{"id":8788,"date":"2024-04-18T14:24:41","date_gmt":"2024-04-18T14:24:41","guid":{"rendered":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/2024\/04\/18\/spiegazione-delle-migliori-strategie-per-la-roulette\/"},"modified":"2024-04-18T14:24:41","modified_gmt":"2024-04-18T14:24:41","slug":"spiegazione-delle-migliori-strategie-per-la-roulette","status":"publish","type":"post","link":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/2024\/04\/18\/spiegazione-delle-migliori-strategie-per-la-roulette\/","title":{"rendered":"Spiegazione Delle Migliori Strategie Per La Roulette"},"content":{"rendered":"<div class=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px\">\n<p style=\"font-weight: 700;text-align: center\">Content<\/p>\n<ul>\n<li><a href=\"#roulette-labouchere\">Roulette Labouchere<\/a>\n<ul>\n<li><a href=\"#le-migliori-strategie-per-la-roulette\">Le Migliori Strategie Per La Roulette<\/a><\/li>\n<li><a href=\"#giocatori-che-amano-l-alto-rischio\">Giocatori Che Amano L&#8217;alto Rischio<\/a><\/ul>\n<\/li>\n<\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto\" width=\"607px\" alt=\"qual \u00e8 la migliore strategia alla roulette\" 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q+WCtdo6fuN8Cx5VDwcFJ8qlou0ETWCrYzSlJHXnVinG54AfSo+44EfStqbls1pLChSncHNaMqVO31kRUTciprageKiOojmoxZK2YZDWmhrdtRWS4AqOk1u261JW1ua88Ot8008M4bmlFzchFbk1F21ifSpGHhppp4dwb3UxW\/LhGMqR8QR+2kT2qRWe4cTSHb8J91Slrwb3U\/WfLnuqQ\/gpExrYLnpkMT6eyis3XbOKhNXz126GbdJWs8BIJP0FYv3LTCN7qgkeZMCkW24H7qlLbgPup5t+HLgnTJpAyX+bzBAMgZLGIHckDYHcipfhnBJnAMdpM4IBBZ4YlIZQwILyE4KsD7II6EAgip40DW3DHcFP8AjUlA+qlD6c0sVr9kOFz\/AIQVH6AGkC04EakU4SfSnaW07sHvkERAyy6w+kaFfdwFGdLAkY2265FZeHcJdlVzPaQq6B1DrI76Wz5d4iHBBGfUHbapOm6Lqb7rjCtqC3EkmR4hI2lAVuxnFQr3tBaMpSok+KYGE8YM7imMnrSV\/ArelSvDeDEdRTLfWxhUTG4S5iEqJJot1j7pXWXMvgZmKqypnOQwLgYYA155w4mkUeMeJ20DDAEZ2LA7+z6jzxU97QL5i4aaKgoOGAUzAI5BCgkiAZ44qIntJbG2cf4CBPKTPQQUkgycc84qPhsGG4U49QD+6tuwtyTvW\/PwayWSVHtmlaJZZS0lxKwxFG0wTDMwIOBH4gdjvqPXFcXwhjBI1ERxgADdnMUfhHU7scVu13sy6w22q3WpSlKCQCkJndMEQtXl1jmtOndpW3+8UuAlG7cQTgpiQZSnz6SPWti7ZI1LOyqo6liAPvPr6edR1lftL+QgnmH56RaY\/h3szRgH7K2X4Yo0GT6e6f6g9iPV\/Ex59kAe3KMO+PaVMhtfmXm+OHwyTMzAexCSsajyUBcFh5BmZM+QI3p\/pvY+1abBuJcWfUhPyAhSh+8VJB6CqvqfbshwoZ4BjwgEz5SZEjqEpVHUipHNzGMvZSBQCSRPA5AVSxOgOPqqdsjJwBuQDk4ndnKpEIzK2ogSOVXCKxJ8KknJGkbAb7lQCaTrTtDjYOFV\/HG6sxBbCMpDtgzEA6CfERscfA6\/Z5zB844gzjZUinC53OlYJSMn13ydhuTUl\/sxY9+hXdhO0KUUyohQAxIK1dfI5giKjsdr7l1rb4gpSkjxR4RuEkEJTMjERI+VO5tZ\/r3lhH\/s1lkI\/pyID91fV4SfrX8rf7CwRR9jlZKguDSMsdxJGVEiW5ZC\/oHQyadx4hFrIwcncDrSZb39\/M+EKEZ9rGcj13jdvvp2uwtbdZSEoH\/80T\/4KPznzquq7T3zzaVpAzPxLc6GOi8n\/L5VZk3CkUoUuLySRpUULPINGjV3k0ndKq+BII5VLFTpaSM+HAYQ9hNDP84lliEywGIKrOwB1F1J8JHUtqP6i\/CkzmeW4t4WaSRixYJjBVQrrKCRlVySY5E26aWB6ipDskl1WV0x83t\/xeQ\/urxlppV0HB8SQEhQ8JhakzEQYjj3VHNbXNTuzbwsAYUvEkEhCykwodOSCDPh8qeIb22jQSi2soASQuuJHc6erZfSFGdgSxJwdtq2LbnZ3BEMkJ0jJRUUZA9NLtj8BShz7wdpoLSGP8pJFPpxjVlZi2QCRnCo+wOSC2M0dmXIckBd5GPed0yRq4AOZFOW1E6FCqCerlQSx04Unc4pouEKkxPIkcxyZPz96hd9fKSFh5Q8KCdo2jxISo5TCZ8UAYMxg9WV3SVGnWNIponV3ZcKsqSPGhtz5+Ma5QPFiRA4wS2VzkriRkW\/lyc6YgCD0+njXb02Uj7TWDnniQtoPAwbS2piOjTaGSJRnB7uMPI24yTvgYWozsWP+ZXZ9TbjPxldv+GsgGVXG5EEiBPUJK0+GfKQVR614Ly4etYdVIDa\/ZStrni8jCQkbhyZMmZponuTHbNOI1kYzCMs+DoGjUPaVgNZONR\/NAyPNZtOcLuQ4SHA9\/hx98iD8KeOXWxGdcUTxmQflcHUyKdguliwUPk7YBK75rfj5lhjIwtpGvmEhQHHn4mKHPvxXt0pzvSAkEfM\/LnH0pQyLItIDitqoyCFHqfFAUkEEEHz96XuBNK6M0jqS4UHRv4UYsqlskthsnHQH161ux2NSNlcByXyD3haQ6RsNTEIgOAG0QpEmpdjjzOTUpHbjrXBO2V+tWqOpUqQkwOIAj4REccT15NfQvZa1at9PbS0IET7555MTzEwJxUdb29Rllc5726\/mofszlh9uT7iB61s80XJwIk9uU6B7h9ZsegH7aw31uD9EGCRQR5diM7jA2GRqYthRkjYEk7Grl+zvSgUKvHeuB\/hHJ+ZhPyNc8\/aTrKnXk2TR+HKs\/eIxPltTKs4yJ4pU5+jmDRRoGIQQyqEGQ5YGRnJXODrPdhWIOIs43Bpx4dcmO4jY+EyRRswYEaWdQRqBA9lgrkeoIrRXtFjjGlblsYAwoAzgADIVH8gB16ADyrUmvlmUzKXOkhTq9MDBA0qRjIGMdCK6i2VLO1wAAyJAOZjzHnn3PSufP3SEpQu3QoKSUq8SYA29AoE7uOsYmtHtCg7uGWLBAjfSoPXumXvIM\/qwuIP1rd\/Q1p9mAxYTn86a3X7hM\/7qm+1SyM1p85UnUItLgfWKlnXPq2o3B\/nox7qiOz5McNU\/nXa\/wBSAn\/3KX2TCG317eVKBV\/iJlX1In5071O6DxW6OO7x\/hU2QPpuj3Bpqsh9Hb+\/5839nbx\/8VNnCGAFKtpAXhhCSwRvG0wJnLaTHKEJQhDqLF1Vgy6caCCd8NtR8Ok2B4hCo9Le1MhPuBkkYj44qq9r+zD2rvtqQ4lISFA7gsnK1HhKFdCKuHZXXreysQCZJCfvIGQkAjxKT1mqy5CgB4rGB\/p0P3SZ\/dTtwQlmuGAJJtbtgAMkloZMAAdT4vKtDgthDFxVSjex3iuScAywxtqwG9ZcqPXC9c5Mjy9G0bhiF9kjeRARqUrkbnBAO2x+FXW2UEtK6YxOPvKx+lc4W8m2Nv3n3HCFRmNuwTiZ6x59K24pwMHI0aI9LZGkqIkAIf2SNvWvcnHozkCRGIBJCSIxwOpwrE7fhRHaWadLK1HvcvJ\/60YfjWpzNxW2MSxBYImaYF2hjRFESpICuAwYsdTJqwNpD6b0K57AWN3crfWtwlaifuACTPTdP1FdDR+0Bttju2FIJSnGFZIHqE+\/FeLElYjJj6W5bwjz0dFH27D7WqA5m5xt7Zu7VNZAw0hJ8bqSr4DHTpDAgaVO2Mkmp6943Ez6kZtYUrEACVVtJCt4UOoqTr8hn3Ulcb7NpZ2DDSAqKiKx3wo6nAI1M2WO\/mN\/OrXdahaabbpS4oI4gE7cce5AAAEeprn9jpr2ouKPdrXJyQknHM7o5Uok9DA+VeuGdpCyOq90mksobOk7McZx3Y2HuOaf+W2CTtERqSQadPkyuMqu\/wCep7sn0dq5\/wCERiC4Uv4QCclugxuGOf0gOvrVj2\/P5LBYlV2wAD7x5AlBge4Hap7NyhxogwCZBzA9Dk1i5bfZVtv2wJAUDzPHuevB9Kd7aMqpjJy0TGIk\/W7rAR\/5yAwzE+sppd5gsic0wcGdjlpCO8Y5bBJ+qiquSdwirpGMbbdAK3b+0BFfPXaG6Z\/tV1VqdyVKnHG4\/FHpumPSvo3Q3XBZo75JSY4MSB0nJExzVL8R4Tk9K8WnDdJ6VYt5YpkAvGGJwFMiaiT0AXVqJPpjNYLvhAAyem3QE9TgAAAkkkgAAEkkYqQhy6TsbU2oFWEgpIKvaRn5Uybv2IUreITzkY9\/KoS2JxisRjPpTHw23BxpjnkBIAKW0unc4GXdUA3qcteBq6hhuGUMD6hgCDv5FSD9tb7+wvbBIXdNFAJjPn5enzrdaa7bXCtrSwSPKqc5hiJPStbhNtjyq4OJ8nj0pb4jy3o8q1t6ghSNtM0XO40m3SrnyrUvbdcV65ljKmk+94welM7dorAKTWZeHWormaMb4pMvetMvFXLb0tXQ3qzWghMGlF4rOKhIzUpw9aiYzU1wqpD+E1ASabOBW2cVYfAOHdKT+WI+lOHMGsRKq7Bs6m9FHX7\/AMTtVOuUqffSyDEmo+o3os7Zb8TAx7nAn0k59KtXs9S3dHLicGMZKwXDIrqdOGIXG4Ookatxq32Apgn4bBpDwo6KZVRxJIz6u+UojZdmwUuRbjPpO46Gqr7F+MgOFPs7xsP0SNvj4SR8atfgtqW761JwZFaNW9HO0bj4TCKTP6NdrVasOWfdJkNlAG2TG0jaoR1I6E5muIsavct6ghLpBlRzAnccpM8iVYiYitcFFXVsABkk+QAzn7qz8DvmSM3CZV5WCx7b6VO2x6HOT\/LFJnMt4ZpYLZMqbgiVx+ZEAGZCPQSHuj\/s3HlTtxWXDYQDMQWKEHoZ5PCmfchzIT+bFmucfs\/7MLsnHnXx4txRnySqD\/qUB8hT7txrrl04za26iOFSMGVD0z4Uz8zSb2sc\/vn5u0rOzfQDfAzubiXC4yc4tlO+EWUfxhy08VuGC2yhmANnASAxAJZTuQOp6Vztz1IDxbulJKRsqKT1bRbgs5\/Sd8ufLJro3icf0tunpBaL\/ZRn99dD0y4S8pSkjwhStvlACYPzmfc1VdfZcbZCXFEqO0ZJPJViTngUl9uvMeiUwL1lvbjV+qO4i0\/boOfdj303XluWWyRRlms4QB6l3kI\/FutUr23Xeri+j0u7j8ZC3\/DXQHC4c3Nkh6C3tgfshDfvrTprkFxfkpf\/AGpSkflFSNYaU9AWfjWE\/IuGAPkPrJrV4dF3TmKUq8MylHMbB1xncg\/nxthxt1Ax1qsue+HyR3kMLMSI0Ee52IBURuuOqlCAM74EefaqY5B4nr7yBjuXaSJveSWZc+5mP2E\/m043XCkulhY5+cW7qg29qLvFYqx6jQFZdgc5jzspImXCDvClH4VZjicgH5gwT7dKS2atqlWisDJTnGRlPSZHiT5EEZUa2eNn6biJ9La7H9mU\/fUTa3qvdzL7QtI2dh5a17uIL8VD5+PwrZ41d4HEpTjPzadtjkeKaPz8x4qrPsC4mZJblicib5zGxJ+s7+A79fEFJ9wqO+2lx1tB+6kq+iUp\/RRpvbXBNq6U\/CtayT\/mkfoCfQVY6yOyyyKcOzRxBgNRHfsxbA9WWMxj9fHnVYPyDNK5duhYnc5OMnf1JPX7atjlm1MizQBxG8keE1+yJY3V42OATqR1DLgHO648QI0oONKpOoMjZ3VUeRM+fdywpIrpnocg+RGQTUDtIq9SB9ia7wg5SOQCBBgRIkHiQPnW3svptpdMBbrxbMEEiPi3KOSQc7SnyqGi5TEFjcufbaBv5K42X4k+I+\/A+rSn8m\/eS5b823uD\/YEftNWJzbdyTWtwiQzKncOWnliMcahULbFyGcnTpACg5ZfUVXnyZF+ivHPlBMuR6mSKP95pN2ft7xt9ZvE7VqExIMAkJAwTHsc081pFu0hCLcylCRmDkgqUTMCZiTGKsnl267sPKZEiRVUMX3yWPhUAlR9UtkkAafXFbV32nqNjdn4JpA\/qpJ+2tOz4es0E8BeNGcxMjSZwrRuctsdx3byArg6sjpioqw7JbZd2u0Y5z9HC8v3BpTgZ8itWy+WnviCgnjoI4HWCfyqkac279lSWXygGdwDgRncRkKWB8IBwOtQXbjx7vbXvcse8miCswIAjgt3VcagCS7yzSMQAuSCOpxs9kAxwxz+fPAPujmasHyhuHQw2W80szuxKd4iRhBEjEsERVK62ZFGxBCvvU5yBaY4fFECA3eoxDHHhS1jUHfyLMwGPQ1CslEXS90R4OJAAHHIBxETAk9KeasUotisqnESSDuKkETIxndOK0u0uUr\/BrKfEkbv1xt85kyS31RuBnyzTjaSg3CM5ykqnOr2fGpjZTnomrOcYIB2wcEIHbjxFY47bLD6OFUY+83JkYLkeLEe+oAgfGmKwv4zFGGfQV+GfYUEAFhlSV1Z33Jpmi5Cyps9J45hWZ+vHpSa88LLb6DO3uo6glKE\/pkH1NKnbbCI7do9IUx3IUgDBKlJGjY4+s0ZCN1zLDP6VIdkUeOGO3+kngH3RzSfvB+2o75R3HIZLYHJ70hVyRjWVOVwv5wJkYnp9NLuCVBlOWOMxwWkcLgEARuQSFwywLH7RkTIwCftNK7NOy6cMfhUfc5P1IkelOdTfD9tvaSYIKUgA8FBHEdJg+onimHjHKjXdtEkY8aSy5+kVBpdVIcl9tSsAFXfILnGxxG2HZEYgGeWDUCD\/AJxMSvX8yGNdXw1Df7jD3PadbICB3W3\/AHikn4D6XP7K0ou1uI40lQxIGlI2Y5OwGVRMk+gqS89CyouwJ4JHv+I\/pSu2+0BCAbZRUAM7wlJ24EpgHpnxZqzoLJ4m0tLHKdKNmJGVVEneaBl3bVqWMsCMYHXqKlxLtS3wuWQjLkamYOwA3yECLkksx0rkYzpGTgbkmP7TOMtDbnCuWfw+ENsnWRsgbeDwgjcM61wrtMyzfaqE2SRtISCUphM9TAAEeoGYnPXtumXi7TTi9d+EiTBMkeQmTkn9flW\/wCXW8l1kY3jtwSNwp3k9wLeINtkADeofm1GEegYckSSMBk6pMCOKPBALKut5DsRkj82q1searuVkjFv3bSELGjd5uOg81XAG5OMKAfSru4BwHu1AOC2BqYDGWxuQPIZJwMnArpV32js9CtUsseI7YA44EST0yZ45zXL7Ds1eazdruFOACTKoKviOduRnp5BOOcnmXmLhE0eziQD1bUNbeSgnr6nHQVZXZVx\/wFXbK92UIAJOsFQSAAeuNWfIgetO\/ahwEzxKigd7rxGSCdOQdZAUEnCKWx6qNxSByt2H3LAs+uNT7KySJEMerIS76m9o4XNe9nNfXdM\/aFNkbpHpg4IJGfL3n1rfrukKacVZhRVG0ylMnOcxITnzPEE9JbuZOc4Y7aWLBAcYBc5IYlWBUAqdWqNTjGMKc4GSIrhPOEMMQhDRMquzaS6EBmVVOAFY9EUYYZGKxn5Px0HEkTTb\/k5yW305wHjC5UAhemSck+VRFv2SFXMSuBhFcd4CGKPkCQYBDKWBUsPZbwsFOAXLmolre8tEAAFRkmPUx75pX\/ZcoTbw4roMDI527kgYkyATMzUpP2oKuy6Bt9VD19Mqkf35rRTtOmbZVkdsM2mJScKilifE59MdPMAZJAra4Z2XL38cTOGyC74yoSNerM3Xc4UKoyxOMruRYPCeWraPx9z3mlsKDL3cS48gE0l3AOWwGUZAycajst7xd02HWwNqhIMe4GFEckdYxkTgGI7ptvaubXkBMTO5RPHSBvViROIE8zxR9lzdOrszRMJG3O5RUU7hFBXqcljjGc52zXu85nuG8iN87vIfs9sDH2Vf0VjbTP3RjFsZCclT3iPqBAfLkgMHx5FSNQOCQyo3HBDbws0sKLIriLuyPbmYKY9OSTplR0l89IMg30ZMe\/vbmyY7whSsgQnbPiMAySJE8kEwSJqdp+npvVlTfdBIHxeLoJiC2Ck+QPImCaROF8PvZQGXQgYnDMo1Mcn2Rpdj9wHpTJwbsnvX3Z5UHX8jpyfizJn7qfOE8zpBDGikowVtQTHV3LHGFfCkadjjcZ28\/FjzH37lFeZXwSPGcHSpboCRjAycEYG9Mu4fnxLI+Zj\/AIpYL0EQN5\/wICQJ6blByT0JgCovgXB\/mjMs4mB2xNKh7rSSB+V1OFy5Clm0qDpBYZGXWS+CIzHbSPPbfpj3HO2PWongXHiNfenXD3Mhl1jURFo8aqSdQaQYiGDuXXY7VWHPfMrC8i4cpwIUzNhtXjS31LFq+t3PhQnzcEkbCqd2n7Ht3N0y5JlS0pXmQU9SmcpIiCMjxA463js72k7vTF9yD4Qrbuid3MkjBBmZgcERxT\/ecgW8rd7cSQq7aXZdT\/WQMPDqUaQWPrqxnoRW9aclWagGOR1PUPDa4P8AJkcSDf1xWTjsQ+dhT7IaBDtnZY4lOw67A7edJfOPEr3v5gElk0SOrOImEfgYjwydzISu36OMEY2q3rYZYCFlUSAY6ccRtM1Sk7y453LSSW1kSpTpGCcwFwOMDbHrineXg8SaSk127l8aZ5QyiNFaSWQxIFAUIhj1EeFpEOxANRtheRz3MdqwV1zmRW3GSp0gjO+Pax6hehFKnBuIyi2mndwXSKRtAcMEARiusAKRqxsGA226g4W\/kvcQaW8aRjkmViST59y7ZquOJavNXQsAyylWSkpJUpMpIkAwkcY5Mj1tyLm7TpyUuQO8WgnaZG0LA+RPX0EH0t227iSGVUtLeInuYgyRrrxdSrA5DgA6hE8mDv4sHfFQLc0CS9jgQ7idWfH6Umy\/Z1+OPSprljZB+le2g\/oGaU\/+gVQvyd70y8QDE5zNAdz+fMfvp3q1q2u+Z3Z2lxQkznYPOeDPzzSqxvLl7SpJyseIwBIDhEYA5ET6COtdFXfHJT89XvG0xwXATBwV8YiTDDByuvY59K114npnkjGyqzKAOgCHSAB5AAYxWsUJF4fzmjQe\/vb6EEfcK+XNlmWR\/wA6Rz\/Scmqp+0fYi0aQBErP5IH\/ANqtf7P3HHN61qJ5iSTjeR16YqUvONjFL9\/xQHOa831qaiOJwEDNcpYaSa62xSFz\/cDeq3tLbW\/200c8