ARHITEKTURA
Iterativen razvoj portala in krepitev njegove vloge zahteva dober razmislek o arhitekturi, ki bo to omogočala. Ta je v primeru splošnega portala s podporo e-poslovanju bistvena. V nasprotnem primeru bo kasneje zelo težko povezovati in dodajati novo funkcionalnost. Napovedi kažejo, da bo do leta 2005 večina razvoja programske opreme potekala na večplastni arhitekturi (multitier architecture) [2]. Glede na to, da se skozi razvoj in gradnjo portalov dogaja tranzicija zaprtih informacijskih sistemov v odprte in omrežno povezane, je ugodno že v začetku izbrati sodobno zasnovo. Ta je danes največkrat v obliki aplikacijskih strežnikov in različnih predmetnih modelov (EJB, CORBA, COM+).
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X2Jgh7yTv8ugfUBw9jCQoHZI8AwT9yayj7Iq0cBZ85Pmg4LlH4tD3wy+K//7wcYb7pFPc1ve4sTE7emZ++mrT78uQf5qTspmU7JttrTl0S8I6dzHMx2wvqAYdrDQoHZC8DkD3wSp1gII4Y9pmB/w/8zduPFlBqKmPI40xR/+Mpo4VFx/N1kPCxyJ+qVaup7cUtWu9ZRKxQeFUxRjAhKMGEog3GKmyR74qZaZttgfcAwLmGhwOwFYPKhEmRmBK0ZITEB9TBxa2r45Frs5HxpkQIRisTTj4pqJgjtuAi98PqF6NSdVHuLDl3y4dVJaxjH3IM8VALEysz5ybWgyEZPYn9LJL+aYKGws7A4YJh1wEKB6XVos79NRAHKJwTzbIomBFN98dxY6vuMejtKXhxKaqvJIKyZqXHLXHG+fZeSUAkHfaNnE6Y0iRAlRgjISVNOB/w6eW4UQkFNQMVsG6wPGGYjsFBgehoRM/GTQUzcYV+Xrtrb70JJuCKO2E3WKTij/BUzfpnWiJJBTNycnbnQEpTJdIsVVJJ7mEdnqF0JRIC+Uh1/N2mb+SkWjta+XW5TLbPpsD5gmE2BhQLT0+SKTedEY9mgYLuukKfMRi6CGC4+KcliMvvR6UsfBg/5YcgjRwbUTQpb6i/qya8mhP/BH0ImobBUtsmbIHGZN5LZOKwPGGZzYaHA9DRyawCzf2tKgm7JPZin9MpE8u2RWDgyfSdVKC1SMkPohvF3k5PnRp3s+vCVUSPtpF1uJCM3tPc/POrF2bsp9VcMZ1dnR+xlWB8wzBbBQoHpaWBWf7h8o6SXhyKOc31K/dwRkeJopYp61Iuw+pQmSvg2lopzxXmRTLJSMeUxImD1C4+KTjsgtpicGGbOj7NQ2HRYIjDMlsJCgel1YFnbG9doKJR7mLfdmDAyIGdi4ZixU1AMHvLL2EcU50C6FuJ68m38jND5RugGa5SkqX+kaMeBNh1oywPqAUoFN8rDkGo31CgLr7zz+roeAOMISwSG2QZYKDC7HugA7dZsvlS0CoXsgzzm9DOGIIBdHzo5KN+amkuVniz96+ai6ZaRk3EnoVBvNCAvSrfK6kXUHzseEbsYx2Nejyd1L5M8k2CPhK2GJQLDbBssFJhdD0QATPXs3XTiVMsJyfqL+vSdazDesNyaESIpfXJGvkvrEOnv50xnHEq60AG2/hCmIIyzd1NQCerFyfdHcWXi1pT1hCRFiWY2COsDhtl+WCgwe4GZC5Oxz4YHPhk0RWbUV6o3/jwFmw07XW801HhHUA+Z+/kPv54sPlmKHBkIBvz1fzfyEBMLOacjjh0Zf3e0/ExHDYXS4ujZhNyMyJcWC4+K4mRmeG3NQ3+mm1wdwVAkzokhbGGJwDA7BQsFZi9AURYmbs7S4QW6GDzk/+HyDdqPMDYmIuotQj18nqFcD/IWI1zSuO2hBpfc+HgmfjyWWsiobowU0dm0JQERY3J11IxjESwUTLBEYJidhYUCs0eAfaWjCrapIBOnhkYtYZRgtmHX8VP6tVyrV3zeQFdhE6EnbCXF0Mk4ftpnj+R0UG5gicAwvQALBWavYXtEor0CMN7d5MjKUCF8EnLdsERgmN6BhQLDMD0ESwSG6TVYKDDMvkPEnjJyYomEF9t4kpN2hWy3eFgfMEzPwkKB2fXA/Jy+9CFe3PjzlDWfU+5Bfvh/xjTL4cat4JV3Xpe+kOprivskHRrUt6ycviQOc67DiaH0a3lqLpV7mMfroRPx0fiQde9j9m6KDoPIK7HjkZkLk6rlbt89wvde/8z5SdPTpkctHUhtO0Z4PZ7J95seHiQRlu5Pl+5NJv/+e7ejZhhmq2GhwOwd8qVFq1DI71AAAxhgGVt6+IqwiC4PU4SD/etoTq/qsc+GhUfnf1/z/odnOpeGeFq6Oi8VAMRK7G8J2Gx07OK5sWDArxmHQdLfZ3AjSro/bYFK6o3GcGu6TkqXZS2c/n7uw68noQzG303Gw+LgiV6pzhXnJ27Npn/VomdnrLcwDNNTsFBgeh06PtDRMRAWEXNWFFbX0o2pfC54yK/OobeHdZ9rmDl/cR13pb6fg/FOfzpDygCP6/UL0dS9NGWyAFN3UjDwpqUCFEucGoJQmLg5a5vewpZCqYBWTHsWyauT1pKQLxO3plAYla8JkeNa8Y8XQ54Py/dnQ8cTvsP2+TYZhukRWCgwPQ0szcAngzCBFCmhTcnEqXjpVjn7IK8uKuBXTZxXHJy9m1YLY5qbLy3WG7Xga4GRk3GpQtBcrpiHKZ29m1osY95ci4ejpvgHhUeFuQd5/XnF6/GJdy1rGARqoFyReKE/0+mKGk9J1hMO9o++PSKvo2+akdmSfqVtC/QWzUVDIaf40NEj4YCR/FpeCfYFUbkcF55A7HjEuqqBW5JvJ3IPush0hc7gaZsGi+FQ2m71+vSdFD67mQvjcnTSFyH8zkz5YbrybJGFAsP0OCwUmJ4GZhuWRjOWu23TPklEqKJDftPug/j1zFDA65VX5Ao8rkdDURQ4felDOc82ZsCzuAjTPno2UX4mfs3cz0uNQimjYHEhEfAu7OJccd528UDkmDByRaK22os6dUZGZpz6h4jJCAsdPuhLf5/Bj1z8R4XaqlAQOwWfDfsOetGZSr2Ou9CZwucZq1YYat0IMB5XER2QjxH/jp5JaHZMnht1v4yBByhqvrAmCPDQ0LHJ90dpO0MFQs0IsC1GbXJXPODxjnxew78u22UYZqdgocD0NBQFWTPc32zzL6jAmsI8y90HvMg9zGf/+5q+ossymJ3DiEqHO+iDiVvTIrGTkWFytS3fv242bX+oL4h3cYvIG2kEeFZX7+PHY8P/M4b5dBv/A8gIW/9E/eYi9TMejkCsFErF5NtmL4GJm1NQCUtX81QyeiSM5lS/SCvp7+fKVV14HhyPJFeVQdlY0oiFo7a3dHXwoSDWNjzq0sWH1ycH3gijS6Z8FhAQEHlo1OlEA6sEhtkVsFBgehqYcxj1kl4eisQ72jOUgVGXuw94AZOGqbaaUgEzcjnHJTCfnr2bztzPhVdn1Qlldk5KpVavQDPkS0XNSBKx1uLJePhOCHV2G/V5+OTacKgz9UbNVKY5dz8/LkuiuZmVcTVhhJXikyXacdCf6QWRMFOMha60BJA2NlnUG12mmci3ruvg2S79UrLdFRr7USwFFX4LqvpuuZhqNOryV4/H2x9Zf8BshmG2ARYKTK8Ds+QyxCHsHKWTJqEwV5w3eeZrxpq8XJAnjBCKkZK+vHblPzy29aOMOMvQqlcSp+LWlA0dCfV1NskUAVquqRAdFQl5L4ozCFcnh/9n7F9//MHW/NMmi3rFZZoJiI+L58boNR4m7bCYblxdQihb7tb0Uq76ZG3hwX8kxkKBYXocFgrMnoLMNsxk7UUN0/EfLt/Y6R7tDFAzMxfGcw/z5JsZD0fxNFQnD7yQgSVkIIqOiEhNK9VYuJlea2ou5fUIUUVrNrTBMZYvel6rDpy6GAgJlVYpF7RTaw4Qgx/9IF/PXz+98ZEyDLPVsFBg9hRy90GcaDjkty5FwLCRPVPRn+nhTg4Qxr2+kjHLV0FtZCw3HZqm1//dUC/mHuSDh4PWyIa4rq/o6nqDOssXuxW3ZlP53AbTT0B2oGlZMx5yvdEwrUyUH4oDJgOGOAgeHdJ/ztWelvhoA8PsXlgoMHsKufuAue/QyUFrAVhKyIiZ85NyBwHzacySR892TgoVDYlQDeq8vP6ijtq2KPmTSDt5yJ9/VJAnGiio0fDJuIyOIMkbjpam45eikkPiVzyToRNxdN7W77Kk2+wR2LJYLqsekeSeKX0VK+V8/pvB+J/maS1BtHtmEkKh8I9E/Pz8gddatidePtfrK8veQ+uJLsUwzHbCQoHZa0ingfSnNlH/RuNDsJfDV0ZvfDQFmwprOnFz1uvxJB2ODqqgzNQ/Uh9enbzxyRTEgdjmvzmLKTXq7HivcC18VOg2twKd4wj1BWHdoRImbk2J5s4mrSUvnhuFZBn+fIxCG6EtvBb6YFVkpD+Zkoc/4+EouT5AIlBEZ5RUD5WgjLUJ9AGPTt3N6ZigwXc4HDl3rXhnbO7L/lBkNNA34PF4a3W9/rRECw/BMy1xF5buT5tqCPjDUnYwDLMjsFBg9how5zCHmIvbppYWKwr/fQ0W9/X/Or16JZL+NOvGfqNM4Up24uaU3NFHK6it44rC6JnE8P+MqQEbXEKFMRySPtSc7bhE8Oa/XYOIUceV/WztuIdXHLOcp1wPE4+K8jpqu3FuzBQ2ynBoKGqt0OKEbVCENvQLfRAtF1Pl+7NrCxceT+hEMnzqommZoXTPEt7x7BQLBYbZWVgoMLse1S9PMyyiKf8TzK1qnjHJxk/p13KtXhHL++pefmtV1iswqz9czlD2RWsWRLWk+hrN/euPP4gok8as3ZqeSr1iCreAnkP6LD1Zsk26aOrqv24u0ricli7oUbTPHumUPQu3QGq0kQiw6LZZnXyHw9HDN6Lv3aiUxYFMz8GA1WVh4NTFgVPriV3NMMxWw0KB2acYRrezX4ItJnmxRbdIjAOcbt0g3IxrfZ3BLRtMBs1rAwyzG2GhwDBMZzYoERiG2b2wUGAYpgOsEhhmP8NCgWGYdrBKYJh9DgsFhmHsYYnAMIzGQoFhGFtYJTAMQ7BQYBjGDKsEhmEkLBQYhlmDJQLDMCZYKDBdUK1X9ZWK6WLwUMDv9atXylV98Z8lvBg8FjW9BQo/F/OPF+uNWvxodOituOmtuR/np94ds97FbAOsEhiGscJCgemC9P1stlQwXRw9k0iebCY7aDTqY/+YWVpNMpRayCQi8fG313ITQApMfDszHI4FvMGpe+laoyHvBbML6egfwqwSth+WCAzDOMFCgRHAwHs83o7Flqq6x+NJnhxWL/YH1mzM7PcZqASSDqgTv2aK+eChgFw5mPtxPhgIXlwNqAwlIYVC7sd8pVZLnm+pnNkGWCUwDNMGFgqMIPb30cFQNHlquP1sXq/oA8GQugagUq1Xs6XCcDhGBaA8IAgWfy2l/19OCgWSEfQ6+scByIjik1LkiIj8j2K4l5cTthlWCQzDtIeFAiPoDwRh4/EDHTDy1mDsaMRaBhYd/0aUZMQmFv+5JAr8saVA7I0I1AA0RHsFwMsJ2w9LBIZh3MBCgRHcOD8FW56+n50vL058OxNY8A29GU+8FVP3I5YrIt+gz+NJP8gVnyx5Pb5QX1AtQ36O/X0t5id4KCDufaaTUAgGgtVVd0iqMNwXbDTqvJywzbBKYBjGJSwUmCYw0hffHR1/O5F/vJj5qZBayOAHxnsoEg8ZmQbJwE/dSwd8voDXv6gvFcqL+Z8XM+cnSSuUjczFJmMf8AmhoNea4iB+NIpqoTC8B3y5n/KoH/dCefBywnbCKoFhGPewUGBagNkeeiuOn+KT0sxCJlsq6PXKjfNTmuHJqLWecZj9Pp0p5me/z0jnxI7g3vqLGmpuNBpQCdAlYjnhQTYRiZPCgNqov6iT1wKz6bBEYBimW1goMDbkfsznf17Uja0B6ZSQ/fOM6XDE+NvJxV/LEBOw924OTci71AOT6Qc5/Dt6ahiVJ25NUaMBn2/m/Yu0ksFsFqwSGIZZBywUmDWq9WqmOA/Dj+k+TPXomYQpYpJVDYithIpeeqavbw2AlhOSJ4dR8/TdVKVWyX+a8no8UAyTd1OQJhsZDqPCKoFhmPXBQoERUEhECpQ0EAxZYya6IXJkADWUq7q6EkAei2qsBZXMjyJ8U+KtGP5d/LU0GGrqksSbsal76Y5nJRg3sERgGGYjsFBgBBPfzng8HtV10QRsdvzvo8FA0DTLLz+j7QmxnODzeMSVp2W1BnKBDPfZ1ymXE/BrpVbzvxmgt5oukCsVFgobhFUCwzAbhIUCIxg9kzAdhjQBgx3w+fSKri4Y4HWhvBgLRenX+LHozEIm//OiXI1oNOrz5cWBYMi25vT9rLa6nKCJfQ2PfOtlo4F/vQcd+8N0hCUCwzCbAgsFRuAUbFFl/Exy4tuZ5M3JiTMJzPiXK3r6QRbWfeLtZqRFqIHkyeHUQmbiH7PDb8Vg7FMPsg2RzcHm3COFcYRAkRoiGhzI/ZSnnhT/uQRdws6M64ZVAsMwm0V3QiF3N9d40bBeD4VC4Td35Xk2DMdz0NO5XM9Q+qmUX8hXnlbQ7WgkOvRuZwO/WcSORma0idmF9NS9NF0ZCIbG306quwNk5qEVCuVFjQ4vvDdh6+eYvp/Fu3I5Qdx7aggqZPDLDyEd9IqOG7d2PHsXVgkMw2wi3QmFwkJhsbho+1boWGjyb5OhN0Kb0attAsOZ/Wp2/rv5ne6IW6ASkn9aO1jo8/m2uQPQCvihZNPW7NIEtAJ+ik9K3oPeNksC/kOByWNRdUsChXMfzc4/Fn9gg+9PsHfCOmCJwDDMprNpWw/lx+Wpz6cy/5vZrAq3mukvprPfZne6F92RX8jTi9iZ2MCxAb9/Z0wpTHhHK97xtKTtZgeqdbMJwtjCKoFhmK1gnUJhqbQkX+fu5lJfpWq1GrQCpry7ZQ+i8rSy013oGtnnmSscYIBpgVUCwzBbxCasKAy9O1R5VknfFPvW5XJZCoXGiwY0BG1VRCNRTILVGTC5O3gOeuJn4rNfzcIEoszIByP0LgQHqnK6V1O26gOHA6E3QupWfbVaLSyI0/m4y3vQm76VRlXUEK5Qmbnbc7pxro9e41+1abSLW/DaWrk6LuklIMdi6kb2Tpaaxuwfb3V0hqCalx4v4YWpaRqUU5+Z/QxLBIZhtpStOvVQ/qU89tFYrVajX2FWZ/4+M3lpUlo+cneAoc3ezZYfC6tce1Ejy2faFEAxGPtr169JB4iWAkXxDypJX0+TJYZqQVv0Jm6UfUCLyQvJ0Y9FVgJZQL6mplNfpUjxmCqXWyqmcaFOXIFeobHI0cHeT12ektWgmGkIHZ+YaVzqoEx9ZvYzrBIYhtlqNioUMPfFzB52kX4NvxWmixOfTZDNg232eX2ZOxlYU9hOWFN1bYDWDELHQvV6ffhdcYgOc2USAZhSJ84lavUaLDeqghGd/24eJlMWwF2DZwYxycavkBqzX81e/OtFtW+wpqhk4vwElcEVVEVCAd2AYaYe4jWVx6ydVAI1jRfUbVQOS0+rEamrKXkXfmTNKqiZVILP50ueT2IIeD64C8/EyXESTUuVMPzecLAviCcjFjYel3EXFAatXlj7zOxnWCUwDLMNrFMoDIQHrBdhuWnGTJsCmrGVTvYV/8bfFkF4sneyZKolE59O0MyYDl7CNmuGqc7OZeVaPew3aoaZDL8ZpgJoS3WchLXGz/jH4+ryvloJ7CvtR5AXBUwvDDPJFLym8rDo6MzS4yX8S2omFArRKQMYcs1QAHI3RN4Fo67O9TVjOUEzVEJmLkP1BPoCkA54JlJwmJArH/Jp4F9IBFp3obts+8zsW1glMAyzPWza1gNsp/Swg0GlFzCWMMz0GqYd8+PFHxdHtRahQIsQABYd9pgURvxMXJp8TMqltpAF+kP9subganhgGFHVDKuVDBwbIKHQBmgR/Ixowk6rThKS0o/NFtVWht4dMgkFusvf5688q+BH9PDwaijDX8q2QoFugbJRdxMgGqjPxZ+Ktncx+xOWCAzDbCfrFAqwYfI1jDFm3uruu3TOVw/9E+SOoNJy47PmjT7vWoQAdZFAFqAlBFNVNO+XqJW4BPog822mo6SQht/UvWYnjeFjpDbDL5uHr94SbE2IIPdoduMBDWaLYJXAMMw2s06h4NKNTtUTmwu5CJguQq5spE4Zzggz+/iZOCmYic9shrDmcuiMdHRQ6SoKpAyCubtiRzJbB6sEhmG2ny059QATTmvp6rHG3N2caeHBijxaOb8wL7UIxU/EbDt5ISkLqKv0tAeBmjdoUDPfNp0epGeD3N0gpBBR9wKkI6dEDl/2sFqtLj9e7j/W7xQiiW7BD0rKMjK80sAxG48QZl/BEoFhmJ1iS4SCdDsY/2x89sosLN/c7TnayB9+b9h0NsEEDLA4c/i4jFtgaMVJhNvpytMKfiAUZIHst1lIByoweXmSFufz3+fXEawQE/f6izpulDN4/ZkO2YFfpXRojuvNsM/nq9Vq1Dp0Q7lcTt9Kmyokq48uTX8xPf7xuGacv6DtDPWAqGnUpC3kE4NGSX2V0gw/j+1M6MD0IKwSGIbZQbZEKMDKQhDQqUU67EDQccH290INwEbCGMO4qk6CMKW0nOBUANe7UgmBwwGKVRA9KbYwlkpL0lqPfTRGhyzkFkOt3nwBlUObEbLp0LGQaScCdn1+YR5jNzlSoKSTycd1Ot1gemJg9OPRrdh6GLhkk9Fx61i6vMuiZfcOrBIYhtlZtirgEgyqiIqoBC/CPHv0k9GOthwW+tr1a1OfT0m3R5pSy4MPVADWWrr4kf7oNvoQ2WbVT1CGmIThx1tQEukr6ZmrM+hJfiFPHYCYSH/TvEjt4i6SGhLY9fT1NHqoHpqAcqLVBSdmrszM3Z5TI0ShA7hlb5x32GZdshXsiNZhlcAwzI7TnVDo6vg+LCt+aJs/0BcwSYQ2VUEKZP43I05CGmccrMkjUGD+u3mnAvhVTUVBQEaYlARVQt2TNaDDsP3lX8qyw6Y0V1TeNveVOu/Hawyw8aJBJ0Vd+k9QJ3GLCOFseWIah0/YT7BEYBimR9iqFQXJunNE+Q02UsAN1u7Borfps4w4SZGRKDsDvWV1OWxflRO7K1U3sxWwSmAYpnfYcqGwxxh6d4j2U0weEuxyyGwWrBIYhukpWCh0x+jHoz6vT/Uk0FbdL3ZXtIO97V24S10iWCIwDNODsFDoGtWTQNuM+A3MprMbZRCrBIZhehMWCuuEPQmYTYRVAsMwPUs7oYBJs0yDZHv4cO72nGa47NH2fLVapbBCoVDIjRMf3e6+/LrJ3c3R7F+OwtTzTQQNqQsMW9cQs2dglcAwTC/TTijAvsp4Qba2nLz5opEoWcHKswpdmfh0oqPhh6qQzoAia/ObW3jwj5I1a4pQMPV8Exua/Wp2/rt5eWWLGmL2BiwRGIbpfRyFAmbGalTB/EJ+cyf92TtrlZtyHOxSpr+Ytia0ZBgnWCUwDLMrcBQKplxHMIHjH49voteeuf47WRl7cRuwRmTaOLbJoLeiIWYPwCqBYZjdgqNQyNxpBh9MXkhS5ACY9m7DJDuBquh44fB7w4WFAl7jikkolH4qlcsirCEaxev8Qh6WOBQKDZ8bVtceyAmA8lKiksXiItRMx6V+W9cB8rFYerzUeNFAfbEzMZPHIuov/1ImQYACaEWusqBC/ZmuVk7Pqk1DtBtiqsc0KFzHayqJYqbnr9aDJgaODaAVPoLR+7BKYBhmF2EvFGCYyRzCkMMwk1CAdNgsoUA+j4ByRGW/zZJWUK0pVAJt8MPyTV2eooswiujMzJUZmQGBykDNUP4FWX/2btY20LJ6l6on0LpsRTakJntM/GdC1i8LoF3SN2rwJXpNz8plQ6akmraDQsn5hXk5KHxGMkykHHX6Vjozl9ntmzhuqL+oZx/k86XFeqPm9fji4Wjy7RFTgfRCBgXwOhzsH317JOhvMc96VU99P1fSl/Fa3H4m4T3oVQukv5+j+oOvBUZOxmPHNyHpBksEhmF2HfZCAdN3ehF5MwKrI/Mmwzht3FMB8+DmZPpYCJXHz8Rpax92znYZAGY1cDiQOJfAlJ1KTn8xjS6pU2eSMjC3wb4gBA26KhNVu+lS+ZcyGW8KsChDKuFi8HAQQxZrCYbBRrv4qdVrtCgitML5JK1hyGyTeO3UEMZoaoh6K7Nmq4VRucg7ZSTXpubQB/kRTF6exBU8w+QHSRQjXdVMqnllxrb1PQNEQOxvidKva7ot9zCf+j6zdHXetkDhUTH9faZwJRv+Q3OJCG/FPhuuNxqyQOZ+vvB5RmqFD7+aSC+s7Y7h9Y0/T5m0SLewSmAYZjdiIxQaLxo044f5oYm7zL+c+TazcaEglxMGzwxqRrYF6AAYSzQBW2uNTwBbKKfRsKZkDq37IHKZAQZ48J1BYcVvpV0KBekwce36NeoAFAzm62gaBhg9hP2Y+HRi6fGStMGw8TTvR59RADeOfTRGT6lN6qbZr2ZNDaG3wyPDGD5qs24cyGJrzRn90VZdIgL+AGkmXMS/kDX7Yeth4tYUiYCZ8+PhYKiklyduzeLK7N3U+LtigSe9kKECsO4+fHa3pvSV6sTNqR8uN/+Q8BoqIXjIP3N+svai/uHXkyiPu+j2wqMCqYTxd5PxcGQ6l4aSQCXDJ+OmVQf3sEpgGGaXYiMU8gt5mhnL+T0m/amvUrgIG7/x4wnS+2FtVf9cgqwgDLa6Ak8Mv7sWjhdSgEpKhwACUkNuRsBS4jVtZ7jsrVzhkDIF1lf1Q6TKR7QRSggJ5CjcI9Jdrm7oyIbQ2+T5JC0z4Mmraypqf0IhG/1UflzGJxJdiOJ19K2o1ddhr1IwNhSGTsTJrseOxzL387D0+dIiXUndE59O8swQrQGQFICx16t60B/Ev3iN6xfPjQ2djONF8ckSlAHuotvnHogVNUNGiL9G3PL6f52GsMg+yK9jUYElAsMwuxoboZC92zzjt/jjYvmjsuldWKaNeCrgdjKWPp8PU3a6WHtRk+9az1ZglixfS6tvOmIQ7Ava/lp5VnEjFJpdOuiTV6zzchFV4m5WdVPoFkqKbdPb1QFSVCiJ2h8rk3+bHPtojCQdeoWf9M00BNPMlZk9HzXyxidTeqUaDKx9sj6vVy2gr1Txb+RIM59nLBxpXl8VCqbrKAmhQHeJYs8rxrvNLSTcAtGAd+uNNY8Ql7BKYBhmt2MWCmK6vGoLbY3iBl0apfcDLBzN41Vw0TSr7hHmbs/RSgbm7oNnBjG/l76WG0d1SHQP1MD8d/N00EM+SSgeqIcfCj9sSsd6FuFXeHztV7lCEDdMe+FRc29LKgnpxljSy7gX/5quy5K4FwWotpCi56DtIBTkioVLWCUwDLMHMAsFuVsPi2ia0ZKzHkwR5v1ynb8rZIxnn89nmvXWXtRIl2DWbhIKcldeU/wbTEvxlKJJLgPMLzSd2lzOrclbEz+yErwYfGcQt9OhxPQt4SypekvQ0c2ukKMwia3iT8Vmgbe62DgQGxnPKriFqir9VKIjEviMNsXndLdQf1Ef/nyMXg9F4jvbGRVWCQzD7A1ahIJ0YwSzV2ZNi/ZyVo1J//qEgqwct5t8Ecgwk2O/yaURRpoiCsA0pm+n6aLpZAFunP1qlrYt0E95QsGlZx8JBc1wNkQl9ILWPKghmvTX63VSEuhJGx8FlIH1st3yGH5vOPttFmJr+otp2Vs6yoGG3G8Z4BEl3k/QXeQ7KXxC/QEaeKAv4LKe3Y56umHm/LjpAORO0csSYbmY0kvNyUAgFBs4tfa/4dL96Up5dTEmPNQfcbt2snhvova05Dscjp5dW2N72ahr/64deC3Ypgxdkb/OXz/dbdNtePlcL9z5ULMMs3BzWPSttSGnwk5spKtoHX2g17FzN+QjktCzMl1Ex4JH4urjYphto0UoSDdGGHKrnZOOhOt2abS6MUqkB6Jm59KY/FNS/dXqtefz+XCvKYIyHSx0A/ozvzAPK2uqJHA4QF2VBn54RJzAVDdN5MYBCmvG0kD0pNAWtjEZIQ7ooKmpIfR/9JMuvnEgKahLqO107DR+1Z/p0lNyP8RR0FpVQvLMUFebAltHL6sE0GjUq0+aaqC+sqwaxfKDa3iTXsMsua8TVk3WSUBzlBam4h9kpRU0lYGxRIHy/dnk33+XF6lAV023AU1Xny2KASvDRDf0n9dOvUozX31W7Kr1jXRVL2Xkoyj/PGfVJdbnSS2WtMnQqXFVaTHM9tAiFOSM3zYSAMwPbDmVWYdLowziBINqO3WGSZYBFWhaT0A00E48/QpDqL5LoEL0jY5mUBMo4375HTIlfT09eXlSPgHNEEZTl6ZoTQK10QFO/IsfPB/YdZrTF38qymOZVKB9Q9m57OxXs6pKoNq69UDEY4FkoXgP9HBE0IXzyc0KitXjmFTCjY/Xvj3brCt4PT75ry10L7ku2rz7Woelmh5XCSYgCzCTJluOF1IlbJBKOV+6N2m6iMk3zKrH46Vfy8UUVIKpTPisOPsT8G/apBlTcMgCMcxG/YDRtP4kL99VjXGtrstbNqt1J8oPUsrra04LGB6vP3SyuadW15dI3+ChBfoGguF98f840zu0CIU2AQAIUyQf06QZhrlNaoP272qGsbctAPuHjtGWPMo47SbATuMHcgQFTEbXOi5rQ7gLo6PTj9QZtSG8tvbBVAl5F6IDmuKOYNsQbDx+qKTtiKx32T49aAL8SP+MPX/YQSV5ddJWJWgW10XN4t5ocl2kkuq9VtdFq3ujld2lEmCHYEFhOPtfE2NsWlCPR2s0Oty5Ltws0TuZTCgPTUzfHU04dEBdX/QGowdWhQjhDQ5ohn2tlvNkXGFxTTVTtc09F4/HtLbfsem11g+FrJsINoWf6/Wq+GOj5y8+gtKcreH3HupfeyCnxDJD7usoPp3Fe+MsFJhtpl2a6Z7Cb9Cx2Aad+Chy0Ub64L4Dm+VvuK/0AZH+fi73sBnqYORkXOoAnzdAsReHTsRFrMbWuAhej4dkAf7F63qjget0heIu4C6qJx6OQhnIuAtojq7Hwo5LzbtLJWjCkSWq13P1pyXNOCJaNzbFaQquFhObCMbygNwjgO3MfyNCpcX/NG+1oLI8oGJ04/z105jB+4/EBj/6gV5TmfSnr9BFeq0Z6wrSQMKIFu4kpXYJnRoPn5mUaoDKR85dK96boDIjf/2Xaq0D/jBt9dfqOl0lPRQ6kSw/FN5OlWqJhkD9UZcT2jdNNF7UFr/9kKoCGEj07Ex7N4LSw+ZyQuxcmp6PXsq6MfyoNnQ8gbagLUy+HQyz1ewaocAwkuk7zSUizPtPX/pQXo8dj1DsxdH4EIQC3n39QtR70EdrD5Pvr01q8Xri1mx6Ibf0z3L9RY02GnAXvZs8k5j6RwpKYuCTwYE3wrScgMplBGgTu04laKuzbf2XedplxAtNmYL3AlAkhdtidw+Tb0yvYcvL92cbz/XYhRZXJKkSvH7znF7qGLFgcOqi8BA0SgaPDdVWdFS4dt1ADL+bpmn3BPqg8aJSr5ZRLH8rnrjUbvOxXExRV9G34NEhyDL8yA2g9gT+GGvqm2eLLBSY7YSFArPLgNW3dSBQiR2P3fjzFEVu1ozC4+8mVW9HvK7U67N306QhvB7PzPlJmfbJe9BbuJIdvpzE7VIlZD9L2TW1K1WCZsyeS9okTU81w19BXtxItQOnLmIe32bJAQx+9IN1ocLK4j0RkE2uN9BKBsyqeT7daAz9ZQlXrCcF6HbYb+HVqDgooFeBqnAYpIWEyrOm/5N0j3DbtKZR09rqUgoe43Ix5bTPgrdIqYROigL+UKzpeWDn0mhFeng0jFMbDLNt9K5QoA34jsXa+z0wew9M63//7l8diyXfHsEP7UoMHBmw5miYOX9x8tzo0hPx92PNDIlW/nVzETKiVq+IyIwODpK7VCVoxlI2eSSs+fdZduh3ELHxb+zl90eaZ5dg3TERx0V0WO0nzDn9atv5QEgIBQwTNp4cEVBeU3YlIALqqwqDZI37pkMnkvJXWPrSwpSw4au7OVaqa6dPE0b9o7Qc0salkWF6gd4VCgyzcdrnhoZ6aF/A2GtwdAHZvSqBII8E6d+3DQ7/7qnrzVn+0sLUcrHpBFA3zibQfoEs2f6M4pogeLaonmlc25Woliq/irZIQHTVtKd1v8DfF0UTtZWWNDSSl891Wj/weP20AaEZiwSNRjuXRobpBVgoMMx62O0qQZNuCqsrCnKHvmeBJdYcVg6ckIJATPcNpB5qugj8mKH1g/aCYx1Nmyj/3HSJhSywHh9149IITUMvNvEEKcO4gYUCw3TNHlAJmvRIWHXsd7misD0b5N5gM5TLwJlJaUFlOITuqjJ2DZpRIpTtFdJJpBI0xfq6b1osxpxa+5U8IZzERPnBNeoAaY6WuxqNji6N6ICsof1xTYbZdLZbKMh0DyYoSPMWNZq7m6PEjD0SjGjutphbeA56ejD9FdORvaESNMVNQfzSyUGBQg7AXMnV+C0FVpkMPJrzh+L4VQQS+HIA/YycnekqcDK6LdWAKoZMnpvS+rpvWixIrG4ZLN2fbh6+OGTz54GnR0olFBk1hVaUfp0ml8bGiwpFcdCM4516KUc1hM9syNuUYdbBdguFyrOKU9JFEcb449GtsJ2QJhS7sEeEAj2BaCTKQmHXsWdUAiEDJzgtJ4SOjpAZy38zKE4QPFv0ejs8Ac/BZvzKwp0k5MfwZ8ttCmev9Af+EI2+d8P6Fib0hduJ6pPC3OWA2P5fPZtAnoDuCfQNyARu6vaKqpOkg0J3TXs8KOY1NjVIi0Bh2IoY/fFqsr3j5s5DOjSFQqtLIyqkwyMqqJ/dHpntp4e2Hmq12tRl8b8cm0+mN9ljKkFTAic4OSgceC0oIhrdEbGEKWJS7NyNuS9eb1MnDDBt/4vIg1pVRj9UgXWk1BIwh/ixFQqYqUcaNToXQH6IFNGo290Hf6hlFaGliVWdZHJQcNl07Fy68s+CGnDJFGiBELsGRhmP129dtkGd8nE5ujQaGxYuE1YxzKazY0Jh4tMJOb8v/1JO30zTlkTqqxSm2vskrRGzi9gbKgGWRjU2pl81u8AGmCJjJq1GKTaVoWADKrCXtaelxouKDKtsKoOLiUsVU4Bk26bx06zKEiO5TQwGU1tOJW3teldNw66H35lpH8K5TQdsu2F9ngyzs/TEikLojdDMlZnpL6az32ZrtZop4xRlhGq8aIRCIVPeSOnxQGmZsney5XI5cDgQPxPv6PGAClHz0uMlvKA8VepKBrkRaK27FbI5yo8lL1K7noOegWMDqMSUu4EawhBwnbcbdil7QyWsG5i6A1060BlT5w7/D7p0ynNT1Rbhpul1PByG2V30hFAgYN0ppyJsKplnmNjkR8ny4+YOI66nb6aH3xuWSahVjwfKoyheFTXUk7yQHP3Y0eOp/Et57KMxmSGa0kNn72bT19Nk5vVnOnVG1QRQCdTc5KWmPxEUAG2XyALoxrXr12T+BVNDKEBJp5hdxD5XCQzD7HN6SCjINQBpSicvT5JKgKnGZB1CAT+w36bZv2a4B4okyxdEJDUYbxhmSArT8oOkWq1K4w3ZEewLUs1oa+KzCUo1KVWLzCIN5hdEPHw0hHepn6QSKL9zrV6jplHJ/HfzdEvqajPzNTqDH6k/mN0CqwSGYfY5PSQUJGRZ5Tq/XBsY+WBk8J3BytMKpv4moQBTnZnLkGcD7HHyT0IxZL7N2AoFufYg/STwL6w7HY7Av1AGuDFwOIC28CstYKA/UrXQqgNkganpQF8A0oHuQjEoCTptgS7JVNfQJU7nPpheg1UCwzBMLwoFgkysJnIH+0o/NUOSweJmn2ZhsBsvGqorAKyy9H+UNt5pkZ9qRhnV/wCigXSJXEJInEvAopPPBK7I8A+RNyNqPf4+f+VZBT94HTzctCtoGreUfizJ7smGIHFYKOwKWCUwDMNoPSUUKCaSZphw9VdbswpLrK4WYJquvotfIRTwY9sQXTfdInWGvAvWnZom6bD0eIn6Jq0+lYRqoQWMlu6VWzSKFBCaEWfJtldMT8EqgemKl8/1+ooRSmH1oAfD7Bl6SCjkF5phyKQnIEFuBKbCgb7A5rYudYk05OTGWFgo4Gf843FaUSDvhJaeHA4kzpmDqLAa2NWwSpDMXz+tbfuBPQpWKI8Uog8UzEDi8foDfdFQJKmem5AhDq3IhNFOzZUfXEtcsp9XSLJX+j0HA9Z66PZmiOjV5qJnZ9SQCelPXwmfneIoCMwupVeEAux09m7Tyy8aEbHQQ6GmXFBdF2GtfT6f1fNAHpSgqmhTIHTMPu8f6ifvxWq1KhcSpEwZODaglkSLtVpt8nLzC0jdRKB6NOUIJSpcfrzcf6yfqpVDQDHZZ9sI1kzvwCqhB4EyCJ0ck782nuvlRxn951zk3DVTJETYY5vb207x6/pSx2iPUAP1atl/pGV+8rJRz1+NGtdjwTOTPiNmpf6kUC6mcl9HR/6y3CZ3A8PsInZMKEgXBE1EMm+eF9AM606yAJYVmgAXU1+lgoeD+LX0U2niswnNmMTLYwWytrnbczDYUAmzX83SxcEz5gCoBIw9tT7+2fjslVkYddSMVjTDM1F1k8RrXCc3BeqbutpBQqHytDL9xfT4x+OasUtCJScvTeJeFKYhYHR0BAMNye4xPQirhN7Ee6jfNB0PRUZhjIt3xoJH4qo9XsesHYIj9kGmTYHa05JYq/CYlwlLC1NQCaalgkAoHjqeEH27N9EmoBPD7CJ2UiioWoGAJYbllr+Ofjw6dXkKhtbkBEBWWQX2GEZa9WYwmXwVXKfTDeXH5fjbLVsJaNG0awBVIQ80mpQH6plfmEclKKAeepRaB1UlzyfJI1IOAR0jX0vbvjE7CKsENywXU9Vy4aWRQzIQisFgH/B4RZTiYirgD6t7AS8x7/95DoacFuEr5bz+OFdb0TUjkFH4xOhGJtyoIXYuXbidKD1MmdIsdQVFh2yT4lksG9yKh06NQy60XMfo7s/6j9iEVUbf8Fj0UjvxwTC7iJ7YeoDtxOSbohaqdprMLc3p6QpMLFSCuv5PUBiD9M1m0HVUNfqJ2eSrzFyZmbs9txajyblm9EGKANO7qD99PT3x2YSqeIbfG1Z1DO1KyIbQCppOXU2xUOg19o9KgKVvNOqhoyPrsNPCXeDZIqyg96Cv8VzHPLtSLgx+9AO0QvnBNd3jG1aEAkw4TGnor83kiigcOpGEtmi8qEFV4GfkUmUjfn/Cut9Jmux3t+hPCsGj7YKlloycT+Ezk4Wbw+p1aCBNRHo2OzITKL8R+cIwPcV2C4Xwm+Gl0pL78rDT+Cn/0jwPafJzVBn9eBRyASUDfQFTqggZw0AFJhw/VLP1FivqCUwJuoTKUQMdxUT3rOqEGir9VJL9t+0Ps4PsH5WweG8Cxlsz7F+3m+h6aa76pBD/07xcNvC8FoT5h6kWc+iTY/L1avkMbDCawKQcb6lL9MEjsfw3g9AKG/TvE6kdW/0cRbpnC21UUaWcD77l6KCAd/G4MGSroIFO0lozTqnwwQdmL9ETKwodaaMPVGCJO6Z46KpmKICpz5u+UeRiue52u+0Ys23sH5UASCUIGg3Mibuy0/6+CIy9urkQ8IdL4n+TCv7AKSF1+VEmurrR0KhX/auLcJFz19TMjS6zPKwD24MP6KetUBBnGqtlpxTbYtPh9nDo1Lhtb2kPRRUEtNWillnfsg3D9Bq7QyhsP6WfSqpjROBwgJM57Un2lUrQjOMD8iBf+7MAVmDzICxqT0uVZ4uNRr2uL+GF+q5Il1zK0JK7/jiHBuhIAqwpXsCO6qW5Wl3HXLzyq9k/aQNDalnDc5lSktCf5G1TPxPFuSQeUfiM/ZFLK/WVskmmOAkUhtldsFCwR43TQI4FO9gZZovYbyoBxM/n87fi0AqYKJsOFnYEM+zCzWFa6vf6Q4E/RIPhxNoShXAaGNZ/ztHuQ/lRJqTUL7c8KARC8K2EU8yDrkBn/EfMfkXuqT8tBd+wPxuFUWAskD7lYqpZeGVZM7Y2yGczEIqh9Uo5L9cb8ELKFFzPf2NfM8PsOna3UOjW48E9fr8//32+8qzixn2B2Y3sQ5WgGQ75bSILwTrCopuCBUlgMmEa1dAFtIUvC5B3ISRCYKWsNRqh4wm1GKQJZudyrX7jQkEviXV+GOx114Cuxs6lbd8y9lPEyUnt55x6XXTb2H8JHomXtMlyMb112ygM0yPsbqGwpfgNdroXzJawP1WCGyAF9Cd5KRQwjZZz7kpZTN/VdQj9iTl6WPNY4Mu61x+SlVSq4mCCegqAbPxGgKYp3ElqHk+oy3URtQaoGSdvRHV5gDAFqcToxFbLz7ml+9NWVw8aMsPsDVgoMPsOVglOwPh5vP7SwpTH4/V5g5guN+rV4LEh+W75/iwttlPgBHU5gQgdF5sRmKmrW/sUslAa1OViqnhvoquOQa+oxxnq+pJuTPQj566ZzhfYnnrQ7AIxQQ9B92zkeEJkJF27WqYzooFQLOA3vDirJYroDKnkDa55QKOMdfGTgzozuwIWCsz+glVCe8iJoXinGS9Z9fmH7Ve33mFlh/6ylPs6qj8pyDIQEzCQ9WpZnegHwyOhfxZgUGm7AVokdi6tl7L6jxmXlhJ2V92qQBOhE0k0Yd0icdrRsBEKP2baHIx0A0TG8GfLlOuheq8g1xDQvfC5SZMLSPVJoWpZgGGhwOwKWCgw+whWCR0hJ4ba01LjRcWUCJHsoumt5OcvTTWgjLXa6Hs3wqcu1lfK3kMhOgjQJhgizKdqQV2mpDLd1ZHo2Rl1xt8Rp25Qu+2zR3Z1FoNheg0WCsx+gVWCe4yZuv2hwTZvtQf6oKfOCm6uE2KvjY5hNhEWCsy+gFUCs5eQCxh85oLZBlgoMHsfVgnrxuTqv80It8c7Yx6vv82RznWgDoqSUGx8a6D2tATLTfsp5MmhxrreRPTS3OK9cRk1C4ROJMPvzHDQaGbrYKHA7HFYJexeyg9SFEpSjWu0uXjQwAZCNklyXw6Ez07Rn5rnYAB14t+NV2sCz6FwO0HOknSWRH9SEEdRfl20dQ1hmE2BhQKzl2GVsHuhRAyRc9eK9yb0x7ktEgr9kdFuI1R2xHc4vEVrMHgOEDbxTxbl+gEei/dQsHhnTC/NtfEPZZiNwEKBYZguWC6mquXCy0ZdM6IihiKjMFoUVoFiG8uSlCQpeCTuW00TBTtHuZRwJXxitL33X+mhiJ2M2+vHS+WH6fCpi2p5dKM5pTbqNFXY/l0V9KpSLanHJZbuT9f1JYxIjE7J6kRjrJTFEUcM2R9qxp6SuaAoUgKdgMAV9V45dvVGeS9uaWnUeKS2zwQ1eA/1m97tF0Guci8bNfXJ4+nVnpZMzckn02jUl4tp36Fg4I+xWl03nRahROR0UR21qW8YFO4N9EVlJm48Z9xbf1qyjpTZ1bBQYPYsvJxgC5mB9SU2nL9+uvpsEdbCe9DXgDUyYg1h9gyrUH5wTff4hhWhAFslIjf/VUxzyRUgdCIJY9N4URPBmoqpkUuVNjvrKCACIr0WRHMQCqZclzCNuhGcgOpE6yg/9OdFEiXt31WBSkDHpFHMX43W6zoNEHfBBNJdeGvucsDj8YZOiggTGDUm8WRN8S/ZUZEMoqxpxilQ1CkzQi1++yH6j7GIsT/Xjdl/jpYcqCRux72o2WM8Uv3HjNM+AmpAATxMk5hQFzD00lzhdkKY6ZNj1Bwsd/S9G6bnhv7ov8x7D4dRIaSDXI3ASHELnptmCI65L/s1I+CmZqQmR9/kegYeHX4t1ie8QnnUwqZP2dI0s3thocDsTVgl2CKTM+FLf+Qvy11pBVggGBjVR8/zWhCGgbJAwSzJ16vlM8GjQ2gCtgdvhc9OSUsfPBLLfzMI4+0U+UDEeG40gmERFJLiRcJsmwqjM7JOWLLclRAGFbuQdfOuLehPvVoe+ssSDQFaCmaS7qJJ89Bn5aZ5PnURmgkXUT9tNKQ/fQVPwCaWczkvlkOUsWMSD0OuBn5GnYOr3prqI7X2UETI/jFDoatIecgFG8nivXG8JaWDGPuXAxAEcnJv+hDFzk4pK4WCiMAtlYER5lLqufCZSfEYv5uQth+PSx1a7uto6NS4jNVNY2FHyz0ACwVmD8IqwYm1oMuNhmmO3hF/XyRs5EOSVzBpLjXzJ4VhVmEVyo8y0dWNhka96j/T9BOMnLsGk7Z2YyeHA5guzeMJhpuRE0mFmLbhoR5UW0tlXL5r3+iPQtlIuwuJEzk7Q1sYoeMJ76GgavAoe2T7CrXVdBimOJVeY2q+JpvCw2vVKo/UWhvFvFoupvRSjkI9lrRJinRJj5Qee/R8Xt7SzElRykmhIBJ4Ks9fRN1+mIaYo9GhpEy9TRJHjlo+RnWRAJ+72kOxH3E8Qbd3GwKL6VlYKDB7DVYJbaBDBM3XXc7zYDjxvY/JbuXZYqNRr+tLeKG+axikDE0o9cc5NEDGCQYGL14+12Hpa3W98Vyv/Lro2Iyx4q3/nMO0uK4v1pWuqhNfTeSCb4mrSCZWno9o/64tmB+bgjpL4wrLhx9yaNCMrYfqs3ZDkOBxWTNKmLJsd/tBSAdM4frwpFAupvLfDNJCCHVPf4Lra1oBIkDVNN5D/WpttLODD44+I1qJocrxLz4sNX0GftVaH6O6KAVdVbwzlvtyAH9mwTcGA3+MsX/l3oCFArOnYJXQHkrlAMMROjXeraMZ7E3h5jCZHK8/FPhDFDP+1jTTwzDwtGxefpRRp9Fyy0NMZ/uiJktpgnwD0VC+dcqOymHJpGXyBgfa9Lb9u92CQdFz04wkFxggbL/emoF6q3kpxNmiGiIa1ho/oeOJ3NdRyIXo4eZEn3wmVNocAaX0HNVyAX8P9OTVDw6SzmP4n6pVOZ38RA0+bxAaEZ++cCt5mPYuTKlnNJhdCgsFZu/AKqEjlMrB6V2YQ1j06NkZ2w1ymCIY78i5a1JhiA34FqEwot1JwkgEVspaowEDphaDNAmfmZQ2o51QeHDNGmSJfPRKD1NyC1yYQ2Vlu1YX9sx7KOTmXVvEcsuLmnqFZtUwxotGukt1a1/Ms10IBYy3Yll7EPNyj6fjvda78t8Mqs+fwIfl74vWFHPe7eFM0m0QIrT5Qp8RqQE87a4OppJ2ib53Q5y8uD8t1yq66g/Ta7BQYPYIrBI2BUgB/UleCoX6ynLwjWa6SJhezCbVL33dskkvvO1KGe1lHZNUWQmth0sDr5GvogO0y06r3ypNFVJcEwrVZ4tyZ1109WkJll6uN7R/1xaMVG6dEEv3Z/EEIFloQV41mbCpbaqSeIMD+s85da1eHDh8lFE9NlwinqfHU36QCoYT6hxd7CwYR1E04zRpSZtcLqbUj2n++mmUb+PIiXuFf4nhyzmwmh+cmjNFsKBUmWtOnQp0RAJakPwS8KghFyAUGsZJWmZXw0KB2QuwStgU6HxBaWHK4/H6vMFyMQ0bFDw2JN8VQQANm0fH69XlBEJ4xt2fhSEMn1lbMCB/QOnnLwIzGxN0W4Rzg8VFrll5ZBSVr1nBRqP03QQ51S8Zk1fMttdKt3/XDowUxRa//VDeJTfsoXtgIOlMKSwi+g+barpdOG34zT4QwgYvTBXuJMnfkO4Vyy2RZPvO2NJ0ArgSCp0cC/gNp9FqCR3Di/AJ8UzE6sKRGD1e4XPQqKN1WgdqUy0GGzw6JE52CAfStSePDxECwmOcUEUZPHk6/Wi7lYAn4/UGUQmF06CmNUO7rGOkTE/BQoHZ9bBK2ETIiQHWiH4NnRqXlg9mg7IY0K8wSEN/Wcp9HdWfFGQZ2vCGETX5+Yf+WaBDfZqxwg+rqZeyquc/IfTHwzRqsJ36wxZCKEgHfhSrrehzf/OJ9zweWHR1Gt3+XVswitgHGRh19EHeRT2MvZ/BSOe+eL35WE4k43+ax6OQBzHwoETffs7hulonbOrQnxcX703I5yaG/0FmfYEm+4XB9i3eGxcPc/UiPojo2Rn5xMRhzu8m8Ak2P0R3Yyf/EoxCvUhjh72X+0SUV8KpEjwldaRoGgLFdhuL2V2wUGB2N6wSNhdyYqg9LTVeVFS/OW31bJ7preTnL0012AYLir53I2xEIvIeaooAW3941NkmPxNuVN/1HAwMfvQD5VE0dbX9u+oWvukIH3qVDI9I1wT1sWCkputqZ2CqQ8cTeDL0rvoWBVqgnqBXquFEYdN4rVdMoIf4IcdGTWxtmAeOX8XTfmeGCpgUiZP7Ag3cep2eDw3c1Jb19KM6UmvTzO6FhQKzi2GVsEUYxsx+ItjmrfbAzK8jFuQGq11fo04Wrr3la/9kNnf4MNgH2namY4Gu6Mrkb9EHzewgLBSY3QqrBIZhmG2AhQKzK2GVsM+h6M7re5dhmK5gocDsPlglMO2987bh4D75aph8DhhmT8JCgdllsErYNijtYehEcnMTAKY/fUWeJlBfbwQ1xxLlMGzvErjBtsoPrslI2OJYwWrwgP0DdFJ9pcwRmvcJLBSY3QSrhG2DTiqKtI2PMluXAFDEA95wzaQMpKlGhW0iFm+Qws1hykPRf3YWDdXqul7KofXGc31f5VPOfTkAhcf/N+4TWCgwDGMDpRuOnp0t3E5sXRTeboMNu0HmTNp0oEigElpyRhvNQT1AVAWPDfGBQGZPwkKB2TXwcsJ2Un6QEjkAwyOee+OlhZaIPS+f6+Wf50ScxGKqUi4cQLlQS2hnGNTQ0RH9Sb5aLrxs1AOhGIX2s7aCkhTIr1mzEfCR6vQGB9S7RO6Ah6naUxFnyHcoKK3yslFerYpyPKp7AShDPVFv1Cgncl0Xqa0cBmJCxKxUsldLImdnKs8W0ejaQJTemoZPD6f6rKiXsvLhaP+uUXn0EL9Kvwf0nOJa6o9ztRUd18MnRtXDh/KJacb5TPVdN6NbezKt99JHjJGit3V9Sf0Q6S2j/sLSalAmymNpO15mD8BCgdkdsErYLGAbGo06RSN2KiN2oKtlil4cOjlWujepZiuor5SNK4X6yjLebTzXi3fG6k9Lcu2d3qUEBB7Dvuo/ZmyzCIqQf6s5FNBo7uuox+MVdb6oqXdRREj/kRiMkGZkjcIMnlI01Vd0dEMz7BbuDRhRjeVOBCxc/mpURIo8kYTyQJnyN4NySQAl0UTx3oS/L4qa8a4YyIqupnuQiKBDjUbozJj1LTxJNYWViFF9Z0zY5dWBiPwIf16kB64+Og/0xL1JWGKIqtDxBPoghvYoM/KXZSqsl3K6kYAD/W++W0yhKlIS9MQ0I1C056CP3o2dS5PrQMfRZa/0yydjqtn0EVM/UdvwZ8v44yFdIh57WdOMcEzy0zF9cG3/EpldAwsFZhfAKmGzkOme8W0urZEV2CptNeEC/hVGojU5kGbYCZkcyPNaUGQBUKbCsG1Df1miX0Ue5C8HYIfae/yhb7D0ss5A30DhdoLuwluwQ3KfAg3NXQ6UiyJ7AswebCRat93FoERHa1kfjapQOHgk3rSIhh5qduzUxfnrp9W8UyqU2ooyLLQB0qTY2lvM1Oe+7MdFmZYJEmrkUkXaUYge2Qd0TDwrYzYvn6R8FwPPXQnhs6OqKKelrCpkbIIU7iRljMU2o1tufTIog3vzt+Kq4kG1g6u/0kdMOcQxtPSnr0BAUM34ICCK5HiDR2LQDdVynl0d9wwsFJheh1XCJrKWxqnRUK2RuVgxBVNHMgL/4rUwZq0ujWrOaNQjxISSdhLzVPmaMhWZ8j6bECkQDYso64SZCdd1Sik0cGbS0xpMGrPkly7SEmJqCxumShx0m9JWRWVXldV4zImrlpSYXVE1Fh76lZxPB4ykSmhUZrOEcpLD9BgPWfbBethS3ew4YCy3UOYFemKhU+OyKrxAu9XbBZmBos3o9FIueHTI9GT0LwfUpaNgeHjtXn8YQqnxomIbfbIunDqbjXaMQs3sOlgoMD0Nq4TNBVZHnutzOm6AuSZMHSwWRfjXDOsFA2NaEgj0RdW7TFLA07pWARMlEwvZ0kxM0Dpfl81RdgNyPmi8qGFei/64OdogN1AkB4wzEbSbLq90rMc9tbquWTJZYJINoYAxUlhlj2Uhp00fTM+ZDLb8aIKtD0G0ezshXBM61UwPcOn+tOm66mnh8kCKUBhP8oXbCe1OEsLOH4qZEmEzux0WCkzvwiph06HkkNAKmIk6ee1hrqkZaw+mLNLlB9dUodA+0FDHJfquaGambjRgu2jH3ZjabitNC63YURWTV+Ym4g0ObHqdRNPJQGF9p1XxlzDyl+XSw5Reyug/5/CDD0u6OzB7ABYKDLOPoOSQbQq8fK6T65wpKgA5N6hr2uoatWZYneAbg/JXk0FtPNcxk2/TrvdQSBRr3U1Ac7iO+Td55MXO3VBc+t1tEHg8aNp0DV01TdPdIIbj8VhTY2t0xuHeZF1ZyccV1f+Dlhk8BwPdNqrRSJUWqSo8FnpW+FWt9KVlsI54PNLJYONgsNGzM/ihUxh4GsIZ4vA+Ciyxt2GhwPQovJywI9DJt+Axc66E0PGEIRSya0Kh9TRgo171KjNIk3nTf5lXZYQVWBooico/C7J+mJzCnSTaFZ1pNAZOja8d3jO2591sPQSPxE0Bo6BvRFdPrmeaHj4zCROoRoEkioZTYcjwS0CLJW3S5P8hFmk8nvXNsKvPFqVzA6g/LeFBiQyNmjD2qFldGWp+fEc6L2yIJ9O6RCQOL9wejn+Q7XZdJHul33coRP6V6KeRlrpQW3EtWZieh4UC04uwStgpYDxgh6ymAkbO6w/pP+fknLW0MEWL7biSvzWIu1SLBUNOBhVGrvTdBGxzuNPkldz0PK8F5V3iOGJklHb0hWt9MEpHJcnb34RemvP3RUznOGC80efCzWFajWjei8n0uiIy4S79xwydG+yPJGVkxtXji3Ft1XNTDES4Fo7SDJv8NNfRoqDRwKMgrSOiRz9MR85do3dIuGBE5Fi6jKn8whRad6NIxJP5RjyZyNkZejKQZeJ8qWuVUNeXKn6xqoQfiEipn5Y3OF6m92ChwPQcrBJ2Cthacl+wfTd0crR4ZwxzVvI/wFwfE1DhN2Dsbcfez6iFg0eHoDnIgREaIvZBpk3YBoLMDG5R7yKbB9OIpvW/CecJyq1AJWmqLQ5wLkwVbifUQ4kEbBgqWbw3PvfF63QFZYbez6zP1Q53xT9ZFHERYAtvr+59oD+t6Sowt4ZpR4fxY1ugK6DPMDuf+5tPViUFWfOJoT+r3iTQK5AUbqq1fTK250JtwR+JWGH6ORf/07z4OF7W5QdH7+635Bd7GxYKTG/BKmEHCYZHks5n32VoZHK5Dx4bir53A69tMyh6gwOwl5Ri0TRJVc/Omc7Rwbpg1l7XF011ot1gOGG6vnZo8LXgyKUK3iVHB1xXrRQGhR/qCQqoesVU0vaKCWgF2oxvkz1SlHnvBgx28yiH8/BtWzQVQBNQPy+f6/WVMq2pWG+nT8T0bsfRtXky1iOOpit4AlCK8sNVx2vtJLPbYaHA9BCsEnYd7VeqDSPa3cY8bMwBuzqdrrt5d309aU/HCjt2qSuEU4LzksxGTlus+8mYbtzc8TI9BQsFpldglcAwDNODsFBgegJWCbsI76FQ+OwUrfPbgnc3N47CviUYXjt+8rJRd7O277KYG5o7Gq27Esw+hIUCwzAtzF8/rbVNAH3AOJhAr0X6qJWyKRDhtjmyqScVO3Z7Hbx8rs998bo1qkT601c0w8VSPehBuaBw0ecN5r8ZlGkU6OCD7Cfude/bSPXjIYtMSz/n5HVyPDS5R8CuL92fVUNQo9jAqXE1WyY65tSWdAWlIyflh2n5lsfrj56d5dwN+xYWCszOw8sJu5fclwMwezvy+UElyCyRWqdIkesDkkgcCv1lXg3PpJdErALYzvrTkhZZu143wkIHw4nGc12EOFwNr1S4aWRMWK94ovAGmrJOoxvhtHNfR9XohyRTxMnPU+MU15mK5b8pSEFDS0GyZjw9mZBTUwI2o8OURYLqqdX18oNU4XYiZglNzewTWCgwOwyrBGZTcH+0rysoSIAaabHybAkqIfjGoFlA/DIPVSF8+oz8ipvSukiTfXtYTapJXaKEnIv3JpprAEamb7SuJndGsfCZyfzVKN4KHomTO6S6kgGhAJVgWtug0JzqmkfAWNjIXA4sLUyxUNifsFBgdhJWCT0OzAYFGcT0va4vwW7BtIQio7BG9JZmBGFcUrYbRDzjh6na05JIvxSKmTJK4DqmubUVHVPh8IlR/YnYBacyaCJ0dAR1okJpwGRteO07FAwea4ZJxgSaojjLJAsil9VqVdrqgj+VobaU8M95kTYpnKACtv2UBPoGyiI8YjG4erteykAleA+HGw/TlHZZW41NGTyVkA8NY0GL4rmtLMvRqX3QH+fkc3DM920k6AqfnTR5G+Cu0IkkbqdIEiUjt1P8/LypGH6NvZ+BpEAB0+6JE/UVkf7B6mIiMj+VcnZ3MHsfFgrMjsEqYUeAQW006qrRagPMBgUihLULnRzzGEkN9B8zw58tN0Q6x4ImcwsZdl0vzRVuJ4TlPTnWMKa59aclaaJoeZyWuyE75r7sx1zZe6ifjDQ1VH226O+L4l3tVHNPXS6Plx9cKz9M095/fUUnA4xbRDzB1VxWclM/97WY7YvAjgd94sZiKnYuTRPiSrWEIVD+CNSMGkQ/V3TbNQm/oUsqz5boXhIEgT/GcF3EgFrNrA0loa3mcqSHBltrRDwsUFIGvBDTeqPO0sJUyegb7kXH8DPyl2Xbj4OesK2IUQ1/+VFGpgU3QZEi8dxcCgVvMKp5PIv3JqKtpy5lFA1mH8JCgdkZWCXsCJTbSTNslZNxsoKJ6eBqKinPa0FYQZpJD370Q/rTV9TcQov3xtXwiLCFmM5i8k02BrY5eHSIkgJAB5CTgXaoXzYElTByqSKnxeitqba5y4FyMQ0DBqMOBYDbbRf5KcazrAo3Fm4OF+4kZTgpSj/d7Papi/PXT4skRnZCgdJSC/9/411aRIFKwHXIIZnSAkoC9tUazwDds/WylH2DtoAYguDof83GDLtJaSGWWxoN6WpgBW+hHrn40R70KnJ2BhoIvaIdFnx8nDZ6n8NCgdkBWCXsFGuZoxsNU+KiNgTDw/I1ZVs2sjybrQ7lW4qez8srsExQBpS4SNjaRoOiLxNoHXpFrSF0vMUgDZyZVLMeC5vdF33ZmmHSCqWMCp0al1UdEGkXktXbBTX7pZrugUypU4V4V4aLrutL5IigSfcF4zpG5yYVk3WYpC0anQbVBpcZt20/MltEHMwj8dL9af2XeXH24aEG3YDnSRkl1t1PZvfCQoFh9hEwtTCjzdeuv/RdlqxUhScBJsfkeUCQ2Zbvmia1/tZ0z57WFQ4Y9ZdigyOPexsvapgTu5lhUxSBYGsxoQ9uJ4RrwuoV9zaPtBGqPRCK6z/n5MEBNAGhUC3n/aF4vVoOvpVwWaHHfVgCj8dtyY41dZPkWqSNfu9G1NhqER9oKYeRNp7rzdUgZp/BQoHZbng5YQeJn8/nb8Up89MWbTnTtrqKm3zQtgifhnsihyTsJfkTuJw9by5i0u/xkNDRlCTOtBgA8aEZgYlCRzf/RABG7bTUAdlUebaIzlA3THm9VaRHp5sWm36jq4WhGPpfE94Ji99+WH6YVk9/MPsHFgrMtsIqYWeBAUhc2lpb63QykJYlTJamvrLsVXwUVF426uRvSBmi6aJVhdg0ZEydYb/VGbTMjr0+YI+bTXs8qsUNHh0S7oqHwx6vfyssKO2JqDsmEuEF+TAd+MvSASNpZFk5gqFCxx1RwGWLpYUp6A/rH0nw2BCaqK+UWSjsQ1goMNsHq4S9jdjY1iaXiyl1rWL++mlxSO9CNhhOUJZq6RhBPg2ag1AQOwiNxsCpcWmZaBej4/qEMJYeDzlGyIvkhOjejcCENzigG+4UphrWrr/hGPFwI4Qio7DcwkXUcJ+U18Up04dpPApSBiiGXwv/SKhxFDQKw3BrUGt1yGiPGNHPOdOHqK3uHIkzEcz+g4UCs02wStir1PWlij8fCMXpJF7ROHEAMyMiAS9MwbRHzl3TDJ+A8NkpcczB2PXHjF+UdN6DJ5tULqYpZwFUBZ1lMIHZtr8vYprmhs9MoiGUJ/87mD30RJrVdSA00L1JORZJ6OgIXe+PZNrcXl9ZRv/XkXxBnkGYuxzAWNTIjHh08pgGxoWO2RdrNERUadcDh6QQZ0eNc63ew2GfNyjOwf6zACGi+ocy+woWCsx2wCphrwLjUb4/izkohTeIXciWvpuAmRHhhDWxUA9xIOemtJZQfnCtVK+KIEfn0pgrO9UsbKRh/PS/5ZpVGScm5AEEYaQXpgq3E+oRSrUhvCtPeYROJMPvrD90o8/YXBAhlVpXFCBQ6LrfOcNyfySJTua/GXSf4qH19lFYa4geDLy0ehFDVndkZDHoKlMxNdeDG/Bg458sNnM9PFy9anyO25bCg+k1WCgwWw6rhN2FanRhY5J//11913QFk9rQ8UTjRYWsEcxM9L0bMMl09EA1UeJY479rMDaqvYEF9a0u2psa0uicXjiBqjwHA3JOLG+HmRy5VMG7lMfSqhXw08x/2DqVN/XB9ooVJ98O63XTIwqGR0b6IvWVMq2RWIdpvWKtcDgU75gWEsVWHRttRm3FqV36EPFTe1rCJ6s+fGZ/wkKBYZgNYViRFkMi8h1YZ7H/rs198bqacZGyK3nbGiH7qty9q7UqlR2E8ixstJJOg5Vs1qitnyyzP2GhwGwtvJzAELCUwaNDxXsT9aclz2vBxnO9/DDt9YeCYbfhBxiG2RFYKDBbCKuE3c7mLj7HLmSXi6lquVBb0ckFYX2xHDouwjMMs4mwUGC2ClYJuxdKvSjiKzcazUuGLyHljaQL6U9faVMD7X/PXz9dfVLweP1yI1/NLZS90l+8M9aVl1ylnF+6P6vGILL661EKCdsNeMoy5VQ5OUXalhFZD8KJNjGMbRM6OAH5VV8p71TKZjwf+cC76jazb2GhwGwJrBJ2L+Lw/dVovVqG4QyGh3zeYK2u66Uc5Y2UJ/VlJGPNOMiAf0Mnx2wrbNSr1lhAL5/raKKrjlHySUiW0KlxitBMJwDz3xRcLk54D4XUbmNEMjWl1hqpOnQiqQZarpQL5fuz0BDDny131Wdbcl8OoBs78n8IqSgpFNhLkXEDCwVm82GVsKspfTcBE66a3oCxEkB2Gu9SwmJ1GYCiFtouDHj9IdRWfpSJttqk0sOUmniiIy+NpNWoTY0pFAjFMcuHrMFbIolzJ4dBFFA7KZJBh2K23Q4eG2pxCTx1sXBzWP85ZxskcfdimzCTYUywUGA2GVYJu5qXho8h5tPWCTquVMsi8E741EX3Pvyeg4Hg0ZBeyphsEq4Ew4m1bJadKN2f1kSuinnT4r8I+/h+BnN0FCAFs0WEIkkIBTWtlBPiGRoBKDF9r+tLLxt1yBHataG3NENaLSnSCtehnGpPSyJDZihmevgiDmMxVVvRfYfD4ROjlHOLyqCJ0NER1IkKpeiplPP64xzKa8aaAW6hzwtSjyQd7gr4w1BCuCKr0la3nGRuCHkj1SnGjo/MKGDbT2avwkKBYfYXsA2NRh3WxdbYN0MdHxuyvZeMpfv81AQsijCxyu6D8JGsV2GH3AuF8qOM/0jMts8UERIKZkuFgvtM0PWVcuneJKxpfWU5dHLMAxFg7NoMf7YsohwaZhhvaWWN0jjppbnC7YSwvCfHGsbCSf1pSY6FFnJoiwSyY+7Lfo/H6z3UT0aaGqo+W/T3RfGudqq5uQCpZ+TQqomUEMXUyKWKyJG9oot2DZmCSgKiaRHMiqrCh5L7WkR6gKbxHPSVH1zDjbFzaVpBqVRLImKjkX0DNaMG0c8Vndck9gMsFJjNhJcTepzFexNkm0sLUyN/WbbaXWFsnA/i03UySO6BHYKBUXcf8Bpm0f2yhEhp2GhIZwK7jonkSbZZkTYFTLWXjJwO7lNEwjAPrrpwel4LwnhT9wY/+iH96SvQBFJsiVQOSnBJ2OnclwPew2Gy33h0waNDzfzOqzpATZABlUA6gPqJd1X/0OCRWP6bQZh8XIFRhwJAAVvvRYqQLatCNwo3hwt3ksnVrZZ6tbxW86mL89dPo1oWCvsBFgrMpsEqofdZm8E3GrYLAy9dzJvdlDEROp5Qdx/w2snz0RaX2aWNYpsjFGA1PcpqB52zgJl0L26C4WH5OuAPlxy6R5mxoufz8grEBJQBJbUSMRYbDYpdTeAjKy1MqTXg2arbMZFz19Q40y6DL1HCLTWbA170R5LV2y25K9XkUiTO3FTO7HZYKDCbA6uEXYHqP+hZbwSCdYQuCPwxJvMgk2l0PzV3DyWY3grEIYUj8a6WK1w+XsrKqD/Jk+cBQWZbvmtq19/XksJRPZ1hWPfRl891WPdaXW881yu/LrrpBsWlCLZm5hT64HZCdcvgqBX7ExYKzCbAKmG3ED+fz9+KCzt9atzWE42mibDltjPR1SQCA922K0zOnSTtPuiPc07eBk6spjAoaA6+EdL/rtuOORE9O7Od4Z+p/yods2k7IXeXIAoDfdHgWwnK2Mkw64aFAsPsI2BKnZIbEZQ3uVxM25pJ2Hitm336lppXdx8gFyLdb2yHTiTlmoTpLUygxbL5ieQ6etUjOIU8omUJDFDVVfWVZa/io6ACJQeVABWoxoZyIxRoMaZW19U1GbTrqvfMXoeFArNReDlhL0EZGfSfc8vFlGnJAVdgqvHu+vIb0e7D0v1prdFYR36HUGQUtxf+kVDjKGgUHurWoNa6fb6LCB6Jl7RJ09Oev35aHPu8kMWDKt4ZU71JaONGcxIKxlaF6mBImbc6IuSXx0OOEfJi8wjMkZ5IrMXsICwUmA3BKmHvERlJ166WYZ+q5UIwPIxJLUVmxKzd6w/h3fVVS7sPmN0KqWG31Q1jiVZg5Gx3EHAxcu4aejV3OYDpcsAvylBkRigPvGW6a8mIu6BCkQPW1/lNp64vVfxif4fOdhaNEwfCvaBRLy1M4VFjRJrhExA+O0VLAug/PghR0uNxqtbnFf8/yiDN4milUbMJqAd/X8Qk+PBU0dDivQlajVg2Ynijbxy9kWGhwDBMCzASmLWL8/cPruk/55pXPR5YLDXXwzoQqwL3Z/0Opxwbhgdfm5MLsKMwhOViGvastHrRmuuBsFlvPzvVI0IhdGoczwHPNv6neXQpdiFb+m4CGkgEqNaaj1rO7Mnk47Mo1asiyNG59OK9caeaocZC/yyI52MM3+P1o7xeyuo/ZqgesbW0MFW4nVAPZKoN4V15NCZ0Ihl+h08/MiwUmA3Aywl7FagBmA38iIwMK+WO2SOdtthN16NnZ0zH7tXUTWjO6tNnAmZ11bGR3CptskdSz9vXY21dbcL2envUkVprMF3BQwgdT0AS0VgwhOh7N2CS6eiBqmbESdR/10wjgpn3vTHoNARR1amL+NS8h5qRKtSY07gycqmChvCuZvmAqCHbZ2t9qu6fM7PbYaHArBNWCfsB2JX1eSSsAyOn4rLLSX+PrA2sG0N4tWgvWOUD1kH9uzb3xetq3g3yOfC21W3tPzX7hhR2+7NlNh0WCgzD9ApDf3Z16H//QL6lxXsT9aclz2vBhpGJw+sPrcMblGHWDQsFZj3wcgKz6bDTnC2xC9nlYqpaLtRW9AMer8uE2gyzibBQYLqGVQKzPZCHhK0jguMtjTrt9Hd1V48DZcDigNlBWCgwDNNC+tNXrBc9Xn8wnFDD+EgWv/2QMlNbkzfOXz9tSgdA4QJDkWT7jXDY++JcsnnmwuOJnJ3paClrT0uL9ybU5vxHYk6HLbtCL815D4W2f8GDkj5Lh0F8Lmq2p65re67PffE6Xoz89V8mD4ZKOZ//ZtBUnvJVbvCcC7M3YKHAdAcvJ+wHYPXVTNONRl0vZcv3ZxvP9WYaw1WEMXuYhvkvP8qE35mxGhXKnrxW1XMdJaEA2i+hw0DqT/J0ehBCpHhnDDKljcVCNyhFMkwphVioVEulhSlctE2S6R4Y0cLtBHqyWemm3FO4aaSVWlUGsNzrTs8BSg9TlOnDKUs4PnQ1bYT+Y4ayY5siXDH7EBYKTBewStgnwGCYZvzB8Mj89dMw8KZwwnopo4nzfrOwpnhttf3eQ/0msyTSKH8dFbb/SNzJhFfKBX9flPoAyQItUtcX2/jqi240GkN/WZLzftwbOjqCOTQM5N5Ihex0BtUleETBNwYbL2rlB9dshQKes/qhowytFZW+m7CuFTH7ChYKDMO4gvJF1VfKqnUvP0gZuxIjnnvjmMG72UqHLY+dS0NYtDHhKFO+P0uZHfQnBZHzIBi1LUk0jMzXpt0B9DN0qhmbCFXpT/KmDJCVcr5SLdHq+nIxVX9aIodBfyhGA0EBSm+Bf2t1XY6OrqOw71BQta9QUTRfX7o/TTEhguEhyhbdLH84bNq+kW9R/8MnRunxoob6yjK9gOLBRbxQg0tiROVHGfGIDgW9h8Ptn7xemmvUq3So0jY+ty3QB5VfF6EVbNeKmP0DCwXGLbycsDeAkYBZJdvT1Y1k+ShQDyEiH1TL4bNTeB06OVa6N+mUdtIEhXPG7U4FYC/LxVTu6yhMO+1TtDdUsKAlY60+cnZGHZcUIlAa6F7jhB49vDY5Xrw30WjUyK7j3dCJJMRQ47levDMG0QAzCXFAaZrFvwe88i4RX9LYwsczKX8zKLdRoKKMhyAeFL1LVcGiQ44I9VNM4RENf7ZMVbW0i7l+MYWfkUsVDBb3kvrBC7H0QrEmV4NLitjMd8aoD2qHnZ6PXsriEdD2TfHehCmnQxso+WT75Rxmz8NCgXEFq4S9gcxBjNl/m8172B4Kz9f81fBRoAyNLcsJj8S+AyWTpLSTmBy7DNfj74ua/Bxb+A8fFYBKiH2QUWML2iI2Goz0kijv9YdEAMe+AVNEwuDRIZHnetWaiiMVqyoHTyN0anxNVbwWxFgwjaag0flvBmXWabFmcH92zanQEBnWbZTmNsGpi5nLAfRK7ol4DvpQM62UiLQOaEXxTwweiaEtcmBEDfPXT2t2Ow7C0/PeBIaz5i9ywCuSRhpaxPpwUB6PRXx2htgKHU+gS6YtJMcHayiwSrXEUZj2MywUGGYfIcP4w/g7ObWJYg/T+FGveLx+q8s9TBomtWRv8C9eb8oytUgIeTUKK44KoRUqz5Zg8l8a0+s2NUMBCG+GYlp/kq/fny3j0p1k+Myk7LM/FFNX3Sk1okyZDWFUO54gQ9smOLG4y+NR38VrkR9BeZjB8JofqPdQf8PjW/OcMOyuzGcROXdNzc3o0hhXoeEaDQxNXgmfGPUeCjq5Ooq8WYYLQrN7hs/HnnHdYLYBFgpMZ3g5Yc9Afu/N185GV556aDTqSwtT9boOs2TNOo23YQLl2gNeV410jm6P8DlkQSzcHEaLNAvPXumHuAn0DdTqOubf7VcXZCYI8kgQiZSM3EjUH/QfE/FqudAUCg+uyZTZkbMzxTtjuS8HhL/FG4OBP8acWqmUC3huptSUHmOnQB5PoBSOa+8eDNhWBdEj0kU+1/XSHEYnVnF+dRWYEoW1VocMjKL/NecjJA+u0aNeWyXyePAxsVBgXMJCgekAq4S9RPx8Pn8rDq0QOjXeZpdaPfXgD8Uxv6fEhuotekl4+cGKr61SGDg51ZuApPAfsUkjCcOJt8Jnp8gQxs/Pz33ZX7iTFLJG7LI72e+8zIGkGUYUP6HIKHqu9ofSV75s1GGV8RD8Z5odoC0G/XGu/ChDqynehSmnY4EQT6bkVd5D/euLsiB3gii8BDkErKOeNuDJkDS0Rkpw49JYqQo/EjpxyuxbWCgwzD4C9ixxqdLVLSLrtGGtxb746k48mXNrkCWyfJgit/cqoMxGAbt80/UVsWkgLROaoyMSjUaV/Alsyd8eDh1PmDqDnptMr9ieF93L1Fd0yA7VTNJqBGrA0Er3p4W7g91pT3Emoi+6wZOKBEy4cCw4Na6eg3AjFGgpCHJH1TGw+rbHTenUhinIEu6d+5uv/KCzUNB/zKA9dlDY57BQYNrBywmMZlhrGDPYsMKdD8lG0ga/GpSJWLXE2TZCofa0VLiThPkJ2VkpOlWhes/R2UtMi+v6knbKvk7YSHmyQL2Oqb/Xv3ZMA+/i12q5UHm2iK7SRRGy8Mt+6c2AwUIuQCjQoQNz94ID+r1J1RNQGN3LAdUZwiU0WVfX/0k/dQSDLRpxEdTjmmLJ59w10waECIf1KCP9SCRCQh0d0n/OkVulU0OL334o/T2Z/QwLBcYRVgmMBFYQRrf6pEDr1eUH18RquWWiSZZYjctUX1lWd/Rh7Ckws9OJRzqeAFHiWd3ChzqBSkBzuFEcgBxJW2+Endaf5HNfR6EVAn0DuLdW1/VSDh2OfZBRS8o1BilT0KLXGywtTFGUAnEYYUGYRtXNEEbdczBA2xl4N3+reQ6Cuqc1GtIp0j3kyoCHQwpDnHi8N2Eqg6cndlVa81aQ3ygKowbqw+K9CYqxbbqd4lCpzpVrzyE8jOcpPBVWz4vqj3OkXTThblnDvSL0gj9kq+eYfQULBYZhXBE7d2Pui9dhnw54fOTlYFssdHIUs1t5CgAl1eV0YXhOJJ0O8hGQAtqchkrIMQImEMbeH4oX55I1Y2PCCmob+vMibXzIEnSjaW1DWHqoEK9f7UDs/QzuXdvF93igY6gALDH6jFtK2mTy77/DYFNDsjC1so4o0ehY6J8FUbPxfEQ959J6Kav/mFn1vkwWbifQkPW8SexCFk9D9gG6AUOw6qfyA+O8g11OalqnocDbzcLqORePR0TGPDm27tQSzF6ChQJjDy8n7FtgDm2vwxbKt5LOOwtqqsP17eXD4MEQUupImsfTdXGxdWNeBcWoOfLtV30brajpJ+S91KJmOaY4/JmY1svDC2phtXt0o+npmZ6AqUD0vRvhUxdFhszV3qqyBq9H+iKUP1Nr/VzUR9RmpDKyky3SW+WApdsMo8JCgWGYXgTGz2r/3ERoaO95R0EFbJfTbVt0qrNN4a5oX89G3mWYzYKFAmMDLycwe4/Fbz+srRiHNU6Nc+YChnEPCwXGDKsEZk8iciiv6Nb9foZh2sNCgWGYfYHQBywRGKZ7WCgwLfByAsMwDKPCQoFZg1UCwzAMY4KFAsMwDMMwjrBQYJrwcgLDMAxjhYUCI2CVwDAMw9jCQoFhGIZhGEdYKDC8nMAwDMM4wkJhv8MqgWEYhmkDCwWGYRiGYRxhobCv4eUEhmEYpj0sFPYvrBIYhmGYjrBQYBiGYRjGERYK+xReTmAYhmHcwEKBYRiGYRhHWCgwDMMwDOMICwWGYRiGYRxhocAwDMMwjCMsFBiGYRiGcYSFAsMwDMMwjrBQYBiGYRjGERYKDMMwDMM4wkKBYRiGYRhHWCgwDMMwDOMICwWGYRiGYRxhocAwDMMwjCMsFBiGYRiGcYSFAsMwDMNoY98UUndL2qsN7TfDNv72UvNqL+emPDvdsR2HhQLDMAyzr3klPqtpjeYvv8l/D2h17UB82nPQE/UHMn8f8e9Xg7lfx80wDMPse155Z1b7rdG+TONFo/BED8Snf/+/FzetYbS5e1YqWCgwDMMw+4/ftOilvFkl/ObRDja0Fy+1Vw94Xn3Z+O2AfGf03fBmtu7RXolP08vI8eDi5yObWflmw0KBYRiG2X/8phUflZRfX/7+f6espXzx2fq/G8mh8LU/x7evbz0GCwWGYRhmn/GbdmBkVv7m8b58OWejEkAtP75dfepdWCgwDMMw+40GaL70aE4qYZObXHNLaPVQ+K3tTXWPKOvp6NUg3m8t43wHvfObWwnAQoFhGIbZXxx4L7X2y4uX66jhlXembQ28x+9/eTWhHWxaaOmI8Pt34wfiae3VuvjlN031iyz+rK8Vy19svevigf+abbxocaR4mb9otv+/GV6Zlr78nh9VtYLayoH/M91Ytf/UaBtYKDAMwzD7i7XlBJhJO9cEh9uaZveV/zPtZDwb1arvk1TtpnnD4pX3VlWC1oXhFabdUvhAfBoCQl6vVrXAhWnbvrwSn126OhI+EjRX69x/W1goMAzDMPuMV1cX/B1soJx8q0x9ELv4fsS466XmCWiY6P/WyPx3fOTtsLrAUK82bBb9G3XZ7sip1gMUrzrvPtBbr3pEGKjGWm8PjMy+/FZoEVxrqgS099zjCXpe/u/o6x+lK7/qDU0c2Rj4ZM5mwaBZD/Wxw+lQjYUCwzAMs+/4zfKihQ628/f81CuxaWGAV+WAmOIrgZusrgF02JKKmYgcdT4e+WrLvoBcCZCbEQfeWxU0v3l+f9BcxvjX9aSmaJ0D8emXFq2A/ry064xDLxiGYRhmWxgID7QvsFRa2o5+yCm/vbdf51hIvxfsrOzBmvZCzONLv1TDb/hbGnzh+73Q/QEKj7fV5dCraXXxX7rSMAI/GNJk+Wqy9c6G56CH9ETDzs5XvuvCf5OFAsMwDLPPkKav0YXzv4lXhmY1xddBVNI4QFXVfjM7SMbOeNfRxO/ftpp/T0WjGFC0ECJEQrMDA5+mVccLo4ynOS7LqklH70UTLBT2KUv/20HXMwzD7FlefalpzaiLr7wz+XvePL1uWfC3+Cvo1err/5k228+2guOHvyYd32tH69qGEinShFklgFdXr2zYzrNQYBiGYfYXwslg1fx7NEfr68Tr/5VpMZ7kb+jCK3CTaReAoftizrBQ2Kds00Ygw6zScXOaYbaV1bMGMO+vjEz+7jrmknq2sHlMcXUtwfasxBaiGPB2uwksFBiXsDJgdhb+C2R6ih8uj5z+21zzl7rvlXdmX3437iqh40Fl7eBV5d/1Uvypsr4bG7SSYeS1OhCbfFlo1ToN7cB76ZffJXnrgWEYhmG6JnY8qMQ4bojsDyLltNjaHzkVrlYqhV+q9hEOflvzb5AVTN8qTj0orK8nHq1GLyZvFyc/iLjPPu15Vbv2fnzsdk70xHPglfemf/+2ua4w+EWucL/c8GgHhqZf5jaaHZuFAsMwDLMf+b1wseXkAqWc/k2bW1jNKmm3aP/7d1Ov/J9ZchU8QHsNv3nWPAddotTcePWA3LOY+iDSVTWj74fG7niaQ3jRuvdhqBzPq+6FhyMsFBiGYZh9yu9GfEMRKKmTpfcf9DTDMoJXa+IAgrSfdO/B1cOWbjAiKW2KT8PvufEDQ5ONho1LpvdVTy23CdkvWSgwDMMw+xXDBr78v+MeTMeHJrVX18yt5zet4fFov1V+z8+YEjHSccqmV+OrRlREwx5P3i1SgX6vj15c/CBGL+pGsCQTIjnTUKrxoqJ5DkBhhP7gN91lQl43iYKXOdGfwH+mqvV6s+ciI1SrRPhNu/inWNO7osvQESwUGIZhmH2N0AAH22aHslu/VzNAElPvmzcOrFdMvMyNWi863dW+tsr/2lS1xqva1Lvd7WsotzIMwzAMwzjAQoFhGIZhGEdYKDAMwzAM4wgLBYZhGIZhHGGhwDAMwzCMIywUGIZhGIZxhIUC0zWln0rlcrlNgZEPRtZRbeNFw3NwE4KIrZtqtVpYEEFYQ6FQ+M3wNrSIIefu5uh17EzM7/dvXVtoCM1pq5/Olg7W9FHO3RYR9XFl6N2hzW3ICrVlAg82Golu0V+X/N9hqz/BHWHH/69kegEWCkzX4Gtx5u8zbQp0KxTKv5RTV1PJC8ntMc9OVJ5VaFwTn05sT0/yC3n1Sa5PYLkEsmCxuChb2brBoqHZr2bnv5uXV6ghmOptEApt/jLxBzb6cduD5utC/u8AybWXhAIkAj7HYF9wS/8smV0BCwVmh8FMd+qyiHOC7/Gd7st2k72bla8zdzJ74Bt5+ovp7LfZzuV2gvTNdP1F/eJfN5ogZz8A7T720VitVoOO3Om+MDsPCwVm/aS/SW98Mkrr4b0AxrKdqZDxXVx+vLaDU3lawVw8dsY+dOums0WDxSisF7c/wXQ0Er12/Rq9pk0WmvRDxETejGzbQ9694P9KqISd7gXTK7BQYLYQ2jCmXXC8pqVvfInLqXPubo4uasY6fLlcVjd66V18Z6EG3KWKErkxjKqoZpRJnk8K67t6HWVQJ0wX3ho+NyyrldvzaGv58TJaCRwODL075PP6rNv25Eaw9HiJBA26Yd2KRoXZO1m06znoGTg2gKrcbOtK74TkhSQmu/QETDaMHAtod18+DVrDl02ow8G/1BOMKH4m3kbGOfko0HUaL95CnaE3QqYu4SGTIDB9Lvgg9Ge6fK2tbnPY+ihQQ/TpWz9fzcUfj0vwYeEWtE4LV6aH3P6zk33AQ6Dnj3dd7qHgzw/l6a/R9GeDgaNdzeLWIB0s0GGnjxV/5LhFdtv2g6Y/WvnETK2of1RoAg+EPmvUTGOn/3GosPyAdnZbkNlZWCgwWwhN42AIZ67OyNkzvnrmF+Yz/5vRlI1zzZjtaasbvfjmSn6UVG+BKR1+b1iuG8uN4Vq9RlYWZYRQWL0uDYO8febKDH3nyu15ea9W1DDRRKOmbXtcGR4ZVmfJqAplZFWasnVCYETpW2lMZ0321QRqJjOAL/rRj0dJ0JD9UL/T6fngux62WS7pi+HcSmfmMlRSDgfgenMiWBTPs82uvK2Pgmks9NwmL01Ku5j4z4S6CkIFZCuqfwC9JqNu9VGwbUj9fDUXfzxdgaapRXrstt2wfna2fUCx7N1s+z6YtmDoz0Y+yfqLuvwLlB8QPmK6iOegOX+saB1PCfWrH7T6Byl3DWyb1pz/qPA06I8K/xOp1/GzbV47TG/CQoFZP8k/2XgV4DvFNOeDDfD5fOSCgC8jfIXhOxezFnz1QBZgDtqcnh4L+Q76aE4zeXmSvpfx9Yd5Hn1b4csL3+CmyRwqh631er39oX51LggDgOuJcwnUT996+G41ub5Tx1AnyqAhdMk0ltmvZtE3lMG3efBwUH+qp75Kof+oir6X8VVLlkYM8HwS3/s0wInPJlRvPitQBvRVjukg/kU/ySrgS9w6YxZaqigMLX7oUeBetCtX1wnUYHrOGKB1pu6EOhZaXyH7hIsYOyoRawmPm/Nj/MjBCq1gTEbJ9tC48NqpIYzR1FDmTgbPGR+T1XWuzR+Pm0Gp0NOjkeJDd//ZkZqE/Ub3qKvoA2b/Tmsb+COhPzn6C5Q1yyeJD53+kPBnIIWCVDD0JyHBx4p6Js5PyI8ePaRngj9Iugv10x8kBCjepY8ABeSzRdMYvqpB6Y9KHRTuoj8/fJT4n5E+azSNAnzwYZ/DQoHZDuQsDd9cZBExa8E3Jr4l5ZWJT5qzFrnoKqeq+PIafGdQ2JK7WZNQkLvRJl8HfNPJOR++6dAEvgfxfap+uePbFiYBX4JOfhKkYMgE4ksW3cMXPerBtyct3tL2AeqR8/tAXwBfyh0dDqRVoDL4lx4CbLOt+VEfBeaLZDPI4KnDkd1Ah0nGZb7NuLSpcitEflioClZH2Azjw/Ie9EIFLj1ewvy12aL8NH8RBXAj9Y0qcWoI8svUED5TWrlBbdaNG6c/HjeDsoU+7q4+OzllR/fwpyjkkcMnhb9eEhb4I8nOZWksuDfxfkLUc3UGf5a4iCsQE0JzrH6ItNqPu0xDwxUSLmg6ejJqeib0/4W6f0d/tLLD+Df+tlAe2TtZ0/KS1PTht8LUPdSDK2gIf+f09wOhswd8bJkNwkKBWT80HTFdDIXMS+6wNNKeWd+1Ir/1YBjkLB+WL/s0i1mO6WC3nLmarMvwu8PytTTDcgedwDcy3eU0YUJv0Rl88+KrFt/XaCvyZkRdlqCu+vv8lWcV/OA1vmHpLRgAJ6EAW9Lc+l19MnTQn+aLMGDWLfDhcy3Dac6Myy1CQd2KxtDQYbJDtn2wYuqSZjxb1Q+RhjOijeAjIF8QzERdVi7B2MmS4Y9HNoTniTm99CFQh9/tH4973H92eJLyV2nj8UmZ9onUaoHc8hc9fyOE8eIu/AHTXRgjrTpAlNDyBj0W03KCemWtNuWZ4H9AdWtMftwQQPL/HVoeWPxxcVRrEQryObffJmMYFgrM+mnvLifxHfR1Va2c39ueiafJq/zVyXjIL33NMMP0wuSTP3BsoH1P8F2Pr1dagxXrGU+z+HKnnQj6kqUKUcC6C9MmJhXmdvSiXq9jCk6vpYiB5bAKBdUgyaGZFkJMoo1MiO0xBFuopPphWfUTREz2blZ1U+gWMsk2vXUYVLd/PG2ovWhu2wf6Alo3n531wdILjMUqFGT/1b9A612wzaTkaPeh9GPTqKuKkIBcNl9xfiby47YZlOVT4w0FxiUsFJjexXbFgr7ltwd8k2b+N0MO5Jif0dYvbTaTJ3yzS8ZWtPVep2rlIr+tIUdbtlPVHWfu9lwzstCx0OCZQTyAjqG33LPVh/HwSMlSQuepz7bbz27d1Oo1U+XkmEKrPvMLYnMBD3azPneOf8BsIiwUmJ5DLhKorouYZ+Mr3v3OtLqNLR0Cul27pjV2TA2pG3gtptTGijGmgOie9I+T+7gwSMuPl/uP9Tt945Nfm7bqJqa+Jf06rdvJqvueXNw2NUEbzLLncivB5WClp6Tc3MGLwXcGaZioOX0rrbU6f7SP5G2LHIUpwFTxp2KzwFtb4l1PnddWN1A0xbex42eHz13d8CKjrjms2Mu/sfxCXv1zJRcEcp6VPWk6ptxMk4iB/NrgMOWgTMeMVV3LMN3CQoFZPxT5wHp9faeuYT5p2Rb34vsUv6a+SpGXOMzkxGdihiQduzoCw0DdEM5lt5tGoo0rvi3ktiZ9HvFVK007mQ36XoZ1n/5ievzjcc3YLiFdoh5IU5GqJXk+aSqAYdKKMb7ZTUJh5urM7JVZfPWjjPTCMw0HPSFXfAq+2xyCa9sjbQzupbHgBYZPR+m01Ul/vV4nq4kH28ZHAWXqL+q2aol26+VDQ1XoNskvNLQp9gySS036QF792uoBB3W8bj47DJyeCXVVHv2wXXiQ3iHyEAd9HNQB2bpm6DyYc7Qo/yQ2HuJayqzxz8bpD0auA5lOn7qEFkJ6c4mL2TZYKDDrxylYb1enruW3LUkBivYIMzl1eQpf0KatVvpCd4npXvcHBSWyG9GTxoHAFzUyEphVk4sZvtkxv8RFPAr1aaCA7Ze+dGOkk4Gmd6WNsbo0Vp9VyXd9bXSKrxyBOkWMB2UvwLYVJ5zGQtGoNMXAD4+ILSG5sKEpGwcorBlLA+SfbxuTER8iWWhTQ8L545PNycVAByhMF8XzuTIjDZ77zw43mspobSOOT12aojOKpo/DWjP+qNTzLxvf8lC9JtU/GFUhuUFu8KVvpvFjPfPM7CtYKDA7DCyuGnaJoO9TOmtOV2CBYGDcB9/F5EkN+4hvz65EhuyG96