVk5cALSPlPa8BVCMQAEAuodAgUABc6DtF3WhKKrdpT1vARQjUACA7iFQmEOgAAAAgGoIFACgewgUCBQAAAAaR6AAAN1DoECgAAAA0DgCBQDoHgIFAgUAAIDGESgAQPcQKBAoAAAANI5AAQC6h0CBQAEAAKBxBAoA0D0ECgQKAAAAjSNQAIDuIVCYQ6CgbWgMi7Zf1EWetEBXSWn7NQC4Y4T2e7UNwuMZAHTFPI+tbv3acb2rCBTQOG2/qIs8aW+//Xagcy5cuGD3YH2/BoB5v+idFb9/AXSRe/2lHdfqQKAwx0BhaWkpxd/w/jxav/DH8pYP5Y2HY0XTvnAsb3rotP2iLu4FDUV1rQgUAOTpSqBAURTVpSJQqK4VgYJ2gl22z/HHsubLW2feWN5lbTpvfm3eodP2i7rwgobqahEoAMhDoEBRFFV/EShU19pAIeTmyZq3zEm71p+3Xm2dRfNpfXnLwm4XZb+oCy9oqK4WgQKAPAQKFEVR9ReBQnUECjnrDdepzePG8vryloXdPsp+UZe8FzTymPjlHqe29FPDLgIFAHm6GChk/b6rq19K6wsrb/mwsq4jbx1an1RWP0VR7SkChepaFyi4g3PY5y5r02GfNu76Q/6YP2/YF87vm2VZ2O2j7Bd1yQoU3GPiyr8s5aab6qcoAgUAeboWKFT9PVi131U4Hdas80sVrSNrnUXXRVFU80WgUF0nvkMhHK86f1G/KLvOovm0vrxlYbeLsl/UhUCB6moRKADI07VAIaxpfz9m9UtlzeNX3lhYWevT1uH3yWVtGW05iqLaVQQK1XUmUAhp82iXfVn9Qhsru/5ZloXdJsp+URftBY08Bv5PKf+ylDaP1KL6KYpAAUAeAoW4/OmsefzKGwsra33aOvw+uawtoy1HUVS7ikChulYGCu6gq405/jxuWrvsy+oX2ljeOvPGwr68ZWG3h7Jf1IVAgepqESgAyNPlQMH/XTfN70e57HN9foXTfoXLapW3Pm05bTzrJ0VR7S0ChepaESgIOcg6btr/GfLHw3mKlsni1uWEY/502OcvF84bTmf1DZW2X9QlfEEj291V1mUpN91UP0URKADI09VAoej3XtXfj2Xml8tFy0v584Xzh/OFpY1n/aQoqr1FoFBdawIFDJe2X9RFCxRCrt+vpvspikABQJ4uBgra77hZfz/684fKVNZ84br8+fzLrrLGi5ajKKpdRaBQHYECGqftF3XRXtC4yvsl76ab6qcoAgUAeboWKGT9fqv6+1HrD/tcaf3a8mEVra9oHf501mWKotpZBArVESigcdp+UZeygYKUTDt+NdVPDbsIFADk6WKgEHKl9UmV7Q/HXeX1+8uHVdTvL6/Nq/VJZfVTFNWeIlCojkABjdP2i7rkBQoU1eYiUACQp2uBAkVRVBeKQKE6AgU0Ttsv6sILGqqrRaAAIA+BAkVRVP1FoFAdgQIap+0XdeEFDdXVIlAAkIdAgaIoqv4iUKiOQAGN0/aLuvCChupqESgAyEOgQFEUVX8RKFRHoIDGaftFXXhBQ3W1CBQA5CFQoCiKqr8IFKojUEDjtP2iLrygobpaBAoA8hAoUBRF1V8ECtURKKBx2n5RF17QUF0tAgUAeQgUKIqi6i8CheoIFNA4bb+oCy9oqK4WgQKAPAQKFEVR9ReBQnUECmictl/UhRc0VFeLQAFAHgIFiqKo+otAoToCBTRO2y/qwgsaqqtFoAAgD4ECRVFU/UWgUB2BAhqn7Rd14QUN1dUiUACQh0CBoiiq/iJQqK7xQAGYJ3nSyoEB6CIpbb