XO5Fa\/JVtls1dbb+5Y3VvSneuK1eJcEwucVXnGo8NV4c2uoT7KpHjr5bapulPqdkmo2ooSjFLUMdT\/B4Kx2PC2PlTZwPgbelTby7SlPNKkAmp3lW33FWbccKL2soA3CFh\/I3\/YCKX+VeANttVv8AKnCiBuPKuc6rqRZdDqDlJB+lZXNom4ZUyvhQI\/3+XNc2dn3Fe7udOfb6frJ4l\/DUPtFdLQ3WTDMDjWuCfRlAXPx0lT8c1zD2mcEa0vHCg\/Ry6k\/VyHT71IB+2r97OL7vbYrn6yyR59GG\/wBm7fcK712avkP2nOBBH+Ff++a+fu09uWkhwYUk\/RST+siBU7ZcGMd5eXjDAwvcrlT3YmX5wyeEnGJ5ZiACRpc5wdq9zErn1jBX43M6AyH3mC3ZI9\/OZ8dDW6903h1urKniCeLxMo8KklQMFsAnPTOKwWVtq0AZYKu7EEF5ZCZJZCDv4pWbAIBC4HlS\/tPqydK01xaSN6vCmPNUyc\/5iff0pj2SZTrOpF8jCemDH09gB1Eetc036auNuo+oXP2JbYrqHi6f54q+jW6\/0Y4V\/dXNvLVvr49ekg6VNyCQM40usWcefnV93vNkZm7zQDI0gI8QGWGNIVTMpO4GBgmt\/Zc91p6Cfwx8ylHn7Vl2zBXchttJUdyVYBOAXJ44+IR5\/KqH56nLcwzAfVnujv7oZfxz09+K6eslxfxr+bHEP6FmufxzXJsl+n8N3M9wwRFebU0h06pDhWXwdMsW8K+g+FXfy\/2iC7maKBy8hQs5EcowmApJl0x4zkKMHJzt51stbthlp1xa0gEuZnoYyPPA+dbNXt7hx63Sw0pUKbUYgfCVEpMkQTuHtmek0l2Yc2lbyW3ZsapWaFj5SKWJT9V1BOPc43LiujIZDIFkTZiMOudwy7H+4n3Z86457QOWZ7a9lRwUdJe8V1GBpLa45U9NsHzwwIySDVn8P7W5yi6LSTJALEOVBYAAsAkRODjbLbDArXpusNJRKlY5GCQQcxisO03Z0v7FNQFABKpMDH8fr+c1d3MduRZXykgPLbd2mGDEs0sZ6KSRspOTttXPHZVzlHDPLGxAh70tHITgB9RBLN5K6geLoMeLIORaXJEkt3bSTXa91byBo1DSyZZCCjOzO2ACTpXYdCdwVqmOcezmVGEdt\/nKkgBoVZmJJwAVC5DdBtkEnYmorurKublTtulRCMKVsVskwCJ4wImTycVK03RjZ2qbe8UnxYABzBJMmY9hiI55rpiDj0bYLalO2HG+R5eJQwI95A8t6Y7fnUqMC5kx7lUn7Thjn3kVxJwW1vICY1eeIqd41d1AJ33jzpyc56edMsXCuJzYC\/O3zsDmQRjPmzDCKo6ljW93XWAj+8H1KSPqRS1vsr3b5NrcqE\/hJBj5HI9zV99tvPX+YznMjbxltXmS2hF3VdA1P3hwhLaBuOtIHYrzpBa2YWSaESOra4zIM4M7yDWoV2B2U4x5DqDTjwbsgZ7EWqtbqjMJXnknYGWVXOXKrGcZKDHibSndbkqRUbwf5NkK\/lOIQFid+6id\/sAaVNh0G1eJfu0vFfdDiAAZgSDJiPFI4HAgdKYKtLT7J3K3lKmCVKUlJPOASR4cmepnyr1d9t0C7LIv8iGT9oWLNQ1527LvjviPXQgH9eVz+FPfD+wXhy+1NcyH9C3WMH4Fkk\/bUZwjs54d8+kVQzpAZYzlyqmWOCFll1JjJMpcoM6CGTOcELuDl64fhSPl\/Pn2pcNO0ltJUAFARP8Aeb4nzgmB60hdvdxcPb2etZUEqyyyxsoygURd2rlEXBw7MU8iPMqK0bPtFvJNCRwRJqIVBI7YA9W8aAKB4mONgDXSJ4LYnb5jbPnynleXJyDv3mtOoHXzA9KzcH4hGH0x2tnbgBizfNk8CoCW3UKT0xgY3x0oasrvvFKS5I6mEgx5QCqI4ET6ya2HVdJ2IabSmAcBKVEA+6ggSTkzFc39sHBJJGj7lvnC9yvemJXI71SQyoiq2BJkMME4GrJ8OaxcA5a4xKFRfnOc6PBG6hAoTOoqiHwK6E5JPiX84Z6aPaEAfypKg7qiAKQPqnSJCAehwelL8fOar3rEkd5cPLlMrkMqqAW8O2F6HBoTpS5JC1R6mVH3O1IP09PWvVa6wps922rB4DcfTKx7\/pSPzT2P3k9vbwxwzFoQ5Z7mSJWlkkEY1trmZlC6Tsc+Hbrg1GcL+TVOBmSW3Qndi9xnfz\/JxN\/6qs+x4784jlZdeIwhz3jEYd9GMd44IO++3Q+hrU49x5LW275gg1SSAOyM5+hSJtChUcjUJHYt4fYxnoDkrRGdpcmBPGfKTkqPvz7YgVoOvOuOd0GVTtnKgMDwgQG09fX5zik+87BIUhkka6hbu0yREXPiJCoNTMoGqRlXUVwMknpWx2Wdm9qsS3Mk0mpZ5EV4VXBZQpR0LozA6NRzgDxKQARk1\/2r9tAktJIo8v3oaPJjkRF0qpZss2HZQ6eHSfaUnHnc\/LceLCIf+Kk\/qQwLWVlY2qnAEGSCMzI6+cgnH+2K2Xj91b2vfuN7DnBJVMRB+IkDxDE8ieKYoOE2xXUTfyKSQGmu9CsR1ACtHnHQ46V7jtLNAVFpEVJBPeyyyZI6Ehg6nGB60p9ofDL54rUWMJmYxOJMyKixmOYkNjv49QmEpBU4I7kEbMcq9n2YcZkx3gtoQSNTGSIlVz4m2aY+EZOfIAnfpW+5umyosrKiJ4zH6hP5V4i11O6aQ6hSAClKh\/dhfIB5KcfWauDhUcTzGRURQgCRBRuvgLzSY6qHkmEak4ysWABhssklrnyqK7P+HoIo9KhRoUgfrIrddtRwR4sDOPLpW32tKRw+8Catb2zxrozqDTDugVwCcgvkYrkHaRBu78iNkEJjE4xJjEnk5+ddT0RIsrEFRBMFRKRtEkSYFVXw7tAjlmnnRh82t3eCN84EjiMB51bIGAzlUOcEJqz4sVGT9q8DuI1eF2OwUzKzH3AESZ+Aaqg4f2I8RlUHuGROsaTyLHpHr3TtqRm6nKg9ATtW92N9ikz3TyXa93DbSAyEMrB5FIZIY3QkMejswJ0DrhtIPQNGv2ENotbYAhAAJB8ySSY4yT71QtZ0Vu6ccu7tSgFZA+EYA+ZgAdYx86vS5IxFIo095GH0+mScHGTjUBnHpg9CKl+K8ZVVMs7gfN4tMkje1qk0zNHnrogghhJG5Mk\/qCD6kkHhlKjSvggjAGGKnrjpoQ\/YW26BsUX238XPfWVorZ7+7SWc59pe\/QBd\/qFgxHT8kD9ZhTzWb1vuRbK\/6iwUjqc4VPoEzPmogciQh7HWivtS7hAhsAT5Ygp9ySJHBCckQoA3JaX30PfYIkuMsM9VjVigX4goen5xqqO3vn97a6S0GGijwkgwQVGFyQQRlzL3rnIIx79xaUxzBZn\/AMMVI\/SSeXI\/EffXPnyx+HFeISMh1d+xdMDbE0cLhgfPWHCD00P61svEm1tUpZERj2CSEj+A9ifWs9Gtm7u\/dU+JMo581pWsk+5z7xV98IlLWschzlZ2jyTucRo5+zJpJ+U2JNVk0ZLTGCBgqrqJlBuGEhXB1FY2XqCOg+tTxw+Ai1towN2aST4tKyon9RFPwcUyvIg1SZGC7AN6Q2aLaJv+Y8kdxIPLfNY64pSbHcnkTEdTuED58j1FZ6BbpdvnUtkBP93PlwVHHpwfIE1xtzjwu+0hpo7oqTu80cugZ97KEUk9FGMk7V0F2HclvY2uubPfTKe7gOSY45VUAFfJnwG0eWRkZYgPNjH3mLqYYgHit4WG8xHS4kU9IR1jQ\/lD4j4QA3niXFGAEwV5JZXdFKqX7oKBqcquWLENnVjYZwdTCoelWL7Y724+PqB0PO2eqsZjjjKsVv1++bV\/+la5PJPWPOPXhIPTxGBmsF1YkBYV9rvEeZh5GM6khU9DhgCTuMhjuEUNz5wWTvOO3mTsrTgk9MpIkR+\/cV0Nw64ZTkW14yjJ1vbCIYClmYmSRRnSpOB6ADyFczWPJ01zxKdVke3jlupmluPGo0yzkhBgqZBqKZUHYBScHYxH7i\/XfoU83CBO0SJUeSTBMYAieAPc01sbC2tdPU1v8agdxgwBEYmJAnJ6kyYJronjXNkPetIVYuz6ticD0ADaM49d6meH85yyRmSKR1CEalIXHjbGfZOCW36nOTVG8R+S9Kzaje2QAJ1B3mLahthh3ecg7EZ8utW7yxy6Le2W1QmaTw97LrJVjGNKuSdKoMEnxFsZPiOSA7tXi+od43AEDJChHz4xVV1GwTYILrVwrvFzIBCSomSMIyc59PPpXztBmSaxupSAkkUUhdx\/GC4CxtCcknDr3smlcASKr7HUTRfybePpbrJM7BW74hcsoJBhCHZiNiGO\/wBtXJz9A3zaaGId6TBPsDgNPLC0MenPURpLLgnG7F\/JQa8+SnwSFVmuHRHkKSxqZFEiZjli0qowVCllLE+YUDJAUVHcdQq9CWiDtSZE5AJIg9fMgHoabW7ilaR3tysiYG71BMEEwCYgbhyUyCTmrA4Tzgko+i7vSmp10upzKI5IlbC7syd4QBqI1HGGO1c\/fJ+4oUncKjySuisiRoXOmEO7Pt7IUFWLZGxXfeutOK8TLxiNu5X6VWbSmhBFCGmYEkDGqWOHCp7WnHnvQHyYJEhluJNQdEleMS40awsOA4zvpLuXA22xsOg8cStV42QfFtUY5GJyOD4p6k8YJ4otnLRGlKLZKmpAJmCJUARyrgZgc8QJq17Br4fSzW88UUWqTLIgKiNS5kAaXUoVQ3TxE7AbgF3tLYAY9Nvu2\/dS7b8aVwYe8kcSNHqOouQkcscjaVwF8WgKSzAYO9TaTkjJ2J3I9Cd8fjVD\/aOE92wCfECrAkYxB29MyOBxVr\/Z2phxtardBSnrP4uOYE4g\/lOK2HtBSbz2AqmmQXvWq87RuKbEZrnNg0pTorrDYiqZ5qlyxrHwPiWisfFWyTUBeS4roiGAtvaazKyjNTfNPH9QxmkaIamr3eT5rc4HBvU1ppLDeKXOuF1eavLg3Z3+jTfwrkgL5U\/QEeVaEcTS6pBcrBEJDHn5sJW1BQdi7gbnX9UY0j2s7UnSLG81t5TbagkASSrdHoPClRk5gR0NRNa1m10tCS7yokASkcCSZUQAB1M9RWXgXLiL6U2WtsgGMildeDxldTXl66+sKx2ykjqAQgB39GNeZrG0AyRfHy1\/PHJB+KyaQfiKff8A+Yd6Ydus+SWyf\/JaD+VU5\/t\/apP3R1+Kf\/FKh+dKvyiuUlljWZF1SAaNvPzBPw3OfQVT3K9xcxp3ShdAGlWdWLEZJJA1AYydsg7Ba6Ia2KBB3rXMD6g3eNmSF\/pGi1PhWYSpG6EEHS4Uq2l9NR7Wcc0ndIqxRquqaYKC4Xyji1AjvX\/OOyDLbnAq06RbOaWtvT5KjtV40iE92Ffek7gRgbQDPhgmc1LVW1XPeXrakBpZSQFKk7yn7sApIMFU7hHikYwickQCM67hgWI0xwrHqdsnJcqoL7nCrrIB3\/Rq0uG3FxjKWM5H\/emKE\/0ZJM\/hWPh\/dxapUHdrkjUN3Y7agurPuLzSF2JIGTgKsBNz2hO3ekZ694x+38oD9vdj4U5u9Bsrpze+lTqv31KgegSlSI\/1KM81Bs+1Tlo0EW6SY5KEgT6yUrMeQKU4iJGarrtG7JXMsk7ExCWSSaQOpGdbl2UOuVdVJ8WDjZfiWrsh7LoreT5zJpLKMQgYIAZd5sjqWU6VP5pY+YIdrbjLDS2oyR6+jtkq656OPED13Ug9QQdwYvtAj7mKWeABbdsMsaneFygMqBcYCMzGQKMBSrFQA5zD1bQ99rst4SfMzBTIBSOoIGYM7oImefNE1xkOqfeWtWyTsO2ZOAZAG4biEnCSkkSIyFyLsos7iRrqWQKslxOxyhYM5cOMeJcjDscY294bCN3LHLNvZyfQMCkkPeue6Ee3fLFF6scn5z4SxACocAkltHhZ\/wAyt\/fNcH+isC1JcbOAP\/K2a\/0nu5f7q3avprFtprziRJCFwDB4wD7zHEVt7P3i3dTDaxkBJ3blzKoURG4piCeE1odoHC7S6ntEdQz98gI6a4+8H0bsBq06mLAAg+1uM1L8D4fZB+5FlDhdeXYlie5VmOQ2RhtG4GBv9lJPItwZOJR+YWaIfDDM3\/Afwpn4RJvM\/pa3T\/aYJP8AmrboOiIYsg26JWEyT+8Srj0EY+sZqJqOtrub5p5sAJccAgpSfANvMgwSCJiPLpNaPCuOFrq0t1wAGtnkwNg06qwRc50iMFgPTwj6u7RY8zzfSKGxHFBcMFVVx9DDIUPT6rKpHwFVxyIM8Xx5C4t\/6kLH91NPDG+jum\/8Dcf1k0\/8VN7O3aUlXhHJPHVSlVEXqdwty1cSsp3kEgEgQkIMGORBz50y8Ev40CqRuscYJxk57mPO53zmlTt15x0wpDFkGaRVdsbiLUNQX3uPD+rq9Qa35vysg9G0\/wBHC\/upH7V0BeDIz4129fGNs+VcT0xP2\/tG6hfAWtX0XA\/Wupa7dqsdIbLeCopSfYgk\/pHtTdIMW1mP+7lP3zuB+ArS5843LCY44yCvdRlFTTurRrqcnWBr74SqysNXhB3Bwu\/erphtF9LXP9KeY1Nzcz9xiN5og4UAgAErgbJlnXJUHGykD1NdxuCotJ2xkq5z1n+veuKpWyH3A6DG1oSBOQgCNu5EgwevSqxku75hqSIyE5wAyr0BY5ZYCAAAT7XQH0qvrDmi6jabUoLmRmkckrhtKIYwEwcKsajOry3yck9B3HPRkBi75yX0rnG6p3id4ygIBnuwyDLhfEc+tQf8CwvnMYwST4tz4jnc+Z33Pmc1Ute15GlbC8o7lGEpSB9TO2BmJyeYq06Jo325CjaISEgeMrR3Z84AG\/djPPzxVfdjHFZri8iEwXHfwgBQfZd2yCWZiSQvXPr5irTsVz87Pra3OP5QKg\/1qRuxewC36j0njP8Au0mb91ONgfobs\/8AgpPxeIfvq22G4tkKMnH5qIpRcLS49bqQAJUo4HklJ\/jVM80cgXs80mhp3jdjv3jkMMANkat9RJztg70v869lVxCgeZHCZwXkyd8EhBqOeik\/AepFdMmYiWXBI+mk6H9Nqhu1OYvbMrEkAggH13H7zXIme1P2nUvsIaiVqTO6cJnpjy9a6Fc6G7Yaf9qU+VbUpMbQJJgZMnzpb7DotPDptsbWygfzkrYpj5s4ELi1hhOxZb1gTuAcW0eceezGtDs5h08OP6VxEP6MczfvFNLS6UtmxnEN0cfG5tFrql5Ddkv0CvyaP8RVGsUi71IJX1bz05fnn2NUD278kpHDZxRr4I45F97M7IWdv0mI1H+7FXRbR4tLces1039aJf3Gl\/touVkWLwgYOMeuSKa2tm+b2ihST3crnAJ\/KTv6fq0g7DoizbcUqd0mf9Z\/jTDtped45csjATAA9i0K1+NcwpaogPe5KoWYvpQNIgkCjxxgDQw3LHJz6YEdw3mj5xqWJQdSMpdWBKq6lGOrEmNmI2PnTRfcLgm7tpxPlIljCq0aAhGYjOtcnGQBvsBj31kuLCzbSDb94F6d7O2B79MTYY\/EU\/Lyis9Oc85\/w7kg56T9arbTViFNrLgCcH4lAjHQIbMGepPrU\/wm8AGBgegXIAUbKoBJOAoA3J6VNxXu1I\/BoFXV3SBIzI5RF6LGumGMkfVaQQmZgd9UjE+1U5eXIRCzbBRk1wrXLZxvV3GAorMjpBJUAYgE5kxg136wuWzYh9UJSATM4gdZ8oE1GcxXDySdxGdA06pZv9GnogPtSt0Veg9o4ArShKM0VtGNMCnGkHc53LM\/Us7bs\/U5J9AF+DmYaZTITiSRXGNWoKFIC5AI0kFevXSvxrSk5ugTcDB9WbSf60ifsrtOkaW3ptqGwmDEkjqsj4icTEwkcAcZJJ4X2i7Rv6i+NolvdwQfEkKwngiIAKo5JzwAGSbhd3IM\/Ng2pRpcXUUUaJjZERtTaQMDJVT4egyc0323cmSRz2ty5UMrxh0Vw4RUd5F8QVd3RS2MdHU+dPa9oAkOlAHPoXDfd4ZP21D9pFlLLHrI2J1MM5wVRY18hgCNQoA2AAxWi+atFOoUval0zsidyoyRBWREZMAcCp1pqdwi2KGm1pbSUlRKkkeIkeIBKVSScEzTNwO8EkSr0ZGLLv4TrA1YPkCVz7jnyINb3NXJ1tetDLMsiSQqoCoDokKNka9yAmw8MZiOS\/iORppXg3HpIgEIJA2BUlWAHQe8Dy6fbTLw3mieUhED5PmQn7kJ\/GmjrzbyRJ9Yzjr7ESJpWoXNs+t9lSSFc7vy4ByOkdMZq2OIyKCNOkMFKwoh8MQ6aiQSNQz4VUtjYk5ABXeOXndrFb7F2jVdxgCKLA3BO2ps9c58RJJ3LDyZy\/oGp\/FI3tMxyR+iCeg91V32iWM5nZ487krkAHYHpuDjGBVZtdYTqV0WmzLbRBMfeMmI9Jk85OasC7VWi2SVP4cuJGcBKYzj8RkA8QMCIAp247xmF3JMuFz4UGglVHRdn8ht09OtYrLnNIhiORxjO4U+eM7mLGDgbZ8h6VVKcr3knnKfgSB+GK3+H9l1wxGsPj9LP76fvag0hOxeB+8Uj+FVhmxSpZebcWVGTLYzPpAV+VWdb80NcExASsraRJvt3QkRnX28LrVSmoIThmwDuDU9zzcz30tzO2lCoSKM50qqyFgBjoWYsxPmc74VRV\/9n3LSQRhFAztqPqfT4Dp9\/rSbxvsaaRtWUH27fHoPKq8xr9u++VJUlKWz4ZPxEggmcYxiOlXF\/SL+0tW07XF94FFY+Ip4KQYHWTPTdNK0\/aSm5yhJOc4LEk+f5Mn8a8WXM11duIogVU7mQg4RfNgpJ8XkPZ3xTRYdjqJu5z7gP78U98A4LHCAFUD9p+NQtY7ZW7SChggr6QDA9ZOPpPyrDRuwrlw6FOslDcyd6iSr0CZP1VEc54pF5z5WcWUqxkhigXUSS2HdQ5LHJJKlsnrvt5VTXKUNzEvcRKojQtuVbUzFiT7LAbE46bkV1rxBEZNLDI288dN\/Kly7tYl9hFH4n7zmkGj9oGLFC1q3qcUSSRGRAiSTPI8qtuu9l7++dCGO7SyEgQqcEEyQkJjiIyKRLHlSQ2kyykd9LDIpIGyCRCuke8A777kkdKqnhPZ1cqzLG0iRKTgIxXW2wLeHBIOAB0zjON66MsbjfemnhiBqV2Pap9pa1OoK1qVM7yIEQE8HA9xUy+7GFSG0W7obbSmCO7CiTMlXxJEn2NVt2cckm2i8bM8rnVIzMWx6ICSfCo+8kn0pgvttqeZrAYpN5ht8Gq1dLfedLruSTVw0y3ZYbSy3wkR\/v7nk0v8AEG8JNU72g3eScVZfMd\/pU1TvG7rW5+NOtHtyVbopzFKV0DS7xN6feIWHhpE45bEE1dLbPSolw6kCJqIC5NNvALLpUDwa1y1WtytwfIFa9RuA2morOVVcHOnHPm8Bf6x2X446\/ZW1wB82IPrd5\/sM\/wDFVXfKF4viKEepkP3BP76s3lkf5hFvnVcuQcY2WGIdPTJpl+zxtItAUjJVJ9TKwPoBXFf2gl1d464sylKdqR5ApR+qlGT7DoKie1viUsIgERLE28JVAwXPeFy2D7jhj8SfI1vcgQztBJLIraXjAQFteX73S2G6tpxsADklemGrd49xBUvLfUEZDZ28bh1DDEkasoGoHDMytggbYbOc4pj4c7F5Y10RnS2NChBnw4bYbZjGkt9RCxGw0m6FDgV3pIjB49pzzPnVSuLZjvA0E+NUAY6lO0ZnORjEk9Y5guLcSEEZR9iqtKQOpnfTBBEcf6ISSzFT9fQOoNfLN9FvEB1mj75j65kkVR9iqo+yqd7VeYSLq1hBbQZIpMNgHLyaQrAdGiIdGHk2sb4q4LUg28