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	<title>Creative COW | John Richter | Activity</title>
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				<title>John Richter replied to the discussion 3D Carousel, moving in 3D Space in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/3d-carousel-moving-in-3d-space/#post-2403948</link>
				<pubDate>Tue, 16 Feb 2021 21:55:07 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/3d-carousel-moving-in-3d-space/#post-2403948"><span class="bb-reply-lable">Reply to</span> 3D Carousel, moving in 3D Space</a></p> <div class="bb-content-inr-wrap"><p>Thanks for your responses! Revisiting this, there was another big sticking point I&#8217;m trying to resolve.</p>
<p></p>
<p>I am trying to figure out how to align the dotted circle line with the carousel, and having a hell of a time trying to get it to fit without some of the icons moving off of the dotted line.<br /><img 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gOjyEMwAAMwAAMwAAMwAAMwAAMeIcBxD5iHw8eDMAADMAADMAADMAADMAADMCAxxhA7HvMoHjivOOJw5bYEgZgAAZgAAZgAAZgAAZgIFgGEPuIfTx4MAADMAADMAADMAADMAADMAADHmMAse8xgwbr9eE4PIYwAAMwAAMwAAMwAAMwAAMw4B0GEPuIfTx4MAADMAADMAADMAADMAADMAADHmMAse8xg+KJ844nDltiSxiAARiAARiAARiAARiAgWAZQOwj9vHgwQAMwAAMwAAMwAAMwAAMwAAMeIwBxL7HDBqs14fj8BjCAAzAAAzAAAzAAAzAAAzAgHcYQOwj9vHgwQAMwAAMwAAMwAAMwAAMwAAMeIwBxL7HDIonzjueOGyJLWEABmAABmAABmAABmAABoJlALGP2MeDBwMwAAMwAAMwAAMwAAMwAAMw4DEGEPseM2iwXh+Ow2MIAzAAAzAAAzAAAzAAAzAAA95hALGP2MeDBwMwAAMwAAMwAAMwAAMwAAMw4DEGEPseMyieOO944rAltoQBGIABGIABGIABGIABGAiWAcQ+Yh8PHgzAAAzAAAzAAAzAAAzAAAzAgMcYQOx7zKDBen04Do8hDMAADMAADMAADMAADMAADHiHAcQ+Yh8PHgzAAAzAAAzAAAzAAAzAAAzAgMcYQOx7zKB44rzjicOW1W/L2rUdtevgqFsPR0ce7WjAcY6OOcHRCSc6OvE0R6cNdXTWeY5OPNXRwMGODumTt+/+Bzhq1dpRnbrV/wxwhA1gAAZgoBAD/oCc+g3lNGstp8OB8h3QS75Dj5bv8EHyHXmyfMecId8J58j3lwvz3gecJl/vY+Xrcqichk3yhJCdw/5oQ5IGMAADUc4AYj/KDURFUqiCxlYUqGFgwOdz1Kixo46dHfX7k6OLLnd0z38dvTzB0Wc/Opr8m6Op8x39stTRzOWOZq0s++/nhY6+nObo3c8djX3b0UNPOrr4yjxHwQEHOmrYCKYp12AABmAgogw0aSlfn4Hynf5P+YeNlP/uN+R//EsFXvxNgdcWKjAhoeS/d35X4K1lCryxJO/PPo+dKf+9b8t/1UPyDblYvq695Pj8e/981NNhqKcjygr3D8MeYwCx7zGDUiDSgIKBijHQuImjPx3r6LqbHT33hqMvfnY0c0XZQr48oV/WdnMUfPVLnhPh9v9zNGiIo/0OcGSjB7AZaQADMAADIWLAhHfL9q649/99uPwPfaTAuDkKvLVcgfHxJYv60sR+eb+/u1IBcwi8PFf+m55xxb/TqRtlOm1rGICBqGEAsQ+MUQMjDZ0QNXRgukSm/QFHbds7GnySo4dGOfrm17ze+rIEeji3/fa7oy+nO3pyrKOhFyD8yf/kfxiAgSoxUKt2nsC/5lEFnvw2T4SXJ9ZDvd2E/+uL5b9/gnynXuE6Har0TNTnJdbnpCllBQxUnAHEPgUpBSkMeJqBOnUc9TjU0W335Q2tt+H44RTxwZ77u1l5TojjBjlq2syRTS+gMiMNYAAGYKAMBgIBdxi99eDb8PpSh+OHWtRX5HzvrFTgpVnyX/1f+Q4ZIKd2Hcp02lswAAMRZwCxD3QRh46GSxkNF3gMGY/16zsadJKjUS85mr44OgV+SY4B6/F//2tHF17mqFlzR34/vFBmwAAMwEARBuo1cIPq+W95QYGXZod+eH5FxHxl9hk3R/7bXpSv7wly6tQLWT1XJE1oP5CuMAADJTCA2C8hUSg8aVTAQOwyYL3iQ/7qaNx4RxYsryRBHSu/fTvT0X/uctSydezag7yE7WAABkLGgD+QN1T/jpcVsJ7zygjuaNj3lXny3zhavoOPkBOohTChDQ4DMBB2BhD7QBZ2yEJWyWMrbFUGAxbo7rD+jsa87mj6ktgW+YWdEdbTb6LfAgm2boNooDyBARiogQyYyD/0aPn/b3zsCfySnAxjZ8h/4e1yWnWgXi+jXiev18C8Dg8hLxMQ+0AVcqgonCmcI81A5y6O7nvUWyK/sOC3zxbNf+IPjs7/h6MGDWAs0oxxPZiDgWpgwCLrt+ks/7DHFHhlnjeEfr74Hx8v/6OfyXfEn+XUqk1bjPY4DMBAWBhA7ANWWMCiUVQNjaIayLLNyz/vEkef/RjeZfOKC+/q/G4BBp95xdERRzGfn3KGcgYGPMyA9eYPOleBZ370lsjPF/v5728ulf+SuwjgVwPbMJRfHi6/oohnxH4UGYNMT6aHgYoxYJHqO+3n6OGnHE1b5J0h+5VxIkz+zdEV1zlq0rRiaQZbpBMMwEDMMND+APnvej36A+/lC/aqvo+Pk3/EB3LadaEDhnY5DMBASBlA7ANUSIGKmYYEdo9pu9vydO99WTNFfnGHwOiX85YWZKk+hBzlLwzEPAO1ast37BkKjJnm7d78kpwD4+PdUQy+3sfK8Qdiuo6OeQ5pI8KfhxhA7HvImBSuNPS8zoDNVb/qekc/zEHoFxb93/zq6C+nOPIHyANezwM8H4x7loF6DeT/+3AF3lhc84R+YfE/dobr8CBaP3nds3kd7RVRZwpiH+AiChwFF5VXsAzYcPW7H4r95fQKi/RQfp6xPC9if4OGMBYsYxwHOzBQTQy06iD/A+/VnGH7hcV9SZ/HzZFvyMUE7qONThsdBqrMAGIfiKoMEY2jamoc1SB2GzZy9MTzeRHpQymQvXYuE/yPPuOoaTOYpFyCARiIAQZ8Pvm695P/8a9qdm9+SYL/1QXyDRyK4K9BbR3KrBgos2KQR8R+DBqNwoDCoCYx0L6jo5cnMGy/oo6J33539PQ4R5ZuNYkTnhV7w0CMMeDzy9dnoALPTEXolyT27bc3l8o3+Hzm8NNWpz6HgaAZQOwDT9Dw0LCKsYZVDLK+3wGORr3kyARsRcUu++Wl1YvvOOrWA0Ypp2AABqKTAV//IQq8Mh+hX5rQz//95bny9T6OtloMtmEoe6Kz7KlpdkHsU3hQgcBAVDLQrkPeevKI9+AdHbZiQecujojUT4OjpjVueN4oZt569E3ov7kUoZ8v6Mt7f2aqfAf2icq6mrwWxXmN9i15xnGE2CcjkBFgIOoYqFc/b44+Qj94oZ+fdm9NZEg/jVEaozAQJQz4A/L96RQFxs1B6Jcn8Itt998/QU6LdlFXX5O3oiRv0ZYlb5TCAGK/lISh8KLwgoHqYaBOXUd33O/o12VVF7r5gjeU77Pj6mpp0gAlplyhxJQrtSzpGM1eGYjqaQavfeioTbvqsSf5iHSHARjIZ8B32CCEfjERH6jEd/+VI+TUa4Cooe0OAzBQYQYQ+8BSYVjyK2veabiFiwG/39F5lziauiA6hf78hHZK2facsrJTlPfKUXbOdm3e+a7mJbSMWsFvMQ+ef8NR/fqwGy52OS9swUDZDPi69lLgpVn06FdC3O/jCHhrmXzHnSXH56ftRvsdBmCgQgwg9gGlQqDQiCm7EUP6hCZ9evV19P3s6BT6Njpg/ZZHJeVIylVWdqoys9YpNzfL/b5x+6uaE1cvagW/3f/wBxzZFAl4JQ1gAAYiykCb/RR48luEflWEfv6xo3+U03Y/ynHa7zAAAxViALEPKBUCJaKNAmxSI23SsrWj97+KXqG/ILGj9mQsdjv0d6XN0NI1/bVw1UHatON11wGQlb1Ry9YeF9Vif/piR+f/g4B9lGcIXRiIIAONm8t/x8sI/XyxHoJ3/7CRcmrVrpFtBfJuBPMu7XFP5DHEPiB7AmQK/9gu/G2e/l0PRfcSe0vW9FXm3uH7Nlc/Pw7AotU93F5+6/FfnXp9we/526Pt/ZsZjvr9KbZ5Ib9Hxn61atVS9+7ddd111+m1117TBx98oIkTJ+r555/XhRdeqBYtWlB/0IYolwH/FQ8oMD4uqsR+nfcS1PjDRLX+eJU6f7pa3SatUa8vk9T/m7U6ZnKy+97lszWq/V5CVN13wbD+d36XxT+gLIxMWUg6k86xzABin4qaygIGqpUBWxbuhBMdTVsUvb36JtgXJO6n9MyVbs/+ph1vaW58I1fYJ6ZcppycXcrNzVT8hr9Hvdi3Z7El+Zo0pfKO5co73Pferl07Pf3001q/fv3e+BRF3zIzM7Vs2TJdcsklql2bHsZw2yNWz+87/mwF3loWcsF8ya+pGrV8m55fuV2vxu/QO6t26qOkXfoiebe+27BH0zamafbmdC3alqGVOzOVtDtLG9OztSMrR5k5uUVhLvYtO1fuvou3ZWhS8m5dMSNVXT9fo1pRJvz9Iz6QU79htdbfscol9039X5MYQOwj9KgoYKBaGWjazJEtDxdtPeDF72d2XG1t2PqUOz8/Nzddu9J+0bbdXxb09tsc/gWJnaP+OfKfy+bv24iKmlTh8awVs3ePHj00Y8YM5eaWLYpMI6Wnp+u///2v6tSpA0vUJUUZaNdFgbEzQy70rXd7c4bFTgnfqzj5C7dl6F+zN6ntJ6vD8jwFPfaVGeL/zkr5TjhHjs9XNN3hkPSAARgoxABiv1Bi0BCsWEOQdCKdQsVAIODomhujX+jnC+T5CW21M+0n5Sq7UCvTgvVt1OrUf0f9Enz5z2HvU+c7OvFUWA4Vy145T/v27TVnzpxCfJf/MSsrS3fccYd8iA4amPltqnoN5L/5ubAJ43wxvj4tW9+s36PPk3e7PfvjV+/Um4k79XL8DrfX33r/H1m6Vfcv2qLh8zfrpjmbNGzWRl02I1UXTk/R0J836JQf12vQ9+s0YHKyDv96rU6asl43zNmkVxN2KCXtj7LeBgR8uGaXen6RpFqVEeVh3Nc/chK9+/nM8U75AwMlMoDYB4wSwfBKw5XniG4x162Ho69/iR2xbyJ5bnwTrUq9TpnZG1wVlJaxTCuSh1SqR39OXH0tSOzkTg2YG9+iUscWFuxV/fz+1wznp4z4o4wwsf7CCy9UqEe/uAtgw4YN6tWrF/UJbQqXAd+QixV4Z2VYxH6TDxML8Bsbt0NNP1ylxh8kquEHiar/fqLqvpcYkrn2dd/Pm9NvDoLEXbbqSt5r7pYMd35/UL3xoRb+thTfsWeQ78h3MAADpTKA2AeOUuGgEfxHI5i0CH1a1K7t6Lb7qkvo+zU/oZ0WrurqRtSfG99UJsBnrfRXWHhv2/2V2/LbseeHCh0zJ66Blq8dpI3bX1Z6ZpzrLMjO2aLsnJ1Kz/xdKdvGaGnSURU6V1VFfv7xv/3u6PpbHNkICxgnDQ455BClpqbma5pKvz/22GNwRJtCToeuCrzwa1iEvgnsjhNXF7D58JKtYbtOvpi3IH0HfLZGE1bvKrjurM3p7jz+/H2q893/30/k1GYaDXUYdRgMlMwAYp+KmcYZDFQLA9ar//3sSIp9nyvu1266W7vT5yo7Z7ts7r2U6w7L35OxUMmbH9g7795XrujetONtt+G3O31+ufva8P/U7S/KxP0frxzl5mb88VW5bqC/lG3Pa258s3LPmS/Yq/r+7UxHZgsqydhLA7/fv4/drHfegut16dJFDRvuG7yrQYMG6tevn4499lh3v8J2v/nmmwvxWPmPs2bNUufOnd3zH3HEEbJrFT6/fbZ76tixY7mR/JkSEHs85tvaf+NoBcbHh02E9/giqQDOOxdsDtt1igv4Vh+vcqcG2HB+m0bw7qqd7oiC4vtF/Ptri+Q7nMj8+fzxHrtlB7YLj+0Q+wi9fRpjZLbwZDbS9Y90tV59W2qvqkK1osfPjqul35NPlQ25tyXy8l8WQX+f+fc5m5W06fZye/lTtj3rnsZ66S14X2n3YsP1d+z5Pv+Sbo++HZuw4WKtSD5Z8esvUOq2sW5vv+1k92OB/xavPrTUc5Z2rWB/v/shR37/H/aB1cqnhS1T16RJEwUCgX3K1Pr162vIkCG67LLLdPrpp++zj4nia665Rk8++aT+/e9/6/rrr9eoUaP0r3/9a5/AdxYI79JLL3X3HTZsmBo3blzkeiaSzznnHPccZ599tho1arTP9mOOOUZnnXWWK/jr1q1bsP39998v4DSYD4mJiTr44IM1ePBg9x4GDOfXZg8AACAASURBVBiwT6T+Zs2a6YorrtBNN92kU045ZZ/tXbt21cMPP6zHH39cAwcOLBIHwJwbJ598svvsI0aMcJ0GhVk1R8LQoUN17bXXyp698Db7bMc3bdrUTbOSHCXF9+d75fOBr+dRCrzze1gF+JHfJBfgaUHzIimuTfB/tW6PK/Z3ZeXq3GkpEb1+ac/qv+ZROb59nX8wXHmGSTPSzGsMIPYR+/s0iLwGOc8TfQX3fgc4+nJapMS+XwkbLlV2zla3gZiTu0c79vyoVSnXaPnaP2tZ0nGKW3+ONm5/tWAefm5uljZuf0nzE9qUKriTN49wz5eRtVrzElqWuJ9NE9idPntvBP8sbd7xjuYnti9hX58WJHbRxu2v7e3tz3WX+csb1l/xqQXBiv3vZjnqc0T0cRLJvGtCsWfPnrJI9PXq1StSLpqAN5H+xBNP6L777lPr1q2LbDeBbSL0/vvv12233baPCLXnaNWqlTun3cRstC5V99VXeVNTCpRUJT+sXr1a9nyRsFtpPf+Wtp06dXJHNpQ0ssCcLvfee6/rbNhvv/2K3KuNhjD7mp3N3oWfw5wDtr+NWOjWrZvMuVN4O58dN1Cc/+43wi5+B/+wziXTlsi7cmZq2K9XXGAf+mWStuxdDcCEf/OPVkX8HorfU2DUZDmtO8EkbXoYgIF9GEDsA8U+UNBoqdmiJ9z2tx7kS66KpNC/zJ0Xb61DWx5vVeqwEqPmz14Z0NKkI7V999d7h/ZnaVf6b1q0qkcJ4tzRmo03uQ3OzKxkV6gXFdo2ZaCbbD5/3oDPXG3b9Zls3n7R/Yqmw5y4elq35WGZQ8Je5khYue6MEu+3rPMEs+2hUbHdu29izAS1DSMvSeRZ8DjrDR45cqSOPvrofco9E/nW43zxxRfroIMO2me75QsTmKWJzHDnm0icf9KkSS53wf6Lj4930z8S9xrOaxhLJfX82ygIG41w4YUX7jMqwrgwfp599lndfvvtatOmTRGG7NgOHTqobdu2nnUU+I7+a9iC8hUWt2f+lBccNSMn142oX3hbJD7XeS9BTy7fVtC7f+zk5OoX+7YM34DTijAXzjzCuWknwkDsMIDYR+xTOcBARBlo1tzRWxOLitxgxGn5x/gVt/48ZWbl9QKZKI9bf265w/MXJO4v2zf/tSdjsX5PPkU2FaDwNRM2/MPdJSs7RYtX9y6ybUHiftq5Z1r+KVzBb8P9lyUdU+71bUpA/IaL3JgCdoKs7E1KTLlSs+PqFrlG4XsJxeefFjo64MDorbxsKPwll1yiW2+9VRdddNE+89GbN2/uDoW37aeddto+w9+tYWI99CUNs6fRkmf3sWPHFmK28h+nTZtWYrqTvnmOIuPS4iIYx4VHh9hIknPPPdcdcWBTEGyqQ8ylmS219+CHERG9F/+SF0Ryd3auTPhHQuAXv0b3L5KUZkMLJHdZv+Lbq+O7/9rH5QQYcRJzeYc2aOyVdzFmM8R+jBmMQix6xQi2qZhtjjwmckI/I2uN2xizZfLcHvJigr24SDahvWnHOwXz+G04v72ysjdrder1Rebm/77ur3nbcrbsFfF5z7VodQ/tTJvubrN/u9PnKSc3zf2ekZXkThmwUQTFr138+9KkPxXM47eD1299zF32r/h+ofx+053h7d233lKbM21Cx+aeF88zZ5xxhp566ik9+OCDOuCAA4pst55TmxNvPfcm7Isfy/eK5b+y0umCCy5QdvYf64oXQFzBD3feeSd2CbJNYXybQ8uEfvG8Yfnlrrvu0vPPP6/rrrtunzgNdpzlq+LHlWXrUG/zHXWyAm8ujYjwvnbWRpfIHVk5OnHK+ohcs7h4b/LhKk1JySvXv0jeHR2B+p7+QU6TFuTBIPNgqPME56t6nUQahiYNEfsUClQMMBAxBiww3/AR4Rb7Pq1cd6bbI24twpzc3W4Pf3kCe258Y6VuszXGTezkukPwE1OuUlZ2XsPSAuet3zKyYH6+zfc3EZ+ds0O/J5/sivfFq3tqV9pMtyFq+6/b8l/NiW+ohA2XKCc3b9kmWwVgVco/NTuuTjmC3+cG6duZ9muB1Nq8c0LB9UMp8vPP9cE3jjp0Cr5ysV5zC9A2aNAgd6h88XnNVuEMHz7c7cG0fUoaKk3lHnz6VzXtbIj54sWLC3irzIeEhAR3TntV74HjK29/m4JizgCLRXDCCScUTDWx/GjbLGCircBQPBZFyNLa55P/vnciJrpvn7fZRXNrZo6OqaYh9LUmJOh/y7a597Fse6ZaRMO8/fHx8h18RMTq85DxQxsMm8FAWBlA7ANYWAGjMqh8w83Lada4iaNPp4RT7Pu1IvlEtyfeWmEmxi3qfXlCf15CC3dpPIvOb0J/++7Jmp/QTrNW5s2937nn5wLds3XXp26QvWVJR7tL6dn8epsusGTN4dqZZvvlukH2Nmz9n+bGN90r6H1auuZI2ZQAe5kjYMPWpyq0xJ7dx9Zdnyv/3nal/ar5iR3KcRQEl8Yzljsaen7ZzFqlYdHgLRJ83759i5QfNi/ZhIUNST7++OOrtafRy/konM92/vnna+fOnQW8V+RDRkaGu9JAOO+Lc5edL0tLHwtYaEEFbfUFc7DZCADb1xxtvXv3duMM2EoQ9rm0c5T3u69rr4gJfethH7E4L9jqpowcHf712oheu3AP/w1zNrnZw2IH1H8/sdruo+CeTOyfda0cny9oW5Zna7YHlw9JN9KtOhlA7CP2qRRgIGIMHN7fkQnK/J7kUL6boF+29ljZUHl7WY+8K/TLGbo/J76RTJjnLcmX6wr2Rau6FbnHefEttGXn+3sj5UuZWWvdQH82t9+G+idvfmBv1H25otxGAMyNb1TkHPmOgx17ftqrn3K1bfdXZUb8z08fG3Vgw/jzA/elZa5wlxLM3x7K9zGv+2XDuS0quS2PVnzIfMuWLV2Rbz2GJQXCq84KjWtXvUFl4tCG4+/alTcSZS+spb5lZma6+zNKo+ppXx382ioUNhrH/myaTP492HfL/1YOWKwB4yJ/W5F3f0D+qx6KqNAdtTyvRz0lLVvdJyVF9NoFwnpCgi75NcXNF3uyo0TsT0iQ//ZxJduJdg7pAgM1lgHEPvDXWPiLNFjgIOwcWBT+G+5w9Nvv4RD7Pq1YO7iQ0N+sVSnXlhsMLy/6/SMFc/Rtfn3xYHv5Qtoi6a/dfI9ycvJ6PW04fv5c/Pz33NwMbdg6usxgevMT2mvrrk/+6KlPn6lFq7sXcwzsm0Z2r2s2/qdgOoAFHkxMuazc4/Lvv6LvM1c4OrhHC7Vv316F12Anv8SmmAvGbibsrrrqKq1YsUI5OTmlCv24uLgS17MP5pocE318WRwBGwlgqwg0atSoYHqALa9oS0za6hanXT5MtZ79KaKCe1zcDpfJdXuy1fnT1RG9dmGxnx87YFN69d5H4XsKPDNVTu26Ya/Pya/Rl1+xCTYpjQHEPiKPSgEGIsbAm5/sK2IrKkLL2m/52oHuMnXWArTe76SNt2tWOUHw8nrLn1BubrrbcLQe9wWJncsUzxbAzyL6W89+8ZcJ/vVbHi3z+PxnmBvfzB0NkD+Pf0/GEjfOQP72st4TU64ucGpYvIDVqf+SOQLKOqay286+kEqztEqzJv2+//77u727tiTfggULtGTJEs2dO1cffvih6wwoPuqjJqUNz+q4K2I0PfNK1ZoQF1HBPWF13qiTNbuz1PLj6lvj/t6FW9xqwObs23J8RUT3hGr6PnaGfJ26RaxOJx9QV8JA9DOA2EfoUSnAQEQYaN3G0Ve/hF7s23J2aRnL3EZXds42rdl4W7lz9OfE1XeH7ucL/V1pv2lhsaH7ZQnkZWuP0+70Oe7se7uw9fYnbx4hO29ZxxXeZtMOLMJ/Vk5esKnsnC1alXpNkYj/hfcv/HlpUn/tyVjgPrMFIEzd9rzmJbSq8LULn6ukz/97wVGtWtFfgdHIiIyNLNBbq1at3FUULFp8qUO6KUsjUpZGE/f+e96MuMidlLzbLfsSd2VV61z5T9bm3cc36/dEPA1KdSy8vUK+3sfVOA6jKU9wL5Gpl0jniqczYp/GCZUCDESEgWNOcDR1fmjF/vK1g7QnfX6e6M3ZqdWp15Urlk1kJ2++b+8Q/FylZSzfO3TfVymxvHDVQUrPjHevvWPPlEoJ/cICO379BcpfIjAnZ5fWbr7XjeBfeJ+SPluQvl3ps/ICAipH23Z/rXkJrSv1DCWd1377eLKjjp0rXpFQ6ZJWMFADGWjZXoGX50Zc6E5NzVvybsWOzIhfO19k13s/Udsy86a4WA9//u/R8O4bfH5E6nTyfA3M87SXYzJvIfYBNybBpZKJvUrmgktDK/Qt+n1+j7710CdtGl7ucPbZcbW0ZuNNe+fLS2kZS7V4dV836n5pwre0381psH33N67Y37b7yyqJbHuW/JEC9iyp28dqXkKbcs9pvfm2HF/+a+eeaVq06uByjyvtmfJ/N6fM0cfHHmOUC9gMBiLHgO/4sxV4d2XEhe7cLRlukTd7c3rEr50v5s/6aYN7D9m5Uv9vqm9FgPz7Kfzu//sdtOto28MADBQwgNgHhgIYaCRFrpFUE9P6zgdDJ/YtoJ1FpM975Wj9lsfKFfo2xN6i5lsQPXvtyVhUocB4+QK4pHeL0G8vWw6vpO2V+W1+Qhtt2z3JPZ/927HnRy1c1bXc89pqAms23qxcZbnH7slYqAWJ+5V7XHn39s8byA81MZ/yzHBfIQYCAfmve6JaxPbKHbZEqjQlJa1art/4g0R9vncqwcxN6dU6laCwyM//7L/mUTn+AG072vcwAAMuA4h9QKAwgIGwM1CnjqNnXgmF2Pdp0epDZFHzbbV6C4q3dtOd5Ubdnx1XV2s23iKb326vtIwlWpo0oBxB7HcdCDYaoDRhnLrtxbzzZa4odR+L4p+w4RLFrT9bc+OblrqfXWNefHOlbHvWPaf927prYpn759+X3eOqlKuVlb1ZtkqAxTHI3xbs+xPPOQoEED4VEj6UIWEvQ7BDlOXFJi0U+N831SK216dlu2XkZ2t3V8v1L5ieosycXGXl5OqKmanVcg/5wr6kd3f5vUAt8iTlMgzAgMsAYh8QKAxgIOwMtGjl6M2Pqy72rcf6D6G/R+u2/Fez4+qUK2xNbFvkenvZ0P8VySeVeYxFy0/Z9px27Jmq5WuPL3XfdVsedc+Znpko62EvSVjb73mvHG3e8Y7mJ3Yscb/8Yy2yftKm293AfTvTppe5b/4x9m7TCixw4KrUa12nQeFtwXx+/ytHjRpHmcAgr4Y9ryKqYb4iDPgO6KXAO5Efwm/idldWrlukvrNqZ8SFdseJq7V0e97Igukb02S9/CUJ7ur8zf/QR5QT1BUwAAMFDCD2gaEAhopU8OxDQzAYBlq0dPTltKqL/cVr+riNvNzcTKVse6ZCgexM6Nowf3ulZ8ZpadKfyhTQc+ObKG94vgVfylXc+vNL3d+W+LNXRlaS5ie2L3W/jdtfVW6uDbPP1Y49P8h6+8sS4CbcF67qIgvCV9Z+4dxm8/bbd4T3YHjnGLjxOgO+E/9eLSK39nsJbplr/8bG7YjoPTT8IFGfrt0tczVYcL4Tf1gX0etX1IHgHzmJdh1texiAgQIGEPvAUACD1xsnPF/1NcCbNqu60Ddha3PYt+76XMmb7y13SHxhIbxkzRHasHWUlqzpU6Z4NpG9OvVGW0zPFebbdn+l+QltSz0mMeUqt+GZmb2+zMB4c+Mba92WkQWBAZM3P1ju1IPC919dn3v1rT5myK+kPQxELwP+YY9Vi9Bt8dGqArH/xLJtEbsHE/qjV2xzr21B+YbP36y67yVE7PoVFfq2n//xr+T4/LTtaN/DAAy4DCD2AYHCAAbCzkD3Qxz9vDA0gn/WSn+p4rtsUVz+0nom7NMzV7oNul1pM7RoVbcyrxW37m/uvlnZm7RkTb8y97Xh/DaM315pmb+X6Rwo+zlClY7ln+fMc6NXbCAEsQ0MVB8D/kc+qxahu/9na9wy1P7936LILHnX9fM1+mJdXrwX69V/I3GnbIRBZQR4JPc12zgNm4S9Xif/VV/+I+1J+8owgNhH6FEhwEDYGTjyaEdT5pYvLqtb5C5fO8htSOYqWwkbLi9TvNu9rkge4vbWZ+ds0/K1g8vff+1f3CCBFlhw5bqh5e5f3elx4WVUqJWpUNkXXmoEAw2bKvDib9Uidg/9MqlA7N88d1NY76Hph6t02YxUxe3MdIfuW1C+sSu3R22Pfr5Dwf/A+3IaNA57vV4jWKd9CEceYACx7wEjUuDSwIx2Bo46xpHNAa9u8Vre9RNTrnaH8GdmrdWSNX3Lvd9lSce50e9zcnZp5bozy91/QWInd36/tVZXb7yx3P3Lu99wb7//MfJWtOct7g9GI85Ap24KvLE4rEI7X7gWfx/wbbIr9nNypX/+tjGk91BrQoIavJ+ozp+u1vWzN+mn1DRl5eYFA9yYnq1b522WDecvfk/R9t3/30/o2adtj0iHgQIGEPvAUABDxBsMpH2NSfsjjnI0c0X0i32L2p+bm6HM7BQtWdO/XDFuQ/czsze4xyRsuLgC+/dVZlaybOTAqpRh5e4fbjFf3vkffw4hRbkIAzBQlAFf7+MUeLd6IvEPmbLeFfvWy37trI1qP3G1LEK+CfQun62RDbnv/kWS/vzDOp3643oN/C7Z/fzXqet17rQNuuTXVNdJcOOcTe68+wcWbdHIpVvd+fgfJu3SvK0ZyjBPwt6XfZ6amqZjJydH9dD9wg4H/wPvyalVu8a0L8ifRfMn6UF6FGcAsY/gpEKAgbAz0LNX9At9E77Lko6Vzb+3aP8WqG/WyrLn+S9afYgyshLd0QC25F154nntprsLgv8trYAzobzzhXv7M6868vmoOItXnHyHiZrMgO8vF1Zb7/bZP29wZbjp8VW7srRiR6b7vi4tW5szcrQzK0fmCKjqa092riYl79a501JU//3o780vIvaHvxr2Or0m88+zU/7HGgOIfYQelQIMhJ0Bi+oebmEaivPbsnu2NJ690jMTtHh1rzLve+GqA5SWsczdP2nTnWXu+3vyKQVD+HemTdecuHpl7h+K56nqOca+7ahOXSr2WKvYuV+YDScDvjOvrTaxf+mM1KrqePd4cwfY0Pyl2zM1Z0u6pm1M0+QNe/Tcyu36x6+p7iiBuu/FlsjPF/z+6/8X9jo9nHxxbsovGAgtA4h9hB6VAgyEnYHOXWJjGL+JYwu6l5O7x20Q7k6fpxXJJ2l2XO0Shfn8hHbanT7X3Xf9lsdL3MeOTUy5QhlZeVGks3I2a/na48sdNVBVoR6K4597w1H9+qGtdKjESU8YiG0G/BfeXm1i/1+zN7nl7dbMHD26dKs7lN+C6J0/PUVn/LRBJ05Z7w657//NWp3y43pdN2ujxq7coVmb04v0+NvyeZ+u3a3B369z5+nnC2UvvPsvuSvsdTp5OLbzMParWfZD7CP0qBRgIOwMtO/o6LtZsdG7b0P3V6f+WxYx314WfG/dlv9qfmK7fcT83Pimsl56e23cPm6f7dZ7n7z5/5Sbm+7uY/P7E1Msyn+wywdGNg1HveioHmI/7PmDhlfNanjFur39Nz9fbWL/zvmb3bJ05c5MHfT5mgrdhy2T1+aTVa6wf2Hldm1Iy3bPYf92ZeXqud+3u3P+LUCfF8S+74RzKLNo18EADBQwgNgHhgIYYr0Bwv1Hb4O5VWtHH38XWaFatZ5tv9ujn565sqBRuDt9tlYk/0Wz42oViPrZcXW0fc937j5bdn5U8Ltde0Hi/tq665OC4224v40SqNp9RTYNR7+M2Kdcid5yBdtUj238d79RbaL44SVb3TJ1yfZMdf60YmK/sIC3+fe9vkzSqOXb3Dn++QX0su2ZOmdaSsiD8NlSgZ8n79aMTekRSzNfr2No19G2hwEYKGAAsQ8MBTDQcKqehlNNSPemzRy98VFkhWrVRbVPc+ObK3Xb2IJe/tzcLK3f8pjmJbQsGIa/dddEt71oc/3zrunXirV/kU0BkLs6s7Rt1yQtXNU1poS+Pcuol8gTNSF/8oxwXhkG/MNfiZhwLSzU7fPoFdvd8nbulgy1