%PDF-1.5 % 1 0 obj <>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf MOLD_INFOGRAPHIC_final 2017-09-22T01:23:58+03:00 2017-09-22T01:23:58+03:00 2017-09-22T01:23:58+03:00 Adobe Illustrator CC 2017 (Macintosh) 224 256 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADgAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9Tk4qsJxVaTiqUeYvNXl 7y5Zi81zUIbCBjSMyt8TkdQiCrORX9kHJRiTyYmQHNi1p+ef5VXdwsEWvxq7mgM0NxAm5pvJLGiD 6Tkzhl3MBmgerNY54pokmhdZIpFDxyIQysrCoZSNiCMqbWNRfmR5Lm1u+0OPUh+k9NSWS9gaKZRG tvvKTIyCM8fZsn4Zq2AmLrqhh+avkA6B+nzqyJpJma3S4kimQvKgDMqRsgkegP7KnD4crqkeJGrv ZV0j8yPJWs6ZfalpmqR3FppsT3F8QkiyRRRqXZzEyrJTip6Lv2wHHIGikZIkWCgX/Nz8vV0RNcOr D9FyXDWaXHoXJPrqgkKcPT5j4TWvGmHwpXVMfFjV3sv1/wDNHyHoFxHb6rqyQXEsazLCsc0rhHHJ SyxI5TkNwGpjHHI8gmWSMeZSzzr5+0CPynDqNh5nXSvrzMumanFB9cjeWMfFHJH6U9F/m2BH4Ewg bqkTmKu0Lof5yeTjoFnPq+swve1W2up7a3vDC1wFqePKCNhyHxbqAOnbDLEb2CxyiubJh5x8ut5n k8rrd11yJBJJaCOX4UMaygmTj6f2HB+1kOA1fRlxi66pRqf5s+QNNv7iwvdU9K7tXMU8XoXLcXXY jksbKfoOUnJEMZZog0SjV89eVX8uP5kW+B0WNuD3Xpy7NzEdPT4ep9ph+z+GS4xVp8SNX0Syy/Nv 8vr69t7K11X1Lq6kSGCP6vcrykkYKq1aMAVJ7nIjJEsRngTVrbv82PIFrfTWFxqnp3cErQTRm3uf hkRuLLUR02YY+JFJzRurR3mPz15W8uTxQazffVZp1MkS+lLJVQaV/do9N/HJSmBzTPJGPNzedvLH +HR5j+uj9DE8RdenL19T0qenx9T7e32ffpjxirXxI1fRLrT80fI15FdTW2pepHZRevct6FwOEfNU 5bxivxOBQb4BkigZonqhD+cX5c/9Xf8A6d7r/qlg8WPex8eHer3P5n+R7eztbyXUuNtehzbSehcH mIm4PsI6ijeOHxIsjmiBdoX/AJW/+Xf/AFdv+ne5/wCqWDxY97Hx4d6L1j8xvJ2j3pstR1D0LpVV zH6M7/C45KaojDcHxwnJEMpZYxNEpxp2pWepWMN9ZSera3C84ZKMvJT3owVh9IyQNtgNi1cnCqI0 o/7k7X/jKv68VZsx3wJWk4qsJxV8b/ntrd9qn5m6ulw5MVg62drESSqRxqK8Qf5mJY/PNhhFRdfq JXJCfmD5Y0jRtD8n3VhEY59W0pbu/Yszc5mavKjEhdmpRdtsYSJJRkgABXV7d/zjRrV1e+RbmyuH aQabeNFbljXjFIiuEHyYt9+Y+oFScnTyuLxT8wtWu9P/ADE84C2JVr2a5tJXHURSSKX/AOCC8T7H MjGLiHHySqRTz839PsNO0PyHplg3q2Cae0ySD7MjXDI8klPF23yGI2SWeYACIC7SY4rH8wvzJs7O Nbe0XTPMESW8QCRrGiuVRVWgCrxFB2wneMfggCpS9xecfpO4GhHS2B+rtdC6jP7PIRmN/vBXLa3t p4vTT0f8z/LuqaF5kHme8sF1PQdWtY4fUcV9MyWiwFeRDiKVKcoXIIqAaGhGU45AiurfmjUr5gof z1B5Wi/K3y+fLVxcz2EuoXMki3hRpopjDGHibgqLtQHYd64YXxG0ZK4BTJNQsBrv5KX8ieWv8Oz6 S1rdRkRcDe+jGEe4r6UNaxyu1fi+eQBqfO2wi4Hak3/JOSfzD5l8x+dbkH1JxDZQs25+FFMm/ssc eRzbARZYfUTJ5V+Y/wDynmu/8xkv/Es1M+ZcTN9ZTa31qn5N3em1+M6xGtPFHh9Qf8NCclfprzZi X7qvNIPJH/KZ6B/20bT/AJPpkYcw1Y/qHvRn5lWzWvn7W0pxJumlH/PWkgP/AA2GY3LLNtMp7+eG qC/82WvH7MNhB06VkLS1+5xkspstmpPqc9+f+VGxwV/6W/oU/wBgZqY36Pit/ukv8mWpbyb5yu6b R2ttED/xkm5f8y8ERsWOIemSVeSPKv8AijXV0r619T5RvJ63p+r9gVpx5J1+eCEbNMMWPiNPVNV/ JeObQtNspNcEMekpcF5zbVDLLJ6pJHqjjx+Zy44dublS09gC+TxS3tHur6KztqyPPKsMFRQsXbiu 2/WuY7hAWaDLvzhTh54uErXjBbrX5RAZPL9Tfqfqey/l0f8AnR9G/wCYcfrOZOP6Q5mL6QyEnJs0 TpJ/3KWv/GVf14qzZjucCVhOKrCcVfJH/OQ8fl1fzEuX0uV3v5EQ6vFxAiScIoXg4NSzJQuOOx7k kgZ2C+HdwNRXFsxLzPrfmTUdM0C31e1Nva6fZC30qUxPH61uHNJOT7Sfy8l228a5ZEAE01zkSBb6 R/5x+i8sxeQk/Qk8k8rzs2qNMoSRbkooK8QW+AKF4/EfvqMw898W7m4K4dmEan+T/mvVfPPm67ub AR6XqkV2dOuzLAeUxdZbf4A/NeTxitQNstGUCIaziJke4oDVPyk/MbVvIuiW89ksWs+X5Li3jtJJ 4CZrWUrJEyursgKNySjMNqfSRliJHuLE4pGI7wmvlb8rvPLXPnHzFr9tFb6trenalBaafFJG3K5v kY/aDuiLX4Vq/fc7ZGWSOwHRlHFLcnmWK335HeeG8paWkGlV1mO6u/rsH1i2FIHWL0W5GQId1foa 5MZo2e5gcMuEd7LvO3k782/0xPLopbVNEv7BbWTSZ7oehCzWogk/cSSxRclcGRGWtGochCcK35tm SM723DHdQ/JjzzD5AsNMgtEutSbUZry5t45olWKN4Y4lBaRkVmrHvxJyQzR4rYHDLgrrb0Py9B+Y 155D17RPMWlW9ncLpctho0cEiEzFrWSICRhNKoPLgKniN8qlwiQILcOIxIIX/kr5X13y15SnsNat vql297JMsfOOSsbRxqDWJnXqh74M0gTsuGJjGi8N8/qW/MPWVHU37gfS+ayfMuHl+tKLwzwS3ekr /d/Wq8f8uIvGP+J4GB6x8008uwLb/mNpkCbLFrECKPZbpQMlH6gyA9fxTr88LYxfmBcyEU+swQSj 3onp/wDMvJZfqZ6kepJfMzya15lcxbn6lAVHXa3sUZvv4HIHcscnql+O5QN83+BlsK/CNTM9K9zb hOn0Y3tSL9HxZb5QtWT8ovNd0RtNKkY/55emf+ZmWRHoLbiH7ssF0T9PfXh+gvrX1/i1PqPqetx/ a/uvip45WL6OPG72e032satpf5MmXVDONWnhe1f61z9flPKyfF6nxVEZqK5kEkQ3c4yIx783nf5Q 6P8ApHztau68obBWu3+afCn/AA7KcpxC5ONp43L3L/zl/wCU8u/+MUH/ACbGHL9SdT9T2H8uz/zp Gj/8w6/rOZGP6Q5mL6QyEnJs0TpB/wBytp/xlX9eKs1c/EfngSsJxVYTir4n/NUOPzJ8y861/SFw RX+UueP4ZscX0h1ub6yy/wDOgqfJf5a0oT+hlB+iC2yGLnL3s830x9zMP+cWy40bXq/Y+sQcfnwa v8Mq1PMNum+ksCufzA842PmHV2tNdv5ZY59VjltZZpJYIYFWlvIivyVSJGNKdKDp3t4AQNu5r4yC d+9WsvOHnCOzS0bXr+UR6po5EklzKZSt5bTSTRl+QYxllHwnbEwHd0KRI8r6hN282eaF/JF9TXVr 06kut+kLs3Epm9MLX0+fLlw/ya0yHCOOvJmZHw782PR+efMurarayvqmufU7/VL0tZ6XcS/WvRIh dIoI+XH4Ofwr0GWcAA5Bq4yT15lPb9PMtpbfmF9W8za1K/ltrOKw9W9lYlJp/wB6zkcfiCR7FabV 8cgK9Ow3ZkEcW52UtQ8+eZL6+ubVNTurb67rdh9UdJ5IwtqBcW8yrwb4YzJECwG1RXEQH2MpTN/E Ifyp5o81acYNW1XVtQvLS1bT9VvEkuZnX6nJPLbSJwLEFWaRK7dRhlEHYBECRuT3FG+VNQ8zDz/o mm6pqmt3UbWdpeSQWtxLIgknKTf6Ursw9BRJxk+gYJAcJIpYk8QBvkxXzqvP8ytTWleWosKeNZBm nn9Racn958V+saaW/NS5sEFPW1kog67S3FR+DYker4okP3nxasU4fmvbodyuvIK/K8GEfV8Uf5T/ ADv0so/5yEtyvmHTLmm0toY6/wDGOVm/5mZPPzbdUNwkf5RaedU85qkpqsdncBmp0Vofq4/CTIYh ZY6cXL4MMlMsSvauKFJCWHgy1U5W0nbZ63otsYfyG1CQin1lpJR7gTrH/wAy8vA9DlwH7phn5Xa7 pWh+a0v9Un+r2ohlQycXf4mAoKIGb8MhjIB3aMExGVlk35xedNK1vTNKt9IuTcWrySzzHi8e8dI0 +Fwrd37ZPLMHk26jICBSG/KLzN5T8vQahcavei3vblkjiT0ppD6SCpNY0YfEzePbBikBzRp5xiDa