CXpoOmquRxifT1NKyC2v82bZlORVpRAyqoRuXa9WtoRZ0WW7+4KRhAM4SUYYRgd93bHhrL5OVJNSQR+gmzR5VgUPQcyLWC6qdjdcWfivL0IBVo31B2Lounqppeqm2LlsfFQkVrdE6tm88OvcLo5F8j/Sm2EZ10UjR1NWWt2fRx4HHJartd7nICf/n4o5V/Btrqs+1qSQCFZcBQhmGhwHQNTJTL6YV1QmlNMYCvTnyr0jYwvpHlNym+Q/Ejt4dNJqRjH2BNUa04jPesolZr24c212Eh8EP1aMoWu6n/5M2gGUaljW3u2G2nAqh2/rt5ehptTNTox6MUxxozQpNhMAU2sB0seo45t9NYaKSmR2qqhPpJB/NkP20bgj3DD5W0fWhu/nisdJVXwv1nR3+N6K3LP0WUUWvuuJRlXfuxHaz1im28CvwZiJMUxrPt+JfgVDNqgLTCZ22tgdlvsFBgegKnqeQGp5h+g43U4LIe2I9tiHHr5mlsvCfta3DzSN13oBcCA7t/Yt32tmPNMhLzVuSp2viz3az/fZjdDgsFhmGY7WYg3BLDoysHAobZZlgoMAzDbDfktaqRC+fH3TkQMMw2w0KB2VO495/YFbTJmCBxs3PPrI+te7DZuWz5l7LV44FhehAWCgzDMNvN9ji1MMymwEKBYRiGYRhHWCgwDMMwDOMICwWG6XUocUO1WtWMGL22u9rlX8qUgZACA1sL4HaKpOQ56ImfiVsDBqCV/EKeomirmQK6gkJPtqnETSvoZ5vBUjAJ00U+688wWwcLBYbpaWSsfkk0Ep25MqNa+ukvpk1BiNPX02qB3N3c1OUp+Wvqq9S169dUGwzrO/bRmIyDiRadclU4AeNtiuqISpIXkmrSio6toJLkR0k1IbI1Q4Ep4iHBMYYZZutgocAwvQvsrlQJ0AcwtJSlaeKzCXkgQmZUChwOeL1eWFn8qAVKP5VIJVDqQtyOSmCwKdOVZphnab9lK7iFMnK57Gr6VppUgmxFMzIF+Lw+MuFuWkG3ZTaNer2uplaSDVlVAsMwWwoLBYbpXSg3Mcj8IwPrC1s7PDJMCRdkQj9KoCzzatLqAgrAEtOaQebbZo7HzFwGt9DqAuWdIgMsM1/T/B41Uz4h3OheKFBOS3QjO5eF/kDrlAZCppPu2ApuIREgVxEG3xnEYDFAKRQoIrJm5GRSkyPIJEYMw2w6LBQYpneBMsAE3d/nJ5MPAyyzRlWeVWD1aV6uGdmk6Jb4mTgtMJR+LNFdFPMfZpWEBYw0LTAsPV4a0UboBd1LuwAoRimY6UY3kCjBLdL7Ab/KPM5UpmMr5GNBQ6AXNFgMUIoemdZ8HblAGYZZHywUGKZ3sQZc0p/p9ILm0NJwSlc+6XlQqwsBgYk7KYlQaM0jIXQsVH5crlSbJryZEumYUiDU3KGgjFwd+0k5kGy7KhJPu2tFDk0OQQ4KaoMuUmouGnj6pvDDGDg2wN4JDLOlsFBgmF0DbK10RyAjKv3/fT4fvZB2nTSEtKw+r0/W4zsoXkufwWYs4YNKgdXCaHF9E/e523NUrdwg6NiKXHuQQ5CDokMQmiKMpOtGYaEwvzBvct5kGGYTYaHAMLsDaIKJzybo9fjH4zvbmfbA8JMhh6Xf3HRH0kdh+L3hYF8QEoGcN9O30urxCoZhNhEWCgyzC4CBnPp8iubcyQvJrchK3KZpa9wCFVPCAkzxp7+YptcX/3pxc8MboELy4qQnMPLBSNPh8SYLBYbZKlgoMEyvo4YfwEx6my2ibdwClWgkKh0U1IANk5cmN13QWCuU3p2ln0rs3sgwWwELBYbpaTCbn/p8SqoEU/QhOV/Xn+pkJuV2PjkHyLm+dBWUr6X3APk2WgtoRmrKULFDekPpJglBk/oqRa+t8Zrat6Kt+jbSEGhcGJSpCYZhth8WCgzT08hIhVaVAPqP9dML6bS4/HiZXpBzH/4NHA5UnlaWy83rUB60hSHPI/SH+sUhiKcVecaBClMBlwsYsO5y2cM2qmP7VjQlFgKGQEJBDoreKv1USt9Mi3hTShxGeeqS8zUzzBbBQoFhepe523PybEKwL4hf5VuUKAGQDsjdzQ2fG/Ye9FLgI02JRhCNRLNPs6insFDAXRSgCUTejNALaWLJJRDFqFFZgxsoiJNmGH5IAbWrZNQ7tiJXODAEvK6/qNNYQsdCpBsgF5oBH2+lQ6FQ+M0wClA4SIyLTz0wzBbBQoFhehdp1DXlQCABS0nmc/zj8YnPJmCkKdAhkbyQlIYzeT4Ja4oC8tCEZlhfud+P2X/2rlASmK/jhy76fD4oD5f9lEEVNeMYpKmrJBQ6toLhoNu0ZhA9uRZ1MflBUhaY+HSCQjAl/7R2mAKV4LrLrjIM0y0sFBimRyn9VJL5k9oAez95aTL1VUoWNqVign29dv0aVIIMVEBppdRK0tfTKCCNfeBwAAXcH1iQQRXb07EV6rYqI3BFdWAkzQH9JAeLsYx+MsqpIxlm62ChwDA9SvjN8FJpyU1JTNbxQ7GQQ2+ErIvwuDj/3TwddLTNyIxbICaq1WrlWcV03NENsN9uwiO6aQXKIHk+SfESbE8xUFttxsIwzObCQoFh9ggdDwd2NP/k9LB5PVpnK9AQGx8LwzCbBQsFhmEYhmEcYaHAMAzDMIwjLBQYhmEYhnGEhQLDMAzDMI6wUGAYhmEYxhEWCgzDMAzDOMJCgWEYhmEYR1goMAzDMAzjyP8PqNlJY5dohm8AAAAASUVORK5CYII=) lika 7. Razvoj aplikacij za e-poslovanje
Razvoj aplikacij v tehnologiji gradnikov in uporaba aplikacijskega strežnika sama zase še nista dovolj. Potrebna je tudi večplastna gradnja aplikacij samih. To nam omogoča, da v večji ali manjši meri ločimo zamisel rešitve problema od njene konkretne izvedbe. V praksi se je za ta namen še najbolj izkazala štiriplastna programska arhitektura [10].
Tem smernicam naj bi sledil tudi razvoj portala. Pri celotni zasnovi zmogljivega portala je potrebno posebno pozornost posvetiti še:
Uporabniškemu vmesniku. Privlačen, funkcionalen in konsistenten izgled so bistveni za prijetno delo uporabnika. Pri tem velja upoštevati prag tolerance. To je maksimalen čas, ki ga uporabnik še prenese pri komunikaciji s sistemom. Čas odziva, ki presega mejo tolerance, odvrača uporabnike od uporabe.
Skalabilnosti. Pri zmogljivih portalih je zmožnost prilagajanja večjemu številu uporabnikov in zagotavljanje nemotenega 24x7 poslovanja ena kritičnih točk uspeha. To pomeni, da je pri snovanju arhitekture sistema potrebno računati na podvajanje naprav in vzpostavitev sistema za odpornost proti napakam (fault tolerance). Potrebno je vzpostaviti mehanizme za nadzor in razporeditev obremenjenosti (load balance) tako na nivoju strojne kot tudi programske opreme.
Odprtosti. Razvoj portala je živ proces. To pomeni, da se lahko viri podatkov in storitve pojavijo kjerkoli v omrežju. Posebno težo ima zmožnost hitrega prilagajanja in interoperabilnost z drugimi tehnologijami. Za prednost velja neodvisnost rešitve od strojne opreme.
Varnosti. Portal je lahko splošno sprejet in uspešen samo, če so vzpostavljeni ustrezni mehanizmi varnosti. Pri internet različici portala je o tem potrebno še posebej dobro razmisliti. Sploh, če se na portalu nudi funkcionalnost, ki posredno ali neposredno vpliva na poslovne dogodke podjetja ali stranke.
ZAKLJUČEK
Zaradi evolucije omrežja in spremljajočih tehnologij lahko rečemo, da se skozi razvoj in gradnjo portalov dogaja tranzicija zaprtih informacijskih sistemov v odprte in omrežno povezane. Skladno s tem portali podpirajo funkcionalnost navadnega spletnega mesta, e-trgovanja ali e-poslovanja. Vzpostavitev resnega portala je zato lahko težavna naloga, ki zahteva jasno vizijo o tem kaj se od njega pričakuje in kako to doseči.
VIRI
Finkelstein Clive, Aiken Peter H.: Building corporate portals with XML, McGraw-Hill 2000
Phifer Gene: Enterprise Portals, GartnerGroup Symposium 2000, ITxpo 2000
Marathe Jay: Business to Business e-commerce Investment prospective, Durlacher Research, 2000
Vavpotič Damjan: Poslovni portali, Fakulteta za računalništvo in informatiko, diplomska naloga, 2000
Jay Marathe: Internet Portals, Durlacher Research, 1999
www-4.ibm.com/software/data/eip: Enterprise Information Portal
Wilkoff Nicholas: Content Management, Forrester Research, December 2000
Phillips Charles: Enterprise software, Morgan Stanley Dean Witter, December 2000
Marko Bajec, Rok Rupnik, Marjan Krisper: Od zajema do izvedbe poslovnih pravil, Zbornik posvetovanja DSI 2000
Borut Fabjan, Boštjan Vester, Dominik Roblek: MAF – Marand Application Framework, interni projekt
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