/WR10PdhS+wdMznZFeI2pN9eu7Nz3aj8LT5aFfR5C99vzy+SZPdpr4RdWSE5Z+Hzl/bZadqKdh1texiAgQIGEPvAUABDZSp79qVxWBkGGjZy9OxrsSb28+7Xeu9XrjtTezIWuY02+5eWuUIr153hCn4b4p+ds8N1CphAXr52YMH8/Jzc3XudA61iTujbszzwOJxXhnP2hZeawID/P2MiJlyLC9pXE3a45bD1lDcLgSg3YX/bvM1K3pM3tN+E/7fr96j7pKQqPWO7T1a7wf/sZrdk5OjCX1KqdL7i6VDq91cX0KajXQ8DMFCEAcQ+QBQBoiY0VHjGyDfIbfm2W+6JTbGf11vv07yE1krZ9qwr7K0Bl6tspW57URakb/HqQzU3vrEr6BNTrna32hJ+iSlXaU5c/ZgU+vbcN98deVbIn6Q5DEQ3A9XZs//Bml2u2J+amhaywHo2p//PP6xzh9rbqn32t2hbhgZ9vy4ogd7509X6bXNenJa07Fxd/EtqUOcpVdCXEVvAf987tOlo18MADBRhALEPEEWAoJEV3Y2sWLbPRZc7+u33WBb8jqyX35bQ25n2i9vglHKUnhmn+PUXFAh6W64vefMILU36U8wE4stzaOxrm8uuIT/Ecp7j3uE3HAz4bxwdMfFaXPB+vS5vpRRbJq/4tqp+7/b5Go1fvUvppvYlrdmdpb/9vKFS1+k2aY1+Ts0L7mpC/5JfU4OKA2DTDI74eq27DOClv6bKVheo9375SwH6/34HbTra9TAAA0UYQOwDRBEgwtEw4Jw1t8Hp9/vVoUMHHXLIITrj7Fb6acG+grI0oRnNv89LaKUNW59SVnZeZGiL3L9px+tauOqAAtEfzfdfkXubucLRKWfUXHYpt7A9DJTMgH/YY5USwFUV4YWPn74xT0h/nLQ7LPdgw/qfXLZNO7NyXMG/bk+2/vnbxgpdy1YHmLb3/rZn5uiqmRsVygj/dq4yzzc+Xr7DB9Gmo10PAzBQhAHEPkAUAYLGTcmNG9Kl8unSpk0b3XfffXr55Zf16KOP6pTTDtanU7wh9k0sz46rvbeX/2dboM8dum/R+21pvdkrAzEv+qfMddR/QOXtTl4hzWDA2wzYOu6FBXgkPy/Ymhfw7o3EnWG7B+tVv2PeZneuvSn+1PRst4e+rOds+uEqzd6SN3R/216hb9MDyjqmMtvsXMd9t042jWHW5nS9Er9Dh3+9tuj5x82R06oDbTra9TAAA0UYQOwDRBEgaKR5u5EWTvvWq1dPBx98sI466igdeuihCgQCRdhq0tTRC295R+zn947PS2ih9VseVVZ2itsTlN/Lv2hV95gW/N/McNS+I/khnHmGc8NXLDLgO/NaBcbHFxWaZcwjr4yoLW9fi2pvrzG/bw/r9eu8l6Ab52zSxvS8wH0padk6d1pKiT3rbT5ZpZ/2Dt23AH/Dfgttj35JaWI9/OaUaPhBYsE0Af//vSundt0i9W4s8sU9Uy7CQGgZQOwj9qkYYKDKDLRo0UK33nqrxowZoxEjRqhPnz7y+XxFzuv3O7ppeOyLfQvIt2h1T82Jb1RIzPu1fO0g7Uyb7gbus8ZoWubvboC+WTHay//BN47MZlS6pAEMwEBhBnyDz1Pg3ZVhFdslCVz7LV98P7p0W0Suf/mMVG3OyBvSvyEtW3+duqGI4N/v09Wy+AE2y9+E/jW/bSwQ36U9Q6h+7/3VWo2N26EpKWl6b/VOnXT/s5TXtOdgAAb2YQCxDxT7QFG4UuczjbySGLC5+Pvtt5/69eunvn37qmHDhhXiaPBJjn5eGLuC3+bk706fp5ycnVq7+d5CYj/vmebEN9S6LQ8rKzt1by9/upI23ak5cfX22Td/ZEC0vj/0JOyXxD6/wUVNZ8DXo78C4+MiIraLC+N0U9SS7l6wJWLXv3LmRtkcfHutT8t2I/dbz7oJ/e/2Cv1dWbn69+xNERP6hdPF7qXOq/NVt0c/1a1bV1Y/13RGeX7KaRj4gwHEPmKfSgEGKsVAnTp1dO6557q9+E8//bTOPvts2RD+ihSsHTs7+nhybIp9E/Jbd33uzs3Pyd2j+A0XlSrglyYN0M60aW7jsLx9o1Hsz1zu6MJL/6goKmJb9iG9YKCGMNCsTcSEdmFRa9Ho8183zNkUsXuwIf3WY79jr+C3KP19vkrSD3uFvgXzM6FfN4Rz9As/d0U+1xn5mQYPOVkTJkzQ1KlT9fzzz6t///4VqpfJtzUk39LWrbH5AbEP/DUWfiq4ildwNv/eAu5ZgWHvxefjVzQta9Vy9MjTsSn2f08+yRX6ublZ2rD1Sc2Jq++Kfeu1T9p4q7bt/kILEvcvcADMjW+stIylbtt0T8ZizYtvXrAtGgV+4Xv6ZamjQ/pUnI+K2p/9SFMY8AAD9Rsq8MzUiIntfLHb+uNV+VpfNrw+//dIvJuj4c75m5Wxd1k+W1bPXvZ2x/zNModAJO6jtGv4zr6hoC1nU+isjg62niaPeiCPom0K8gM8O27bPRYEvxOKm8TgFGAwUHkGOnbsqFGjRun999/X2LFj3QB8VUnHU86MPbFv0fVTt411G3c2F39BYqcC4T4/sb12p891t63dVHRo/8p1ZyknZ5csaN/KdUMLjiksrKPx86SfmK9fFcY5tvLlDGkWQ2lWp578t4+LuLjt+vkat5y1f+dMS4n49S3i/ugV2wvuwT7ctaD6hX7grWVy2h9QRNy0a9dOd999t2bOnKk5c+bo2muvVbNmzYrsQ56LoTyHeIfdKjAQCg0diXMg9qtgZAp0CvRgGLBegUaNGrl/xYPtBXO+/GMsKv83v8ae4N+xZ6rbyNuy8+Mion1efAvtSpvhbkvZ9kyRbTbHPy1jmTsixrfsiwAAIABJREFUYFXq9UW2RaPIz7+nOx905A+Qb/KZ5R0WYKAQAz6f/BfeHnGx3fertW45a33qJ/+4PuLXb//Jan29bo97D/bPOvlfjd8h6/Uvrcc9Er/773xVTrHVb/J5tfn7oay/88/Le6H8QPscIR7lDERCqIfiGoj9KAeJgt87Bb8tn/f2229r1qxZ7vy/ww47LOQF+fAHYlHsT3EbeTZvP18U27sN59+xJ2/bph1vF9lmYj89c6V7XNKmO4psK3yOaPr82++Ojh3kHZ4pm7AlDISeAd+RJ0dc4B47OdktS9NzcjXo+3URvX6jDxI1KXm3K/D3ZOcqfwlAG9ZvywBWm+B/e4V8R51cZh3dunVrDRs2TO+++67ee+89t5e/efPmZR5Dngl9niFNSdPqYiAUQjwS50DsI/apmMLMgHn/LfherVq1wp7WvQ93NH1JbAn+dVsecRuaFnBvfkLbIsJ92+4v3W32Xli42zB+m+Nvr5Xr/lZkW+H9ounzZz86atiISrm6KmWuC3sxwUCLdgqMmxNRwX3Kj+vdstQi4x8zOTli17b17N9I3OleOys3VyMWbdVR367V9I1p7m/mfPjfsm3VIvj9IyfJqVu/QnW21e+dOnWSOfTbt2/v1vcxwVqY2z6kAWWu1xmIhFAPxTUQ+xR2FarMvJ5hw/F8NlR/zJgxmjJlir766itddNFFYU/ruvUcjX45tsT+kjX9lJ2zxW3cbd45QfMSWheId+vRt9eutF8Lflu4qmvB8P60zOVakNi5YFs0ifvi93LLPQzhD0c+45w0KD3FQL0G8t/1esQEtw2HP29ailvObkzPVr9v1kbk2s0/WqX31uxyr2v/nigk6vt/s1azNqe72yxgnwXwqx3JQH3j4+X78wWVqq8twK7V8ffcc4/uuOMOHXPMMZU63lMM067G9jWEgVAI8UicA7FfQ4CkIol8g9h69Bs2bKjGjRtHdH3ek0939PPC2BH8s+PqKK93P0e5yta23V9r0aqDXQFvc/XtlZa5wv0+L6GVG53ffsvNzdCqlH9q9kp/1It9G8Lfs3fkGSTfk+YwEGMM+HzynTksIoI7f977lTNT3XJ27Z5s9f4q/GK/5cer9MEaC7AqZebk6tGlW/d5XhthsGx7pntfWzNydOXMjZET/KMmy2naKijB1qNHDw0dOlTnnHOO+vXrp/r1KzY6gHwaY/kU7RBU/vAa55EQ6qG4BmKfDEuGDSEDAwYM0MiRI/Xqq6/qiSeeUOfOnSOevo0aOxo3PnbEvvWA2/z8TTveVG6u9ebkKj0zTiuST9S6LQ+5jb30zETNiW+oBYn7yZbbs1fy5ns1J65u1At9e74X3nJkoy68VtHxPNgUBkLPgK9rbwVeW7SPAM4X56F+v2nOJrdMtfnyB09KCut1G36QqPdW5wn99OxcjVi8tdRh+kN/3qCk3XnTtTZn5OjiX1JVKwI9/L6/XCjH5wuqvDYnv83l79+/v9u7bw312rVrB3Uu8lbo8xZpSpqGkoFQCPFInAOxH0KhF0qAOFfsFUg2J79Pnz4aOHCg+vbt6/boV5cdB53kyHqTiw8lj+bvc+Lqac3GG5Wdk7cEU1b2Ru1Mm+42QjOykjQ/ob1mx9XW8rWD9HvyqZodVytmnu/PJ8cez9XFLteFlRrPQMOm8t/3TlhFd2GHwT0L86ZRLduRqS6frQnbdS0Y3+gV29wyPTtXemr5Ntm8/cL3UvyzTTFYn5btHmPTDGxpwFoTEso8pvg5KvV99I9y6jWosji3Xv2HH35Yr7zyih555BEdeeSREYnbU+PzDm36KrMLQxWvgyMh1ENxDcQ+BQMFQxUZ6NChg84880xdfvnlOv300xUt0XhfeS+2xH6eI8KvZWuPV3pmgtvD77bwJGVmbygY2h/NDouS7u3dzwnMR+Oh4o0H0oq0MgZ8p16hwPj48InaQoJ55NKtblG7YGuG2k9cHZZrNv4gUc+tzHPk2vD9F1Zul4n/igjxi35J0ab0HPceN6Rl66hvk8Mj+C0C/8ChIW0T1a1b153OR+8++Zqy3XsMhEKIR+IciP0qCj0yr/cyb2VsahF4b731Vo0YMUI33nijunfvHtKGQmXupfi+Rw909MOcWBT8jhYkdtG2XZ8XCP6s7E2yQH4lielo/s1GV5xypiOfr2bnk+Js8h0eYKAcBjp0VeD5XyokhisimMva57nf80S4BcVr+dGqkF+z6Yer9FrCDuVKsh79l+J2qE4lh+Nf89tG2bB/e63YkanDvl4bcsHvv32cnNp1Q1qHn3HGGfr++++1YsUKff755/rLX/4S0vOTj8rJR7Tx4S2MDERCqIfiGoj9MEJAIeztQtiC79kyO82aNYvK4Xm1azu64/7YFPsm4GfH1VXqthck5SgnZ6c7hz+ahX1J9/bmx44aNPB2PqCcw74wEAYGAgH5//lIyIV3SaL/zb3L303bmF7h3vaSzlPSb/XfT9S4uB2uyM/KydWTy7ap7nsV69EvfD47z13zN8uW47PX0u0Z6h7K+AIvz5WvyyEII9rEMAADFWYgFEI8EudA7AN1haGmQZfXoDNxP2rUKE2dOlXfffedbrnllqiNuNuqtaMvfo5dwb8s6Whl52xVTu5urVx3Zkz17M9c7mjgYHr1KTfCIASpt2pEveUG6ntlftgF/8dJeUvg/ZCSVuke98KCvPjnuu8l6MHFVn7L/avM0P3i57LvFtzv/kVbCgT/zXM3hSxtfGffIMfnDwtXFrDvqquu0gsvvKCXX35Z11xzjVq0aBGWa1HeUt7CQOQYiIRQD8U1EPs0mqhwgmCgTp06sj+LvBvtBevpZ8fWUnyFe8iXrOmrzKx17jJ78Rsujhmxb8P3n3jOkT8QuUon2jnk/mABBirJQO268v/7qZAJ2pIEtP02ecMet7f88+TdIb1Wx4mrtW5Ptjt834bxNwvBFAGb+z9i0VbZMoFnTN0Qkvv1PzxRTt2qB+Urj+82bdq4EfqHDBmiXr16uXP5yzuG7ZXMM0G050hj0jhYBkIhxCNxDsQ+BUPUi9VgM2Goj7NI+08//bQ+++wzvf32227U/VBfIxzns2HkDzwem737i1YdrPTMeHco/6rUa2NG7H83y1GXrlSg4eCZc8JVTWLA1+NIBcbNCYmoLU3sT9+Y5op9m0tf2j7B/L7/Z2tk5x69YrvbKx/MOUo6xnr423yyOjSjEGz4fvd+EWkHNW3a1F2xx5bl23///d0Og5rEMs9K2e01BiIh1ENxDcQ+Yj8ilVysZ3CLpHvIIYdowIAB6t27d8wNwWvR0tHEH2JP8C9I7Kw9GYvdhmjSpjtjQuz/uszRhZcxfD/W8zz3T8M0KhioU0/+qx4KqQgvLqBvnbtZU1LSNODb5LBep/h1q/37+Dj5TrokYm0ga0eceOKJeueddzRp0iSNGTNGJ5xwgojUT1kTFWUNeqjSZUEohHgkzoHYB+5Kw13TCqX69evLPPFDhw7Vaaedpo4dO8Zkmh1zgqNvZ8aW4J+X0Eq70me5Yn/9lsejXuzb8P2nxjmqV5/GS00rJ3hemA8XA779uivw7E81S4gXWhowXE4B/7DH5NSuE5P1ebhY47yUYzBQcQYiIdRDcQ3EPmKfiq4MBpo3b64HH3xQr732mp599lldcknkegFCXeD6/Y4uvNSRCdLC8+Kj+fOc+IbauecnV+xv3D4u6u/7sx8d7X9AxSuKUNuY85H2MOBBBvwB+c64RoF3VyL4Q+QE8I+cJKde+OfpF8+PFpjv5ptv1uTJkzVjxgyNHj1aBx10EO2wMtphxdOQ7x4s42LU/qEQ4pE4B2I/RgGjsItcYWdB+GIhEF9FmDDBf+t9jixSfDSL/D/uza/tu79xxf6WnR9F9T1Pne9o8EmR47Ii9mYf7AEDHmGgcXP573kLsR8Ksf/sT/J16latAttGDHbp0kU9e/ZU586do3ZFH8oPj5QfaJ2w5PdICPVQXAOxTwYISwaI9QrCIu1fdtllrvd99uzZ+uijjzzjfW/YyNHDT8WK2He0Zef7rtjfseeHqBX70xc7unwYjYJYz/fcPwxHMwO+boeHPVhfuIbMR815x82Rr8/Aamv3+P1+tW/fXoMHD3anBg4aNEgtW7astvuJZt65N8rjaGcgFEI8EudA7CP2qWRKYCAQCKhDhw6uwG/btq1q1arlqXSygH02t/yPHvTo/Ry3/jztTPtZq1Ovj8r7nbHc0fAHHNWtR8Uc7RVzKO7P73NUr45fzRoF1K5FbR3cqZ6O6NZQx/ZqrCH9m+rMY5vrwj+31BWnttb1Q9vqtgva675LO+r+yzrp1vPbu99vPKedLhjcUqf+qZl67l9fTRoG1KCeX00bBtzP9ev6ZdcJxf1yDg+lo40yO+kfCoyPp4c/mB7+N5fK96dToyJfWY/+yJEj3WB9zz33nCv8GzVqFBX3RpnhoTKjhPYt9g2dfSMh1ENxDcQ+GYHKpRgD5nm3ZfYuvvhiDRs2TKeeeqqaNGniuXRq087RC29Fr8jPd0TMXhnQ3PjGmh1XK+rEvsU/eORpR02ahq7yoCKOrrSsU8unTq3r6M+HN9Et57XXU//aX+PvO0jTxxyq2S/20vqPjtC2Sf3L/dv0aT+t+/AIJe/9S3r/cPfY1In93GPj3z1M34/qqWdv7KLhF3XQ5