BY KASSAHUN CHANIE
Prominent economists urged the government to establish a welcoming atmosphere for business and attractive financial policy adjustments before allowing foreign investors to join the domestic market, particularly those business sectors previously barred to foreign investors.
According to Kostantinos Berhe (PhD), the prior ban has placed significant strain on the nation’s economy, and the high inflation that occurred previously is a direct consequence of this.
Kostantinos who contends it was improper to forbid foreign businesses from operating in the retail sector, told EBC Cyber that the newly adopted law, which lifted the ban on retail business for foreign companies, will help lower the high already inflation to consumers and manage the domestic business through business law.
In the same vein, foreign investors will bring global expertise to the local market, which will contribute to import substitution thereby helping farmers to maximize.
Kostantinos also claimed that the quality and worth of the product will rise when big enterprises with overseas experience join the local market and showcase their offerings to overseas consumers.
The advent of overseas businesses allows local entrepreneurs to flourish greatly for they prevent market swings and promote output.
Another prominent economist who seconds Kostantinos’ arguments is Birhanu Denu (PhD). Beyond only giving the youth more work options, Birhanu claims that foreign investors’ involvement in the domestic market boosts the country’s economy in numerous ways by allowing local producers to boost output and gain a competitive edge.
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tUrIx54t6njtr8NfANtKoutE1u8mJz5k2qySMce5fiux8G+HPC+j6vFNoi6/p0kZKG3mv3mt3BUjDpuYY5zk4rvdV8F2lnHCbeFCzFt7H5ifTrRY6W0J2Y2hBgY7D0pybaFHRmlbyHgMfqSPYDH6VbwNoPaq8VqykDOBVpIzwO1ZLY1G7fSm4PepWjNN2/XFIoj2jrQw29D/Onlce1Kfu4xQIiw22k2Z9ak2t6H8BmjFNDIeBn64pNu7pUrL7DrRjb6U7gR87egpCMnNStG3AweaBCeev1wf8KqxBD5YoqXYPWiiwHS+WvpShAMcU6isyxMenFLRRQAUUUUAFJS0UAJS0UUAJj3opaKAExS0UUAJS0UUAJRS0UANbuPaorbPlrn3/nU2KQKFoAWilooATbmjH+c0tFADdo9/wA6XFLRQAm0UYpaKAEpNo9/zp1JQA0Rr6UGJT/+un0UAIFC9KGXd3xRmloAbt9zSgYpaKACm89+fpTqSgBMnmkLEfw06igBm84+61MeRRksGH4VNSMPlxQJlU3ELfNu5+hp0csTHgru+lSsvy9ahaP15PrgVe5i7rUrak0UkYBdQd2BuI6/jWYnleaAbmFf+Bj/ABq5qluszQIVHzE87R6VFFpoG0gAnvkc1fQly10F/cq3+uT/AIDk0/zLVcHzM/QE1djsVGCFI9anW1TbyP1qeZGsbmZ51sBnLt7BDQskZGEin2+oT/69av2cfj60qxjp29KjQvUyuGGBBMfdgBQY2Vcizd1/veYo/rWqsY78/hT9o9KNBamT5cxAP2MD6yUghm28Wsefdz/hWvt9hSFfYU7hqZDQ3JH+ohH4sf6VFIt2pI2W+f7u0k/zrb8oeg/KlEY54pXXYdmc/tvSpAEaZ/ux/wCJpjR3u4nz1HsIlx/Kug8keg/Ko2hDGruRqYWLv/n5b/vkf4UVu/Zfc/pRT0FzFqiiisjUKKKKACiiigAooooAKKKKACiikFAC0UUUAFFFFABRRRQAmelNXPPrTsU2NSq4Y5NAD6KKKACiiigAooooApXmqJY7BJhSxOAepwef0yfwqBtaSOPc2xRkA8k4yQOcDjk4Pp1q9NbxyLh+n/1iP5E0i28aqQg2j/ZGKAFaZvL3KFbjOCcZ/SmRXgkcrjaw7dewP8jU+0DHtQEC9BQBDNdCJRwT7qM46f40z7cvOSByeeowBnNWfLGc96b5KAEBRg9eKAI1uPMtzLjjBICnJNU21G6RsC2z8yKQQ25dzYyeMYAIPB7GtJUC4A4A7U0wqVAxgDgY4x9PSgDKj1y481kksmjwoIIJP8TDkYyBhQe/3hxT/wC2LgMqmzYnDElMngd+g69PxrSMCHBI6HI9v85o8lT155zz7UAOVjxmnUmKWgAooooAKKT68UtADQveo5FqamsKCZK6K5jEjJkZ64qYRj/69MziRB9alwaBKKFx70tFFKxYlFLRTASloooAKTbS0UAJS0UUAFJtHWlooAbt96KdRQIKKKKBhRRRQAVDLcLCm92CrnqffpU1RSxCSMr1UjGDQBJnilpq5C806gAooooAYWxzTY5dy5HT0IxUdxI6bSih+cEE4qHUNSg02xnurmVYYYULySSHhQOp/CleyuJa6Fj7RnuPb3rOufF2j2cnlT6nZwy9NjzqDn0PPFfNnxF+M+oeJpp7aydrPSwwCxxn5psd5D7/AN3JA75rh9KtxqkzCafyt2HAPBP0xxn61y1MRGmj2MNl8qyvOVj7Wt9UhvIhJbyxzoTgOjAqfxB//XVnf8vUZ718f+G/E2o+C74z6XdssakZjY/Kynsy9D+WfevpPwD47h8aaY7iMQ3cG0TRDkc5wwPocHHpg1VKsqqvEwxWBqYbWXwnY03d+dOqNVIzli2a6TzySiiigAooooAKKKrXNw8auEjZyq7unB9vrQBOWx6fjRu/niqKTTzKjL8ilm6r1x0+mamDM07LuIVQPo2etAFjdnp+lMeYRsAzbdxAHHc9B+hqC1Z2lmVvmVSMFlx2ycfjT2jYzZbaUABX1z3P8vzNAFmiiigAopCcUtABRRRQAUUUUAFFJu/Ok3fh60AGep6CqFzrVvaY819h3bdrKcjPQ8VfIz1/KqFxdrbEDymKsrEhVycDAx9cn9DQBEutRTSTIiFmiVmbcQAMepz369Oxq7aXRuLeOUgKWVW45HIHeqa3BkmKJbyYXKmRhhcr0BP3uc+h7077TOpi8m0Yow5+YLs7dPwoA0qZ5nzEdOcdPbP+FVTNdeRIyxxtLn5E3HH4ms+zvJptamXfGIljAK4OQxwepOGGSRuHHGOtAGuf9cmPf+n+NT1BnEwHfnH5Cp6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopM+9Ju4BzQA6iikz1oAWkpaKAEpaKKACiiigCI9RXmX7QN1Jb/DmdYmIWW5jRgozkZLj9VB/AV6h71458e/GHh7/hGdS0C41K3j1iMRTpaMxDkBgeg74zxkZFTKziaU0+eNuh8y/aAWAfG3kD0+mK39KjXZjZkdjxzXnmueIxY3kSQozsWYlwPlGPc9/anWvj+8UKsJWRRx+9hZRu/ug4rgnRlI+qpYqNNJM9VuLUSR5CZ4wTgYI9K6T4Q+IJNF8b2UTl44Zz9nbPCgMeO/8AeAP/AOuvE774hXdxDbG2E0fnIzPKYCvClc7QevX0qXSPHElncrOIrpHj+dJJWUgMoUgsoHAyGJPYVNOjKEudk4qtGpBw5GfoXubjBB9RS5NeU/Av4u3/AMTrG+j1XT4bHUbHyzJ9nLFHDBjkBhkYIxXqpPpXp+aPlZRlB8suhJRRRQSFFFFABTdoP55p1FADPKH+P9KdtpaKAGfd5PTkmmhg+0gg7s4I5p7IGBB7jFVz+7niToMMB7dP8aALIpaRelLQBXnm8tQ2/YM9cFv6VMv3RRgccn86XFAC0UUUAFMZiMYx+P1oaTbkkjGM/hWXPczX0wghDLAUffPtwVPK4APcH+VAErXn2t2hhU8Eq0ucBfoeefarv3QqnLHGM1Hb2sdvGiIuFUDAxj8T71P7dKAG7tik9eCaqNqEMce95FjUnALEDBOcDPqcdKtSY2sW5ABrJt76yvdqLbmXDIMGMYQ4yp59BQBbh1G3lkVIpN5bgYBI4/Cp4bhbiMOuRyQMjng4P61XWS2hLBYlR4yoK7ADyePTrVWz1axVXMLHAbDYG7kk+hPoaANnb71EtvHGXO3BfliRn86rNqAaONolZ/NBMZ28HAyD9CO9Ylv4qmuLo26iEypjeqqfmJwCg5+8uTk8jHPFAHR4/wBIj/H+QqxVVgftEOO