GDkRBkyPzWcyJn0wXZSPIgetabFwXNwpxaYKSUwfQnPzIHyA8ql61brt9OS0ojAxHmYx6wmZOJyYExUF2p8OlZTEucJ3KAA4GmS2WZmx5s7vIvwBxuKpi64fJCQ2GRs+EEYP2j0PUg+VdH8zRHRFMDrTu1hdQR3qNCZXiYRnAlVUklTCtrKMp0sYmJr7nvhHzkKsWe8yELFJECox38UyIoycDOSd9gSQKUag5fC8G1kqaKfjTnasYIUOkkY45BzmHdvZW6bMPsu5JB2EcpVAG0j8P3ueDwaYuQ59dm7nABaHTjqXcPI5z+imBn3isnaFf6OH91\/ppJmJ9yQpAo\/lSSED9WpfhHABBDHaIwcoAXcgqq4VVLHO4VQAMsAThdgTpqoe3PmfE8NqvsF4Bk\/wCjjlJ\/rzF5G9+B9SnV0+kW3jOSRjz4A\/8At8jVdtU\/aL9YSn7pTj\/GCo4wYBI94q1rYf5raD1Fw39K4YfsUVt80HGD5G2smB\/2a3UT\/wBGTAPoSPWtHhMoeCFFOTFrGDsSrt3gG\/mpZviCMVMPaxSiISF4TGHUsik94jkMY2QkoVJGWzGSSEbUCDk1K1FzZrt5jcFgwJiTuGOckAfOt2maq1a6otayPhQASYG5KUpIk4HWCYBjnIquOxC61XckvXQzPt+hFKFH2vIg+2nnhLBUuCfK0kX7ZSkSj7WcCtjhXAY7cOIRnWfysqiMhd8qCSFC7+yiA7b6tsQnOPElhgkKEMY1Mrkg4Zo0Zo0C7HSsmlwWxllBIwoFYt3KLdgl0xgT9SflzA8zURO5+8aaayEyRGckAYPUDaCTwM5JgGA7JJtXE5n\/ADZpf7K2m\/YcU48KizFcgdTZS42J9nQ5HhBxlEYAnbOBneqt+TZeACeZz7XzhdRI9qSGNdR1EbZZj9lWbZ8ZijORLk4x4Qp+zYv+ytlg4QwFdSARg9CT0B86y1BwWtww0Bu7s5A5gpQnHrgxWM3hd3dIrlw7lgEtJSw1HVpOQFyM42YjbY0vdoXB5j3E7JJGiyqpSZND5yWzp1N5b\/D7qcbntCz1klP3j8TGv7arXtE7QY5poIDJtGGLl3AVFYF8s7MwLuVUAErpA94BQM9nbGzfN003tWo5UVE\/EoEiDtHOeOBz52O9157VmRbbVgJgiUBIkCM\/F0J4MzAHNWPxddrdfSzgH9JS\/wDx155q5LS5maUzwxRltQXvJFbU6q0n5PHhaUsQrNtv0pKv+1aEY8Ub4RVDAo2yKFUeGNvqgdDUVP2wr9U\/YqP+3MY\/Cnjy0FCUbwIH4hmq3bi8S86UMnaog5O2NsgZSoHg5Ht5VaFjyFECFjutGRjwW4kGfzmnmZ8AZ9B51qxsFQMCSpVnUsAGMfeSd2WCgAOYRGzYAGonFI\/LPOkl0+hdQwup2KjAHQDxM+7eWfQ+lNvHdXcynct3JAyfSPQu\/kAAPQADyArm\/bfVLJaEWYhTu9BkJEgZGVBIJnGCTxXQeyLd59nddcb2NpSsDxKM4k4UpXBzM5n0ysdi12PnDynoGk3wT4u4kVRt6tIN6c1jCxzR6lLzRCFeoCmSWLxuWAwihSWIyQOgNUBwjjUsReJAukMS7MpJL4AI6gYGNwRkHI8qtTs\/4c7IJXA1PugCgEL5NgDq3te4Y9TVqv8AtTbaVaB1wkqwAnGVAkgTPHmarOn6HcX940hlQCU54JgEAEnIiQBAg5OfR0Vwzuw6NI7D4M5I2+Bpa7XLnTb482YAfcf\/AMU1W8GnYgj3EY\/A0t9pPCnljUIpZxnSPq5bAyx8gBk7+WR1YEcN0C7SrWkPrISJWokmAPCqusdp2lDSFtpBUfAIAJJ8aeg\/P0rR5e46kNusDYbxB8Er7XdhOutTjAO2POp614mZR7GlQmiPfZVaRZXKgeblEyWLbDw4yTSHy72cujIHxpzl2yCT5ldjnLHbI6DNWXb2gHT8K6H2v7dNpZNtZkErBCiFbgkEQQIxuPX0nzqm9k+yy13RvHkrSBhIVKSrr8JA8I5H70EcVX3ahLpaLPsrh2+Abp9uk1FP2gMFCorgAYAIT8S2vf7Ksfj\/AC4s5XWfCpzpA3JHQZ9M74xuQvpWKPk+AfU+81jofbbTrHT2mFOeIJEjYo5jI4jBMc1E1TslqF5fOum3BSVqKSpaIInBjcTkeYqsP+m856K3x14\/BEWmHlQTzEmTIXY7M2fcMlj1\/v8AdTzFwGEdI1+7++t6G3VegqPqv7SWiypNmFbzgEhIA9cEmR0xE1v0z9nbouELuUtpQDJCSoqMZjKQACeYPHFZuC3jRgKMADoMVj54u2mhMYG\/6Pnsdv8A561hvbpUUsTgAZJ91avD40ZO8e7liDAkJHFFsQzbd4ykkaQn1uurcDFJOxFleX96bsuYb537juKgQOArI5M\/xqzdsruyZs\/sLigjvBg+EQEqSepSM8fXyqu4ey+6lz4WYe8nA+\/bbpUrYdhNwdyoUepZR+Gc\/hVncH1KNixbY56MEJLoG0gAOIWjD48OvXjIrYuuee7UiSZVycKHI1afMge0wxtsDvVpc7VXIvF2QtitaSQO7Cl7o6j4THyNJmOx1v8AZ0vO3Kgkx+BEemQr9aRuWuSFtyTsWHn8PSm7SndsX06Ru3oFwN\/d6VEz8zQsMqzFfXuLgjHrnuTStzLzaDLDbxk5fRIThlyomjULpdQdywbBA20ncNVaVpOv3uotP6g0tpMgAgFASBJ8JMwrk5zNN+\/0jStOcbt1ByQSQohRWTjPmI6RAFbMnD7FySuttyWIil0jG5LN3QVVUAksSAACSQBmpzh9iUYpb2xlZcBj3scelmDMATIcjwqTnTjdRnJAM1zfxt1ivQSWSOdECbbq9zpdD694oKN6hm9arvstE92kkyzJCrTnWzruxYGQMDuO7wcKSCT6Ab11W5sGw4lCypSdplClSDhJBJQGieTImD+vP\/tTDADlqwN8zPG2FLSdu4ugZTIIEgeVWnwG5k1FJYxE6hSQJBIMPrwNYVRqGgkqM4DRnJ14E3IEXoqj1woH20jo5tgVkZW7sks6HYtIFcggADWEERJVVyHTbIJPp7S4n0tJKbaJl16IiolWM4065Dnu5GyDpUAICoJdjpFIvOx67rUHUWpDLMIkyoiSmYSJJV5xMCckSJvzevNsWqF3Y3OZwSmU9DKoA5xIGYkDGHR74Y61pz3YxSvccLtip7qW7Rx\/GfOpDv6yKwOVJxnQm2enlULz5xKS3DQlg5fCwzAAB0aISMxC4HeQhlUlAFbXEdK+IVGvP2fuNJSth7fkAgp2nJCZHiUFQSMSD6V7b9tbVxC1YISJ8KpHBgcAiYgGCJxM07x8zwpsZolPo0qA\/aCwIrPwznyF20K+o9NSqxTOCcd6F7snCtjDb4IGTtUFawQKRCba20tBG8jGFAVDQI7HUFJGPLG5Y+pzULec8Qr9FGpEcLrIRpJDMqnu4tZICK2VUqpbCqoTGnFW1vsdp9uiCpckYJKQPeAkk\/4Z+dJB22LruyQMkEbVHjmTMAfvflTnxznNEOgK8smB9HCmthk4BPQKCSANRGTsMnaou74heYMhsiFAyR87h7zSPPusZz+jnNYuCWxjXuRpM2HlZigP+cd2dOckez7C7jAIA2ZgY3g3zlWLTPpDRMdPeKzrISAi5heQYXJYsWz4RjrUxjs1pzbaUOtBxWJKyvPqAkpgeUyeppXd9t7jd3jcpQCUmClO0gTB3JVJz6ScCTipKPjWrIIZSpAZXGGUkahkAkEMviV1Zkdd1JwwHqG4DEjNRXM18rZkyDIIgsjAY7xzLH3IVfaPdQRT6mIUAzgDOul+wvyuWqha9pLNjed2z8JSFRM7eQRPUYkTmCJzXXeyWpDU7IPEz0B8+DmMSJhUYkGKZ7q4AJrZ4XzHo6mqquuZW7w+mai+ZebjkAVps7EFcxVl1DT0lkhJgxXQEfOanzqI45zCrZ3rn245zK+db3BOZDICSasyNADiZIrm4uHW1nPFS\/aBxbOQDVc2bktU3xG67xiKjrhAhqdZaKGFwRTl3ViWSBzU\/EgIxS5xnhINSdlMTWeK1Zj0qxCzZSMCqe5fXAXk0u8I4OAasTgiaQK1LDhHnimXh\/Dq51rpl0pFXfTXv7oKVVSfKDvCRaoOpWT72MYFdG2iYtLUYxlrhsD9eOP\/ANs1y72oTa57TJwqBWc4JwvfZJwNzsp2G9WfB2yxhY44O9lJOlAqOCWdicAOydWb3CrR2NU3a2SVLUAQepjHj\/nXKe3jDty53bCCoqkEjgZbOffZEVK9sHENHE4VP17O0Qe5hDI6\/iun+VVjcG4jqEM66cmMa1YgbqSuk6iMgr4CPca5d7b+Kz\/PMvgNEUcFBsQNLhierMWOnOfd6kyNh2o3T6I44cMzaUQSucsx89KofPJ39adWer25bUSsbSZSYJBSRmI6dcxSHVdAu31IcQAlf3pV8KkmfmemB09RTB8qnhKRTC6jdW140hWBZXYtqLY3DE6ZcnYtJLjIWpvsr7QUkQA4E2kd5FkAkgYLqre0h93TYHoDW3zt2ePdwRa3+niy2Azd2zMo1LhmOCCAFc79c7NtzhzLyvcxy6ZIpIyG2ypHQ7FW6H1DKftqvab2mtX33Ps69wnIOCf3h85IPlzmrVd9n1uW4bvUwT4pHAJ6D55I5k4PWuzeFcyxqcq7RnzG+PXBDDBGd8ZIqQ4nz6NPjmdgN\/QD+UqHHxyPjXHvCGvsBVluD6DvHY\/Zkk\/dTNwbswvbph3zyJHnJadmZv5ETHJPpnSPfTO87RWjI3u\/mUz8sFR+Warll2RWolli4VtPITx8x8P1FXVwvtAF27RWwHcoR3kgHgLeSKcnvHxuWLMEHvOKp35QVqy3St5vAoX9FVLhm93oPtq9eUOWorWJII1Kqv53tMx6uxwMsx92OgAAAAz83cow3cZjlB6EK6YDrnGdJIOxwMggg4HoK5TddulO6h3jgIaEgAcifvHzPz44rpNj2Qas7Pu7f4zEknmOk9AJwAAPYGue+Wu2YphJFkJXbvIiCW97ROQufMkHB9BTcO3FQNu+P82g\/wDcAr0vydEBOm6OPINDuPcSJMH44FTfC+waBfblkk9yKE+zfWf2VbFftFsko\/6m4\/4CT+YH50luuxIfd3FjPU7hH6\/oKUYO0a7vJVt7ZSrOd5GwdCfWkIRVACj85mycDBJAqwOdOE91w+dFJP0WnU3tM0jKhZvVmLZ952HlTpy1yjDbLohiWMHqRksxHmztlmxnbJwPLFS03Do2BWZdUZHiUqGDYOQpDAr1wckeVUPWe2b+o3LeCGkqBjAmDJJjAxxz71aNL7LW+nsLDSUhagRIHGPqc1xvwbj9yi93FIUiBOAqpuT1bUVLfj7\/ADqSRL6XcG5f9XvMfcu1dd29xCoCpFHCi+ykUaqPdkgAsfw91aV9xNUUuzYUdSzepwNveSAB1JIpsrt+64sMsIJ4AlRjygCPpx7VDPZZKQVuOAdTCfLqTNcy8E7OrqeREkSVEY+OSRSNKDc419WPsqMHcgnYGpnmTsmnkuH7qNUgyNJLqAVQKiKFBLbBQSSN9uuMnoHg\/A0l7otcXSmfOhYZERQe8dMnSmSqgLsWJOltzkARNnPHI8UWSVZDcMJG37nvZmiikYnxM6JHGwBJbfJOrJu7+g6n3jboeTJhKhsUQkGVFQJUNxGwjIAx0mq01qth9mUrxQPFMgEmBAI2naIWD15mqjs+xib60kS\/0yfu0AfjW8\/ZXHGR3lwRn82B2+zwasHI8x5GrF4vxy3tYJphFFDHGzBTGB3kip4ArOd2eSQAjyXBGFw5db7KOc7u4GtYZRKWOoJq7sbBl8bYUFVK5BOULDVgOpotNMec1Vy2XcEtoT0CEEridu4hwCBk\/T1ry7UwiwQ+21uUoyBuUZT5gSgmTgT84pv7L+WYI4WhjyZS5cu6MjSE5AQq6qQMIwQgaSUk3yGqZmsQQVYbdCNx0PqMEEEVqXcd4rd7NbszOUGuKeF3UqX0II1YZyZGx48l2GOoUz8Fx3yCVdz9YKD4tyNYBAIOoFWUgFWBBAxVH7ddlnbN\/wC1sSUGCFBQV4uSCUxCkxIwJTx8Jm49ndRbuLcMOo2mCCgpjB9DIIMwYJE9c0p\/9G7eNSO4j0jchlDZ89y2Sc+eTU7aC7I1B7G3TSH6yFhHoDs+FEa4RNROSPYOCRgmoO1Tnhv4StrBMhUdnuMjBLfN5HSL9VfDIfVinTQc25xP2Zv0eEEfa1mv\/PVr7AaCV2puLwb1LPh3yopSI4BMAmZ44iqv2m1Y2l6hi2SEo8IO3wypRVOQPuhNEPESQDIuWKIxB9oF41fTq29nVj7K8Xd8q7sVQeXeOq\/cXK5qI4rfx9+YnZgFIMgRtB0hCFGsEFdTJ5EHHxAOLg3EbVHVIbRJGLAF3QzOSdsky50k+5cUstv2eWt447cPrUhJcXsQgD4Qoj4lH0x4TjM1Jvu3iLFSbYDcsJTJhRyQDwBB5\/EM4ipm0v0fOh0fG50Oj4HqdDHA952rbVKw8wrGy3Ld1GksKExSxRqjCQSKkS4CjOqV1VmyAY9a6TqGnZeUAuMgBWYdegViOp9AOtVjtr2La0ZLbtutRSskQqCQQAeRAIIPkCKsnZvtENUSowMdQCOpScGeo8yK0b6cjGFZ2JwFQAscAnbUyjYAncjp6kCtC8mnUqDazjX7JJTTv5uyFxEB18WT6A0udk\/Ofz3iEhX8hDL3cW3t6YZWeU+5zjA\/NC7AlqmeaOcntreNizFp5WjQsxIBjWLI9xbvOu3sdR53nsp2HsBYIcvWQtw5O5S0xMwMKSMASZB6iap+u9r7lu8WzbztBIG3b91KCSZSeSuBBxgxUgeGXQUORbMfOFHm79Qemo6GVTnAJKaVyC2kBivq14PI2HmlNshXJRIVmdSWI0O8gwCMZLLGEOoAFtyM3LbNJ80kPtSqWPlkRsw3+Ohhk74xSX2Zc0vdzzls4WK41jyJijBGPcxYbE7dPKrs3oemsrC0W7QVH4BIGQYBCkzj4o3etVdXaTVHmzAPxRlZjISqTG08KGArbUV2+Ws0UNronSSOW7VNZjCEyd4vdxOkZAKBGWdsBTkaMkkEWDyTy5bNHb96jNLNAGMgONwZAzD6yZ0HAVsDAx12rT5RbErwVP8AxTyfdcIP+Gre5Vjw1iPSwz\/SW4b99es2DbTzpQABJPhASJA5hIA6DpRc3Cn\/ALK66AreGviG4eNSJA3SYgmM\/Ol6G8kLxpEzI0yI5Y5cxxyePJJ9sxxOkQZj4yFLdTUtczW1mDOF1MR4Xl0vIQCR3pkILF3bV067gBFUApnZJxs3HfyY0k24ii33AtXjTHxlWEufeQN8CoH5R\/Z7dXsVo9rGZsRukkcbAkNEw7uRlYAgaXbVgtjMZGdRFYoZTaNPOND\/AKjilGPvbj19AOB6HzJr03lxqF2LZLu0JRzElO0hJA9cz8x5VbnC+dppo1lSR1Bm7rfTg5UHYb4IBHn5jYedLcTv2m5jnQnIiuY4lGMAILi2VVAAxgKmPfjJycmrb5d4F83S0ty2rE2vIUgHvHTfDDqFCqfTT76prkWHVzHesdgOIRkk7AATyEnJ\/wBnWVy2O5bxBny9FfyrRprzjiHw64pQTsA3kmCYBwePij1jNWL22cQMfD+JyA4JuogD+tNOf7qiexaIjhQJ+tPb\/bpsj+81h+UhJjhF0CQGkvIXAyMlFZyWwPIahkn1qc7N4QOHxRZAbvQxyG2C28cY6A+erp6VMgfbAroAn+I\/+NQLl1saQFEiVd4PqpRA\/wC\/6ZqR4\/xSNuJfNGPS8V5fRVkit1iB\/WaFyR5AD84VHdq\/GJYrC4mQ4kjmiVl6DSxaAb43Ecrq7DI2Gc4FIXOvMaLxu5OrT840GPONu5RVXUM+HvSzlQcZCr5sKtKw5mjKyLJgrKumVH9mRfMN5MDuDvhgWDAgkHAKllRT8Xwn0Ix9YA+YHFbtWfZRetuup3NHcZGQQoED3APHoT5iUH5PPEHmgllkXGIZFIUYBkLBVbcnHh1OdycgDzxWTtk4sO\/4dajGpFuJJPXXLFkqfTTGsH2nH1adJuaraBVhgijjDuTHBEAFLnxFliGIwdjIzdNizZwMc7vx3vONTzXEqrHEJYlZ2CqNLKgUFurElmJOSST7gNJvEAoYcPilJ6YiMkeXIHv6Vvs2e\/dfuWE\/3exSQdpEkwQAOScJ44A8zXTPPMDd3faN3SyhCDb2l+aDG+2+CN9tzXP4vBFfrwxWyIDM87j+Nu2U6jv1SKIlFX9bO4Bq4eDc5pdu6oySKSnfHOzKGVhG7IgJV+7wVDDYeXWuY+0KCWDiNzKG+kF5LO0g3H0krSIvoQyOMr6Nil19qFublpveFKbhRSCDAhInHUwTB9DTfRWHF2ry1tlHeFYSVCJ3Eq6E9CB7giuxuH3CSuXZjplgCMV6hwiqGxkEAuit1GDkHbIKFc9ll65PeXdokRP\/AHxbH6StqXPngS6c\/WIwaqngfbWdG8Miv56GRkPvAkwRn0wcep61Oco8\/XNzNoVGEajVI5KjQvkMRxDLOdgC\/qcHSakX+p26UEqchAHSRgf0B9KR2Ol6iHVMm3StRUSFKUAZPPEyJz0ySfQWHxLgkduipG2pWyc40lguE1lcZAMqzhQ2ToCHzxWneL9ETWlxHio8z0+38Tv99KfMHNJ0lR0rn5Uxf3inh4UmIHoBGffk13fR+9sLRDUCRzHHsCcke+awS+1SrzC511ng46NQzUtxfh6lRIDVnt9LQkgpVTN\/W1KQQpOar3jBJIFS1iWjj+yssnDi5yozipK6tMqFxvVpQ2EJCSRVKW066SpKTUHwjiR1E1rcV4wddMJ5bZVyBSpxPhjajtXqgFEkViyyofEDTjypxQMQKtDhxjAB2qiODxmM5qdi4+5IAzikt04pJirPb9nm7lO4VeCzpjyrJb8QUedVQ3MJC7mtSz5mJ86UOW6HTJFYP6A622dprUHczIqvqDavEygbqPZQZbzOSScY6D2mzPctWcEUgkUbgYTVjw52J+JG2fIZ9aq3hXEDTJa8Q99ILu2fU2Wknw8R6UmZ0y2S\/wB+QSqScqMSfSY9sVZfF7a3uGV5V1EY6HGrGcajjJ05OBkdTUxy7w+2icSRxAOAQGyTgHrgEkAn161Wdjxep\/hPGSWVB1JxSC5sbhDWzeQmIgExHlU9Nral3vO7BVMyROfOrq4ZdaqkpYtt6XLWzMQUswJONqmJ\/pCkQOGlYLt1xkaiPgD+IqtWmh\/abxthB+IxPkOp+Qk1K1C\/FpbLeUPhHHmeAPcmAPU1opFJKpaEBY9WgSsBh2Bw3dqSAyodmkY6c5VVkbapJOA2yDE8txO\/mO+aOMH0EUOnR+qTn3CvtzflIx3Q2XRBEM4Clo5XLbbjwROARvlvXeudOOc3zNKT4So66l20j038JPXbpnzr6GstPttIbS1bp7sfiAlxXqpXPqQCAMwAK4i5r95qi9yCAIkbvEIkpwjjkECRMAZJJjoqXgkJK9xLPBk4w8veQn18E2sa12OmQoCBjKZ1j3DOUeSJ1USRNpfTnScglJELb6JArbEkqUcEnAJUezHiBlt5mIOlUiZc+RLqgTHrjV\/W9KkO0fjOhId\/pTCFZifKedGiXP5yQW8jeuJsjqa16\/oTOq28PQVfdXEqBwRKuSkgxBJgkGpeg9pbmzfWh7oAfDgKlWyIGAd0EEAYCgeJqdg4w7exbXTjK4ZbfCePGnxyOgAIYHJwMEHpvXuTibHSEXU740qzaOqa\/E2Gxhfcd8eW9Z4blxGoUsNPCmkwCfb+ayEHbzBKkehANJfI\/G+84ngbRW6qo9AIrPJb03Kj+rSV\/sVpaFNd23EEkgqUdyQkmDkcnb8MYJpy12wunG1AqhZO3