8GAAIFiqKo+su9/tKOa3UgUCBQQMdQVNdL268BgECBoiiq/iJQqI5AAQAAoGMIFCiKouovAoXqCBQAAAA6hkCBoiiq/iJQqI5AAQAAoGMIFCiKouovAoXqCBQAAAA6hkCBoiiq/iJQqI5AAQAAoGO6ECjIC3MA6Jp5HlsJFOYQKGgbGsOi7Rd1kSctAJ2U9rwB0H7uOaz9Xm0DiqKoLpd2XKtDH19/ESigcdp+URd50spbLgGkuQRee94AaL+2BwoAgEkECnMKFJaWlia4je5f1vqKxufRJ9M+f8yfZ9q+odH2i7q4QIGiqHQRKADdRqAAAN1DoDCnQMGZ5iRcLofzTLMevy9vfVXWo/WF/dp8Q6PtF3UhUKAovQgUgG4jUACA7iFQ6FGg4Ka1/qx5w8tZ3DzaerQ+f3qItP2iLgQKFKUXgQLQbQQKANA9BAotDRSy+nxhn7ZcVn/W5SzaOrL6y6yv77T9oi5ZgYJs97Ckz/FL6/f78sb8qtpPUfMsAgWg2wgUAKB7CBR6EiiE49pY1vzhZUcbD6fd5bz5h0jbL+oSBgqyvR2/sqbL9ruadT3hNEXNqwgUgG4jUACA7iFQaHGg4F+uskzemLuct2zYF45njbnL4fxDpO0XdQkDBVey3f0qmnbl+ovGXWXNX9RPUfMuAgWg2wgUAKB7CBRaHii4adeXNZ+bx6fN58+bNR72ufl92nz+vH7fEGn7RV3mGSj4XPmXpdx01X6KmncRKADdRqAAAN1DoNCDQCGc38kal2m/L288HHOyxv1lh0zbL+pSZ6Dg92XNX1c/Rc27CBSAbiNQAIDuIVBoIFBw/b5wzJ8O+8JltPn9fm087JNpxx8P53PyxrOWGRJtv6hLXYFCOB2WG89armo/Rc27CBSAbiNQAIDuIVCYc6CAYdL2i7rUESiUOcl382Stp2o/Rc27CBSAbiNQAIDuIVAgUMAcaPtFXWYNFLJO8MvOP20/Rc27CBSAbiNQAIDuIVAgUMAcaPtFXcoGClLS57jy+/LG/Kqrn6LmWQQKQLcRKABA9xAoEChgDrT9oi5ZgQJFDb0IFIBuI1AAgO7pc6CwgkABTdH2i7oQKFCUXgQKQLcRKABA9/Q6UHiMQAEN0faLuhAoUJReBApAtxEoAED39DtQ+GESKhAoYMG0/aIuBAoUpReBAtBtBAoA0D39DxRiBApYKG2/qAuBAkXpRaAAdBuBAgB0zzAChTvNykcJFLBA2n5RFwIFitKLQAHoNgIFAOgeAgUPgQLqou0XdSFQoCi9CBSAbiNQAIDuGU6gcKc5/wyBAhZE2y/qQqBAUXoRKADdRqAAAN1DoOAhUEBdtP2iLgQKFKUXgQLQbQQKANA9BAoeAgXURdsv6iJPWjlxAjBJSnveAGg/AgUA6B4CBQ+BAuqi7Rd1oSgqv7TnDYD2I1AAgO4hUPDUFSgAAACgGgIFAOgeAgUPgQIAAEAzCBQAoHsIFDwECgAAAM0gUACA7iFQ8BAoAAAANINAAQC6h0DBQ6AAAADQDAIFAOgeAgUPgQIAAEAzCBQAoHsIFDwECgAAAM0gUACA7iFQ8NQVKGgbGsOi7Rd1kSctgPmQ0p53AObPPQe136voP6rfdfvtt6uPO7qvj6+fCBTQOG2/qIs8aeWgDKBeFy5csM8w/XkHYP4IFIZNSo7D6B/32lV73NF9BAqeOgOFpaWlCf6GrzIWjrt5yvRp/PVmLZO3Ln8sb74h0/aLuriDMkVR9Za86JHSnncA5o9AYdik5DisjaHbCBT6jUDBM493KGgn3LP0OVXnd+q+7jLXOUTaflEXAgWKmk8RKADNIlAYNikChX4iUOg3AgVPVwIF1x+OZ83vqzJP1rx+f5n1DZG2X9SFQIGi5lMECkCzCBSGTYpAoZ8IFPqNQMFDoBDLWr/j95dZ3xBp+0VdwkBBHoOQK61PSuv3+/LG/KraT1FtLgIFoFkECsMmRaDQTwQK/Uag4OlCoBD2+dPa/KFwfkcb16bDPm0cdrso+0VdtEBBq7DfTZftdzXresJpimprESgAzSJQGDYpAoV+IlDoNwIFz9ACBa0vb/1anzYOu12U/aIuswYKYbn+quup2k9RbS8CBaBZBArDJkWg0E8ECv1GoODpSqAQ8sf8eTXaPOE6Qto82mWMaftFXbRAwefKvywVTrty/W55x5V/WcpNV+2nqLYXgQLQLAKFYZMiUOgnAoV+I1DwtD1Q0Obx+7PGfdo6i5b353HT2mWMaftFXbRAwS83ndXvl99XdT1V+ymq7UWgADSLQGHYpAgU+olAod8IFDyLChRcvy9rnrzpsN+tyxfOG87npv2fIX88nCdrmaHT9ou6hIFCWPKY+D9dFU2HVbSeqv0U1fYiUACaRaAwbFIECv1EoNBvBAqeeQQKGCZtv6hLHYFCmZP8ovVU7aeotheBAtAsAoVhk2proCCvZUJlxrLmyRvP6i8a9/vbhkCh3wgUPAQKqIu2X9QlDBTkl4hfbrpsv6tZ11PUT1FtLwIFoFkECsMm1eZAIasvbyy8rPWF40XLOnnLtQ2BQr8RKHgIFFAXbb+oSxgoSMkvEccvrd/vyxvzq65+impzESgAzSJQGDYpAoW0acfahkCh3wgUPAQKqIu2X9RFCxQoipq9CBSAZhEoDJsUgULatGNtQ6DQbwQKHgIF1EXbL+pCoEBR8ykCBaBZBArDJtXmQCFUZsyN+9NaX96yWWPheDjWJgQK/Uag4CFQQF20/aIuBAoUNZ8iUACaRaAwbFJdeoeCk3Wir13O63OKls1SZd5FI1DoNwIFD4EC6qLtF3UhUKCo+RSBAtAsAoVhkyJQKF42S5V5F41Aod/6HSj8KEGggAXT9ou6EChQ1HyKQAFoFoHCsEkNMVAIx4uWdfKWaxsChX4jUCBQwBxo+0VdCBQoaj5FoAA0i0Bh2KT6GCi4aZ8/Fo5n9ReN+/1tQ6DQb8MIFH5IoIDF0vaLuhAoUNR8ikABaBaBwrBJtTVQwGwIFPptOIHCDwkUsDjaflEXAgWKmk8RKADNIlAYNikChX4iUOi3XgcKjxMooCHaflEXAgWKmk8RKADNIlAYNikChX4iUOi3PgcKKwkU0BRtv6gLgQJFzacIFIBmESgMmxSBQj8RKPRb7wOFKFQgUMCCaftFXQgUKGo+RaAANItAYdikCBT6iUCh3/oeKMShwoIDBWCe5Ekrv3AB1E9Ke94BmD8ChWGTkuOwNoZuI1DoNwIFAgV0DEVR8y3teQdg/ggUhk2KQKGfCBT6bQiBwkoJFB4jUAAAAGgtAoVhkyJQ6CcChX4bSqAgeYFkCAQKAAAALUSgMGxSBAr9RKDQbwQKBAoAAACNI1AYNikChX4iUOg3AgUCBQAAgMYRKAybFIFCPxEo9BuBAoECAABA4wgUhk1K9gH0E4FCf8njK6Ud17uKQAEAAKBj3ItS7QUr+o/qdxEo9BeBAoECAABA4wgUhk1KPvKA/uEdCv1GoECgAAAA0DgChWGTkpNPbQzdRqDQbwQKBAoAAACNI1AYNikChX4iUOg3AgUCBQAAgMYRKAybFIFCPxEo9BuBAoECAABA4wgUhk2KQKGfCBT6jUCBQAEAAKBxBArDJkWg0E8ECv1GoECgAAAA0DgChWGTIlDoJwKFfiNQIFAAAABoHIHCsEkRKPQTgUK/ESgQKAAAADSOQGHYpAgU+olAod8IFAgUAAAAGkegMGxSBAr9RKDQbwQKBAoAAACNI1AYNqkuBQpLS0spWfNofSFtnjJ9XUGg0G8ECgQKAAAAjSNQGDaprgUKedNZfU7Vsbz5245Aod8IFAgUAAAAGkegMGxSfQoU3HRWEFDUn7W+LiJQ6DcCBQIFAACAxhEoDJsUgUL2clnzdwGBQr8RKBAoAAAANI5AYdik+vIdCkXTZfv8aW3+riBQ6DcCBQIFAACAxhEoDJtUX96hkDdWpS9vnV1CoNBvBAoECgAAAI0jUBg2qT4FCiF/XjeP1hfyx/x5u4RAod8IFAgUAAAAGkegMGxSfQgUsk78s+bPmg77s8a7gECh3wgUCBQAAAAaR6AwbFJ9+A6FrBP/sL9oOuyXn6Fw3rYiUOg3AgUCBQAAgMYRKAybVJcCBZRHoNBvBAoECgAAAI0jUBg2KQKFfiJQ6DcCBQIFAACAxhEoDJsUgUI/ESj0G4ECgQIAAEDjCBSGTYpAoZ8IFPqNQIFAAQAAoHEECsMmRaDQTwQK/UagQKAAAADQOAKFYZMiUOgnAoV+I1AgUAAAAGgcgcKwSREo9BOBQr8RKBAoAAAANI5AYdikCBT6iUCh3wgUCBQAAAAaR6AwbFIECv1EoNBvBAoECgAAAI0jUBg2KQKFfiJQ6DcCBQIFAACAxhEoDJsUgUI/ESj0G4ECgQIAAEDjCBSGTUr2AfQTgUJ/yeMrpR3Xu4pAAQAAoGPci1LtBSv6j+p3ESj0F4ECgQIAAEDjCBSGTUo+8oD+4R0K/UagQKAAAADQOAKFYZOSk09tDN1GoNBvBAoECgAAAI0jUBg2KQKFfiJQ6DcCBQIFAACAxhEoDJsUgUI/ESj0G4ECgQIAAEDjCBSGTYpAoZ8IFPqNQIFAAQAAoHEECsMmRaDQTwQK/UagQKAAAADQOAKFYZMiUOgnAoV+I1AgUAAAAGgcgcKwSREo9BOBQr8RKBAoAAAANI5AYdikCBT6iUCh3wgUCBQAAAAaR6AwbFIECv1EoNBvBAoECgAAAI0jUBg2qa4HCktLS2q/kzUu/b5wzJ/uIgKFfiNQIFAAAABoHIHCsEkNMVAo6iNQQNsRKBAoAAAANI5AYdik+hwouLFwnqLAgEABbUegQKAAAADQOAKFYZMiUJhEoIC2I1AgUAAAAGgcgcKwSfU1UMgLEcLLjjbeVQQK/UagQKAAAADQOAKFYZMaeqCg9WWts0sIFPqNQIFAAQAAoHEECsMm1edAIeSP+fOGfdp41xAo9BuBAoECAABA4wgUhk2qj4FCViDg+sNxmfb7spbvEgKFfiNQIFAAAABoHIHCsEn1IVDQZM3rX/bnDcfc5a4iUOg3AgUCBQAAgMYRKAybVNcDBegIFPqNQIFAAQAAoHEECsMmRaDQTwQK/UagQKAAAADQOAKFYZMiUOgnAoV+I1AgUAAAAGgcgcKwSREo9BOBQr8RKBAoAAAANI5AYdikCBT6iUCh3wgUCBQAAAAaR6AwbFIECv1EoNBvBAoECgAAAI0jUBg2KQKFfiJQ6DcCBQIFAACAxhEoDJsUgUI/ESj0G4ECgQIAAEDjCBSGTYpAoZ8IFPqNQIFAAQAAoHEECsMmRaDQTwQK/UagQKAAAADQOAKFYZMiUOgnAoV+I1AgUAAAAGgcgcKwSck+gH4iUOgveXyltON6VxEoAAAAdIx7Uaq9YEX/Uf0uAoX+IlAgUAAAAGgcgcKwSclHHtA/vEOh3wgUCBQAAAAaR6AwbFJy8qmNodsIFPqNQIFAAQAAoHEECsMmRaDQTwQK/UagQKAAAADQOAKFYZMiUOgnAoV+I1AgUAAAAGgcgcKwSREo9BOBQr8RKBAoAAAANI5AYdikCBT6iUCh3wgUCBQAAAAaR6AwbFIECv1EoNBvBAoECgAAAI0jUBg2KQKFfiJQ6DcCBQIFAACAxhEoDJsUgUI/ESj0G4ECgQIAAEDjCBSGTYpAoZ8IFPqNQIFAAQAAoHEECsMm1eZAYWlpKXNaLoe0+Xxaf5W+UDhPmxAo9BuBAoECAABA4wgUhk2qK4FCeAKfd0KfNab1193XFgQK/UagQKAAAADQOAKFYZPqQqBQ9WQ+a6zMetx0Vn9RX1sQKPQbgQKBAgAAQOMIFIZNqu2BQtZJe97JfJVlwj43ndVf1NcWBAr9RqBAoAAAANA4AoVhk+pyoOALx/zpvH6/L289cjnkz9s2BAr9RqBAoAAAANA4AoVhk+IjD+O+cDxvLKuvLQgU+o1AgUABAACgcQQKwybFlzKmryOkzZfX1xYECv1GoECgAAAA0DgChWGT6kqgEE7nncxnjWn9rq9ombxl24hAod8IFAgUAAAAGkegMGxSXQoU/D75GfLnKTvm97vLPtevjWct0wYECv1GoECgAAAA0DgChWGTanOggOkRKPQbgQKBAgAAQOMIFIZNikChnwgU+o1AgUABAACgcQQKwyZFoNBPBAr9RqBAoAAAANA4AoVhkyJQ6CcChX4jUCBQAAAAaByBwrBJESj0E4FCvxEoECgAAAA0jkBh2KQIFPqJQKHfCBQIFAAAABpHoDBsUgQK/USg0G8ECgQKAAAAjSNQGDYpAoV+IlDoNwIFAgUAAIDGESgMmxSBQj8RKPQbgQKBAgAAQOMIFIZNikChnwgU+o1AgUABAACgcQQKwyZFoNBPBAr9RqBAoAAAANA4AoVhk5J9AP1EoNBf8vhKacf1riJQAAAA6Bj3olR7wYr+kxNO9Jv2uKP7CBQIFAAAABpHoAAA3UOgQKAAAADQOAIFAOgeAgUCBQAAgMYRKABA9xAoECgAAAA0jkABALqHQIFAAQAAoHEECgDQPQQKBAoAAACNI1AAgO4hUCBQAAAAaByBAgB0D4ECgQIAAEDjCBQAoHsIFAgUAAAAGkegAADdQ6BAoAAAANA4AgUA6B4CBQIFAACAxhEoAED3ECgQKAAAADSOQAEAuodAgUABAACgcQQKANA9BAoECgAAAI0jUACA7iFQIFAAAABoHIECAHQPgQKBAgAAQOMIFACgewgUCBQAAAAaR6AAAN1DoECgAAAA0DgCBQDoHgIFAgUAAIDGESgAQPcQKBAoAAAANI5AAQC6h0CBQAEAAKBxBAoA0D0ECgQKAAAAjSNQAIDuIVAgUAAAAGgcgQIAdA+BAoECAABA4wgUAKB7CBQIFAAAABpHoAAA3UOgQKAAAADQOAIFAOgeAgUCBQAAgMYRKABA9xAoECgAAAA0jkABALqHQIFAAQAAoHEECgDQPQQKBAoAAACNI1AAgO4ZaKDwW3bihFllB31n7UIECgAAAIsnL0oBAN0jpR3XuyoMFFxeIBmCZAlLv2P/uWAn1jzx45RzUaDwPnWlAAAAmB+Koiiqu6Ud17vqto++35x95phZ9eRdZvWTPzark7xAMgTJEpbe/tY3mIvnTpp1T/0k5bxd6GMffr+6UgAAAAAA0G+3ffQD5tzZ42btip9aPzHrxFM/iTIEyRKW3vE7bzSXL5w2G1ffk3Lx3AnzCbuwtlIAAAAAANBvH/n4rebCuRNmw5p7IhvF6nuiDEGyhKV3/bc3myuXzpjtGx5MuXzhlPnkJ25VVwoAAAAAAPrt47/3IXPp4imzbeODZpuXF0iGIFnC0nvf9RZz/cpZs3/HEynXnj1j/vD3b1NXCgAAAAAA+u2Tf/ARc+XZZ8y+HU9EXF4gGYJkCUsffN/bzQvPXTQnD65NuXH9vPnjP/qYulIAAAAAANBvn7r94+b56+fN8YNrzQmPZAiSJSzddus7zcs3nzUXT29NeemFS+azn/mkulIAAAAAANBvf/wnnzQvvnDZnD+91VxISF4gGYJkCUsf+/B7zKs/v2aev7Q35ZWXr5ovfO5T6koBAAAAAEC/ffZzf2h+8fJV89ylvSOSF0iGIFnC0u999P3ml688b37+3JGU1195ztzxhdvVlQIAAAAAgH77/BduN6+98px5+bkjI5IXSIYgWcLSJz/+QfOr114wr714IuVXr90wX/nSH6srBQAAAAAA/faFL/2x+eVrN8yrE3nBC0ayhKXf/8St5tev3zS/fPl0yq9ff8F89Y7PqCsFAAAAAAD99sU7PmN+9foL5rWXTpvXxSgvuGkkS1j6pP3nV3ZCZvBJ4vCVLxEoAAAAAAAwRF/40mfML197wbz60unIKC94/aaRLGHp9z5+q53hpvn5C6dSXn/1hrnjiwQKAAAAAAAM0ee/9Bnz2qs3zMsvnIq4vEAyBMkSlj720Q+YV1+5YW5cP57y6i+eN1/8s0+rKwUAAAAAAP322S/8sXnlF8+b568fj4zyglduGMkSlj7y4febX/z8eXPl8pGUn7/8nPn85/hfHgAAAAAAGKLPfP528/LLz5nLl4+YZxOSF0iGIFnC0oc+9D7z0kvPmXPnDqW8+OJ186d/+kfqSgEAAAAAQL99+rO3m5svXjdnzx2KuLxAMgTJEpZuvfW95ubN6+b00/tTXnjhmvnMZ/5QXSkAAAAAAOi3P/qTPzQ3XrhmTj29P+LyAskQJEtY+sAH3xPNcPzk3pTnb1w1n/7jT6krBQAAAAAA/faHn/lD89yNq+bYyb0RlxdIhiBZwtL7P/Ae8/yNa+bI8T0pzz1/xdz+aQIFAAAAAACG6FN//Clz/fkr5nCQF0iGIFnCKFA4fGxPiixEoAAAAAAAwDB96tNxoHDo2J4RyQtGgcL77D/P2YlDR3enXH/uivmj2/9AXSkAAAAAAOi3KFB47oo5eHR3xOUFkiFIljAKFNwMDoECAAAAAADD9alP/4G55gUKDoECAAAAAADI9Ie3/0HqHQoOgQIAAAAAAMhUOlDwvz9BECgAAAAAADBckglINhDmBQQKAAAAAAAgU3Gg8P53m+eev2oOHtmVQqAAAAAAAMBwuUAhzAskQ5AsYRQoHDqyM+XK1Yvm/9z5H3YFvw8AAAAAAAZGMgHJBsK8wAsU3mUnrphDh7ennHnmqF3wgrl+/TIAAAAAABgYyQQkGwjzAskQJEtYevt7bjVPPPmoOXFyrx3YCgAzOygO5dmyIPrtA1CePJ+1fqCs9O8E7VjdVfr9xfT07dwH+v0FukqyA8kQJEtY+su//bb50O++31w4f8IcsTs8ANTh8MEimxcgvi7t9gGogOcRapD+HeBox+4u0e8rptOtfcLfj4txHEWfSHYgGcLnv/p1s3T//febD7z/nWbFU4+ZC2ePmGOHNwNALY4eKmPTnMXXo90+AOUcFTyXMAN/H9Jpx++u0O8zptOd/cHff0tS7i/QNZIZSHYQZQgrVpilv/mbvzEf//jHze+87Y1m5YrHzbMXT5izT+81p45tAYCpnRRHi2xegOS6gtsHIF/0HFZo8wJFRvtQ6ndASDuGd4F+nzGd7u0T4W0uIPcxg7Y9gLY4+/SeKCuQzECyg0984hPmK1/5ilm67bbbzK233mp+4zd+w9z2u+82H/nwB8yqFY+Zl25eAQAAAAAAA7fiqUejrEAyA8kO3vnOd5p3v/vdZunq1avm4sWL5siRI2bDhg3mrrvuMh/98HsBAAAAAAAi3/ve98zGjRvN+vXrzZYtW8zOnTvN/

Private Sub cmdbatal_Click()
txtnama = ""
txtnik = ""
txtgolongan = ""
txtkode = ""
txtstatus = ""
txttahun = ""
txtjabatan = ""
txtbagian = ""
txtgaji = ""
txttunjangan = ""
txttotal = ""
txtnama.SetFocus
End Sub

Private Sub cmdkeluar_Click()
End
End Sub

Private Sub cmdlagi_Click()
txtnama = ""
txtnik = ""
txtgolongan = ""
txtkode = ""
txtstatus = ""
txttahun = ""
txtjabatan = ""
txtbagian = ""
txtgaji = ""
txttunjangan = ""
txttotal = ""
txtnama.SetFocus
End Sub

Private Sub cmdproses_Click()
Dim N As String
txttahun = Left(txtnik, 4)
N = Mid(txtnik, 5, 1)
If N = "A" Then
txtgolongan = "A"
txtjabatan = "Manajer"
txtgaji = "4000000"
txttunjangan = "1025000"
ElseIf N = "B" Then
txtgolongan = "B"
txtjabatan = "Ka. Seksi"
txtgaji = "3500000"
txttunjangan = "975000"
ElseIf N = "C" Then
txtgolongan = "C"
txtjabatan = "Staff"
txtgaji = "3000000"
txttunjangan = "925000"
End If
N = Mid(txtnik, 7, 1)
If N = "S" Then
txtkode = "S"
txtstatus = "Single"
ElseIf N = "M" Then
txtkode = "M"
txtstatus = "Menikah"
ElseIf N = "J" Then
txtkode = "J"
txtstatus = "Janda"
ElseIf N = "D" Then
txtkode = "D"
txtstatus = "Duda"
End If
N = Right(txtnik, 3)
If N = "KEU" Then
txtbagian = "Accounting"
ElseIf N = "ADM" Then
txtbagian = "Administrasi"
ElseIf N = "SDM" Then
txtbagian = "General Affair"
ElseIf N = "EDP" Then
txtbagian = "IT Unit"
ElseIf N = "SPM" Then
txtbagian = "Security"
End If
txttotal = Val(txtgaji) + Val(txttunjangan)
End Sub

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