2c/kKm8wDA6mgCSimLIGo8wZxmmA+imeYvTcM0u4UgHUUUUAFFFFABRRSZoAWikzQT70ALRTd3uKKYjHutRK8Ajp60lrqh3ohO7JwF71hXl87yswhcc/fYBf0OD+lMjM8gAaURqTysQzn/gRpsVjs/tQLBVIZmGQvt61KoIHP3qzdF8tYSijae/ck+prVqShKM+/FV2aZ24VFT+8c5/LH9al2FipLflQA8HI9KWkxS0AFFFFADdtfIv7UHg2fRvGja/HlrbVI0B2rwkiAKQx75UL+VfXS/pXIfEzwSvj3wpc6UHWKdiHgmcZCOD/gSPoTWco8ysb0aqpzTZ8J3elpqymJ+isu1pBkLntjPP1pmo+HW021Bkkh2njYuSQu7BbH0/mK6j4geC7j4e+IBpd5NFJcLDHKJIQdm1gTgFscDaeSK5HxfJc3NvFGhdkYBgqNgnHXnP8AnFcfvKVj6ClKDg2l6Cx65oMOgQWLeatxDITFOIwrBicgluwPcdOK0tG0Ox1GIyrcMSrKHTAVT0Gcjt2x6Vy9vpMX2RgbeBY5BjE0vX9K2vC9m1jdi2iQL5r4RYeQXJUAdvb8Wq5JfEaczStJaH2f8A/DNvofgeK5VFW41CRp5WUYBAJRB+AX9a9OFZ2h6VFouk2FlAnlw28Sxqo7ALitDPzfhXVGPKkkfKzlzTlLuyWiiirEFFFFABRRRQAUUUUANLHHHNVmYtcwhl2uytgDnHSrVVJG/wBNgQjqjf8AstAFuloooAY2TjAz+NOFRMSGXgFedx9OKl+nNAAahmuVt1LuwVB1LcYx1pRK3Gcdcf5/l71z8kk2u7leOSCyUhxuUDeBuAHPcMA3p8o55oAk/tG81WaVLEQxpGJF819xIcgbSBjHU/lVqbTHmsUhfaj7Qd0YDANzuPPY5NXbe2jtYRDEipGq/LGAAAOOP0qTdkgbecDk89aGAy4jkmt5Fjfy3KkK3UA0sbSQxp5vOF5YVOq+9Vr52jhBUbj5iKc+hYA/oaAHtMDHu4K85xzxg/4Vmya1YWe5WdY9oyUEbfLhc9h6VFHqENyzpbzSSLCyLKd2Qp3BdpyPY59M+9W7a8s5JFSJOSAcrGcDIzgnGOnPWgCGDVrbUlVEiZy6l/LdRk4IyOeO461LYSQ6lbJMLUImSAJEXOfX+dJNqFjHC53o8bAhmVQwPbn15AH5VFa65p64SNliT+HK7Q2WK4UjqcgjAoA144giqBwF7DioFs7aO4kmSJElkADuqjcwHTJ6kY4okvo180B1aWJN7Rj72MHBI6jOD+VYja75RKySMsnm+WIzCAC2Cdo5zg464oA3Jm2SxMO+f5f/AFqiaTgsPXp3qK5m8z7G68KwLfoP8ai80YOKaEydpm7MR9RSNI23n5h61D5hwDmgO3Tgr6ZqgTLUUnHJqYNxxzVJWPFSK5C9cUEl6Ns9qdu5xiqyzhcdaTz169qTQ0y1u5oLY96reerMMEUedtb7wNKw7lnd7YpjMW4HWoRcD+LNOEyHvij1BiMzN96o2ZuTuzUrFW71GQFzjH51RJH5x96Kdkf3loqgOVmwo4CgdDximx88HnnvzVi8hAdjjjvVePjPpUFXOj0Ve/XA61rBwxIHUVzunX6wZLnYgBJYngAYJP4DJ/CtawuGuIBIzcv8+1hhlBPAI7EAjI9aVgTuXNi7cAYHpS0fpRmkMWkz/OjNQKxE0iZ9D+ZP+FAE9FV5piq8cndjH5cfkanUY6HNAABjpTGO365ANJ5m1SevGa4X4sfFvRPhP4dn1HVbmNZtubezRh51w3IAVeuM4yTwozk9qVm3oLRHgH7WlvIvjazvLcbla2EJZW4EisxZSR32tnB7Z4rwKHWNreVMCyK2F+Xj6Zr3T4K+KYfjV4f8VQ60kVxevqT3VzblsDbMF2GM9fkZNoYcnae2ay/Ff7N+pec82isdQQ7sxgqs+B2KkgN0PK8+qrWVSDTPVw1ZKKTPMo77S1IJjIk6jbkCus+GuuWrfETw9JLButLe8jaRXGeh2p+THP4CuSuvCMmk3clpqEc1lLyyxzr5eenA3Yz17Z611/wr8JnxF4j06CM7IIriOSaVztTKtlF3E/eZgAF6nPFcnwtcp6cpKpBqT0PujTdVh1SzjurWRJ7eUZSSM5BwSMZ9eMEdjkVb3Fe3t1618K/tLWXij4X+On13w/quo6TpOrP5xNjcyRxC5C/vNyqQOeGwQc5fvmuI0j9rn4m6WMPrxvl5Xy721il+UdsgDOevPOK9WFOU43R8xJ8snE/SYSfL0pFc5YehxXw1of7efim3CJqeg6XqCjq0LSQu/wCRZK77Qf28dDuryKPVfDV3psTsvmTQ3KzCJT1YgquQvU459M0OnNXJumfVXNFZ+k6tb6zp1tf2M6XdncoskM8RyjqRkMD6EEVodKy6lC0UUUwCiiigCNpNuB0+vX/69UrgH+0rV8/wSDb/AN8f4frU95G01vIiHBZSB8xAz25HNVJbV1uNPKuEVSytGuW3AoehP0FAGpn3FFRDzNykspAHOBzn2p46Ak0AV5CGliYrnGfmB4HYj/I7VUuNYC2EtxbKtwFZk/dtkBgSuPwYYP8AWs/XreTUJktYXmwySBhCdoQkqQzN+B468mrmk+HrfT4SoLS5ZWO4/KCMYIXpkYHPXjr1oAp6bYXc032i+nG5WICwkkksqg5zx0x+tbq7bfdtXaBjhV61MIlGR1z6nNO2igCCaRPLbeDs5zx6daxYobv+1nG2RIAS/mZXa+WJBxndnaNnI963JMqh2qGb0zjNNQfv5OSOFHX60ATL2+lVNRgluLfbEwVxIjDd04cHn8quL2oIz3xQBl2+nNDJIxEYEknmSbUbLNgDPPsoq3HYwoUZYwhT7uBjHG3OfpxzVjywOgx+FLQBUuNMtrjHmQxyY6b1Bxznoffn8KdHptvExKRqC2M8DnH3fyqzQTQBWms0kjlUAfOmzpwR2B+mT+dY66ffSXUwnMfluDgknDEkDIXswA4PvXQLR5Y596AMvVFEP2VU4Ubhj8P/AK1VC3XFW9bOFhP+0w/MVnK1NCZOrdAaduxxmq/mU5ZBnk5qiSfzaPM9/wBarNJt6Cl30AWBLt6t19aa0uT14qBpCQMnNIGDdSfpjigfoWlYcYNKj9aqrJgjFSrJ7UBaxZU9Oafv981XV+nFIX5NAFnzPeozLgn5sfSoi/ANRtIfWncRY3J6j86Kp+Yf7wopgZ95dLJIMHGap+ZyT71W87djPNKJB3OKkdia4ZpoTGH8syHBbHbjcD9QAPpWjBqDKQQxArJViR1Bp6ydBuFAWsb8WsSLj5zVyHWmYhTzXNR3GenUVNHOy84IP0pPyKOuivA6jOMnpzUFxIFvrSQNgOWj2+uRuB/8dP5msOG9cN6846H/AAqd5xM8bPksh3LkHjg/pjNKwGncyI1xbRZXaX81hu/u85/BmU1PJfrCjOxVEVdxJOAB6k9gPU+/pXzB8UP2zPDnhS6ktPDtp/wkerQh41unJW1RskOoJ+Z8FRkgY4HNfKXj345eM/iPM76vrdwbXBT7DbsYbcZ6/IpAP1bJ962jRcmQ5LofVXx1/bOtPDc1zovgYw6lqSbkl1Jjut4m7+WORI3ufl9Nx4r4s8SeK9T8WavNqOsX8+o3szHdNcPvduvAz0HPHpgAcDFZUk25cE54xtbn+dQSbWfGMMfmJ9a7Y04wMZO56L8C/iBD8P8A4jabf3zEaZM32a9ZTyIXIUuMd1IU5PPBxX6Y2WixmFHhuPtELFXR2IIIIBBBHUH8Qc1+RBwG4/X+vr+Nfen7I/xGvvFnw0bSnnDXOkFbSQndvhjK5jdRjoVymBwNgIrkxMWlzo3pPm06lH9pbU/Gs+tFtFhM2gWkQifyQkjNJli7MpJ+UZUZ2n7tfPC+JNV11YNIvL+aK1+0p/o6qI0ifeo3hBgKynDbgM8V+hT6dbw2QiMeYwqhZNvIIHBx9a+Pf2mrOxs/HumyWVtHbPJaGVnijALMHIDEcdMCvNqOEoqS6H2WV1uZvDzindaaH0J4q8J/8Jn4DuvCXieN5HaP/QdaALESgfu3fHKvnG48q3OT81fnVqVubK+nt3CM0UjRsY+VyCRuBwMjgY46V+oHw18RDxZ4P0fUm+VprZJSoPKkgAjPXqD+VfEn7W/w4PgX4pXN7bps0zWQb2DghUdiPNQe28l/bzPQYrpwtaLZ8xi6ThJp7pnifmbe2c9cjNPW4KkKBkDlT/d9x744qszEAnOc0iyMvGRj617a2PLWjPuv9hb4lnWvCeoeEbuctc6S5mtdxHMLtyoGf4XPT/bFfVec4+lflL8CfiM/wv8AilpGuFtlkr+TerjG63YbZP8Avldrev7uv1Qt7yO5hjlidXidQyyDoQcY/MGvKrRcZaHRGV0XKKY0gHQ0gkBrFXLJKKZ5q+op2RQAbaq3QH2i1BP8Z4/4A3/1qtZrMvrgR3VtIwbEfmM2AcABeST0H48e9AF2SZY0Lsyqq9SxwB681TE02ocR74If+emMM30B6D3rJt76G8mW5uLmEpuBSBH8wDnq23IZj2H8PbNa0esWz9JGP+ysbnP/AI7QBLHClvJFGoYAgnaBwenJ9/c81aVj3H9M1nSaiGmj2xTspHJSM7ecYzkZ7V8leLP21PEeh+LNb0mDRtNjisryW2jebzC2EYr8wzwcjoKai29AdrXPsjd7Y+tJuP8AnivhqX9tXxiykx22jpxkkQM2P/HhVVv20PHbfdm0eMe1r/8AZVr7GfYlSR91z7vLbZgPt+Ut0pI/lmk7cL1H1/xr4Jl/bM8fOpUalpSc9rRP6tVX/hsP4gc41uwAbuttHn9aPYzDmR+gu7b/APXo8zucYr88m/a8+ITNx4jhUf7NrFn9arSftZfEJ8A+K9p/2IYcf+gU1RkLmR+i3mCkWVW6MD+Ir842/ap+IZyv/CYSqD6QQf8AxFVpv2mPiDN97xnqGPVFQf8AoKCn7GQcyP0kJ49aXcGPB/GvzJuPj/42uj+88Y6vn/YmZf5VWk+NHi+bG/xj4gIzjAvLj+hprDyIdRRZ+oCyL2O7/d5o8wkcDmvy7f4teKZPveJvEEvub64b+Zpv/CzvEsgDt4g1dgem+8k/q1P6vIXton6Za1uNsvBOHDHg8YB68VkrIO56849K/OXQ/iF4huvE2lI2tagy/bIcBrpyPvjtnn8a/RZpNskh6fO2fxJP8xUSp8hcJ86ZK0nNKrVW3mneZWZVidmppkAqLdQHx6GgLEnmdKTec5zUZbdimtIq8E4NAE6yHIqVX96qhw2ODUgfHX+dA27lxZDimNINx5xUSt8oo3A9RmmloSSNMeKYZn7mo2Y1E7c470xomoqDzDRRcLHNeZLx+7X6l/8A61Ks0+OETPsxP/stQNLjuSPrTvM3en5VJRIJpsfMIx/wI1Is03Dbo1HoarrIQRyakWTjOf1pMCyrz8lXXP0p6s5xl0z/ANcxVdJT64p3m8AUhouRtJniQZz/AHRVbXJ5IPD+pSPKoVLWZtwjH8Mbkkfkacso/i5rlfi1qkum/C7xZdQnEsWmzkHODygU4/BmP4VUd0D0Vz82ry63XUrliSzZ3Z68Zz/nrnmmecCOTnt1qtcvtkcL0ViBj19qi+07ZBhuDyK9SJw7MvN8vzfrUczb+N3Ocqaj8zIwDnjpUTNxxTLLKsWyfTg59a9T/Zt+Jq/DP4n2F1dTeXo9/mwvwGO1Y3IKvjodrYI9ASBXkjNj5yc/3lpVmKspUnGc5z3qJR5otFRlySTR+wdrmS23N+92/KxB7A5/Hjv3r4r/AGpg6/FIAMGRbSLy8nO1SWyPzFe2fsl/FI/ED4XwQXMwl1jRttlcK7fO6Kv7tyP9qMY+qH0OfFv2rIfJ+J7MNx82zicLjoAHXH5kV85O8G0z7zh/3sWvNHqH7IPjZr7Q73QZW3SWEglh3HJMTg/d9drhvzrq/wBqr4d/8J98KLya0iDapo5N/blVyxUIfMUfVcnHqgr5Z+CXjb/hA/iZpV8z7bWZ/st0vrHIQCfYghGx9fU1+gdwq3FjIuAySIykA8en684oo1OV8xlxDhPYYq6Wklf5n5C3C7W24xg4Xtn3/HFQrMR3zXafGjwi3gP4gatpYTbarL5luuf+WbZZR35GWGPauB3EsewzivpacuaKZ8RJWbRbWUZHP0/ir9Fv2R/iUPG3wptLOeQtqGiN/Z8u5tzNGFHlv7gp8o90HrX5vPNtjJzgA9uor339jn4gN4X+KyaZNOIrLXYmtZFY4Xzlw8J/Pcox/f8ApU1o3jcItp2P0TF2W+n1py3RP/66xlvCyr2xjjv75qdbjjrXnbM6UtTWFweTuFSR3XqR+dZC3Q55/lUi3QINGhfKbQuQRwN30qvcQwXUeyeNJkyDtkUMOOnB9Kpi4p3nDsf0qQ5S/G0SKAm1QAAAMAYHTjpUvmjbwQfTmszzT7flSi49KBOIXFn5mr217vUCGKRGU5JwxBDDn27+pr8wPjXusfjF4yiOCY9WuMc9MyE8fnX6etcdP7vWvzD/AGlFNr8dfGadCb9mz9QpH866aO5hVi7HKRX3GCQwPUMc5qdJIZMEpGCPYVzsVxtH16c1YW645OPxrsOU3vMTnKxkfSnb0CghUArDW8IXhvrTlvOgJNFkVc3BKnHAz9aXz/lA3bfrWH9s+bO714/yKQ6gAi8/U5osiX5G79oC/eIP4mk+0r2PHoOKwG1Jj/F1PAFNF7uzzxjucUWRFzoGvBjhsVG18OBu5657Vh/bt3Rv1o+1HI+b86ZJsvdmTGZMge/+NRTTjrnLeuKyPth5DHJo+17hgcGgZ1PhFg/inRs9PtkP/oYr9NpJN0khPdif/Hif61+Xfgmbd4x0IFgQb2Edf9sV+njybpHHcE5/OuOodNHdk273pQw3AZ5qvu+n507cOOK5jpLAfrQJB65+lV99OVxt6AUATlhSeYPaoGbpRuXHSgCfzKcH3Cqpal800Csi2sh46UvmVUL8A/1pfMoE0T+ZzjNNaTb71X30jScVYlcseZRVff70Uizm99AkquW20qtUXAsK3Snebhtv9arh+lPV8cUDRYLelPVuKrCSneYfpUDLaydcVwnx4vxZ/B3xbIRndYPEM9i+FB/DJBrshJ1ryn9p+6MPwY1oBiokkgjJx1BmGR+VaQ3QpbM+B5mHmNg/KP51WuFLQucjK80+5ciZ1JwQ2SKj8xduDyMdq9WKOC463uBNCCSM9Cc04zduPzrJs5sTPGxxtbv0qy8xbJHX2p2KRe87JJpBIFbH3Y/vCqMc45qXzN25f7wosWj3D9lX4pH4cfFOyFzO0Wk6rixvNzYC5b92/vtcgfRzXsH7X0Pk/EjTZcgCex3qc8cOw6/iK+MLe5LHaeHH908getfQvjr4it8S/CfgrWLibztVitH069DDrNGw5/4ErK2fc+nPj42i786PseG6lsXCL63X+RyEmNwY/IO/tX6F/AnxYPGnwu0XUGn827ji+zXDNwfMQBTn34B/GvzxDZBORjHPvX