ae01ulHN9efejZS2+a1PVf+wHmQnNetH/bo/FHTCx+MoC/tmHdXytd/iByfj7xUrM1DXgwyL5KONT4vhUKIR+IciH0ya43PrIUrOuvRt+F1//vf//TMM8/ozjvvdOfVFd7HS5/bd3T0zCvRL/jzhX80vc9c4ei5NxxZGnqJiZr8LD6foxaNa+m43o117z866ouR3bX8zb7lCvmKiP3K7mPOAbu2ORU+e7i7xt5ygP55eht3JEDd2j7ZX8CPcKmRvDZtJf/9E+jdL03YF//9jSXuiIhoEfq21N7555+vL774QnPnznWX4bPVfqyjoUbyTDscu8coA5EQ6qG4BmI/RgGjQgifwLJgfDZnv3HjxqpXr57nC+H8If2xE7QvOpwTo1501Lpt+Dgkj4c/bU0sN6of0IBDGunuSzrquyd7VrinvrLivar7b/6sn1I+6SdzAsx/ubfG3NRF5w9qqSN7NFSbZrUZ9l/T6vJ2XRR48lsEf3FhX/y7zdH/8wVy/IGoq8vzpwsedthhOvTQQ925+wj+8Jf71K2kcagYCIUQj8Q5EPs1rYHA85ZZ4ffr10/ffPONlixZIgvMd/XVV3tuvn5JhVzzFo5GPOHo12XRIaSjqQe/pHsZ+SxD90viKNp/s557mw/fsVUdnXN8C7e3fOErvbX18/KH4VdVrIfjeJsC8NvYXnrljq66+bx2OrxbwzLLt2i3D/dXiUa4zd8/qK8CY35G8BcX+PnfTej3+0vUDd2vW7euGw9o4MCBGjBggBsfCPYrwT7tWMr5KGEgEkI9FNdA7EcJMBT01V/QWxC+1q1bu8P27b2m2aRBA0fD/uPIIsuXJHD5LW/JwrsecmRpVdP4iNXnNYFvAfVM4J9xTHM9/58umjeud7UMzQ+H4M8/p8UCmDuutyb830Fuj7/FGWhYzy97/li1Hfddju1M8B98hALP/oTgzxf4+e9jZ8rXtXfUCf18ptu1a6cRI0ZoypQp+vbbbzV69Gh3Gb787byXwz5td8r1KGAgFEI8EudA7EcBLBTq0VOom8g/7bTT3OB8Fpivpol+f8DR0PMdffYjgr+4c2PKXEdX/5uo+7FSXlk0+9bNarlD9G+/sL07RN+GwueLY6+/z3j+UP33qs4afHgTNw5BrNiN+6xkfWiCv0d/BUb/iOA3oT8+Xv7/e1dOi3YxJYZs+iDsV5J92u8wU80MREKoh+IaiP1qBoXCPToKd6tobb3b1157TR9++KGef/55DRkypMYWpN16OBo33pEFoSsuemvad4u4b86PU85w5PdHB6+UG6XbwebhW6/2eYNauL34S1/vU2MEfkkOjAWv9HbT4W8DW7jLBcJO6ezEctr4eh4l/yOf1exl+d5aJv8VD8hp0Dhq625ra1jj/a677tIHH3ygTz75RLfffrvat28ftfccy/mCe/dmeRctdg2FEI/EORD7iH0qGBgokYHGTRzdNNzRD3NqtuB//k1H5vyIlsqF+yjZFibyu7Srq8tObq3X7zzQXeKuJPFbE3+zoH4r3z5Mkx7trlOOaub29NvIB1jyVhr4Oh8s/12vKfDOyprXyz92hnwDh8qpFRvLVFpwvh49euiss87SOeec487db968uejh91aepIz1tj0jIdRDcQ3EPkKPBt9eBo444gi98cYb7hy6yZMn6+abb67xFa8N6z/yGEdvfpI3X70m9ep/N8vRP652VK++tyurWG+MmGg9oH1dXXdWW33wQDcljj8sZgPuRcoR8fY9B+q0Ac3UrkVsCKNYZzSi99+stfxXPqjAa4tqhuAfHyf/PW/JadclJtoytuyeTQ9s27atu9oP0fepXyNaPqB5QlpOhEKIR+IciH3ADyn4sVpomZe9T58+Oumkk3T88cerY8eOrHlbKG80aeroqusdfTnN+738M5Y7enqco159HZmzI1aZrgn33bRhQMPOaKOvHuuh1e8dXqOH61fGUWCrD/z+dl89958uGtinsRvAsCbwUmOesU49+YZcrMDTU7wt+F/8LWqX1SuNNWtrXHzxxVqwYIHWrVunpUuX6rbbblOTJk2oawq1OUpLP36nTRJNDERCqIfiGoh9ChcqmEIM2JI4Xbt2lfXy2xC7Bg0akD6F0qdzF0cPPJ43tN/msnupp3/mckfvf+Xobxc6atCQCjWaKtTi91Knlk8n9G2id+49yO3Jr4zQZd8/lhlM+aSfFr/WRyOu6KRWTWupVoAgYcVZi+Xvvq695L/5OQXeWOIt0f/6YvmvekhOy/ZRG22/ItxYL3+zZs3cvzp16tDWKNTWqEj6sQ/tlOpmIBRCPBLnQOxTuFDB7GXgvPPO05w5c7R48WL98MMPuuCCC2TL8VV3YRKN1+/bz5GtNW8R6r0g+L+f7ejamx21bkvlGY28Fb4nm5c/5qYuin/3MG35/A/hioivWlr8MuZQd8k+hvZ7rAyo31C+wefJ/8TXsS/431wq//BX3eUGnUAgpupmE/aHHHKILr30Ut1666265pprdOihh9LGoA0eUxwXrov57LjBNiMh1qt6DcQ+BQ0FzV4GzLPetGlTtzefIDnlN3ht/e5D++T19H8zw1Es9vR/PNnR5dc6atqs/OelYqu+NDLWbMj+tWe21fI3+zJcf1LVhH1pjhGLdzD6hv3Vu2sDEcCv+ngPS1nTupP8F9yqwJhpsRex/53f5b9/gnyHD5ITiG0HfK9evfTggw+68YGeeuopNzhf48bRu3pAWFik3U272yMMVFWER+p4xL5HgKNADk3DrHfv3ho+fLieffZZPfHEEzr11FNlHnnSt/T0teXoDjjI0dX/cvTht46mL47u3n4bjfDSeEdDz3fUoiXL6UU72/Xq+NW/e0ONu60rIj9MIr+w+N/w8RH6+ZlDdMYxzWXTJaKdD+6v9LJ5n7Tx+eV0ONBdni4mRL8N17/hafl69Jdj9x7j7TWbr09AvkrwGuP2jnVeuf/yWY2UWK/qdRD7FCYxX4GGqkCyoHzXXXedHn74Yd15550aMmQIQ+wqmT8skN/APzu6/zFH1mtuwe6iYZj/L0sdfTrF0S33OOo/gDn5ocoz4TyP9eZ3aFVH157ZRvPG9SbCfgSEfmHRb1Mk/u+yjurcpo5sWcNw2ppzl9+oDHkadeom39n/lv/hiQq8tTx6hvi/vUL+x7+S/7z/yGm3v2JtuH5JdurUqZNGjBihn376SbNmzdKrr77qxgUqaV9+q4a8UMl2DjbCRvkMVFWER+p4xD6ZnEZcOQzYvH2G9Ve+cG/V2tGxgxzdep+jNz5y9OO8yAp/68F/9X1HNw131O9PjurWq/wz5BfovEc27Uxc9ju4oV667QCi7EdY5BcW/NbL/9bdB+qYXo0R/OXUEzFbRjRtJV+/E+UfNlKBUZMVGB8XeeH/9gp3eoEtGejre4KcJi081y6xXv3OnTtr8ODBOvHEE9W3b183MB9ti8jWLTGbT71a/sT4c0VKrFf1Ooj9GAeNgiv0FcW9996rhQsXKjk5WbNnz3bn1JHOVUvnho0cde3maMhfHd18t6NnXnU06SdHM1fkOQCCne9vEfSnLXL03SxHn3zv6Lk3HN043NGfT3bUab+8HnzrIcZ+sZUGZx7bXN+P6qnNn/Vj6H41in0T/hsn9nNtcfrRzVW3Nj38ni1LLOBdi3by9T5O/r8Pl3/EBwq8tSw8wt8cCmOmyX/Xa/Kdda183fvF/Fz84lxYJ0Hbtm3dIHyHHXaYu5yvCf7i+/E9tuom7IW9CjNQVREeqeMR+4h9Kp9CDFiQvoMOOkhHHXWUevbsqUaNGkVF+pj3v169eurQoYN7X4cffrgGDBiggQMHql+/fmrZsmVU3GfhQrCsz/XqO2rW3FG7Do6OPNrR0AscXXOjo+Ej8qL8v/BW3rz6tyY6enlC3udx4/PEvE0RuPVeR9ff4ui0oY6OPt5Rtx6ObApBWddkW/Snj4nJ2y5or0Wv9kHkV7PIL9zDb0P6bfWDK05t7QZKJC9Ff16qko18Pjn1G8lp3tbtafcNvc6dO+8fOUmBsTMUeGm2Ai/PVeD1xWU7A6zH/pV5CjwzVf67Xpf/0nvdlQF8B/aR06y1nNp1PV1mW309cuRIrVixQklJSfrll1909tlnMz2wUJurSpxyHk/nn1hgI1JivarXQexTWFBYlMKACWgT0+ecc45OOukkV2hXx5A76x3429/+JovcO336dK1evdptOKxbt072t3LlSvf3MWPGuMMDbd3eWCgkK3OPdeo4stEB9esTUK8y6RZL+7ZsUkuj/rW/1n14BEI/ioR+YdFvw/ofuLyT2rdkTfBYylshvdfadeS06yLfQX3lO2SAOxLAd9gg+Y48Wb4+A91eel+XQ9x9nFYd5dStHxP1kfXE9+jRw43b88gjj2j06NF6+eWX9fzzz+umm27S0UcfrTZt2gQVYM969OvXr4/IL6WtFVI+uUZM5Dev2LyqIjxSxyP2KRgoGEpgwKLwm7D+7bffNHnyZP3rX/9S3bqR7YWwVQDMyTBx4kRt3LhRFXllZGTo888/18knn+yOBPBKgcpzeLcn0ebnH3ZQA3304MGI/CgV+YUF/9oPDtdjw/ZTp9YIfsql2C+XbPTeBRdcoB9//FHbt29XdnZ2iVXtpk2b9Mknn+ivf/1rqW0mE/Xdu3fXlVdeKZsOaCv72Bx9GzEIK7HPCjbEhsUZiJRYr+p1EPslCL3ixuR7zczgJu6tkq6O3nxbd9caC1u2bFFubm6JjY/SfrT9U1JS9NBDD6lVq1Y0MsjjUcuACf1BhzXR9DGHIvRjQOjni34bffHsjV3UtX1d+YmJEbX5i7ZL6W0Xq9ePPfZYffnll8rJySmtOi3yu9Wtmzdv1tixY935+KWlrzXMH3jgAU2YMEGvvfaabrjhBllE/upoS5R2j/xeOhukDWlTUQaqKsIjdTxiHyFAQ6UMBkx0X3311XrllVf04Ycf6oUXXlCfPn3CmmYtWrRwl//buXNnkYZGZb9kZWW5jQ17hooWXOxHJRcpBmoFfLKgbzNf6IXQjyGhny/47d0i9e/fNrIjniLFJ9fxdll42mmnKTExsdLOdKuHrW599NFH1aRJE+rWMtpP5CFv5yHs6yhSYr2q10HsU1BRWZXBwHHHHac777zT7WU30W8ZLtze+X/+85/ucMLKivuS9rcei5deekkNGzbEzmXYmUorso0SE/pnHdtcv43tpa2f90fsx6jYN8H/zA1d1KppLcoXypeYYMDm5v/jH/9we+hLqjMr+lt6erobfM/aAzZU3zoDlixZ4gbjs7n+Xbp0iYn0oO6LbN1HensrvasqwiN1PGKfCpoKqRIMNGjQwB2OZxm0Xbt2IU87W6InISGhou2NCu23e/duDRs2LOT3SqXlrUorUvZsUM+vS09upbnjesuivBfuKeZz7KXH+o+O0Ogb9lebZrUpYypRl0Qqv3GdouW0Bd21Hv1QvCxYrgX1szS2toGtjHPeeedp6NChsrrcgvKR/kXTn/QgPbzEQKTEelWvg9incqYyqgADVpH/+9//1rx587R+/XotXLjQDdpny+GFquCyhoFFAc7MzAxFO6TIOebOnRv26QehSgfO493GgC2td+GfW2rl24fRox/DvfnFnTIWtO/Rf3ZG8FegLqF8q77yzaa0/frrr0EN3S9Soe79YsH8XnzxRTFVrvpsSn4i7auTgaqK8Egdj9incg6ZWK3ODBfua1ugvp49e6pXr1464IAD3Ll6oR7Ob2vymjMhHK+0tDTdfvvt2Jr8Xm0MWDC+S4a0ki3fVlws8j32evSL22zVhMN1x4Xt1bhBoNoYC3c9wPljW1hce+21Ia9eTfAnJSW50/1sigCMxDYj2A/7VYaBSIn1ql4HsU/jn8opCAasp3/QoEFu8D5blu+MM86ocrCevn37hrwhUviEFnW4bdu22DsIe1em8GfffRsLJvQHH95E1gNcXCTyPfaFfr4NbcSGjdwgD+ybB0iT6k0Tc9jbiLxQv0zs77///jBPvQoDNZCBqorwSB2P2K+BcNLoqFqjo3Xr1nrwwQfddXmnTJmiN954QzYP0O/3V6mwv/zyy5WRkRHqtkjB+ZYvX66jjjqqSvcIO1Vjpyamnwn9E/o20dTRhzB030ND9/MFfvH3pa/3Uf/uDVmSj7ZFVNU1J5xwQlimyFlk/uOPPz6qnrUm1jM8M22T6mAgUmK9qtdB7FMhU0kFwYAN17M59rVr/xGUysS+/WZ/wQj/W265RXv27CkQ56H+sG7dOg0ZMgR7B2HqwttnAAAgAElEQVTv6qhEvHLNI3s01FeP9dCmT/vRq18DxL6trjDp0e7quT/BybySh73wHCNGjAh1leqeb8eOHbJl/LyQRjwDghkGKsdAVUV4pI5H7NPwp5KqIgMm+K2n34bJT5s2zX0//fTTK52u11xzjXbu3BmWBomddPv27W6UYArzyhXmpFfw6XVA+7p6+54DtXEiQr94D7iXv1uE/ieu3Y8l+apYt1D2BF/2FE+7t956Kyx164YNG9wpfcWvx/fQ2Y60JC2jlYFIifWqXgexT2VcaVEarZmuOu7LgvT17t1bV111lf7zn//o73//uxvELxCofJCqs88+u8pr/5bVmrHhhqeccgr2Js9HhIGmDQN6/Nr96NGvAb35JTku4t89zA3IWKeWLyK8VUf5zzVjR4T88MMPZVWPQW+Li4tzl9yDhdhhAVthq1AxUFURHqnjEfs0/GmIhYEBcwK0b99eRx55pPvXtWtXlecAGDBggBISEoJudJR3oAUS6tatG/YOg71DVXF45Ty1Aj4Nv6gDw/ZLFPpH1ph0WfJ6Hx3bq7F8PhqXXsnbsfoc06dPL6+KDGr71KlT1a5dO+pV6lUYqIEMREqsV/U6iP0aCGesVtaxct9dunTR7NmzlZqaquTkZP3000866aSTyq0ILFL+xIkTg2pwVOSgZcuWqWPHjuXeR6ykM/cZnQLKAvKdfGRT2VJsJfX4euW37V8N1I7/b+9OwKQozj+Ou9zIoSiIRFTwBAGRUw4VBc94ogYNXmhUFGP+JpIYosYj0ahBosYLFQ/EAy+MsMupIKIgCiKKIiCX3CDs7H3NvP/n7WXGZdnZ7dmaru2e/fI8PHtNdfd0faa7flXd1R9dKDnzh0vuolGSt2yM5C9/SvJXvCAFq16VgjUTpXDd+1K0cboUbsiQglUvSf7yJyV38SjJmX+TZH9ylWR9eK6EMvql9H564+6jZN9GZpOX8ln352c9KPWic+jMmDHDzWkyodeEw2F55JFHqjVHT1D2HdvJZw8D8Q2YhnBb5Qn7hH3CX5IN6Ki+9vTrh/iggw6Sip69q68pfwDVkf8RI0Z4NmPwmDFjRB8ZWH69/Bz/QM6+SXzfHH/kvjJjdAfZOTl1HinndFCkn1ga7hfeJvnLn5aiDRlSvONLCeeslUjBdokU50ikJE8i4UKRcLFIJBw3OERKcqUka5UUb5krhWvfkbyl/5Ss2ZdIZvqJKRf8dWLGYWe34riT5PMMxyb3xyZ97J6e/yKRSNzPZHX