VfnCwfzzcsu6tDAQfYxjI5fqY6n6nsP5eH/nSNH/AOYcfrOZOP6Q5mL6QyAtk2aJ0c/7lbT/AIyr +vFWbOfiPzwJUycVWE4q8i/NL8h4PNerSa5pN4lhqk4UXcUykwSlFCq9V+JGoAG2NevXrkY8/CKL j5cAkbYOP+ccPzBuzbQanrlm1nar6duBLcz+ihNSsUbxxqoqa0BGWfmI9A1fl5HmXtPkLyPpnkzQ V0mxdpmZzLdXTgBpZWABag6AAAAdsx5zMjblQgIigkmmflVa2uheZtHutQa4g8yXEty0iRCJoTJu oFXkD8WANdskcu4PcxGPYjvY/bfkHFFotzaS67JJqctxaXNvqItlVYjYxvFCvo825DjKa/Fvt9Mj n35MfA257pkfydtV8h23lRNTb91erf3F60IPqOCeSiMOvAEbfaNMj4vqtl4fppKrL8ipNP1m01Ox 1/0TZ6hNfxR/VA3wzGP91Uy02WOnLj36ZI5rFUwGGjd9U9b8s42fzkZNQ5L5tVAF9Gn1Zo1kCn7f 7z4pAf2emR8Tl5M/D5+aRt+R8Jj0IDVyJNGgmid/q9fXeSSWZJCPV+Hg87Gm9fbJeNz25o8Ll5LI /wAitPttMvLGy1EWx1DTIrC8kELv6k8V2lybri87U5LEE9NSAOvtj4+7EYABQTrT/wAurix87W3m aLVf3cVlHYT2P1cfvUjhEYPqlzx+NFfZe1K5E5PTVM+D1XaQ6v8Akj+kPNFxrv6a9L17r619W+rc qfFy48/VH38cwzhs3bXLBcuK0bdflLFN58Hmv9JcVFzHdfUfQr8UYXb1fU7stfs5LwvVbI4fXxWg R+Syr5wHmMaxQDUP0gLT6t29f1vT5+r9HLj9GDwt7tj+X9V31Tr8xfy8Xzith/p/1FrEy0b0fW5C Xht9uOlOGSnj4meXFxoPyB+VyeUdSuL79I/Xnnh9AL6Po8QXVya+pJX7IwQx8JtGLDwHmkGrfkNF e6pd3kWtehHczSTLB9V5cBIxbjy9Za0rTpkTg82uWms3bLP8DqPIX+ElvKD0vS+uel3MnqFvT5+P +VlnB6abvD9PCwb/AKF9/wC1/wD9On/X7KvA82j8p5qs/wCRHqwW8X6cp9XRkr9VrXk7PX++2+1h 8DzSdNYG6H/5UD/2vv8Ap0/6/YPA80flPNOPNv5Sf4g1l9S/S31blHHH6X1f1P7tAteXqp1p4ZKW Gzds8mDiN2zDy/pP6H0Sz0v1fX+qRiP1uPDlQ9eNWp9+WxjQpujGhSPJwskXo5/3LWn/ABlT9eKs 0kPxt8zgSpk4qsJxQsJwq8//ADJ/Mufy1c2ukaTaC/12+AaKJgzKgZuCVVKM7OwICgjMnT6fj3O0 Q0Zs3DsN5FhDfmv5yjDJca5oMF0hobX07qU18PVgjlt/+SmZP5WHdL7Gj8xLkTH7UBffm/8AmhaX sFm8FnJPdBTZ+jF6yzh2KIYWjdlcFgV277dcI0uMi90HUZAaoKE35wfm4jtGdNUSK3BlNlLUNUjj SvWoOQOnx97Lx8ncllz+fX5l28kaXENtD6lCvqWzqSteNRybfcHInTx6Mhnl1D2H8u/zK0jznpxe Glvqluo+u2DHde3OP+aMnv27++LkxmJb8eQSDLScrbFpbFVhOKrScVWk4qsJxVaTiq0nFVpOKrCc VWk4qsJxVaTiq0nFVhOKrScVWk4qitGP+5ez/wCMqfrxVmkh+NvmcCVMnFCwnCqwnFXiH5gz2lt+ c2myX8n1e1lsxF67oHVTMk0KMQ9F4h2FSdhmy04Jwmu9wcxAzC+79bHJYJmMrSeT40uQW9G3nZIb qUIPjMVvHFAknDqeEVPu2t/zmH+Z+PkoeYb+wg1Xymrc9IntZBc6hCYYRJZc7hStRHFGjt6cfqhT FsGAPI1xhE1Lr+lE5C49P0MgtvO2k280MKeebmO2so4fq0j2nrgyGOSOXaSHl9mShLbt3+yMoliP 81yBlj/OeP6zrup6vJZi+kDrZgx26qirxVpDIRsKn4mPXLTADk4/iGRFoDRNb1PRNTg1PTJ2t7y3 blHIv4qw6FSNiD1yEogiixjIxNh7Av56+fWthdDRLZrY9JxFcemakr9rnTqpH0ZX+Vj3uR+Yl3LE /PnzvJK0SaPavKgZnjWOcsFRSzkgPWiqpJ8AMP5WPev5mXctl/PnzpFI8UukWkciNwdGSdWVq04k F9jXbH8pHvX8zLuWf8r883/9Wuz6V+zN0/4PH8pHvX80e5dH+evnSVlWLSLWQuwRQsc5JZq8VFH6 mhpj+Uj3r+Zl3LG/PjzepIbS7RSK1BSYdOv7fbH8pHvX8zLubT88/OMjFE0q1ZwGJVUnJARS7GnP 9lQSfbD+Uj3o/NS7nR/nj5xllWKPSbV5WYIsapOWLE8QoAeta7YPyke9P5mXc1L+eHnCNykulWqO NirJMCOnYv8A5Qw/lI96PzUu5T/5Xp5poT+jbSgqD8M3br+3j+Tj3r+aPcvk/OvzfG5STSrZHBoV ZJgQd+xf2x/KR71/My7lMfnh5oIqNOtCN9wstNtz+37Y/k496/mj3NzfnX5shKibS7aIsOSh0mWo PcVfpiNJHvU6qQ5hlfkj80bXzDdDTryAWeosCYuLco5eO5C13VgN6GvzyjNpjAWOTdi1Ant1ZwTm M3rCcVWE4VRmin/cvZ/8Zk/XgVmkp/eN8z+vAqkThVYTiqwnFLFPPX5faN5vtoxeM9veW9Rb3kVC yg9VZTsy13p9xy7DnljOzTlwiY3YA3/OOzcgw8xH4fsVtKkAdN/X7Zlfn/6P2/scb8l/SU2/5x1r UnzDUnqfqf8A1/x/P/0ft/Yv5Lz+xSb/AJxyB/6aH/pz/wCv+D895fan8n5qTf8AONu4YeYtwa0+ p+H/AD3yB1d9GQ0tdXjXmjyvq/lnV5dL1SL054945BvHKh+zJG3dT/Yd8ujISFhx5wMTReqeTvM1 1pPkT0k86LpAlW7WLSo7OG5kqoqFaQEzRtK0nwMRx677YcmO5/TbbjnUPqpNIPPFq8mpXk3nv079 2a2Ev6LR0ntoQRCfT9P4eX1mWp5VoOm4yPhHb0/az8Ub+r7EbrnnlJ9VuJrPz1GLR7RJ5bhrGJzL NYXMYto/SKI4Zi7SNTrQmnCgEY4tt4pllF7SSxPODfXLm5HnlAVgRFuk08LII7K5At4UjPBT6quX YUOw325ZLwv6P2o8QfzkdY+dIiz2i/mLxS6WVmMmlIkYlmkLspLA8Q7TN8W3GnamA4v6P2qMo/nf Yp3Xm4Ol+8fneAzwem2nTtZR8mleO9MlsVC8QqtKo9YLx+IeAojHy9P42U5efq/G6D0bzjEzLe3P nlbDUpZILq5lGmmV/rDWj2bgEfCRDEFFeNWLE7nJSxdOHb3sY5B/OVNO8/Xf1e3afzytleySTXF/ CNPWeIXKXrGMo6xrWOSOT1O9PuATh/o/b5KM3fL8Wgr7zJbaPpkI8vecxe3kV5I5V7ARIISYHEi+ ojNy52qfDU19u5GOzvH7VOShtJfd6npEv1yxTztG2nTwXkl1MbADlJdXKoyRx8I3HqRKr/BXjuOm IiefDv71MwduLZGn8w5Lr6xdJ5ttdOvbZ5/qyrp0ri5aAyPbzO0hn9MzvcyBgAAFJ22oY+DX8N/F PjX/ABD5MHtPzN842enW2m2tzFFp1pJPLa2gtoGRDciUSqOSMSpFw4oT3zIOCJNuMNRIbBLPMPmr W/MMiy6tIk8yFikojRGUPJJM6goF2aSZmyUMQjyYzymXNX8gof8AGWk06+uDt8jkdR9BZaf6w+iC c0ztVhOFVpOKozRD/uYs/wDjMn68CszmP7x/9Y/rxVSJxVYTilaTgViXn38xtE8nWsT3oe4vLiv1 azipzYL1ZidlX3+7LceIz5ORp9LLKduSTWH5leZb6FZY/KbwiURfV0ur+3tnmacM0KRJMEZ3kWNi igVIG2SOIDq2y0kR/F9hSHVfz8n0q4WDUPLM9vK6LLGGuFo8bfZdGEZVlPiDTJx018i2R7P4hYkE Af8AnJWy/wCrDJ/0kr/1TyX5U97L+TD/ADlv/QyloWCjQZKk0H+kr/1TwHSnvYns4jqnMupfl/8A m7oP1FJ/q+rRAvBHKAt1byU3KitJIzT4uJoR4HpX6sZcDUaUjaTH/wDoX2+/6vMX/Ilv+a8y/wA8 O5135Pzd/wBC/wB9/wBXmL/kS3/NeP54dy/k/Nr/AJUDe/8AV4i/5Et/zXj+eHcv5LzaP5BXv/V4 i/5Et/zXj+eHcv5Lza/5UJe/9XiL/kS3/NeP54dy/kvNr/lQ17/1eIv+RLf814/nh3L+S82v+VD3 n/V3j/5Et/zXj+eHcv5LzaP5E3g/6W8f/Ilv+a8fzw7l/JebX/Ki7z/q7x/8iW/5rx/PDuX8l5tf 8qMvP+rvH/yJb/mvH88O5fyXm0fyOu/+rtH/AMiW/wCa8fzw7l/JebX/ACo+7/6u0f8AyJb/AJrx /PDuR+S82v8AlSN3/wBXaP8A5Et/zXj+eHcn8l5sp8ofl1pnl2b640pvNQoVWZl4qgIoeC1bc9Kk 5j5tSZ7cg34tOIb9WVk5jt60nFVpOKovQz/uZsv+MyfrwKzOc/vX/wBY/rxVSJxSsJwKtJwofNn/ ADkG7t57jBJIWyhCgnoOch2zY6T6fi7/ALM/uvi9R8uaL5N1/SdBvNW0OG4v7yLTY5LtJJYWdmtX