Saturday, March 12, 2016

[VALE] update

At the backlink I provided the chart model below.


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CFSiz1wwMT8d1d4TtClNpG1ut1JftF9AUAAMzgOglAaiqx1Hd3hTd5EWCprWO5XBLRuOiFqTrwVQEAAGZwnQQgNZVYamnyUkKsEpbaOhaLBRHd3NyUv2t8VQAAgBlcJwFITfmWerdjxym8yYuAXGrrFNbrNRF1u90K5wAFKEABClCAAhSgkK9C+Za6nCYvAqLU1rHb7YioVc4tlRdEXwAAwAyukwCkpnxLXU6TFwGW2kaazWYl+Ub4qgAAADO4TgKQmvK9TbdbRpMXAZbaRi4vL4los9mUvF98VQAAgBlcJwFITcmWWhKpG42SdodcahsVbm5uiOjl5aXCOUABClCAAhSgYFCQts/VzgEK9VIo2VJLIvX1dUm7Q5TaRgaDARE9PDyUvF9EXwAAwAyuk6PRSB5ktNTgDCn5hCkzkZphqe1kOp0S0f39fcn7xVcFAACYOe3rJB0IGzAajWCpQWpKPmGur8tLpGZYajuZzWZENBwOS97vaX9VAABAdk74OkkKYWNgqUEWSj5hGo3yEqkZudR2Kjw9PRFRL2EdRduOAgpQgAIUoFAjBfISHCBmWv5FLjUUUiiUaamXSybiq6vSdogotZVIA8Wkljo7Jxx9AQCAXDjh62RklFq11IwoNUhOmSfMeMxEXObf+/HLYCOw1AAAYCcneZ2kANphsNQgI6EnzLxPRP25eet5XzlFO5PXwIDXSec4oPVVJuLFIvus44JfBhtZLpfpepJn5CS/KgAAIEdO8joZx1K7ThqWGqRGf8IcnLDJUnvc8gHPBsER2z/yBd7t8j6GcJBLbaPCer1OYanTzWG5XC4Wi8VisV6vbXsfoAAFKEABCiUopLDUyKWGQgoF3QlztMIGSy0B6mNker/RcYv9E4cR69nfJmKi/zEi8J0ruL+0EbHUl5eXRe9I1kG6fPTRR8vSis0AAEANOc8oteunGVFqkIHgCfM66RB1JpOIxI9gYsh+w1flf8qA2YyJmOg+KpkkT/DLYCPb7ZaIWq1W0TuSan2tVqvb7UoX9EajsVqtit4vAADUFFjq0WhkjmcDEIb/hHGdclQutVjm8Cj1vO95mXs9sdTXupTrosAvg6WUaandAtiffPIJEV1cXOzKTD4CAID6AEvts9Qw1iA+3lNF8dExlicGcqWV4f4gNbfbTMR/mRqRax5zBLnUlipIwDiRwmeffZZ0pz5L/fz83O12iej29japlKuQbkMoQAEKUIBCVQpmi6z6ac7PUlv4PkChaAX1VPG46GhLrVmf6MukdgPS2y0Tcbv9T+KUEcmR/bGp7wUe2/C40WgQUfzxw+GQiL75zW8m2tdgMHAt9fPz8/Pz82azkV2/vLzY8D7gMR7jMR5b9dj9ryXzyeVxmEWWMe56RHnSYKltOBY8tvmxe6r4w8oRltq3+JD96xW9lvrxkYn47m5djaUGttFqteLf9z8+PlKqNOhglNp9st1uI/0DAAB8qC7hZKgkSg3OkP2p4nXAzFGWOpDX4X/SO+Dujol49u0fabYqEvwaWIpY6u12Gzlyt9tdXFwQ0SJ5QXOtpWZmSf8Yj8dJBbODxZEAAJs5E0vtGmWfn+YQSw1jDeIgJ4m2xvSB0BYugRdUG+5ZntjtMpHU0dPKFUXWX4DsFxcoaBXEJa/X68gN7+/viejm5ibFHMIstfSaaTabSQPVGd8HKeo3nU6ziFj4aUIBClCAgs0KlVhqC98HKBStkMVSm6LUyn92O3YcbrX0GxUK7iktReLEkZZ6u906juM4zmazSbGXMEvNzNfX10T08PCQQjY1vvkAAIBtnFWUOuinGVFqkIHQkyRlLvVxE3fE91+YiHt/9b/xvl4G+AWwFLHU7hrBMMSD9nq9dHsxWOrFYkFE7XY7nXIu8wEAANuApYalBqmJb6n9uR4JGpLfETHRXdmGGpbaWq6urihGerQMe3p6SrcXg6Vm5na7HcfW5wgsNQDAcmCpDZYarhqYSW+p3UEHwhNEpkRMdFWyn2bkUlur0Ov1Ii21ZH00Gg3JeM4xl1qYTqdENBgM4gtmfB9ysdQWfppQgAIUoGCzQnw/zcilhkIGhRJuui4vmYhTJcNmBTeUliKW2pzKLLXzUmd9cJSl3mw2VEoTx7D5AACAbZxPlLpoSw3OkBJOEsfhZrPonejBL4Cl3N3dEdFsNjOMkUYt5jFmzJaaY6d05wUsNQDAck7MUoeZY/HN2k1gqUFqij5JVism4qurQncSCn4BLEW6IZorQ4vfXS6XqfcSaalT5H5kAZYaAGA5sNSw1CA1RZ8kh76Jhe4kFORSW6og1abN5lISqbPMIdJSS+5HM/YfUZBLDQUoQAEKNVIIGuLSLLVV7wMUylEo2lIPBkzEGf54nwncU1qKmEtDeFi6sVxl+/NGpKXmQyw8RWvG7PMpju12+/T0NFSYzWaLxWKxWGSJ+gMATp4TjlK7z7imWbsJotQgNUWfJNfXTMRVfY3jF8BSIgtOZ1+byPEsteR+3JXyd5SiLfV2ux0MBtKZ0ozjON1udzgclllDEABgPydsqcXuwFKD4ij6JGm1mIgT9n3ODfwCWIp0WjE4ZnG6Gd1nHEu9Xq+prLofhVrqh4eHZrMp1/2Li4terzf00uv1ut1ut9uVgtwuGRukAwBOiRO21PKM6pi1m5jrUsNYAwOFnh7bLRPxxUVxe4gAudSWKoilNuR1BMt9FJFLLUhYN7I7ero5GOaTDu0cxuOxXOtvbm4im7eLwnK5HI/Hw+EwzoHHmQMUoAAFKNimoLXU7vPabfOy1Fa9D1AoR6FQS/3ywkR8c1PcHiLA3aSlSKp0t9sNGyCFq1P3TRRiWuo4Ff1yoaAotSTJOI5TTkY4AOCEOYcoNYdbalLSQhCoBkkp9NwYj5mI7++L20MEOO8tRdIt2u122IDsFfQ4tqV+enoiouvr6yz7SjGfXFgul47jENHj42OOsgCA8+S0LbXb3qWEKDU4Qwo9Pe7umIiNLfKKBae+pex2OzJmMEu+b4qcBJWYlnq32/kK9hVEEZb6+vqaoip8AwBATM7QUvuMMiw1SE2hp4eU+6iwpgByqe1VMF+bWq0WEalpwcXlUnPsUnq25VJL/owh2B+pkH0OUIACFKBgrYJqhdUO5PEtdVCn/KOAQl0UCrXU7TYTcdRqqQLB3aS9iGnebrfaV6V4RcZdxLfUsryv6IrRuUepb25uEKIGAOTICUepS7bU4Awp9PRoNLjasw+nvr2YUztyuXLFt9SRyyVzIV9LvdvtGo1Go9HYVVWjEgBwcpykpZbHRVhqmGygUtzJsNsxEZdS7zcUnOj2Ys61oDxqRce31HyIi4dFzXMhX0sthQhLWFUJADgfTtVSq36a41nq4PhIq41I9plT3Ee/WjERFxz3iwC51PYqSJk8bZ0KbfuVQnOp+ZBEYU6ntiqXejgcUqqsDzvPByhAAQpQyF2hTEvte9Wq9wEK5SgUZ6mfniouSs2IUtuMoRp0Xh0NE1lqSacuNC853yh1LnUGAQBA5SSj1D4/zXlYal9Y2vdMsUcFbCX0o5/3iag/j9j8ddI5nkydyavy0nTKRPxXfurefT1SLXdwWtuLBFm1/rISSy15FDdF3gPKfG5vb7NLlVb4DwBwVpyApQ7a5eyWWh0Z3DaM/I8N2I3+Qz84ZaMJ9tjpoKseDn+fiIlu1ddLdtU4oe1F/OVgMAi+VIml3m63RHRxcZFxp5Hz6fV62aWQSA0AKAJY6hwtNVz1uaH7xI9e2eCAZZBiofdbuc/8q3/5t4iYLv7e/v/zfvmmGrnU9ipIz0JtVLiSXGpmvri4IOMKxYzvg3QOz2ipZQ6SNjOdTlMrZJ8DFKAABShYqOCzvEE/HRyTu6XOfhRQqKNC8LR5nXSIOpOJOfFDDLTvdTVZ5PVLf3JBxP/hMmKbQsENor1I3brLy8vgS2KpsweMk1rqOCsUsyCh5Vyi1OL+M3aXBAAAH6cXpc7RUodti7A0EPwngOuKzbnUe9/9GvIyM8//BK2J+HfUPi/zPkVslTM4ue1FEi202R2VJH5w8SsU88rWiGznDgAA6YClhqUGqfGeAIqPNltq91U1oVo1y68TIqY/8v96tio9TI2T22oajYb2AmRw24lIaqnzWqG4WCxeXl7C9LM3lHED/LPZbHjg/v5+sVigAAgAIAsnZqnFH5vHwFKDvFBPAI+LjmGpO53g+sT9Fpvf+XUi/mMf/d+azcq31Oo1ItHj5+fn1Nv6Nsccgs9/6UtfokP2gm+8a6mzzGEwGLiWOs778IMf/IAOCSdh78Pnn3++ODCZTBaLhfjaTz75pNvtSpd1wd2vq/Pd737XtdRZPotf/dVfDV7HXS4vL3e7XR3PB8wBc8AcMIfsc5AroTwWf2weoz7mgKWOs63WWFf+PmAO5c/BPW38EeQYlpp8WRzyZH/OzKsf/gYR/4nWTrMZotRAuL6+ppDc5Vxu95NGqfmQo/zDH/7w/v6+1+t1u91utyu902NycXHR7Xavr69Xq5VPXBJaskept9ttr9e7vb0deun1euLptXVUAAAgkjjXSctxvz4iFxoGH5u3Cts2zFWDc2P/uQdzo+NEqf1Z0UdbvvhP/3MiptbvhbxeEjinreb29paIHh4egi85jlOapX55eZlOp4PBoNvtfuELXzBcIrsBXF87m820yR4qYqm1KzLzQnJLrq6uitsFAOCEgaVG4gdIjZwAuhLTLrr1hK+Tjs4buz58NvvviZj+uR+/Bl7G8kSw5/7+noju7++DL0m0NaO+2VI/PT3d3t42m83gKf/1r399PB4vFovdbqfRTUteyy4jd9Fut4vbBQDghIGlhqUGqUlpqfVB7GMUejz+QMREf2+ufbkssp7c2S8uUDAoPDw8ENHd3V3wJbHUapG4FHPQWur1en17eysrI4VutzscDh8fH1erlZSO1k4p3RxUcrHU5jnE2YW15wMUoAAFKGRXkAu7FPqo0FJX/j5AoXyF0NMmKu1ZEqe9RT46dNhmMOB960R3RB1bvYBCeXl5oZCicrnUXfZZ6l/5lV+5urqSq16j0bi5uXl4ePA1dtlsNlRkbkZ2S22mhNwSAMAJczJR6jItdZ6zB3UmvqUOpFsflih62G/R6zER/82fudG/XBY40a1G/Ks2S6Hb7eZoqWezmVuLo9VqTadTQ4vERqPRaDSy7NdALjniBqS+XvYVkACA8+Q0LLVbi7o4S62NTIMzJ4Oldkdp/PLVFRPxYvGP1YySkv00w1LbDxE1m83g82KpIxf8mfn1X/91InJzPNrt9tPTU+RWsuvNZhM5MgXi7PNN0VbJq5sMAOA8gaWGpQapKehkuLxkIg5UESsb5FLbriAJHsGYsfhatb5e0jnMZrOf/MmflOtdt9tdLBYxFe7u7ojo8fEx+FL29+Gnf/qnM0bfzXOQ9HRzz3ObzwcoQAEKUMieS53RUpvnENNSV/4+QKF8hYIsdavFRBz+x/WSwL2j7Uhyc7DnX6/Xo5CS1ZE8Pj6qlaR/8Rd/UZ6P+SsxnU4ppA5JduRWobgeh5LrgrrUAIB0nECUWu2YmNpSG0CUGoRR0MlAxDacZRZMARgJCwmLpdaWrDYjycRE1G63f+mXfokStnph46LJ7Bi62+TCcDhUDxkAABJxMpbabHlhqUERFHEybLdMxEXWNYgLTnTbGY/H2pCw9BKfzWZJBbfbraxH5FTdE5l5t9s5jlNQXY7UtwoxkVuUFO8bAABw/S110E/DUoPSKOJkWK2YiG2o44VcatsVpA707e2t7/lgtDWvutRxkLyRYIZ39vfhk08+yWh5zXMQy65NBI+pkH0OUIACFKBQlUJelhq51FBIoVCEpV4smIht6ImMe0fbWa1WpCv6Jm44rOVKTFJbaumUbjam6Sg6MUNy04tLLAEAnDaIUqeIUiNQDYQizoSHByZiY9GBksBZbju73Y50dfTiVK6IJLWl9m2YI0UvH5Tlj6vKa+0AAOpJrS212t6lTEsdNiDTwYAaUsSHPqsqS5AAACAASURBVB4zEduwQgondA1oNpsUKNUs9ZWvsv2pI7WlljWOGfeuJZdbBQPBRu4AABAfWOqMlhqh63OmiA9dupFPp7kLJwa51DVQ0AZWgwkhZeZSM7PjOMEeitnfh8lkQkQ3NzepFcxzEEudRSH7HKAABShAoXwFXy3qjJY6Yy51Lpa6vp/F2SoUYamlG3kBiaiJwT1iDdAmLq/XayLKWHYji6XOpSN6EKnQV1zD8KIbngMATpv6RqnztdSRmE0zotTnSREfercr3chzF04MTugacH9/T0Tj8dj3PIX0Ko9PFkst1ehyr3YntwqXhZXDISLHcQoSBwCcPHW31EE/XaGlhrE+N4r4uNttJmIb0jlxKtcASS8O1tHLHnDNYqllVhlLjgTZbDbZo+8GChUHAJw8NbXUBj9tsNTaMbDUIDVFfNzNJhOxd7lZNSCTqQYKYWsBJS14s9mknkMWS631vrm8Dxmj74Y5SPmUSEtt+fkABShAAQpJN1F9cC6WOnIOJVjqmn4W56xQhKUm4sDCrmrA3WENCKujJ/1WsmQzZ7HUzHx5eUkFFKTTVjjJCwRFAABZqGOU2hdXti1KjWvy+ZD7Z71eMxFfXOSrmhKcx/Xg4uKCAt0KZYFglq4lGS11QW1ZxKkXVOdOQvsF+XUAwMkDS43ED5Ca3D/ulxcm4sIqGiQDp3I9uLm5IaKnpyf1Semt7XsyERkttWSk5L6UUA62oAaHqEsNAMgCLDUsNUhN6Mc97xNRfx5b6DD+8ZGJ+FB393XSOZ5XCdRyArnU9VDQFv2Qmhuz2Sz1HDJaas4jn9vH8/PzYDBQjyuFguFVuQ8xi9t/PkABClCAQkyCDjgXS41caiikUNB/3AcnHNcEK+OnUybiuzv2+elKXDXuDuvB4+MjBYp+SN7F/f19atnsllpqZqe2v1qm0ykV1pP86emJiun7CAA4B2oXpS7IUkdSgqUGtUP3cR+tcDwH7Bk/HDIRj8eHZzuTVxk175dvqnEq1wMpr+FLschuPbNbaumLnm9nFsknKajby263k+WP4/F4uVwGB6zX68Vi8fLyUsTeAQB1B5YalhqkJvhxv046RJ3JJG7ih2+8tE58eNhMOn6B1+BTBYNTuTY0Gg1fA3CpDN3r9VJrZrfUfCjQkW92cqPRcBzHtxwzLyTkH8l0Oi1i7wCAWlMvS621v7DUoCr8H7ebQh0zlzow/upKWif+/T4pIWplsO+5QkEudW0UghXrJELs5jBUkkvNh5RuyT/J632QjGdfD/ZECmZeXl56vV6325X7AR9f+MIXrq+vs9wk1OKMggIUoHDyCsVZauRSQyGFgvfjVnx0LEutGb9vnfj8n2gi0qWHqXF3WBvEuaouc7VaUbaCG7lY6peXFyK6yLUspEzs5ubmN3/zNxepMGRurFar6XR6e3srdykuzWbz9va2oEojAIDToEZR6rBwci6WOpISLDWoHerH7XHRMSy1dry0Tjykg7watiiB/bGp1wg8tvPxN7/5TfIGg7fbLXlbwCTVlNoaYqmfn5/dl5LqSKxXUpNzOd71eh28oCdFMjd8+nIf4tJsNq+urvr9vmvBbfis8RiP8djax6mvk+U/DoaT5XHwaplozGg0ijMH1S6b9at6f/C4/Mfux+2PIEe537DxRNxqWWapgf1IMPjmUH1RcByHMtzi5xKl5jxqjwSZTqdf//rXf+qnfurnfu7nusm5vr7WtnXc7XbD4XA4HD49Pbm1/wAAICapr5Plk2+U2h2GKDVIzf7jDjpgs/sNGf+vzw59XrQ5HrVL/Mh+cYFCTAVpS95ut9Un1bLQKeYgCxyzW2pXpxbvJBSgAAUonLyCwfimttTCaDSKY4VLsNR1+Syg4CIft6aC9BHNesLw8V0i/rmPWb8UsXbLE0GZtNtt8rYlD65ZTMR2u729vXU3T/1L5dMBAIBTpS5R6hIstdkNl2CpQe3I21LfEPFf+VusjUijiB4wEexAfn19Tfn17q7LVwUAAFRFLa6T5tyM7JY6zhxgqUGQ0I87VUPyr/aZiKXgLVq9gGT4Up857+aFtfiqAACACqnFdbI4Sx0p7lOIM4c4auA0iG+p9QsOvePb/xoT8aEQWv0bktcog+cEFIJtBdV1gXU5CihAAQpQgEKhCiVY6sg5lGCpa/FZQEElX0vd+ioTsZJz6nHVJftpRpS6dvh6KGbvSa5Si+gLAABUiP3Xycgoci6WOpISLDWoHfl+3M0mO06OelnBqVwzJHlaKkDzobd2lp7kKvZ/VQAAQLXYf50s1FITcqlBBnL8uLdbJmJvFbSKwalcMyTTYzwey3+lJ7maCpIF+78qAACgWiy/Tsbxu9ktdXZjBEt9nuT4cb+8MBF7e3VUDHKpa6YgHtoNS0uXQSlWXaOjgAIUoAAFKBShULSl5ti51PHnkFrE8s8CCkFytNTTKRNxri3msoK7w5ohDV9arZb8V3qSu//NiOXRFwAAqBzLr5NFWOoUu4gJotTnRo4fd6+nlvuwApzK9UMavqzXa/kvETk55edb/lUBAACVY/N1MlGWcxxLnWUv8WeSlxqwnxw/7laLiVjpfVc9OJXrx93dHRE9Hm7NpCf5brfLrmzzVwUAANiAzddJWGpgOXl93Ou1dWsTGbnUdVR4eHggotvbW/nvxcWFBK3rdRRQgAIUoACFHBXiO91cLHUuR4Fc6nNTyMtSz2ZMxHd3uYjlBu4O68dms3Ecp9lsSmS62+2SUlYvCzZHXwAAwAasvU7ma6lz2VHMmeSlBmzmzegN52epr6+ZiJ+echHLDZzKtUSqUz88PDDz1dUVES0Wi+yy1n5VAACAJVh7nYSlBhbyZvRGfuS/uXzcux07DjsO55Hxmic4lWvJy8sLEUmgutfrEdFTHjdr1n5VAACAJdh5nUxkc2GpQdH4nLRLLh/3YsFEfHWVXSlnkEtdVwUJVA+HQ7HUs9msjkcBBShAAQpQyK5QvqVGLjUUggphTtolF0t9e8tEPJ1mV8oZ3B3WleVy6TiO4ziupc6uaWf0BQAA7MHC62TSsHHQUicyOohSAx+RTtoll4+72WQi3myyK+UMTuUaMxgM3KvhcDjMLmjhVwUAAFiFhdfJ7Ja60N1FziQvNVAy8Z20S/aPW7I+ut2MMoWAU7nG7HY7KUoNSw0AAOVg4XUSlhqUTFIn7ZL947Y264ORS113haenJ9dS1/cooAAFKEABCukUDAY3zLAilxoK6RQMYenS6lJbm/XBiFKfAJJLjSg1AACUgG3XyaosdS7kEKVerXix4MXCrs7Up0WKBI8wQj/ueZ+I+nPz1vOPqUvERAsios7k1T/gddI5ntVRavkDS117ttvtcDhcrVbZpWz7qgAAANuw7TqZ0VLnu8ekZJwJr1ZMdPxpt3m9zmtuIEcn7aL/oA9O2GSC92OmREx0dzhrVFvt8dOVuGpYanDEtq8KAACwDauuk2Z3e/qWernkVosdh7tdbrf3y9Zs6/9RN4pw0i66D/pohcMdsIzp/DP/LBMd7pvmfXWbvYrrseXVck01cqmhAAUoQAEKUKilQoWWOsdcatNMdjteLHg24+GQez3udrnV8kSm5Wc65d1u76qTtACx6tOsViGjk06dS/066RB1JhNz4se8T0Qf/30ivrz0brrfSH2sebkcEKUGR6yKvgAAgIXYc52MjBYHrWrWqHC8/cZHM5/1mhcLHo+519tb5LCfdpu7Xe52+fqaJfVxvd4b7l4vrxmePIXGpIP4Tzw3hTpGLrXU+ri/d5/Yu/FXV8iXXa17rlBgqcERe74qAADATuy5Tp6Mpe4SPRDtSzn4fi4u+OaGh0O+v98vQzSzWnGjwUQ8GOQ1yZOkZCft4j3xFB8dw1LL7dIxW15N/NBGpEsPU8NSgyP2fFUAAICd2HOdPAFL3SR6Ug10s7mPOg+HvFikzIpeLveu+uUlr3meDFU5aRf1xPO46ChL/fLC3qwPTSZ1ICAdq4xIjuyPTb1GJHr8/Pycelvf5pgD5oA5YA6YA+aAOcSZQzChOfhYrLP6vGqpU89hNBrl8j78D4PBloiJNkS9VPMJncNsxkTcar370Y/MOidzPpjHqE662vfBtdT+CHKU+x0M1KwP8dOKhbbKUgPA3rMfAABAEEuuk3FCxWo0mnQUt+toHh4kMn1P5GSLmuu5umIivrvLWbZWVB6TDrL/oIMOOMr9StbHahUs7cGuIBI/gEVY8lUBAADWYsN1MqapDbPU5ew9gqsrJurlNys/UrK62TzDmnoWOmkX+aA1FaSPaNYTStbHxYWhgDWWJwLLsOGrAgAAbMaG62TtLfV2y47DjYZTnKVm5m6XifjpKX9lK7HZSbuks9SS9fFLV3835HU+kSJ62S8uUIACFKAABShAIT7ZLXWWOeRQl3o2Y6LN1VVGox8xB8moNuZ+2PBpZlfI7qRLO4rQD9qY+HEoBnMR2Qym3q1ewClhQ/QFAABspvLrZPwgsb1Rakl0fnrKcVYaJPej281f+X3/zehN/7150OtkSm7kODj49V3HfdUwzMu8P+pMPuz/QyOi0XEXnXfB6O28HzHANJ6mgeV+bynkpdfJlOit377O35Jvp/EttZtuvVgwEf8pWoZEtd2N0JAc2ETlXxUAAGA5lV8na2+pt1sm4kaDd7tiLTUzOw47Ts6aHyadEUXZX4+f1tpl157Gt9Tzt0Rv53tTOyLV/u6fVE3tYZ6hA0KOyzNecfCv7zqH/877I6+Bft9XR3o1Pc+nsNS9noSo76IsNftcdcl+mmGpgUrlXxUAAGA51V4nE9lZSy3146Pb4LBwSy39F4/dQbJz9MoG+ysR6GMo933/zegNjbzmb0rBMLABiUnT6FCETnbxVqlCNyLV14plPwaJP0w6I/LOwX9cflss097vwjPh13cdRep1MvVHo13kNuB4FAk/6N1uf1u02STarhqQSw0FKEABClCAQj0UEuUxGyx1lbnUEnWczZ6fnzNa6ug5yArF8J4vSY9iH6l9d0z80CmIPfUulXvX8brwY6DXPAc3YOz1ph6DKwq+XczfauagjyUzPz9/2x949h+IJzLtkXrfp1H/22FH4Q1gJ/2gpdbi1VWijSoDUWpwBFFqAAAwgyh11ii1rDXbbn2zSjexiA1vbpgouo15TNwU6ohc6nl/FIhAv+8HY8aG5GZ/+Y4Pk86IjGkhEqU+emhx2LGj1FpU4+4x8YpfN4WojxM7ePGkn7Jk3T88JNqoMmCpwRFYagAAMFPhdTKpl7XRUkvWx2HJYPZZRWx7iIinE/eiWEOzpRbz6ov4+p7cKxyXA4pbDSuEZwgwu8scg2kkvhWQCf20L/FDn0vtzQDRo8bLE33Qm42bdZ9o3pUBSw2OwFIDAIAZWOpMlvr6WvW4NbLUnjyKGJY6ELj1J04E1ybSiLSm2b/3wEshNTqil0iaj9gX9lb3dTiQed8Ya3cP1r0fSPRB39+7Wff1ALnUUIACFKAABSjYrqAa2US51EFSz0GdSRoFpdaHqpDOUsey41GWOuZR+DOh3xtzqWNYavGmbgk8d6uQihwRaxnVXGp1NaG3cJ5//WJQwT/bkMHHaR1D1POPD8eicdjK25Xog5bFpXml7ZQAotTgCKLUAABgpqrrZIrYsMFSlzyTPculdq1ZhZY6FkGLnC3xIyy7IzwUHbM8iLKaME7ySRj7rOsIPy22u//eOz3tO5PKUsvJ0mrFHG4FsNTgCCw1AACYqYulDvPTVVpqSaS+vdVONalYaZZam6QRLNusELo8UcLSYTvKbKkVhRiRci37UHeMrOvXd539lDz70vV8SWWp7+6YiIfDmMOtAJYaHIGlBgAAM5VcJ5O2dzFT2mT8SIfwgEvKbqlDN6/GUnuK6Ll50kr4Vue5Tb45+FK4QoYotb+ctgk3RO2rRqI7Cq+ljs1m34S8RkS/b0bqm5cGBShAAQpQgEItFHwu1qAQ8xu/mlxqr6VOlEsdHBPLyYilfnwMez3l+2DOpT7Geg+dWQKtXiSX2qPgq7LnJRjADip4q+bpc6nD8lWen58DvWNMzN8qvvnDpDOir/zG99z9+kR8yxPjcUXERC9J/KwFxHnvwJmAKDUAAJgp/zqZohZ1od/7BUWpg3NTnwl7NeKI8q1L7RLIGFZdo2umjdU25pp24uHhYV0RvSiFqIbkXk2NWmjpPX+R7IhcatV/xzanD0RMdBt7vB2EnzLg7IClBgAAMydgqTN+9ZdgqcOeMW+lQbonlmSpyZsq7alhp4sNewZEhIf1udEeBV2E22OUfQN8HRDDk1v8ltoTog7sSJvA7T4Z7/RsEO2IdkSNmOezLZg+QnBmwFIDAICZWlvq8ufjQSx1yPJEdYZhz5i30iCWerVKOeEYhJXvyB2dka0DgYbkGvpzZp733f/3iJjo0Tuo480lD6p0vEW5O+bfhULI+F7VNC8NClCAAhSgAAX7FbT+NUUudZY5aKeUPpf60LrDl0utzjM4+eBRxHIyFxdMxOt12Oup3wfXSZd3Pni9aRqF7HNIrjB/60mt1pyaByesuOQFERNdawapyh5XrStRovPdxZLxTQSnBKLUAABgpuTrZF618yqc0hEpohfohhfHpQSPItbRtVpMlGM/69Ji0lp89rQGfJh0vLcBgY/36JUPBrhFxEQbIsc/yI089+eeLdwBxydkROmh6jLf2xNmuVxWPYUcgKUGAAAzNbLU6jMVTunIYpHCUmsdS1wn4zic4diXS57NeDbjN3d/tkInrTDvR3dgsYj5W3/+t++D60xemV8nEzXxY0TERGP/KG/M2fvUXqZj3qYEqniTT43Hx0ciGo/HVU8kK7DUAABgpszrZMaOieozOc4qbB1b5M83em+Y6OEv6CtLFPHDRJs/nmp3v/xF+gtSdIKJmP7ojrqjN7/8xdJmfpI/vvPzmELtyaVeEzFR2z/OF3HWPed/ufzMj4y/WjZn8JSmcHl5SUSLbGuKKz8KKEABClCAglUKYZY6Zi61+kzqOYTNKo2C9Jjudn1zSOdYop3MZhPZ0lp7FG9Gb6g7IuKLCx4O+e5uH+y+vo6rkIizUlA+NMVHHx9KOeql51PXBpxDotDHPJJK1idmfBPBcrkkona7XfVEcgBRagAAMFPadTJdfkUJ3+/pEz/Waxaj6iWdY4n2M7K72N/OajC12fQsa1yt9lnZ2fowguOn5glMH/+jK0etSevwC3ifPVC+q67mTT0her0eEU2n06onkgOw1AAAYKZGlrqgr/j0lpqZibjZDDyX3rGYBqxWalA8DNVJC+OxJib98sJE3GjwZpPkeIEX+Zj8Ieb+nJm/3wspR53EUns3Kj31o9L3tvZsNhvHcZrN5i6/BcUVAksNAABmamSpc5+SkMlSNxrB9YJZHIvpSGU15NWV9sWgkxZeXvZpHsGiA7e3TMR3dzEOE4RApLPI/Tkzf/q1WyImevB/6kkSPxKNyJ+M706NMniKULi/vyeiwWBQ66OAAhSgAAUoWKVgtq2JcqlTz8E8t5QK7babURG/LnXYET0/P5uO9OlJW2BEddK+o9hu9wkegQ6PzMy7HTca7DieQHVdzihLFEhbYpqZmS8vmYj/1p+/CnzsKZYnukNqZanPnGaz6TjO5lT+DoQoNQAAmCnnOpk6ElzC93umKPXNDRPx05P6XNCWqPOP6V4038PeZo1hYWmV62sm4svL0ErWd3dMxINBvIMFASjEUkuSTrP5/+hMcmQRPa2/ri5KrV4j8DjmY6mdd33It6p8Ptkfu/+1ZD54jMd4jMe2PS7hOhkMA8d/XML3+2g0Sq9zf89EfFh9FDbn4GODgWHmyeS/c1WP+5rNmGjU3RfRi5ybNKJpNParErVjfEVELDkna/RY/0H254OB1CscaV+PbPUSrJknm5S9QJFBWq6vr4no8fGx6onkhnr2AwAACFLCdTJLGLiE7/dMUWrxrd585OCcg4/NxyXV+dQFhW9Gb/6N6zehORw6JEQdWWug22UizlY193zRO9F/67+UEitELXkikG6dqiF57Sp+ZL+41FRhs9kQkbswsaZHAQUoQAEKULBNIdKzGhRifr9nOYpMudRS2O7qKqigzjn4WHtQrsJux47DrZY3u2M4jLTUPoVGI7p5+XSqppPU44yyR0HvRP+l3yXiv/hnFu4TuiIfHlety+fwDKikLDWi1CkZDodENDitjCpEqQEAwEzR18lMMWD7o9TM+yV+263vaXXOwcfmI3ozekPNJRG/vCjPiqWOV0paoueBpYwaNht2HHYc775APEKs6CMRE/VyNrjlU/XbW1eazSYRrVarqieSJ7DUAABgBpY6q6WWJX5XV76AcNicDUekxqQlSdsNHjMzS37uw0P8ScXs5CKFq1ut6JA28KHzoc1DOWqnIKNbHlW/vbXk6emJiC4vL6ueSM7AUgMAgJlCr5NZ3aq5TnNOZJ3kbrcvpXdzoz4df+ba2h2ycNCTudHrxc96Vor7xeLqCjWq06DzoXdETDQtyfUWSsZ3p0YZPDkqBDsm1vEooAAFKEABClYpxHSrkbnUWRQiyZRLLbj1n5X1/ZEzDzpp3xxk4eBRUv5vtMmuQqMR7Opowk3/+Pzz30mwmXEO56Cg86FLIia6LMf0FkvGN/EM2e12jUbjlMpRuyBKDQAAZhClzj5J5kPyclS3cI5XT1qQOtTHuh/i2mMgEe6kf3iWXBEEqhPhOzmlVMvFRVXTyRlY6sQ8PDwQ0VVIj9NaU62lXq1Wi8VisVi8YNEHAMBWirtO5mJVa2Opta0IFeI7aVVSarGtVgeb3G7H2TCkzWIEbqD65MJrBeI7OaXH+/19VdPJGVjqxNzc3BDRLOYqhlpRoaWezWbqH096Sa9tAABQCrDU+Vhq1q9TTOGkVWTh4M0N88NDYLliKLK0cTxOvDs0U0yKenLKXRXR6dyTIJc6mcJut3Mcx3GcnXehb72OwjYFCfw7jtPtdtvtdqPRIKJF2kr69X0foAAFKJytQiKfWvtcamZm/u0f/GC/KvDqKp2TDs7BTdKe/fN/O9j5PExB1hqm+PuotNHO+Edra8/JIhTUk1PuetQGPXUHUepkiPm78a5TPhkqiVKv12vHcYjo6XDtk07vFxcXOxQoAgBYRkHXybxCv3WKUjPzdrtsUpqsi3BeXpiIm7TZ/KV/Od4U4jZ50ZJ0XeOZo56ccidzQh2oYakTIrU+TqkJuUolllr6ug+9Da60TwIAQOXAUucy1WNYer3eB5bzctXD4R2Nifju3/wncYbLosbUO5e5n0zqQtG4J6fkujebJ1XbG5Y6GZKTsA20fToNyrfUy+WSlL7uLpvNRhJsTq+sCgCg1hRxncwx7mu5pdYneLiuut2O220ljOGQibZ/7E/7a1SHI7HStJmG+3TqbjfYDhJocE9OyV8/sXopyKVOoCD+r6sr+lOjo7BKQaLRY2VViKtwf39PRHfJf+Hq+D5AAQpQOGeFpCa1drnUWiftUVit+OKCifahy+GQFwv/T4CjwnbLj498eclE7Dj89HR9Hcso/+hH7yTrIzU/+MFvS0J4u+1z1a/cof0REfHkNUzh+fnbx2H+n34cwfDPYs7UYXfgpKPZxVxV8O5iHtDrH17qTLwvvP6jrxD3Axv0/QfunpzyaS+XYe9KLUGUOgHD4fC0sxFKjlKHhagFN1B9qn8TAADUkdyvk3mmJlsWpU686HC5ZPHCqX9aLbFpEgRVGrLpWSxyWCG32wWbKc41cws6TsNgn6V+nSQRPND3junrdnF83eung6560jkY9Ll/7/O+x7sfJSe+5+XklLc9XoXDOgFLnYBut0tExVVN3m63iwDLEm/ikn5VrFarLLsLhqh93N3dmQcAAEDJwFJHTjhjITxerXg85psb7nb9P44T6qRvb/nhwdWQDOnI8naDAVOq8nk+3BrVeyQefDSdYpp1pjMMUdgLHMzuMTZ8eCY8+B2wua/cCUaXA3t0B8z73jC5d/NJx/9S2Ey8tl5OTmkVH3nDUztgqeOy3W4dx2lk+fuQkeVyKYnaWprN5nA4LDpem+irQmLMg7QFOd0gtKGshxvGTrcLAADIHVjqsAlnddK5Im35IpszHlvDZEYC1es1682rxyJHITFpnyP3u2Htkwq+EHUwtOzdJXd8eSa+OXs3P0asxXx7N/RM0+PsiWi3299+nN5foJFLHVdBKruFlc/LOIfdbvfRRx8RUbvdvr6+7npptVpylXQcxxCyLfmdlOYsvp4s8RWm06m2pYtPQSLZT1G1RdPNAQpQgAIUqlVI56etyqVO7aSL/iwajYgkaUk/SNqHPGwO0ggw5MtqHkiM1igcCLhbv8M+0N8P07wPssk88ExILHmfz+0z6BKo3m/ivU/ouzPch6iN+dzHyROR/AHhJGsRI0odl0KTEF5eXsIWPgrr9fru7k7qN9/e3hZUsDm7pY6PZNFE9nM57ULgAIDakW+UOt8QNZcYpbYqJq0lspSHmOC80g+mUyZi/2Ird0WgIZzsQzbxeF9tQFqcd0gyiRpF3mv0mYjnSt62Kqh17b4ntbnUngyQEI7+m4mo2zXce9QbWOq4tNttIioos1ns6W1U69TlcikR6+ti2g2VZqnX63XMjI6wdpUAAFAJZ26p34zejEYjm520izQnDyso4HbDXq/z2Z10UvTHvNUVgbFctcE9a9cahljqfkgWh//nsLk+hh3IFXEPZ//kPCKf+7jr/Y6IWkQn2xwHljoW2+2WiIpLpBZ7GqeWyGazubi4KKjwSGmWWgrkxczDvrm5IaJZxmKlAACQBzla6tz9NBdmqdWYdBHTLgJzDxcpCZKxl7gPKa6tTxH2L1gMwZNroaCp+NHXhKIPozXJ3P1ABQ81CB3TUmsOqn8cSSErJvcBcmZmopHhPqfuIJc6lsJisTDHhjPOQdIbYrrk1WolCxl9WRM1yqU21E4JKjw90SG9ygAAIABJREFUPRHRVewrXy3OKChAAQpQSO1NS8ul1mZ3pKhLnWUOqRUeHkIttSRpOA5/97v/bY5zkEIWIe2Vdev/Agqa6PKRQM5GaC51VHGPwO6ev/dpdOKHdj7zw+6+8imzxz0rA1VLvcnxLwO2gSh1LKQidXHV3Lbb7e3tbfyadGLBW61WvukQ5USpJeTfarVijt/tds1mk4jQSREAUDl5RamLC1HnEqU25EnXJUotqw+D31Gun849nVfi4qENykx2WYiKCgcH631zYkutVwsLmQuTzn68J8L9yp3AIRws9dOTrwzL66RzrGzWiUwg4XmfzOM9gnHfyPyApY6FRFXLLBEdydXVVe4uvxxLLbVTEm0oa0Pv7++T7gsAAPLFWkvtK72aTiTOosO6W2opnJe6A7kBqdx3ff174fnQRkutDfG622r9rt42BseHp2jvn4wsouef6/ElT3WR8KnO91H8Qxanxx9Hu2CPW9aO14wo2VXDUkcjK+SKS6ROhxQJucxY/sdLCkutJqtsNps4UXMJ+SfKjZaDvbi4iL8JAAAUQS0sddJtE5XvqLWllkWEkfWq07HZMElTwGDisqaOR4DQ3OiDoLv5vg9LeKHrYEQ8OCVfEDqi1UtA3x0ZGaWedJg6u38o60F3kmu+979K7e2+MVTtfzmw/f4Jd8TesZdqqpFLHa0QmUidfQ7L5fJHP/pR0q1kneL6kJRUSS61a6nFKH/hC1+4ubkxl8aTUtNhIf+wOcjBxmldaf8ZBQUoQOHMFTK6Uu0cEllqUUhXCK8uudSSZuCz1L6uirnPwXGknIWux7gau1Xc81EhZiJ1YCGg5ig07tw0pefn5+iG5C7+otdRudR94s5EPg6ip71Ex++fxROHWeB5XxuUdiU0W5sFiwBR6miKTqSW5XcpshokHeIxZClEClJbajkEqXYnF3TDUstWq5WiKJ4UCYmsMwgAAIWSS5S60ETqSEudsaR0XaLU2oofNzeGFYQ50G67RT+8DtUXfdVY3sgE6Hm02T2KaSt4eKekMZveAYYQuLaVo77ix77QnrzzRGFdJiSqHN7dcdIxRqnn/WCMW/dcocBSR1N0IrVEbafJy82Lqb0LXQqRmNSWWurcjcfj3W43Ho+lIEmv1wv6Zlmb2G63k87NbWCORYoAgArJbqkLsqSRZjqv5ix1sdRS8aPZPBpotxZ1ca2wJV24iETtxGiMbxXM+5L1IU3IiRzf68cM6CjzG8iVVvy3NiJdepgaljqCohOpXaeYonaH1P1I3b8wSDpLvdvtGo2GeghuS5qrqyvfcUlWdLpuiLe3t+b4NwAAFE3tLHXubQ7rYql3u30DRcdhCcVI85d8a1H7kHIi+UW6MjDvh2Zml0mfuD+X25ubGw6eopFVPA4YVx9qEklYly1SLPtjU68RiR4/Pz+n3ta3uZ1zkETqr33tawXNYTwei/VM8T7I3NyCzSV/FoPBQAyummvuiqzXa3HV7XZ7u92624oR/+STT1LMYblcEtFHH33k2vTzPCcxB8wBc6j1HEajURFzUC318/Oz66Rzfx9k/nX5LAaDvY1ut7cSKH15KXAOsvzxo4/+LzeaVOX70N9nd1Q2h+99Krb++pqJ5O8GxCEEFhxqXlRMs3e9olWWGoQhKbzFJVLLqjvzer4wfJY6O+pvQiRulFpyzYOJK5vNRrq4qys7xYg/PDykm6EkyaCTIgCgKhJdJ4MUF+IVS517TDpIXaLUgsRH3Z/CvsyPdLt7+2gB84oD1X3iyet2y47DjQbvdiZLbUrUiMzrQOJHLRAPF6fQRApWqxUlaXriQyx1N79qQIm+KiS+PhwOJdd8reuGtN1uJVbt3pPI+5nuFoIPNa1TpGIDAEAu2GmpS3DSR4KFIyz+2ZEzpNGY7hbU3VCzhD0+0A0Rd2lR+bFb8jOjHhH3aMbM5nT/0KhydBAayxPrQLPZTJfoHAeJ7w7ccj4JqdZSy+Sl6ojhruDl5UWSxWV95+XlZZj/jolEvlObcgAAyEIWS527n3adtJtdmq++lnpFqctnt9t3k4ndEPnEUfu0H05RrdvNEKU+jSJ6Ge/XLVdYr9cUr51KujmIv5QQeAoFsdTuUr+S30mx1GJw3SWSWgVJnhHrL63FDbcokXOYTqdkLBNu8xkFBShA4ZwV8qro7ItJ+9ZsxVGw4ShOWOHujkmpfl3JHOxRaDTYcfZVVtzzM1gzz18mz0NYLvVR4RRavZw2UlIjxyp1KpvNhoiazWZqBbHUVVX8EEstROZGy82DpF9nLJ+y2+3El68QAQAAlE6FUWo1Jq0+n9RPZwRR6khkkSJSFJn55YVJaVepnKK6huSKZfbneqAhed2RrIbUa+nMSFpwFkMsDtUGS72NKvK5XC7dRjCpc8d9uy7oVgcAAAykttRZnGgwJq2+CkttIc3msXjfOTMcMimrQr2nqMcE++LTuvTpyIJ7HsGS/TTDUpvJnvhrQGpfpOjw4iKWOseGguksdczFgnJ/Qnkkf7vFvCOtPAAA5EuZllq76BCWuhZI7keqHgwnxeWlJ628nFO0KpBLHaqQqMlLijlI7Qu3KWMKBbV/YToFH+kstRotNijIbCmqz0vMOUjbF21xQ2vPKChAAQpnq6Da0EgFc/mOXCw1cqmLVthspFkgR3ZetvkoMipst0zE6l+mYanPFOnzZ1gGlxGpJZJFwWeps5POUsdMjHl6epLxuYTVpe1Llkx0AABIQXZLHUbMQniIUteF+3sm4sJMRA2YzZiI1e98WOozRdYmpq5wZ0ZqiWTMKrbEUi8j78EPDAaD6+vrvJYVSpj/UQrzAABAKeRuqZOWlIalrgtuNb1iskdrgFo+T4ClPlPEMhbUqC9+eT4D1VpqSb0gY0W8QkHbFwBA+aSw1FoPmq45i9Y6w1Jby3h81hnVUj5P9Qiw1CaszeDJrnBzc0Ox+yYmnYPkLagL9WqXS93r9YKpFyXPQapi+8Lk1p5RUIACFM5TQfWgWdochlln5FJbq7Dd7gPVhkoE9h9FOoXl0lM+T4ClPlOk3MemmBI4UlI6Y6J2tVFqsdRXV1d57T0FkW1fAAAgX5KaDzGgOTYMR5S6XiwWTMSOc3bpHxKh9zkUWOozpdFoZGxKYkDW6mUsKV2tpZZU5mqLQ7ttX+LncwMAQBYSXSffjN6MRqNcnLQLGclxR2HAUidlMDjHdYqSSL1YeJ6EpT5Htttt9lxnA7l0aZEYbVWWutvtUra62rkwHo8RqAYAlEac66Qak87dgMJS147djlstT3nmc6DV8idSMyy1GTszeLIrSAU9cwXlLHMIBphTHIUsoLy/v0+t4COFpV5470Ar+TR9GdV2nlFQgAIUTl4hmN2hdZ8Z55CLpUYudckKEqg+fF1XM4cyFdZrTSI1w1KfJ1JBL8cAsI/7+/vs+rnXJMm+NLASpPRHcX9SAAAAl+B10pAnXURAt8L4tIAodQpkrd75/D1VKlIHM0Nhqc8R6RYes4lJCnwB5iwiVVnqVqtFhXVrT4r4e9SoBgAUjXqdjFxxCEsNhN2OHYcbDX8ixKkSrEgtwFKfI1LOImYFvRTk4obF91dlqWVdYFVFqX2gRjUAoByen59jlu8oyHrCUteU6+vQ3I/TQ3LHt1v/87DUJizM4MlFQRKF44dgk85BLLvqhlMchVTOdrOZS34ntRfxCj9NN1Bt5xkFBShAoe4KSQvhhVnP3HOpU4ggl7p8heWSHYcdh33BunodRRwFSaTWxrhgqc+Ri4uLQj94sdQZExWkcnaOqRfxf6k2m03JcZFIEKgGABSBz0nHvE4WF8qtMD4tIEqdGskwbrVOPP0jLJGaYanPE8dxfH0B88UXYE6HpF7kNCPmJJZ6tVpRoHVi5SCjGgCQF2ExaVhqWOosXF2F2s2TISyRmmGpzxApSl1ovFOi1Fks9W63I6KLi4v8JpXAUkv3x1arlePes4NANQAgI5HZHbDU52qpP0ymozej/U/n3Qfz6Nd3U3ew+9N/z5vNPv1js/n9RILMzPy+P5pOlIHqXmj67tW04aj/Po6+aUrzt2H7+jCZjujtfgduIvX8rV/Ee7q+TjrH07gzCZ9+3A08r/fnkXo5g1xqjcJyuSSibrCgYn5zEEutVhRJqiBxYrUfeJnvZJilrvzTlGSYjIHqyo8CClCAQskK8fOk48zBbDpjHkWYXUYudRUKHq+5t5Vv3xsUXPfps9TMfHvLRPy1j3+gFTQwf6uO8Vh8o6veT95gqZ+fn/nDu07IMQqv76a0N/Tv+77Zvn9Lo++I199ulUTqD+863nsA5XSd94OnsskFe+yyzlVrBpTsqhGl1pBLt3Azt7e3lK1Yh0Rkb29v85tUYkttYTxYbocsnBgAwEKSrjjkPCx1TAq11Fk4wyi1BIMVE/m+PxqR1yx6+TCZhoaNn56YiOlilURQbOtxgExJiQHvHbY/tKwYZXOUWu4Bjpt/eNcZjWj09mBKPUf0+m7qe8nd8PHRk9nivQ04Wuq9/z16XnHYoaFqGa+8vBdwn/H/f+/YSzXVsNQapNH3YDAobhfZi+jlUtnaR1JLnSiQXxrX19dENB6Pq54IAPkz6TDR/qczqXo2tSWFk3aJvE7m5TjNdhmWukQ0/lgcbbhJDcRxFXa7/+0nfuIP6Yt/+A+VRYpRgpoQtWJqtTvdB6dpNJ28exvHUvsElbC0X9zz0vu36oZ3d95Eau+dwOF0fZ10/P5ZPHGIBda+OO8fn9MMMAoWAiy1BnGrhXoyce1ZYsxS5i/f5oXxLbXEyO201BKobjabltTMBiAv+nT00/ufftVzqhVZnLQLLPX5WeogElR+G+rWPrzrGNOjZZGispwqluDRE0fpu5r7Me+jLbU/7G2MUiv+2xOiZuZ2m4l4s/Ee2sGLh5+uElU2OWpjsvW8H4xx654rFORSaxSCic65z0GK0Km5yIkUdrud4zi+VOYy38nZbEZE14HmqpZ8mhkD1ZYcBRSgoCq8TvweWhx2zO8LS46iEgXVSZcwh0jHmSiXWmuan5+fM1pq5FKnU3CXA7rmUq+wt7DHDGxfkHs8ZiIeDDSCYfv1pIW4FlnJ6zApRFlqOQrfksrwoPXRJbsZIKIgidS+ZVZq/Dt4uh4zoA3m141Hq/nS6nhtRLr0MDWi1Bqurq4oc4W7SGQhXboGjRLkvsu7DE9SS11ounkWEKgGp8ekw9Rh799JmYjLX9VeF3KJSQcxXydzjOCaE6YRpa4EddGhwcJqy32onljqfjSb/F/85q/GEfRnZbx/+2Y06kz9ewmNc8eIUmvXO/o2OVb82EedlUA4Mx8SqX3WQL0fCJ6unlWKYa5a4s2d4PrEw/VPH8ZWM0PKYH9s6jUCj8XsfvbZZ4Xuq9/vu4HepNt+6UtfIqLVapXv3Nz/Ro73WWp7Pjv3sSwAvbu7s2Q+eIzHuT/+mJiI59bMx57H4qQL0jdfJ0ejUfZ9Be2yeYwMK+19zuUY6/54v2Dxu9/Xjvn2d49+dP+85FEo43/+5/8Xon0nxefnZ3cFpG6/HybTEX3nN1zD+Pz977p17o7j379V11B6dL7/Xf98/GM+fPqd4/LE5+dnd8Xkp78V+j4oIerv7/O2v/ZfE7G7TGw//v3bN6PRx9/fn7ccQmDBosLBd3tMs5oqYpWlBiqtVouINkoqUBFsNptGo0HJ8xMeHh7IWz4vL9TfFjNiqfOtN5Ivm83GcRzHcYr+HAEomX0GCPmD1qCgsLQPw3Uy3yxqcwQaUeqq0S4QNOGLNN/fMxFPp3EEA+sjJUrtz6UOV4iMUovj962n1D6piB5qXR+nd/W13yPiv/F56N6Np2t4ooY+K1oZfxqJH/FNWI0UHMdJepFKNwdZ5Oc4zsPDQ0wF14gH81LKfCfFUg+HwwrnEKlwd3dHRDc3NxXOAQpQyF1h3leWJ8Z21bYdRY4KiZx0oUcR02tGziHSLj8jl9oCBbHI346t4LPUbrE5dw7BmhsHApbau1oxWiEyl/q3fkO33tFUt+T13XQ/pQ/vOqPRV37jt5i50fj/vvjFnX+TuJY6PKr8OunoXlDGn8TyxNNDuhKW1mpbqosQ0VS5Vw1jt9tJoY/cs6iF7JbaKna7nfRsz7cuCgCWEFyweFaUE5MOgij1+UWp3/fD+gXqHXD4+P2T7/ujEf2d3yViJeaTJEqtN7tlRqmVdowHf79aMRF/6WfW/mPXWGqt2zVElbVmWx2PInpWsl6vKe9G32bEnhJRr9czLKfbbreS5H1xcVHQqrsTs9TMPB6PC0qSAcAGpEz1WS1QrMpJu4RdJwtamJhlTEGcn6XeL8tTLWmg00rEeF+qxvzt6M23vkPEl5dxBX1e2d+ZRdOPxr934/LEYKcYU8/F+VvF4h8q+j08MBH/iz//4puDdnlisGZeoJmLd4+BTjC+3Gu0erGRl5cXKr3i8tPTk6RzXFxcaGuArNfrdrstA9brdUHTOD1LvdvtLi4uKHOLcgDsRJJAzsFSV+6kXUq21GGOGZa6XHQNyZVYrL/IXdT4fZj5j/4h/fE/iFlCJNBbUbeLJBU//JpRDcmP+IpkH4LovTsm4jc3vxmsE+IemnK66hqS+7sjqhZaN17jyUNfLgHkUvsVpBt5ogTc7XY7mUwWARIVyPv888+leJ9EVR8eHpbL5Xq9fnx8lCrLRNRut7fbbZyjSMeJ5VILkrCeqEW5hUcBhbNX+HFflzkdP0ptx1EkVvA5aWuPIpHLRC519jlUoeCpMedGc90CIAHL6xmv86YfPvpTWyJ+88u/aohPH8bqe7t4ivqFriOMttSH98Fj000hc7/7f//xaEStNRH/pf/sf/ftWy205z1dPSbYF5/W1vDw2GqNX/YIll9gFFFqP/FrWSwWi7u7OykPEkaKah4SVfXRbDbH43HRVZZPL0otSIA/TrY6ANYiAWlvTOZk25LbE5MOkt1SR5LRLhfNWUapC6HbZSJerWIN1hlZu3AcbjQCz+obkp8mp3xs6ZDsW7NZ3G63buRYIqDdbvf29nY4HA6Hw7u7u263K844nelcLBa9Xq/b7Xa73evr65lb47FgTtVSSzIPOr+AutMPNiQ/rTp6NjtpF1hqWOq86PWYiJ+e4o32elPbWC6ZiAMtlXn+1hM+t/OUzotTPrZ0SAkOQ3R5sVhIHYlmszmdTsMym+tlOoVTtdTMLLdANZowAFok00N+TiY+XQsn7RK8TuZuMWGpz4Th0FeaOgKfPbWK2YyJ2P8d++Fdx3sbYOcpnRfIpfYr9Ho9IgoLDK9WK1lH2Ov11LTm4BySmk7b3gczknF+f39f4RwSKSyXy/idX6w9CihA4ZQUUjhpC4+Ck1vMXHKpE+0xX4VzzaXOX2E6ZSL+5JP/KfYW7/u6QLUN78Nf/+v/MxH7CgHM3/oTsmGpzwuDpd5ut5LOEbSSQWoXx+Ukv1S73e7h4cGwVtJCpPNLQSW9AQAxqVdMOojvOllEyNba+LTwJlAXAj8pf27/IyKm1rr6mWT+oeaGiN8M/n3DGIalPjfEUgd7E/LBk8U0ytPp9IQtdR2RFuWEzi8AVEHdnbQLLDUSP/Jit+NGgx2HY/z11HYch+O0yLP5xM7OKR9bOsIs9XK5lMuc4zhaw+1jMBikqPhRLadtqfmQKH8dXEABACiM03DSLrDUsNQ5cne3b0tea8LWJgax+cTODnKp/QpaS+12DAnLCfHNIUUrbNveh5NUiPm5WH4UUIBCLRSCYek6HoVZIZ25jJlLnUUh+xwMIJc6R4XNholixXeLm0N2BembOBhEj4SlPi+0llqeJKJBnFOG+fb2to7R0JOPUvOhSOKl2wQWAJArJ5PgEUZ2S23G5lofAqLU+ZKoOrWdDAZMxA8P0SNtPrGzc8rHlg5xww/KqSEpHPEtsmQXNBqNVd1+Rc7BUruBarQoB7XjlTtv+I3vp1/1rISTd9IuhVpq8pKveF7AUufL/X3cEK+1XF3FvSuw9qzOhVM+tnTc39+rOdDyXyJqt9txGoW4frqOa+DOwVIz88PDAyVsUQ6ADcyZbLPU5+OkXdzrZKEhapudByx1vmw2+0WKdYvCHWk22XFijbT5xM4Ocqn9Co+Pj1J2Wv4rVT4ajUZYSxdVIYuftu19OG0FaVEeFqiuy1FA4cwUpAH5JF27xHyPIp2TtuadzEchtbM0zCGmpUYu9YkpjMdxl/cVN4fU2263TMRf+tIfxBkMS31ebLdbImo2m1J0ebvdDgaDOBa51vFp4Uyi1Hy4cbq4uECLclAf5n0m4nmFMzjDmHQQuU4WFKm1PD4tIEqdO7vdPtBbx2p6T09MxLe3sQbbf3pn4ZSPLTU3NzdE1Gq1wnoo+liv19LvutZ+ms/JUvMhUF2vKofgvJl0mDqcLkidCThpFVhqWOoikObkMfrIWYeE2GN+l9p/emfhlI8tNdvtViyyGOubm5v7+/uFjul0ent7Kw1ELi4uau2n+cwstfRUbzabCFSDmtB/w2/6PO8fMqpTJ4HEBE5aCyw1LHURuNX0aveN1OsxEcdo18EMS23GkjykIhSWy6VrrM04jtPv9zM6M2vfhxNWkM83GKiu11FA4UwUtOU+iDuTvOcQ5qQteR9sUMjoKbVzSLQwEbnUlShMOky0/3F/8QwK2vH6OcyZiP/MX4z2pv3DnXSfjuK+HzU5TJ1DPzxr7Pn5x3EEJfmMyPP3snabifjfuWAKrJWe9/0HDkt97iwWi/F4fHNz0/VyfX09HA4Xi4VkXZ8AZxWl5kNHTASqQS2Qch/e7yz5uswnuxox6Zhkt9RaalE+TzjPKLXGcRqr7SQY/8odYiL+2qdMxDc3oZrz/lEkjgNW/XSkq44UVNdH95XDcRxu/emQpdOv3PE+b/m5nZFTPjaQlHOz1HwIVN/VvRssOFfmEd+S0cBJJ6XQlA/7/TSfpaUWN6l6YjGgYalXica7xrf3fW42mYifnnSi84iKP7JT93Kwn4MbTp5rYthmfILqYg55aX5oRf6zH4WG4dXbAPZb6tdJ53jadxIlss37RBS49nkEM10ZU2H7ry4okzO01BKodhxnU8eF1uDsyWKp4aTTAUt9hpY6uDTYZzdTj9+Hfg+vSvWMVkuj6fOmASHueE188G9Y5jlHCqqRaTdiLa3ITU7deyegnN7zfjCPNubkDs7ZO9zjpytx1cilhsK5K0jpcTVQXcejgMKpK3y7rwlRJahU7c4hdVjajveheoXshhK51NnnULlC/+AjYyr0tb5zzkT88bef1ZtjSU32d8J45U64G35+/gdBA92nQIWgeWhWd/AogoLqfYJb0VNakf/M3zS9D6oXd0/vvf/tK3nacUPVR+usviH7Z12BvWMv1VTbfjcMyuQMo9TMvNlsHMdBoBpYji6Xuv+G38Qsq4cEj1wYjUYFXScRpa4F+2yKoFtNNf7oNRVLfXfHRPzwoNEx55l4vHIgxhz6ZEzBkFzqv/qzTMT/sbHvo1pR/3B6v046fv8snjjSAu+3nPgSPzRbxxTMEdt/dUGZnKelZl2gGgD7OJbPUyp+RMR04KTzpQhLHfzrd776uXPOlvpY8iKeqzaM97RuUiz1dMoUKFBt7vOkCUi/ckcXkO7Hs9QaQd/hHET+aeJ/6ici1FQvHn56S1Q5ygC7KdT+XOp5Pxjj1j1XKLb/6oIyOVtL7QaqT6Z4CzhRXieKqzakL8JJF0FeCQ8+amSmhXO21C7BBYiJxvvTmhVLvdvxcOhP/DD1edKmc2Sx1OH5IT5+956J+F9oH5TDygUqRxc8yY9pHNHmV/HRPkutjUiXHqZGLjUUoMDM3Ov16FCjur5HAYUzVzA46RodhbUKBeUQp7DUJ/k+1E5Bso2/HVvhmJ3s9btuXWqD9zNY6nmfif7XQOmLZIkf6vtgjoirfCyFSno86TB95R+9csiKaaOl9qxSNLpqj4vWWerA1vqyIMWxPzb13cTjs33s/teS+ZT5WEp/tNttS+aDx3gc/7HPSVc+n1N9LFkfuV8nVUtd+THGeezLfjnbxz4vG3/8McFa9/Pp9zTbHj1rQP9jxSX7nz+48P3zcybir3z6D8zz7BPTxz+OfB++9+n/QX+WiXj8d/gryh3Cp18JzMddhWmsSx1YsKh51bea0VJLDQB7f1vOkMvLSyJaxGyrCkDVILujTNxsh9yvk0j8sJ++LrfY0GnJPN5sqVVbuFzu+5OHRqnDw9spi+jFLszZJ/7zf42J+OnveqqRaKZqjFJ7JhiWqBF0zCeZ+AFOiTO31I+Pj0R0fX1d9URAOjx5xjHrYNQROOlKKMdS18JVn6GlllwIb8k2U8Jx0vFaIytdVGTZfFgyhqESSLpWLzELc877TB3+c20m4s3vePJYJh1/bkm85Ykiq7fAmorT/mSRk1iemP3iAgUoWKKw2+2azabjOJ9//nlVc4BCWgVtNYx5uXMoViGjk7bkKGqqoJrI3OeAXOpaKPSDEeUOvx4Ugk40bLx+DjpLvdmw47Dj8G4X6nTFaoflc5sbkqua3uyUqETqQ5Fsx+Fm87Cj8Fxq8d8y98NJrnW7oVHlGJYaRfSAZZx5lJqZ7+/v6bBIEdSIV+54K2DI90KcNeu2g5i0DeRrqX3UK0TNZxmlFlSHaqjZHGe8n5B0i+trJuLZLLSCh6kSSGAOgbSIkDlH/Y1PLPIPV0zEV1f7J/vhR9pXnnRP8mDNPHHAcYPKgYA2Wr0Au4Cl3m63w+Fw7e9bBSxH89UgJjt2hSvrgJO2ClhqlbO11OXz+MhEfHnJ7I312oDMLbqdQ6KG5Iqh1i84ZM/Wp9aQHJwSsNTgVAimMtYGOGnb8DnIfK+T9TLTAix1mTSbTMTLpd+bVo60Ip/NIobN+57Uau+p7jHBPvuc3FL7Bcv/AkAuNRSgAIXTUZDgtNpWsC5HYQ5L1+UoTlIhd0vtKvgiaikUss8hBeeZS12VgjjX4yLFqKpVqv6aAAAgAElEQVTSRcxBiySlLJdGhVfueG8D6nX3mJRTPjaQFESpQd2Ze5oL2hPQCQUJHpYTjMjmeJ2sXcqHgCh1mbiLFDcbZua+Nde1VouJ9jX+wpj3/anV9TrVk3LKxwaSAksNTobAgkW7KMhJ19Si2QwsdRBDTWX84Mfww7DU4HyApQYnRKy2BiWT3UmH2a/gOp/T/uoqDVjqIIhSl8xms8+ofnyseioHXl6YiG9uEm9Yr1M9KcilhgIUoHCaClKWKqxiazlzELI7aV/2bXBApDmr+6dZiYLWO+aeS51FIfscUoBc6vIVpLxGs7lP/6hkDirTKRPx/X1iBVhqcC4gSg3qidT3CHQNqDpKXUR2h2rCgo9rF++0nIIstUtNPy9EqSvh9paJuNuteh7MfJhMiqh5HU/4+JzysYGkwFKDmiKrEtWl8JJLXUkV10JXHGoTPJDvURDFWepaf16w1JWw2/HFhT82XBWXl0ykD5mbqeMJH59TPjaQFFhqUFu0DclLXRlfTu0OWOrSCDOOsNSw1FWxWu2rf7y8VDyTRoMbjTQb1vGEjw9yqaEABSichsLrRHHVbny66DnEcdLFVTKOb6mfn58zGri6nQ9ZFYqz1O5nkdpVI5f6bBUkibnV4u22sjmsVkyHno5JFWCpwbmAKDUAMamqnnQcSx32pVXTmGglGAKxiFIjSl0t0mOl16tsAnFbkeuo4wkfn1M+NpAUWGoAzFTemSW1n2ZY6iTAUhs4V0v9+q5DhwvAm2mCtLL5W6K3uoXSHyYdV3DUmXyIJdWZ/y43m/8nEf/bb7563Nz9of57764Tzdk8pfd9Gr158zW6J+L/YKa+8vquQ6PAavD3ffLttI4nfHxO+dhAUmCpAdBSuZN2MdtoWOq8gKU2cJaW2uNN9z+x6gntNwxYao9Bj+mq3/f3tnU8fk/ETVqaLPXrZJpszhFT+jDpjKjz7pW73d8n4tu/8dvKUfblpYDkZOp9vo4nfHyQSw0FKEABCqHk4qRLyKVWXw1TyGjgKv8sSlMwW8bcc6nTKWSfQ+ptzzCXeh+7PfrR+VsiMZEmBcXU+iy1CEoE9/n52bWzpkCy17a220zE0+nxKETT3ZFElI+CMhlPDPvI8/OzOiXZwDul13cdGnUm/3jHjsN/8ot/oEi9vuvQdz79nnbW7m2AAEsNzgVEqQEQ7AlL+0ia7BHcsIRJ1p2iLTUjSl0z9m5SDSH7/GuAQ1SbOu8m/cDI13edoLudvyVN7oSLz5tK/8Jj8xdxzMqA933/Ltwwc+gxmqa0f7xYMBH/tZ/9r45S836YUz+8etxpHU/4+JzysYGkwFKDM8daJ+2SzorV2sCVTKRfhKU+P0sdRKLU4T6S52/pkEY8D1jq18mU/EnGEbxOpoGE7Ls7d5mgxhD7o87GKHWMKe3vK/7dIRPx4Kt3B6nXdx3zhp5bhTqe8PE55WMDSYGlBueJ/U7aJYsVq6mBK5l0lvqsbnLO2VIfV+/FWk3IzDpL7T6jpjsbBbUB5t2Om012HP7xv/evaJNGPGsN/SsXQyYZPiWZw5f/HBPxd6gtLvnDpGO8tWD2xsv///bOHuSSK83v58UTtLP2Ykwbw6JQoETBBuPLBPJGCiaQYQM5MR1dFCiQYQIFBr0YwyAY6OtkGpxoxzBoYdzWBp4rWBv00oEncKDIrcUXrAUbBO5AbGAaB+Y4qLp1T53vj/o4der3Q6Db95761zmnbj3nf5/3qaotfuHjoZYaBRRQ2KlCpJOuahTZVoxa6kiFBSx1uZmmlnotha5AWXWcYQWHpX5+GPtdr+U1qzg6nj2TQsg/Fc9sjtxyuaGrUuXh85/HdOk//bO3hJB/X3ynVoMoFeF21N8D46/95XS4BbRDOG1/PqoR0LLBSDDq8tFJafnnAqRClhr2wIZy0hqFVmyjOdElicm/eix1zAxvOj/dsecs9YBxwaIbh6XW88rdm3ZBSzF3x5s38snf+9ufiDef/6v/YdlktIvbJZWuTga71JWaDE9EV1LUtzuiWIpAlBlQvvZjfxx0wSO3bLXVlhYLu+qtntIwB1hqaJuNOukObanIVpi8Yy2RYanNRT5mR5s+FlhqKaXjej4briy1bj09gk5LLaX89B9/IoT859qDV4yrFZ1vRnepqzMR4npB5O1+20r3zMFKu6Xu/a9yE5WjbpHHXT8Yn3ZbXBV6waFJ79gXNdVbPaVhDrDUANVSnt1sID86K5FOEUuNpe5wFWPoOC5PNGsw3IIeS33+d+LxT/7O/3v0aHC6t10YFtl9U5GILn3xhRRCfvBB/9Hr06Hv0mhftme+WCz15XTQHXLniR0W+Hy0fKZuYdnaKzgL1FKjgAIKu1NIMjSVjKLQEGsKGSKVzMN8CotZ6q3Xte+vlvr8QpiOts/g/i6jlnpsba99yMpSn4/3d3d/+rP/qT8hPDFL/fDwuc1tj7r0/vtSCPnVV7ch9IO6nJ4L8evPlVFoXbUXfhgjSU4qq778fDRz3Lb3ZmWrv5JhDshSw07YYo6QLPXcTGWpY+Z500dhh1nq7qpE1RYbD0ZxY6uF0J/DEirOdiWwuyv//vK/yEeP5OPH8s2b4RNHLbX7CkV/l9686Xdxazz45lCW2n15Yrf1tQI61fyqJtyakV48Tb3VUxrmAEsNO2GLhqa8z1hqD/E2MclSNznbO7TU9geS2x7WbdvUVl5sFXSXkbj0B6vdXTjYPUyxJ/RAckPT16WvvpJCyKdPb8rKiAK11Kr/Nk+H0VWKCa7aUkltbG0tF5mRfmxqjOD1bl8P/6ykP7zm9Uyvu+hdT3+Cr4cVZ4djX+b1/f19XpyMsdSdjVh9jFO9jp+rtl6P7kmn3Tnu9elwL94Z7Olo289/PrhMTXN0Sz69DmT8+nL6lVIbfX3/8vIg7t/5+LWU3UMNf/az1+NtRy45ps9ml7r3O8v+6ad/La8W+fejfn4+7Eh9MvnQh+eny3C+SAfGBYsejGsZq7LU2ajHHgUUUEBhEwpJucPVRzFJvnPoQ7bO6vMwn0JS2lVTyEhRVzsPkeyvlroKhVGthaHw5o0UQr711lx9eOstKYT88cd0hYQHkscVaui39nBvSuEHrEh5aADYBIX2dBWm6vMWxz4381nqqXtaBbss/KiAsTc1efttKYRaTj0Z338vhZDvvpuz7avjqLTaf1IEs8rXwmuzDZcnQmVgqWEnbNH0YKnno9xSq6+3+O1KAku9Fpo91fjgAymE/Oab6ffb3T7v00/Tt7ycno9/BlxPCqvbDWSVrelpz7bbu4ketASWGnbCFn0PlnomUg0ilhpLvR7nF+5Edfdw8o8+mn6v2Wb91VG/N/ZwUpj3zLM9zUX/1GOQW3jUy4bqkFBAAQUUOpJMTyWjKLRoWi11hlol8zC5woSWOrsPqaxcS63dFIL/6vjvF3f/8JH4UQj5/t2/mFb5kfjxJ+LNv7z7u4U6MvhAcucFh7bGPYNp5oHkUBNkqWEnbDGPOFVv95BGjScj4VpuqbfOXrPUr18+vx94/tJ6oaCz/Qv/UxZfvQi36dupe3714n7Upa+/lo8eyUePbNcRxu7i1rpr/N13Ugj53nvj/enjf/3yuUVd667Ua6lHJljLT48stcdRWzLd6/hpiaUGFSw1NI8Zj9fuUSxzWOpyta2Dpc5gl5Z6ZF4jbPLITweaX9sG/e7N59r3cH//4tXTp1II+eWXmbtQB9s1HgqpX798frXShj1/9cL+K+P1y+fj99s+WVoeG6SCpYbm2a6lnoo9j90ES53BDi1170hvJrIznc5Udd9++HzkUe1t4zLZtz3qPbh28bPnUgj5y19m7WLUtm/80Ufdc8j/9uao9aS0YZy1Xit7bftkoZYaBRRQ2JFChqWucBTlCtrYY2ajwlEUKuRZQ2qp73d3X+rXqptU3rp/8cqqMHzofev2/q9evgxXZWjeVE0Ud33oevlv/lK/SLHvvXcXDw8PSiZ+1Pjdd6UQ8ocf/ru6/WhGXr24v3/xO9dMjn8JYKlhL5ClhuYhS92hjn23c1JoqXc4Yx07zFIbdO7TZVBfvTBT2Lb3br44WOhs1Cp3Ht3MUv/H76QQ8v3303ehmt9rY+UJMoaL7sV8KWq9LZYa9gOWGppnt/ZRw5yHHc4JljqPPVvqW1mEx0VaM9KWNxWvGfK7ljy5pZr6xSspf/xRfSxLwi5GXBt3zzn/8EOtDzct+2WJdjEpsdSwH7DU0Dy7tY8afku9h5nJ9oVWS938dKns2VLrt9iwNrL6X8PSjv4d8ru2z51XQD56JB8/Tt6FdX+ffSaFkM+eGcPvhVyXJZod7Vu1faZQS40CCijsSCHDOFY4inKFGEutTU6FoyhRmNZS5ylkQy316grDBYsWhQhLreasHx4eQn7XVBxdAKlUQj9/+Vq+9ZYUQv6v//xvR5reXeijuDbuHvLy7beebvU58F97fmgou8ZSw14gSw3Ns7dcrIs956dlWZ51eOzOTubKZM9ZagXXBYcRhR+mQ0611N5dvPeeFEL+609OKbsYc238+LF89MjX6Fb94bi9nrbrtk+ZlscGqWCpoXlUG7RbSySx1FjqArDUHW6PGrg80XpHaW81id1SuxLh778vhZBPn/55