Paritätisches Jugendhilfeforum

Forensic Leadership Persönlichkeitsprofiling als Führungsinstrument

Mitarbeiterführung wird zunehmend anspruchsvoller und ist wissenschaftlich bewiesen ein fundamentaler Erfolgsfaktor für Unternehmen. Im Rahmen dieses Seminars lernen Sie anhand fundierter und praxiserprobter Wissensbestände aus den Bereichen Persönlichkeitspsychologie, Kriminalpsychologie und Forensik, wie Sie auf welche Persönlichkeitsstile reagieren können, um das volle Potenzial Ihrer Mitarbeiter zu entfalten.

Schankhalle Pfefferberg
659,- für Mitglieder, sonst 899,-
10:0016:30 07.09.2020 - 08.09.2020, 10:00 - 16:30 Uhr
Anmeldeschluss: 10.08.2020

Leider ist die Anmeldung für dieses Seminar nicht mehr möglich. Gerne können Sie uns bei Fragen kontaktieren.

Im Rahmen forensischer Sonderuntersuchungen zur Aufdeckung kriminellen Verhaltens sind Forensiker und Kriminologen mit einer Vielzahl unterschiedlicher Persönlichkeitstypen konfrontiert. Dazu zählen Täter, Opfer, Beobachter, Zeugen, unschuldige Beschuldigte, Ankläger. Dabei gilt es herauszufinden, wer wie aus welchen Gründen kriminell agiert hat. Zur Informationsgewinnung ist es von hoher Bedeutung, auf die individuellen Bedürfnisse diverser Persönlichkeitstypen einzugehen. Hieraus ergibt sich die Schnittstelle zwischen den Bereichen Forensik, Profiling und Leadership. Auf die individuellen Bedürfnisse unterschiedlicher Persönlichkeitsstile einzugehen ist auch Aufgabe einer jeden Führungskraft. Jeder Mensch hat eine eigene Persönlichkeit inne, die in der Regel durch die Beherrschung von zwei Persönlichkeitsstilen dominiert ist und sich nach den bisherigen Erkenntnissen der Wissenschaft etwa hälftig durch die Gene und die Umwelt speist.

Die Teilnehmerinnen und Teilnehmer lernen in diesem Seminar eine persönlichkeitsindividuelle Mitarbeiterführung unter Berücksichtigung einer angemessenen Antizipation von Bedürfnissen, Motivatoren und Stressoren unterschiedlichster psychologischer Persönlichkeitsprofile.

Ihr Dozent:

Benjamin Schorn ist Certified Fraud Examiner (CFE) und Forensic Investigation Spezialist. Er besitzt mehrjährige Erfahrung in der Durchführung forensischer Sonderuntersuchungen in Kriminalverdachtsfällen. Im Rahmen seiner Tätigkeit beschäftigt er sich intensiv mit psychologischen Befragungstechniken mit Tätern, Opfern und Zeugen sowie den Motivatoren, Stressoren und der Verhaltensantizipation von unterschiedlichen Persönlichkeitsstilen. Als selbständiger Systemischer Coach, Certified Business Personality Analyst (CBPA) und Profiling-Experte kombiniert Herr Schorn die Erkenntnisse aus Forensik, Kriminalpsychologie und der Systemisch-Psychologischen Arbeit und bereitet diese in praxisrelevanten Seminaren berufs- und alltagstauglich auf.

Weitere Informationen

Ansprechpartnerin: Solvejg Hesse

Solvejg Hesse
Telefon: 030 275 82 82-27

Termine

07. Sep 2020 10:00 - 16:30 Uhr
08. Sep 2020 09:00 - 16:30 Uhr

Dozent

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X091Fp8kTeSyt8m3aWyCSO9fPniOD+yNPaOW3ZW3fJIOAo9ce9UpXehzyjbRlS5BNwLi3jjabGJFU5wfWvVf2Tf2m9S/ZQ+JFtrdu0l6rApcQbtqTo38Jbtg4P4V43HG0MUkiyopk/iV8E1Ttr6RgsD5k+bP3zxWkW0ZSifu1+zb+2PoP7R3haG9s1jtZ4T5M0ImDEEDJNexaNPDqFjHLb7XSXJGxt3Svwh/Zg/aP1D4BeMrhPtdxNpkweNorf5RIx6Hd1GOv4V+jH/AATP/bXb4qeILnwLqN19ovLO3e+hvAwIdSw+T6jNdEalzOSPs7YrDPY8ZoCjFSWy/aWkUJ5OF3IG6GhYievFW2ZjNgprDHQVO8OB8tN8tqQEJXco4puzAPBqcqR6fnSFcj+H860AqtyOgqORe9WWiz939KimtXZDj8c0AU5W5/hqtPJyKtNbsOu2qk8DIaAIZ2/2az7l9xq5MzE4PP41mXfDfdb86AO5kUFt3904oVMSn5jxT3UbG/3qfsG5uwzQA1U3GnJBkf3qciZp5YJ7UAM8tsdMe9EcRHfdQ12q/wAX600XeKEBK6Z6/LSBFHVv0pou1ej7Qp//AF0SvfQCTYfTikaHB+9UZvcUfa1dqWoD/L/2qPL/ANqmG7UGj7YtGoDxFn+KjYueMmmG7XFEV2q9aWoEqQq/fBpyQLt+9Vc3SgnHpxQt6pBo1Aj1u+/s+zeRV+dRwwX+Hvk18JfthfFu6ufGN/bSXUl9BC4FvFG+5RIRwcj+70r6v/aG+Llv8NvAt1uaRZr5TBHgFsuRwAK+I/hV4Vm+L3xLvbrUIZl03T5DKrFSPMkzyGHfBz1rOTNlFdDC8H/CK+mt7XVr2O7SeMGbcWLCVn5Ue3UV6Bpvw1mWD7VeW6ySRp5oVRjPGSCB6V7LY+GLdrZImhV416AHaF/u8e1YfijwpfRP5cMz7XyoCjoD71xy3OqnHQwfCRt722Edrb/YGyGK+VhZHHrWtrD3E7eTHDDFuA80kBcN3I+tQ+ELNIrmSF43ZIn2mQSFsMK7KDT/AO05V/0VZY1GGc8EelETQ5OIW4Lo1qFYgKo2/dIq3Y+FZhFL5zQKzPuXEgVh7/8A1q7GHwbLdSL5Mcaxnl5GA3IfQVfPglVvYj5KvGSWbI5Jx0ot2Hc4A6TElzm4la5aNuhX7v4962tK07zB5qkzW4G0t93bXSW/hbbN5fyszDcP3f8AD6VYsfDXluWDtGneIR/eo1LM+1t4442jSMbduE3L90+tL9kgk+7Gqv8AxMv8R7Guibw8lvFuWMr9WzVW60wKf3bLu642Y/WnyoDCvdOlnlX5dm3+L1qJ9HjmTbLH50eeh7VtyDBXKMD6npVgWQezduNyoWpPQqJwPiLwTGz741bpwCc4Fc2fD8kPmKysdoIABxXqNzb+ZaSN2VQfzrnbnTl+0MxHDVFirnj3xc8E2ep6OFnhiQtHt3GPcTn1r4v/AGhfhnJb6g8ixCe3hTawVdqqM8Gv0D+MPhl73RP9FbbIjRufdA2WH5V8vftCaTZ2+qiOTzIraaNn2EEeYe1OOmxz1FdnxDqmmRCT5XKQqfmf39MVkzv5cpZW57YrpfEem/YtSkV23K7Fmz0RvQ1zkzLMW2rtfPPuK0ucshsd/JDLlcqpOQB2r0j9mD4z6j8H/iva6xY37WMw+R2Tjemcla80mUKtS2Hy/MrfvM9AucCtIsk/ob/Z4+Nlv8dvhdoWvR+W32y0MrbGyYyrFSvuTjP4130b+ZFuZdme1flB/wAEyf2u9V0jw9pfgxb6RoftwWNBHgwoxGVLfXJ/Gv1E0zxBGLdV3LJwP+WtbpmMtzedFj53ZBHcVH5q5/risuXxFE5+bav/AAPNNPiS3P8AFVv0JNV2Ut94UjlQPvZrJfxBbqv3hUc/iW3UfeFNPyGaz4A9KjLLtIZutY8viaEp/rBVeXxLCoyZOtNXfQDVnljj/iz+NZl/dx+Zjf8A/WrNu/FEGfvVj6l4jVwWSQVXK0I0dQ1NQ7Kp6d81l3Gogt95j+NY2oeIvm5f71Zs3iNFP3qFYD3zH1/KlTqf60+j7w+tSAMuwfzqrd3PljtV6ZD5VYWuTNDAemaAM/VNfW1nYlgF+tUR44ihjO5+vvXEfELxLJp8bNxlSa8n8XfGKbS4iSVXHvWiiB9G/wDCw4hHgOn1NNl8fxAKfMT1NfKcH7Qk3ZosHpk0xf2hbiR2DNCPxp6AfWA+IEZH3lx25oPjqEv/AK1fzr5Qb9oCdkHzR+3zUg+PE23PnR5/3qNA1Pqz/hYEIb/WL+dNPxBhB/1q/nXykfjxJ/z0T1+9UX/C+JkOGkj9R81PlCzPrA/EKH/nov503/hYsf8Az0X86+UT8e5B/wAtE6Z+9UL/AB5kLsPOXIHrUuKA+sj8Roy23du+jU2T4lwxKxlmRFA5A5NfI/8Awv2U/Mtwoweeajb9oGREdjPF8wwNwJ5osgO3/ak+L9v4y1zS9F0cTX94Jd8qHI8s9mHHXmuh+FvgiLwZ4Tt4V3eexaaVtu5ndzuYMfYnHtXn/wAD9Hm8TeILzxTexx+YqhIuMo+e49CMV7Z4dt2vZPlX/WYbC8AZ61xzep2Uo9y/pGl+azbo1+Zc5x0qW+8Pm5X5dxYlSoA7DrWxbWpEe1V/eEbQPWtS0sVQrGepGGP931rGUToOGi+G32aOZ44/KkmcShVHB5rdtvBzfZSzfu/lGdveuogtdm5fvBeA2OgqxDatFAyqu8uBjNEUBix6T5NmCiMxCg88VHBZs7b2GGU5Hz9K6MWrRJlmVV24K4zmorXRWkgb7mW5HHajlAoxaaojVwu2Qdwe1RrZql7c/vF3FOM9q257JY4FbcN20AADrVG70+MXivyXZcYo5TQzHikt5Pu7lK1Rbd5OSqAsCMkVsNbSA7fvMBzntWfeRqqIrcc4A96kDDukWeIHdIrE556cVHOJIofvZDYBAO0EfWtC5sHWdo+NsZA/OqeoW6RDb+8OTxk5X8qAKccuGkzG23jIDbhis+e3xK5X5lkbI/2RVm5m8gygZUnoF4BpUlCTxx7R+8Xn24paCuZPiXR1u7Rcrv2kHC/xc9K+UP2nNEPiLxX5H2eSGcqyxRjnAHpX1/qds32KSDdiNssXH3h6Yr5j/alsrrw7qNvqFvG0zRqQS3UA8UmKVj4f+JPw0W1+0ND5rCJjLMr9dzHn8BivLNZ0+SK5UeWdo4DqPlYV9U/ELw3PcWEcnlfvbpSEA585Rzk/nXjfjLwnttYWijKrtBMeOg9ao52jymVdv8XPpUlqzRltoJb+VaGtaOtszN/cfafrWfC+yTd820cHBwaDKV7ns37GPxXsPhL8W7e+1Ld9mk2rtzgK+RzX6ifD79prSdd0aOa1uUljKEklua/GXTr02Nxu2eYgYbWz82a+nfgr8YGsfCw8mTHkxkshyMV00KiW5Ekfoyf2iLFj8ki4HU5psv7RViB/rE/76r8/Lv8AafmhY/dUexNUJ/2p5zLt3LuBx3rqlWiSfoVN+0ZZKOZl/wC+qqT/ALR1k2f3y/TdX57XP7VUyuVbbx7mqc37VE247dv5mp9tEOU/QmX9pC1Uff8A/H6rP+0vZxuuZUHX7zZr887n9qm4Y4Vee3zVXf8AafvEQ5jXk92zT9sglGyP0Pg/aLt7zcomhZievNXIfi39vkUKFxk9D1r4R8A/tBXGoalHuSMKQK938C+ObjUNrMg6+tHtLmZ71J4r+0ws27+Lio49Z82YZrk9K1FpLY5+9nOKkTVHVdp4aqA+3lGUqSCLNNRmKZ496ntvn9KylsAtym2Guf8AEMG62J9BXTXUQaJq5vXtywSfTilHcD51+P15JZ2M21ioyc4NfF/x58cX2noW858L9zDHmvtL9oSHbpz5/iJyK+Ff2gLbetwT/C2Megz2rabtEqJ51/ws3UGfzGn+ZuqkkgVbg+Jd6Bnzky3sf8a5GO32Kynnk4Jq/Y2qv5e4e9csdijp08e37DJuV+mDx+tWIvHF66bQwZvbIrn4bc7vurjPGBVyGFjIFqgNgeL71jy2P+BVYt/E13IYxubczEfe7YrHj09t+7y/1qxGJFeMrGq7Sf5VftGtALx8S3vkr5jfL060j+ILiWP5riQRjoc9apwRYSNW+ZeW59aWe08yTaoC4/75ovcBzeIp0kbzJj8ozyc8Vt/C7Up/FniSGNJt7XkiwSpIpO3JwCK5iW2URSc7WUZUtyc17N+xp4WtvEnxFuJpgZF0233q2OfMyCufyNRU2KguY+qvBHhyx8PaFZabYs32SHBBIwzHvmvSdDsfs8Ub5ADOEXiuQ0ZFlv4/l3EEZyK9B8NW/LyNhuRhSOB9K5LnbHRWN6z0jakcnHDVdTTg6eYDt5qSzk3WqjbxVy2TbFtUZ6k5ppsZDY2Ow5Y/e9q1Le0Xy2/dp7ZFJbR+aUBVRx6VooiBB8o+Xg8VQGVFZMJCxjXilh0tXlUZ2sR0rRkUbvuqufu4FODLHKp43KMDigDMubZYbdWZdz/dFV7jTlChZF5bofStOZtsnzYz7ioLiTjru+tAGJdQCWTywuwr39ay9SgjumAaMSbeg9D61v3Uanq5zWbqZjeI/dQ46gVMkkO7MXUFBjjjHlg4Jasee3O5mKja/A9q1dTtoIQy8MWw24DkVRvE2rlWyrADpWcZO4jA1J41k8vHzLyT61DZzq3kzMvLOQfYZq1NZKzyE9V5rLLrYiQZY+ZyPb6VC+I1+yR6nqwiFwpG2RCxiPrnpXk3xfsl8QadJErrLNIhJUjo3evS9eZdRsG+bbNGPl968r8SN9uD325YnsXaLCjG4ngk1qZPY+b/ABXK9jawtHHukhUxRgNtwehrg/Evh+8jto7WaFWkkhEiMTubZXtXjbwvbfaLiGSFGFwcxlxuYN3x6V5/rWjtpdvHcyJJEY3+zKA2TtA/lQZs+ffEPgq1ImjEkgWSQlzjoK43UdBhhGyNmdepY9c19A+NPBUmnNa3ChZI7kknkYwQeorzHXPDFulzJIrtH5Q3AHkN26UGZwVjBi3SYSbSkmdvrivXPhlcxan4YaGHdI7ZyfWuBvtMhltrWaHb5qSeVIhXAJznP5V6J4FtWTTf3BWMxKchPl4qokyMK8aRY9rRLG0ZIJFZUkjM+7P3uenpW9q0SpKzbt0jgkjHSsi4i2w7R/CDWxiZ0ysrbifvVXnDOjdttXREzP8AlUc1sTIw7A0FRM1xu21Dco2D8zdOK0ZLTc3T7vSo5oN4z6cGmgkdd8JVMl7GCx6LX1h8MwwjXvgivlj4TQ4v1+oFfVHwzXZErdV4z9a0w/xGcj1zS5GCbfVasxj5+tQaSv8Ao/mHuMDikEmCzbu9bkn3vGv7vNS2/AB9abAvzsamgXK+vNY8wE1yubeud8RR5tj/AFrp5lXyP61zniQYtx9aSA+df2hrdjbOv1r4V+P8Z23X/TRwo/PFfeH7QKf6JP8A71fDf7QcO4T/AFrol8IRl0PE1tsY+pH5VetIdqp06U21i2v91Tn1FaVvb/J92P8AKuTyNCO2hZOWHDcgCriQ7huUL+NCoXb5fl28VKiMDtGGZucnpVoBY3cD7sP5VPar84VlUdT8tMjXzVlVVj2s+TViFJJZZAyj73yY9KbjcCOODzI89sf1omiw23/ln2NXVjD/ACj7uc/hSNbruZv4MYFUPoZc37t90ibm6BfUV9I/sW+Em0bQ9RvyoVr2SNgR1wM187G23DdL95Tla+sP2T7MT/DTTnX70jEn6A1jUehph1qe4eGE8smRueR2r0Dw/wCV5q8/6wDFcNojLHAqq2NgOR