T1m9IorOsls4+W2Ys5EEgHvcHLOcJSAOwv72A+cfN3lzRPNsMNx5dt77SF0WzgtdKqscUAuCL1yp KScm5yde/fLscDKPPe3Kw4ZThYlR4jv9jM9J0GRW028tvK2jhJVjluOUyIXZoZGCUW0CbJdKf9ju dq5SZeZcWc+YMpfj4vO/zK1Dy9ov1zyg/lmzi1dBayDWLd1qrtFA7GnpIatxPIcuprvU1uxgkXbk YYykOPiNb7PG4J57eZJ4JGhmjIaOWNirKw6FWG4OXEN5FvafJ+vahqPl22n1GXzdcXfCeaW90+Um 2dIZQpAaQkAKrBXP8xFO9cWcQD0cHJjAltwsmum9Dj6Fv59njDQyvNKjr+5EkZnXiOBqI+aj/L7k UORr+qwER/QQqXSzGxuIZPOIt7yMXUQlkjRJbSDlJcyRuzpUi3MbDsW9iBhr3MuAb/QowXV6otoN Sj86W9/6qG4ihBo9u8hiBQSVbkZJI1XsT88PCP6LLgHTgRSlSs168/neHTBFztnZFJeR5GEUbOgd YzIrRBOQ3rXGv6q8I5VC22SW09R9RPnWJGFzNZpSPk8Ecp4GQFg0fGJfiPH9rl0HxND+inhB5cCi kt8NOggaDzk2tQnleLxJjKfWAu4HxD92kg2puMND+ingjf8ABSORYLxni02LzxLcwzQ+vG5iokEj cq7AGrxDbwJ60pgqufCjhA5+GqalFp0Fnfah6/nCC2s5oHnSRoh6dvKkTnk3J9+LMRWnXj1GIG9e lYxsgVDdBL6ofULxx5uTSrSb0aytGHQeiyHkKxkuLiWA0HYnrkqH9FnwR2H7u/x+i0c2lXkUaySQ +cJJzdTFraJQ6rbR37R8WaoPMWgU1UspY15Uwbf0fwGNR/2vl+j9brGHT5LfT7wf40u4LiGUyiKM EGaNkTYD4lSpbvgI6elZR5j92HmGr69+YOmmG4nvNStbK85Sac10xVpIRQq1Oh+F13G2ZUccD0Ds IYMMtqjY5sn/AC6/MrVrzVYtH1hxci5qtvdUCurgEhX4gBgaUr1ynPpwBYcPXaGMY8cNq6PVCcw3 TLCcVWk4qjNCP+5my/4zJ+vFWZTn99J/rH9eBKkTihaTiqwtirzr80/ytPm8wX9hOltq1shi/eg+ nLHUsFYqCVKkmhoeuZGDPwbHk5+j1nhbHeJS/wAtaZ+c3l/SbbTIINDu4rKn1Oa6EjSx8S5Sjx+n XgZn48q0rkpyxyN7tmXLgmSfVuw/zD+UH5la9q8+q37af9Zn4KVicxxqkSLHGiIqUVVRABlkdRCI oW5GPXYoRoWgU/I38xYgwiuLZA6lHC3DiqmlVNE6bdMP5mHck6/Eeh+SifyG8+8/UZrRyDU/vmJN PmmA6mNMTr8dVu8y1vQNZ0O+ex1a0ks7pP2JBsR/MrD4WX3U0yyMgeTZCYkLD2H8p/K17qXlGG9W TW4LdPravc2N7DbwIkU0EnFVd+QXdmb4N3pvQEjHyyqXRxM86l0T+XT/ADtDJcQStrs8FzZ297Zq 2pwC4h+qhIb2X1PWfaRpAir0Na0olMhY8mAMfL5fJE3HkZptfg0GWPzRc6fZ2Si2ilv7MyQK8kMc bwD1PS4fsFSeg9tnj2vZRl2v08+5GD8v9WfzHcKs3mgW8RhggcX9mZVkjZZ3QM0wHERrA8fxV+E1 3Bo8YrovjDh/h+X482BWHnDyj6q2Wq655otYPqcP1xPWVh9dgZX9MKP91rwpGxFakVoMuOOXQByj inzAjz+xXbz15NGlQibzB5nn1iCAfV5oLn9zHJ6AYIpl4uP39A9B+z8Pw0w+HK+QSME7+mNLv8b+ TDqt1LL5i8ySQmJw9ysyNPM8c0IgETuisq+mZWYNx6AfN8KVcgkYJ19MUJD578tWTalNp+t+ZY55 7SX6mfrCpW8HJYPW4sOUYBBNMl4UjVgM/wAvM1Yjz+xFf4s8iXwa1ufMfmSPT5LaV7yK4lD+tcxp HHAg9MSVrGpX4xTYb4PDkOgR4OQbiMLVJvOfkCd9RWTXvNTWM5gKwNcIZJpTzaaWQfYopihA35fP sjHPuiowZBXphf4/aon8xtDJcTa35muomkib0pLsBHQujTI4BqCKPxKnw6Uw+DLuiy/LS7ofJEWf nzyJDJIi6t5pgtYQTp0UdypWN2jQ1K8xuJuTVB322ptgOKfdFB0+Q9IJV5w1r8sdS0vhYXPmCa8t aJpsV88LwRRcFURjdmUDiB16DJ44zB6NmHHmidxGjzSD8ubaefzlpvpIW9KQyyEdFRVNScnqD6C2 a6QGKVvoInNW8wsJxVaTiqN0I/7mrL/jMn68VZlOf30n+sf14FUScVWFsVWk4ql+s67pWjWn1rU7 lLaCtAzVJJ8FVQWY/IZGUgObGcxEWSxw/mr5RPSS4IPSltN/zTlfjxavzMPwCoTfm95Jhcxy3E8c i/aRreUEd+hXHx4qdTDvUG/OfyGP+PuX/kRJ/TD40V/Mw71M/nT5CrQXcxJ6D0JP6Y+NFI1EO9bq Hmb8qfOFj9R1C9tLiJvsLc1t3RiOqPII2VvdTk4ZgDsW3HqADcSktt+Vn5W2xDW2qyxHiy8o9QVT xdeLj4abMpofHLvzHmHKOsl5Np+V35YRpIiapKqTJ6cqi/UB05K/FgDuvJFND3Ax/MnvC/nZeS3/ AJVb+V4NRqL18fry+Nf14/mT3hP56fk7/lWH5ZDpqD9a/wC9y9fHrj+ZPeE/np+Sw/lZ+VpJP1sk nqTeLh/NHvCf5Qyd4a/5VZ+V3a6P/SWuH83LvC/yjk7w7/lV35Yf8tJ/6S1x/Ny7wn+UsneGv+VY flmOlwf+ktcfzcu8L/KWTvDv+VYflr/y0H/pKXH83LvC/wAp5O8Nf8qx/Lb/AH+f+koY/nJd4T/K eTvDX/Ks/wAuO0x/6Shj+cl3hf5Tyd4d/wAqz/Lr/fx/6SRj+cl3hf5Uy94a/wCVafl5/v0/9JIx /OS7wv8AKmXvDJtC8u6Fo1uV0q3SJZBVpQS7uPdySSPppkJZDLmXGy6ieQ3I2mRORalpOKrCcVRu gn/c3Y/8Zk/XirMrg/v5P9Y/rwKolsVWk4qtJxV4h+dV1PJ5mgt2YmGG2Qxp2Bdm5H5mg+7MHUH1 Oo7QkeMDyW+VNTvo/wAyKGaSSKIymOEkuoKx/CQhqPh7ZCB9TZimfFIYZ50ubu71xrm8lM91NbWT zzM3Iu7WcRZuQ61OMju0ZSTLfy+5PtM8meXrzQrSV4NQbVJo1Z44re5cMzGY/AViZacGtzt/N13y QGzk48UTEc7+LDfNOn2Fh5lu7XTvUOnpKDaNMjxu0TAMhKyBW3B2qN8Ba5ACdDkkOLFlOj+S7TU/ L8uprrlla3UIeR7G6kSJiiGlIzzLtJ+1x9OlDsxO2SptjisXaZR/lpatcR2w81aN67et6jGdliRo WgXj6jKKlvrDcSBxPA0J7PD5hfA8wpn8uZBYQ3S67pUjSWs17LDHcc2hSEIQkhUEK8heijxwcKPA 25hFwflpbTapJZR+Z9J9KOKSX6y1wiKeE7wqnxEDkeIc/Fsp2r3eHzT+X35hRtPINpdaRDqEPmTS 43aB5Li0uZfRljlQFvSUUbnVKUbb4vh7bvD5sRgsXYVr7yBY2lzqMC+Y9OmNjG8ySLIpSZUp8MZD MS5r9kA9MBj5qcAF+oKlp+Ws1zqd3p8Wv6Qz2aq8k4uqxMDFJKxjbj8XprF8ZA2qMeDfmGI09mrD rT8vorizguV8x6RH6sCTtFLOyuhkbh6bDifjDVrToNzQYOHzCjT2L4g3dfl7c20mkA6vpskOrMqC 5SescDMOVJ247dxtXcUx4OTGWnIrcbol/wAu4oNQubC41/TlntSebLKpjYKYa8Gcx1bjOxpT9gjE w35p/Lb1xBdP+XJiuGjTzBpM0S+l/pCTkx0mnaAcmCkKRx5EHtiYeYYnS/0goWfkZrmxS6XW9KjL yiL0HuQsg5SmEOQR9io5V/lNciI+YYDTWL4gl+vaNb6VPbxQajb6ks8PrNNaliiH1Xj4HkFatIw2 4GxGCQppy4xE1dpp5D1m9tNZgs1kLWl0xSSEn4QSDRh4GuWYJkSpv0WWQmI9C9VJzYu7WE4qtJxV G6Af9zlj/wAZ0/4lirMbk/v5P9Zv14FUScVWk4qtJxV5n+avkjU9VuYtX0yM3EiRiG4t1PxkKSVd Qev2qEDMXPiJNh1+t00pniilnli3gi8yx6heeX9XsJ2V/WvJPUnt1cpQ0gisvVo3b4zTxOVxjvyP 4+DDF9fEYyH49zC9f8ueYbvUGktdF1H6vHFDBE0lrKHZbeFIQ7AKQpf0+XGppWlT1yJhLuLTPHIn YH5Jrp/mP85dLhjhsbS+jjiRYo1/R4aiJHHEoq0R/YhQZIcY726M8oFUfkxzW9L/ADB1zUxqGp6T fzXRWOMyCykjHGMBV+FI1XoPDExkeiCJyNkH5MUurG9tH9O7t5LeQbcJUZD9zAYGJiRzT3SfOkun 6dYWI0qwuI7G8F60k8PJ5yDtFOa/Gg3oO1cbZxy0KpHWP5gi1nab/D2kTcoreL05bbmg+rQPByAL dZPU5PXqwBx4kjNXQKtt+YzxXd5O2g6VJFfOjT2voMkVEtzb8VCOvENy9Tb9v4hTHiQM/PYbq+o/ mQl7bWUa+X9Ntp7J4p4rqGMo4linecgcSoEb+qQU+muJkss99AoX/n6a+S9WTRdLRr1bZBIlt8UI