gQMolQxwAqM9YpvdLldLSrCqtnASYu+RG8h20KCFVPFjpqXr0qPmkeQtpnjhVSFLGPvX3DFiELBfD4VwwOSx3XTvr8w3xitUcbkJfMM\/ndxBGDjzxqJx59POlzlTlSaeCJ2l0RSAsMEMdKjeVtRGckeHzIDEgDBM9XZ3Tmb5LyWkCEERtBTu3ETtUSJCU9fPzApW72qvLi0ShpRClbVKlXCSnjcNnJUDyOBnOW\/htlbNqBuryVlUse7nWIYHUrHEpC49GNIfbnw0pDaFZ3kje8j2lP0hMc6DBbQpkjCyJktqAkQ6dsU58BhtojNFCS8hhYszBThUwxG2DGpwux8wCdWAQpdtRylgvoof778fuUU5u2EusR0CkxKQI9hHhzjEUrsdXfW+UFQUNsyJEnehJEz4hBPMziD1Ni8mnH8H+6B5PvkuG\/4arjs+4LJ3zatfd6UaR11anYoNMK4xhEQIOv1WGAasXgQx80\/R4bn+wuH\/fXjlbACqpCMYoW39ltUMbtnPssCxwfs8qUdrNSdsLQPtGFEgD5lZx6xPl6HoWHZrTBfXG1yC2lStwPXa2yAPbGf6iI7SeVorpLe3KMhM6FCGU5wMMWXLasISctuDjfxENMShhAVtkXMQijULoUmNi2siR3QA6271mJOod4Tuxyh2HN2viDzA4SGRNHXGlS+c+gfJLemR5CniXhyyQyxKxVi6tEckDrghiGUjwEZ6nw5UEgBtmg2RZskuPHxqycD8URwOBE+55gVE13UkXOoIS0YQQoRO0KAT4c+pmP8gPJrxy3cTwqe8lHeCUaSDkaQMsWERdTlsDSD5HPQVIcLvShdodleQtggblY4Y3fAJC97LHJIBnJ1FjgtilZeztUBe4ni0gFmKtK7AAEnShQFm9BqJPoab+DWqxqYSyrpIGMZKsANQymF1BtSnG2QcUv7YXqWtMXsMbyEzhP72M+kcyJ9acdhbB5N4Qs+Afd5M5E4UYmcylMwIwmK5t5miMnHXlbrqdjt6W2jH44robmTb577rFV64\/i7aPGfLrVLcVtweLSkbgF9+nQqufdVp808yxYuWDAGZQg1MMKuuI58OdTYjwF2yT1pp2bStuyQVHoM858En8qQ67fpVfZP3gRgnA77+Kk\/X0MVtyTyg93Ne3NzI6wm4kwE8PfS+FdLaSHEUSaR3YYE4CgrpL07XNxaWLi3t7aMShgGJi8RYkeIs3iCscYIyG2I8qhuT+a1KPvqSSTvDtuGy25Gdjg42HQnqCKy8288QM4GIhKTGXkZF1lISumNXJ8Gceyq775OAAZ7NoGkiTP7xPn0nnzx55qG5e3D6lNK3JwIhPODMqzE+HqOo45fr6HHzlT1+cWiHfO5vIiwydz4gajuauOMbO7Qoh1W1wucHPiicZ+O+a0+A8wPO2vSNHeh2JOQ0ikspICpr0sQ4BOAwBxtUnzLYJ82lx3hJhdRsCGOkjGc5zXP+3OqJW7b2rKxvC\/EAQYkISPmY49avfY1hTenOvrbKU7V7ZjI3LXIg8CY9wap\/wCSZb6XmYnADTHfzItCAN\/PLDamHtxj+g4dHsWF47OuclVdoFBOOmrBAz57jcUm8ocRa2DxrGWbUXZgQBlggCjwtknQOnlg+dZeeGuu9i7wZ0CN1iOSO9ddWGO2SgIBxgDD46Am6pfbbZQyVeIjjM4Jn6bvrAql7nl3C3wBs85jKwmB7nuhyRicYq7uWrtUW0fO0VpgqFYsXbvm0gY3P0i+YFVd2EsIvnTuR4xPGDqXALGJepODpCEHB61r\/wAC3k9vNISEVQqKUGCztIgcLqYkKkZYZH1iN\/Caj+SeULpysKO0aMcLsAEXOXmO2SOuATv4R1NenUWdxUJ2okE+RwrzzE5PmYitKGrhLQaK0hTpBSACTBhGJOZ2CMDgnyqT7YLtJrjhsSMG7rXsCC28jSlyBkIo9kZY6iPccWA\/N0cSpJsGitliDEMVGmIx6iuF1dScBhv0pC527M3N0\/c68HQuvUSwWOFIydQ3LyEMTjzZ\/dThyf2MBopRMja5U0Kxx9GgZW21HVrdlGr9Hw+bZX3HaBm3R3yhJWRAGTBA5AHGJV06VPZ0a4u30WzTh\/uhkhMCWzCfEcDMBPU\/EfSp+zLmELK0USvu7dx4SS6hdUhYJ0yyvLnoB5+HJsTiXP8ALGCqRMzsdICtsW6AkhAQM+ec77ZpY5IRLa8uMNHiJ0SN1IAIQyBghfGVPhz5HA67GrQm7U2xp1k52xlTnO2Pyu\/pjFNWN62EkQfXiBPl+nl1FJ7xFp9pKnErkAfDnp1IUmPXmZPnW\/wOF0+bd8w1LI00rawyqveBiwK5ARYkHnnVn3VQPEOMm3vriYRlpLnEx8QHdqzzMAxw2+mQeXXI8qtqbmV5DoAKhuuFd2bHlphR22ztqOkeXTaKseCW\/eHWD3rspKzI6M3kiASxoCMLpVASWx0Y1p1K5eYYDjbS1bZMoTux4p9Ovyipmi2a7pK0AJDazEKUEzEADHQROMk4jzrTtPmup7aHvAY4pdckiZ1ZRSndajpXGolm0gf6MZycVJ8m3F7cyIhEcSDDOVQ+CPyQa3I1v0G3qcYGKtu5smmOlLYzaWxlpY40DABtzITnAIO6Yz0ORtJQcs3S5Kx2YJ3KfOG1k4\/OWIJn39KrTB1q6se9QAh1YkFS0JABJ24BKhCTjclOcmrX\/ZVi1dJbISWEHG1KiSYAVykJkqGYUoxArmHn7s6niYlszPM7EyAEgjJwPccY8Pl06Vvcu8p3+kAPcY8h3j7fDJ2+zFdH2LvqEbxmOQoH7ssGyjMVDqygagHGhgVVlYqCDkE7XFLOYA4hkPwUn9gNVK67Sanprhtrm1PegDKVeE\/vYBkHnCvPirEns0m+SFM3A7ueFNyofu5UIgY+H5VV3Z3yWLfVNM+u4cYJZixRM50BiTkk7sc42A8iSpcz9nSyTSSBlVS7SYJzqkkYsTsNlXV57k5xsBTjzBxLBYHUpBwQdiD7160sScX0nxDvF8wjaWHwyCPvBpNZajed8t8kFS4mRwB0Gf5\/rViuezba2W2gVBKJ+EjM+eD+UR06Q18pmK1iWJMH6zMeruerH8AB5AAVF882VvdDDjS2QSyYBbAwA22+BsKgZbqKTaOcI3+jufoz8BKMxt9umoLj0k0P5RGUHo3VD8JFyp+w1mxYPB8vhZCzMn3\/AIenFSHLVlTIZUgFIiPSOs8g+vNTdjyzZR41K7AdcOoP4oafeQ+I2tvlYCpDtlo5SElY4wMMx7p8DYDUuN9sk1Q11zAfWoi646fWnTmn3N0na6skfT9IqNZWlpaL3toz5kkn6kmPlXWfHeHWNyMfkZvzT9G5PuVvC\/xXNU5zXyFKGIiYSfonwt93Q\/ZVbcN56mQaFbvEwSYZF7xMKCzN3bZ0hVBcshXAUk9M01cvdqCZGS0LD84tNAfdv9PFn1zIo+yhjS7q0ygyPI5qxNPsLEHmlLjVtJExWRGQjyZSP\/3Wu3GnxpycV0rwXnizuIwl0iaTsJG0ywn9WdRlPhIEPuqF5y7CreUd7aSaM7hc6kPwYVNY7QJaVsuElB8+RXrtp5ZqpOU+aRGDkZrdi5hDtnpvUBzXyJdWxOuMlR9ZdxSslwVPmCKfB4P+NC59jWdpcm1kbcetdFWF6hi3x0pVuwjMcVXNtzO4GnNbXC+OnOSawQX2zINME3Nq6napIBpk4tw30qW5e4GMZNQz8aUipHhvHMbZqPe3jqk050TT2iTBxW3xHgRbYVpDlsqOlOfLt8rdak+KTp7qWo1BacGnFzpSVq2prmSymxW8L+l2OetiJ81aiwDXFqaLG9NPvZ7gy62IAUZGfWq44OlPHAlpNqTIKSBU5hEZNWjw7jRkkzvjO3wr3ypzaWvTID4YJIQo\/RLtqP2sAT7vhWhy8vhIA3KkD4kbfjVa2PHTb3BUeJFyJj+cT1xnbKkbZ67jbORE7JMssXynl9MfJQINU7tyHnm22GzHKvmkpj6TgeZHlXVlvZlhPFG6KXGqLvAdDGN9abhWYHTqQgA5VpF2yCKo5n5KEq6oYJYjuzr3LOjHbGiZSY3QE51BlDKM4G9b\/KnaDE6ArLG4GNg4Drj1RyGB9+320w3fakqrhpcD9JlH9Yy5+2uj3DYfyRMcKBgZEH0UDAORgjBrlFjerYbVauNGQTBSnPxFUZEgAlWfI\/Dia3eSOXltreOFm1s5RpMbY8ROnUQMnxtggAeJsZGGKl2rcBcSJI8qHVdO8aKCHZO6dBI650oiARwqoz7JwdmrU4r2xQrkhlPvXxk\/aqE5\/l1XnaRz3ObjEid33JBZGB1ezuJDqbfxsirk6fGd8gCO7cttJSgq6pMAgnBHl0j6kD5TNMs7pbi1rZgE4JMRz6kqmTjEHjyPTHD7oCSGQZKiCFTo6jTCI2XoQd8nBBDA++ojg3LdvbMzCUvLImB3gIK7br4fa8IXBkAOFGyg1Rtn2t4jGlJBtspEeB8GIYgfyfsqKtufrqR8hdbswWNRqyNeFWJQhXJZtz0yT7hgevLfeFbxgRgE49cCPWsUabqB71CgmFKJE5IKoBgDzgdTEYq9O0W6XuIYzg7TBt8Ad9JBgZ6MWVGUrv7QyKmeFcdjcKW047ju2TK49jTkjfGThiB5jII8ubu06O8hlMdx7SaCoj1d2zsquChJOtUJ3fO7DG2nAw2l\/fNE7BmIiCGRhGmR3r6EjB0bu5zgdcKx8q1f2zbkEmfQgDM+5xk4qSdCuIQjeAtBHT\/2wAJHJgJzmPTpV58GubeCeUozuHtTE8khUlpHdSzKIgwVQqABTvvvjYBV7S+ZI5p7WJDvGgUjBGlAzzanZgPEWwAoXpufLUkcjcm3UzqkhmRHJZ2JYBY85bTq27xycDqcnJ86ZueuzySW4cxR4jYJnGANEUSRJGuo7khBvk7bk5YgKLjtZZJcDBUAQAoyoRgiBPmf0nFM29BuCPtUqUJ2AJTg\/eJiCYBA65MCasWy5q16Y493FuIQy6Mqgj7rPtMPZJ3K9T5GmwY0NpiXGkorHLBAF0IN8nwqF3bckZpT7M+ThDDuVE77up2CgezGrglTgbnplidyAKbrSCSM9GU+7z\/cR99c37WdtV3i+6ZT\/cpVMiFSodZMgDyAg8mc1feynZX7EwpThVvcBkE8A\/8AyOJ9gIxXNfFr9reVpF3RSUAO3enPib7xsfL4bVP8M7QWIGFkHuOhvxYE4q1+bezy3u3V5GaMqMYjC6OuclMAgk9cHHurV\/yYwxdQxB6MGGD8CBsfcd6tlt+0GxDO\/cdv4dkkH8wPIZg+9VC57D6hCWXGkqjhW4bY84Jn1PhxOKg+TLySc631d2DgAMF1Edd0Vdl\/E\/A1Ylvw441J4l8\/Jlz5MP3jatjg3CIdCxrpjZRhfIMB5N+keuodT1rNBI8L7jceXqPj0INc57Q65cau53js91Ph2\/c9wPveYPPQxmuh9nNCY0hkIbSAs\/GQIk+mOBwPqRJqiebeDSi5kaMkZLNI6\/VQtsufUkbeeAT0YVv8W7NpzEjyM5ZgX0Fi3g07RqvTvPJuh8ZFdAMsTL3iYXO7KRgg\/vqB45xkgdykXfsys4XWqFQgGX1P0AyBgBiSQMVcrftBe3brVnZIA6iVgpUAPvfDtEcmZCvaKq\/\/AOJs2rTr94\/M4EIgpJMyMq3GYAEAR7zVC8tdlNxIclcO5xv9RRvv7wBsvmcDzqU4F2TEMWYgYOFU+W\/ViBjPmQPPNWlYPPE6d6Yo2kR3RUYsQImhUoWJxI571iQgGkRN1DeGc5gvI8d6SqbZck4XP52\/TPnms9b1TWLF1LexG4gbQncsKkkSkiJUFCCCI4j190\/s1Y3LJLjq8Ez8KIEAgEQYEcGZyZ9NK05TWNECE6NO2QM588+8nJ+2pnhvCNUbQk9ckH0P\/wCRkVAcI50yrJHDcXK59qC3dgp\/WbT9wzWfgXNIdsboy7lJI3SQAHBOltiA3hJUsAcA4yKrlx2a1W0cTqLrCxB3LxJSZkkiSQOoJGKtrV9pz7BskqTtKdgHQiIgHrjGDWjByYinIAzqLEkdW\/OPvz09NsdKl+O8AVtEukFsaST6gKAR6ZUAfZWrzBzQQ5VUDyFS+hMjCjrI7McRpnA1HqSAAxOKw2cN5Ivjmt7dSchBE80g\/W1FEz7gM+oFNtM7PazqSVXargoSpO1K1KUkkAyNqUgq2kjJiD6xSe6VodgkWwYSQFbimEkBURJUsxuAMcyPnW3a2eMKUXTnptjrnpUZfvmV1iuu5VNIYrD3py2vKgMwXw4UYx5tvtisfGoZYopZTfxusUbM2bQRkN7KDUrkgmQgZIIHmCM0gdi9nHPDNJcFpFikQDSxBZZO+AZgxIMjMoYkjAGRg51B\/wBneyS9MuibhaXiRKcFQCickpcQJPyPIM1XO0naQOsoFikIjkyI2JCsAtqMAQeCIj3q0+XJTqZTcGYHAWR40jYONTNpRQPAEaAZOcsZACcEBhuuPqkbLO6RjSwBLBQxII2JIGfd1pD4pJDa94BqEaNCqI7Aky3SNNpQDwgESW8ZVQBmNmx1JXX45aQ6GkjgadlGppyHyxLMSFmOnz0gAEAIMAYOWz2gNXGqLuFkoQEowgABZInI8IT54B5GK8d7TfYLJtl3xLVumNyojBiSTEzG49Mmq44\/wFZJCyyR6F6AyLksep3ONun3nzqR7MeFLHeapFz3HdvswxlwzKQy6gfCoPmPEuxzV2W\/MMjQAvGoRmK6CuAUCg6ho043OFKkHYnyBNQ\/KB4NOZ3+bRSlFZ1dYFbTJKEiLtpT6iuzBUOcZb1GH92WbZKXNpAkzKgfQdExB9\/rVLtGu\/QWWHFFQ2jKQCncFKBgFQVO09R6iKsuHtCKlY48hchdMY2ydgMdcn9Un41JcW4tlZxcDvokRkYEDJDkYiQpgBpHVV1YOnTrGCgNVZ8nTkzuY2u5lXvZTpiD48IyNUjgjYggYz0UA+0dmXn+C5uiYLfSkW5eVzguxxnwgFiWGDnGMaUBxrJ8+3NMNF9xMcHnIz5xImsGheG8Syy8txQPBJ2kDmU8R9cRxM0r3XakkK92Hz9I2SCzEszYxlQCxwACdZ3Bp75ZeWaDvGUnWydzkYLAgkt4zkLgY9OpONO9Ov2YiO6t1lmUoXy6AEOqKwLt4vC2r2c5B3bAOCRds3H0kBSNg2NKHuyGEcYGCvgzpyMbsFGyr9bfXp+o\/ah9obAKcwc5jnn86j6ro7dq6LZQUXCIIJn4hjzj8\/PgGvHGb8kMPE\/dhY0cAkeIrJNJqxnH0VvEiA4VULHBcVoW3aY8UcisctoYRvqIwcbavXHkcZ6VuS8b7rGgjCjxFt1PuGfIb7+dQa8dsr53je1mDAEme2QkADzYDy\/WBzXK9d1Aanfd82YCQEiOMSSZ9SSeIr6C7P6MvTrBtFxkn5HAgYOcAAck+dIXNPOcU8f0qOLlR4LiPSdYHRJRnJ9A+MjzquLnirb43PTGVH31ZfMfZO0qmSwuYrpPOPUFkGPIqds\/0aqDmDhkkTlJo2jYdVlhYD4hvMe9Sa3MMJVk81Z7dKIhB\/Osl1e+RUfBwQD7wy5Ar5w\/j00X5CVlUndD44T7ij5B9M4z76hIjsNOo9d45B9+GA\/HpWLLZ31g\/pqpO\/n1ByfdTJDIArJ1hK\/iH9e+Kn7\/AItbSbXFu1ux\/jrLdD72tnyuP9myn0FRN3ydI6l7aRLxBue4JEqjr47Z8SqfcA3xrUViCM4Hp4sb\/qvnAPqK2eT+XjcXMMKF45JJCA8ezqFDOWUjAyHWNcjHt0ys0qKghHJ+Y\/2+vypFqrDVoyu4WfCkSfOPlz9KtP5G3KWua5vJF2iX5uiuv8ZKAZcqwyCsWlMHymYGq5+UHyEeHXZVP+rTapLcn6oBGuHPrEzAD1Roz1Jx072D8dIR+H3DML+3LNL3h8U6F8LcocDUoGmJgRqRlAbcgme7YeRU4jaSWzYD+3DIR7Eyg6T+q28bY+qxxuARzl\/tTcad2kcF2Clswgg8BI4WPmSr\/CT1rG3ZbftEusmZ8QI6z0+kfOuDeD8eeM5VmQnrpOM+4jow9zA1YfJXahNCfo3C\/nIvsn4xHYfFMfCqu4xwuSGRopUZJEYqyOMMCpwfiMjqMg+VaatXWHbNm5TwCD86jt3rjeDXYXL\/AGsw3C6ZVCMds9VP2HpS7zvyrbTZZcKT0KYwfsrm224o6+dNnL3OrrgE7e+kZ0AsL3sEj06U1Z1FtfhWKlOKcmuvTcVA3Nm6dQatjlDmqN8BsHNNPEOWoJVLKVG2TnAAHmc+QrBWqOMK2vJ+dbF27ahKDXPcN8em\/wAP3Y9fdUjb8UwcZyR1x0B9M+eOhxtnPXFOvLPI4uGlnUEWUOTJOMjvcHBSJvqxE5Vphu2GCbamHzj\/AGdxW\/B4r45a4vJIjGo2SCKUST6VUHxEooBdugIUAblmV66zboa77BdVtSOs8\/IAZM9PWk+na+pd0tm3VIbAKj0zIgH0gzHWsPL3MWPOpm45hz51TsV4y1v2\/Fj61od05PIq32naRaVeOoaS3xWe2Wtru81huIivlT9WBFVD7OBmmWxtWVVZttW4Hnj1pm4ReDb99KdzxgskbHqBg5PUZ2Ox896xpxryAwPTPn8T5e6k9wNwyKGN6j5VdPLvFQCN6g+feSzIpe1CksxZ01gEknOVLYGOu2R7s0h8O4sfWnHgF+7EBSTVcdLlsvvG\/wA+DW+60xF4kJcEwZEYIP8AXQ4pY4b2aXfnA324\/bnFPnLPYDfzAN3cca\/nSSqPwTW39WrA5P4bKSutvaI2ro7hsIVFUeQFeM6zcOqMgAD3\/nSW47ONpMqWr2x\/Kue+TuwxLKSO7upo5e6OpIUQ6TNtocu5BIjPiC6B4gpztg\/efeyyK+f5x3ndu7apF2GshQoPjwPZUDZseeMkksnbPzDm6jty3dxrjLkbAnzPlUjPzBkCJLiFpAvhGsIG228D6kb7CKXXd1dl4OJWRiBHH8vrUprSLdLXdqRiZzMz5zz9KQuF9nFrbhu9hkfUhXW\/sqCMEppGAxH1skjyxTTyRwPh8MiSpCrMmdLd45ZSQQWAZ9OrBIyVyPIitzgWvB+cgWshJAMUhRXH5xU64STUb2jtEgjVFDTSOArqirkfrRHSxyQOgqF3l0tZlwk9c4+nHyiKlsWNoyAO5SY4MeIeoVkz680+y8MivHHeQxskeSGkjVmXPXDFdifdWSV0VWitY1RAfF3SqpY9MkLgn47k1pccY21vFbIwEkg8TO+nIAy3iPmScCle\/LwxtI4wANjkEZOwGQcbnA60vuU3ClJt2ySpZAJmOcAdQkeeM1tuV27YVcFIASCeMwMmTyamhduhOxHkQV2+0EYr43Eoz7SDbqYm\/ErkqP6ta0PAIFYtcKbiSOHU\/elnUMN3KRhgmjxDAK6Qi6iWOTSvzVzfax6O5ghinM0Qj0IFY4fdR9GgwUL6wW3jDbHAq+I\/ZjaoahdwsmOdg2T6SSo+4hR6CqCf2gNlyEpHJEeMnHMkJ2g+5jzPMTtzL3jlIZhGoQMXeLWcs+gooLBdSgOTnVvpG2cjYbiItnWMySzK8Kyh5Y2KnElwsmyr9EoREcHAUKjnI3zo8t8WRrfu0xmCKFJNOcZJbGc48RbU2dy3wIFLvbT2qrYI1tpZmMSggFckvEH8WTlI3V2QMo1BTJpbVVvtNCsLTTzaqQA2ZCiAAs8eIqhRJBOBJHSI4q1t2rvbvUe8gngpwrBJVA2lQTEJMnBxIngvk3FWdisVtNIVJVtJjCq6hSVLvIpUgOh3BG+xODXjhl5du5iS37rpr+dE6CD5qFXSwHk2sZOcA6ThZ7Kw62GsuWlmvA7v0JeS3UtjHQFtO3urQ5\/7T0SWa31SfQRuZTpfOFPdsS4I8cjEKqht