0z+yL4zuYdP8RaEkyDZIl2mTk/MNjFRxnBCZ/3q8unrOx97xPh1Uwqq2s4P8GcZ+294XW31yy1yKML5hNtI6DG7gsmf/HufevlGVsZ5z39q+1v2lrabxVoOoLIZLqZB5iELgKy5IA6dcEfjXxJcP6Z2kFenSvpKEly8h+L1d/66izTHyjx2rQ8N69Nomr6fqdu7JPYzJcIw6hoyHwP++MD61kMzbd2evGKg064GCSSAGY/rmulq8bHNfXQ/XbQ9Yj1jSbK+hZZIrqFJ1dTwyuuQa045q8T/ZZ8TDX/AIKeHgW3zWCvYvk/8834H4RtGPwr15Zj34ryJqzaO+OqNBZT3qRZjt4NUPMPrUkcnaoRpqaKznaD3p/nVQEvTBqUSe9Vp0GWxJ05/WpFm296o+ZgineYKE+4Fxpe45wvA9a/NP8AayUwfH/xaMgq0sEg+hhjNfo+X69toyMV+dH7Y1sbX49a9K3CzQ2si+37hF/9lNb0X71jnrbHjnnE9DT47h0PFVC/0I+tCzHJ5xx612HEX/PyWIGKd5/v+tUPtHXOaRrjB4OapEsdfXhV4sksnO5clc/rT49WsIf9fA78A7TcOP61l305LIQchSc5+mag01Y5jI0zADKKCzYJycdvemI3ZtW02dMWliu4H5i0sjkfQHFVbW73XH3VVWB27eQf1rp7P4Vrq1/9js51W5RzmTjZGAgdiWyTgZA6E57d6h8UfDjUPBc8Znmt7pWHLxEDrnGQQCudrEcc7SBkggOxL3Mxbr2H5U7zC2D1rLW4G4qTtK8Nnj8eRn8Kf9rxwDmiwNWNLcSDimD5SDjr0FV47odzjNTLLuz6jvSEdN8PWz420AN0F/B/6MFfp6ZPmbOScn8ea/L34dsW8caBkj/kIW5P/fwV+kPizxZZeEdD1DVr+UR21ojSE55PXaB6lmAUf7wriqvWx10dmdD5n06Z/XH8waTzPcfnXlXwL+L8vxY0XUJbm1itLywm2OIWJRkYfIeechV2n1KqRjca9NE4/wAiue1joLXmcUqv71V84e9L5tK47FppKTcareZR5wHU4/Gi4uti00lJuqsJM0GVc/e/Wi4bbljeBS+Yc/e4qq0gY8H9aesuOB1+lMCbeKGY7fWq2/3FOZvl9DjOM4oAl8w+hoqPcff/AL5P+FFK7A53cCetG4dB1qLcF5xzT1PHTmm0rAP3E44xSq/eo9xz1zSBv85qbDiywv4/lT1bb0qvuA9c0ob/AD/k1Ei0T7s15p+0lBHc/BjxEZpPKWGOOcbhwWRgQv1PA+pr0Xcen9a8o/akie4+CeuAMyqjwSMM+kycVcHqiZLRnwNKzbiWB3Z+8aRSG9qjuD+9ZevPQmmM3THrXsrVHnWtuUbjEd4Dn5ScVKZuQRxuqrqh2oGP8J5qFbgY75xxTKTNJZNuMHJxmpPNPHsc1nRzAxjB56VPvoLTJZ5GRhMg+6ctjqy+ldB4a1NlniVWItpMnbu4B4wMevH8vQVzLSFgVqGzuGs7oZLAEq4Ydj6VhUj7SMo9zvy+v9WxFOrHpK57LHJuA7djXqH7OevJo/xU0pJWHlXwaxfdzneRgH/gSr+AzXkGl3i3NnHIDkMAee/qa1tL1CTS7q2u7dtlxBKsqMDzuVgw/UV8tO8Hbsz+gqi+tYNr+ZP8j7L/AGgxH4f0sQWFss+pzgsAV3CNcfeIP6Z61+eHiCzk07UrqCVv3sUrK/bB44/Wv0y8QRWni7wTba5AROdRgW4MxHJDqCPwXn6V+ffxq0VNI8RZjTCOCrYB+8rFsn6g4/CvZws9LH4DioOLd91p9xwG/kjsOlUrJtiuc4BY/hUyyDP/ANeq1vKBM8XA+Y5yeK9daHkLSVz7a/YZ8SNLoXiTQ3fAt7iK8QezqVf8ylfUscg7d+nNfA37F/ipdK+Kz2Ekqxx6laSQKGP3pFxIoHqSA4+pFfecb8DGPm6EV5FaNpPzPQp2aLYk561Ir45zVJW681MsnGc4rn0Ni7HJyKmVt3TpVKNwMVZjkXYeeapaATBt3PpR5n+c1C0i7ThqPMHY5pgSsxXv+tfA/wC3Fb/Z/jLDMoCm40u3ct9C45/z2r7v871r4Z/bqI/4WdpEpGQ2kop/CSWt6Pxo563w3PnDeQuBTS+3+VG4HOO3WmNXecQjTGmeZz7018hgoG4npg1XlYxYyOT701qSxLpvuseM89faqLMYpN6Hr0PpVrc0pwVyF4PIqNslCQueecURVhCtrt5M22S6d03Z2lsc+ufXtn04rqPBPjK10O/kj1OyF/Z3KiJ49xyoB3blycEqeoPX1rkVjO4K4+TcM5xxTpgNxik6K23H8vwp6kux67rHgO01/Tm1bw3cf2rYgbmCndcQ98MOpGO7YPoDXnl5a3Fm5Eo+XdtVh0Ptn19jiquheJNS8Magt3p9w8Eq8ho2wGHoR3HseK9R0nxh4a+Idu9prsUOkauy/LqCcQOx6Fx2Pvgj/aq7ivbc85jkdSOo5x0q1C/HTkitTXvBl7oUzDarRB9gZHDRlsZADZwN3YHmsdTtbYSQ44IYYNSxpXOo+H0gXxvoJI/5iEGf+/gr6I/al8dXN5fWGixP/oahrt13cO4YpGPfHzH8q+bPBswj8T6Q+4KBewkyZ6DeCa9N+P8Adt/wmMkhlbc0Kg7m43ZbgYPHrXDVvdHbRSSdzoP2XfGFzoXip4WuGS01WYRNGecsAVjcn2JxX2ZDceYueMH+LPSvz08I3D6ZNZyROF8krJvHqpBI/MZr7v0PVv7S0u2ulbb5kSSHjnlc8ispXOiytc6FZjT/ADjgVniYcYPFS+dnAzt9SazsybruVvE3izTPB+ly6lq97HY2UWA0kmScn7oAHJJ9B0rzq6/ak8DWudt1fSnptSzbjjn72OleE/tk/EZrvxfpvhyznaOPSkM9wqPj9+4wFBOMFU46/wAR9seBr4wvmgMW6NiwILbMdRgmuiNLmRjKpys+37j9rzwXHjZa6xKOoK2yD5ex5fnODVOb9sbwttZotJ1aTHQMka5/8eNfEcuvXjKmWj2oAq/uwcADAHNQ/wBuXbZ5GR/dQDFaKlEj2jPs+7/bS0rcRB4Yvp+PvNdoP0CGs9v2znk2+R4RLFyQgkvSdzAZKjCDtXx5JrF22cyn0z0qtJrN5gjzmOOdqn/OPwq1Rjbcn2sj6+f9tLVOfL8L2Y5x81zI2PyFV5P2zPEbKfL8PaZFnje0kjY/WvkUapdnP71+vOO9PjurmXlmc5Gfr+VHsoIn2kj65j/a28ZyRq66foQVhkcyH+tFfJgacADL/wDj1FP2aH7SR+o4t7h2GLeVh6qhq1Ho+pyYZbGfb/eKED9ea9Rb7oAJz9KrSKucsQWHtn+deN7S+h6yoxetzzltB1EMMWxXjJ3Oo/rUsfh+/PWIA+u5cfzrtJgdu7k545quzBsg8Ck5T6Gqopbs5Y+HLtmGTGp/3jUo8N3WOJY93+6f/ia3mm+Y8/qaRZQKy5ptmipQOKuI5LS4MUq7XXkjPtkVwHxztzqPwj8URqGcraGXaBnJUqxwPbFeieKmMeqBhyXjGT9BWDfRC+sLm2bBWaOSFmYZA3AqSR3BUkfjXVTeqbOOpHVpH5j3jfvGPTng+tQGTAH0xVvWrVtP1K5tpE8uSKVkKf3SpII+uQR+FZ7N1HtmvdhsjyHe5W1Zv3bHqCp6VmWsrOqg8kCtDUD8i46evasaHCsxB6ngDvQ5ajjE1gwIH1qaOT5cYqgrkAHtmplmHGG3VoolbFlX5I6mm3GWwPfPPrTUYLjHWkmfMTAkBj0oFu7nZeA9U861ktnOWhY7c/3T0FdnDIdyk/KMqN3oM4NeU+DbrydaSHJ+dGBz0JxkH616XDNs+XLdcYx7183i6fLUk+5+68M4yVbAwjU+zdH27+z3rQ8TfA2G1kcNPpsrWh5529VP0IOK+Zf2jNDG6aRvv4WRVXluG7/r+dej/sh+Jjbat4k0Rg8ovLQXKog43x4Xdz04cf8AfNZf7QOmNcG5yFCsWLKhzk5JB3fhW+F7n5xn1F4fGTjHZu58hN+7kA646H1qlM224PGcirl0PJupE7BioHpjrWdqUhjjRhxyF+te0pXR8idX8MfEzeFfGOka6v3rK8jmODyVUru/QGv1NtLpbqCOWE5ikVXT/dYBl/QivyQsTthRQm4d1x6nn9K/S74A6/L4g+D/AIUu33zS/YhFI6gkkxsY93/jlcOKjszpovoelK56Hg09XLLnIIqury7hiBufoD/Op089vlEfPp1/QVwK1zr0JgWOKesjVCsNy3QKMdf85p/2eYjLSRqPyx+dU9R69UTB88ZpysOx/KqshihG6e/giA67nCj9f8Kpzaxo0GfP1e1XHXdOoP5VNn0RPMazSBs4x+dfE/7d0fl+O/D79d2nOD74k/8AshX1tL4x8Mw8NqyyN/dUsc18oftnwr4s17w1c6Ha3l5FDaTRyvHbSNgmRcDp37fSt6KbmrIzrS92x8tqfl9qeWHHNXX8P6nA2JLC7TnHzQMP54praTcqcNbyofRkNeiebzambtPmHK5x7Ut1HuVtp2k9DWvp3hvUdSuTFaafdXU2ceXDCzt9cCuph+CXje+VTF4W1Nw33V8jGfzNNDdjzZYymC/zSP8ANu9Kjkj3biOR1yvTrjP4HA/GvVV/Z38fyKdvhTUB/vIB/WrFr+zn44iG+bwjevOrjaxKquAckEEjg8g/Wr06kcyR5CFXbj8xkfNxxSzQj7TbycYkRc9yWGVOB77W/Svd/GHwB8U61Pbz6J4CvNEJgAntftqSQmQE/NEWIYLtA4bJz3rKsv2X/iDbXMJbwx9shKZaN7iNQdynI+9kEHpj+770nYV0zxdo92/uoJ/AdqY0JjYOpOf1H0r2ofsp/EZo8Dw8z9AM3cGWx7b6z9S/Zk+ImnwtM/hS7kRBuP2d0mOP+AM1LQdjz7QfFVzo0pCEtCx2SQyHdE6kfdKng/Xt2rudO8Nw+OrZp9Jt5i6hjLFgbYgBk4f+JQOzYJ9ait/