tlRP3LFiV9RYwG9ulMBkxlnvoEZP+Y4bUXvrXy9pVq0lncWckKQsY63RJkkA5VDUYqorQA06bY8X kp1G90EZN+aQk1EXSeWdHSD00U2P1cmD1FcOZeAKjkacf9XbEz35BJ1PkGOa7riavNBKNOtNPeGI RMLNDEsgXozryYcvcdciTbRknxdKS4ZFqK9cULxgYrxixXjAhk/kXR7261mC8VCtrbMXeYj4SQCA q+Jrl+CBMrcvRYpGYl0D1MnNg7tYTiq0nFUd5fP+52w/4zp+vFWY3J/0iX/Xb9eBVEtiqwnFVpOK oa9vrSygae7mSCFeskjBRXw374QLYzmIiyaCSP5/8oKSDqSVHgsh/UuS8OXc4/53D/OCk35ieTR1 1NP+Ak/5px8OXcn85i/nBSb8yPJQ66on/AS/80Y8B7k/m8X84LD+ZfkitP0olf8AUl/5owcBT+ax 96hP+Y3kGeNoptSiljbZkeKRlPzBTHgPcv5nH3oMebfysptJZf8ASMf+qeDwvJH5nF3hr/Fn5Xnp JZ/9Ix/6p4+F5L+Zxd4d/ir8su0ln/0jn/qnj4Xkj8zi7w7/ABT+WvaS0/6Rz/1Tx8HyX8zi7w0f M/5cdpLT/pHP/NGPg+S/msXeHf4l/LvtJaf8iD/zRj4Pkj81h7w1/iP8vu0lr/yIP/NGPg+S/m8P eHf4h8hHo9r/AMif+bMPg+S/m8PeGv8AEHkXs9t/yJ/5sx8HyR+bw/zg79PeSD0e2/5E/wDNmPge S/m8P84O/Tnkvs9t/wAiv+bcfAPcj85g/nBr9NeTuz2//Ir/AJtx8A9y/nMH84OGr+UiaB7f/kXT /jXHwD3L+cwfzgmltc2s8Ia1kR4hsDGQQPbbExpyYZIyFxNheTgZrScVWE4qj/L3/HdsP+M6f8Sx VmN0f9Il/wBdv14FUCcVWk4qsJxV5f8AmX+kNQ8xWel26tKTGv1e3Xq0srEfeaAZl4KESXn+1TKW WMB3J+Pyz0bUfKOkweguhakr89ZvL4OswSJeMhRX4qVaSRKbgAEe+QOUiR6uTHQxliiK4Zdb5sB1 P8stXXXNS07S5Y9Qh0/0iblTTks8bSpRRy34o1aeGTGQVZcOWhlxmMTdfpS1fyy82TS2kSQR+pe2 wvLcGRRyiYxgEeJ/fLsMTkCY6LJty3FoS/8Ay383WFtNfXFmPq1msU1yyyRsUjlJCMQGrvx+eR4w Wz8pOO5Yhk2hkNh5WhutKOoNqlrABbvP6Erqrl47hYTEF5V5FG9QVG4+/ImW7fHBcbsJzH+W0U2o zWlv5l0j0opnhFzNciJW9OON+Y+38DerRSCd1ODj8mX5TehIKdj5Ahukl/52LS4WjlmSskxClIWR eYNOXx+pVBx3AOPH5MRpL/iCK1H8s57G4niGt6bMbeF55Csx2EcMMvgdnM/FD+1TthGTyWWjI/iC kfIAS5ihbzBpFJjMBKLklFMMgjIYhTTkDyXxHvjx+TA6Tf6oqmm+RILyyjun8w6ZbepHFN6Uszcw j+rzBULyDxiGvGm9RQ1oCTPyYx0li+KKppvkOK7SCRtf0y2jndkQSzUkHGRo6soqFrw5CrdDicnk sdGD/FFUl8iW6SXyRa9pziyneJXaZVE0aw+sskdC/Ll9mnZtq4fE8kHSDf1R2P6LVX8gGMKG17Si xIHFbjlQkSUGw8Yqf7JfHHxPJTov6UWtL8ji8sPrU2tadZS/GDazzASqyS+kVYCtK9RSophOSujC Gj4hZlEeSvZeR7e4nVW17T4LdpniMskvxBUkSMPwXl9sy/Dv2JJAFcfE8lGiBP1xq1/+Bozqd5ZR 67prC1RHS4aakc3NC9I2AYVXiQan+GHxNuTH8kOIgTjsjH/Ly3SSGEeY9LkmnMgDLMPSQxip5uaU 5fs/Dvg8XyKT2eP58bdDpbeX/MdpaQajb6hFdJWR7Vw6dWXi1CfiHGuCZ4ok026WBwaiMRISEudf FlJOYj0awnFVpOKo/wAvH/c9Yf8AGdP+JYqzC6P+ky/67frwKok4qsJxVaTirA/PujawNUtNe0tX eW1CV9McnjeJy6OF7jfMnDMVwl0vaWmycYyw3pvSfzP1jhqj+ZLC61RrqFILWxSLhahRz9T1F8WL LvxJpjLENqLHDrcnq8SMjfStnmlqfMtgS1j9ctWLBiYRIh5BWQH4abhZGH0nLTwlwMccseQkPm79 L+eojEYrvUkNvH6MBV5hwjqp4LTovwLt7DI1FuEs/wDS+1DXGreeJ0eG4u9SlglRYpY3edkaNCSE IJpxFTtkSItsZZid+L7WP/ovU/8Alkm/5Fv/AEw2GPhS7iyGz1zVLfyvJoA0CCRZZRM1+9vKbiod XA5AhSPh47joT45Ghd23CUxDh4fsT9/zE1lwSfKWmCUn4phZPzKdOBJP2Qvwgfy7dMjwjvbfzE/5 n2Kt5+Zvmi5uvrsfl2xtNQ9UTfXYbN/Wqsfphebltv2vZtxiIDvRLU5OfBv7lWP8zNdFybqTypp0 103o8riS0lZ/3HHj8Rbr8Aw8A71/Mzu+D7CgbLzbeWkMES+U7CYRRiN2ntGd2NXJbkONP7zbwoN8 PCO9rGaQ/wAn9i/SvOOsafpstinluxl9WJoRcvZt6yq6kGjih6mu+JiD1Ywz5IiuD7ETZ+edVguL iZvK2mzC5jgSWGSxb0ucHqUlVFKqrt6x5EeAx4R3qM8wSfD5107r/WiLL8wdcgsI7KTy3YXUKEs3 r2juXJYGrknelKDHgHekarJVGF/AsPksr15GdbOSNWJIRUegB7CtTlokO9wJYpk/Sfk2thf/APLN L/wDf0w8QYHDP+afkqLYX3/LPL/wDf0w8Q72PgT/AJp+SoLG9/5Z5f8AgG/ph4h3sTgn/NPyVFsb 3/lnk/4Bv6YeId7HwMn80/JkHljQr0Xsd5cRtDFFUqHFGY0oNjvTKc2QVQdn2boZ8YnIUAzAnMR6 JaTiq0nFUf5dP+57T/8AjPH/AMSxVmF2f9Jl/wBdv14FUCcVWk4qsJxVQuru1tIGnupkggTdpJGC qPmTthAJ2DKMSTQShvOvlP8A6u9r/wAjV/rlngT7i2/lsn80/JTPnfyj/wBXe1/5Gr/XHwZ9xX8t k/mn5LT558oD/pcWv/I1cHgz7ij8vk/mlTbz35P/AOrxan2Eik/dj4Uu5fy+TuKX3H5o+RYK8tUV yOgjjlev0qhGSGCZ6Mhpch6IX/lb3kc/8fcn/ImT+mH8tPuZfksnct/5W15IP/H3J/yJk/5pw/lp 9yfyWTud/wArY8lH/j7k/wCRMn/NOP5afcv5LL3Nf8rU8mH/AI+5P+RMn/NOP5afcv5LL3Nf8rR8 mn/j7f8A5Eyf804/lp9y/kcvc7/lZ/k8/wDH0/8AyKk/5px/Kz7k/kMvc1/yszygf+Pp/wDkVJ/z Th/Kz7l/IZe77Wv+VleUT/x9P/yKk/5px/K5O5f5Py932hr/AJWP5TPS6f8A5FSf804/lMncn+T8 vd9oa/5WJ5VP/H03/IqT/mnD+Uydy/yfm7vtDR/MHyuf+Ppv+RUn/NOP5TJ3L/J2bu+0O/x95YP/ AB8t/wAi5P8AmnH8pk7l/k7N3faGv8d+Wj0uW/5Fyf0x/KZO5f5Ozd32hM7HVbDUI/Us51mUfaps R81NCPpymeOUeYcbLhnjNSFIgnINawnFVpOKo/y4f9z+n/8AGeP/AIlirMbs/wClTf67frOBUOTi q0nFVpOKvIPzhv7mTWrexLn6tDAJVjHTm7MCx+hQM2mhiOEnq77suA4DLraLufIHlu90qwv9L0rV 5dPvY1KajZsl5Mkm6uJ7IIjUV1I5I4Hhj40gSCRfy+1RqZiREjGx0O3yKTWXlrQtA8zXHlzzLZya tLe/VxYNYnjMokJYVR2jaN2+FWR9xv7VMpmUeKOzKeWU4CcDw1d2yjSPy58penYQ33lXXDezKtvd sfSEfrPCQ7LymWnFqsCem22USzS3ohxJ6ie9SjTHPPGh/l3ommmKPR9WsNTuhy0z63woHR1ErOQ7 VShotK9670yUJTl1FM8U8kjzBHV5PmS5j03yfJfXXlbTNN+vaDBbfW5JY4tSkYSckuLd2EyVZOEn EdV3VT9ONkoSJ3cPLQkTUvh8WRWWlRz2WrQzT+S0l1ocoZWlWM2fKGIfugAwVVXYAfFzq1aA5Ay3 H1bNZluPr2+1DaHrVlN5ZkkeXy9Y6naNJLb2UtqrO5tre2jDxT+pRHnMYWnEfaZuqihlHf8AiplO B4v4iP7UdpMELR6Xa3M/lI2um2bXsYMu8s81i1qsc4c8WfmkbyDrUA4k8/q3/WiR5n17n9NrZbm5 02X9JrH5Vkk09xOssEIWF5IHZGjjkUoGl/0gScR2ANRjz29SQL29e6vdgNdFVufJ3owi4gSJ0VYm Nw8QMqpGZFJKWoIaoPxMvhiP85Y8uU/x/ap6vrEcemSXMcflS59OKSSSKOFElKTLH+5iIY7Ibz4D saocMY716kwhvXr/AB/Yir2PSptVs9IVPLQi+srqouI7hY7dUtLqSlnM/AiTlFPxFUA478TTGNgE +ruWJIBl6+75jmpW2nvLfXNpG/k+SZ0mskAJZXMzC4DwgD7S+vwQ+3HCTtfrSZUL/ed/6P0Iua8e a30qL0fLLtPOLFUtfhlhiUylnBYyNHU8m5en8JKnrUYAOf1IEef19620hgiSe7d/Kck9xDA0aysk