/erq/Dl4qokm35cHA9DWJ1ndQv5MKjFX7HJT5R1BrmrHUvMMOc/erYt597ja3zZ496ANq0dVkTd6GrQvI45A3/ACzA5+tZaybSAw4/iIpxuvK4C/K3T3FAE0115kjc/KT8tNn1CKFv9qsu+v2iU7RgGqNzdNKwZfmxUtgalxfeYSVJ9KrveZHWsWWa6mnCxhVXO7cabJNOju7NGMjG31o5gL00rSrncaz3uMsy7vmx1NVbqZlj2kyf4UJcN5Xyt8wH8VSVzEz+ZK0ix7HXbzx0rFvStuuN24bvStq2kkaF9gjSRUIb3rF1O9jbzF6Nt2kAd6nmDcz7iIXXmbP4sCsa4s/PuvLxzGcVuxIzwADpxmsy7/c6ksWTt3Fj/Op63K6WOV8W6RPHBJJD99RlRn0615lrBXXNMm+zrtmllaNl6fOuCf517w9ypDfLG3zYw4zxXmfiDQobLxW0ZWCOC4DyZ2nG41oRKOh4jrlzbahqsfysphXDZHWb+PHt0rjvFlp9gupH8lmkWPzdjEEFScZ+vNdze3ccviRVWNYY7VWS6Zhjc4zyPrXI+IFEukNdxb2SQBMy87Rmgy6HC6ZZQ6nbzWs0dszRuYcsvzAD0Nea+OfDgtw1viPzeiED5uueD6V7pqHhWSe2QwwrG0cXn7wQAc8fXvXnuv6fb3dvHBJIiy27eXLIoORk5x+oprUzPHZ/CzanqkcyybVkAjRZP73rXS6Dot5peoJCFVpreAyXAlP8Oa6++8NQ/wBorC3lLNkeSMcM2OKpWsIS6u5OZfMt2BJ9elUlqTI465tlMBZd37zJx2FZ91bfI/0ror1Eu1STbtZs5GPSs5rYLIxrWxi9zn2h9vSo2iZmk/DrWzPan5tvSqktswhI9aBpmVcRGMAdd1VmtWJbHHfmtWSy/dgVBNaFyq45wTQgZ1Xwii2aku71FfUvw12x7Wb/AFfGR618xfCkumpwu3rivp/4dOMxjHStsOtSJHq2jEmLd/ARwKajqxb5adozf6Lx60y2T5mDGtiT7/txjc34VPbx7Fx79qSML5TdOtTwL8zVzgSXEX7iud8SJm2/3Tnmuluf9XWD4jX/AEVt3SmtwPnj9oGI/wBnzH+9k/pXw98eocrN9a+6P2gVxpsn0NfDvx6yZJK6H8JMdzxlYfnB2hhV6CPfHwq/rUMZKheO9X7aLcK5jdix25MQXbz7VJs8tVAGDj+KrUca7QEPOOakjRUdfMy1aKIiC0tFikC+X97qM9auopCfLtDL+lPSMl1HHmdj6VOlvlh1z39zQBXWz2jv6fhRJb5j2/djWrnllaeLddnzjdQPoZM1s0smcbh0GK+p/wBkaGW0+DunM42zNvxnt81fM7WoML7mKjHy/WvqL9nudW8DaVFb/NGCV/Wsahph/iPZ9EUzOi7flUYBHqfWuu0LSpCysuTwcn+E1S8EaAssqvj5gRvB6GvQNN0WNYNxXanO1R61idZnwaaYFjkPrmtGJJfvR7cnnJ7Voppiz2g4xgVNa6esEJI+agCpCzW1uzLuZ++7pSW8z3KNuyPT2rWjs1a3xt+9ToNISJMigDBjsZLmXa2WU1La6MxibavfGDXQWFgiKdy0sEah40aMKu47j36Gmo3Ayo/D32hNsyL5eMgqec1T1HwXbyGOQhvMjPAzxXQWUEenWkaLJ5nGW3Hoaa7Zk3SFQvvT5AOSv9AaNizbgvTHFY17pnlGTdubauV9M12eq3lvHuVmkbDZ7Vi3+rW/mt/d4HzYqZRA5e9uZo1aTChpMYxXN6j4jhtLmNJ12vJIFGB96um8SWqyWjMsy/MeADXB+IrNmuInZS3kkMhx3rOxUTfjl33BVS2UOSvsarX8Q85mbh5OEBI5qja6slxHI27bcsuCOxp00EeoS28jKoNuDxuPOanlKLV5ZLYmF+VLKCRnOawfFOiHxDp0nlKn2hW+RjxtHvW66+bF5rL80eFUDuKhmgZoZ9p8vztuMfrVEy3sfMHxy8HNpk1xfJMV8x9si+hB7YrmZovtkKqkm60dfLcNgeVMOT+Fe7ftG+Alg0sSWrGZXG9wecH1rw22j0rV9Wjt7i5MNvcOTNGGwTLjqKDGWhx9zr6zXws5VaO9UEDJwrIK5EsbjxFPM0Mc0Drwv949M113jXwbJPeSXHN1NprHaI+rRdAv1Gc1xF29xY3i/ZpI/OWHCGT7gG7JB9+tOJmVPFMCzy2nlrueI7cq3zJznJpmr6bJZ6bI3y/uTscp7jP9aq6hdwS+IoZx9nie5mVJXickD863NflBsNsUigRviJj0f2NaR1ZMjiJLZUj29eCQD1FUZrUJBna1blzaqkShW3Mx+dO8X/66r3lt8m0flW/LoYmHNF5Z5YfN09qoz8ceh9OtbE9uzRN8yrzwKrzRHCt5i8DBrMDIeLLMd3HvVSWL5i64+XtWtcqyL99fmqjNG0atyG4yMU0B1XwwZTqkOVO09vevpP4axsVDfL8p6V83fDZN2oW7dPavpX4eqzRL74rfD7kyPU9HDNajp83NNhg3Fz83WnaLLhY8dFHNT2mXdlXvWstyT74tV7GrcXDHFV4Vw/Aq1CmVrmAkmDGOsPXgzwEH0710EseYs1h64uIj9Oaa3A+ffjvHvsJt3OCRXxL8eLf9xIxHdh+Vfcfxzh36fMPc18TfHq32w/L83zNnFdL2A8VsxvJyvNakNurooVcHviktbYeb0yOn0rSsbHcG/SsEaIrpa8fd+hq2sflx4B/CrEVqasR2ayDoaYFS3s8HG35TyauRwL+XAqWKEqnSrUcGEoAqCDjp+VNMQjVtpbrV9Iuaa9uwVsYPNFgM2aEb/kO0qc896+jv2W5Il8CWrMs0f2Mln3DCsScivAbiHdv/AIRXV2HxQt/A/hvTtPjjWOS1kzcTeb8sueRisqqNaT1PvXwVf2vloY7qOdVHmdRuIHXFdtZ67b22m7vOWJmOSZSAoU9q/L/W/wBvK48FSSLYvJDk7GiuWEaFe+1ua5rWv+CgXiLXJlC3V4sJXYxiQPDtPQbvb1rCEjp9p0P1j0rxVaz3slqtxCz5GwlhtOea2LeaN7b5S/mZIdT90emK/K/4ZftDeIDqHn79QmWVo3hYKfLXHJGfev0A+CPxjbxZ4NsZLpTHceUpfcelEpa2KPXEDFF/h5p0EwBb64z61Q0fUhdR72dXU9AD1rR08rNKy4+UnPXpSugIr/UU04fM6qjAnDHivCPix+1RZ+E2ZbVlzE/kyySn5RIOte4azYJeM29APLHyhzgGvn/4m/s2x+PbDV428lYr5idrcFDuzup37AeTa3/wUyOgPcNJsuI4WwkgHytzis0f8FPpNauGiM1qoB2rH3PHXrVPXv8Agl5Y3djKyaskchOUJHA7+tcDc/8ABP7RP7aY3Xj7SVfI2oAARjjb1607smWh674C/am1TxtYzXM2oQxqMsscpCuwHcVvWPxfh1nzDb33lzRrmfzWG1f/ANdeIaZ8AfhZ4Pl+y3fxc0W1uoRtKyyqrAdcY3V638MfAHwV1iSb+z/GGh6vcFAtywvgufQ4BrK7IlLU1rX4q3UsuPt1m237hRsk1aPxkR2SO68u3mkyjSScBvQip4Pgx4KvG/0GKHUof+Wfk3HB/EUlt+zyum3U5gjWO2nXEMRJk8kn3NFzpv7pp2l1a6hFbvDNHIz5O9GyOKu26pMNvl4kjy2T19T+dc/oHw21bwlfEN515GScAxbVj/Gukg0zy7p5pof3hVeAx5I60Gd2X7bUmntNyKqhRhi38IFMnuWsJVljWNo2AJ74J71alsUis3cQ5i8sOURsk+o+tV7bVLe70/7RaqjKp8tot3zA+n1FAGb45ijTRJfOWS6Zk2Pgdu2MV8e/FXTLe01l4NOjmj1C1fcvnDG9c4xxX2zcWP2qwvEVDu27Sh/jPqK+LPjDFMvxGgj0+P7O0jNGz53CTGSefwoFLUh8HXMeq+IJLfVZFhP2bAdTtKv6/Q9K4P4m/CnXG19Y/DlndXkkk37tWjLFQRzwB0r279nH4ZS/EPXHvrmVkjdjER5e7AHI/HjpX2F8N/hLZ+GLtteu1h+2T/uoiVx5EYAHI9yP1oFCJ8T/AAN/4Jg6lrmmW+p+Lr6e3mnk85Le1IDKPoRXq3ib/gm7oP8AYsi21/frcW0ZaMOy4kbqD0r7S8P+A/8AhKdFmuIZVjZidrMMFV+n1rkNTEnhbUv7L1g+ZFLzHcKPlUHjBouzT2abPyc+Kvws1P4R67JZ6pbyQxyN+4Yrjzse9cU95w3mbTjunQD3r9H/APgoZ+zVJ8SfhpfTQyJE2jKby3k2/wCtRVJZfx4r8ttY8V/Zr+dvMEUYZVVRztxwQfrXUpaHHWpNSN2e7VSrfKy57d6oy3CtHPjoGBA9eaw7nxF8rMPlVmBVc8mq8+t5kbb/ABDg56VJnsatxdqR2/8AiKp3l6vmRhW3rzk1nS6lwDuA/v5P3qo3GqAMfLG1R2J70Bc9J+HNzu1a3r6Y+HJZ4V+ZRwK+VPhfqJOp2vQc19TfDeT5V+VW6Z5rop7EM9W0uDyo48bfmHOO9bekaX5rhsZ71laacxRfKF4Heu+8P2Aa0Vtvb0rQg+vrb7341bh+7+FVrePB61aT5Tj8K5wLE3/Huaw9cT/R2rckG6LFY+trttWoW4Hg/wAcYf8ARJvoa+KPjio+yyf7zV9u/HLm0mXb1Br4r+NtsJIZFzjaW3V0dAPHbKPePStjT0Mce3rVDT4l8zpwTgVs2Ma8kH7vX2rMtbDhBkdKmiiAT19fenKu8Zz1qSJATtzVWYxvlL/zz/WpDFluF2r6VIYgP7351MsOB/jVARCHZ708Q4HFSRJzzQo2n9aCZXKUispb5fvcVg6v4BuvGfi9YbE28jKAjMJCdjNjBxXUyhUjbtkYBr0L9nnw/a319qF0iW8VxYtG0sm0EScEj+VY1drl0ynF/wAEvfDd1bwar458VQCHy8vI0exM8e9c9qWu/s7/ALNrR2ottS8XPbymFFsow0cjk5AzurzL4y/FLxJ8fPjbF4dm1m/g8N29yPP2uY4WXOCPlr6b+M37JvgP4afsu+F9Q8M6RZ6xPDeLNezQDzJgpDHex6/LXNGN2bnj1t/wUc8C6Nrkmm2fwwufKVsJm5w0W7pkY7V6Z8LP2ttN8SahG+l2sti+4GW3Z87favEbjwk3iPwfcWekaLDDfLcNKNR+yqzXSM+4BjjK7RxxnOK9A+EPw1uNM8DyWreF5f7cupkVb+NT5cQ38tu75HrSlEqHNex94fCjxn/wkWiQXXzBWGNvpkcV31rqzWUO7dzXjvwtX/hFvDmmwqyzSQqqTIp+8en6V21xrUkSNvVhuyVHtWZvys6TXvG0cdtu3N5mONoyfyrj7/xH9qjlZVSKGI/PJv5P4Vzuu69PBdLOpZQq8g9BmpPA9/b3onsZFZGuCWDuN6yH056VURcruec/HLUtW8WCHSrFZbiOWQMI0JXA9WI6LXSfA7/gnBoevz3ut+K7iTWr+4UyxIgMcUIC4EeQeeRnOO9Y9/8ABrU9A13ULy08WMsl45wJE+W3QnPlA57V13w68R+NvClobSz8QxSfNldwDLWnKxVVfY/Pf4v/ALE9vrF/q9pLc6nb6jbzSXEiWtn5+3BO0MSRtG3HNeb+C/2V5tR8e6O2i3moLHeX0UXn3MPkNEo4Z2UEjANfp5rX7OWpeO/E11r2oyxrqd/CYbprWVoUm+qrgdMVNp/7Fen6O9x9gs47NfLKQzm5eVgx68Hjr3rSUYmUYPqfClp8SfEfwK8Z/wDCP64W16zt32w6jZuQi5Pcf56V9pfs3fF+PWtAVbgT3UMkYZGYYWP/AIFTdP8A2KLKG4kivvs927csjRZH1rp9P+Dlp4FiW3tYfLtY12eUg2r781zyjbY2O+8OxrfQsy3AuI5DkLGN236mn6/4ZUx71kiUNzjFYnhO2GlvH9ldool6xg9frXUS3cd4wV0yVGc5qQObm0tYoTtKs3BOTjI9qpx6RHY5ZYWWFiXIZdo3H3revbXz51K7VVcHhegqG9dZG2vkRL