+sHnzZunXrx+2sY2BWmrAVlg3XQ9hv5YCpaHgvqGQjH3VsmVLuf7662Xs2LHy2muvyRNPPOHc219+2XpVwMyZM6vT7qi0zNatW3k8EJ91zxskB+1fX8bccrhsea97yoTWrJlnOSP3hWvelOKfF0s4b6NESgoq/bwl9MdIiUSKsiRSsEOKdyySvG/+JVlzLpXQ9EGSOSU1Lvlf9Fxn6d2hqef+yh9P+dnuec7P+/uqq64SnTk/mf/GjRsn2pHg5/fNtvEZwIB3BkxDuK3yhH0CACcqjw00atRIdPK9Z599VsaPHy///ve/ncv69fflD8J6ueEll1wiGzZsSFqbRCfme/zxx6ucM6D8tvCzdyeIVNy3DeunOSO46yamwOX76b0la/bFzgi+M3pfsF0kUrzXZzJSlC3hvE1Skvm9FG+fL0VbPpbCtW9JwYrnpOCHsVLw43jn8n3tKCjaNEOKdy6RSGFm6RUAxbmlVwCUX2qkRMI566Rw3TuSu+ivorcLBP3Wh23v95Anbm0nLZrV2+uYl4qfBd6Tf46dzZs3l0svvVTefPPNpD7tZv369aKd+NS1f+qauqAubBuwFdZN10PY9zjo2YbH+vx5sNPL9iu6dL9hw4Zy2GGHyfHHHy8dOnSQZs10Mqs0ueaaa2Tnzp3lY0DCP2vQ10cC6hUD2PCnjVSoF52A7cSOTWXpuC6BD6ZZs86RgtWvSTh3g0RK8kWkzKW/4SJnZF9H+It+Spe8b/8tOQv/T7LnXiFZs34tWbPOlsyMvqX7IL2PhKad4oR1DexOaN/9N73XX4N8gV4tsPUTCWevEdHL/8v+i4QlnL9VirbMlux5Vwf+En+drG/wyQeIzumQCuZ5D8E5nurta/o4XJ2RX8+Jpv/0CgHtQMBAcAxQV9SVFwZMQ7it8oR9wj4nrBoyoI/smzVrlmzatEm2b98u3333nQwYMMCpj8aNG4tedpiZmVnt+wz1/sTPP//cmYG/oo4GLw58LLN2nlD3b1pXXrvrqEAH/dCMM50J9iIFP+8Z8PWngp+leOs8KVjxvOQsvM25dz8zvY/5+9UrCGaeLTmfXe/ct1+0uaLHg0Wc+QAK170r2Z9cKaGp/c3XW+FTArydY2HX5J4yftSR0rYVlz1znEz+cVLnxtG5ctq3b+9MRBvtOC+7r3/1q1/JhAkTjAK/3qd/xRVXcKVcDbWbytYn3yf/c8Q+TWyf2grrpush7HPAIuzXgAGdjE9nxu/Ro0fs0XxNmjTZa/S/b9++zmhEfr6OMLr/p08B+M9//iM6wz8H78QO3uyvxPfXVWe2FL1UO4iXm4emneqMspeElu85qV6kWMI566Vw3STJXfw3Z+Z8T99f+onOlQA6UV/BqhelJGvl7isLdn/uI2EpCX0ved88LKFpAwK5r7dO6iGXnXag1OFRfByXk3zePeCAA5xb5QoLS6+Qyc3NdebIKf8EmlatWsnkyZNFH0Wb6L9Vq1bJr3/9a4J+kuuOc27i51z2mT/2mWkIt1WesM9Bi0aHzwzoDP7Dhg1z7rN/4YUXnNB+5513ij4nWCfaKyoqittG0b9PnDhRzj//fGbe91m9purJuX2bhvLJE8cFMnxmf3yZFK57z7mHvuyHKpy32bnXPuezGyQ0faD9ifIy+kr2J1dLwcoXndn+y25bpHCXFG2a5XQMZKYHbwK/maM78ig+jk3VbnfovDb6v6LjqV7Bppfsa8DXW+O0IV1+bhx9jd7W9vDDDzuPxnUT+rWz/bnnnpNOnTpVuN6KtoXf+SOMUQ/Ug5cGbIV10/UQ9jnpcvLymYGRI0fKBx984Nxr/9JLLzn37+vBSi9TPOWUU2T48OHOY4Teeust0f+vvPKKjB492rns/6ijjord9+/lAY5lcwJVAw3qpcm9w9oGb/b9jH6S8/mtzuz3ZYO0hIukeMvHpZfLTzulxjsw9J7/7LlDnXAvkbIjkRHRKxFyFoyQzIx+Nb6diVzx8PMHPeTC/i047/jsvBOEY7qGdD0/6iz4+lQbvXqtY8eO1bJUv359Of30051O9TVr1jgj/RrqQ6GQc1udTsC3YMEC59xKyOd8F4TPB9to36lpCLdVnrDPCbdaJ0oOKvYPKrrP9TE/RxxxhPTu3VtOOOEEJ9hTFzVTF7V9v+ukfIO6N5cvx3YOVNjUifL0ufY6472Uee52OPcnyf3qTglNP8137yc09STJW3KPc2m/hKMTjEWcn3MX/UVCGcG6j3/G6A7Scj9m5q/tx5DqvH8N9/pEG+0QnzRpkjzwwAPSrVs3pzO8OsvTSXL1vza6zznnHOf/oEGDnFvs9ttvP9pHtJExgIG4BmyFddP1EPZBHBdxdU6clPEueOrkfXop/65du0RHIPS+/CFDhux1nz914F0dsG9/2bet9q8nT93WznfBuLJRZg3y+cuflkihPumidJb9SHGOFP40WbI+usDf7yW9t+htBUWbP5RIScHuCxIizmX+uYtG/fIUgBqYfK+yfV7R31ZM6Orcu1/Z5+nMo86Vjq06S9mvvdv2lcu7XCVlv17RdZgMaD9IhnW/cY+vv+txs1O+snXwt18+z37ZFzqx3jHHHON0ZuuTavSy/Iq2jUln/Vd3FdUTv6OeUtmAaQi3VZ6wT9iv8ESayh/OoL63Nm3aSNeuXaV79+7O4/r0MsTy70Un/tNRCv1a/m/8zEk3WQb08Wln9txPlo/v6u+AXCb46iz2Opu+Xqof/aez7OctezQ4l8Lr7P0fnieF698vM5mgztafLXlLH6yRx/N9NfY82fj2KTLvscGxryvGnyljRwyT8l/1tSPPGi6LnjlPbup/o5x6xCC5rsdNTqDXcK7BvrKvFYV6Dfllw3+0M2DwcUM4BgasfaP34g8cOFC2bNkS/Yg6ndpDhw6lLgNWl8k617Ac2i1+NmArrJuuh7DPAZSTaAoYaNu2rXNv4ZQpU5zZ+/USxz59+lC3KVC3fjzRNW9SV14ZdWRwgv60AVLww9hYgNBvdLb7vKUP2J98r0wHREWj3q5+l36iFKx+TSJFodh7Cudvk5wv/hS3TjSQlw/l+nNloTwazqNfNdBrGK/qa/T15b+WDf8PX3WNnNe9n/ym89C9RvB1RF//V9d+tNOguuUp533A0GAfr1Na56fRiWqPPfZYZ1I8/T7epHzUlfd1xT5mH2OgYgOmIdxWecI+YaDaDSo+/BV/+G3vF31k3+DBg2Oz9z/44INy9tlni/7e9rawPn+Y8Loe+nVuFphJ+ULTB5Veul+SFwvGGvRzNRhn9I0bjl2F7njBPb2PZGb08WbZu9epjwz8dtqj8pff/lW+WrhE7hh6pyz66AP587k3y/QHhzihvPzXaEgv+/tbT73JCe864q5/169lQ3nZzoCKOgv0tdXdV3deeYg0aVTxzOomhqOX/5ssg7LJP5ZpiNdbz/Re+yVLlshnn33mPB5PJ5Zlfyd/f7NP2acY8NaArbBuuh7CPmGfk2yKG9DRE21MXXbZZfLHP/5RbrnlFjnppJOkcePG1H2K170XJ3qdgf/d+4+pdsCrbjCsTjm9dD//29Gij6uL/tOJ+XK/uD15QT+jjzOpX9aH50v23N86M+Tnf/eY5C97VHK/+rtz9YB+zfn895I9Z4joZHvVeS8Vlfn0qcvlhXvvkk3r18rLT4yXzRs2yov/ekhWvTtU5j128V4j+RUtoyZ/9+GYjtK2VYOkH4cY2fe2gWtyXIleqq+d0s8884wzwd65554rTIbn3zozqW/KUq+pbMA0hNsqT9insZ/0hlYqf7CD+N70ecNTp06VlStXyooVK2T27Nly6aWXclkkn/1qffZPPaG5rJxwQtICq2dhM/1EJ9SH8zZFc77o9zkLbjG8dL+XE9j13vncL0dK4br3nMfgRYqyYuvZ45tIiXO5fTh3g5RkrZLiHV9KwYoXJOezGyU080yj++zfu3uoTLr/Gilc/z+RcKGz2ki40LnEPzTjdN/X0fb3e8jAbs2r5bCyYzEj+/YDhoZ4nVBPzy2jRo2Su+66Sy6//HJp3bp10uu3srrnb/brnn3OPq+tBmyFddP1EPZp8HMiTnEDOmHfwQcfLIcccogccMABUtHEfk2bNpX27ds7MyD37NlTDj/8cGb5T3EX1Tk5N2pQR/5902GydVIP3wfJrNmXSEn26lju1vvbc+bfZLTdoekDJWfBzVKw+o3dj+4riS2/Ot8Ub1/gTKyXNec3kpneO+Ft08vu9X/WRxdK8c4lsU0I52+X3C//bNSR4FknTLlbH1748xFJPwcxsl8z4UOvFvvd734nX3zxhSxbtky+/PJLGTdunDOxbHWON5SpmXpkv7PfMeDOgGkIt1WesE+DPukNLQ4S7g4SfthP+viifv36OY2znTt3SigUkqVLl8qIESNwwbFhLwPdj24icx47LuFQais4Rtejl8oXb5kdC7+RkjzJX/5ktcNvaNoAZyReR/EjBTtiy63om3DOWineNl+Ktsx1AnjJrmVSsutb5xF5keLcvYpESvKl+OfFkv/dGNHOhOh7cPNVR/b1v75WOyEi4egj+cRZZmjmWQktz806k/2ab186XvZvmtynhzCyn9xzkJ4n9DL7Dh06OOcLfQysTp4X7/F3OsrfvHlz0SfItGzZ0nlCjB/Od2xDcl2wP9mftd2ArbBuuh7CPg36vRr0tf3DW9vevzbidOb+8847T7QRp5di6kRK5feD3vuvr23RooXTyIvX0Ctfjp9To0FQr26a/H5w60BMzJf71d0iEikN1pESKfxpsoRmnJF48NVH3c2+WApWvlg6kr93VJeiLXMk75t/SfbcKyp8hF9o6snO4/Jy5t8oeV//UwpXvy4lWStEIsVllhaR0tC/SLLnDZNQRn9X2xod2XcCeEafvR4tqPMVJDucJ3t5G9/pLhf2b7HX8cbkuMHIfvKPOa1atZK3335bduzYIdnZ2bJp0ybRp75oqDepK8omv67Yp+xTDNgxYBrCbZUn7BP2OVFjoFIDjRo1kpEjR8rXX38tmzdvdhp7OgdA165dKy3HycbOycbWfj68dUOZeM/Rvg+P2XMvd+6hjybpkp1fS/YnVyZ+n376ic5oefH2z0WvDIj9CxdJSegHyf/uccmadU5iy03vJaFpp0ho5tnOfALF2+fvMXmgrkMnENRHAurrqgrWZUf29bU6j4Bub/RfSdaPu7exZ5XLqmpdXv1d79t/dMThUrdOWtKOJ4zsJ3bs0Y5bvQT/wAMPFA31Fd3qpccZfZ3eCqZXg5166qnSrVs352c6fhPb37aO2ayHesGAtwZshXXT9RD2CXpJa2BxUPH2oFJT+3ffffd1Jlr685//LLfffrszAZPe/19RA69BgwbOyL8+F7lZs2ZMApgix5c6afs4E6mtm9jNt6HRCaM6uv3j+F8mqyv4WfKW3JdYIN99T3neV3eJTqonkXBpdo6UiD6yL3/ZfyRr5tnJ2Q8Z/STv6384k/bpyP7uFUk4f5vojP56+0BlIXuPkX3d7oy+ztUDOj+B8y9cKPnfP1npMipbvq2/TX24gxzSMnmz8l/e5Sq5rvtwzm0ujj96xdbNN98s27ZtKyUTDsuGDRtk4MCB7D8X+6+mzsusNzXbW9RrsOrVNITbKk/Y52DOCR0DSTGgo//Tpk2TRYsWycKFC+WVV15hJuYUsdWwfprcO6yt70Njzue3Sjj3p92ZuUSKNmS4GiHfI9RqYP7q7yLhotLl6A0BRVlSuCFDsueW3h+/x+vLTTiX8N/S+0j2x0OkYM2bEinO+WWdxdmS//1/K93+8iP7uu6sjy6S4i1zY7cx6HwBWR9e4Ou6W/hsZzmla7OkHIe0sdy7bV8Z0H5Q0pYXxAa4dsbqxKt6W5b+r+xRq/radu3aySWXXOJMsKdf9f78im7nCuK+YJuDFaCoL+orKAZshXXT9RD2U6QxHpQPBtuZmgdxvfRTR4eeeOIJeeyxx+Qvf/mL6Kz+8epbLxPVKwZ0VCnea/i9f6w0qJcmGsgSDrKmQTiB8jq5XeHad34Jyzr7/qfXJbTNen+93lcfKfg5tpxw3mZncj/nMXkJbE9i+6qXc7+/Xr4fzt8aW7eO0OfqlQlxZurfa2R/9/Y576Fwp7OcSOEu57aAxLbH7mX/6yd2k2Fnt5K0tOSY15H9Yd1vrNXHFn0Ki86Mr52v69atky1btsiqVasqPS5zzE2OP/Yj+xEDtcOAaQi3VZ6wT9iv1Q0iDsjJPSDrLMz6v6L9qqNHnTt3lvHjxzuPZFq+fLl89dVXMnTo0ApfX9Ey+F1y68vt/hzUvbnsnGw3ACYWTntJ9qfXSjhvYywo68z5meknug/7GX0kd9EdpZfu715KJH+b5H19f6Wj64ltZ9X7UG870CsJov/CuRsle+5vK3wfFY3s6/ZkfXSB6FMAnH86QeHad6y+h+rskwevP1Sa7Zuczr9UHtmPjtjr41R1xF7voY/3OdbbqvT++ttuu03uvPNOGT58uPTt21d0HpZ4Zfh9zRxj2e/sdwwEz4CtsG66HsI+YZ+TPgasGNAG5plnnimPPvqovPTSSzJmzBhnLgCdFCreSU47DvTef23Q0kCtuROhTqD28wc9Kgyc1Ql2SS+T0de55D16f70+gk5ntXe/nl5OoC7++avY5e86KV/e4jud++DdL6fqMF/lsjL6lb6XMrcR6KR7FU3YF29kX68EKJ27oPRWBA3+ie2PJLyPBK+CePPvR0nbVsm5bz+VR/Y7duwor732mqxfv1527drl3F//6quvcnzkPB73PBrv/Mrva+6cyr5PjX1vGsJtlSfsc4LgBIEBXxnQS/y1U2D27NmydetWZ/b/b775Rn7729/6ajtry8laR1tnjO4gu3w8sh+adrKEc9dHB8OlcP0kCU0/zXXYD009SQrXTRKJlOweDM+XvK91Yj/7oVfXGZpx+p4TDZbkObcSlL9SId7Ivi4jZ/5NEinO/uX9LLk37u0ANfU+y673syc7ybGHJmfEOWgj+3pLkz63/qSTTpL+/fvL4YcfXuEEqNFjjk6AetFFFzm3S+nEqUOGDBGdNDX6d76mRpCgHqlHDPjbgK2wbroewj5BjwYCBnxlQO811cc63X333TJ69GgZNWqUnH766aK/L3/i00ta9TnP2lDu06ePc8lq+/bt495KUL48P1d9ItWJ0xY/36XGgm/ZQBjv+5z5N8eCvk5yl7toVELBNveL22Pl9eoAvQWgopH0eOv34vc6GWDxji93X2kQkZKdSyR7zqV71EPckX3tpMjoJyXZq2Pvq2DVK1XO7u/F+3C7TL1ypM9xTff6jFfnMxq0kX0N6mPHjpU1a9bIzp07Zfv27fL+++9L9+7dk7I/qrMPKVP1sZF9xD7CQO02YBrCbZUn7BP0aExgILAGunbtKlOnTpVNmzY5jWRtLL/88stVziKtnQScpN2dpG++sLX89Ja/H7lXuO7dWKjVS/GzP758j1BcWeDUKwBKdi6NldfZ60tn3e/lehmVLb/af8voI3nLHpVIUaazbXoff96y0Xs8RrCykX1db9kJC4u2zJXQrHNq9j1VcaXElWe0TMrn0g8j+61bt5bzzz9fbrrpJude+dNOO825JSnecUfvrz/55JPlyiuvdK5i0g7Ptm3bMokp5+ekfCbiueP37s6D7Cf2U0UGbIV10/UQ9jmRcCLBQGANtGjRQgYMGCDXXnutXH311c4VAfEmrNJ7/rUBPWLECOeqAX1igDau9baBig7i/G4fadKojuj9+tUOrFWEu2QsNzT1FCnJXB4L6xr8dVZ9t8vOW3Jv7JF3TqD+9t+SmdHHdfmy6wnNOENyFtwiusy8pf+QnAUjJGv2JaK/jzejftny5b/PmvXr3R0REef9FW2aJfq76OsqHdmf0tO5FSG6Y3SiP92WaFk/fr376uRciu6Hkf1jjjnGmYg0Pz/fqYLMzEyZOHFipYGfYw6BAgMYwEBwDJiGcFvlCfsEPYIOBlLegD7iT0fW5s+fL2vXrpXVq1fL559/Lnq/a7wTq04OqJ0JOrqml9k2adIk7mvjLSPov9d7qP/3wDG+Dog5n90g+ng8/RcpzEzoMXPaKVC0ebZIpDRM60R4WR+el/D7zZp1jhT8+Kozk3+kODd277+zTUVZznPv877+h2jHRKIhO/+7x0R2T9YXzlknOfOHx5ZR1ci+XuFQ9l/2vKtjZRPdDhuvf+Puo5LyGfNiZF/D+/333y+zZs2Sr7/+Wj788EO59dZbK+0s1Gfb64z52qBr06ZNpc+6D/qxgu0PTkChrqgrDCTHgK2wbroewj5BLymNKw4cyTlwsB+92496maw2vPXS/w4dOog+uire5fw6P8BDDz3kTBKojwfUZ1W/+OKLztwAVdVRvGVWVc6Pf+/VoYl85fP79TUMRyeiC+eslZzPrncdaHMW/p/oiLcTyotzRZeVUKjN6Cu5i/4aW3/ZYF3+e93GwrVvSWjmmQmtI3vOb2JXHki4UPTRfNGrBKoa2Q/NPEsiBTtim6LbmtD7s3BlRtnt+eg/HZNyPhrW/Ua5ouuwSpelxwOd2f6MM86Qs88+W7p06VJlh54+JnTKlCnOiP3MmTOdY8Txxx8f9zjix8802+TdOYZ9y77FQO0yYBrCbZUn7BP2K20QceCqXQcu6ru0vps2bSp33HGHjBs3Tp5//nlnRO+ss84SnTW7on203377OVcO/OEPf5D77rvPmSVbby/QKwoqen0QfpeWto+c0XM/2fE/Hz9yL723FK55MzaSXrLrG/ez8Kf3lvzlT/0yap63WbJmX+w6DOsM/nlLH5BI4a5YmNbZ/MN5m6R422dSvHVu7IqD2AvChVK0cZpoCC8bciv9Pv1EKQn9EFuEPlIvNO1Up3xVI/t6+0BJaGWsrG5vpeuyHO7Lb8sPr3at9udFP2t6JY4+ynNA+0Gio/uVfc66desmc+bMkcjuqzp0J2mnXrzPeHRZqdSZF31PfOU8jwEMYCBxA7bCuul6CPuE/UobRHz4E//ws89SY59po17v59f/VTXwL774Ypk3b57z7Ot169bJwoULnVsE4l36r8GkVatW0qlTJ+nbt6/zuK127dr56ikC9eulyR8uOdjX4TA0faAUbZxeGmYjYSna9KHr7dXH2xWu/18sCBdvmx8bMS8fQvf6Ob235Cy8zblsP7qASMF2KfjhGcn+5CrJmnW2hGYMEr28X+/fL8n8XiRS7LxU5wXIXzbGmS1/r+XGCdsFq1+PrsbpRNDlatkqR/annyZFW+bEyhb++Krr/eN225L5uh9fP0HaHNjA+bzp506Dt9s5NW655RaZO3eufPfdd/LHwX+Rf/7pXzJw4MBKP7v6GezVq5ecc845zgi/PvKuXr16nBNpF2EAAxjAQJUGTEO4rfKEfTBXiZnwmhrhlXr0rh61M+DQQw8VHS3U2wR+9atfxQ0p+lp9TODixYslNzdXCgsLZcuWLc5TBPQe38rqSTsJmjVr5oxg7r///qKXIlf2epO/adgf95cjfB0Osz66SIq3fVoaZiMlUrDqZdfbmzVniOjM/dF/+d//133ZmWdJ0YaM3Y/F07kCdknulyPjTuyX/el1UpK1KroqKd76aUJXEeR/++9Y2ZJdyyTrowudba1yZH/aqc6VBNHCehtBMsN5spe16rUTpHP7Jk4HmF4hM2HCBMASG54AACAASURBVHnnnXfkySeflFNOOaVS6zq3hj6mc/z48fLUmKflgXselAsvvLDCR3aafC4o691xlH3LvsUABoJkwFZYN10PYZ+wX2kDKkgfOraVk0QQDGjY1ycG6KijPkXguuuuE71FQC8/jncFgXYC6BwCmzeXTkRXVFTkTDao9xpX9p51ZLR9+/bSuXNnZ5IwnYugsteX/9uCpzv5Ohxmf3Kl6KX7zr9IWPKW/tP19mbPG+Zcch8Nwonc66/hPVK4M1pUdPK9qoJv/rePiETCpZtauFNyPv9DlWWiy8z94k+xdZVkr411FFQ5sl8+7K+Z6Hqd0XXb/LpywglyYsemorfRvPvuu85l9V9++aXo/fH33HOP6Mh7eaPlf9YOMb1nX2fkL/83fuYcgQEMYAADyTJgGsJtlSfsE/ZpEGEAAz43oI8N1Gd262zgY8aMkb/97W8yaNCgSu8v1pPI66+/LsuWLXNuL9iwYYNMnjxZ9Pnf8U50+gQC7Yg49thjndHVTe/29HU4zNaZ+LPXxIJw7ue3ut7enPk3xS6t1wVkfXi+u7LpfSRv6YOxdeqovpt78PWWg+is+lo4d/Eod+ub0lNyF94WW59eIZA1e7BTtsqR/enlRvbXvOl6nTZDfnRdq984Qc7r28LxqR1fGvr1KhmdyV6/j9cZVt6zm3v2y5fhZwIABjCAAQwkYsBWWDddD2Hf5438RNDxWg5SGMBA1IBe5n/99dfLww8/LKNHj5aRI0eKThpY2a0CvXv3lqlTp4o+G1zvM8/cPRFcNIz57as+hi6cuykWhBMZndeyZf+5CezO+8/oKwUrX4wVLd4yV0LT3D1SL5y7obRcpMSZxd/t/tSJA7U+9BGD+og/7TjQslWO7Dthf/ecBiJSuOYNX4d9vYz//H6lYT/quDpfGdnnOFgdN5TBDQYwkIgB0xBuqzxhn7Afd5QvEfC8lgMkBvxpQC9r1v9u6kfnA+jfv7/ccMMN8vh9V8imd3v7Ohxmf/q7PSbJy1lwk+vt1bKxf5FiZzI9V+HbCfvjYkX1aQA6M7+bsnnfPuLMrF/405TYffduymWmnyjZc6+QnAW37L6KoJezvqpH9k/7ZQJDJ+y/7mo7XW1TnMkETcqumNBVzu2zvyurlXlmZN+fx6LK6oy/UWcYwEDQDNgK66brIewT9o0bVkH7cLK9nFAwULWBYWe3knUTu/k6HDr33ef8FAveiYzsZ398uXMLQKQwU4o2zYqNlrsJq1kfXSAFK8dJ/ornJWvWua73UWjqyU5Yd9s5UNW2VD2yXy7sr/Z32NdH713Qn5F9jk9VH5/YR+wjDGCgpg2YhnBb5Qn7hH3CPgYwgIG9DNw+pI1seNv/YT9SsCMW9qOz1FcVkp2/Z/QVnWgvb8l9kjXnN+4fu+fBiLar7a1gva5G9jeVuYx/9WuuOyaqu00m5bRz6YbzDtrLYqINOkb2CQGJmuH1mMEABhI1YCusm66HsE8j37hhleiHg9dzQMWA/w3cc01b2fJed1+HQx3Jj85wr4k/68PzfL29JkG4orJVj+wPlKJNM2KdIYWrJ/h6/6yf2E2Gn28e9n/X42Y579jBnNto32AAAxjAgGcGTEO4rfKEfT4Enn0ICHT+D3TUEXUUz8CjIw73dTDU8Jv98WUSzi1zGf+CEb7f5opCe3V/V/XIfrmw/+Orvt4/es/+pQMOMD4nnXnUudKxVWfj5cT7bPB7jpsYwAAGMGArrJuuh7BP2KdBhAEMYGAvA//83aG+DoYakJ1Z6ss8ei9vyT2+3+bqBvuKyiU8sv/jeF/vn6+e7yKnntB8L4uJNqp1ZF8Df6LleD2NdwxgAAMYcGvANITbKk/Yp5FPgwgDGMDAHgb2b1pXnri1na+DoRP2P7pASrJWxy5Tz//2YcmcUjpTfUXhOJC/S+8tWbN+LdmfXC1620K2zi+Q0c+pG3cj+zNj+6fgx1d8XaeLnussp3RttodFt42usq9jZJ/GelkPfI8HDGDACwO2wrrpegj7NPKNG1ZefIBYJgdmDNScgZb71ZPHb/X/ZfyhmWdJ8fbPY2G2cO07kpnex9eBNpEOh6xZ50je1/dJ8ZaPpSR7jYRz1knJzqVSuG6S6BMBqhzZnzFIijaVCfur/B32Fz7bWfp3Ng/7jOzX3LGD4zb7HgMYqC0GTEO4rfKEfcI+YR8DGMDAHgZaNKsnj9x0mO9Dc2j6qVL00+RY2C/aOs/1M+8TCd018Vp9pJ92XkSKsmLvL/ZNpERKslbJ+w/dKDq6H2/7QnuF/ZfjvjbeMmz+/rMnO0mvDk32sFidRiMj+4SN6rihDG4wgIFEDNgK66brIezTyDduWCXyweC1HEgx4H8D+zWpK0G4Z18vZ8///olYBg7nb5HQ9IG+DrRuwnNoan/J/+4/EikpKH1vkRIJ52+VcO6GPX73RcYL8umTl8V9v6Vhf1Zs/xSseinua91sl9evSX/oWDmsdUPjcxIj+/4/xnAeoI4wgIGgGzAN4bbKE/YJ+8YNq6B/WNl+TjgY2NNA08Z15e6rD/F1MHSCZ3ovyf3ij7Ewq4/hy577W/9v95SelW6jXqKvl+1H/xVtmSM5C26WnPnDpXBDhkRK8p0/pb823hndjxfCQzNOl6JNZcL+yhcrXW+85dj6/dv3Hi2tW9Q3Picxsr/n55njG/sDAxjAQPIN2Arrpush7BP2jRtWHECSfwBhn7JPa9LAvo3qyF8ub+PrYBgNoNlzhzqj3tFgnL9sdCC2O7r9FX3VRwpG/0VKckXfY/R1GvjDeRudPy+aN1fmTxgZ+1v0NdGvTtjfXDbsj4v72miZmvw69vb20qBemvE5iZF9jp81efxk3fjDQO0wYBrCbZUn7BP2jRtWHNRqx0GNeq499dyoQR35v0sO9nUwjIbS0KxzpGjznGg2Fr1vP/q3oH4tG/YlUiz6s/OUgfQTJW/JvRIp3Om834w33pD3H7k57vstDfsfxvZNwcoX4r62pvfVzsk95aEbD0vK+YiR/dpzrOK8RF1jAAM1ZcBWWDddD2GfsJ+UxlVNfdBYLwd5DCTfgI6u3nRBa98Gw7LBNDT1JMlf/nQs0EaKcyQ0fVAgtr3s+yj7fdbsiyVcsD32noq3L5DcxaMk75uHpCS0XEQizt++nPm2fPrML6P+ZZeh34dmnCFFm8uE/RXP+3a//PRWN7nxvIOMz0ca9HVkv2OrzsbL4tiS/GML+5R9igEMpIoB0xBuqzxhn7BPgwgDGMDAHgbq1kmT685p5dtguGeo7SU5n/9BIoWZsXCc99VdAdn2iu/dD00/TQpXvy4SLoq9J4mUiIQLYz9rp8YHj/9Z3vt7aoT95eO7yvn9WuzhsDoNQg35GvirU5YyhBAMYAADGHBrwFZYN10PYZ9GPo0iDGAAA3sYSEvbR4ae3jIwgTlr9kVSvGVuLAgXb/tMdEb7PTsFKg7W/nxNL+c+/aKtc/cM/PoOI8USKdguecvGyLzHBjv/472H0pH9j2L7pWDFc77dJ/Of6iSd2jXew6HbBlfZ10VH9sv+ju9pvGMAAxjAQLINmIZwW+UJ+zTyjRtXyf7wsDwOyBioeQN9jmvq22BYPtyG9BF8y5+MBeNIUUhyFowIzPaXfz/Oz+knStaH50re0n9K8dZPpGTnUtHL+Qt+fFWy5w1z7uF/7+6hov8rLB+7jL9s2B8b97XxlmHr9/rYPX3ko+lnn5H9mj92mNYh5alDDGAgCAZshXXT9RD2CfvGjasgfCDZRk4cGEjMgD4CzVbQS8Z6cubfKCVZK0tHsSMlUvjTFMnM6Buo95DofqhyZH/mmVK8uUzY/+FZX+6Pnz/oIU/+X7uknIsY2U/sc85xkf2FAQxgoHoGTEO4rfKEfcJ+UhpYHCiqd6Bgv7Hf/Gqg2b51ZfO73X0ZDisKxaGpJ0vhmjedy9w18Yfzt0ruojsCs/0VvaeqflflyL4T9mf/chn/D8/4cn9sfKe73JCEyfn0s8TIPsdUvx5T2S5sYiC1DNgK66brIewT9gn7GMAABvYyoJP0zf5PR1+Gw3gh2HkGffbq2Oh+0cYZEpp5ZqDeQ7z3VtHv3Y3slw37T/tyX6yY0FX0tpFkNIQZ2U+txnQyTLAMTGAAA14YMA3htsoT9mnkJ6WB5cWHiGVycMZAzRp4ZdSRvgyHFQVf/Z0+hq9w3Xuxe/fDeZskd9EoyUzvHaj3Ee/9lf991SP7Z0nxljJhf7k/w/6CpztJowZ1knIuYmS/Zo8ZHLPZ/xjAQG0xYCusm66HsE/YT0oDq7Z8sHmfnMRqk4G7rjokcCE5e97VEs5ZF7t0vWjLx5L10UWBex/lg31FP1c9sl8+7D/ly/0w9vb2STsPMbLPMbo2HaN5r3jHQM0ZMA3htsoT9gn7SWtkccCpuQMO+55974WBU7o282U4rCj4lv1d/vdPikTCTuCPFGVL3tIHUnKyPncj+3NiHR/6xIKy+8kv3w8++YCknYcY2edY6MWxkGXiCgMYKG/AVlg3XQ9hn7CftEZW+Q8BP3NgxECwDRx8QLBm5I+GV71PvyTrx1jILd75tWTNHuzLoBvd5up8rWpkP2umjuyXCfvf/9d3+2DrpB7SPAmP3Iseay7vcpVc13045zXaNhjAAAYw4KkB0xBuqzxhnw+Cpx+EaAOMr8EOfdRf7a2/JS908V1AdBOM8776u0ikJBb48797XDLTTwzke4n3fqsa2c+aeXa5sP+E797/O/cdndRzUO+2fWVA+0FJXSbHv9p7/KPuqXsMYCCeAVth3XQ9hH3CPo0iDGAAA3ENPHFrO98FxHjht+zvQ9NOleIdi2JhP5yzXrJmnRvI91L2fZX9vnRk/xLJ/vhyyVl4mzMZYd6S+yTvm4dFOzcKfpwg4dz1sX2Q//3jvnv/Q049MK69eA2syn6vI/vDut+Y1GVWtj7+RhDAAAYwUDsNmIZwW+UJ+zTyaRRhAAMYiGvgt4MO9F1ALBt4436f3ltyF4+SSEneL2F3xQuSOaVXMN/PlJ57bbeO7L//0HAp/nmRhAt2SKRwl0SKsiRSnCORkvzdTyWI/PL+9eqGCpZTU7/74dWucnjrhnHtVacBzch+7Wx0V8cKZbCCAQyYGLAV1k3XQ9inkZ/UhpbJh4ayHHQx4D8Dv2rZwFcBMZFgmjXrHCnaMFVESgOvhuDsuUMD+37Kv3cd2f/87Qf3uF0hluzLfxMukpwFt/jqvT9046HSuGFyHrkXPXYwsu+/Y0i0bvhK3WAAA6lkwDSE2ypP2CfsE/YxgAEMVGpg/lOdfBUSy4feyn7WgBvO21gafSMlUrjuXcnM6BPY91P2verI/uRn7ovF+khhphRt/lCKfpoihWvfcS7jL1jxguR//1/J/eJ2yczo55v3vfnd7