qfuFRWDg8SHkE5ZnHUofh3qCT09aSTy/eINtYuLDTb27Fv5WuUt3eO4tEjVnuPqsvp1VNuQczeop Wmy/Rk+GyB6mwYxKQF5P1W80v76S/vJLuRVR5KVVa0+FQvevhmbGNCnZwhwikz8oTyxa/aiNiokJ Rx2KkHY5Vqog4y4+viDhN9Hp5OaV5haTiqwnFUw8tn/nYNP/AOYiP/iQxVmF4f8ASpv9dv1nAqgT iq0nFVu5NAKk9hirzH81fLOpXF5FqtrE08SxCGdEBZkKkkNQb8TyzY6LMAOEu57M1EREwO26r+Wn n7TdCluLvzDHezXS20VhYR28IMcVrH8TDjVBVnoSe5375LUYTLaNd7ZrNOZ7QquZ36sKsZdBs/ON xfmHUP0THJLLpzxLwuUepaAk1A+E0rvlsrMK2tvnxHGBceLqzi48+eRTcQzI/mhXChZZxcyCVipc qxJmIPH1KD2679cXwpf0XB8Cf9BiP5hap5U1W3tToq6tPfrccrmfUizgoEClkLM5HIgV6bAZPGCL umzDGUb4uGq6MCt9D1u5p9X0+5mr09OGRv1A5cZx7285IjmQzby/qfmjSrSzs7nySupw2aSorXVl cGQ+rMk4qw2+B49tuhINa5TIRJvipx58EiTx18QjB5n84hLCOPyRbwpYSmdUj0+4USFrcW0ivv8A ZdVBYDqRg4YfzvtRw49/Xz8wutfMvmWK0hhl8hWk0sBj4zPpjDmiVqsoCVY/ZowI6b1rjwx/nfap jC/r+1DadqnmG0sUtZfJMNw0cXpid7CXmzBZUVpNiG2m3pSvFd9skREn6vtZyECb4/tRn+K/Of8A pI/wjCBc3cd6R9RnojI1szRqCacJDZJyHu2Dhh/O+33/AK0cGL+f0rmPP9apB5t81xSrKvkq1Hpy rNCg0+cJGw9D7AB2qbUf8E3jjwQ/nfavBj/n/aPP9bHfMlv5k13WbjVZNAls5rpuc0VtbziMuTuw D86E98uhKERXE5OLJjhGuIH4hLR5c8w/9Wu7/wCREv8AzTlniw7w2/mMf86PzDY8u+YP+rZd/wDI iT/mnD4sO8fNP5jH/Oj8wvHl7X/+rbdf8iJP+acPjQ7x80/mMf8AOj8wvGga7/1brr/kTJ/zTj40 O8fNfzGP+dH5heuha5/1brn/AJEyf0w+NDvHzT+Zx/zo/ML10LW60/R9zv4xOP4Y+NDvHzX8zi/n R+YZP5U8q30F7Hf3y+iIqmKI05MxFKmnQDMPU6mJjwx3ddrtdEx4I72zMnNc6VaTiq0nFUw8tH/n YdO/5iI/+JDFWYXh/wBLm/4yN+s4FQ5OKrScVWE4qtZsVUDd23+/k/4IZHjHey4D3LDeWo/3cn/B D+uHiHevAe5ab20/3/H/AMEv9ceId68B7lNr6zAJNxGAOpLr/XHiHevAe5i+u/mf5W0vkkc/1+4G 3pW1GWvvJ9j7iconqoR83LxaDJPpQ82O/wDK7Lc/9Kl/+R4/5oyn895OT/JR/nfY7/ldFuf+lU// ACOH/NGD895fan+ST/O+xv8A5XJbn/pVv/yOH/NGP5/y+1P8kn+d9jv+Vw25/wClW/8AyOH/ADRg /P8Al9q/yQf532N/8rctz/0rH/5Gj/mjH8/5fan+Rz/O+x3/ACtiA/8AStf/AJGj/mnB/KH9H7V/ kc/zvsb/AOVqQH/pXP8A8jR/zTj/ACh/R+1P8jH+d9jv+VoQH/pXt/yNH/NOP8o/0ftT/Ip/nfY2 PzMgP/Hg3/Iwf804P5S/o/av8in+d9jf/KyID/x4t/yMH/NOD+Uv6P2p/kQ/zvsd/wArEhP/AB5N /wAjB/zTj/Kf9H7U/wAhn+d9jf8AysCE/wDHk3/Bj/mnB/KY/m/av8hy/nfY7/HkJ/482/4Mf0x/ lQfzftT/ACFL+f8AYmul6/ZaiSkdY5gKmJ+tPEEdcy9PrIZdhsXX6vs7Jg3O8e8JgTmU4KwnFVpO Kpj5aP8AzsOnf8xEf/EhirML0/6XP/xkb9ZwKhicVWk4qtJxVgnnddb1bVU0Swb07ZIBcXbs/pxh WbjylY/sjYAdyaAE0zU66cpT4Byp3/ZcMcMZyS+q6H7EDp/5T2ryFdV1kWYZxBCFt5Q7y0DuBHP6 D8UR1NePfMeGmH8Rr4f2OXk7QP8ADG/j+q2Ged/Kd15X16bSLiZLh41V1mjBAKOKrUHoadRv88jk xmEuEt+nzjLDiApPovyQ8zXRja2vLJopRVGd5FNFIV9gjD4WNOtcujppFxJdoQHMFg/mLy7qOgat +jtQCC5VYpDwPIUkUOOoG4rQ5XKJiaLdHIJxsJJizer+SNHin8safLP5Lg1yKWQst+Lv6tIzpcNA I5Kgbc7iPau469PhyMcdvpt1+edSPr4fhf45I278qafb2Sm48jpbz6uvo6UBqZYxz+k86l6uijmj bb/s0pUiqYUPp5+aI5STtPlz2ai8sadaeYVsrryhCkkqXOpwRS38skX1ZePGHnEsnJ0MLhetS2+2 DgANcPnzZeKTGxPuHLqmQ8l3b3GpXEfka3jM1tBp1rZvfQkxXDK6G5TbgT8Klv2qiu9WpLwzv6fL mw8cUB4nW+XTuSoeVGl8u6nd23k5OF6stzZXv19WNpArIAnBjVijRtyPWjeAyvg9JIj9rd41TAM+ XlzRGteS0t4b/wBPypHbqEvGtJDf85CIAgJSNHlq8RRuSV35Hw2Z4qv09/Vceosj193T8c0utPO3 5cLeRST+S0EHwpNxuXc8FjEVVQhVLfaY13LUNa75EZcd7x+1tOmzVtk+xLLzzD5Okjtfqvl36vcW 80Ess/1hmEyx/wB6jxMGQLJ1ov2ffKpTj0DfDDkF3PbfomcnnXyNNb3Jl8nQm9uU3lS4aKNJAoAK RRoiovIVovXvkjlhR9O/vYDTZQRWTYeSEHmLySROp8sUWSdZICLuTlHFSIPFUj4q+m5BPTlkOOH8 37W3wcu3r6d3vVl8yeSfUuXfyqretJC0Ci7mVYo0VFlQU+1z4sQT0r3weJDf0/avgZtv3nf0DVz5 h8oPYvDaeXBb3DO/783Ly/u2Zyq0ddiqsg5DfbIynCto18WcMGXiszse5Ca9qfl+9EH6J0n9FlGl M59d5+Ycr6YHIDjwofv9shklE8hXxbsGPJG+OXF8KUvLxI1i1I2+L9YOT0n97H3tfaI/weXuZ8Tn SvErScVWk4qmPlk/87Fp3/MRH/xIYqy+9P8Apc//ABkb/iRwKhycVWk4qsJxV55+YUeqWOs22sWb vEPTEa3EZIKOpbuOmzbZpu0YyjMTD0vY84TxnGed3XkkZ82wzR2099E5vtOne6sUgCw27SOIgOYi 9N04+gGLKeTeI65iDL39HOlpSCRHlIUb3PX9bHPMGsahrWqT6nqEnqXVwaud6AAUVVqTsoFBjKZk bLZjxRhERjyDIbT8wNBtdItdPfy1BMYoyt1M7RkysYuHOpiLKeYD7NWvfL45RVU4M9LIyJ4vx82G 67fWuoa1cXtpaLY200nKGzQgrGuwCghUFPoyJNm22MDGNE2UNpHlzXNYfjp1nJOK0MgHGMfN2oo+ /LIY5S5Bqy54Q+o0ySD8tPPEDK8PCJ1+yyThSK9aEZd+UydzjHtDD+A1/wAqy840AKRkL0HrDbtt g/KZO5P8o4fwF3/KtfN/dY9gQP3w6Hr9+D8nk7k/ylh/AXD8ufN4NaJUGv8AfDqMfyeTuT/KWH8B sfl35rApxjAoRT1RSh64PyeTuT/KeHz+S8eQPNYNfgrua+r49cfyWTuT/KeHz+TQ/L3zIP2Iv+Rg wfksncn+VcPn8lw8geYR+xF/yMGD8jk7k/yrh8/kuHkPzAP2Iv8Agxg/I5O5P8rYfP5Lh5H14fsx /wDBjH8jl7k/yth8/kuHkrXB+zH/AMH/AGYPyGXuT/K+Dz+S4eTdaHVY/wDg/wCzB+Qy9zL+WMHn 8lw8oawOoj/4P+zB/J+XuT/LODz+Sc6J5b+pTC5uXDzL9hV+ytdq1NKnM3SaDgPFLm6vtDtXxY8E BUeqeE5snTLScVWFsVTLywf+di03/mIj/wCJDFWX3p/0yf8A4yP/AMSOBKGJxQtJxVaTiqlKqSIU dQ6NsysKgj3BxIB5pBINhANoGgk1Om2pJ6kwR/8ANOVeBj/mj5N/5vL/AD5fMqbeXfL3/VrtP+RE X/NOHwIfzR8l/NZf58vmVM+W/Lh/6VVn/wBI8X/NOPgw/mj5I/NZf50vmVh8teW/+rTZ/wDSPF/z Tj4MO4fJH5nJ/Ol8yxPzt+aeieWo20/TljvNTQcBbx7Qw02/eFfD+Rd/GmJmBsHL0ugnl9Uto/ek +geYfzh8wWNrd6TFplz9ajnmWAukUqQ2rrHJK6ySJROTUBrvvkOMuVk0mngalxJhfH897KKOSXT9 OYSpHIqxyQu3GWVIV+ETVP7yRRUVHviZyYx0+lPWX4+Dfp/n42q3GlppVk97ax28s8YaMBVuxIY6 FplDH9y4NO4+WPHJPgaSuK5Ub+z4IfVLv869Mnjt7ux08XEkVxP6SPGxWO1BMpZhLx24natcBySD KGl0shYMv7fgrXsf572blLjSbNWE0Nvs8R/eXE0cEXSbYNJMoqfn0Bx45Ijp9GeRl/Zv3I2LQ/8A nICS5MDaTYRMGKlnkiC1ADdpiT9odMeObE4tFV3L8fBBRQ/nhPfXFlDpllJNbXbWEpDxqPXSFZyB