1XOc0AchrOoXHkNkLI6qF9NqDpj1r4r+LdzInxLvvPm3JJdSeRsHywKc4Gf619y6+iRxHAVm2ZDEf6sf1r418f6QfHfxikgjgjggjlYuAPvkHqP8KA5WfSH7L3ge30DQ9G8sZk+xpNKuPvPjmvbPEgh1a3gaTMKXEoA9FAHT8xXmPwrhbSLC0k3BdwVRj+FcdK9Qj1uE+NYbNtPW8tDFvMRfbsbH3qfKzWCstTvfhxqWywt13L5IO3A/irhv2k76Gxs7iTbzIvyn+5xXaeGPEmk6xYvHZ27WclrLh0bkocZ/L3rm/jd4Zbxv4A1KCFFW98h/KY/eLdhihxaFC6lc4PwXbzfEH4Dzx3UgZpoJY3LfxDB4/Gvwk8Ua1/ZvijU47dPJ23UiOrnOcMQK/eOHWIfC37Pcl5DALWOzsppZ0JwcopGf51/P8A+KLw3XiG+uPmbzrqV9x56uadNtPUxxUtdDSi1RpBnlQvYnv3pDrDO57r0rKtnaZcbiox3p2cHZ6d/Wtjm0L0moE9Y2496aL9WH+rPUd6qqjHPzMc+/SkZAm3cW6560MND0D4YXXmaxbjyz8rnvX1z8LmbEf+0Aa+OfhO+ddhG5vmc96+xvhbkwwP/DtUZropbGUtj2PSsskf+zjNeneF13Wsf+7XmOkHaiejYwa9R8J8Wsf+7VyizM+srY/N+NW9maqw8K3+9Vtctu+tYFcpK0eEzxn61ka4v+jtW9In+j1h65/x7t/vUBbQ8P8AjVHmF8e+K+Lfjemyzu2H/PQhvzr7W+NSEQze2cV8V/HONvst1/10OR681utjPqePwuIJML/wGti1j2Rgj+P79Ytqm6bPoeK2rVsJ0/CoNizGuP8Ad7VLGw/4Fio1ZWUY/H2qaJeelaASxjcM1LG3yMPeo4zzinAErx60AOQbmpc8/pTkVhJx6UrY80ii9kKWw3bvOMKwxzmvXf2S9Mj1Rtet5I12+WCz5xvPOPy9K8fkLAHCgr/Fk4wK9e/ZFLf8JTqkReT7M0HmqNpAYj3/ABrOSvAumTRfsYabr/xBuri3eKwjmwREF3YPfjvXsUf7MUPhXToYptenk02OJRLZxE7H46MM9OvFdbpWnRW08c83lxTSc5AyQPrVjXtftpIZFV/MXbtcBfvVzR0O6KVjzPUdM0Xwe/2XSdIjkC/M6qg27evPpxVay1DUm1CG28wWduzBhFGvCK3IHvXodpoMNwzTeWsVu6KSSMFsDpWBqmlrdeL7NYo2VnbB+g6U99RxSudz4V0xGniURfuAnztt2s7fWtbxTZ+ZpUjxtIskIAA9KpjUpNFSKFmVVKdwODWa/i8SQ3Ec7H5sBTu61nKJZHJp5vrZf9lcOWHFQ6ToK4Vk8vKn5JBMRhvpWtozeZY+XIud7Hv1FM/sqHTtW+VWELDgbvlDVOwGjb/DOPWYysn8Xzea33AasWPw8bRpfLbNx3UrHsX8xXSeHZ2SBYj/ALyqTkEeta0swf7zYx2rRSMzm7G2uFgkZZPLb7wUn04rSGop5jR/aGVkABwc4J71BfO0dww9fSs19JY7pFZlZjyfWjmA1zfwW8nlx3HmzN1kKCoLu1+3llkKsuOuMZqpZ2EavkL83941eFuwxlqT7gY40mOwkfav5dKap2ySNn7q+vtWtdwhIi21m4596zblWCyqu1Q+08jtUSAhtrvzE3f3eT74qDU1WJRJ97/lpj/e4x+FVDqKw3JXO1d+D6HFEd8somMjDCnK5/lUgY3im6Z9Mm2LJ8q7CQmelfMltbNq37QWnRgNayWsJaRGTAnbkHP86+jPGuvx2SLDHKu2QF3Jbbg/SvCfhpot5N4u1DXtV3S3i3zw2hPUx+oHpigvZH0Z4G8ODXoZI4/3e0fuz29q2vC1lqHgvxU818y3dwqbjgdVPAFWPgbFv1Rv3bmDysAbep4ra8e+KtO8IfFC3s9Q8vy7q3Bbc21o/Q1pEXtGO8S27JOurWsy2rSJuuYl4D47fXFdBoOrrr3hGa6GFaJWjVmPzE4zmud8Y+IdEi8OXjW15bSvLEfLjEmWkbHAHvWP4MudU0fwFJa3Zktbi5JZQ6/MM9AKctTSErnmf7W3jOPQP2QPFyb3tZl0i7VT0YuQcV+Gpdpo/NbH7zOF96/VL/gs948m8O/s8aZaWF1JbyapqCxy4G3zIwrBgfavyvjgVNo8zMbHAOOhpRRx1ndkllEXVvVQKC2Y/wDdPJqSJMB/m9gf71CxKIM/xd1rQxBWVx8rf/XqG4fH3vwqwyKY/lUVCICF+Ybuec0pbAdr8KUVdasz/eY/yr7J+Fg/0eFR/q9q5r45+EaLNfccsrjHtX2Z8K48W8K+wz+VdNEzmesaWjhFz/qxjbXqHhQEWsef7teb6av+iJnpu9K9I8FkG2Xv8veqqXuZn1tAMq31zVuFdxPpmqloMRVctVPlfjmsTQvN88GKw9ahLxNj1zW4qkxdKyNVX91+dAHiPxnjzbzfjXxZ8cVC2d5n++f519rfGaNvs03Hc18V/HRM2d5/vn+ddNtDO2p4vaR73G714rWtwypWTb8v+Na1nKVHIJqOU0LcTcfMtSqP3lRA5WpU+8PWqAmjHOacvPGe9NQY+lSx7Tzn2oAeqEyA7qa3zzEj6daeV888fL70wKu9ttAaPRkMjMg/nkZyK9a/ZHunPj24XDCNbYhwW4AyO1eUOpeLc3/LM7uO9eg/sr3d0fih5ccZZZoSGx/dyMmpltYqn8Vj6ztbSTVZvvbtv3cDtWvp3hdLecbo43VhzkdTV7wpoi2afMD+9HGR0rSuLd03Qqp+UZDVxyuzt5Tm/EQhsIG3DbGoPC+tc/4Y0y41HxGb0wu6qvy/LwnFdJ4l01o7Jt4J3L+tdt8P9Is7vw3Cy8NJGFcgdCOKNUNaHB6tYzm28yS3aRhnGTXOanAr6ezC3xITzuOMV71P4e064sfuyNJEp4/vVydz4Rt7y5aNYfkb+9GWwaVykzyLTPHf9j3UiTLJ5W7h+cL+NdV4e8YWPiZIrbcGfzcE59q6C++AdvqW12WYR878fKvtkVzetfBy58MbpLNpN0K7sRpk5/CpsUegWtrNZ3MfysF2bQ2atafC7zMzNuPUAmuZ+F/xN/tm5TTb6JSypnzMEc9MH3r0AadHtWVR93gj9aZmzOjslknzIKsw6UlzGQItyjmtKGxTzN38Jq4II4htXK57iiMUBzc/h/yBuXcV9MVUuVZV2rGQy9a6prXzV2lpOPasrUtKjkkZvMk3J196p2sBhNIzwlXbbkY6Vn3g8m1O7DMSFBJxT9ZcW0zMGk64AxWfq9w0VmLhvmCjYF9SeKzkBkapbRxz7fMVmYk4B6MKqXzxonlsNrMAyD1PerWrQR6a9u2CW2hiT2J4rJWZhceZ/r9rsNvoO1SBznjdbM38bTTCS3VGy2zAViPu++KzRoyRXHh95WT7ObdY1KJt8xtpO7I659a1df0RU86S5mZoY080xhPlUtxgn2xWbp9q9w+gzTNIlnZoEjDIQr/KcYoNEe5fA9o47ueR45E+x2ZdE3H52FeDabea18cf2k7ya4t75oLeMxMsiHaADwMmvSfC/wASbzw9fZS084W8IzjowJxivSPAl/pU802pWtrHa3E3MgK4XP1rSJVzLPhrQfDTRXF5pUcf2ePzIzJwFYVjLeTeOvFc17NJJ/ZVpgxOrYVmA6YHb3rV+JeorqwjZGWZvMAKFt67a8t+OPxw0f8AZ18GXerapcR29nDbt5aGTyfOfBIQKecmtGhydo3Pgb/gsx8aYfGvxH0nwrb3TL/wj/mPcW4Hyhm2leenTNfFQ/ePt4UKMqMd66j4z/FDUPjH8Q9S8Saoqi41SXgqDt2jhcfQVzccYP7v+7zmhHnc19R3zELk8rzQcs/mH8aeeS2KRV+T/wCtQSNHyN/s9qbMWLf7K9fepHGf+A+1Qytx/vA0MD0D4OWZnu12rje4K4719o/CnTtlrCfvcDJ/Cvkb4A2YlkhbrhvSvtH4V2o+yR8cFRXVR2M5nf2qbbZF9816F4Nj/wBFXb/driWsxFbK30ruPBTr9nXn+GtJbmZ9cQfKu33xWhbRhdw/u1nx8/8AfVaUHV65TQuY/cN9KxdXbEW7j8q2v+WDfSsfVV/0U8fWgDxf4zrut5B/eya+J/jqNtreAf3z/Ovtv4zj/RpOOxr4o+Odv/o163+2f511fZMzwyJcy8evNbVrERF81YyptdmHVj27VsWiuqR89albGhdSP5RUkfDf7VMVSG68dqkTbj/aoAkT9420/pS+WE5GeuKSDiSnFMn8aAJANzY/GnKyqSaM7HH0oRldTgUB1IZVVe5x1NeufsOwiX4yXB2+Y8GnSYB6csteSXUXlRM3UY5r039j/wAUR+G/jFDuZV+2WrWpJOMlmXFTItaSufdmj2bXUW9U27Iy7DPTFXJ4cQZZPmVQ3BxkEZrP0C4SUPtLMJEKk7u1XLu6jtrNZNvOCnJ9OlcjkdpgeL4yLNeFwxDjJ6Ac1z/w++MUWm6+2gzssZd28uQe/PNQfEHxchjkWPyS2NhBH4cV87XHi6603x5cXlzIsNipKbozySBgfrS5gPtMa55EVxJJNtWFC+4HO4fSvln4yeJfiN8b3vrTRb2bwpb28rwW80JLPNj+I4I6+ldv4T8TzaroqyNeZjjjWSPaCGYehpms/E1dAPnLtkRhmRVO1lPbB/nUlRPnP4O/sd/H4eMo7zXPiR4i/s2OQM8TXB2yc+melfZ/iL4gw+DfBw0+8vjPfYEazJ1lbHf615Vp/wAcNQ8R6bfW10JLO7DkRBmLFk7Y9q4G5m1zTrSaWOeNmMmWWYFgi569etBcYqx9CeAbRcws6pG9wfMEuck99uK9QtLhruHcFZUYZZt33T06V8l23xwHhG8t7iaJmtkRRK+7d+8PGcfjXrWnfFOcXKxyIfLeMNHKr8SseQCKCXE9qtGV45F3/c+ZfcVa0+4F3HvCtGq9MnOa890bxot5ZxSSfIfuYBrd0fxmpuTbzMPMj4UZ4INBB1yNwW9RWNq7mKRpFUttPzCrzXLNtK9+1F4fJVJFUfNxID+lSmBxPiSIyt5g+/jdtHpXMeI9Q+xWEMe7zJpgXiQLgKRzz6122u28dpdSSJ88jZbb7elcV4r1Bo4TF5bZkIfGeUA5wDRIDnvEOryQQQyNtYCMPLnnYfSsq5u9l9DHGJEW/jLh92NmOenvVxrKPULFp1Nx5CTFZQzfcL4A+vNYPjPRZJdXhivZrlY44VVZIn+6gJ2/jUgZnjLx5Jf+HJkt/LkMkSRy5O3BU8596WLxqsHhTSZrhl8u3nACY3DYVIH6muNtNItdbn1DS7lpHae8cyS7s+VtwQAPeqEV/c2MdxJ8skUVx5Vuv3UQg9CPpmgvoe5/AzxJH4l1zWtL8nd5LMDKW3HII6D09q6630XVNEv5YrXdd2kpxg/Lg/SvAPCJvfh3q9zr+jyM0khaWWPdjdGRnr9a4zxB/wAFtNM8MXd5psng24uLyw4DrfBTKM4P8NVHcj2nKfYUeippnmXd8yotvEWABwgA5ya/KD/grJ+02vxv+MX9i6LMs3h3Q1RHlU/LNMOS2PYHH4VY/am/4KyeMPjhaXWk+H7FfDXh+5jMLQLMWnII+Y7xgdz2r5MRvOWTMkjLtLAsc7vc+9bGNSs5RsQ+Z9sX/ZjGFHQD6U62VpUw3G3oR1qW6ixcFtwbACgqMAZpQQaDnv7o0p97C/rUbuY0X5e/OT0qxFEA+MJ+K5pk0YM+3EeP92glN2IhIpzj+KoZF5x+FWPJVGqKRQ272IoKuz1f4B3HkY2/wuAM19qfCwZ02Nj/AAqBXw78EJ/IlP8Avivtb4U3p/s5CfQY/KuqjsTM9WZ/MsBngcV1vg0ZhXH92uKil32S49s13Hgn5YV+laS3Mz68t13RN/vVoW38S+9UYOVKjjmtK16kf3q5WaFtExBWPqq8SVtw/NEy/wB2sjU+UkOKzQHjHxhTEE30NfFPx6T/AEK89nP86+3PjAuIZPoa+Kfj38tlqP8AssTx9a7l8JmeBxHZcZ/vGta2lLRGsqBvm985rVsACMViaFuPgA1KPmqFV21NEMNWgEiDBUfhUiDLjH5VHT4X2tuPpigCf70mRTWUx0o4U0yRmIp9AI3lYH7qlTwc9h61J4Yvv7F8U6TfZWSOxvo5s+mDUci+ZHt9PXpVWZleZZPLUwBgcJ2xUSA/Sr4e6hFqOkRTW/7w3CAlh71i/tA+LJPCPg2aeJmWSJGx1wDivPv2I/iedU8LxG5jlWMusSOT8pyT0+mK9F/alVbv4a3EatEzSTiIFVJLbgehrhnHU7KT908J8O+NJNdtZp761a689I1tJVxhC4w+7J9+K5mTQW8O6rqr3lvb3Sxnfb4XdtbqM/Q9a7z4b+AP7H8NWMUjJNb3O4s7gnyyD0PuDxVjVvEGi6NA1rcSW7QqXQHYfve5Poaxs76GlN3OH0jxAbbSbe7hmukmmlbECkiLeMZ49KzfFdz/AMJnPb7JnjjVmEqjK/OOuK9MXW/B02hrawyXEfyFpsx/KWP8XSs8+HPDuoNuN9b+TsGwyow2HuenetI85pZGDoNjcaj4WaaG+drxZvLj81juVBjoa7K88PSa74fu0ks1aaMDYSB8y5FbHhTRPC2n6bJHDJcTBgu5ljJVT7cd662w1HRUiiFxNN5lu20lIzgpjAGMZzVa9SdDy/wx8O2X7UJLdWswuCAAWU5Fa+i6RdeELz7PBJH5cg82ATHhfau4s/E3h/Sr5zDJM3mLtdfJb5u+QMVT1zxz4ZvLUSXjYZT8heBic9hjGaA5mEcU0HiJr6OdGtJLbyXAzw3c4riZLjxJrvxBW4F00WlxoREAxGDkdq2tf+P/AIS+HmnzXGoXr2+mufLM5jJUcemM1a+Gv7Q/hD4t6Ul54duDqEE0ggLeSUCA8ZwwB7VMiXI9a+FHjK8Nz/Zuo7pJzETFITnPTvXZ6qZLmNYzxCo+8v3nI65rg9BTb4mt2hHEK7CP4hnGK6PxhqjhmbzGhWJd0RX/AJaEdR+dOOxKkZ+s38JhLyMI2OVGB8wxwM1yfia5k1rwuYLeNZ5ZJVKuB9wK3zV0Wp3kOoaZDceWnmTJkjHIx1B+tYfiKb/hGrA6hHsj035PPCfejzjj8TSlsScbqWpPYpdQ7nZrdUl2n+LngD6YqroEjFLm6nXNuyiUKezHOf6Vo6xaW89tNNaO0082Zo89h/dNc1rPiGSC2jt4Y23agnlqB0R05bP5ipNFucppGhx/8JHdXFmqRpcuZZAy8s564xXKfEnSIdMjmZrhhFeYbaSTh85rttLMehi4uHvnhWFjJKy52An+HHqK8115JPEXiSO1a5aS01CfzkERKsRnIHNAS3O+8Zanb+GfgS11J+4kjsg8zxqd2SMc/ia/KnxLeNqGq3dyW8zzJmIPfGTX6efts6p/ZX7P+pRQSvDEsSK7Jw2MgV+Yd/HgnH7xNxIb15rakctQwL2Ew546HbUCW2IKvzjnDDPH61WVd0eK0kZxARIqfgaj+Yp7VNKFWP7rc8U1omijXOMZqQkNLYZsegpir5kZqVlCE98imNGUA9CaCugxFX8e/wDSoZH2P04H3h61NPCyN8v8Xv8AlUYj8t8/xH+dAnsd38IFZ72NlOxdw+X1r7R+FM/+hQ9eg/lXxT8J8m9V2P3XA4r7R+Eg/wBDhz6D+VddHYyketWb7rH/AIFXd+B22wru9K4awI+xe+eK77wGFkjTd/EtXIk+vbb7341pWv8ArBWZbng/72K0rc7ZDXKaF+26SfSsfUT+7atmDiJqytWKqpHSs1uB4/8AGDJt5Poa+J/j2mbLUj/tGvt34v7Tbzeymvib49RkW+pY6cmu6OsTPqfPcS4nOTWrYKOPmrMUqX981p26bdu38fes+U0Lqgg/7NSLuX+lMhbc30qQttbr+FUA9CzY4p+WqNJvepEkJk+9QBJFGc/NSvyn600uaJJdobPrigBkj4P14NVQreUFjwFzyD3q0+N5x2IxUDRqX469aTVwPXv2U/iNLoj6ha/vns7C0efy1A+RQRkivrjQtdtfH3g21+zSubUwxzyrIAcMVyoX9c5r8+/B+t3Gh6tBb2cnlyapMtpctJ/q0ibrzX1v8DNfHh28Oi/aIpLVdgTym3dOAWPvXJUjY6KctLHc+I9FTwf4dW1tJFWzM6Tyqy5kk3OGIB6fSvhv/goB4a8feHDfXHh7WLxtBuHa4+yOkf7jJ3EE4z196+xviH4x1fX/ABvb6Lo8cckMUqi781fkiXjDZ7eorP8Aj38M4fEHw4uLdlaa6XBkfGQwz2rPlb1RtGL2G/sGeJfhn+0t8I/C0ixSafqdrZ/2PqKXriN5rqNMmRecbcsOTX0Y37Kvw78a6H9nmsVlFoxt5Z1nyGYdNpQ4r825vgLZ6jazWNqmpaSzAhZopDGFL8ORj1Fezfs/+MPHH7Ofhi30HRdbkvNLjkaZzd4kIJAA+br2q1zFqmz7K/Zl8EaH/YGrW82kfZjoOoyabumHM6R4w49c561tTeBPD+hfEG4uWt447eW3LiNhkFieuK+V7b9rvx1LefN5e5iTvjhAB9/xqxcfEXxr4o1aPUptcvLWJoBD8sScDOccinZsToyfU9K8aftB/Df4OfGZNL1JWt5tUtiUlWHzII++Gxkg8V4f8V/jxHrHxYmvvDWnxXWl/YSsU3l4zNk8kHt+FXNa+Eq6vrC3EizXE0j+a0soyWJ6n/8AVXVeHfhBp+jpF9otyGU9vWp5Waxp9zwfwv8As5eKPjtDND4svY4tElYgQW+FLoTyORnPWvZ9A+Evhf4IafHa6bY/Y7cAfLuzvYdDXa+RFpBVIyrBIz8q9q4f4yC68QaNYvp+yFYZvMuGkzl1HYe9ZyIdj3PwVa2sE8k7Qs0k0YHX+M/drP8AH2ojSYUkCNMYGJ29dueW/Wuc+BvxGh8S6Q0s1veQfZ2UGS4XashGcAVrfEXUP7I026uCyyRXStsCchs9qIkmPb3Umo6fI8hCpMCyY6DPasnVrBdYD6LNJPHYyRb5dhGGYDcOvPBrS0u6t7LQVgZkz5SzZkbHlDG4/lWZ4u1S2iaa+hVri1SNHdgeGOByMU2TymJBpmraVA6W1vbhWVYYTIx3EA8n8Qaw/H2mweEtLhjtpIbW+ncyHzCWDyHAbHpWtf8Aip9X1a0jsbjzJ/s7ys7fdhBBwDj0wa4v9ozT1+w2ckVwW2WsbmUNkGbPzfh0pco72Zla5qcelWVvpfmZv3kkaVX4VMAYGe/Oa4TwDaya78TNPkup5pLyElyHwFiGCPlx1qn40+Ilv8SIrRLm1H2mxU288OSvmOv8Yxzg1ufsz6dJrnjqS6kV5ls7U7VcfJG2QMA9TgetHKPfUd+3fqqW/wAEdcVebeGCMSA9Sd6ivzhmVbeArHuK9cHtX6Gft1QRyfBDxKxYszhCzA9f3g4r89b24+0xeePlRjge+OK1pLQ5apj3HzOd1VUXcKvX6b/mX8armHaPWrkZpjQm802dfOfb6VIGw3LY4puxi/T8akTIVXfx6U1xuNTlUTdjr61GoVVz/FQWQPGrg/M3y1ENpcFTntVhh97tmmPAsafL1zQJ7HV/C44nbP8Az0FfaPwjKmzhwzdv5V8X/C+EG5b/AHxX2Z8InC6bD8x7A/lXXS2MpHsmm8WYztxmu68EN/qwP7tcBYx4t12jjPau+8BhiFb+6MCrkSfYNv8AdP8AvVpwAmRuDWXD/qj/AL1a9qcCuR7GhdhU+S1Z2qplM1qRf6s1m6r9xqhAeR/F2PEMn0NfFPx5TEepcdzX2z8XBmI/jXxR8fX51TH8JNdkPhM0fOEf/H+3+9WnZsefSsvZm5dvU1o2HzJQaGjA+APWpAu56jC7VHOakRW28NQBIic+nrUkSgGo0bb1p6tu5FAD4uJMtSSOXVv96nRnd1pmdxoAA3zN6etQMCr7v5VMzYWoA+Qc0ADXFzB5kkHkAuP4upHr9a9i+GXjCe48L2urWXlzXNnLHBOFOSuMgFh+FeMeYYS7Rt5cjKQx9RV3wB49j+HfiWT7X5i6fq21JCndhwD+prnrLqaU3qfUOg/FmSfVbpRevI1wV+0xwhTt9B6167peutLoi79k0MiqLmNupQdMfQda+I/CPikab4injuLmORY7kzRBD95Gbcn1IGM19R/B/wAQR6pY20DTW9xdT5Zxu/eRr1xj6VhF6nRc6vU/hnoIlW6ul8y3k5i+zvnaX4VT7g1APhppNrJ5Sl41YZAVvmc9wfcVPrXhyaO5T7CszKGDs033EOeOlYMlpeXEcsVid8jTu0805+RW4zgj+H0qy4yZe0nSdHur+JmBbb+5Qg/MNvWtm91zTrS4S1ZTHCnzBXxlh2P0rzzWvE1vpOp2dxZ3MJh08ETMWGzc3HX09Kg8W3UN5qUCw3Sz7Ey7Ow29OgxRzWLuz1OPX2jjjNxKrRzANGydAvYVuWIe7tlmjMmGPVh39K85+GGqwarpltZqwYLJsPmHooHUe1eueHbddOY26TQyQY80ktnB6UBqV7u3ZYYY1OLxzgyADafavOfiB4mawv5LRLO8upIzlx5eVx36d677xtr1rp1svntInO6ONccN2ryyP4wSav4r1Szt/LNrGgMTuOGbHTNc5Jv+Fo9P1PWLYSXE1vaxETpE7BRI4/hHr1PFanjrX7i5urbYymDzCqqekZJ4zXnXw+1uzuZI7ieOzkuIpt84WQ5iweOM8VV+I3j+38MLBDcRrNHqepAIQx3hWJORz2zQB2HxYit9Y+E+uSGQxzLYyq0qNgKFUg/nXjXhL4mXtr8J3t5pIo/slknllzzIgXge5IrvvFX9oah8JbpVmtGjmkNvsmOMRO+3t32mvFLfQI5tKurC4k+yyae+yFAf9YoPBOe2OmKd2B3fw21pJnludLlW4tL23jMyRHfJHKMlh7Y4OK4v4u/GS3hv10/T7hrG+Dsq3EuCHbuCDkf/AK65f4ZeLbi3k1ma2tXjgspzE8UYO+Rh0f8AGq/xF8dab8K7aS+8Lw6tqWrasoluEeFJvs0pPIAxwfWqjsTIhgvL7xHHcSXGkwxTWICShAyiR+7JzkivoD9nnwunhbwOL5ovnuIwzls+Y27HQV4T8HtEuPFZH9vSCS6mnaYLbEgrnB2sOzDuK+qPBl5HqGnWyq4k0+3hEZGPnEgHf2plR2Pnn9uy7ax+CuvR2+PJj2BlYcn5xXwDekSWzBfubsgD+Hiv0C/b7HlfBnWEjxumRGPsd4r8/wC5jyNj8svda0p7HLVMm6Yq6riq2xT/ABfkau3hZX+UqPrVLDk/MRj2qpGIr4x83Sm+ax6n5fSlEaDpk/WnmAbakCNwQF2gYNRtuLnIG0CrGMLx6VC7sT7UGg3G+Pj8arunDZPepopdzOv8NV2jbLfWgT2Ou+GH/Hy3P8Yr7J+EpZdLh+7nj+VfGHwyQpI3/XQV9nfCN86fD9B/KuulsZSPYtM2i2Vvm4P9K7vwLOTa/wD1q4bTRusF+tdx4CGLRauRJ9jWg8yL/eOa1bXkVlWH+rWtW06fhXKaGlAdqfhWZqxyjVpRfcNZ+pjEZNTHcDyf4sx5hJ+tfFPx8j2f2tx94k5r7Y+LZxbt+NfFvx+bjUvfJrqjsZnzGdySMf7z4x6c1oadJ8zc/dIFZs0uLplHZ/61pWKbkY+4oNDSWTzB9KkG4HHb1qMYUD1qSJ2xu/hoAkD04NgZ4qMHPPrREmFxy1AFqFvMHVVpoOz/AOvTEAQfdNPU+WaAGy9PxqF12LnNTEYz9KhHIoAhwxDbcqzfe75HpVLVbBL3TpbNh8swwD3X6Vog7BVe6hMuWHOBnjrUySY9tiL4ZLNceKltr68mNqgWBxbwiTaqjC7iSMdq+lfgxfyeGLu3u2juF+ymRYWC/I68gEt7ivmX7HBA9xdNEu7CuQ0pjPy16B4J1i+t4rW6tPO3XADSKCWWNR0/SuSpFRd0bxd9z7AtPiTb6vp811C6ySqgSRd+FVu/Nef+MdVvtftpWsWYLEx4i+YuT1wPapvhbrEVxo7Ws8c0016pcjywq4Az1rotB8GLqkrTLc/Z4bPDbSv3CeuPXpUqVzaJ4HrHwl1jV9RVZZJYrSOQks4K+aOxx6eldLb6XNp2rosWl3UAx80hyY3H97Pv6V7IZ1nhmhjVmCORH8vyEfWmXGgQarZWEU/nzNC26Xy0yo4Ixmny9zWJyfwx8Yx6AbwmF4lZiylPmK5PSu3s/ijdFHaGOSOHyzvZhjA9aztK0QwiaK4sU8/eYYMN1jHIJ49q4T4g3V4gmaykjNs0JScBvu880egzd8XeJbvX7G92XCr5KnB3ZMhx1Fed3wl8L+H7VJtNNtNIxOxZSSX/AIW6fpVzxB4KjtDYsqyTNLGCDuI2HPeqvxR8fzPq9jpepCS2CuuWdMKWx8pzUWRDt0NDRJWsrZY7eN1uNUUpOr8eX6E+/oO9W9Z1CxbwutrqcNxcyWO6O0bbgwSZ4kH94VwXhTxFb643iCbE3nMUWGaM7g0gBC4FaugvNfjzpluLq9TYkkrLgkAYPy9OOlKxHMdnPq9xpXg7w+skc7Wd3JsNy64jSUtgMT7t27VxviSO117V9upataWt9o87FHlYIshJ42/3vxrH+KHjddU0WGxjkmml0l2O0cRgk5B+o9PWvHdfvda8X3U3nKsdmsbee103l+YAOBnHGexqoxQrs7rxp4wisbu+jtZjGrKvmtaqJDM2T+VZPhHwXdxeJ7GxttLmEWsZuZAWLM3fcfSqvwr+Gt94X1K1fULhZI2X7VDHjKwI4wuD/F0717JovhjVl0pNavpvtU9nciOCOFflWJiAMt270PQNzvvBXgWeHT1uo18u8RALcyR7FI7sD3yK9CWOS18LLGu3bboqFAuNxHUk+vtVXxRBfW1rHp9v5MDRkRjDZLIMYwPzqfw5boNO1AtCbh47lg5dtvz9yBQax2Pnr9tewm1r4La/ttpDJJtMShcs3zA4Ar88md7cyeZG0Lj70TcSKfcdq/VP4k+Jb7wdayahYhJLu1bCNKoKuvcYOR0zXzR+258DtJ+K37PifH3wpGLT/S10zxDYxpuy4yBNkdB9wYxWkDlrHxdenfHuZdqscfSq6pjpU9zMYGZYxJb7mDk7d2OKhjbZ1q5WOce67xSGTI6UrttGaHXaKgBoXg88VGX3LxzzTwdoZhz7Uwfvo8/doNCMhQG6/WotpII9OalIO/O0+lRtuBb6UAdL8OIv9I27sbnB+lfY3wdffpsJx6D9K+O/h0d90n+9X2J8HG2aRD9R/KuqkZyPaNPbNgq4xz1rtvAUm2AL/d71xGlvusfeu2+H0W5eTWkjM+yrMDaf96te3Xazj0rHsipjb/erYtlw745rkexoaEP3azNXPytWlAcpWfqyZVqUdwPLfiwN1q3418U/tCjM2occc19sfFRf3J/Gviv9oIeZPqmB0zXVHYzR8tXCMdQk2/3q07QYXrWddyML1tvdjmr9kwdDz92g0NJeFFTM3y46L7VVXGxcdMVI8m5dooAmVAR8p/WpISycetQ28ZXnOasRlWXPccUASh/LUbqB8w9aROV5p0Q8v71ACE81GyLmnMu4n0pHVSOKAIbluMD9KhyQf55OKmYEn2qvcHJHTHejqBFL+6fzGi85JTyoG7p2z712PhS9m1DWUjsI57CNoQZWHzrgL0x0FccHjDr8r9ckhioH4V1fgLVIYLrbceZIpSTc6uU8lcHk4+9x2rHERuaxeh9C+ANVF/o0KpBJF8qRtLvIcBeSwHoa9IvdEvmsls4bhZWuYVl3BNuxOo6dT1rx34Y+PU1DSVWCFbi3hUIsw+UsF6ZHXmvYdG8QNqdrGPIlivGh/cyRsWQLg5UkccehrlWh1wtynH6P4/u7vWZ4Y1hhs1/dDf8AKQwzuwMc9ua6yG7uL6xa1sZNywqoZ/uluR3Fctcrpku+adlKWSIAips3sSeff611mma1Zae3Dwxqv8CnGX/uk0+e44s0dasp9It2k+1RvcyLtzjLRf59a8x1Kz/syfy2HmwXWXugy7Qx6YU/TFdTrvjm31i8SVLyPyhkSoF+ZD7965rVfElrquqQb5o7WOFP3W8ZFxz19vTPtWbLMfxL4XNp4fg1IapPYqsm5Fl53Afw8mvC/ij8Z7fWvGpkEMmp2N6vkKZTtETcDcD6iu4/aS+JNneeFb62+2yfZ7affaSgFUeTaPkz6Zr5/XxHFofhmGVrO3uZLwlfJ80fuo/4pAfUHHHXmrMZSsdo2s3Hw9i01rGVnmurgSpE/wAvyr1yPxFdBrXxl1aOw0WCGPyVuJLiS8XGwpEX+clwM9+K5Tw3My6TDdX3ztqFvJbRmRfMltgSOcdVPHBqrJYy+TJbDV475fKMbQgBpI4xw2T1GeOD1oI5tTbubiZNRvbpbq1mikG9l8z7qY+Q+5xjJqDwrY3vxEv7iN3uP7Lj2q0ggDCQn+gNbGleHv7W8P28NlHDLDDD5ZfygHcEY2nvx0ya9N8J/CmPwHoVva2qzzSatbFdochbV2Xj68nr2qojNr4R/ADTIovMvPtRuGRViF3M4WRPVAT0HUKOK9S0rRZ75JJobe203TdPAtRDP8ovCn8Z446ip7PSo7zS9Ntvma40/TYrYbwVZJORI4J68YIPtxWprtrBF9l0uyX+2YxArz4n+aNz1JHXtVAWND8H2+mGG8urptR3KboZc/uQ/RM9wMVU0x5pLq5l3JFHzmMqFDe5Pr711DFZ9Kjt7ezE8KxrC0ijaY2XsRVOXTlAm2lZJlYqYynT/Gk9jeOx5f8AELR1m0uQuqs3lyYUfMMFTz9ao/8ABP8A/ZHvvi//AMEw/it4Tu5pFXxJrc0umfaEPzxxhJCynrjcjDiuw8V+EtU8QW0emaTbtfaxqkojtIB8rSKfvBfXC7j+FfYvwR+DNr8CvhBovhOzmZrXTYmLOAdytISzg9+rEVEDjrNH803i3RLzwz4nvtKvVmhvNPleKRHXsrED8xWcr8cEflX1p/wWr+A918F/23dXvI7VbHQfE8EeoWJRBsc42FSexLKTg18lRx+V/D+ZrS9zAkB3nhhQ5Ut3zSeV8/8AdPsaXfnjbj3xQA0rt/8ArU1x0qQxkr64qMneCFoNBrHZUErb1Ye4qVgxz6D3qIrv+73NAHR/D4+VcD/ZcV9kfB9t+n2/0Bx+FfG/w6Gbt9398dTX2F8GJM6fCR93gfpXTS3M5ntuin/iX8+uM12ngWQLHXE6Sc6d/vHIrsfAO2X5c8+hrWRmfZth/qv+BVt2nVqxdMXc23tnNbFs2Ca5HsaF60/1dUtVOVar1pzH9Kp6pGu1v71QgPL/AIojNs3418XftBjy31T3zzX2p8UYt1m3418V/tCZM2qq38IOPeu2HwmaPk+8uPJv5M9nOK0tP+eD/erL1E51GXcP4vStDTXVkUc/LSNDQUNtUD+GrURHRqigk2jn8KlVQfmb73agCRHIb27VYi+7VeNPmqZAV6UATR/cFKwLikibH4VITsOBQBCP4vpRTtm5vr1pjMFfbzQBH/DVaQ4P5Va7VXmUZ4oAhcb34FXLGMx/N5jqcfdC8P7E1VI29fWrds23B3Nt6FQetKSurAdZ4Z1d9MTdZyTWfA5VyybjwTjpXW618brzwpc2Men6nPMDD+8ljQ4DdwV/rXC2e2NE6qsg27RXefAP4I3Hxz8e2+h26vboyytLdIP9QApIz9cYrKVPQqNboc1a/tKLq0LXEnnBbeTy1WNDJvXsSAKzrP48a54r167s4lkhhhlbynT5mnA/j29cn0rifHHgZvCvxGi0uzu5Vt1kmEkkUZByOOnfPrWfpei319pDXdjeGwurMiNdjbnkOcEkjocZ61yunZnRzM9Su/H91c6XPY+Y/wBq1A/aPMEnlsB1x9OKzPEHxthjstJjuJSl/FH++2v5otowx4OOPf8AGsC2+C2t39vfXDXN1PCsQuIpj+7bBYDywp5I569KtQfs033iS4s71ZJ4YbzEd6vklfssnTYx/iyuGyPWlyhzHG+KPG2pa54kuI44LiTw3JF9njR4TJ+8PJbaRlTz1rX0z4Z2kPihodRZptHtbYzWcrIY3aTj92V6nPv6V6z4D+HUXhZLoXFq2qXTQNbxQmVYQD2kJPUj0rS8M/CSHxx4Ws7vVGube4iLsjI4KsAfX244phvucpY+Cb7WbxjpljJL5iBhdRr5nnEdPk7Y6VtaT8LZPANyt3NoZup9Umjtpi8flvAj5Lykd8EDj3rofCthr3w/numt9Pm8yZfKtxHdK3X+LaOUHrmu48IeAJ72azvrvUNU1C6lhea5tpDuWBwRja3Rl69KqJXLYydP8Pp4fvHht1trqwnlhitQkSo45Adz3JXrtPXGK7Xwl4blsIZr6KGSZVeWKMyybtoyVd9p6dzjtWjeeEbW90uxvPLaGOESOPLX5xKM7f8Ax6tT4YX8epadeaVeR/Yby3z5IkkDNeNJy2Pz5FUA+2t5odTtZLe4fU4r61MRkVdv2coCcD1JzS+KLqT7Imr6dbtZNp8aQzuqbfMbP8Z9frWlYfarTwf5N1ayafJ9tlt4isZzGQF2v9CT+lR+BfCNxN4e1DT9Wunka4ujIVRs+YOMZ9KCuh6NpcEkegW8iwjy5oUkk/h5PfPesfX5/wCx2ublljhs0GWkZhhpCcY3e+a6JtZt9J0ZvNuo4zDCkeyZdqHH8Iz6etdN8FvglN8RdRs9W1y3aHw5Zt51tZSpk3r4+Vn9V5yOOoFD2K9pyo1/2YfgdN4emXxZr0LR6tIhTToJV+a1hYcOv91scZ64OK9dbiFfOXdNyZWXo/oePwq9cBCgZmZio2gHsvpVWSRpHQRqo/l+NZ0zhqan5kf8HH/hqxt/gV4Z1F4k/tKPUY4fNI/eCPk4z6c1+RmnXi6rp+cYlU9K/SL/AIOO/wBoOw1z4n6P8O9PukvDpNpHe37hv9TPubEZH+6VP41+YNjdtZXbSMGHoB0BrQnodMWwB8uOMUZ/zil82G7Rmt5PNVcZ9s0pZSOKAG5yaa48tWanHkY7VHMfMBHag0IWbCf71RlDldvY1IY94HYLTSdrU0B0Hw4T/TJOf46+vvgiMabAvv8A0r4/+Hr4u5PdxX2F8Fo/+Jbbtt6YwfXitsPuZzPbNHbbar6Ba63wESXJFclo4X7GO5PGK7DwINua2luZn2hpx2zkdq1rIbozWPpRwjVtWh+euZmhfszhSfWqmqJuRmq1aD5M1U1U5ikrMDzT4nN/orD618W/tEJi51T3B/lX2l8S+bZvoa+MP2iObrVF/wBg/wAq7KesSbanyRqDhdXmDf3uKu2EXGR+dZ2ryCPUZB/tGrmmSeYOtC1KNaH5+f7vFWYH80fSqSS4H96pkkYfwKF9aALiqV/iqWN9oqtC+B+FWIjlDQBOse+pFXfUMB2k1JHlBQAhBfp1xmmO4Ef+1TnGDTJDQBHL8gqHNSmRt20UyXP+NOwEMjbhVqxj/exs33R2qmWwFq5p7+XNGc45/ClYDoLPDIxbp2PYV9mf8E5fC0fh74IeL/FTWsq3GoTixjmkbd5fljJKd+d/NfHvhHQX8XeIbDTYWx/aV2lpsA+V3dgoOPxr9OvHnhuH4QfBLQ9CtYIbf+ztMH2gRKI1kl24YkevA5qamwKPvH5q/tU/De40rxCNXjjuGt0kLNc28gjCZb+7ycGtJNdjs9K0+SPTNHXcoUtFZFVZyOS/PzH39a9b8X+B18UfDW1uNzXD3EfmGIH19TXKfBSbULWxktL23UwszQwrMN/l4HDD27Yrm2OuxuaZ8L7WDwMLWbVpBJqMSs0n3njXhtif3eRWh4S8BCz8H6hcXl1dWdn9p8i0jmfzGum2j95nt6Y9q6b4faHp3hqxZYbVG1DaGuBdL5hCk43A8dyOK6PVvB0Umv22j6sv+hQyrcwzqm5ZZTyOO3pRoHKjjtK0LbaR6hPZWdxp6xmC0dUw9y/qT254z7VH4a8F69bvql1f6THp+n2sW+xhB3JP3bA7V6dYeC7Wwt/9Ft5JLSUm1eB3AWIE5LqMdea6bVPCQ0jTlhM1xcW235PPk3NB/untUcpqeZ/8I9ZK0U32q0dFjwNlsY3mJwdhJNaHhLwxPZWl9dXG6NBbSNDGnGFz0Hp7+takOkTa/dQs+mzR2+myj7K8kocTZ+85GP4cfrTtfS6s9QmWSSZbVSJ2uVfHmY6pt/u89O+KaViWjj9W1JL+8m0a1aaaaaCKQrGfLMI2hiQeme9dF/Ydro+hafrzW5jvrUoqCQ+Z5pUgA4HI3dz3zR4H0C81mDbL5Jk1CdmUpCVlWLdwN3YFeK7DxJ4as9E0qVWkke7jVUgXIyynhtx/2B0+lMVmyl4pe5k0m21C4Pl+ckk0qZ3LAxHy8d8nis3wXq1rrEbSeYtuyrhxjazkc5z2qrqGqw3Qt5pvPhs7JSCrSZWTYM7yPft6V0f7Lf7PzftC3N/quq3tzZ6DZ3Za3jjiKSXxPJXcegGBzjnNTzD23Ou/Z/8AhAPj5fza9rEslvodnII7aBkz9uYcn8uOe+a+nAiwwxxwqi28UYgiWMbVRR0GKIbWHSNPhs7WGO3htkEcMUa7VRRwAKNrIn7td0ncZxmplPoc9SV2JcDYRnpXMfFz4m6Z8H/hzrHiTV5PI0zSLdppZM4+bGFH4sRXSOmzesxWNc8IB1b61+aX/Bw1+1tJ4V+HGn/CG1/0PUvEQj1HU1jl+b7MCwCHHqyqcGqgtCT8tP2s/wBoC8/aS/aI8TeMdVt4objWpz5UaHK4T5FP5KK8xurSSK5khUbvJG9zVk6Q6SJmNkVfnXc+7PtTraykFgtwVLKsvzx9v/1Vpa5LF0nUV0meZYl3W74yT/e7VqJFmPeGXnnFczPA0dsZf3kaSN8oPp6VJNfzNEkkahAw2t71JJ0BfC1Gzbce9UdL16OYCNlCsoxmtAlWOV+anZmhHIhb7vFRE/nmrOfl681A8uPl/vUtUBu/Dsr9qYN/fFfYfwWH/Eti+bPTj8K+O/h+MXr/AOy4r7E+CTZ0mNvYdK6cNG7M5ntekkrp64Xnd+VdZ4FZiW3Vy2ljFvnP8Irq/h1EzTHP981rLczPtDTBhiv61s2nzVj6b/x8VsWX9K5WaGjbH930qnqQ3xyVateYqrXxJST6VCGjzL4mZS1ZsZ4PFfF37R0ZF7qbD+JDn24r7X+Jat9jbj1r4u/aSj2XF9j/AJaghvauuj8JHU+NNZl8vWrgH5gpJB9as6Xf70bqu0A81leKJjFrdwq/dV2FSWd3sjUf3lWs0ymdRDcblXOBx1qaN9p3ZY/jWHBehxhj93ipf7WVTtzwe/pVcwG/Hc7Vq5DLxmuYj1NSyjfWnFfqE2561QG5u4yDSNct8n+0fyrN+3rHFz0qrea8se7/AGKAN5J1csGb7pwB60x/MCZ28/WuaTXfNP4bqtWeuJMd67t/fd0oA11YKWY8KO+M5qOWVZF3K/4YrG8S+PdL8M2iyXV5HbN/Ey87vyrzDxx+1XZxSeRpMTzMDtMhXAaplK2pXKewX17Fp9oJpZFVcZOT0rgPG/7T2leET5enxrqVzGcMudqqe2fWvAfE/wAStU8UXsj3N5OIWb/UBzt+lYjXXH8IDfnWU8R0Qcp9+f8ABI3xTrP7Tv7e3hVr6zWPQdBMt1cRxglFdUZoyw6H5lFfqN+2rq7HTbi4bgiNkRCf3be+K+UP+DZr4Yw+H/gv498ZzRJJca1fJp1vIy5MXkjc2D2yHr6v/a70v+1/CF8p8lmxuViOntURlcOp8wfsYa6PiV8LdYjuTGzabq81nIoHylVC4BFdPD8Mn0HW/tNmjzLNIY2gkYbEHXIrzX/gnmP7Kk8bWI8lWm1uW6YEfwt0/lX0vc2BVjK8cLecuMAdDRI6hNO8IR3aJLdQwI2wAxqoKlO2fxrtdDsodPhn2xLtljJYsM7G6bR+HNcrpYME6xY2Rx9cdxXa6Snnyr/dBDuvrUgY48Gxm4khjZZ0EBlZ503l+eg9D71i+K9Bj0SRS080iXQw6zHeqr6Adj716UkWzZtVVVRgn2rJv5f7Rfy5IY2bfsyRnANBoc3Y6HFo0Zjhla4Vk2xuVwNp64HbHFUV8AWepz3El21zjerR4f7xA6j0Irro7kyw/dWOOHiPjqO9UrplLCaSQbSfkH92gNzOsLAaPbNtkLTQhtrScsVPZj34rj/E2q2tot40hz5gDYf5hkdvpW14u1FpIZ44WCzgghj0Iq18EvgBqHxl1pNUvoZofDFvMpkmDgGcqfmTHUqSMfSgOZRM79mL4DS/H7WrvV9X86z8N6RPG0cQX5dSkByUAPRBxnrkGvsKGGKytobe3X7Lb26iOGKLCxxqO2KZBb2uk2kVnYwpa2lugjiiRQqqo6cCljcTvj0qJbnLUqXkLcj96pHy9hjtTQpkb5UV2zgq3RqLk5ZfqabHb/a0Zd23BLE5xgAZP8qjqZ3PPf2q/wBoDT/2W/2fvEXjrUo4pLLR4QVDNt82VmCqo/Eg/hX86X7Wv7RGtftKfHPVPG3iYCS+1STeqbiyxRKNqqM9sAGvr/8A4LPf8FDLf9qT4lyeCfDMOp2/hfwrcm2uI9wSC+uYyVMoXPzKRyCRXwDf7PtM9xE00lvHhj5h5HbB/H0roplFZJZLvdcTW6rDv+R4+MH6VKxnjha3ZWbneSG5b2+lTw2V19jjmhj2x3D7/lIGzt0/CkmnhSyf7QsguOcGHpVNEyM+81Oa8j2NAu6FSACc8HvVHVreMyycMvlgYwe5qeACSHy1+V2bJZvvEelW205rzy1kXy5I1Lybu+OlVykmA6q+Np54GQKsafqM1kzfNuVT0P8AFWq/h5WtRIu0uwYEe56VmzaPOXRduNvBNHsZrYq5rWuox3kYIbax/g9KmcAFGxjB5rmWja1uGRSQ6nk1qabra7BFP0JA3VFnfUEzrfh0Nt/Nu4G7IPrX2F8DV/4kKEH5flyfSvj34f4uNSf5sxqRjFfYvwICtoasB+7XaCuOta4aXvEzPbNJBa1HGBtGD/erqPh3Iy3J/wB81zekIUts5+Vl+UeldN8O4t1weP4z0repuZn2lpvJB75rateAeOlYunfKcH1rateVNchoXLT7pqDUT8rVPaHg1X1A53VPUOp558RWxav3wDiviz9pZPKu7/vuRj9DivtP4h/6lvxr4y/aYj2XOpD7xMbfhxXVR+EmXxHwv4yufI1qZV4Ctkn1qrbX5Z0Y4wKPHMyjXriNs/K3Wsu3uV4wWKjrXObG9cakVXzOOO1V73Xltgrt91hyBWXNfrOyhdx3Eqo9cVg6pr2NzKGdFOG/2TQB1th4hjV9rb/MZzgZ7Vp6R4lR03BpNynBBNeS2PiSVp23PJtVifMxwoqjdfEu6g3C1b5V+UsR1NVzMzPeLnxNGI9zzKvtmud8Q/EOxst5e6Uc8gd68SvPGWoXzb5rpvoKzL3UJrhG3Nv57mmpNgepa58dLe2dhb/vMHCgrwK5PXvjBrWoRsqS+TEf7rEVyeGK7sLjPeo3JcfdqG3YqJNd6xNeMrSTSSfVs1Tmk3SEil8vYGz+FCHMY4571ndlEOdprT8JeH7rxh4jstLsY/MvNQmW3gX+87HAH51nsd78V9Mf8EkvhhoPxQ/bw8C2XiO+isdPs7z7Z877fNkiG9EyeOWAHPrQB+9H7DvwW0r4HfskeD9D0zT49PuJNLim1SKJAge7ZQHY+p4HNYfxnt1m8NajDIGaPLKSOxr3PS7+3uopTartt93lLs+7GPTPf6jivJPjT4YZobyG3WFY5csd5OWbvUw+InqfB/7NOow+GPjl4n0uRTCy28E4A/5aBncZ/Svqoqt7ZllVnlwNqnpXxJDqN/4Z/bI1r7XCsIexgjjK9CFeSvtHwbP/AGvpELRyN5roGD+1W9zojsXE01Yovlyecsp7Guk0C5XyF4xKo27u+Khg0dFcfe6fNnuatWlp9mk+7hfWkUXJLsXRaPzFSNejgH5qrx7pHbzNucYXaOT71J9qkcMBt8teOnQ1Wu9XKRyLcfMVH8A+770ClK+xBfy/Z7Xy8NtXoR2rk9SvZHkO0sY53AkZzygHHFaGuas0CBWkZVwW554rN8O+HtS8f+J/sWljdJ8rsz8Kkf8AE38qC46Ik8HeBb74p+IobCxjb7P5m2adjjEa/eP1wDX1V4e8M23hfQ0sbJTHaWsUccRAxvOOT9Say/hn8PLH4caB9ltstdbQ00p6MTycfWtw3XyssxZo85UL2NTJmFSVwt33qwYNvXjBp1rwzevrUcMnmXHyndu6j0pxUxze7VN76IyQXA/coyrIdrHv96viX/gtd+3na/swfAa68G+H9Wmg8eeKETy2sZP3llAxyzbwflJxtI6817h+23+3X4N/YX+Grav4ovG/tfUI2Gk6dAheS/YfoNuQSSRntmv59/ip8U9W+NfxW1bxJqlzc3N7rl3LfuN25Y3ck/KG6L7V0U6dhnLTpcXWoQzXVxNJeJESSX6+uc1gEidIZJC33ipVfuqMnj+tal3cpe2kn9oJvm2hopYshjz37dKrX8MM6yQqjMsZBB7gY6/nWl09iB+oK8we3jE6GVgwlLDlcYxVX7VLpe2KRYZt0ZjORnBJ61JcXEz2FnDcr+4tTsyv3mGc5/Wq97erbM0m5vnjKqCBnPaiSsgKurXK6hqMj2+1FwGwowEx1qTTtUkuIma8824XO7cpyzAevtWZHLujVQzeY2d3HStW0um05VFusaSyDY643B1NYxve5ZrafYtJcTSQtGYZI98R/unsMVNMwvLBbfaDNIPvjgkjrya5/Srqa0u/3LeVIz4J6qozVq81p1uD5n+krG3yMOOe9dka2lmZyTK+r6Z9iY+Z5cYUd+rVmBZGj+6PLY8e2K277W7e6C+ckioONq4OazgsMpZoehONh61nOzdxx0E0nWrrRL2OS1k3AncUzxxX17+y5+0x4c1mFLC+uV0/UgFCxzIQsx77SOOPevjya3jtJA22RW7e9SQTAXAIaQMgwrKcMv0rFS5XdFbn64abbi3tlH3vNjEobOdyHuCOMV0Xw6fbqHlndh3JAB+YCvzT+Fn/AAUA8ffDaOzsnurbWdNsYhAlrdx8BBx1XB4Hqa+yv2X/ANtHwb8adRt9PiuG0fXJwQLe6G1XAGSVbkY+prdVkyZRa2P00svnYfnW1acBh7Vi6d99a2bc4b6jFYAXbT7v4VVvujVatfufhUN+u3dip6gec/EXi2kPsa+M/wBpdf8ATb/n7yHn8K+0viJCpt5Mk9DXxd+01tN3efI3KN+grqo/CTJXZ8DfENVi8T3ZHZzmse0lGxs/xVrfEdseIr442qz4x3P0rmdI87UZo4be3uJrqSUokCrl5PTaK5zVyRevLv7NE0gKokYwxPauW165Uq0t2wC7QEVeNw9a+tPAv7Gmn+DfhNdeOPipcTaHYLHm1sJGEM1zxkfK3J5I6V8VeNb8a14kubi3YR27OXhjz91CTgfhTsLmTKupaxNeQtHFiOPP51nQv5L7SpVcZOe5qcpGqZZmZe/saa4Mi5kLFeimr9mSQ3EomfatN372VSvy1J5ZT5f4z0pkyMD/AFo5bAK8IRwFbiobxdhG38aVkZU49e9RN7ms5diojy3O3Hy1E4CvxTgpf7p+vFWFt1iXzGGVxx7mo5XsURmOO2tWZuXfp7VPoWo3Gj3cU1rO9rcI25J0cq0Z9iKqPJvkLev6U+KVhCy5XaTyO7UcoH6h/wDBIj/gsJ8RNU+Pvhb4W+ONWs9c8Lazt0y1uLiMJcWTKpEQRlxnLEAlsmv1k+M+geVbbFRjcQ5xjo/rX8/f/BJr4Ut4/wD2tfC+rx/aDJ4Z1K3vlSMA7vLbeQR6fLX9El9qb+JYmvLiNne6JdAq/cBqIrld2T1PzF/aq8ILo37QdpqUa+WbizSEf7e1mP8AWvfv2ftWTVNCjDHLRIEP4Yrh/wDgoZ8Ob+y8X+GL6xs7y6itpJzK0ce7apxjOPxqx+ytrHm2k8cbMzZ3FT94Nx29K0aOiGqPoaxcJLtLYq/LGrLkPWZpFw11u2vHuHTPf6VblvnUZVkVV+8x6VNymrEVxAUb/ZK7j9awdSuTLGqg4Zs+Zn0rUn1tLi1Z/mjV/ubuDn/Cuf1W6jEzfLI2R8xX7oFARsjE8QzMsjXSqzOSG24447