nJe3xaSlpbcxi8j+8ndn6nUMOe9YAMDGEimAVth3XQ9hH0a+ZU28pP5oWBZHGQxEEwDd111iG9CYtmw6+b70IwzpHD9pNij+MK5P0nOgpsD+37Kvmcd2V/43iOxsF/882LR9xuaPlBC0wZIaOpJpQHfhxMTpj90rBzRJrmX8OvxhZH9YB5jODdQbxjAQNAMmIZwW+UJ+4R9wj4GMICBSg307tA0wOG4l+QuvE3C2Wt2j+6HndFvfTxf2eAcxO/Lj+wXb/88EO9JH7f3h0sOlnp10yp1V52GHyP7BIbquKEMbjCAgUQN2Arrpush7NPIT3pjK9EPC6/nAIsBfxvYt1Ed+ezJ4F7Kn5nRVwp+fKV00jq9g79gu+QtuVcy03sHIhzH64jYa2R/+4JAvJ95/z1Ouh3dxJNzDyP7/j6WcKynfjCAgVQxYBrCbZUn7BP2PWlwpcoHmffBSQkDpQb+9Js2gQiS8YJx9sdDpCRr5e5L3iNSvOVjyZo9ONDvae+Rff+H/W3v95CHbjxMGjVI7sR80c8pI/scs6MW+IoFDGDASwO2wrrpegj7hH3CPgYwgIEqDXQ9cl/Z+E734Ibj9N5SsHKcSKS4NPCHiyT/u8ckNLV/YN9TEEf2l4/vKqd0bValt+o20IZ1v9G5b7+65SlHOMAABjCAATcGTEO4rfKEfRr5njW63HxQeA0HVAwEw0DzJnVl0j+OCWww1hF/nbiuJHt1bEI7HenP/viywL6nII7sP/b7wz095wxoP0h0dJ/jSjCOK9QT9YQBDATVgK2wbroewj5hn0YRBjCAgSoN1EnbRy7o30K2v98jsOFYA7/eqx/7FwlLwaqXJTM9mI/i22tkf9t8X9fN+ond5KhDGlVpzaThx8g+wcHED2XxgwEMuDVgGsJtlSfs08j3tOHl9gPD6zi4YsD/Bg49qIHMGN3B14Ey3j370d+Hpp8mRZtm6DR9TuaPhAsk57MbAvme9hrZ93nYH3OLt6P6egxhZN//xxGO9dQRBjCQCgZshXXT9RD2CfuEfQxgAAOuDOikar8f3DqQwTga9jOn9JLsT4dJOG9jbIC/+OdFEpp2SuDeV5BG9r9/5Xg5ok1DV85MGoGM7BMiTPxQFj8YwIBbA6Yh3FZ5wj6NfM8bX24/NLyOAywG/G/guHaNgz+6P22AFKx4XiIlBaWj+yV5krf0QclM7xWowB+Ukf0d/+shtw9pIw3rp3l+vmFk3//HEI7z1BEGMJAKBmyFddP1EPYJ+543vlLhA8174MSEgVID+zaqI/oYvq2Tgnzvfi/RR/EVb/s0djl/SWiFZM0ZEqiwv/fI/me+3H699eOYttW/Vz8a4Mt+PfOoc2XwcUMk+lW/v6LrMGFkn2M1x2oMYAADNgyYhnBb5Qn7hH3CPgYwgIGEDPTu0FTmPn6cL4PlL5fr96xy+/KW3CORgu2lo/vFuZL/wzOSmX5ileUSWYeXr33vnitk8nMP774dISJFm2f7attXjD9TFo89Q64//XRnhnwN69FwHv0aDenRr7/pPDQW2KPBvaKv0ddHv0aXp1/1v42GHusgUGAAAxiovQZshXXT9RD2aeTTKMIABjCQkAG9d/+2Sw+Wje9091W4TDRYh2acLsVbP9k9uh+R4u0LJGvOpYF5T5+9cL0smjOtNOyHCyX/+yeStu0a1L8ae55Ev+pVBHrbQPSrfj/m2uuc3+nXV0deJSPPGi5jRwzb4+vIc6/eI7xHw3n0a9mQrr/Tn8uO4Otj9Dq26pyQTxrftbfxTd1T9xjAgC0DpiHcVnnCPo18GlEYwAAGEjbQ5Yh9ZdojwZ6ZXzsHcpfcJ5HCzNjoft43/wrE6H5o6kky+Zn7Zep7U0u3vSgk2R9fHgvn8UL69AeH7BHSNbRXFNLLh/by4T4a+st+1e+j69Wvsx8dJDrHg62GF+uhkY8BDGAAA7YM2Arrpush7NPIpyGGAQxgIGED9eulyYiLWsuaN05I2mhyoiPzyXh9aNoAKdn5ze5L4UUKf/pAQjPP9P17ylv2qCz+dJ7cMfRO5/+4+++tMLSXD+n6s/6vLKTriH4y9u3w8w9K2JWtRhrrIRBgAAMYwICJAdMQbqs8YZ9GPo0xDGAAA9Uy0HK/evLaXUfJzx8EebK+nlKw4rkyE/X9INmfXJWUsJuMwFx+GVmzfi0Fa96USHGO00GxeeNm+eGLmbJq4sXOZfflX18TP++a3FPGjzpSdDJHk4YUZWmIYwADGMCAXw3YCuum6yHs08inMYYBDGCg2gYGdmsuy8d39W04dhN2dWZ+CReWju5HiiV38SjJTO9d8+8po49kzblEchaMkPzlT0vR1k8kUpIfuwpBImEp2fm1ZH96rT+2d0rppIjz/nucdOLy/Wp/pvzasGW7CF0YwAAGfjFgGsJtlSfs08inQYIBDGCg2gb02el3X31I4Ef3wzlrYyFaR/r1nng3HQWevSajj+j8AdER/NjGRb8JF0rhT5Mle+7lvppjYMWErjLk1AOlXt20apuiMflLY5J9wb7AAAYw4E8DtsK66XoI+zTyaZBhAAMYMDLQvEld+XBMx5oNx7tHlasbvgvXTYrGaCnaOE10pv7qLisZ5ULTTpaCVS/Htin2TbhIind8ITnzh0to6sk1uo3l3+eW97rLP393qDRuyOX7NM792TinXqgXDGAgWQZMQ7it8oR9GvlGjfxkfWBYDgdfDATbwMnHN5PVAZ6sL2/pA7E8XbRxhoRmnFGzQTq9t+R8doMUbZ4jxT8vkYKVL0ju4r/5evLAl/96pOhjGfksB/uzTP1RfxjAAAaqNmArrJuuh7BP2KdhhgEMYMDYQN06afK3K4N7OX/WRxdI8bb5zqh53ld/l8yMfjUb9vVKBWfegF41vx0urpr4+PHjRCdspIFYdQORfcQ+wgAGMBB8A6Yh3FZ5wj6NfBpnGMAABpJi4MDm9eTxWw+X7e8HcHb+9F6SNetcyfroQglN7R+IgF3+Mvqa+nnJC13kpC7NkmKIBnDwG8DUIXWIAQzUBgO2wrrpegj7NPJpoGEAAxhIioG0tH2kyxH7yuQHjyUsuxgNr6lwnsz1rpxwglxyygGiV3bUhsYd75EQgwEMYAADasA0hNsqT9inkU8DDQMYwEDSDOgs7OecuL/Mf6qT6PPWkxksWZa/9qfOvH/5QGbep+FPwx8DGMBA7TNgK6ybroewTyM/aY18DnS170BHnVPnFRmoXy9Nrj6rpSwf35Wwn6Ij/Drz/q0XH8wj9mhD0IbAAAYwUCsNmIZwW+UJ+3xAa+UHtKKAwu8IrhhInoF9G9WRkZe1kY3vdCfwp1jg3/Z+D/nr0F/xiD3aD7QfMIABDNRaA7bCuul6CPt8SGvth5Rgl7xgx75kX1ZkoEmjOnL/tW2DOWFfigX0ZN0Csfnd7nL7kDainTkV1Tm/41iAAQxgAAO1wYBpCLdVnrBP2KfBhgEMYMAzA/rc9Wf+2J7AnwKdB6vfOEFuvrA1I/ocLzw7XtSGgMB7JAhjIDUM2Arrpush7HPS5qSNAQxgwFMDh7RsIM/+qb3sZMK+wN7SsOHtbnLTBa0Z0edY4emxghCUGiGIeqQea4MB0xBuqzxhnxM3J24MYAADnhrQR/IdfEB9eXj4YdzDH8AR/h9fP0GuO6eV6FUataEBx3skqGAAAxjAQFUGbIV10/UQ9mnk03jDAAYwYMXAYa0bOoF//cRugR3hTta970FYjj468ZsXj5fz+7Vg1n2OEVaOEVU1rvk7AQwDGPCLAdMQbqs8YZ8TOCdwDGAAA9YMtG5RXx4dcbj89BaB38+B/+cPesikfxwj3Y9uYs2GXxpwbAdhAgMYwAAGqjJgK6ybroewTyOfhhwGMIABqwYa1k+T/7vkYFn7JoHfj4F/x/96yIt3HCFHtGlo1UVVDSv+TuMbAxjAAAb8YsA0hNsqT9inkU9jDgMYwIB1A/Xrpck1Z7WSFRO6il4u7sfQWxu3Sa+4uO/ats4cC35pULEdNO4xgAEMYMBvBmyFddP1EPZp5Ftv5Pvtw8r2cALBQM0Y0MDfr3MzmfpwB9k6qQeBv4Yn7/tybGe5sH8LaVAvjfMCbQMMYAADGMBAJQZMQ7it8oT9SiqRAFAzAYD9zn7HQO0xUCdtH+nUrrE8cWs72fROdwJ/DQR+3e+vjDpS2rZqQMOONgEGMIABDGDAhQFbYd10PYR9F5VJ8Kg9wYO6pq4xUDMG9mtS13mO+7cvHU/gtxT4d07uKTqar/MnNG1cl8Yd7QEMYAADGMCASwOmIdxWecK+ywolANRMAGC/s98xULsM9O/cTCbec7ToJHG18Z55W+952/s95OW/Hil9jmvKZfu0A2jcYwADGMBAggZshXXT9RD2E6xYgkftCh7UN/WNAbsG0tL2kcNaN5S7rjpEdJRfHwFnKwDXlvUsH9/VmRxx/6Z1Rfc3xtkHGMAABjCAgcQMmIZwW+UJ+4R9GnoYwAAGfGmgb6emMvb29rL5Xe7lN+2I0Ev2f3i1qzx4/aFy0P71fVnfNDQTa2iyv9hfGMAABmrOgK2wbroewj6NfBp9GMAABnxroOV+9eTKM1o695Zvf59R/kRDv4Z8Hcl/9k/tpXeHplKvLjPt0ziuucYx+559jwEMpIoB0xBuqzxhn0a+bxv5qXIw4H1wYsOAmQGdsb91i/rytysPkU+f7CR6v3miobe2vX7X5J7y4+snyPMjj5Bf99lfGjWow7Ge8z0GMIABDGAgSQZshXXT9RD2k1ThNObNGvPsP/YfBjBQlQENrMcfua/cffUhsn5iNybxizNr/8Z3usuEO4+Us3vvLwc0q8d9+ZznadxjAAMYwECSDZiGcFvlCftJrviqGqv8nUCDAQxgwMxA/Xpp0mr/enLPNW3lkyeOky3vcU+/Xrnw01vdZPyoI2VA1+bC5HtmxviMsv8wgAEMYKAyA7bCuul6CPuEfXr6MIABDATSQMP6adKpXWP5/eDW8vkznWXrpB6i96jXpkv29XJ9nXjv3mFt5Zi2jRjF57McyM9yZQ1q/kbgwgAG/GjANITbKk/Yp2FAwwADGMBAoA3opHN166Q596brRHRfPNs5pS/x1zkLdNK9t+89WgaffIA0b1I30PXnx0Yc20S4wAAGMICBygzYCuum6yHs08inkYgBDGAgZQw0aVRHuh/dRG65qLVMfvBYWftmt5S4zF9vVfh6XBeZ9I9j5LZLD3auaGhQj5n1K2uI8Tca6hjAAAYw4JUB0xBuqzxhn0Z+yjTyvfows1xOFBgInoG0tH2cS9p7HtvECccv3nGEfPvS8aKXvQfhMv8d/+vhzKavTx947a6j5A+XHCy9OjSRZvsyis/nMXifR+qMOsMABlLNgK2wbroewj5hn7CPAQxgIKUN6KP7dFb6Yw9tJOf1bSGjbz5M0h86VhY+29mZ1M4P4V9H7vXee51w8K17j5a/X3OIc4n+ce0aS9PGBPxUayTyfgg+GMAABoJtwDSE2ypP2KeRn9KNfA6kwT6QUn/Un1cG9HL/bkc3cQL1H39zsLwy6kgnrM1bjQAAFx1JREFU/GvgXvXaCU4ngI6uJ7MjQK8q0EkE9daC71853gn27//zGHn6tnbObQfnnLi/dDy8sbTcj8fleVXvLJdjCgYwgAEMJMOArbBuuh7CPmGfsI8BDGCgVhuITvCnJ//WLerLwG7N5ZqzWsmtFx8sd199iLz81yMl46FjZckLXZyJ8ZaO6+JMArj4+S5OB8Gyl493bhHQe+oXPddZ1k3s5nQS6Gj9nMeOE72F4LHfHy73X9vWeXKAXl1w8vHNpH2bhs4VBzq5YDIaHiyDBiwGMIABDGDAjgHTEG6rPGGfRj6NTAxgAAMYqMCAXv6vj/dr3LCOaIeANqD058NbN3RuCehzXFPROQH6dW7mTAqotwkc0rKBMzKvr6PBZafBxX5mP2MAAxjAgG0DtsK66XoI+xU08GxjYX0coDCAAQxgAAMYwAAGMIABDATDgGkIt1WesE/YZ/QJAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZofSyBaOXjXqinjCAAQxgAAMYwAAGMIABLw2YhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxXqZc8Qy6bnEQMYwAAGMIABDGAAAxjAQDAMmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcVSi9bMHrZqCfqCQMYwAAGMIABDGAAAxjw0oBpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaFe9gyxbHoeMYABDGAAAxjAAAYwgAEMBMOAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mh9LIFo5eNeqKeMIABDGAAAxjAAAYwgAEvDZiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFeplzxDLpucRAxjAAAYwgAEMYAADGMBAMAyYhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxVKL1swetmoJ+oJAxjAAAYwgAEMYAADGPDSgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZoV72DLFseh4xgAEMYAADGMAABjCAAQwEw4BpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaH0sgWjl416op4wgAEMYAADGMAABjCAAS8NmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcV6mXPEMum5xEDGMAABjCAAQxgAAMYwEAwDJiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFUovWzB62agn6gkDGMAABjCAAQxgAAMY8NKAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mhXvYMsWx6HjGAAQxgAAMYwAAGMIABDATDgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZofSyBaOXjXqinjCAAQxgAAMYwAAGMIABLw2YhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxXqZc8Qy6bnEQMYwAAGMIABDGAAAxjAQDAMmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcVSi9bMHrZqCfqCQMYwAAGMIABDGAAAxjw0oBpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaFe9gyxbHoeMYABDGAAAxjAAAYwgAEMBMOAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mh9LIFo5eNeqKeMIABDGAAAxjAAAYwgAEvDZiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFeplzxDLpucRAxjAAAYwgAEMYAADGMBAMAyYhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxVKL1swetmoJ+oJAxjAAAYwgAEMYAADGPDSgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZoV72DLFseh4xgAEMYAADGMAABjCAAQwEw4BpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaH0sgWjl416op4wgAEMYAADGMAABjCAAS8NmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcV6mXPEMum5xEDGMAABjCAAQxgAAMYwEAwDJiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFUovWzB62agn6gkDGMAABjCAAQxgAAMY8NKAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mhXvYMsWx6HjGAAQxgAAMYwAAGMIABDATDgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZofSyBaOXjXqinjCAAQxgAAMYwAAGMIABLw2YhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxXqZc8Qy6bnEQMYwAAGMIABDGAAAxjAQDAMmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcVSi9bMHrZqCfqCQMYwAAGMIABDGAAAxjw0oBpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaFe9gyxbHoeMYABDGAAAxjAAAYwgAEMBMOAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mh9LIFo5eNeqKeMIABDGAAAxjAAAYwgAEvDZiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFeplzxDLpucRAxjAAAYwgAEMYAADGMBAMAyYhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxVKL1swetmoJ+oJAxjAAAYwgAEMYAADGPDSgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZoV72DLFseh4xgAEMYAADGMAABjCAAQwEw4BpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaH0sgWjl416op4wgAEMYAADGMAABjCAAS8NmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcV6mXPEMum5xEDGMAABjCAAQxgAAMYwEAwDJiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFUovWzB62agn6gkDGMAABjCAAQxgAAMY8NKAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mhXvYMsWx6HjGAAQxgAAMYwAAGMIABDATDgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZofSyBaOXjXqinjCAAQxgAAMYwAAGMIABLw2YhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxXqZc8Qy6bnEQMYwAAGMIABDGAAAxjAQDAMmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcVSi9bMHrZqCfqCQMYwAAGMIABDGAAAxjw0oBpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaFe9gyxbHoeMYABDGAAAxjAAAYwgAEMBMOAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mh9LIFo5eNeqKeMIABDGAAAxjAAAYwgAEvDZiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFeplzxDLpucRAxjAAAYwgAEMYAADGMBAMAyYhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxVKL1swetmoJ+oJAxjAAAYwgAEMYAADGPDSgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZoV72DLFseh4xgAEMYAADGMAABjCAAQwEw4BpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaH0sgWjl416op4wgAEMYAADGMAABjCAAS8NmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcV6mXPEMum5xEDGMAABjCAAQxgAAMYwEAwDJiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFUovWzB62agn6gkDGMAABjCAAQxgAAMY8NKAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mhXvYMsWx6HjGAAQxgAAMYwAAGMIABDATDgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZofSyBaOXjXqinjCAAQxgAAMYwAAGMIABLw2YhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxXqZc8Qy6bnEQMYwAAGMIABDGAAAxjAQDAMmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcVSi9bMHrZqCfqCQMYwAAGMIABDGAAAxjw0oBpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaFe9gyxbHoeMYABDGAAAxjAAAYwgAEMBMOAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mh9LIFo5eNeqKeMIABDGAAAxjAAAYwgAEvDZiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFeplzxDLpucRAxjAAAYwgAEMYAADGMBAMAyYhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxVKL1swetmoJ+oJAxjAAAYwgAEMYAADGPDSgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZoV72DLFseh4xgAEMYAADGMAABjCAAQwEw4BpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaH0sgWjl416op4wgAEMYAADGMAABjCAAS8NmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcV6mXPEMum5xEDGMAABjCAAQxgAAMYwEAwDJiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFUovWzB62agn6gkDGMAABjCAAQxgAAMY8NKAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mhXvYMsWx6HjGAAQxgAAMYwAAGMIABDATDgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZofSyBaOXjXqinjCAAQxgAAMYwAAGMIABLw2YhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxXqZc8Qy6bnEQMYwAAGMIABDGAAAxjAQDAMmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcVSi9bMHrZqCfqCQMYwAAGMIABDGAAAxjw0oBpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaFe9gyxbHoeMYABDGAAAxjAAAYwgAEMBMOAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mh9LIFo5eNeqKeMIABDGAAAxjAAAYwgAEvDZiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFeplzxDLpucRAxjAAAYwgAEMYAADGMBAMAyYhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxVKL1swetmoJ+oJAxjAAAYwgAEMYAADGPDSgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZoV72DLFseh4xgAEMYAADGMAABjCAAQwEw4BpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaH0sgWjl416op4wgAEMYAADGMAABjCAAS8NmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcV6mXPEMum5xEDGMAABjCAAQxgAAMYwEAwDJiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFUovWzB62agn6gkDGMAABjCAAQxgAAMY8NKAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mhXvYMsWx6HjGAAQxgAAMYwAAGMIABDATDgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZofSyBaOXjXqinjCAAQxgAAMYwAAGMIABLw2YhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxXqZc8Qy6bnEQMYwAAGMIABDGAAAxjAQDAMmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcVSi9bMHrZqCfqCQMYwAAGMIABDGAAAxjw0oBpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaFe9gyxbHoeMYABDGAAAxjAAAYwgAEMBMOAaQi3VZ6wT9inBw8DGMAABjCAAQxgAAMYwAAGXBqwFdZN10PYd1mh9LIFo5eNeqKeMIABDGAAAxjAAAYwgAEvDZiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9hH2XFeplzxDLpucRAxjAAAYwgAEMYAADGMBAMAyYhnBb5Qn7hH168DCAAQxgAAMYwAAGMIABDGDApQFbYd10PYR9lxVKL1swetmoJ+oJAxjAAAYwgAEMYAADGPDSgGkIt1WesE/YpwcPAxjAAAYwgAEMYAADGMAABlwasBXWTddD2HdZoV72DLFseh4xgAEMYAADGMAABjCAAQwEw4BpCLdVnrBP2KcHDwMYwAAGMIABDGAAAxjAAAZcGrAV1k3XQ9h3WaH0sgWjl416op4wgAEMYAADGMAABjCAAS8NmIZwW+UJ+4R9evAwgAEMYAADGMAABjCAAQxgwKUBW2HddD2EfZcV6mXPEMum5xEDGMAABjCAAQxgAAMYwEAwDJiGcFvlCfuEfXrwMIABDGAAAxjAAAYwgAEMYMClAVth3XQ9SQn7phtB+SOFfcA+wAAGMIABDGAAAxjAAAYwgIFkGSDsHwmmZGFiOVjCAAYwgAEMYAADGMAABjDgDwOEfcI+VxVgAAMYwAAGMIABDGAAAxjAQIoZIOynWIXSi+aPXjTqgXrAAAYwgAEMYAADGMAABmrSAGGfsE8PHgYwgAEMYAADGMAABjCAAQykmAHCfopVaE32HLFuei4xgAEMYAADGMAABjCAAQz4wwBhn7BPDx4GMIABDGAAAxjAAAYwgAEMpJgBwn6KVSi9aP7oRaMeqAcMYAADGMAABjCAAQxgoCYNEPYJ+/TgYQADGMAABjCAAQxgAAMYwECKGSDsp1iF1mTPEeum5xIDGMAABjCAAQxgAAMYwIA/DPw/Z/iDKcBZND4AAAAASUVORK5CYII=" alt="" /></p>
<p>Is there a way to make a 3D dotted stroke shape layer&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-346173"><a href="https://creativecow.net/forums/thread/3d-carousel-moving-in-3d-space/#post-2403948" rel="nofollow"> Read more</a></span></p>
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				<title>John Richter started the discussion 3D Carousel, moving in 3D Space in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/3d-carousel-moving-in-3d-space/</link>
				<pubDate>Fri, 12 Feb 2021 22:38:39 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/3d-carousel-moving-in-3d-space/">3D Carousel, moving in 3D Space</a></p> <div class="bb-content-inr-wrap"><p>Hello! I am needing to create a 3D carousel orbiting around the phone in this shot. I initially constructed the carousel with a 3D shape layer for the dotted circle, then just used position/scale/blur keyframes for the orbiting icons, but the shot makes this tricky. As you will see in the footage (link below), the camera arcs around the hand,&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-345910"><a href="https://creativecow.net/forums/thread/3d-carousel-moving-in-3d-space/" rel="nofollow"> Read more</a></span></p>
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