zlU0McikH3x8SbYdNowASZbi/wBHcpRn86ZLV7lNMtGSKc2sqgryScOiemQZBuWlWlP4ZHxZMvym jurl3/jZELZfnY9xHbLYac1zLKIUhWaFm5NFJMpakxCho4GZSeopTrj4k0fltFV3Ov7B3ea+DS/z wmjEo0yxWLh6jOZYTxShPJlWYsBsR067Y+JNJ02hH8Uvx8EJbf8AK4rm1sbqLTbMwak3GzYsi8z8 XZpR/vs/h45Hxp/NmdHogSDKXp5/ilsR/N2WK5lGn2Sx2kMFxMXeNfguYjNHxrL8TFFPwjfHxpsj otECBxS3v7Nu5HnRPzrWSKOXTLGJ52MduGli/eSfGQgImNCfSNOVBh8XIw/LaD+dP8fBD6Z5ovl1 648ua9arZa1bMyMsbB42ZRUqCC29Nxucsx5rNFx9b2WIYhmxHix+fNkZOZDplhbFVpOKpl5XP/Ox 6b/zER/8SGKsuvj/AKZP/wAZH/4kcCocnFVpOKrCcVeYfmr5y1ez1K08v6TO1m9wqPcXSVD/ALxy iqpWrClKnjvmNnyEGg9D2PoITgcsxxVyCnZ/lnr8trG955lvY1uA9wNSSdTDFbLVleS3lmiuTzi/ eFqAICOW1SKRbkz1eK9scduldffVc/mxvzB5D/MvTdUawtdUn1IiFLgPFdPGQJbg2yoUldTz9Qfs 1FCCDTDbZjz6eUbMRH4eVpQvlX83pYjNDFqc0QVHZ453cASRiVQ3FzRuDA0O+SBTKem/o/JK7y38 /WMS3N5dXaW1V5MbosKM/DoHPfbHiQRhOwAv3MTJJNTuT1OTb3sX5aeVYNX8u2BXyTHrEvrMbvU2 1R7VpIJHlijj9JDWP96tOVN6e+CvJ1upymMj668qtPn8kyXt/FFZ/lyscVhGt1qEX6ZVxNFMk8MV JmeoQTQ8/hP7G/bBw+TUM9DfJz5en3foU9T8uS6RYT3moeQxBpz3AZIl1gyI0qRKFjb0mdmaN452 Xk3w+oVrgIroyhk4jQnv/V/Hl8kbqPlfTp5Z9N/5Vh9VvorSYxuuqsxUpKkAdzySifvKsx6qeX2d 8SPJEMxG/i7X/N+KjceUdO07R7q7vPIMkzS3d3LcEaopFtbcA0KRSpNIrSj1EkXnHuoLDl1AIroy GYykAMnQfw8z8lK88qaij6dFb+Qltp7a7lvZQdSjlS5it5Io5YDzJPpj1lH2v1HAY+TOOYb3k5iv p5eabXfkHV7iW2ubnyFbwQQNwu9Pj1lIomublrUeoqF+EZkSJ4go3IkXuoyXAe77WuOqiAQMh9/D 0F/2/BL08s6VPZ6Pcr5HcLqOoSIifpECSkccyrAx9QVDyWxk9VuO9QBQCsOHybfGkDIeJyj/ADfd v9vJY3l+0TR/rx8iQW831IXDStq5kZi0AdZI4XMjKBzU/wDCk75EjbkyGU8VeIef83zTa+8l3OoX FnLp35bpZNFcxteFdajKyxRc4WhZeQA5unWnxU36nJmF8o/a1w1IiDxZb229HxtI9O8l6xdW9lcW 3lH0nvbF/qc66okFWNzEpkCckC1SYQ8duXI9crECRy5uTPUxBIOTlLf030P6rd5yTQ/Lo0u4vPJY s7eOT0p/qupSSCRlgMq/vFUOtDdxupLHoFFKYyA7vtZaXjy8QGSz5x8/2F515u13StT1drjRLKTT LEAhYHlaV2Yyu/quzEnkwfxNPHAQHb6XDKEameIteTC7+a9PYkuxkJJO52UknJ4x6g1dq0NNP3PZ yc2L5+tJxVaTiqZeVj/zsmmf8xEf/EhirL74/wCm3H/GR/8AiRwKhicVWE4q0TiryX8w7fTLf8xN Lv8AXImbR5IFXmAWj9WMuVEoHxNGGZTIq/EV6b5hZx6nquyJylpZRgfWD9hrl+jzRPk+80uHW9T0 rzZ5pjN15hWSMTWj+tb27zI4DvM49EclZeIWoXavEj4a4gXuz1UJGAljhtDv2Jry5sI88+ZbKPzL bQ+WdTvJNJ0e3t7K2vTK4llFsS5kG60Ad24CgAHSmSPk5WnwE4ycgHFIk172Sr+ZPkOG1giguPMU cgngaYi7l4iGOgZVAuOw+x3GEODLR5b3EPl+xgfmnzFYXs9hDosl4lkLOCG/iu5Gk53KuWkdeTy0 DHidqd9sNORDCQDxVdnl3IDyp5K1zzNdenYRcbdCBPeSVESfT3b/ACRvloBLVqNVDEN+fc9CX8h5 U+x5hZdqbWpG30T++T8J1v8ALA/mfb+x3/KjJwajzC1elfqx+f8Av/3x8FP8sD+Z9v7Hf8qNm4cD 5gYp3X6safd63vg8FP8ALI/mfb+xs/klcVLHzC5JBBP1c1IPUf33tj4Cf5aH8z7f2NH8lZyCDr7k Hcg2532p/v7w2x8Bf5bH8z7f2Ll/Jy8RJI18xSBJRxlUQMAw5B6MPW3+IBvng8BP8tj/AFP7f2LT +Tlz319zuD/cHqNwf77H8uE/y4P9T+39i6H8obuBleHzBJGy8grJAykcgQ1KTdwxB+eP5fzSe3Qe eP7f2LD+T89KfpxiOPGnoH7Ph/fdMH5fzZfy8P8AU/t/463/AMqkuAa/px69a+geta/798d8fyw7 1/l8f6n9v/HXD8qLhCCuuOCBQEQkbeH977YPyw70/wCiAf6n/sv+OrW/KeVl4trLMuxoYCRsKD/d vhj+W82Q9oQP8n/sv+OrR+UgBFdVqO/+j/8AXzH8t5sv9En+1/7L/jrIvLvk7S9DZpoS090w4meS lQD1CgdMsx4RHfq6rXdq5NQKO0e4J4TlzrVpOKrCcVTPysf+dl0z/mJj/wCJDFWX35/024/4yP8A 8SOBUKTiq0nFVpOFUFqel6dqlq1rqFulzbsa+nIK0I7g9QfcZGURIUW3FnnjlxQNFjZ/KzyF/wBW v/kvcf8AVTIeDHuc7+WNT/O+yP6lh/KryD/1a/8Akvc/9VMPhR7kfyvqf532R/UsP5U+QP8Aq1/8 l7n/AKqY+HFj/Kuo/nfYP1LP+VU+QAwYaXuDUfv7n/qph8OKD2nnP8X2D9Svq2r2Oh2aaZpUSRPG oVI0ACRL8v5j/acwNZrBiHDH6vuaseM5DxSSy0tvOl3Zx3lqLq4glZ1QxMZGJjpzJRSWAHMbkUzV jJnIsGRckxxg0QFc6Z56V40aC8BmVWjJ5cWDoZFAbpUqp269uuEz1HfJeHH5KZt/OCmANDeg3K87 cFJP3i8eVU2+L4d9sgcuo23lv708GPyXraebS06mO6VrUVuFYMpSil9+VP2UY/IHB4uo33lsvBj7 grR6Z5yf06W14RKoeNuD0KleVQelKY8ep75Lw4/Jv9H+bAOXoXTJwWQuqsy8HQurchUUKgnInJqe +S8OPyXrpvmkyNF9XufVWv7sqwY8W4GindqMaGmPi6nlck8OPyVho/mzmE+qXTORy4qjMaEK3avQ OtfCuDj1XfNeHF5Npo/mdk5i1uGQAlmCkhQrtG3M/sUeNgeXhg8TVd8/xt+heHF5L/0R5jEDTm2m MKsqGQCqlnPFQCOu+22A5NVV3Kk8OLlsqW+heZbhwkdnOSW4AspVeVStCzUA3UjGM9XI0DNBjiHc 1aaXrV3cNbQW8rzLUMhHGhB4mpagG+2Qhm1UjQMrZGGICyAsu7O/s3RLuJ4HkXmqSCjceRWtDv1U 5Xk1WpgfVKQTHFjPIBTDEjfrmy7M7UnKYx5N75Fx9TpgBxRWk50br1pOKrScVTPyqf8AnZdM/wCY mP8A4kMVZdfn/Trj/jK//EjgVDE4qsJwqtJxVK9W1KW3KxQD964rWlaA7Cg8c03afaEsJEIfUXL0 2nEtzyUpF1G3Rf0lqkdhO4qts0RkkA7GQRo3Cvgd/bML85nj9eQRPdQv40Nm/wAGB5RtKtUvtesb kQG6SXmqvDLEqMkiOKqy1UHf3FchPX6iJriv4D9SY4MZHJLpPMGvKzL65DLXkvppUU61+HEdo5/5 32D9Sfy8O5QbzF5g4h/XPpluPP00pXrSvHrkx2hn7/sH6kfl4dyRu7OxdyWZjVmO5JPc5iE3uW1l OmeZNPsvLi2sNzf2+qASBXt5HSIc5oyaj1AD+6RhsvU7+OZMMwjCgZCX7f1NZgTLpSPk82aOltcp BeatJOrSNp8ss5HAj01tyeLgVRPUHTv8qTOojRoy8t/l+lAxnyRs/mbyfPBFH9b1lZLP1fqEvJC0 SyRhAgPOvH4RkpZ8RHOe3JAhLyQkvmXSBFqZgv8AV/XvGiWMvMKNEBGJPVow5MB6qrWooRlRzxqV Gdmuvu5/ayGM7bBVj8xaGv7oX+rm3VCkIMg/dhJkMYUBgP7pD/sqY+PDlc6/b+peA9wR8fmby1aN cx2uo6tJBJbJDEsnpyDeN1ZeLFQOHJQDQ96eOT/M443Up1X6GPhyPMBjcnmTXWuUmGozmWFWjin5 FX4Fy+5BqasxO5OYEtRku+I7N4xx7l3+I9fYqzajckqCFJlfYMAGHXuBvkTqcn84/NfDj3KkXmLX Y0ljW/nCTgiZS7HkGYu3XxZ2J+ZwDU5BY4junw49zcWt6uiqovJeClWCFyVqrBx8J2+0K5Hx5jqU 8Ee5WTzDrqkldQuF5HkaSMN+Raux/mYnH8zl/nH5r4ce5qDVdThlaaK7mSVyS7q7Akk8jU1/m3ys Z5g2Cb96TAHo65vby7kWS6med1UIrSMWIUEkAV7b5XkySmbkbZRiByWrsD8sy+y4GWojXRp1JAgV