fjXu/wS8FW/grwja6gse7W9UAmuSeixnlVA7cEVyfwT+GMniXVn1PV9q6fGv8Ao0f3fNPct7D2r2C0WO8u2jjRo44cRptHQDjipbMZ1OiLltBNeoZGkUW8J+6PvEn/AAp89oWqWOFIPlU7WXjJ757mm3UywW+7cP3f33J+T2xWe+iMWQxt9kil7tjcPw5rn/Gnxn8F+AfDt5q2s+J9J021s4meVZ7lUZXAJ28+vSuQ+P3x4s/h34evJ2uFg021tzLfX5IEVuvcbjwCe3vX4cft2/tn6l+0z4w1PT9N8m18J6PO3kFCQ13ubmUnPzEgD2rppU9LsDD/AOCgH7bniL9vD433GuaoY4dN0eR7DSY9uxILdXO0t/tEHrXjNhfyWk0yJ5fnRv8AJIegHT+VTae1tM81o3FmrGSMScByfU9e1SHV01lY7e6jRTtx83yrtHTBFb26AU7jQ2Nw3k3S3DZwFOMYqvFdwxxSrI23edzN/Fnpge1XJL+M3IVlkSGG3Hlsv8T9OT9Kp6hdeZo8kDbWa3jG0EdTuz/WiUbbARao637eeJGX7Ov3ZBgHFc/fy/aHaYMdof5RVzVtSZJtrI0bS434Hyg+1Z8twyQhS2758gDpWMp33ASCeSGNXZs7wQAo71qabAsTTP5ltC0cJx8xyx/GnaWn9nrLNFLFIgQlUfqfWmpq7LZSLtb5lIchR1PSpLRThu1WPMn3u7epNNuI1tog27cJTmpLPT1v4WWL7saF33/0qvfuzRwkBfLUYBFVLYEisxWWZV3YG49TT2j8njd1PBHaoDiZjznacigTMi7fXr71HMw5S219IqBG2yR+opxhjdla3ba+OjGqiDb935fYUsRzt3dc/lV6NC2Jmh37jMrb+23vSpcXEU6tHM0MkY2K6MVI/EU37VlPn+bacAVKtxEY/lXYO+D1PrSUULmZ/TNp331rYi6fhWTpo+f6VrA/P+FD2EXLdstim6kflqSA/I30qG7G2NqkDgfiGN0Un0NfFv7UVri7uj8/3X5x7V9pfEBttq34/hXxb+1KzSXEqlXklmLCDaO9ddH4SdT8/wDxtp9x4j8ZXGn2cE11dXE3lxxIpLMT6Aelfc/7Bn7AFv8As++ELn4t/ExlhtdBiN7FbSpsfaq5X72Bya9R/wCCdn/BOOHwtrFn8RvERjutUvC1xaQMn+oU5zn8K8t/4Lzftnw6P4fs/hP4fbzIdSiFxqbJJjZhgVTj3U1zyK30Piz/AIKR/tvXn7ZvxhW9hWS08P6QhtrK33fKVyTuIHHPH5V88CJpXz91m55/pUE8XlNu2/e7Z6VNBOzOq7cGqjsG2g8KrvtB+UdacW+0SbSMKowKrmTbdU+2kKFt3TORXRECaa1aIZb73b6VBMcSVY+0s43t94dAapPP87SAfM3UVjJ6gJcSbF49ajCb6azBRjbuU/oamsrZJm/u/Ws95gS2eneYc7lC96ZqDLI/lofkWrkjC3TyoxuZf4vWqfk+U7M7D2Fazio6mhTX5ZKcvzv/ALp/E0bvm3euadHLgKPoa5XJ3A++P+CCt62k/HrVLobWWAxKyt97DbgcfhX7gf2raatZ77fC3SqoiRW6j3r8Gf8AgiV43XQ/2mH09hzqoAX/AIArGv2ou7e4082moWvzToP3QHY/xZ/CrnsS9zrde0SHWJoZmSF5FJBx82zHrXFeJf2ZNP1LUJNf0hYtN1qRi8n9y5B68dAe9elaZdx61p8eoRAMsw2yqOx/yauQqjW/lr9zdkn0qZXK5mmfOMPjaTRp7i2uo5muLKQq8EieWcDjj1Fah1wfY5JII449yGQxB9zV3Xx1+FI8b6TcXGnqtvrFqPMinYYRl6Y+vNfMunfERtDvtS0nVVjTUtEYpJ5cuTMuA3A49aenU6IS5tzv5Gt9WuWnm3fvI96IG6Y4qx8LvDMnxC8bNo9hJGscOHunkbhVz/OuEtvGVpZ2tncSRtbx3cwQea20jPavoT9mLwP/AGD4evvEbSedN4kZfK2Lwvl5HJ/Gk9jOWh6XPFJeyxRj9zathVUL8qleOvoavxyfZFMaBF2kDKnINZtjMsLyWsG6H7P80h+8HHtTdc1+10Sy+0SqnmRfNgPy/cE+mKz1exh5k2s+JIdFjlaV/wB5xtA65+lcj4k+KFrpdnLqWsSfZLG1ieSSa4IihtlAOWZvX2PesnX/ABNa20c3iHWri3sdNVWmM8sm1IVX3r8nf+Cov/BVS6/aEbVPh54NafTfCcdx5N3dqQ/9qNGwIP8AsruHGCciuinSW7EVv+CtX/BVGX9qS6bwL4Pu5LfwnZsbS+baoXVHRgQQR/DwMHvmvi2zijv57WG8MNykceBlvLS3HYEjr+NUprWzeBfL8yKWRwASv/LQdWPoDximGBYZvtFvclp1YoyquWLd+PSt0Bp6RAlst1FcNG8jxjyGz8rYznFZH2dbLS2WaOdZp3zvK9E/2fWrsdwtpqVq0QkS6bd5ZZeBkc1n3dyl7I1lMz+ZGNnmkYVVzTAW/dtLjRVuzcQ3GGRFQbhWVrV8rny23+Yz7mfGNox0pdeu302/ZGlxJCPKQoNwK1ThWSZ4lBR3f5ywOcduamTAjnR5LNQzM+47uB0p7yICVlVZiCMHO2rk9xJaRSQtIq8belZtxuVsb1C7cCsZoCee4hiuWCq3k5AVR6d6UX0y2apGVbzjgr3HpVUiSeb54mDNgbuwq/8AZfNeP51jkiBJLd//AK9THYqJC90zZVvk8oeWQP4iaqTSGRFRf3ax5XB96lnuCSy7t29jvOOlUpWwNp/hPB9aGUN2+Q6ihuHNOwtBGB8v41IAhxUkEyoRuXPJogaPa2373vUgRVhJPWqiTIhcrIrYXb83WpI4/k+8OtMk2so2+tLEm4/hVEn9N2ltuathDlge3SsbR/61sJ/D9aAL9sdqnNQ3h/dtUsP3aZdjEbe9TYDz74iDdZN75FeMeAPgW3xR+MC3mobJNNsZVfy3TgkdAPqRXtnj+0a5RY0XLMcDFdN8LPBq6Ho0SeSq3EgLM3c55raMmloKTM74/fEO1/Z8/Zr8UeJl8uz/ALC02V7dAQoDhSFC/U4r+cr4y/FXUvjn8QNY8UapdvNc3khkUSPllViflH0r9Wv+C/37WcPhL4aWPw4026VrrWMHUIo3+aMIQwB+or8dQFfzH8vYpf5B/Osb3Y49wjdidrNn0qTzSkm5QTt9qjkgYHeOPSpreBmXLNtDd/St4q4PUVIvNX7vzfSpbmHEa8ZI7iiDaH4k3UXEu75juXbxgVpsBFczM8Y+UhxwKq7dp/2s4PpVlpVlX+L9ajf93n5t2WrK19QI3jVfu+vNXIVjjjz8pNQyReXIzeWeelOgi8770ZxRGKvcCRImus7WCqtQXMeIj8u4juanfMMm2P5VqOaU42KMt3qqiuUmUUXeEXBzg05IMOvzKoYdz6U5YmjCN74qVHYIysVCqdxyM1yy0KPoX/glVqr6f+2P4ZEe7c7y4x3whzX9AHw+mXWPD2yT/WFQAT/B9PrX8+X/AATGulh/bV8HszsqyzSRjanTchFfv/8ADWGS009oxuOxsbv7wrTeOplKWpv6PJN4H1RY/v2N0cbSeFrsZrdbeSTdt8t137x90fjWbDZW+qR7ZtrMF+UGnPYTXFosbTN9mJwRmouO7ZNaasNbhwq+XCrbQWX75/wrwD9sb9ku28SaXfeOtHmt9L1HQbRp7uIjYt3GmWPI6senIr6MS2FpbhYoo41UgIWHB96yPjDoMni/4UeKdJt1W4v9T02W3hx90sy4A9KiRcZNH52fC/xHJ47FnazN58c84ih87/lmxPX6iv0a07QrXw14es9J0xlhs4ohtGfuZA3bR6k186fskfsJW/w48IWV94yZtQ1mzmNzHArFFhYH5funD/5FfTM7QxRNNNPGtoqb95TaLdR1JPejVjlK+5CpXRtPkaSPyfIHzl+XkU9TzXzZ+1H+2H4b+Dfh+bxD4k+0Lo9pKbe3srdQbq9POTjI+XjrnuK8P/4KX/8ABXXw78PI5vDng24/t7VLSXbJd21wVXfg7WDdHVehXoe9flT8Vfjr40+O3iC81bxJr2pags2ZIoncrFbfSPoPyrop07amZ7t+2n/wVW8WftJX+sab4fjvfDngm5UQQWDkM3lgAEuccFsZxz1r5SFlG0cbKZbfyf3ku4ZWXv8AmauKvkqv2gs32mPLF2wuQPlbH607UWjl0y2mkY/aFyghx8snbcT0HqK6I9gMpEkn1Fo0PltKGlRnHCqBkfjRYSefcbESSKZsFX8sDc3c596bfrcS3Cht0iqBuZRjav8AdzTR5cdzbxySNbkszbvNLYX+HipAtNdGB5JJl82Rm3IQ3zR5/h+o71XkubexVZElhaaViHJ+fHGehqmb+4eby4ZkkZ3Z1YoOWPWqgs2LLIsYmDnay4x81AE0kDXDmREEkrRgszjIznsKnXVfs1lIyxrH5o2/LEDtI/8A1VXt76RmByscdudhXf1AqGK/W+d/MzHHId2Aeh6VOwCXt5JqT7n2lmcOcRjqBiqUc6pt3L5m4bQxONtLKfKdljkf261CyhlBH/LT/wAdrOeoGvbJJqN1M3mRxiGMuwPQgenvVA3Cyu/3mB5Xuwpi3GEZechSgweuaiD+WG8v5ZlHP0qCkxLhgxwFIDfeqOU79vynC8Lx1pzAOBt3M/UkZprK0ShmVxjnnNAXG+TwvTc3bvRt8o88Z7Vaa0a3gEziMiXlcSDcP61H5TPEdw+ZuQc5NJIOYFXbH91R9KGVvKxxRLEwRetSBNqitJRsroVyDYRGPl6U6NGFPGem0/XFEobZ8tEo2Ef00aY211962gMFfrRRUgXYfu1HeruT8CaKKTA5i8iW61W3WT5gXr0DSYVEluuPlxiiir6EyP5+/wDgsh4mvte/4KGeM47q4eaO3mhijU/dRQgHA/CvmUttWX/eIGe1FFZwNOhYitVnEKtnDA55otIlktH3DO3pRRXVEkWK3SK18xVwxGc1WiYzIdxP3c0UUSArSsVVcE9fWpf+Wm3tuFFFT0Au3q53dfl6c00TMsLexAoooiBWjuWkWQn+EHHFSad80byHlihOaKKctwIrcecYVboz8/nVe8Hl3UmP4WI/KiiuSRofRP8AwShiW7/bX8KrIoYYuHHHQrESCPxr9+vhVO09irM25mUZzRRWkdjGe52dx+6X5fl29xV3TWzCM/N9aKKzKLE1w0Tdd3y9G5H5VXhmZrZhnbtO4Y45ooqJbgJJIxmhGeF+UD2r4w/4Lq/tFeLv2dv2ZtNHhHVX0lvEV+NNvWRAWaF0bcFJ5U8dRzRRVxGtz8U9QuZNU0i1vriRpLmVyGYn36/Ws+0le+n2ySSbZCUYBsZFFFd0hDtSnbTZMqfM/wCWYEnzgAcDGasa1GLPRPtKf61VTGeQM8dKKKIgV9S/0HTY/LLL5yh356mqWqxLBo9xMqqZCqncRnGT2oopS3AyWbydoX5eAQR1FaNnKw8xu+T9KKKQFK0to5lZWVTumKnjqMZqK4gVradsbSoyNvGKKKUtgMxXaUruP409fljb64oorKQCSyGMsq/wjihF4m+g5ooqRj7K4aJ1K46elQ6lqElxMVYjHsKKKBxBG2FUwNrjnPWrFsgJVe26iihbiZcnt18mT5fu9KjjhUyoMfeXNFFbVPhEMRtzbe1NQ/6BM/8AErYFFFEugH//2Q==
Dozent-/in:  Benjamin Schorn

Benjamin Schorn

Certified Fraud Examiner (CFE) u. Forensic Investigation Spezialist, Systemischer Coach, Certified Business Personality Analyst (CBPA) und Profiling-Experte

Veranstaltungsort

Schankhalle Pfefferberg

Schönhauser Allee 176
10119 Berlin
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