9a7dTUa27MaRZNJecYTuGCpRVz18O4JM\/hCcnimTnbDUbh4sthasjCdoEEnqUyIA5KqZrnived0sXdJJJb9+VmclVTRG2MIASS0qoMlcnJ6DFZYIgzLHNxFy59mO3iSMD3K7h5CPeQKo7s8uOIcQNxcQqsIZgjzdEjBCrFa28SBR9HCiHOVUAFnOXQVZvIfI9vYyI0kxnuC48RjC6XJI8OhgzeI5OoudhsDvUjTLK2tUn7OyhMqUZ2pKomQmSCcCBiB7mah6xq16lwl10BIgAEmT0JhKkjJBOZPsKYuLyG2jknW5eWFGRZBMimRBKwiVg4RdTiUrhPEHXvcaWQE6vK10kkIlYfTlZSwLEkI0w043wAqrGSuBuM4BByt9u120fC5mUDX\/AAhbADGQTGZG6eY1YODS98mSSWS1uppcHMUaq+ACxa7YM22wUKqxj3An6xpku2YRfCEDcQkEgASJ6xA568nEzAhReP3V9pKXHFACFkpMnICj4ZJjwp8zmYEExZ\/Fru2VYlmjilk0s8auo0rrOfEQrFsgKSMYxpGaw8LiRm7w6pYYUWKEy\/XmSONXuSgJGoEkqSWKsWbZsYWe26OYRxvbRTyXE1rHBD3asY4mR5VkmdRlN48MsjDbuyp0jXie5ScfN44xjMMrEDrlHCHceeCg+IapKd7lxBwlOQZzKtwIH4eoxzuM8Co1265YaajY7lSRtxwEhBGfvSDuE8FIAiYHvj\/Hr1LgQQQP3MUiozGOVU0sFZXSZ0Eb+Bw7DLEE6cZzUpzjxRBFJIxQ9xIZo2BAaQju1kDlekbWqSxln+qV9ohRS\/z\/AGHETM3zSI3EJwVc3UcaqGGrTplSMnTkjKFl2wSGDAVd2xwXltDbtcyIpa4V3t4JjKxgj8Qd5c6UHehQFVTqO4bwEGOHkNErOfPBjPTPIM+LnE+9TWbS+TcBaBCJMkuFQUMxGI5jZiZCZMVdPIhbu1chtd0vzgp9fulEjQw6sBi2hceR1s2AMjFIS9plxecRW2iJVe9RNtOMGVUJ9nIVQ3QEDbGM5qzOyLm9Li2tpAuloBo7tj0VHLIAy4IG+pXGMasbFSBucF5WsLW5a5jDmW5cr3bYdFMsuv6FD4gS5BbMknQY0eWpxCVIbDRxGY9MAAdBAAjpilzb1opb4u8uBR2pUTGYmOZIVv8ArIgGa8ds9wF4dxRl6fRKp8yO+OD8SEz9tL\/YFaheFlvOU2hP2wSvj7M\/\/NyZHt0\/\/wCTxEZ\/jrdc+uJZf2ioXknmq3s+HRRXD6ABE31yfo7ZYwMJG\/nq\/uqc4pKLncrgBJ\/T+VBUTpDYA8S+9EAE5KnBECfxVq9uljdXPFY7O3JUareTUNlRjaIhkJ+s4jGEUEHLEbayyubcHsOHRNcBFYIVTvrkq76iv5R3fq8jjA06RqICgY8VXcc7XY5r4zJKe6KxMmUaNVaNQhH0oDapFVPFhc6BjyFMV\/26QRo2qNnJIcp9EwZ0yVbBkwxDHV4o8Z3IqClxlKisqk4E9BAA8\/TpBI+lM7x+6U+lpCFBBkykQvMkfEAU5OR+h5sDgvE2uIBIQFU3IRRpwcGNXbIwOutTuM59aTflCc2m3Vo4z\/nFxf3kcQHUZliRpMnYafCoz9ZlPQGlbl\/tdmkcQwASyzTsyltYBeTGWIUIFCqPEy7YXboBS78oa7Iu7HvMsbeNZZTGoVDquWlbQGZmLyMh1F2JOIhn0g6pf2j7QsVmSogx6BQUSfSQB61P7NWN1aOO3BQQMQpRyVAEDrM+LHlFdBcq8DR4ozJM8ZkQlVQAorF3XxSDBCjCnJx9boME73B5EjXWMlCryBmAVmjEkpWRlRVXLxKr+EKG1Z+sTVGcn84XF7KsMQeCJV1yP4NSJ5KPAfpHPhXLHzO+k1cPMN33NrcFMPKtrJoWTxAlIdI15O6gAAgncbVXu1uvsqbNi2qVqUg8YAzzjk9P+KbditEfYKrp5pKEgHIJKjAyTkj1xHlmKp\/sn45\/CF\/Pd3ODGSUELAMqRrDKYkwepUyK222ol8Zxi5puK2p0xRrbQsiu50acqO7aNVRV8Q1yTZdiuNK4LbiuPeXZbmMmCH68oBAQFnmbCBVyCM5wMAbEkVevJnI80KlXdUkxrnlkzgkb4BHtKnRUHvOASam3GsM6cwlDaZUQQB7iPoP1rOx0e7vtQW+HB3cgnwyeAOenGI6c+VWXx\/gAlj+ljYp176zYH7WiOQR542pP5s4NO8KW1k0Ytt+\/+a6xcNnq0sLHvW22IjZtz0wMVGXva2lq2LdHdh1kkLIrfCJTuv65z7qkuVedI+IAtPbkSayBNZZSRPQkZwx+0GqQxbEDdH9f15g+9dUkL5\/r5H+B+Vafaa8Wi3eF04fDAVVpyWWZQuPoljj8QL4Oe9PXHhNQl521wyzfNfm7cRs9ADyzIqyK2+cMVVXGPPCnPTNPnNnJjzJpkWPicWM7nub5F64DLhnx6NqBxWlyPyZw8+BFfUrAiKRu6ljIIIDR+zKoPUrvipQLduyVLkxJ9PMnzn5xTOxYZWoreUQlMYSJUfSTG35j2qK5z7A4ZPFbP3LnpDKdUZ89Kv7SnH1c+RxkCqP5x5LuLQlZ4niwdn\/KxnHox3wfQ4rsrmDjMMPdieRIxNKIU1nAeRlZgmTsCwRsZxk4HUgHR5nl7mE\/Rtcxg+ON\/GVj3ywLeI6dtt9t\/Imq1oXaxT+1u4G1R+E\/dV0wfPp1E8eVZW6llXdzJ4EwOfM9PT8z58TQWOcEEjJP1SV3+OcD3VcnyPuVtfE9Rwy28YOVOV1Oe8OPTAjt9vLWfWtzivI3Db4PJw+4SGZRreEv4dhk5UHYe8bVZXyFeB6bSW6YYaeQsP1WOw+HdJDXUNJncpZ6J\/M4FVjtY8lTbVqBClODd7IlRBHkYim7t77LzcBb21PdXsB1xyINycYOR9dWXwvGch194GYLsx52W8RlZe6uoSFuIM7ox6SJn2oZB4kf026g1fuaont47NZFkXilhiO6hBLL9SWMnLxSKPaikxk+cbYkXHipR2o7Mta5b7RAeSPArz\/cV6Hoeh+lJbe6VpjpdTlpRlY\/CfxpHl+Mf5hmZp75YHJzmNb6NBIi4S4QqCVB2S4Vh4lwSI3xkYMZwMOa5es7JXYBdRywGjGXJY4CL6szEKM+Zydga\/QLkvmOHiFux0ddUNxby4LRuRpeGRfMEE4boykEe6mvk79ksc\/EppEPeWVrO4ikxgyFWKk5x4gmDAjA4Y99IMbClP7PdTfWhem3KSlbPJI4TxB9RwPMRHFM9ceQyyH2juK4CB5k+R8up5gSeBVEf5L7x70WSRq0rKJMr4Y1jbGZCx9mONiYydzkDGSy5le3LslfhYtj3nfLMjB3CaVWZDkoOvgKMpUsdTaZDgYwOwPlL8sPA8HF7VMyWzfSRrt3kJGmSLAH8ZEML6SRxY3NQXbLwuHiXCJHV00GAXUErkKqtGpdSzNgJqUtCxONOts4xTHtFr11pup2uB9mcwTEnccQT+7IIjkTUXSJfYcQ6f71vBjAI5CgP3h9DI6Vw7wniDKRgmuhOw7s7uuKEK5ZLMYMh3HfAHpnY9zkeWDIRthQWqL+TN2FSX7LNKum2BBJZSO8HUbHB7o9Qmxk2JwnXvzl3gsdvGsUShUUeXUnGMn1O32bAYAAq4uNtpIWoSegP6n+A\/hyvcvHryWWlEIGFKHJ80pP5KV04HinbRnymuHR2fCBZWyhTMywqBgFmk0wDOMdDMuABgBQANqW+3Pgym3tbZR4UzpHoIo1jXb4MaY\/lCTd\/wAV4VaeSzfOHHutkebf3d4Lf7SKRO3nmkR3kMOeluHP85LIv\/tVz\/tU+49q9ownJQ2tw+6pA\/ICnHZS2bT3ygISV7B7ISBH+rdVHcx8mEZOKRb\/AIcyGukJLyOVfLOKReY+XgScUxsNXVO12rbeaSkjc3UXy7y5qxtUtf8AKAI6U6cLswoFSJArVcam4pcis0WiQnNUXxTlgjIFQZ4awOMVfnE7BSKWLnhqqc1vav1KGaxLCEUq8tcnvJgnYVavLPB1hG2M0rrx4IMCvH\/S4DzrQ6h17nitKltg4q2+WOKkzR56ahXRFrJ0+yuJuFc4hWVs9DmukuT+eEkRGBHQVHFoUE4qBeKCgCKjL6NH4lJHImsEbKTt0rS5t7PbXctBNGPzoSsij7PaFaPapfKlzFcaiqnAYqa1eYOdYDgrNKpx7UZ\/aPOtC2VpUCJq0FfeoZWgyNgBGTBTj2\/I195f4I6nTacQkKjrDcQlkHxVw2PsIrLc8Kma+tTO0BCMMLCukdc5O\/XOKh7XtG09Jkf3umlj8WXr91bDc4mYh8pmLS3hYk7uB59BvWxllbrgQBk4HnmoLqGlO7FIG2DHQz04CZz6U4dr3DpZrpQgBVIxsXAO58gTv0qk+0DjcpnS2XViNypVDu0q+22R9WIZTPTLN1xVqc6XXftFKo1EDSd8bdc9KTeXIFF\/JOdu4CHGPCNQZXT3gDVq\/OMje6mOmdn3E6l\/eoIgSknj1PuBXNO2l8u0sAPuqJCvP0AEiRPPtE5qweQOYXLRq6kSFCoLgYYBPEQw8OAATsRpwcYxg1z8ofkCFoFvoHaN1LLIjuQBhS+qBR4VbCgSJFoTxxEJGSQXz\/KZarnRGiMM5MUGgnPXLBEBz13YjOD1AIRu2y9ea3jAXuwxK4xjTFgO2QM4DEKTkkkgZztV3vH2O7CVnxHCciSROP4n0n0rk2il5lwpYkt5KiUlITO0AicjiIzumOMjc+ThYFeHzs2fpbi2bc5Pd9xJg5PXxHGfU18+Uj2dPeAXimFEjtS80hYgmRIlQRAFcszCJEWPOA7nB3JrQ5E50ijiSLUUdI0VkKOfYUKDqRSuSACR5em2a1e0LniSWIRop7t9WZGBA0p4WMeTkE5ZNekYAcDJ6b3e7TbBqefrODEe4z6Vttr27GoKc7sxABPAEFUKny8ZEfe6ETVsdn8GLa2XI2umZtxsqLAuTnoMBvuNJPalwa3EVxI2pVuJndmXGqb\/ADuTuQpIPgYIMEAjTravXZ7xGW6dY0jaJMFmYuMonkcBfaY7AZ889Aa99uXAH0oMkoiHJyTggkM5J6sF0ovprY7YpVrly3cpRZJPiKgqRiAg7zz1PA8hJNMNCU\/aIdvX0DZhAzPiI2dOmZOeTApo5JaOGGKBFCCJ8+Ee0NWoE5BLNqLHUc5zvnGTpy2sMN4tx3kkmbgOsbFRHFCmSI86QzOXwcsp2wNTYNVJwG8vmQKoDZyIg6AkKoJyXOMqqgklsnA868cv8vXssjSapBqKrt9HqIzp2XGlFyT5AZPmSabqvEYCUmPLiB65z6UhZtn2itSnEncQAY3KKhGE+uciDPWeaeu3PjiHh7xqSSZ9ecEku6OgUbADILnOc7bA1GdiPGVis0QEHEfdyqMZBSQtuCRtqAYH7j1FO3GOz0NZpbhy7rIJC5JLM+l1ZhnqQrkIM7YXqRvVvCuyt9TSOEU9EQsMqBsB7vfS9eqpbc750hMiPEoJMAzP1NOr7Q3re3TYubyYCgUoJmZG0beYkzn3wRLdzl2vJFDJFFqLsNIVWAJLZ2JEjOqHcNpCkrqAOTSPyf2nBAEmJWVQAzrHqR8eoTxKw9wx1wRnAs6w5CtRAsRAMgLN3uPF3jqAzfq4CgL6Kvnk0v8ADOx6FCS82STn2d\/20ite2Fs+okL25I8QMEec9Z+o+dMXuxzzNullTSnBAIgiUk8pgmEgdcQSfTGCTtbbpHrYEgYRJNTE7BVVpV3J23zSj29Q3LvGkuRH3SytgDAJ9qNmGzuHBHU42x7RJuXlrki1hkWXOpl9nUBgE\/X95Azj0znritHtxIktu6RQ5dhlsewq4JI9C2y56YJ9xqG72p+03iLa3G5KsGBEnnrmBE+tTLTsm3p1mq9uE7FpjbuO6ASB0JEmYHl1xNKvYJyiJbYu0scL94QrMjHMZSNkwVmi1YYyBvQgDrk098tcgrb3BuZbpbp8DuwuYliKnIKjvX1E7bswIwDvgAUny3x+WNdEasEXYFZCobG2oqF39xOTjFMVnc3c5CB3QN1bvH8K+bHBXoPLzOB51by4201vUcJHr9ek+lVR0vrdUhttG5ZgKklWTgASRPy96cO2e+HzY26DvCz94VRTvMoAhUbdELM2CMnJbGE3rfsx7IXuZgt4zrEi6n7xmBdiMJEjN0CnxHHkuNtQItzgqxwoEjAAXqxO7HzYn6zsckt6k16uuZABjI+wj9+DXNdX7bPXSz3DfoCTmJJ4j1MZxXT+z3YhVo2gPOzHQJx7TJxOT5+fWqb4r8n28WTR3eqMbmVWXRIT+b4tgOgBwRXu77DZNKFmVWJbvBnVpXI0IugMCcAsxyNyB9XJuHl\/tC7kPqbwkZC4bds48MifkzjG5yKWL3tQlJbPdypq2EqIzY8hrXQSQPOo69eu3Up2DaeuJ6efl145p412VShStylKHTIEdZ45\/KKj+ROW4rJmfIaQjSrYxoQbkDP1mPU+4e\/OHnOzhuXV5STpA2GBnHsgn0GSceZPuGPF\/wA\/wvnVAAfIxyuo+5w29K\/EOZonBKrIuDjBZG\/HCmozLNyt83BX4yIn08hjHHSprmk24YFuUSkGRk85ySDnn+sUx8Gu0t0ZIsgM2piSMsfLJAGwGwHl8SSbH7P4tSO8i5DjSFYdU6k49Cf2Vz0\/MTKco2PfgZ\/EGsV3znO3tSyke+RsfcCB+FMmNKCnO9WZV61s7ottdyhMJiPl5V07xeC1SMpbw26XCKWi0RRgq36T48OrcZJHXr50sWXaUjare7jKN7LZGPt3wR7t\/gTVU9nHHHeZYIyjGTI0O2jUwGcB\/Jzjw5O526kAzPbpy1KIopJG7p0J7tjPEhlQeJ7XUWKNKVBePIbcNsAzVruGGvtSWlrAKhjOeuYmY86m2uy3YPhGMwIE+x4n060\/cO5At5XEiyCaLO8b5OQR0OMOpH2iqs7RrO9aQwRu0EQbTHBAndR+7eLBYn1c1K8gdn19NEt1w67E8eAQsqAOud9zFIhHQrtGcFWBzgim+PmziNvhb\/hjTAfx1u694MfozLCX\/H40+GiX1srwgLHoQT9KUN9ptKfTuKyj\/GkoyMESQAYPOarfk7lG5tJRPdzx2xC+DM+qbfzCR5I+01efZ7zjDeSFdQnmhTV37Q6GCt4MavrFgT1GcA1XX\/SDhjse8mltWck93xC2kiwT1He6Wi\/tMelWX2W8OtFEslq0b69Cu8UqSK3dhj4TGSAMyH7fhVV7VPvM2LqnEkEjaMQPFg\/kTVmt37Jxgd0vcrpBH\/MRS32t8IW94jw7h7hWQpPNIrDI8fd28bEZHs65mGCDlQQRjNeo+LXPB5Ra3xaWyO0N6cs8AyAqTnGZIOgE\/tJsHGCCJzsuh7\/mC8lx4bWCGBT71iMr\/c92Bj1Wr45l4FFcRtFKgZSPMDIJGMgnocHHoRkHIJFPNI7PWlx2ft7S6RIUnfI+JKlkkEH2jHBqgv3FydQfuLdeUqCAknwKCUgkHyMkjcOIzIxXJfbb2fWcUE\/EbdAs8wRI+6lKxNLdOsSzIieHJ7zWceFgC2Mk6ulOxTgQt7C2iAwBGD9hAC\/1Atc+80djNzb3NrbRyl+Gm9SZIm3EUwWRUEZ3KJrcSGAnSGXUn1gOsreIKAo2AAA+AGB+FO9F0y506zLNw73hKjtV+4AAkZ+davtiL293oSU7EQQREKWZI+QTgjBCsGDXoCgivtFMaYVzd26dks6Sm74dI1ubhRb3CoMhopTo2UA4kTUTDIMFG8GQrDTc3ZVydHY2sduigaVGrHqABjPmFG2fM5PVjTXS5z3zzaWKCS6nSEHOkMSXfGM6IkBd8ZGdKnGRnFSGm1PL2tNytcTtEqXHExkxS5mwSy5u3HamdiTwifij36fhEgYMCZ4vYLLG8bjKupU\/b5j3g7g+oFcr8L7GZjNNaXE4j4Tb3Bn7psJHqkIfS7NgPEHzMkJOkNLl\/ZUNYnPvbesnDLi+4S0Vw9vIizrNHIGijkJXve58DNuQQ3sYEpJPdstQ3C+CC+sriwu+Lw395fQLdQIoVRblI1eNkVN1QkoxGiLUuvC7uS7Z7PqDYcvAEhLgwpKlLQoRuXtiE7UK3eIpkRE1jdW\/fLCkKKcQraY3JOds8jI5GQCQImatjlbj9olzJwuHKzW8KyshRlBR9PjV2A70+JNTLkAsBnIIDfXOPALiWZOFcZUAXNm7cP4qskiRkQpqjmkmd2VAYWHzrSSB9KOmBXREs2ULJhvDlcEYbbK4OcYO2+cb1E1ewTbLSEmTkLkzC0kpV8jhSf3VDJg1MZ2oRCRAHAA6dIH5VzfaTfOOP3s3VbW1EQ9z3EpGf91aj+kaRe3Tsfvb28a6gkgCiKONEkdlbCAlskIQPGzY9cjpTjwbs041DNcywtbp85lWRu+iWRhojEarqW6UYABPs9WapR+TeYOpurRR\/wCUTb77o1zTU9D1n+23L+07opKQhO9f3QB0BBGR51r0vVbZuwbac7xKviVDS\/iUSo8oI5Jqg07PuKwe1as4H1oXSQfcG1\/1a2LO5ddpY5I\/dLGyf+sCrL7OuM8Rmv3he8jmt7ZQ1w0dnHGDJID3duj6nJJA71mGMLpGxcEWF2gc6W9lF3lw4UHISMbvK35iJnxeWScKucsQKrera5d2t79het0rdxIaUTBPTKTmM88dauOk6iXWEvoXKDwVJKSR5\/P2HtVIfOK1bviwHnUJxTioHnSTxzmD31cbTTVOmmDtyECm7inM4HnSpxXmnPnSbf8AFCfP8ajZJ8+dP2dKQjmk716ompziXHSfOoiTiretarNVgfJr4Fb3HFbZLrSbZO8mlVwSrLDGzhWUe0veaCwOxUNnbNSzbJHApa64o5mojlLg95csUt7eadguoiJCxC5A1fDJG\/vpu5f5ouLOQwTpJDIpw0cqlGGQDurYO4IP2008X5t4U0za7y4+ah30Wlla9xEqktp0ss51MNiZXRmfBzjIxo8G5+4VDgM99doAQ0NzHC0TAgggLJG7RZH1o2VgcENUt7T7UpwvMeXX3\/2+ZrH7UyPvH\/Sf5V55r7QlmiMbH4VWy8XI6OwPuNT\/ABDjfBiWIteIMCxKqbyMBQTkKD3AYhRtlmLHG5J3rVPMfCh7PDJm\/wBrfS\/+2yVDRa7RFa\/txHwz+laNrzUc4Yah6g4P9x\/Cm3l7mgKSY5DGSMEOqnIyDjcMvUdag4OdLFfY4Rbn\/a3F0\/8A6pyKk7btIiHscL4cnxtw\/wD\/AGaqiXWnpVng+lAvnOgP1H86svlrmeYlcyhlyM4WPGM77qnpW9x7lEvKdLrozqLa1Gpjv67gft+ApA4d2sSjGi3sY\/1LKEY+0JmmK07Y7vykRf1IlX9gqHaqVZlRVKpjnpE+v9RVf1zSF6ottYWUFIUOAZ3R64Ij86cOBcrJGyk4kOc4UahkdMnGCPPHnTtxKya4TS0Ujb5H0bHcdOg6Zwce4VUw7XLw\/wDaJB8DisMvaVcHrPIf5VI75dy\/dJuQsgp+EBI2jzwVGZBgzUmz0C2Zs12ihuC\/iUVeIkZGQBEEYA49ZM2Dwvs00A\/RTsT1Yxlck9Tv091T3EuXNaojW2FQBVUuigKu4XxMNs4J9cb1SN1zxKesr\/0z\/fUZPza5+u39I\/31sdevH3ErK1DbMbdoGecbTPzmvLfs7Ystqb2btxBJUpRJjI4IgA9BHrxXR3C7aSLOgRR5OSTPDvjbBw5OMeXlXvityWUhprbBOWV5Q2\/rgK1cvT8xk+Z++tU8fOetaRpqlrLiioqPUrz+QFNW2GmmRboQkIAjbtxHPBOc\/nXSg4gq\/wDbLVNseEMTj0\/IisUvM0Y68RT+Rb6v2la50k4xkZB+IqMn45763\/