hOds6daTiq0nFUz8qH/nZtL/AOYmP/iQxVl2oH/Trn/jK/8AxI4FQpOFVpOKrCcVQtreQ2Xmaxu5 2EcKEcpCocKDUVpv0r238M5zXzGPWRkdhX63YYBxYiAj9R0Hy/qWo26WkiSvM7MfRljMs+3LhwQk R9yzFRxH8x2EJ6fFkmOEg33EWf1e/wC9lHJKI3SDzU1tZ3+kalZ3EUs4ijka0j5BIGhb4Y9iGAFK bnlUEnrlGpIjKEokXQ27q6fjdsx2QQVK4/MjVnAH1KzUguSwR6t6iupDfHuP3pyf8oSPSLH8uO8p Lrvm6+1e0ktJre3ijluxekxKwIf0hFxFWb4SBX55GepMxRA53+hlHGI7+SUaNo0+pT0FUgQ/vZfD 2Hvlul0sssvLqwy5RAebJ/8ACmjj9l/+Czb/AMmYvNxPzU2v8MaSP2X/AOCOP8mYvNfzU3f4b0sf sv8A8EcH8l4fP5r+am7/AA9po/Zb/gjj/JeHz+a/mptfoLTh+y3/AARx/krD5/NfzU3foWwH7Lf8 EcH8lYfP5r+am79E2Q/ZP3nH+ScPn81/NTa/RtoOin7zg/knD3H5p/Nzb+oWw7H7zj/JGDuPzX83 Nr6pbjsfvOP8kYO4/Nfzc3fV4h2/E4P5Hwdx+a/m5u9OMdsf5Hwdx+a/m5u+Edv14P5Gwdx+a/m5 rS33Zm4NLjxCoCmmeWU+ZWE5kMGicVWE4qmnlM/87Npf/MTF/wASGKst1E/6fc/8ZX/4kcCoUnCq 0nFVpOKoe5t4rhOMgrToe4zG1Okx5hUw2Y8soGwgv0NbK4dJJVdTVWVgCD7GmYA7ExDkZfMfqbzr JdwUG8vWJ/bk+9f+acI7Fxd8vs/Uv5yfcFFvLOnn/dkv3r/zTh/kfF3y+z9SPzku4KR8p6aTX1Jv +CX/AJpyQ7Jxd8vs/Uv5uXkmlvbwWsKwwIEjXoozY48cYCo8nGlIk2VxOTQtJxVYTiq0nFVpOKrC cVWk4qtJxVaWxVLNf1WXTNPFzDD9YnklS3gi3oZJAxWoG5HwdBvmZotMMs6JoAW42qznHGwLJ2Sg +bLqNmt7m40yG/VuJgEd3Igb+VpY5GWtdvhqPfNn/JuPmBKveHC/OzGxMeL3H70Pd+ZvONteTWcu iwm4t6eqiR3D05dDVJSN6YY9naci+I17x+phLW5wa4RfuP61FvN/miMF7jRESFN5GEVyhCjc/Ezs o+kYf5MwHlI37wj8/mG5jt7iyzkDuOh6VzQTjwkjudyDYtaTkUrCcVaJxVNPKZ/52fS/+YmL/iQx Vluon/T7n/jK/wDxI4FQpOFVhOKrScVWk4qkGryealuZv0eiPbH0vTBEZcUYGSnJ0BqtRQ/QRmZh GEgcXPfv+HRoyeJ/D+PtQ2m33m9pWgvbVeMVQ8/poOR2IK0nodj4fj8OTy48FXE8+n4j+PtY45ZL oj8fNszecYlXhBDOZKc/UKj0/hVT9kryHNi3+qKdSMjw6c9SP0/gfaknIOQDUt35z5SBLO14qSsZ LH4wTwDfb+EAjmR/Lt9rEQ0+1yl+Ph8PfvyQZZegH4/F+7zXS3vmcxwmKxjEhDGZHZSoJoVAYSbA AkE0NWHQA1wCGGzcvx8vwPPZJlk22/Hz/H2qdld+aBPGLu1VoGqZCojVhXlQCkzAU+H+au+4puck MFHhO/x/4n9XuWEslixt+PP9aFtdV803TUWyWNVlKSNLEyUFV3AeVSy0LfEOtPsiu054cEf4r26H 9n2fawjkyHp17v2/b9ncu0/mkgOsMKFgoaI0cL8Rqah0JJUjvlfDg5Wfx8Gy8nkpm681s1DaxIFV TsVALUHJa83NCeXYU23PaXBg7z+Ph+PJAlkvl+Px+CsW481BA7QIzkgGMhBQHlXYSbdF35tSp2OJ jp7q/v8A1e/oPggSy1y3/Hn+kqX1vzgqzJ9UicrGnoSsVq0hpz5gSKKden45Lg0xr1Hmb/FMTLNv sOlfi/x5qi3fmYci9nEQx+AKQCo5OPirJQ/Cqnb+bptkDjwdJH8V5e/5MxLJ1H438/d81kd35int j/o4gnZ0MbsqhQnJeYZDIW6E06H5bVMseCMudj8eX6/igSyEcqP48/1LEm81emxMUPPkxCsAaArV VBWUdDtU4THT3zP4+Cg5a6fj4r/MV2tvZWE8pEfG/hq5pRGMMwD71+wTWuWdmxucgP5v6Q16yQAi T/O/QVH8tPLWmWWuRNqEok1oB+OnunD0FFDHcRTOeMrsRRfTVgAeXLuNlrM0pR2+nv7/AC8vi4Wj wCMvV9Xd+nz+DvK3nnSrHzBrWp61eW882owwrFLaxzhUMewjT1IWPwqioxINR+0cc+mlKEYxB2vn X60YNTGM5SkRvXK/1K3nH8zPLur6Vd2NpbGJ7j1OMymhb4aqJiYkLfF9gA7d/YafRThIEnl+Nt2e fW45RIHVFg/AvyGc/m+s+8u2hyC0nK2S0nFVpOKpr5SP/O0aV/zExf8AEhirLdSP+5C5/wCMr/8A EjiqEJxVaTiqwnFVpOKrCcVWk4qtJxVYTiq0nFVpOKrScVWE4qtJxVaTiq0nFVhbFVpOKrScVQ19 Z2l9bNbXcYlgYglCSN16EFSCCPbLsOeWKXFHm15cUZipckNHpNnFaGyia4SzbZrZbm5ERB8UEnH8 MyT2jkJv037g0jSQAreveUF/hHy5/wAsY/5GS/8ANeT/AJVzd4+TX/J+Hu+1r/CnlxSD9SBp4yS0 /wCJ4P5Uzd4+Sf5Pxd32pqzEkk9Tuc15NuYsJwJWk4qtJxVNfKJ/52jSv+YqL/iQxV//2Q== uuid:23248afc-6ba5-c545-a743-0303ab9045d0 xmp.did:161a509d-9aab-4f93-8796-a2ffd1bccae5 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf xmp.iid:058f6dfc-193d-45d0-abb5-ebb1cbb0315f xmp.did:058f6dfc-193d-45d0-abb5-ebb1cbb0315f uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:1ab13254-bb64-894d-ac9b-faf1f90a306c 2016-10-31T10:07:08-04:00 Adobe Illustrator CC 2015.3 (Windows) / saved xmp.iid:161a509d-9aab-4f93-8796-a2ffd1bccae5 2017-09-22T01:23:55+03:00 Adobe Illustrator CC 2017 (Macintosh) / Print False False 1 730.758861 843.000000 Pixels Arial-BoldMT Arial Bold Open Type Version 5.01.2x False Arial Bold.ttf ArialRoundedMTBold Arial Rounded MT Bold Regular Open Type Version 1.51x False Arial Rounded Bold.ttf Impact Impact Regular Open Type Version 5.00x False Impact.ttf Cyan Magenta Yellow Black Default Swatch Group 0 White CMYK PROCESS 0.000000 0.000000 0.000000 0.000000 Black CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 CMYK Red CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 CMYK Yellow CMYK PROCESS 0.000000 0.000000 100.000000 0.000000 CMYK Green CMYK PROCESS 100.000000 0.000000 100.000000 0.000000 CMYK Cyan CMYK PROCESS 100.000000 0.000000 0.000000 0.000000 CMYK Blue CMYK PROCESS 100.000000 100.000000 0.000000 0.000000 CMYK Magenta CMYK PROCESS 0.000000 100.000000 0.000000 0.000000 C=15 M=100 Y=90 K=10 CMYK PROCESS 15.000000 100.000000 90.000000 10.000000 C=0 M=90 Y=85 K=0 CMYK PROCESS 0.000000 90.000000 85.000000 0.000000 C=0 M=80 Y=95 K=0 CMYK PROCESS 0.000000 80.000000 95.000000 0.000000 C=0 M=50 Y=100 K=0 CMYK PROCESS 0.000000 50.000000 100.000000 0.000000 C=0 M=35 Y=85 K=0 CMYK PROCESS 0.000000 35.000000 85.000000 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 5.000000 0.000000 90.000000 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 20.000000 0.000000 100.000000 0.000000 C=50 M=0 Y=100 K=0 CMYK PROCESS 50.000000 0.000000 100.000000 0.000000 C=75 M=0 Y=100 K=0 