yi4sSr/6D7eHvNj7pIzHfns9Y6baPmVaHhukgqWG5sFSd2Cps7fFUu/PUlvv1uHOUoduojeVpXZlqbunvXz44V8UWurjZ1II+dlnzhb9/kcu2mb2sdSRbLoWCgUUUNibQoalrnAU5QouG+2ZkwpHkadQ6AjLf35UMg/Z297vr5bavGfecA87q0LKo15iaqnNz1211PcvXslPP5VCyOfPAxJ6H4zG/+SfSiHk1187+jOMrru39m9+f/vHeDdcngh7hCw1NI9pH/eZa9xhZnqgxFLved4G9pellvYHkiu5WEcaeYSvjjnjJnqOB5JLKZ89s2WX7a7ckbF+9eL+/v4f/CMphPzxR3tvFKlALbXqv9s+ZVoeG6SCpYbmwVJ37NYalttBCj92aaml5mE1K2qzp6P2Cbdudu/cXjxtdOmrr7pa6sAu/Jb6F7/4lXJ/a0PJ+tAae1nJqHnbp0zLY4NUsNTQPC5LvXOTtB+w1OXs1VKvTNQtoKWUUn777fgBill0vvyTT4pEpOSB5ClsqBYKBRRQQCHGUmtBv8JRoJBNDZa6hnmglnp7Cm5PrSkoTxHP78Mnn0gh5Bdf5Ct0KJcxSomlhv1AlhoaxrRB5Kf3xiTpVc1S7/BrQ5Z6LTR76uHdd6UQ8vvv8/dVriCleqe9nrbPl5bHBqlgqaFhsNQwh6UuF9wcWOr1ePUirvijyzF/9VXmbt68kY8epeW5rZjdHZ8yl9PhdiodTpeQ3qj98ZzRYF72GA7ABZYaGibbUu/ZPLXEVEYQS23eZwJq48/+7N8LIf/kT/5r3uZPn/65EPLtt7+btldyZKnPRzME+1zwyC7bmgcbzA611CiggMIuFEz3HGOpJzFPVc3DbhXup6sALvxWMJPlfUDBr/DDD1II+eiRfPMmR+GXv5RCyGfPivpgZThlev9787ydw3amqvv2w+e9Ib9tH2ywAHv8hQ0uyFJDw5g2KMZSqy2X6inMwv3UWepJ1LbIVDMJs/LBB2nXF5rbfvvtxF2SN0t9OR10/9x5YocFtnw4fivYYAn2GxTABEsNDYOl3jMTukAsNZZ6E3R3wfvpT3O2ffw4IcOdhPvE6bLKLgN8Ppop7NF7wQZLsN+gACZYamiYGEvtCvc7t1ANgKWeECz1VnjrLSmE/O67tK2+/14KId97b5YumSfOrQLaY36tCWf1zWCDRaCWGgUUUNiFQnaWutxCVTUPO1RQLaBfIfj3Csn3gVrq7Sh0TyaPeVyLqvDFFzkPeUmtpR4YXaXoctWWOpHrpoql9jVYhH5s6lzwerevh39W0h9e83rC1/GW2rVtPWPhddLr+/v7mPau31dmnNz59yFyPnm9+usff5RCyCdP5F/91cv4bbUb8E0eh6UD44JF/bPNWGoAOf72AzRGdpZaTlH4Ua4A2XgKFVzfB4/aA4UfFH5sh+5Cw+fPEzbpHvLyww+z9Md74rgLNXZS+AEtgaWGhsFS7xO//8NSZ4Cl3hB/+IMUQr77bmz7jIeZJ+E/cdxZ5X1cnlhuwlBAAQUUFlAwbVCkMSq3UJMoZG+7sIJnpKuMQvN/moL5syrGUqf2oTEFaqm3pfD221II+Yc/RCl8840UQn744cR9GLieXFa368kqcxM92BpkqaFhsi11Uku/wty58BqoahTBfOoqlnrrkKXeFt1zWyIvN/zss+RCkSSGk8u8Z17ngL0XKPKoF9gOLBXQMCVWD0sdT1WjwFLPAZZ6W3Q3xYus/fjpT6UQ8vvv5+qMcnLZHkiuGGrjgsMdPJAcWoKlAhqmHkttqkWauU1Q1Siw1HOApd4cT55EPbqlu0PIfIXUUq+lHplgLT9tu4fHqL37MsZ1/LSklhoFFFDYiUK21RsqoadSyLDUlcykq+f+d/wKqX2Ib2x1ftRSlytQS705he6+H998E1DoHrj49OksfegoOf3rp+WxQSpkX6BhSsxcoaWWrWSpCy118NNpiUmmrmKptw5Z6s3RPfPl2bNAs+6O1F9+OWNPKg9xhbQ8NkiFpQLaI94qRYpM0g1NbZJOLoDfQMcMoR5L7T8Wng2Jk1jqzdHdSu+DDwLNugeY//jjjD2pOb6V0/LYIBWWCmiMpOzjrDouS91JbcJPS7el9gwtqDATGVXU/vcHiJNY6s3x5o189Eg+eeJrk3QVYzaVh7hCqKVGAQUUGlcoNKzBSug8hYVtXLmCtW+ucVkbL1lL7bJ9Wm19zLEwR5Hb/UYUqKXeooL/Vh4PDw9ffJFwr728PkgsNeyHRrMv56MUx7U7ASuSbYWtCnlqfoVC8QVwdSx1ZpYZWl4Vtfm+dcNG42QCZKm3SLBO+sMPA5cwTkJtkW1aWh4bpNLiUnE+SnEn77DUe6bcp6Yax3iFEs3lMXuYOoplxoilnhUs9Rb58stAEvrx46gb7RVSeYgrpOWxQSrNLRWngxR38g5LvXPKPWu5/Y2z00vYzRLMHqb2vzZL7XofS+0BS71F/KXS334rhZDvvTd7NyoPcYVQS41Ckwp9clrIw0keUy11NaNAoZZa6u6F3wH7TZj6aYalrnYmkyz1MrXUfsMXvE/5Vo7FigrUUm9UwXNDj6dP/0YI+ctfzt4HLDXshYayL+ejFAfZPXYp2VJDYxRaaquOqebRD9rQqXo4N/6eB/u/zBgjc6grWuqtQ5Z6ozx9KoWQX39t+ei996QQ8ttvZ+9D5SGukJbHBqk0ulRgqffOVDYuz1C6Pt2cn5bR5SvBbefrYbzb8/cES+0BS71Ruge+fPaZ/n53i73Hj5foQ/1RroSWxwapNLpUYKn3zrqW2tWHDTnpgZIZUBXm6yGWegGw1BvFVTDdPYf8ww+X6MOGwl0G1FKj0LwCtdR7Vyi0cf5a6hhbae1DkqWuaiZdPQ+OZYFa6qDbC9ZSBz+t5FisqEAt9XYVnjyx3Najy16XFFLH9wFLDXuh0ewLWWqYkjxXXWglKyE4zCSFkg5YP02qos7uQ6NxMgGy1NulK6f+6qvRmx99ZHlzJhoIgx5aHhuk0uhSgaWGKUly0tpWS/ZzDqa11KmbBzfEUi8Dlnq7WB+R+P77C12bKLHUsB8aXSqw1DAlqhXDUpcolPTBfD/DT2Op88BSbxfr3anfflsKMftDXjoaCIMeqKVGoXkFaqlRmEsh0mJWPopUhWxLOsk9wksstXm8MrpR1bFYRYFa6k0rmHenfvRI/tEf/d9l+jA+485H9VQ8nC6BrUftbc0vp8OtwfGc0P9JaPnnAqTSaPaFLDXMRbk/2yIl4y2fqxJLPUkfGo2TCZCl3jTa3al/+EEKIX/604X2fjvpRu43wlZb249cs6XFwq56FwsARNLoUoGlhnnZp6WeXCFyDq1tkkwelroQLPWmef58VE7d3Vnvgw8W2vv1pOvs79hAdzlohwvuPrxt0PvnW+v+jaFFn9Fe1FTvYgGASFgqAGABTDur5ZaC22rNMix1ap8HiJNY6k3z3XdSCPnkSV883d2UWrtgcT6up975aLG7nSu2m2Bzg8vpoDhoy7Y+uXmglhoFFFBAAYVFFfyW2q9gmu8kh7fAvbGbV6CWeusK3ePHv/xSSik/+UQKIT/99K+X6YP31BubZMtnniz1+Whkva3vzQpZarhB9gUAFiDbUltbpiZNV7fUW4cs9db58svbYxTffVcKIb//fqFd+049b+GHtNRKK02tGenF09RYarjBUgGbI96KQT2YRy31OGKpVwRLvXXevJFPnkgh5B/+IIWQb7213K7dp17IUPuvPrQnuK3lJTPSj02NEbze7evhn5X0h9e89rzWg+vYJ9XTT14Hj532TozOsOH9/X1qH9SvCnEy43XGnPO6ttddvccf//H/EUI+fbrcfh2WWr/40EC/+FDfpCpLnY06XyiggAIKiylYLbUZrysfxT4VsrPUmoJMz5g+UEtdrEAtdQMK3UWK3X9ffLFcHyynnumWTYJ1HRR+QG2Un1QAi+Gy1CVuCZbEcwSDh7L7dJUKBOIkhR9t0D3zZclCamlY6msxR8j2hpPQXJ4IlcFSAZWTZ79mgJudT0CMpXYdViz1imCp26B75suShdRybKlj0tOjpr4kdBM30YOWYKmAyqnDUp8OUmCpy8kz0+q2WOpVwFK3wbNnciikXozhvDYe1eLHVUt9E2jhUS8brSJCYQ8K2TbLU/GZqpANClaFDAc2dR8uJynu5F2Spa5wJmtQKDmanZ/m3FxFgVrqNhR++EF+9JH87rtF+3A9YXvDa0NNOysWmgeSw7ZoLPuSsdxaFcp1YCoyTNi0XORByMOJwo8pKDmaQrHUC5+hjcXJDMhSQzb9qepx1C5LbWxmKxgZueqF/bTEUoNKY0sFlro91rbUg5PGUk+A6yDmWerFTtLG4mQGWGrIpu3FtOWxQSqNLRXTWuq2A8FWWMNGD5yPUgjZ5T2w1BPgOpoxR9b004t9KxqLkxlgqSGbtldSaqlRaFYhe3GllrpChWzzNFUfzlIIOfwhMc1SVzWT9Si4jqPnyA4KfksdozDVKHaoQC01CtkKWGrYC41lX8rzVYvlvSDIKvnIgYs8jD00WeoJyD6OMX56vu9GY3EyA7LUkE3bi2nLY4NUGlsqprXUGOt1WfVYnA5SHKR6KQyWegKyjyOWel2w1JBN28toy2ODVBpbKrDULbHisehS1Nb/hDycFutHc8xtqWf6kjQWJzPAUkM2bS+j1FKj0KxC9prqqd9NVcgGBU0h2yeV9+G3f/NOoaWuaibrUcg7mqqfy3DVFc7D5hSopUYhWwFLDXuhseyLf8GOsWiL5b3AQ5WHgMKP1TBTpKmuupDG4mQGZKkhmzoC+Fy0PDZIpbGlIskux7RpOxZUS5VHAUu9DlYzt4yTHmgsTmaApYZs6gjgc9Hy2CCVxpYK/+Ias+hWaeb2xZJWKQUs9TpEWupZ+9BYnMwASw3Z1BHA54JaahSaVfCssv6l9+HhoTDvVdU8bFfBdRSSgvLqo0BhSYXg12MTo0ABhVYVsNSwFxrLvrh8WIwz85i5tiNChTD/UBWNxUmAJWk7gLc8NkilsaUixlK7Tm8sdT0w/1AVjcVJgCVpO4C3PDZIpbGlIsZSR27YjKvbYucbmHZoicbiJMCStB3GqaVGoVmFPEs9iZ+uah5UkoxpJfchLrTU1R4LFFBAAYW9KWCpYS80ln3Js9SuNhnGukLW7fl25w1goLE4CbAkbS8BLY8NUmlsqSjJNLtabtFYmz8MaugJwEZpLE4CLMl4CTgf1dX0cLqENr+cDt72o8+P50m7HgHLG9xoZqnwm+lpLXX9HtG01Gt1exPTBeCnmTgJsDy3JWDkfmNstW2DUXNLg4VdNbXUe1E4Chn8btU/ikiFCEcduHOtq02kTiXz0L0Y+pk0CdP2QetJtkJ5H1BAAQUUUFhL4boEdPZ3bKC7nLXDqRgb9AZ6eEf/d58BX9RUkzHaBUchxSKWuhIKLbV0m79UnRoon41pe7LMvgBmopk4CbA81yXgfLTY3c4VW62K9SNVxNLAIzcTLG+tc5EHIQWWugJLvZahrM1Sm3vEasOGaCZOAiyPN9RfTgdH6Yf7kyvnozBa2N6bFZaxljlezfTphKWexlK79ON7lTaSKYiZjZn6pin7LTXGGubiHBUAI2kmTgIsjy/Iewo/hny0Wi+tmmVrRnrxNDW11C0rHIU8nKSUsStKnaPIUIixbp4T21NLbdUxG5sKqZZx1vtze5iwD6ZsxnGp5BuFwoYVrn+p6wLgVkeBAgpNKLgXQW8ldZdvPpjXJ17b29PY1vKSGenHps4Frxt8/fn/tq4o2uvhn1X0ueC1esLFvG++9reJ0YlxrsvMib8napfmOxa1zQmv9/P6dNAr3wo1m4mTvOb18q+F3VJ3ftpdo3G9296ohWrCq7LU0DhLZakrQbVo5vuuT2MU4tvEWNhlMHe6ZGdSLTXAhFxOCZVvkTQTJwGWxxLq9Vt12LBXRSuFHW0UfsA2wFJ7389rWWKpY/owFTVY6hjm6wPslCHuUUsNUAdaqL+WRofOzsvpYGukZKGbuDyxPLigsITCLmupzY8irZtHIVLtIe7e2H6FYD+Do1D7qe5uyT7Ez4O1G5V8o1DYosJRSHGUUo4C4OZGgQIKLSmocT4mPX0leNM9bqIHi0GW2vv+tHtRP83zkdPi39fcfahnHmBXnI9SCNnHPLLUAHUwhPreT0eflma1tabAo15gKfZkqRezjxmW2vr+VP2J6cnc+/LvXe0DZhrm46IVT2OpAergGvCv1xtaUJ/dolpo6ybqab39B5LDNtiNpfYbtWkNnF8txkou4ynXNa+u8a7bK2iZizwM99nl310AACAASURBVA/twFID1EEf8D2O2mmpje0sp/TIVS/spyW11HtRoJZ6hj549mKtIVa3cn2a2gcPWi11iUJJH4IjXaAPKOxKoUtRu/77+LfbGAUKKDSp0HYOpeWxwY3dZKnrwW8iY1z13H1I1SnvQ9vBFCrBb6nLr/4nTgJk0/Yq0PLYIBWWigmJt9Rr9WErCgClUPgBUAdtLwQtjw1SYamYikgTOavRnCQ9PFWOGUsNa4KlBqiDthcCaqlRQGFihXgP6mkzYR+yDTGV0Cg0osB9qVFAoQ4FLDXsBbIvE7J6llpOXbZBphlAEicBCmh7EWl5bJAKS8WETGWppzLE5QpWHaw27A3iJEA2bS8WLY8NUmGpmJBWLbWqRgIbdghxEiCbtlcKaqlRQGEWhUK7HLyrdNDLapXQKd23K5gGOqYPGftFAQUUUEChSQUsNewFsi9V4Tesrsyx2WaSDlj3VWjZAbYIcRIgm7YXi5bHBqmwVFRFqqU2m5WYXY+fxlLDniFOAmTT9mLR8tggFZaKqoixy347W252/cYaSw07hDgJkE3biwW11CigUKNC0LAG7WxkPbcHfy11jKWuYSZRQAEFFFCoRAFLDXuB7EslxBjWmAxxef5YVciw1ADtQZwEyKbtxaLlsYGVWXOKMCF+24qlBlgF4iRANm0vFi2PDUz8Noiloipqs9SuXmGpYVcQJwGyaXuxoJZ6RwpBJ7SJUexHIcZSxyiU9MF8M8lSVzKTKKCAAgoo1KAwXizOR3UVOZwu8fs7H4UQx7P27uV0uOkZn85Oyz8XQCPogYKPF4El8ZvXmGM0x3FMstQA7UGWGiCb22Ixcr+Jtvq67dg0WxQXdtW+hfDu/m6xfsACBA0QlroqPOY10shiqQEmB0sNkM11sejs79hAdznrsAu+WWe1bf/uINlnwBc11YGFEFfdElNZaizUMrjMaw1etpJuACwPlhogm+tiYa3b6FxxwARfTgchDqeTJmDZNkpuUsJZar+r3lAFT/0KhdbE04dIA1RuqSuZyTYUCv30rKNI/UbN0QcUUEABBRS2peBdtnq37Cv9GKy47snPR2Fsa3tvVpxjU500ueplmC/bl2SAgi3JSi5DoaVeuIfr9gRgMchSA2TjWyzChR+Kj9YstTUjvXiaOspSm/+cpSv7XpjnsybxJsyVGbVKTd5P0KjcTw9U1RmAucFSA2TjXiySDLXdUhsJafttQeajH5saIx4eHgYDrb6vumqt/U1OwdXGfG26hPht23idN28xr00f5mnvKTYw+6meGDXMYXuv/X66tn7W0x9e83rW18M/K+kPr3m9odcOS935aV+Nhp5xrtlSa1hz0tY31fmSWVnMh7GNi9zK04ftKmTPgKcPLnPs74N1qxidSmayDQV1npOO44R9iGnm6VUlM4kCCiiggEINCpbFS79Vhw3TMW+o8MNV5hEs/8gzx6leYSvkzcMcfYicXpeftjJtPyGe2uafLwbsinLzAbBbtDXCfoNpA/s9rHs6p13r5Yl+32x+qq6jeYtrq+tx6ojmmIF4Kxyy0LE6MDe1zX9t/QGYFSw1QDbqYhGTnh61tNNtX+tN9IKpaK2BuqDmWa5WjVrePEzegXjNYLEBxroGapv52voDMCtYaoBshsWid8nZhtcok670US8xN/dQr18sNFsN11InjWvyWuqMwxFZv+tRrvZYoIACCiiggAIK6ypcPUNveG30Jjhwk2rLlYcVPJD87v6u+6/7t9VPWz3Z0NI1KwmdyNpq6Iba/6pInZO8GYjZe+QmMVnqyfsJALAhyFIDZNObB4+jzrfUUnPVC/tpqWapPd7UZaG6xkta6qGTNTvpgfYs9Rz9BADYEFhqgGzaNg+jsQ1PINfcqsdC3d3fzWept2WgVfLmpGZLPV8/Uyn5pgEAFIKlBsim7SXbYqnVf6p5aOv2Dw8PLlcd2YPBxmUb6AqriFyW2j+ThQZxwrp2dRSpfUjrdLpCcIAVfh9QQAEFFFBAAYX9Wmoppep0XQara5Nk40z37NHfIhmWWk6R/Z3WUtdJxrgAAKaCLDVANm0v3KNaasvHCtbk8fCRanE00+NJP2ebv8opsdQl81BuqfP2uyTtfVu8nI9S3Mm77j8hF7xnPQDY2EScBKiTthfuBEuttjQvTOxctcwqgG7PWJdb6rx5qMFSz30EG/uqeDkdFD99ddWH09rdAtgzWGqAbNpetXMs9dDe+p9/K5MhPGX7pAqriPyW2jpGayV0ah9Wt9ST313bJDiuCr8PWQq/PUlhGOjjnbwTMurOQHWMAgUUUEABBRR6dmGpXblk1b64DLRaSJ1hqa37Kh7XysRYanOY2VbYv9N4hQmz1BMex/gJbIvzUQrDPV9OUgi5/N02AaCHLDVANm0v3GKwxdoH8fUbmsXRLlVM6EpDVsnjAj2jczWOUZjEdE5uqcsPZd5MtktnqamoBlgNLDVANm0v3PbqZ+3JiAEJw+LkueqWrFKJEdRaJikUzl75UlFuebVt8+awXRIKPwBgDrDUANm0vXyLmAy0Z3trcBHGbfViFLINU1VVRK5RBEdnVfBgVSi0m4XzUG58zW0zNKv6Pkyq0JWCxFZ91DoKFFBAAQUUdqpQYlHqJ6oIIVlUCDF21fFbmZsU2sSF8Y8iZixWAx1pKwvnqpJaanXb+LG3Tuenud0HwMqQpQbIpu1FfBZLPSgkPcDF70Tz+rA8UxnKPGONpW6U0wE/DVAHWGqAbNpexJ3FCVMZo+F+1UlbufqT15Mlmaqf2a66hAmXipJOur4DU/VtW1zk4U7ecZcPgErAUgNk0/ZSXmqpPcFl2Nzvqq13dE7qT1VVRNnmL+nO1jEK5X0oUci2wlpFeIZOVfNQqHD10zm3+KhnFCiggAIKKKAgsdTZ41ctdcZWGZ6yBubo3mLDnylLndrnDR3uWbn6adLTABVBlhogm7YX9ChLnTcF6ubx5R9TOenlrdh8FrANSx3f7am+gRvnfDSeRn59JjlFIACrgaUGyKbt1XzGLLWmGZmrnsRSr+LD5vN/i41lbksdOQr8tJSyuwU1lhqgNrDUANmMF/TzUV3pD8ESx2D7y+lw+3z5lTJQtRw0NMHgoupYXfXkNcQZbixpFC6FjP0m9WG7Ckkz09h9ylFAAQUUUEABhY7bgj5yvwNuWx1ub2mxsKu2GledqXYgbU8+T+pQ6rYlPff0J9iyfL+rMFP2JW9mGphPAGgPstQA2VwX9M7+jg10l4O2u+Bw+95QD036jPaiptrvYKe3pDLCVXu6lbrV5P13KU++31Wo0FLP0R8AgGyw1ADZXJf181GYdrdzxVYTHGxv2dYjNxOz2GjXDoY3M3LVSY2zx2JuFSPegJnuWMBSx89SA/MJAO2BpQbIxrusX06HmIpqa/vzURjb2t6blVIbGl89oykPrjqm+tbTK4/ljR+XtX43SUe7m3IGG6qFSlVIOhyT3+EbBRRQQAEFFEIKr47i/u6u/08cXoaM2OvT4dbelgodNTicXsf14bnNAb46CusuPH0efaT+J8QLU+nah8AknI+uj15//M69OL6SRntt4L5l3Vf4EWpvzUgvnqZOdp/luxne9OSqU7sRY4VjNEsUZpq6JZk1+5L6BWtgPgGgPchSN8jl5cEwoMLubjtGdtniqq2ChuPUOB+tbXqba1Q9+PucZqljJuFyen7956ujGHf1/MI+XZeXh/H77mW9xFC7EtzWcpEZsVhGNV5M9drlSlVXPaF+0BNrOkmb+/sw7bwt/Hr453z7iv+ONTCfvOY1r9t7vUCc5PWyr39/Otx3jvD2/vmFaoK1bS+n512m9rfd+11j8eurd3v98Tu3VO7Dw8Ngwd/5+PfO/lxd6ej93/5msLk//7yoz1LKrttjneH164/fuR9s8YM6rp//rmtwOtyLd37TmdbL6bk23iEbre13+J3QvS/slrrzx/E1Gkb7ai31fLuxfpT0bEW/fqSfzt7WPz/zzd5iqGfCTMTPUgPzCQDtsUCchGUxcq5S9g7SntC1fNS51at5e3UUZmmE9c0bRoq6TzML8fx0emFkqVP73Ceh3ZnyoOCogZKx7lLUjp1KPYFtWdb1W3WEsLavsPAjY/vI4DKrpX5ISTNnKwT7UD6KPSjEHAu15Rx9QAEFFFBAAQWvwuvTweWAR+ZYTej2mVqHeT0f7X734eGh28Q0zb3g2bTU1lF4+ux12855UAVH4spYXp8O94fTa/dMjry4tqxfbyUda3vd7eu4PLH/X659id2NV7/cVbsccLwzLvHTzbBYlnpXswoALUGWeheMiyhGWB3z6E1rQvr1UKphkVSTvo7OhF2nu89dEt1ziWSMoLWW+nJ67ktRdzLKbwl16Z8kPT3+cO2b6PX/W9VSy2JXjaWehIUt9X4mFgCaAUu9A14dxb2/gsKwp2outq+cVt1td68Ml292JbCvH8dYak+fAzUn8YK3O34oPx6CTl39wTCs+70/jja8wfZVPOplod1E+KcSV+1yaeWWOrtLW4QsNQCAHyx163RW0p0zDltqy90zhHhxcqaiPQUbUsoYS+3ts1qUEktoEqSUoxT17QYjlh0p/b8u/b3htdEPdHzBYbh9FQ8kL9y+vJZaVchz1Q/ue0JHGmWtljrYZ/8o8tiVQuT3YdY+oIACCiiggMLo3139ht9Kjgs/egVLNcjNZXZ22V1L/fsiS315+Y63z4EUuDoKdYAhP63cLVu5GYi1q6al9jhkq6WOaH/baCU/LavKUnfkuepUS202LrTUbbBY9mWHcwsAbUCWulX6W+OF3Ke9jiKcCfZUX+RnqSP6bL2Vh5PoSZCX0/O+z6O0/evTwdidJUvdJtVZapnlqmP0/W38hnsnLGyp9zzVALBRsNRNMtxqOqLgOHgTPZtF9lzvmGupo/oceWljvGCP8kDH0e1KnGPHUk+3m0TzlOqqy80ZJk+uZKn3POEAsDmw1O3RW8nUVO5gHPtHvdxMdncZ3y1pfX7hfm553z718sTIPgfuJZIueOvwMPxQltp6eWKT1FVLrRLvqj211EsqZG+7Q4WM78PkfUABBRRQQAGFmGd3G8Y09EBym6arLOTh4SH9Jnqxzxv3mHV1pw8Pv0t4gLl+F+1ALbXqv7HUqzHJgxUjIV0qyb4AAIQgTrbGNYWcYqml5qpt6eeR6w2UXtjvIjLq4Ughos9DJ12FHNoTEOMEpdRS1MZgrfdCGd5s22hVPbYlLTVIlgoAgBDESZgDm09tguADyRui9rHhqpeEpQIAwA9xEmZhbD2b4XwclVZjqX0sUAsVdNXV1GOhgAIKKKCAAgoo5Cho7nOVPkyscHl5GP9OwFKvD7nqZSD7AgDghzgJs/Hq2Fai+nzUS6ux1FWAq14AlgoAAD/ESdd1bPzHf/7/JJYa9gNLBQCAH+IkQDZYah/1VvCggAIKKKCAAgoooFCNApYa9gLZFwAAP8RJgGyw1LAXWCoAAPwQJwGywVLDXmCpAADwQ5wEyAZL7WNDFTwooIACCiiggAIKKKylgKWGvUD2BQDAD3ESIJuxpT4fhcIheEvuy+lwa348ZzSYFyw13GCpAADwQ5wEyOZmqUfuN8ZWWzYYm+Zgg9nBUsONFZeKo5Bi+O8gG3p6FAA0BZYaIJurpe7s79hAdzlrhwvu/fKwRZ/gvrUONlgAaqlRWFvhIg+qn77+l/1Q1q3OAwoooIACCig0rXC11Oejxe52rthqgi0fjd8KNlgCstRwY5Xsy+lgGOizFEKK4/J9AQAIQJYaIBvv5YmX08FV+nE+mlUho/eCDZYASw03Vlkqjjb33PnsxS8tAAAIgKUGyMZnqT2FH9aEs/pmsMEiYKnhRj1LxelARTUA1Eg9cRJgc7gtdbiS2sg3K9UjwQaL0I9NjRFJrx8eHrK31TanD/Sh37wr/Pj5f1uzD7nb0gf6QB/oA32gD/TB+tphqTs/7a7R2JalBpDjb/+KHAVVHwBQKZXESYAtYrHU+q06bFD4AZujhqXiWHa7DwCAWakhTgJsFM1SX28lHbS9XJ4IW2PlpeJ6Nz38NABUC5YaIBvVUsekp8dtW7+JXnlwQQEFKeXl1N+O+vMtjwIFFFBAAQUUUHAxWOreT0cb3l086gVaYq3sS++nucUHAFQPWWqAbEaPerHTm2DjgkMeSA6bYpWlovfTPNgFALYAlhogm95Sexy101JLzTTb7HKwwbxgqeHGKkvF0fY0csFNPwCgSrDUANlY7vjRENRSo7Cqwtnpp7Mt9SbnAQUUUEABBRRaV8BSw14g+wIA4Ic4CZANlhr2AksFAIAf4iRANlhq2AssFQAAfoiTANlgqX1sqIIHBRRQQAEFFFBAAYW1FLDUsBfIvgAA+CFOAmSDpYa9wFIBAOCHOAmQDZYa9gJLBQCAH+IkQDZYah8bquBBAQUUUEABBRRQQGEtBSw17AWyLwAAfoiTANlgqWEvsFQAAPghTgJkg6WGvcBSAQDghzgJkA2W2seGKnhQQAEFFFBAAQUUUFhLAUsNe4HsCwCAH+IkQDZYatgLLBUAAH6IkwDZYKlhL7BUAAD4IU4CZOOw1OejEMdzcOvzUdw4nC5Gg8vpcGsQITgx1FKjgAIKKKCAAgoooDC7gs1S90Y54IBHbtnqmi0tFnbV4u7+Tv1v0Z1DZZB9AQDwQ5wEyEa31IoN9tvfznffMtP9hreN+jeGFnFGfVr0nwuaw8Zt7wqWCgAAP8RJgGwUSz1UcRxOp2OcpTaT0oOD7hy1JWu9pKdOKPzAbTcPSwUAgB/iJEA2mqXuHbHplw06f+zOUp+PZnm17b1ZmaaWusRtb6gGCAUUUEABBRRQQAGFPAX75YkRllpaaqWVLawZ6cXT1LPf8YPc9oYg+wIA4Ic4CZBNgaX2Xn04rgJJ0p2QfmxqjFjstcdtr9IfXg//rKQ/vOY1r3ld22viJK95nf0611LrFx/q1ytWZalrg8T2KqjffgAAMCFOAmSTaamDdR1tFH6UB5ckhZnKSBYeBQoooIACCiiggMLeFEostTcJ3cTlifVA0XY5ZF8AAPwQJwGymStLvbmb6G0X3HYkLBUAAH6IkwDZTF1Lfduqxke97A3ctgpLBQCAH+IkQDbxllqv9djEA8kLt99QBU+qQpLbrnYUKKCAAgoooIACCjUo5Fvqod0VW5H0yFUv7KclWeo8Ws1tk30BAPBDnATIxm6pW6Hlsa3Cpt02SwUAgB/iJEA2WGqYhvrdNksFAIAf4iRANlhqHxuq4KlZYRK3vfooUEABBRRQQAEFFFxgqWFNlsxtk30BAPBDnATIBksNlTK522apAADwQ5wEyAZLDdsjz2qzVAAA+CFOAmSDpfaxoQoeFGQosb2VUaCAAgoooIACCptTwFLDLqj/hiQAAKtDlhogGyw17AXXUoHbBgDowFIDZIOlhr2QsVTgtgFgV2CpAbLBUvvYUAUPCgsr5Lnt2kaBAgoooIACCihMooClhr2wWPaFZDYAbBSy1ADZYKlhL7BUAAD4IU4CZIOlhr3AUgEA4Ic4CZANltrHhip4UEABBRRQQAEFFFBYSwFLDXuB7AsAgB/iJEA2jVtqAAAAAIAFWNv3zkjLY4NUyL4AAPghTgKAFSw13GCpAADwQ5wEACudpb6cDrec/PFsNjsf1az94XRxCp6PmQqlDUZjsI8lPIqRSFofxh85e5E2TFsfgwqhQbgPt7FUuI5m+RcmqJA/Cgvno61NQCHiG5U2D1mjCM7DaF9ZByuoUN6gPIDET4SpEHlupo2i/Fhknd3lDcr7oLc1Rlp5rI6cB+JkUCHyzCJOpjZwHYuAQsSZFe7DgpG2QYT1KIxGbz1K9pnuJ1SfvKBCeQPHwbz1JKxgaxH6XGkR8WXKG6YzNGUpeA/3eKlwHM0JvjAhBetkRo9C59rW44atCoFvVN48JI0iIUDmHqywQnGD8gASPDcDCkmBPmUUScdiprM7LU6GzqyEg+U4szYQq4mTNnLiZMyZRZxMbeA6FmGF0JoVVFgy0raJ6KdQd4ba+TCe1K6NNkXKsbCdkx6F8gbXNs5fVGEFo4U2MdHzYOzVuQdDofvXrUXfhfhjcT0GhsTwhv9w35YK59EMKMRPtVvBGLdrYtwKZn+1jyMU/N+osELoaEbOpG/cxhBTD1ZYobhBeQAJnpvRnTTaelyv9feV52jGzYPnaC4RJ0NnVlKUs55Zm4jVxEmT7DhpF9KjGHEyssG4kfe0c/TP/2clr8JykbZdhDne8RRY//ygzdLw0+RwOpnNgwrlDVxt4vtgPe7qVjF98H8YVjBbjE+RuInSv/7qm5YOq289PDyEjmZAIW+qLb89xqOw/TjxKBgTqA8kRsH/jQorhI5m3Ez6jqYsPlhBhfIG5QEkeG7GdNK7/wiF0NGMmwff0VwgTgbPrIQo5zizNhGriZNSoyBOukcQp0Cc1HAci+hd+GJfDZG2cYTl62j9io7QTubz0b8uhBWKG8T9PHMq5Gzu3yzyqzRS0H8jGr/XY0bhPc9sh1Z5b1gq3EczoBAxzAwFLc0VrTD0Xx9IhELgKxFWCB3NkEL4aMopDlbw5C1vYJISQKLOzaQ+OFcOj0LEuRkeRfoaOHWc1HGmoAMKzjMrQmH1WE2cnDBOmv03TgriZFyDcb8d/Qz+APd+wWqItI0jLEMOzoMnDkeuqcFIntqg3+/wEyoi6KoKQ7eVv2ikKYwx/oASq6DuX4RXO03BGu2UvliPrPKmftlNpDNI+sKkKNxmQx1UrIK+RHpTJ67kieMbFdcH39EMK4SOpkb5wYrLcRQ1UJrF9iH13Ixyqd5z06GQcG5GLtvBvkweJ82x5EQ595kVo7B+rCZOThcnjU9G80qcTGsQfWZZP006s2qItC0ibL9LIg6m6+OoNXX6hcI4J+O+DoNCd1YeTJGCHxYZhto2Du9kagrXzfU8g1CXCs/hjlwqir4wKQpKbAhmuawJltHx1b4ufoXANyqqD96jGVYIHU3bZBUdrIUsdWIAST03A32IODftCinnpkUh8WjePp/BULvOrDgF35kVoVBBrCZOThYn9fe11sTJlAYJZ5bt07Qzq4ZI2yKplrr7rgbSKhERNhhA0xpYAr8vJWAoWE9B34Ll7WTUd8lU6M8Io1v+FXf8qS06nYaIscJSYXQyZ7EZ/zEw2hDf9NKXisA3KjrQO49mzDz4j6b0bRq7i7hPJmuQEUBSz82IpShwbroNcey5ae1D0tGcJ06aWApYvAqBMytCoYpYTZxU2pfESe1ta7KYOBnTIO3Msn2admbVEGlbJKXww/zym/hnOahQ3iDYF6uC/fD7/8zm7EPYV1gVkv785OuDkrM4nC5qfxb+g2b5MK0tggpmiLSmRZL7kDCTEzRQ92k9ms7O5Q5zbkudF0CSzs1QH8LnprXRZDMZdzQXjZMpUS54ZmX2YZVYTZycMk76jiBxMq4PsWdWzC6CDWuItC0Se3mi5Y8rVtwTGVQobxDsi1Phcjo4f3jHKfg2ihtF9G/lxHlQD6ft0CrvhZeKkEJEJ2MVbJt1agEFx9+/lHA7fx8ijmZeH9wtCg6WW2GyBvkBJPrcjOhkXJxfII+ltrPnT2uMkxFn1ux9mDRWGwLEycw46frGEyejGsSfWbG7CDasIdK2SPAmerd3otINjpmcOe1i/frrJ2tYwb6C6D/a40Na2ijifit7+2CLT6M/3Fj2ob4VsVQEFGI76VNwH0134sL82BueCvqgLgUehfDRDPYheDTH5B4sr8I0DcoCSNS5GdXJyDg/Sx4r6miuFifjolzkwl99rCZOKnsvipOeGYgbBXFS2V3wzPLuIurMCissGWlbJPiol+vBTvmpbz1BPArlDSxn0PgLFqmgfve0TSLnwf0VDiqYAVY/GMmj6AUMBcfhjlgqAgoxnQwqmEez20Q/mm4F67z4FrOIPti/UU6F6KMZ6oPnaPrHmDxR81jq8gASPDcjO+k5N0MK4aOZPArXublsnLSfWfGLoevMqjtWEyc985IUJ5Vm3lWPOJnUINjGHWE8Z1akwnKRtkWCDyS/fj0tRP5wCSqUN3C0MU+yVIXAp1obxwTEK1h/q+qhI3kU9j8s2zaOWSqm+ML4FYJHM0bBMvdWkzRjHwJHM7MPzkCVc7BiFAoblAcQl0jyghebOvEkayKnMnoUppNwT1QlcdI/0q3EauJkzNGMVfCeWcTJ9AbBNvFx0jURNUTaFhFSSu37ZDpEB3ErYlChvEHP+KxQP4kexahhjkLg7ywRCqN2I6UsBdtBch7uuKXCp5B3sIK7CP4VOis8pfXB1iKo4D6aWQpZYTp6ouZYKsoDiFXJ0wn/PBRUr0UczTSFGuJkVoRxj3RLsZo4aVASJ33nA3EysUGwTdwosuLkgpG2RcTaHYCK0JcKAAAYQ5wEACtYarjBUgEA4Ic4CQBWsNRwg6UCAMAPcRIArGCp4cZtqcioqjTIukZhvGNLPVZ8aeD56GgQLD8EAHAxxMlrtPKFmUkDDOERoGqw1HBjZUttvzmn5ZY+Eb3pBxBzZTfLBgDEY1hq36XLk0UXwiNA9WCp4YZmqQvvgpOood1T9SYxaMTePVRZF7TPjH3MkUkCgJYZW+rD4eAIQofDdHc+IDwCbAAsNdxY1VJ77gbcvRvzjKshbXQ4nVz3WNX2sed7aAJAMmNLfTydTE99OR36GDSRHyU8AmwALDXcSLfUvrq7QUOpIkmNzeodLruUkGUf2vMy1ObmCkPGBQBK0Cz1ufPP+oNiDqfLWbfUzlroS2fLE6tFCI8AdYGlhhtpljr01KtO46hXZacEbfUvm9YcivVN1xCGd9Ses4YAQAq6pZa6p77+e2SprfHy+mnnZw+HpKBEeASoDCw13AhfnniLsJYyu3Fpn+Vy+H6bpOsbx6WCRoRPeSjqrfLR/TsAAMCLYak1T325VoKollqLjnKcQ86oWiY8AlQHhVhu2wAAARFJREFUlhpuJFhqe/5jWEsGDS3Ie9ImGl0P9D+Nlq8Zep/MlQ4AwI1pqUfm+RYFjcKPHiUPPLLUiVeeEB4BKgNLDTcSCj/sd3QahWT3BTWhXIw1ZTPRXzaNfacuZgCwayyWWnHPSl5hbKl9lR8phcyER4BawVLDjWks9XW7PEt9FTZ3HnP9jf6Ref2NQ5c1AwCisFnqm31WnqFiFn4YOYdES014BKgZLDXcSLXU/iUgo/DDW1EYc5cofffjj4I3ogIACGC11Ff/rD6V0HuHjXRLTXgEqBwsNdxIueOH7VLDceGdeXmi6+EDbkVbg+CzDNxDMCoQU6+YBIC9Y7fUXXr6eNTeUS21GQvjLTXhEaB+/j/acn75XcJYgQAAAABJRU5ErkJggg==

Since then it seems to have closely followed the model and might in fact be putting in HTB of lime green 2.  If we see this blue B play out then please don't be anywhere near this for blue C but then after 5 waves down you must realize, if it happens per below after having seen it predicted in advance like this, that the odds would be quite high that the next move up would be well above $5.

If this plays out per below and you end up making some bank on this, please be sure to let some of it fall into my tip jar.  I'm not saying this model must happen.  I'm saying that the odds support it and the smart player sits back and watches patiently to see if it does.  And if it does then one confidently buys the big dip and then uses stops just below that 5th wave down that will form blue C.

If any of this Elliott wave stuff is confusing to newcomers, don't be shy to ask questions in the comments.  I'll answer as I have time (admittedly this week is tough because of overseas travel).  In any case, it does not pay to sit back and allow yourself to be intimidated by the apparent complexity of all this because it really isn't all that complex even though it sometimes appears to be magic.  In fact, it is magick

Those who understand this have opened their minds up and I'm not talking about simply EW here.  Those who are still struggling to understand should look at the hints and develop the hunger to do research instead of waiting for someone to put in all in front of them in a gift box with a bow.  That is never going to happen.  The full understanding of this simply cannot be told, it must be earned by the effort and concentration of those who understand that there is learning to be done.  The information is out there for the truly curious.  The obfuscation that is being done is simply there to filter out those who are represented by this symbol: 

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