2WtZ3Kkn1Ws\/8AyrJlKGE7WgEjySkAfSK6Wfna3HW+mP6tog\/a5qNk50sR9e5f7EX9qtXOMnG\/fWvJxr31n\/YaVwVIBjidyv1Ua2d+r8R\/L+VdFz9oln5JdEf7aNf2RZ\/GsA7SLUdLdz+vO3\/CVrnRuMH1r6vGPfUj+xoEBI\/0j+VYh4\/iP1rov\/KVF5WyfbLIf2vXqfn1HUoYkUEYOkncEYIznPTI+2ueo+M++tuDjfvrX\/ZLjagts7SOCAAfLy8q13CGrlstPDck8gyQYMjr5iavG343CMYijGOg3P8AxVtpzSh8JChScHAxp+GN6ov+HT61u8u8SaWeKJTu8ir97DP4Vqu7O8uE7HXFEeU4+nFabDTNOs1940ykK84kj2Jkj5VavFONkFl2ypIwDjp6dN6X73jp3JDEbbY3H8o529aUuL8yapZGBOO8cgrjpqONj1GMViXiAYHbJIwMEAkH1B6e6ladKDZyKuzELAisvEeOEasnffIyceuMbbemM9KhJuOZ0\/refQ\/\/AD1qZ575fMKpMrrLbybJMjArqxvFIgy0cqdCCNJxkHyCBdTdc\/bvscfD2aaW1o2oSK2LBiQf6\/hUxccbPTJ6nb\/97fdWj\/C2HPvHp0I9Ki5JB6bD02Pu26VqXkmQCAcKfT9p9aaNWiOIqE+pSfEDxkfxplXiBx5\/f69OvlWCa6Pn+zP7607aQEbZGpR7RB6fv9K+tEPvx9vvHT7fsre0hKTBqSWypIIzWaLibKwZSQwIKsNipUggjHQggEEeYrrPk7ikHHeGSQT4EmAkwUYZJRkx3KA9A2NYHTIkTcA55DK+W2NuvX39aa+y7nVrC6W4TLIfDNGD+UiPtAZ21KcOh28SgZwWym7TaL9vtwpjDzZ3Nn1GY+f6weK0d0QM8eXnTh2Dc5T8D4m9hc5EZk09fCdXsupP8XMulgfqtpzjx1+gVjcpKiupDI6gg+RB9QfuI8q5L+Uf2eJxOzS9tcPPHEHiZf4+AjWYvUsMl0B3Dal21nGx8iLtl71PmFw\/0i+wzHdhsA2\/qcI36Wlv4w4ndmdcTrFnuOHUYWnqCOcfmPmORVJ1C2\/s653\/APpLOfIKOAr2OAr1hXVRrpbi3JlrKCHgjOepVdJPxKYz9tVzzB8m\/hsja0jMMmch4vAwPqHi7uTP8urlop9364gmR5HI+hrWrTLYncEAHzT4T9Uwfzqt+xnsuXhxnxI0vfOH1yMzSFj7RdnLMchUAyxPhqyKKKwUsqP8scelb7e3QwjYieSckkyTJkmSfnXxlz\/89K+1r8SvkiRpJHSONRlnkYIigdSzsQFHvJpS4l2gxmW8tLdTNe21r84EDZjEoZdSqkhB1ZLRqWUFQZEGc507mLV16diSY5PQCQJJ4AkiScCRNbiQKdaSe1ftNt+GrGZhJJLM2mG3gTXNK2QPCpIGAWUZJ6kABiQKotu2OTivD3jUvZ8UiHzy2WFnWO8S1d2ZIxqJlIVJFNs5bU8asNWlhHv8X5xibi3BOMyaRaXVg1uHY5S2utUwfU3sqQ8ogLEjAWQk4Q4tVt2UdZei7STt7yUDBUUIK0gKyCFwqCJPhUI3CtJeBHh9Klu2rny\/P8GCOU8Ltb\/6OWae2JuLaYk\/Ryd4wCKwK4ICEaJGLhekH2jiCSwgurK8\/hK64FcRySzSHW0sUja3VnA0yJhVYSgv4YJBqZ9Rq2PlC8txX9lLZa4\/nLxtPaoWXvGktxqyik5IIYwswGyzH1quewnmqe4htbWDgqRWLxBL64YLFHLqhZJGhj8Pehn0ktmUlWZSF9umWmvt\/YUXLKAktLO4ShIUkzlSlQte5BU0Eg8iYnnBY8UHr\/X+9QvIPMytxCee\/sza23HreOK3YSxvC6iMoRMyHaWYOo3VGVmwV8RcQvZDxA8LlurCHhD3vFYbp0W4RQF+buB3Ukk7FzAHTxaQI0ZSuWDajV68m9jkEfD04bdkX0MVw0sXeIUMY1l0TKvklSzgsCoYSOpXSSpsyKMDoMfvwAN\/XYAfYKjXvaW1SXGmm96FAJjctKCG\/C0rnflHhWgkSQFbvL1LSsEn+jz+fFVtJ2eyzzX3zqdnsb23iUWJO9vKApco6sUBDhnLIPG7ZbVoBZ65Z4MlvBDbx57uGJI01HUdMahRlj1OB\/8AqpGiqhcX7zyQhR8IjAwMAJBgcmAAScnqTW8JAoqmflWdpYsbNkTxTzeBEG5JfIVcDc6znIG+lX8yKuSZiASBk42GcZPpk7DPSuLO2rlS+fiBvL23uHt1jcRCzlVZYZWACzqZNMbtHsFVZM+CM9Qc6W5SlTiRJHAGST7dY5pXqj6QEsrO1Kp3KOAEjlO7gFXAkjEkGRUHa88Q8CtGhGm54vcHvrrfKRSvkqkzqd+6BP0KnJYuSUDqTz5zPzJPdzNcXEjSyNtk9FUEkIijZEGThVAG5PUmsPHeENHI6+I4JI1o0chXJwzQyeNSRufaAOfEcZqOhfBpbpuiMWilv\/E6vK1q5PoPwpHAT5ATJzTxNwFhISfCOAOK6P47daYC4CZ+cIue6jOzRTNjdDtlQfspSfjD\/wDd\/wD08B\/bFUnxTjDG2E7W4+ay3MkKKol1pJBEpW5WQvpkLLO690VCMY5FGkjUpZcB7u8a1lRZmSR4yi3CwxtIoOCbiQLpiBGonwscYGCa1ahpr9oEKJgK4gnkcgird2VumXbYtOgKcRJMgGQSYgn+MVGQcSlYhQIyzEKALa3ySxwAPoepJxWXnSedYEaMQaoXlF0YorJ2XW8QhLaEbUu7LrXKqThiCRTjzRymkV5f2saFIxDGqSStkwCeW0UzIxUmWIvIYDIAG+byyPvpIb4OQZE7l2jhccLIjuUW5jl7\/vLiWbunRI8wxMkrxSNJlUtwxOdBVn2g6V37ReW5mSIkdOsHmTjHEzSrtPqqEqSw02ACEqkDOcxI4xzVLf8ASu4\/PT\/6a2\/wKc+yHj8kstzC5UtLw28SErDEhEoi7zZoo0O8Ucq4z51I8i9mcNz89uIyLiFL42lhbvcpam7kcvIgaWTScLbhHEUemSRiBmMAmlPshcxcUtA6lCLvuJEYbqZi9s6HPmpkKkH0rZAyKrLhJQfaq6iGwr1it3i9l3cssR6xyun9B2X91auK3BvFAVImvGKAK918o217NfY62opK1Qa9BqxUgGvQalYLmpCHiFLveV676o6rZJrIKimccUrp3sf5Ygu7Xhc5SPwTXKXGUB1d3FI6mT8\/ovX1rjzvjV4dh3bLFY8NvrSTvO+k7xrbQMqHlhMZ1H6uCAdvLNIdb01bjILIkg9J4Mg8e\/8AXNS7R0BRB8uv+9dC8vcq2U3cuYYVSaweT8kvh13CKDt9YBtm6gdKhpeSLe2jE7wxO1pwuWVkKDEkscpTLj6x8DbnOAfcKrPhvbvbJZRwDvu+Tg722dOwuC6Fd\/zMKTq9cVOcW+UVYzyIkqziCfhz290Qo1JLIQSU\/OUEv94NVUaPdpJGwxmfi4+vlP8AUU079BzI\/KvHEJ7C6seJ3dvEisllbswMQXu52eQOIvzRjTkrjVjpXNP8JGr4527a7F7a\/s4EkWN7G2tbYlAC5gaQu8mAMbMMdSSK5tDGrboNgptCwtJAkRumYgef9fOaW3roKhBHyqbPFD671rzX+ajN6+VYQwkVBKjW613XhrmtXFfdNZhpIryTWb5xX0XFa+KMVl3Q8q8mt1bms0d3UbXtTWJYmvd1STXlN\/Y9dYuXnPS1s7m5\/lRQsEH2yOuKQC1WX2R8ILWPFZvIpbwnx6C0ffC4nRZCCqs0MJUFvD4hmtK7cAV4tf8ACoKw45J5lTjr9HGD9mEFMHKVsbi4igx45XCqxUYBIJ3x6AE\/ZTBNyJElxYxfNmzdWaSshv1FujG4KO0d0d52SLRmKNjiRgBqFLvDr82t6CmsG2vDpWUEMVSQrhhjqU\/bSK9tyUnYMxVk065gQTUNzTC6M0UmUkjkkDjBXDKcemCCNxjyNL84ONRPXqQf2jzq5\/lHc1293PBLCoyIT3h6HXrxocebKB59QRVN8ZJ9V6eS6T8PeKh2ZUpAxFNXZKdyuY4rX70\/VOB5b\/sz796J5TjBycnffA+4GselSPaOfSsU8Kg9T+37qYIAn\/ao61K2yP1rY4XOQCuBsft39K2u+8hkb46Hp8M4z76jVdQ4I3B2IP7631HoevmDkbe\/r7qydSJmvbVatuyeMfLpXsuT9YHb0HWvMe3mv379OhrxpXofU7Zx188\/31kGPTA9+\/8A+viKx3RUlIn\/AJNX58k\/tF0P\/B0zeCRi1sxPsyHLPDnyEhy69PHqG5kGIj5SvI8nD7tOL2g0xvLmVVHhjmb2sgdIpxnPo5YZGpBVNrc6SCCQwIKspIYEHIKsv1gcYxvnGN6677PuT7\/jSwvxAdzaIEJtwMd\/ImPpZx0dyw1CD8nHtqBYaarjWgXLWsJv7MhKFf8AWB49CI+8f1E9TVf1+5t2me5cG9SpCUDJPn8vMnA61c\/yfu0AcQs45SGDhF1a1IJByA2SNz4SMjZsahswqxqqzmXtT4VwrFoZPpEGTDboZXUBdRaUqMKdGGIdg2nBAxSV2y9pFxK3DfmV9Fa8O4hqjN8ISzxyqSCjmRgIwcqoGI3VllJYBTjpdvoF1dOJIQUIXJClJUEmElRiAZkAkASTwJqt2e5lhKHDKh5GeuBJ5gQCoxPMCYq5OfOe7SxQSXVwkIOdKsSXfGM6IkBd8ZGSqkDIzitLknn224lBK9jcAsuU1NG2qKRlJRmhk0Fl+sN9LaWAbIbFIdpAgaxtr2zu\/wCErjgdwhmmch2lhkZWkVmC6ZFA0ESjXhY5fEz62r32P86d3xSS7u7VrOPjaQNZsskbwt3SYAkZDtLNrQ7hWDvgr49VNk9m2zYrdRuLqd3JAkpUDtDSkhZlo97M8Agp89\/endHT+uvvisfMPNE91wvi3CeI4HErOBpywCqtzDA63CzxhVUYAQAgKuVZDgEuq7POt+YE4HzGoOFt7eC+C5Obe5iXxEDr3UjSAbEs7Q9NNWF8oTs1a7jW6tcLxC2Vu5bYCaJlYSWkhOAUkR3UajpBdgSqyOa2ezjs\/Y8Fi4ZfqpYwPFIsbBtKmR2j0vgjvI07s5GQHTIyKlp1ayRbNvpgAuEONDoHEbHdo\/AQlJT+FWPug1jsVJHpg+3FVZd8gwNxK64VIxiW5P8ACnCbqI4eCdsGdImBGQWjEvcqcd3CrZVtDKw9i\/ZNOLW94bxWCKS2N13tuyOMamB1vEI8NAucMowhBeVSuCdV28D4FFDHDGi7QRCKMsS7rGoUae8fLYIVc776R6CpKk912puFtdy2ceDJ+ILRwtJB8BUANwkjcVHkzWxLIBmqx7NOwrh3D5fnEMbtMMhJJ5C5jDAghFAVASpK6tJbBIzgnNnUUUivL64vHO9uFlauJUZMeXt6VsSkJECiiiiolZUUUUUUUV8dAdjuD5GvtanFOJxxLrkdUX1Y4+weZPuG9egEmBWC1pQkqWYHWeKU+c+ymxu1Ky26b\/mqMZ9dBBTOfPTn31z32lfJFiw0ltPoABOmQ+Ef7xth8JUHup37VvlTWVpqSE99KNsKM4O3VQQF65w7I36JrmbmPtb4xxiQw2yS4\/NgGdIOd2lwscI\/THdnb2jUpT3cp3PqAA8+nzxt+o9qQllDxmxQQT95J2I94ghfuEKH7wpu41xWNIpbhbO1VmCW6FUYPFM8cjm7U6imsCM6UEY0uwbV4cFA4JPGjZkhE6aSvdtJIgycANriYNlcdM4Od6ceN9z8zbvpxAPnkWljFJJqPcXPh0xKSNsnJ22pLaWz8r9T\/wDwrr\/kpRqC7y8UN5KgOJPFX7sRqNk1piVuqAcVO4wZMExkDy8qkuMcySSzrcMEyndqsYX6MRQqI1g0sWLRmIGNg5YsGfPWprtO7U52t5sIqfwiDEdEsxEMFo0YaJUd2jdptYBkCRkKCPFnIhuV+EQ3UghhuhJIQTgWdwAFHV3dlCog83YhR61g4zbWTiKGe7de4M2DZwLcFzM6dS00cSBe7+rJITq6LjeTpDV6FlIB28kY5\/odKm9objTX2ApogrEAQCPD5cAfWl7kLtAe1TuzBFcRrdxXkSzNIvdXduCqTBomUspUgNE3hbSvTzXW40\/zj525zJ85+cMQMZk77vmOB0y2dqc+A9my3C3EsN3H3NuneSFoZO9SMuFDNbr48DUCXjEka4bLDFaj8iQHb+EYv\/orr\/kpjcLRbr2umD61WraxfuU7mkFQ9BNaHbnYiPid8o9k3DSL8JgsoP8AXpNC1Z3yheH\/AOdW8gYSCbhto\/eBSA7LF3LOFbDDJi6MMjNV8loabsI7xII60qQrYnarBGD7jB\/StDRXwipL5ia8NYmthtDWYfT51pQxZOKvnsh7BJZjHNcoyW7BXzkAujDI0Dc5YEYOOhzVKQWzAg46V1z8mDtOmuJYLST8nHGE6L7MaYHQZ8hVU7Um7trfcxgdT+H1ppppacUdxEjIHnVPfKb5AgspYhBrCPEGw5yclmB8httXv5PvZD891SykrChAJUZZmboijpnbJJ6U+fLii1XUekbCJcfe1W18lWxC8LYbB2Zyvx0ADJ+IpE9futaQhXeCVEjcTjE5B9YxUoNoL5JHABj3pXu+w3hkitHG7h12YqwcqemSuBkZ64Ncz8z8hGC\/No25EgXI6ENghh8VINdk8vdm6qZHivmFwVIcJuoJOcHBzjIrnLj3CpxxcC4JZ++RSxJOdwAcnfcYpfoF89ucSpzd4CqJBOPapt6yz4Y8wOI5+Qq4IPk\/cOQYZ5MjYlmRRkDfGQKQu3TsmsLazaeGXMiugCF0bIbIJwu+1dGdp3AIJu67247iPB9geJnbGeowAAPfVBfKM7IDDAJ4Lh5odtQfGRnodsAg\/txUPSn3jdo724xu\/Ekgz0gZrJ1LXczBkg9MY9a5TZKfOxjkBr+4EQ2XdmY\/VRdycefoB5kilFrAiup\/kJ2QEkzMP4r09WFdJ19xVpZqcSQDgSeBPU1XbLa45nMAmmSHsN4YAIS0hlK5HiAY7ddGMdN8Zrnbt17MzYzAKdUbjVG2MErnGCPJgdj\/APmrw5m4nJ\/D64Y6ROgxnbGAOnwqW+WxZqwtSB+cOnvU4\/GqJo11c29033ju4LEwTkzOR9M\/Knl220pEJHE\/UR\/Oq27BexOO4iFzclljJIRVxltPtMWOyqPX1B9KeuZ+waxmiY2jtrGQu4ZCwGdB2BUnyNWDwLEfL407P81bBHvJ3zS\/8jy9LJciQkgMpGd8Heotze3Trq7lL4ASoDnAnofXGfcVmhDSGynbnPzj\/muJuPcNMUjRkYKkgj4HFaOmrH7fLLHELjAwO9f\/ANZpB+bmusace\/tkOn7wBqt3MNuqT5GtbTX3TWdoTWPFTO6ArSFTWNqsKe5EHCrFCmtbm+uLmRCzIJI7ZY7dELRkMFLNJuPTPlVeTVdHOHLkBfhkFxc91Hb2Nqs8aQyNIBMxuZirKhUSMkwAznBAzS28WlvkxOK2tMuPOJQhJJyceQx+pFKT89xsIkeygeC2Qraw9\/chIGeYzSyM4l1ztJIw1CRtIVUChfONXj0k92JpCDJNcqzkAAZeQZwvkoBwB5AD41Ztpwm9EbFDcidXgHD1tvnDRG1bve8WLQDC0TqYCCwJcLJqySQ3y34BGO5+YtKVcRji3cd4e7yyCSGPuVEnzNiswUqSGOlSxATMxehmQmef5Tjz8h6zWLd5EqHT8umaWOOEd9KrKGAlkGD09tsdPdvSVx2IZO2BnbGcDHlVn8ctAne\/OpZY0DkcPaeOZ2aASvldLKZTEkZjAY7K+VBPiArrmFYseGXUc\/mOo\/rAVUbjTnLJ8tnI8\/f+s1eE6ixfMBYwry9vWo+OJTjGM+eawS25JOMbeWfKvTKugYPizvWO8UbEeleJma8WBt4+leWtMqTnxDy9a2rNwVBOPTbYg1r2WM4IB+NebVgrkYB32rNQJkfOtbW1C0q4nB963XXHQ9evrj4VtWKd4VRQzux0oqA62OOnpgDck7AbnFayREsFC5ckBVUE5J2CgDqSdgBTVPxO44RMp0FblwDIk1vhEUEFY45SFZmz4n7s92DpGXOdOtBaLiULVE\/XHP8AzWrV7t+1ZUq3SCvgBRgf16fnXSHybfk5aNF5ejU2AY4\/JR18PTc+cuxP1dI8TdW20CqAqgKoGAAMAAeQA6Vxn2f\/ACyyMLdwn3uu4+OUAI\/3bn310LyJ24cOuwO7nUN5hiDj443X+WFpotClYRBA4A\/lz84qgW9000oruSQ4r4lLET5AKEoAHRIV7ySSUPt1uZOFcUt+LwQiZLyJrK4i1CMPNgG3JkIIVm0INRBASBhtqzWtY9ic54Bc2k6oLt55L6GGMgrby6V0W0ZyVAZVeM6SVHfvgtjUbg7TuU4eJ2UtqZF0ygFJUxJodGDJIAGGrBGCuoZUsMjNM3B7UxxRxs7SskaoZHxqkKqFMjaQBqYjUcADJOKsQ7RratGQ1AdQobjBkpby1mYgblJIiYAkximYbCiTyDx8+a587DuZ5rqG2tYeCpDw+SDRfXDKsMcuuBkkaGPwmVXkIOvMpKsykKfHVgcn9j0CcPj4deEX0UM5li7xChQay6JlXJOnU6k5AZWKldO1WbRS++11x1ZNunuklQVAUoncN0K3kk7vERKdoiBGK2JbAGc18UV9oopFWyiiiiiiiiiiiiiiisU9wq4DMAWOBkgZPoM9T7hRXhIGTWWijNFFe0GuJPlvcu30UiyLcSm1kOkgudtTYGpwNRQFu7KklR9GceI47bpc7ReVI722kt5ACGU41DIBII39xBKn3H1Arew5tJB4OP6\/j6Uu1G1LiUuJEqQdwB4PmM4mPhPRUdJn8pLe3RfLWfLVkKP5AO5z+cceq1v3PG5mTujLJ3X+iDlYh8IVIjH2LU12n8nyWVzJbyA+E+Et1ZMkAn1ZT4G9ThujilfRWtaIMK6VYrFbDzSXmhgj5+3p6j8qt\/tU\/wCoD\/z8X\/8AmuqrLgPB5J5BFEmt9LNgsqKFQZZ3kkZUjRR1d2UdBnJANndqa\/5iNul7Ex9ym3uVD+5SxChuhJA86RuzbllLu5SCSWOCLBeWSSWOL6OPBZI2mZUM0hIRAxwC2o+FSRItxCKqWhj\/APTR8\/1NNnNnKV3w20jSVTE1+XLqkgYNBbiPTGxjJXLSysxAJ8Ma+TsDt9m17A1neWt22mN+6ktzFGHnW5Qtuq+EMjRsUYySKAMAHxbSXaL2qzg\/MriO0ngSQyxwwyLPHDHIiiO3F1Fv3sKqctE+CZGyfqic5e5j4Sln3yW+m7eJxEsomuIxOg6FCe7Kaiu7Odmz1GKsdvc2iLcKfMZ+7A4OJn+E1P7t9bmxlMk8df0\/jFRnJXKN1b2l5xCFXCtEbWItpBkW4mjEjEHwtGkaaZD7I7w4PgOEaLoPsqz+z7nG7nULfTW01gtxquIrp40Oh0XaKIESMsYXVFHErfSkZyTla0YAnCg4LYUHdsE+EbdW6Dbzqm9pdVRfOgtgACYjqMeeTx9ZxXR+yWlu2SF98cnb8ufz\/hFN3bTw8Gy4LN62ckLfFJFdR\/RkNVzbWwq3eeI+84Pb+ttcW+fcLi2kjK+4iSEZXyOM1WlrFVs0fNukHyrlWtL2XbwH41H6kn+NYo7QV7NmPSpGKOsnd05CaQl8zUMbMelXN8kyHF8mBk6HwPU6DVYGKmbs55uNjOtwFDFc7HONwR5Uk7RWq3rBxCBJjgc\/L1pnpF0BdJ3mBxnjPnVh\/LCTNzHkYPcrkfymqzfkxXurh+hV1FJHBwdxlQQcfafurnntQ58biEomZQuFC4GcbZ3wfjWTsv7SZuHuWTdG9pTuDj3fvqmXGhvu6K2kJVKTMQN0T5cT5j6VYW9RZTfqQVCCAAZ8Mj18vWri7BYbgX05fLLofY+usY+FK\/bTY9\/xhI0YRuWiUt10vtucHfBxW5f\/ACksK3cwosjdWVd8\/cPxql7rj8rym4JPeF9ec+ec0v0PRrp51bobKIQRBAAJ4EDJ9+lMNU1FlrbuWCSRwdxAmTJ49qt7tf5IvYe4LXDSqS3QMMEY9WbOc+XpVo9o508GKyrg\/N4hk43fwfb1yfsqteEfKRPdqk8Suy43ZfMefQjNJ3aj2wTX+mPGmJTnSBgZHTr1qDbaTdPvNshlSdhmSkAesmT8oqVdXrSWy6t1J9lTPlCenrNLdv2RXMkBulQd3pZ894gOlc5IQtq2x6VaHyN5tEs8eMsYthnGdLgn8KauSuKFeCymUKiiN1iY+05JOQPdk4x8apqzW74cbbiKqe6nBaORMlchnVon28MmFLaTsy7qTpcK9W\/c6rbXFuvlJhMc4nGcTAkUr7tm0cbX0UMnoJAg+0nNWlx3l5zx1X0nHfI32aQf\/ho+WHff9WQjSw1sRnOxKgHb1wa1R8pdfbMKd6BjVpOf2Z\/GqZ575tlvZmnkJyeg9B5DHl8Kg6Lpd1dXjZcQpKW5HiAAjp5yZ8oEVJ1O8Zt2CoLSSeAFTk8n0Eeea6k5aYzcDCouR80ZSR5MudsVE\/Jb4S8MVwxTOZF88AABiTmqf7KO2OWwVoiNcROcMMjfr8KYubPlDs8LQ28ax6wQSgx1674AFQLrSLxt1y1DaiFKmQBHpB8vOQSKkM3Vu4yHd6QIzJyOJxyTjEVUPbS4kvp3G4Mr4\/pmkprSmOdSxyeprXkt669YWncW6Gj0AFUa5v8AvHVKHBNLc9tWjPDTNcwVE3kVblprcw\/NaHLnCjNcQQDrNPHF\/vJFX9hzVxdotn3\/ABmeJCq95cxQozHCKpSGJGY+SKuGJ8gD6UqdgkAHEYp29i0huLt8+lrbyOP7TRUpaEm8jYrHIdVsSk7qkUhEMDFJXchVjfBViT0Jqm6+QdqTxNXfspJuXFDkIx7zP8BUzwrmy6jiaaMFY7ArbLE73KtIl13ySuWS6URsndgaY48Rd9GPLxa1raTWs0Cq7ot3DAcozIWt7ogNExXBDp44n0nwujYIq2uV0tA\/DxM1lI+iUTd4LdnCRKdEs85DK9xAAFOGcTMoYHDYFP3l2zXcak+CO5VYlLq+iNrkyAGRSweRmdpJHDMGleQg4IqV2iXad0gsGFAiIjjIgEcjEz6xUnssLpdw4l5MpKSVSOvTkc+nvSvxniNzcXpiLPO0UkkECyPnRDbu4VA0hAVUjTUzsegLMTuatPla4iH0U9tBIR7WmaJseo1IxUsPMAkiqt4DJjikp0o3+cXq4kljiAEi3MZdZJ2SNZUDmSPUwzIiY3qy7Tg8cUYhW4t5BHmfXFKxLLIqKFClQurwL4ASQdW5FRr62S5blZVkeufeo2hsoeuQ0qRPlT3xnlfha24unsiEPXTvj3nHlSJeQ8CYbIy\/bVxdlci3VrLbOBuDgfGuS+1PllrS5eI5A1Er8M1TtLH2hxTalkKHr0pzqjarJ1SOQD\/wasbh3ZxZ3WtrVWbQMkZ\/CkW\/5egVypRwwOCCMGtjsS57eyuAxJMbbMD0+NdVce5Tt+IQieHSJCM5GN\/dUi7uXbF3Y5JQRgz+tY2PcXKkh1W0TzExVJdhPDyLgyW9vFJKq+FpwxKZ6lNLABiNtRBIGQCMnNg8z9prqWt7zhgdDsQXDo3l7EsOkj4mlDhN1LY3IONLKdx5EZro3gt\/acShAdV1439QaQ39raXb\/ePNgmBB3KBHsQRFWHVdB\/s8odWpS2lcqTGPcGRFc98O7JOFcV1NbwT2Mo3xG6aScY\/JMzrp88J3dV7zb8mPiEBL2zpc6TsFbuZgQcHwO2jbGfDKSfSuiuI9mE1rcI9u5CNIASD7Kk7n34XOB64pk7Q+YRaWlxcncxREoCfakPhiT1JeVkXzO9J9R7QXemPNW9ooqUsgBKyV44Akndk8eKMUj1XSrCQ5bubkFM+RHv08+lVT8huzvZJpzcyzaLeRozHITkPFlXVn9p\/GwGkkj6NxXYtVV8l\/lM2vD49e8svjkY9WYklmJ89UrSP8GFWrXXn1KkJUcgAH36\/ngelc50lpAaU6gQFqKgAIwcJx6pAJ9SaKKK+O2Bk7AdSen31oppX2ioThfNUMsxgjfvGVCzFd0ABUY1dCTqHs5HXeps1kpCkmFCK0s3Dbw3NqBExIMiRRRVM9qHbzbWl1BaK6s8kqh\/PwkkaRuAuojQJDtq2AOGK3BZXKuqupyrKGUjzBGQfurNbKkAE9f6z5Vpt79p9akIPHpg9JB6gEQSOtZqiecONi2gknYZCLnBOM5IGM4OOvXBqWqlPlh8WZOH9xH+UuXEKDPVpWWFf60yt\/JrxoJ3SrgZPsMn8hRqDq22FFHxGEp\/xKISn8yKs3knm6C8iWWCQOCAcAgkA9DsSCD5MMg+tVP8tniMkXDdcTFZBINBXc5Louwwc5DYxjfNcd8L4xxPl+6COGUZJC6iYpVBwXhkwRvtnbzAdPIXR2wds0XFOFI0fhmingMi7ZUm4g0koScbqfzlPkeoGy0dadSH7dQIKSRB9DkEcj2yKWagp1KBb3KZlbY3AeFXjTIUM7THQ+E9D90VVyb8pfidqdDt3gXYq+UbIOMEYKKRuCO7zV48k\/LLhbC3MJjO2WAOPvTXn7UQVVl52tmcYvrCyvR+c0fdSj1xKBJp\/kqtQF\/wAH4Fceyb3hr48x86gB+ALTHHxWkKNefGLq3PumHB+W1z\/tqwOdme7ywop\/wmB\/oO5H5V3Hyd208Ouh9HcLn0JBx8ShYL\/K00\/Wd4jjUjK49UYMPvBNfmVL2KTMdVheWl9jBVYbgRXA95hlK6T\/ACyeta6c2ca4Y4EhuosHA+cI5B9yzHcj00SYqfb6lY3J2oXCvLr\/AKTtUPnUJdvqDHO1Y9ZQfqNwP0TXZXyuOyoXlubmNR38I1frADG5G+ll8Deg0t\/F1xLbcL9xG5BDDDKVJDKw8mVgVI9R6Yq4OTPlhXKAJcxCVcYYrhs+RGlyrbj1lNJXPnM9nLL86tm0LM+JYXDKUkwNMqlgAw04jk0sSB3THOCTPuG97MpUCR+Y8sxkfp7VH029ctrzYptSUOc4kJV+KUkgBXWY8WYJVhhv+XL8Q5YXfzoSTNcvP33zc2JhjwJpGcxNApWZmGnQUkUAtgAVf2ocLhgvJooWzDlHiDnxpHPEkyxSZORLEJO6cHcMpB3zXR9zzzHAHuI4XCixWyQyd3KZbhlZo+\/1KJDDAIy4fvGZ9Khhklqqvg3Ml4FWKKaYhF2VBqIVRlmOFJ9WZj6kk1N1jW7c7UoEn09f6wOnWnugaI9qDJfSoBHQnrGPy6+tVAJV9R94qwuFsPmNocj8td+f6VvTJc833ynDTzKSAQHXSSp3DAMgyD5EbGpK84vxWeK0W1lnZi113jIQFAVoApdiNKgAt7+vocV56+RcpLavD1k+lWRrS3NJUm7kLHECcyCOYNIvfD1H3imLljh8kkchtu9+ed7GsLRZzoMVw0yRsu4uWRAygeIxR3OnenReVuIKmZOYEWXA+jijmmXJx4TMsarkb+yG3GN+tebW14lalb25nfiXDoJkeZrWVTLCy6tFwIm0smgnSxfKmN5VYaXavNHVaN3iFd6FROIMHB6\/71nqusu3Votruijd96eM+UDnisycAmFjxJdFyIBa2EoNwkqr87tmQXRQTM28rF5TpOdJUELgCqwtY6uSw7UII4RE0DfN72WSaSMLGRHZXSun0TIEbvmkVZWVgdo9Oo5BC7\/0CgJzFxXh7IfZ76cQvjy1I+CreowN\/Srq3q1sXlDcBEcn0jnE8dK5pqmiXzaUu92pSVDBSCr8hMYiJ5pLjSsoSnhOzVz7N7w1v1b+Os0nZRdA412hPoLuPP3HFMUXzB4WPqKrLtu+j4m1D3SofqKQNNfClP3+SW\/8okf9SaM\/8VYn7KeIj\/srn4NGf2PW0XLZ+8PrWkkjkEfKkUR0GOnCbs3vx1s5vuU\/satObkq8HW0n\/wB0x\/YDWXfIPUVr70Dk0siAelfe7qal5cuB1t5x8YJP+WtaThUo6xSj4xOP2rWQWOle96D1qMaAelfVjxW29uw6qw+KkftFYjRIrIOz1rLccRlZBGZG7teiZOBn0GcD7q+XV67okbMzJH+TDHOjIwVTPsK2ASowCQDjO9YtQ9R99AIqMxZsMz3aAJMmPM8mpT1++9HeLJgQPYdK1\/m49K+91WxijFSgRUfeTWs0NfBbj0raIoxXsijea1u6rG8dbuKxutEisguoq5iqIvYaYp0qLvYq0uHFTrd3Nb\/JJ7qx4xc+fzOK0Q+++uFDgfzMTH4V946wEhyR+Tg8\/wDw0NbnFuJyWnB4+7dopLziMkgK7FoLO3EfmPZ7+X7xt51q8+c\/30dw8aXcyKscGFUjA1WsDHqp6sxNUvVbU3KymYq\/dmtUFiVPFO6ZHMdQPI+VaHer6j7xU92e8Ke4u7aCLDO86YGdgqMHd2O+FVFZifdtvgUp\/wCU3iP+uz\/0l\/5anOz7tAu3vLVZrmSRTOgAlcBAxdcE4A89seZIpW1ofiG5eJ8quLfaxL6g3s27sSTMT1iBP1qd4lyHZNdTq095cF5pWHzG3jIJaRnyomOqRVGc4VfUEgZOrwrk4q5Nu5uYxk7JomVQMkvBlum4LIzrt1BOKubi\/Ahw641mJ2VizJJFJpS5gfB+byo6soCkAFk0urDPXQwhuZODoln87QFXjt7eQ3RkdpJr64mImi1MxyIYwVIxqBAJO5zZr+ySpvwjBwD61OXpdvblD7KDtVAQsHk+oBx7RPOMV67JOPCGVWzseu9aXym+HpclZU9r3Uica5nlJSXoHDZwMAOgOrptvgP\/ACvdUQOeWI8W9UAae5bXPejkVF1N1NyYe+KI+lKk\/LUgq3uwPnOa1cRuSYyfupJHMqselSVpxuPrUq8dVcN7HE0qYtEIVINdDdrdrFcRiVca8dR51V3LHE5YHDISMGoU87nTpztWHhvGu8kSNBqeR1RR6s7BQPvI3pEm0UhspVx61dtO11Nvb\/Z3PEnyOa6r5Y5la5gRmGMMftIGM\/AZI+OfSq+7Ws3N5w\/hiH2pRdzD0SFtEAYfmtcNrx6QH0qxOCcPEUaRL0RQufU+bfFmy320m\/J6Vbm+v+LOwEQfuYGZgFENvqhRgTgAOwuJf5amqj2LYOq66q8VlDQ3Cf8ASgfXPuK5v2quEN2ymmht71W0egOVH5IBNdDWFsERUUYVVCge5RgfgKyTShQSSAAMkk4AHqSelUt2tfKOsbEFQ\/eygbIu\/rjw7HBx1bQp8mrlLnLtx4rxeUW9qrjWSFji3bGCc52SMBQTq6rg+M4rtS0pbBW8raBkzz7ny+ZFVdF53gCLRG7oDwj5Kg7v8oV6kV112rfKCsbEEGQSSY2VTnPwA8TD3gBf0hXJ\/PXygOJ8Uk+b2ccgDHZIk1vjI8WkZVFGd2bWV66xU92efJfZiJuJTkknUYIW1MT1+kuGzv5ERg+56sHmfm2y4Uhs7KKJZttSxjaM4ADTPu0suMYVmLYwWIGA1Mue3DKnfs2lo71zzHwj1K44H7ozxM0zY7OOP+K8VI\/DEJ\/0yZ\/zk+gFbfyDeGyRx3rTk98s8iyl31kOjLGwaTUQ2kwkagSNutHynflEiHNlZfSTv4SVyd22Awu+DkYQeJ8+S+3QVv2wSwWTWtsxa6u5ppJmAHh1XE7DONmch9ejGkZBbONNPvyReUbfXNcynvr9WDZkOoRpJn6RM7tKzalaQ5I8IGNRLWLXNZRpVmbpY3qCU4HAMAdfU89B5nhPpumP3hW0oFDW9c9CobjAxwmI9VcYT8SVzB2C3fzCbiM8jm+BExg2JEKjx6mH8cq4cIuyLGVwSQF6Y+Rd2m\/PbMQSN9NDsc9Tjqf5WRIMfnOPqU5Ef\/DXIs+rl\/jgZPDaTsHjJ9kIzHwk9PoXLRncnumz1aqX2F7YOao87bXhG5XiT0EeX+X5kgqnineu6YLZtFxbp\/6fQdU\/eT8xkD8SU1+hVc69ts3znjXDrXqluWupB5D5vGWQ488zTw\/0PdV+8F4mssSSqfC66h7vUH3qcg+8VwN2pdoMq8YuLuFyrRkRL5qyk966MvRkIeNSD+YCMEKRd9SYdXY3CGzCygoE9CrH6TUBspubu2QkyCS56FKRj\/uUk\/KunucOWILuJoLiJZYz5N1U9A6MPEjjyZSD1HQkVxz2sdjp4bcR4kMtvMHMRO0imJoyY5QAFbGtSGXAbBOlcYrp3sk7U4L9dG0Vyoy0JPtAdXiJ9tPUe0vmMYYp\/wAsCPFvayelyyf04Wb\/ANsVxTslc6hpmqDT3ZSlW6Unj4SQpPzHI5q73Fu07ClDgj9eK520VgmgFYWu6wveV18Nmt5IrI8A9M0ycH57vIRpjupgmMaHbvY8endTh0x\/JpRa8rFJc165bpdTtcSFDyIBH51iSmm6\/wCYrab\/AKzw61c\/6S0L2cmT1Y91rhYnrvDTT2N8w8PtJXUyzi0mXE1rfWyXEZYZ0yrLBnLrupDW6hlY5OQumoHnrG0lR7jSGnmVMkqCSIwePYGQkjkEAQajFlrdujNXhzN\/1M\/+di\/\/AM91Xi35XZ4rX5sZJCyGa+SDLMYTOAkWgONYiRCZIvDhpYXYEFGFJ3PPd2yd202U1h8d3GPGqsoOQmdldhjON\/cK2OCdpF7Ck0UcwEc40yo0ELhhpKnaSJtOVJUlcFhscin+mrTbXXfrEiIHv\/xPWq3aOFrRW9PmFpUSSPhIJJieeo6VdNnywWneCZLhEmm12CSZV4oDcgyAKzMI0aJ1iUHUpk0uBsxNqcdkaSF0tIu7sLTCqiHAbLFe+k31yl3XUZCCB5nVqrkMdpN73scwmAeONIo9MMKqkcZyiLEsQjAB9F3881vcB7X+IwFjFc6daGNwYIGVkbqrI8TKR8Rt5Us1+2XqT5UISggCJM4GDwZ9ROYqdY332dkNkkwSR5Z56+XX1NdocH5fihBlUPKO5DRy95hJkkCJLGHRQ1peROxKYJOlWGD4jU3wuJj3swDsRZypKzIjPMhPh71EBSSQL4NWMuAcjyrhm07Z+JJ7Nyq\/C2tv8Cpi0+UdxlFKLe6QeuLW0z0x7XzfVt5b7eVIF6NerWE7koQJ+GZJ6fdG35En1Mk1LOosBJMFSj+LiPqZ\/rGBU7zYRqiVQAqW6ooHQKs04AHuA2+ypfkbg1lMriZLkvHDPPLLHNHHHHFCo0KEMUjSO7lU3ZPFIoGcZqjp+bbhgoMmdCBFyiZ0gswBOnLHLMdTZJzuaz2XPF0iSxLLhJgiyju48ssb94q6imoAOAxCkBsDOcCnP2FzfMg\/17U2R2ithbJaKVAgAYj8vF9PlNNk1iMH4fuqP7UrVUvrkEFlWUZAIDFQiEgMVYKSMgEqwB3wehV25km\/P\/qJ\/wAtYeM8clmd5ZH1PIcu2lRk4A6KoA2AGwFTLBpTJVvzPEUs1zVGL1KAykiJmY6x5E1ePF+ye1guL8v3rW9rccPt41WRVkZ+Ixxu0jSd2R9EpdgoUBiVGwByovwaW04r8yEzkw8SSDUrsA6i4RQxAP1kIJHQZIpbve02+dpmafUbiS2kmzDDh5LIAW7ae70qYwAPCFDjZ9VRV9zXcPcG7eQtcNP35kKpvNr7zXp06PbAOnTpA2xjamCXR1quxVl8gcYuTcXcfzuVF7mYMWuZAwUXMIZoRrH0sa5l0jGYo5h76tqXl7ikauV4hKy8OVZGxNfIJ1kbvg8jzBY5IEUEyOhbSngALMueUbXjkqSCZXKyLJ3gYAZD6tWrGMe15Yx5YxtTTxPtd4hIZS8yEzxLFKwtLVWeJWDCIskAIj1AEoCA3mDTG21BppG0pnPkPT+E1ocZUozNWJwLtPv3v3SG+u+4Y3TRpJMxwq288ijDFiNJUEDJxgU09mfPvEp7lIHvLgho5SMGLIaKF5QTrhfUv0ZGNjuN9sHmnhHHJYnEkb6XAZQdKnaSNo2GGBByjsuSNs5GDg1J8B57u4JFmim0SKGAbu42wJEaNtnQqco7DcbZyN8Gkd2FOOBTZgdae6fcWrTDiHkSo\/CYBjHr611BFzJxlbFLszNM0kLT6VjswILdG09+8RiMsoYg+yAqr7RzS9wntg4iyzlmgfu4A4zZwbH5zbxZOEGfDKw+2qQt+1W\/UIouMBLR7RfoYci2lJLxZMWSCWOGJLDOxFQ9tzfcKHCyYEiaH8Cbr3kcmN028cSNkYPhx0JB0FFxjav8zUlD+lEHvWAcyPAjieOfL+up6a4R2j3s0PggsZrlrju44jaLuiRa2GlZFOuTVlPJhBMBlsCsnE+d54iss\/C7VbbQIyZrB4na67lvBH9Ocp3q94fNYg+dwM838s9ol5bSd7DNofSVyYonBUkHBWSNlO4BBxkEbYo4r2h3kqJE8q92kkkqokEEY7ybGuQ91Eut2xjU2SBsMA08t78N22xQlcHMnnP+3TzqvXVhYu3e9LYDcjGxMxiccfnV2XvauiwtK3CeHEiaKPCpKoxJHcOTnW2\/0Ix8TW5yf2l2Vws5k4RCncWss8kiTOIwUIEUeNJP0rsEBznUcBTgmuc7nmWdkMRfKF0croTd41kVTkLnZZZBjODq3zgY+2\/M06wtbhwInlWV07tPG6KVTW2jU6oGYrGxKKzFgAxJqMxdvJQAtZn3rG+03T3HiWWQE4gQAePSevrXRNx2g8O+afOzwlgWujBHH8+ZO8VIg8koIibAjYqhA1DLAas5FYrPnfhbxJKeG3CapJE0pfFsd0sLE5KLnPfDbA6e+ue+K8zTyrEjuCsMQiiURxqEjUlsKEQAFmYs7+1ITlyxr5DzJMEWIP4Fd3UaE2aURhzkrk5ESbE4GnbGTnN2\/uNngWZ9f6NarXSNPDoLzfh67SZ4\/wAQ6+tdP8LvuDyRtMYbyBFmii1PMhBaXJbG+4iQd436OPMgV45nThMDKrfwjpdNccsXzaSKROmpH73JAOxBAI9Olc3XXO1yyRxtICkQYIoiiAGttTNtGMuxAzI2WIAGcACsd1zhcMkcbSZSIOIx3cY0iRy7bhAWJc5yxJ6DoAK0\/wBoX0fH\/X0qb\/ZGh7p7tcScblcdP\/U5q\/eK3XBU0arjiCd5GJF\/zaNvCXdN9JODmNtvTFbvCeC8Gf5vIby6ZLiZooo2gERlZMA5bqsetliMg+scDocc0cT43LJo1tnRGI18KjCBncDwqM+KRzk5O\/XYYkYedblZI5hIA8UXdRkRRYjjCPHpRO70r4ZHJIAJZtZOrxVLGpv7QFKz7ClS9FtAslsKAnHiPH1\/jT\/8o7iBe5jQx9wIbKJBahgyW3tsYkkCqJdQKyNIBuzEZ8ICwvahj55JnOnRa6tO7afmdtnSDsWxnAO2aTuNcxzTd33smvuoVhQlVBESFiqFlUF8a28TEtg4zgADHxTjksrmSR9TkKCdKjZEWNdlUDZEUdN8ZO+TWkPjk1PS2EjangV0UnZPafO+ExSW95At8l3rjN1HJpNvkwyfOI4DGWkRSZbdMFMx7rnDUZy4oaWAHo00OfgZEzXrl\/tEvLdYFhn0LbTSzQDu4mCSzxiOR\/HGdWpBjS2pRuQASTS\/acRdCrK2CjKynAOChBU7jfBA614l4DmsttdS8rc63DcQ+b3EjTWxuGidZF7wLDC7gEKCpEioNpVOok5Oo009qvDOFRkCKWd2ZyDDGytoITVvqiaRSVwQHGcbjIFcgXnNU7szNJkuzMx0JuzEsTgLgZJJ2pkh7Y+JBtYujnCj8jAV8ESwrlDFpJEaquSM7A9d6xs7+6ZG1Rke549cVcv\/AMlSyoFgqCYgpwAT8if0mrO5n5ihmit7W3i7tE76SQ69ZZhHLp8WBkkZZv5IGOgqC0OQd+gz02+052ydh1rQbm+5LmQy5dixLFEyTIGDE+HGSGb76jouKyAFQ5APUDGD5b7VFO5alKX1M4\/3pddamwte5tJHnPmST5mmyKTHWvYkzSeeKSfnfgP7q+pxWQdG\/Af3VoVbk8VrTqTY6H8v505vIRVtfJd4KrXEt\/MypBZps8jBUEsikaizELiOLWTnoXjPpXOr8alP1v6q\/wB1Zn5jnMYh7xu6VzIIxgL3jAAyFQMM+AFDNkgAAYG1L9R0td1bLYC9u7BIyYPMepGPSZrI6o30B\/r511L2vfKByksNguoaHVrlwR1UrmGPY7Eg95JjGDhTs1Uhf9pt3JClrbZt7eNVUBGOo6VC62lOArsADlAp95pAPFJOmrb9Vf7q9NxeT87YdAFUAe4ALgfZW7Q9JZ0hgtWoifiM5VHmf4CBSbUm7e+dQt5MhPEiYJ5xMfM8dBW\/Hw0Zy5LsTk7nGT1JJ8TE\/Z9tWv8AJqlxxSzAwBmYYAwN7Sf0qlv4Tf8AO\/Af3Vkh4zKu6uVOCMrgHDKVYZA6MpKkeYJB2Nbb+0VdW7jJMbkqT7bgRMfOmDF1bs\/Ck\/l\/Ouse3Xt20arWwcFt1lul3C+RSA9GfyM3Rfq5PiXnWO\/Ockk5OSSckknJJJ3JJyc+dKbcRf1\/Af3V5+et6\/gP7qiaRoNrprAZYT7nqo+ZP6DgdK2nU0zOf6+dMNlpjyV9o9WPU53wPQfiep9A0dm3PT2d5Fc7lVOmVR9eF8B1+IGHX9JFqtfnjev4D+6j543r+A\/upo9bNPoUh0SFAgj0OK0pvUIRsQCBX6dWV0rosiMGR1V1ZejK4DKwPoQQR8ap35YnCYZOHB5NpUnQW7eZkkyGjz+a8asT70QnZa5g5b7aeJ20SQQ3ZWKMEIphgfSCS2NUkTNgEnAJwBgDAAFaPO\/alf3qLHc3Heoj61XuoUw+krq+ijQnwsw3yNzXLdI7AXdjqTdx3ie7SucE7ynOI2xJGDmOakP6m240UQZI9I\/Wuovkp9r2eHXNrK30sERCk9d10q2\/qvX9KJifbrlzi3EjLI8pz43eTf8A7x2cfcjKvwUUvcJ45LEXaNyhkjaNyAPEkgwy7jz65GCDuCDWBuIP1z+A\/urr7zoWgDr19eg\/rzqs6Ta\/Y7lbqjKYhAHKZJUoe0nHkAB0pit75kZXRmR1IZXRirKw6MrLgqR6irL537WGvuHpbXCn5zFOkizIAFlUJJG2tR7EgEmcqNLYOykYNI\/PW9fwH91Av39fwH91KX9OYfcQ4tIKkGUnqPn5HqOKsv8AaTZ8\/wAv50wM9Yi1Qhv39fwH91BvW9fwH91Swivf7Tb8j+X86mi1eS1Q3z1vX8B\/dR88b1\/Af3Vltrw6k35H8v51LFq8lqivnbev4D+6j503r+A\/urKKwOoI8j\/XzrBRRRRSiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiv\/9k=\"><\/p>\n<p>Questa strategia della roulette si basa sull&apos;osservazione dei numeri vincenti delle precedenti 111 mani e sulla registrazione di quale numero si ripete. Copri 26 numeri contemporaneamente, offrendoti una grande probabilit&#xE0; di vincita. Scommetti un&apos;unit&#xE0; su puntate a soldi pari e aumenti la puntata di mezza unit&#xE0; ogni volta che vinci. Scegli cosa vuoi scommettere e l&apos;importo della scommessa e piazzi la stessa scommessa ogni volta, indipendentemente dal fatto che vinci o perdi. Questa &#xE8; una strategia di scommessa semplice, progettata principalmente per puntate interne. Scommetti un terzo nel primo giro e, se vinci, dividi di nuovo il bankroll in tre e scommetti quella somma.<\/p>\n<p>Il fatto di dover piazzare una puntata pari al doppio della precedente dopo uno spin perdente potrebbe essere un problema, sempre ammesso che si infili &#x2013; e non lo auguriamo a chi ci legge &#x2013; una serie negativa. La stessa cosa si pu&#xF2; dire per la sequenza Fibonacci, che &#xE8; al tempo stesso tanto conservativa quando si vince ma anche capace di infliggere delle mazzate se si infila una serie di spin perdenti. Passiamo invece alle scommesse non progressive, che a differenza delle precedenti non legano il rendimento delle puntate all&apos;esito dello spin precedente. Si tratta di una progressione lenta ma graduale, un p&#xF2; pi&#xF9; parsimoniosa in caso di streak positive ma molto rischiosa in caso di serie negative. Questo sistema consiste nel mettere insieme una vera e propria sequenza uguale a quella matematica, basata sull&apos;andamento dei due spin precedenti. Secondo questo metodo si parte da una puntata base, che non aumenta n&#xE9; decresce in caso di perdita.<\/p>\n<p>Ci&#xF2; significa che se vinci al prossimo giro, recuperi la tua perdita e ottieni anche un profitto. Vogliono un percorso semplice e diretto verso la vittoria, e tutte queste strategie sono effettivamente adatte a questo scopo. Ci&#xF2; significa che se sei sfortunato a subire nove perdite di fila, non sarai in grado di  raddoppiare nuovamente e recuperare le tue perdite. Capiamo che i giocatori possono avere preferenze specifiche, ed &#xE8; per questo che vogliamo essere sempre d&apos;aiuto e assistervi. Tuttavia, ottenere nove perdite consecutive alla roulette &#xE8; davvero molto difficile e ha probabilit&#xE0; molto basse.<\/p>\n<p>Come il Sistema Martingala, aumenti la tua scommessa dopo una perdita e continui a farlo fino a quando non vinci. Uno dei maggiori vantaggi dell&#x2019;utilizzo di questa strategia &#xE8; l&#x2019;opportunit&#xE0; di introspezione, che ti d&#xE0; il tempo di valutare le tue perdite e vincite. Quando scommetti, devi prendere il numero pi&#xF9; a sinistra e quello pi&#xF9; a destra e sommarli insieme (nel nostro esempio 2 + 2) per ottenere la tua puntata (&#x20AC;4). Ottieni un profitto di $5 ogni volta che vinci e ogni volta che perdi devi scommettere $60 per linea per un totale di $300. Quando subisci una perdita, aumenti la puntata per coprire quella perdita nel giro successivo. A ogni vittoria aumenti la tua puntata di un&apos;unit&#xE0;, e a ogni sconfitta la diminuisci di un&apos;unit&#xE0;. Questa &#xE8; una strategia a soldi pari in cui scommetti un&apos;unit&#xE0; fino a ottenere una vittoria. Effettui puntate di 1, 1, 2, 3, 5, 8, 13, 21, 34, che &#xE8; la somma delle due puntate precedenti.<\/p>\n<p>La ruota della roulette francese &#xE8; la migliore grazie alle regole La Partage e En Prison, che restituiscono parte della puntata se la ruota si ferma su uno zero. Puoi utilizzare <a href=\"https:\/\/www.bibliotecheinnovative.it\/progetti\/plinko-gioca-con-soldi-veri-casino-online\/\">plinko italia<\/a> il sistema di puntata rosso o nero su qualsiasi ruota della roulette, ma esistono alcune scelte ottimali. In effetti, questa scommessa ti d&#xE0; quasi 50\/50 di probabilit&#xE0; di vincita. Qui il sistema &#xE8; semplice; scommetti sul punto rosso o nero sul tavolo delle scommesse. Una delle strategie pi&#xF9; adatte ai principianti &#xE8; la semplice scommessa sul rosso o sul nero. La Martingala &#xE8; solo un esempio, ma molti altri sistemi possono cambiare radicalmente se invertiti.<\/p>\n<p>Se confrontate la maggior parte dei sistemi di scommesse sulla roulette che potete trovare, vedrete che possono essere divisi in due categorie o tipi. Basta vedere come funziona ciascuna, come si combina con il tuo bankroll e quanto ti aspetti di vincere con essa. Nella roulette dal vivo, puoi utilizzare qualsiasi strategia che desideri. Quando si tratta di giocare con un saldo piccolo, ci sono diverse ottime strategie da utilizzare. Non esiste una strategia unica sicura per giocare alla roulette. Crea un gruppo di numeri vincenti e scommetti sul gruppo con il minor numero di numeri per 9 giri o fino a quando non ottieni una vittoria.<\/p>\n<h3 id=\"giocatori-che-amano-l-alto-rischio\">Giocatori Che Amano L&apos;alto Rischio<\/h3>\n<p>Immagina un giocatore che comincia con 100$ e decide poi di piazzare delle puntate dell&#x2019;importo di 2$ sul carr&#xE9;. La strategia per roulette della Puntata Progressiva &#xE8; stata creata come spin-off della strategia Martingala Inversa di cui sopra. Ecco un esempio per mostrarti come funziona questa strategia. Puoi leggere di pi&#xF9; su questa strategia e dare un&#x2019;occhiata alle simulazioni che dimostrano perch&#xE9; non funziona nel mio articolo dedicato alle strategie-truffa per roulette. Le singole puntate dovrebbero dipendere dall&#x2019;ammontare del bankroll iniziale e dalla somma finale desiderata. &#xC8; una strategia estremamente volatile, quindi c&#x2019;&#xE8; un&#x2019;elevata probabilit&#xE0; di perdere tutto il proprio bankroll in un solo round di gioco. D&#x2019;altra parte, se continui a perdere, il valore delle puntate diminuisce, ovvero perderai a un ritmo pi&#xF9; lento.<\/p>\n<p>Ci&#xF2; consente di trasformare una serie casuale di spin fortunati in possibili vincite ingenti. Come puoi evincere dal nome di questa strategia per roulette, si tratta semplicemente di fare all-in. Alcuni vogliono vincere tanti soldi, altri vogliono una giocata emozionante, altri ancora vogliono semplicemente trascorrere un po&#x2019; di tempo a giocare alla roulette. Quanto ai giocatori che hanno piazzato puntate ad alta volatilit&#xE0;, i risultati sono stati molto pi&#xF9; interessanti. Ma quando piazzi delle puntate a volatilit&#xE0; alta, hai maggiori probabilit&#xE0; di allontanarti dai risultati negativi attesi e, addirittura, di vincere un po&#x2019; di soldi, anche se, statisticamente, sei destinato a perdere. Devi tenere a mente che l&#x2019;RTP della roulette &#xE8; sempre inferiore a 100%, il che significa che, statisticamente, sei sempre in perdita. Ha un payout ratio pari a 36 volte la puntata e, statisticamente, si vince solo una volta ogni 37 spin (su una roulette a singolo zero).<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Roulette Labouchere Le Migliori Strategie Per La Roulette Giocatori Che Amano L&#8217;alto Rischio Questa strategia della roulette si basa sull&apos;osservazione dei numeri vincenti delle precedenti 111 mani e sulla registrazione di quale numero si ripete. Copri 26 numeri contemporaneamente, offrendoti una grande probabilit&#xE0; di vincita. Scommetti un&apos;unit&#xE0; su puntate a soldi pari e aumenti [&hellip;]<\/p>\n","protected":false},"author":177,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-8788","post","type-post","status-publish","format-standard","hentry","category-niet-gecategoriseerd"],"_links":{"self":[{"href":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/wp-json\/wp\/v2\/posts\/8788","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/wp-json\/wp\/v2\/users\/177"}],"replies":[{"embeddable":true,"href":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/wp-json\/wp\/v2\/comments?post=8788"}],"version-history":[{"count":0,"href":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/wp-json\/wp\/v2\/posts\/8788\/revisions"}],"wp:attachment":[{"href":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/wp-json\/wp\/v2\/media?parent=8788"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/wp-json\/wp\/v2\/categories?post=8788"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/edu.hethooghuis.nl\/pgp\/groep7\/wp-json\/wp\/v2\/tags?post=8788"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}