CMYK PROCESS 75.000000 0.000000 100.000000 0.000000 C=85 M=10 Y=100 K=10 CMYK PROCESS 85.000000 10.000000 100.000000 10.000000 C=90 M=30 Y=95 K=30 CMYK PROCESS 90.000000 30.000000 95.000000 30.000000 C=75 M=0 Y=75 K=0 CMYK PROCESS 75.000000 0.000000 75.000000 0.000000 C=80 M=10 Y=45 K=0 CMYK PROCESS 80.000000 10.000000 45.000000 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 70.000000 15.000000 0.000000 0.000000 C=85 M=50 Y=0 K=0 CMYK PROCESS 85.000000 50.000000 0.000000 0.000000 C=100 M=95 Y=5 K=0 CMYK PROCESS 100.000000 95.000000 5.000000 0.000000 C=100 M=100 Y=25 K=25 CMYK PROCESS 100.000000 100.000000 25.000000 25.000000 C=75 M=100 Y=0 K=0 CMYK PROCESS 75.000000 100.000000 0.000000 0.000000 C=50 M=100 Y=0 K=0 CMYK PROCESS 50.000000 100.000000 0.000000 0.000000 C=35 M=100 Y=35 K=10 CMYK PROCESS 35.000000 100.000000 35.000000 10.000000 C=10 M=100 Y=50 K=0 CMYK PROCESS 10.000000 100.000000 50.000000 0.000000 C=0 M=95 Y=20 K=0 CMYK PROCESS 0.000000 95.000000 20.000000 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 40.000000 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 40.000000 45.000000 50.000000 5.000000 C=50 M=50 Y=60 K=25 CMYK PROCESS 50.000000 50.000000 60.000000 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 55.000000 60.000000 65.000000 40.000000 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 40.000000 65.000000 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 30.000000 50.000000 75.000000 10.000000 C=35 M=60 Y=80 K=25 CMYK PROCESS 35.000000 60.000000 80.000000 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 40.000000 65.000000 90.000000 35.000000 C=40 M=70 Y=100 K=50 CMYK PROCESS 40.000000 70.000000 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 70.000000 80.000000 70.000000 C=93 M=69 Y=28 K=11 1 CMYK PROCESS 92.748910 69.268328 27.850765 10.736247 C=56 M=100 Y=27 K=11 1 CMYK PROCESS 56.490421 100.000000 26.984054 10.751507 C=67 M=99 Y=39 K=38 1 CMYK PROCESS 66.726172 98.516822 39.496452 38.254365 C=84 M=28 Y=100 K=16 1 CMYK PROCESS 84.048218 28.329900 100.000000 15.762569 C=84 M=42 Y=100 K=44 1 CMYK PROCESS 84.014648 41.794458 100.000000 44.068053 C=33 M=87 Y=78 K=39 1 CMYK PROCESS 32.867932 87.035930 78.167391 39.447621 C=42 M=84 Y=74 K=64 1 CMYK PROCESS 42.429236 83.663690 73.623252 63.918513 C=80 M=25 Y=42 K=3 1 CMYK PROCESS 80.233461 25.403219 42.276645 2.523842 C=88 M=45 Y=56 K=26 1 CMYK PROCESS 87.664604 45.465779 56.334782 26.440832 C=41 M=89 Y=0 K=0 1 CMYK PROCESS 41.235980 89.214921 0.000000 0.000000 C=64 M=96 Y=28 K=14 1 CMYK PROCESS 63.732356 96.246278 27.872127 13.562217 C=19 M=79 Y=100 K=7 1 CMYK PROCESS 18.600747 78.997481 100.000000 7.318226 C=31 M=83 Y=100 K=36 1 CMYK PROCESS 31.171128 83.291370 100.000000 35.519949 C=23 M=100 Y=100 K=19 1 CMYK PROCESS 23.327991 100.000000 100.000000 18.771648 C=33 M=97 Y=84 K=48 1 CMYK PROCESS 32.870984 96.606392 83.715570 47.556266 C=24 M=35 Y=97 K=2 1 CMYK PROCESS 24.301517 35.153732 96.893263 1.757839 C=38 M=48 Y=100 K=17 1 CMYK PROCESS 37.927824 47.925535 100.000000 16.620126 C=86 M=53 Y=14 K=1 1 CMYK PROCESS 85.580224 52.791637 14.010833 0.790417 Grays 1 C=0 M=0 Y=0 K=100 CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 C=0 M=0 Y=0 K=90 CMYK PROCESS 0.000000 0.000000 0.000000 89.999400 C=0 M=0 Y=0 K=80 CMYK PROCESS 0.000000 0.000000 0.000000 79.998800 C=0 M=0 Y=0 K=70 CMYK PROCESS 0.000000 0.000000 0.000000 69.999700 C=0 M=0 Y=0 K=60 CMYK PROCESS 0.000000 0.000000 0.000000 59.999100 C=0 M=0 Y=0 K=50 CMYK PROCESS 0.000000 0.000000 0.000000 50.000000 C=0 M=0 Y=0 K=40 CMYK PROCESS 0.000000 0.000000 0.000000 39.999400 C=0 M=0 Y=0 K=30 CMYK PROCESS 0.000000 0.000000 0.000000 29.998800 C=0 M=0 Y=0 K=20 CMYK PROCESS 0.000000 0.000000 0.000000 19.999700 C=0 M=0 Y=0 K=10 CMYK PROCESS 0.000000 0.000000 0.000000 9.999100 C=0 M=0 Y=0 K=5 CMYK PROCESS 0.000000 0.000000 0.000000 4.998800 Brights 1 C=0 M=100 Y=100 K=0 CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 C=0 M=75 Y=100 K=0 CMYK PROCESS 0.000000 75.000000 100.000000 0.000000 C=0 M=10 Y=95 K=0 CMYK PROCESS 0.000000 10.000000 95.000000 0.000000 C=85 M=10 Y=100 K=0 CMYK PROCESS 85.000000 10.000000 100.000000 0.000000 C=100 M=90 Y=0 K=0 CMYK PROCESS 100.000000 90.000000 0.000000 0.000000 C=60 M=90 Y=0 K=0 CMYK PROCESS 60.000000 90.000000 0.003100 0.003100 Adobe PDF library 15.00 21.0.2 endstream endobj 3 0 obj <> endobj 24 0 obj <>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 38 0 R/TrimBox[0.0 0.0 730.759 843.0]/Type/Page>> endobj 25 0 obj <>stream HWnGWoBݬw]I pX]?qHJ& ??YU|Okz?22?svua?3}?{HM?oO????.f+K?N奦hGS|\?fw?7gny?T F?tr?|Sd՛le?I[$UsĻrqCW,?[͛\cM'æHykb\?ӯH If?t?iwa/i6nO?Jfv?a_XsI]݋Mؒ'k*|(?HlK @?~Cď/bVӾ1D?WmJLE7 e8RCQ$Ba W?NͪXbc2)oA11Ra?vzi~Iӭ8l??y ?1G'`l??dTs?EX?l?njGwΞGt$Hl@Zfn)Tʉ? $`Ey .T? uAJam`? ƷþþþþһëƬ