2dviJebTF4P1QpjGTARx+NVj8HfF+n6vJpNxpr6fdeT9oEN7IsIZeg2ljtbOQPlz15HammnoyeVx1KNvo9zpGr2TygtCZ4yJo+Q2SGHsDjpnj0JrpfH2uR6/4qLDCBSzBXAVsA7QT6H73r0rG8O3FxpbSxznfNb/K8E3zphPlC45DhSPfGDivRvH3w7WYHV7GHzfOQSyRKODld2UPXPJ4B71hON2dFKWtjmNBlwqMTgZIJ67ffHWvqj4WW8Oq+FbaSQK0kbNEW59Tjv6Yr4nsvEN1o9wEni85VOFYHa+Pr3r62/Zv8SW+r+HbpbeXPlzAlGyCpx0I/A81z25dTr0nFo9Yi0e3aTZ9n6fx5PNVPEtxpXhPQbzU71o4re1heYhnwX2jIUZIyTwOM8mt1ZVGGOfUMPfoPrXxR+1Z47/4Sn4kHTYZfMtdFi+y/KSV85sGXjoMEgdwdvGKcfeZjKNkeYeJtck8Qa9falNJunu5muHXnC5JO0eo5wD3ABrJ3fe9KiZi3I4XsD1+tKrYz611xVjCUglk2rz8o9a09IutMe0JvPM87cWzGikMPzrCkk3NtH5dqf5m1VB4GM8nNVqZJnTNqGix4xDOy577R/WqF9qVqzKLWFk6bmYDpWK03zcMeOuadaENeQK2AruAQVz3H/16YWNiPXo/JwlsCwwoZgMEHoTkGohrlws23Ks3YBVQJ+Q96SXQtRhcxxQ74ySA0bYGP4e9LqGmvptpBHKUaQs5O3nb93jPfpSYkWV1/gZjiJ9fl/8AiaKxDnJ5b9aKRdkftnIx3Y3c1SuZsZUHBqeSQc9DxnrWbcSfvGBya8VU7HuOoNlmfb8zE1WaTOcmlkfk1WeT5iO1DhpoJTsKz/L17Z60xpODimO9RFsrx8v41Hs7F+10Od8aSCFYJmZUTLKXZgOoyOv0rno7+JhlJ4254KsDwOD39TR8btMtNS8INHewSTQR3EbmOOfymzyobdg8AsCR3HTFeX+H7jQNH037LGVt1DMwhDPcYBIPLFR3HQc1q4rkujHn5nqfK37QWlpo/wAW/EkcA/dNdeeGGMfOFft7ua85Zvm+or0z9oiSO4+ItxNG29JYIiJAmzd8ufu/hj8K8uVtzD6V7FG7ir9jzZP3rIg1IkRqB9z1rFjkzIxAxz8vtWvqGdqtnBxtrA3FZpDnIzxVva5JppJ8g596nXp83FZyzbwCRntVmGboByfrTTHvuXFPy9elDS/KRnHpxUO/r/jTu4O2q1ETaTcfZ9Yt5Sc/OODx7V6ZDdEqu4be/XpzivJN/lzKwyCrDn8a9KtblWhSQcg4wPxrxsZD3k/I/TOE63uTpX63PVfgLri6L8WPD0kqobeeb7JIrdNkgKc/iQefSvbPjZaq1rcBV2bfmJUA9M8Y/Gvku01CexvIrmIkTQyLOmDyWUgjHoeB+VfVHjvUI/EmgjUkC+XcwiZDvIYhlDA4/Gpw3Yw4roylUhU7o+J/EX+j+JLyH+FssueOM4rKviWgYZ+6M/StPx2Rb+L15wrAgD8cjNZUx+VuhOCefTFezG1j86tZ6lqzxJGpDDO3GQ3PTFfZX7KPjbVrX4azabZvbGK1v5NokiZ3UOitjGMAZJ5+tfEelzZ6ts4r6Z/Y51pP7e17RZHCi6gW5jTPBZH2uT+Dr+VROKlHUqzj8L1PqpvE3iWb7t/Gh7+TbAn9TUR1LXZuH1m6w3VYyiD9Bmrq2sbKCSc+4qYW8fUFz+Jrm/dj/emU0N9MwMup3rn/AGrpsfpilXSfM/1ksknr5k7tn9a2lWNcAZz9akRI16KB+FVzR7CcZvdmIvh22PzGJCf9z+vWrMOjQxjEcQH+4oWtcFV6Bfzp/mFTjAX8afOlsL2cnuzNj03jCq4+jEVLHpzL92PHAHft0NXfMLdzRu6cn86l1eg/ZK2rIU08Kfuqv1qZbBOrLGTjOdoP9Kk5HQHH4Uqu2euB0zg/4UvaIFS1HR2iQnCfuwwwwUBQR9KlMKZbO5vxojJLDmpfu84xn0NHtBukN+zxf3Af941MsKL8wQKe+KQA98/8CwMY68nvUc19DaTW8MksaTXDeXFGXw8jYJKqp6sBg4FL2g/ZnLfEz4maX8LtFF5fLLcTSsVtrO2wHnYDJHOAoAIyzHA9CeK8Js/21Ll4nNx4Yt4JlfBje4kBX+oPGOVGK479oT4lX8nxYkudOEefDs6R2zmPcjPE6vllJG5fMUgA4+5mvF9QfUtQur/UZVUPNPLPNIY+GkYkkDqPmJ9a0j7z1Il7qPqy1/bShc4m8MpjOSI9QIJ/76iFbFv+1/o0saNLpDKwGQv9ooT9BlAv618Sx3V85IWFeOuE6Vq2el61ePiHTbmQHAUxWrsM+uVBqnZGcW7bH2Mv7YGgSSFW0O+LLkELc27nH03A/pXnnxI/ac1PXJNIfQ9Gh0y8sZZZPMv5I7gFZFKAKnQEp69/Uc1x3ww+APiT4galcWlxFPolnDC0hnvLKUIx3BQgBxlmySPQLXpMX7EuvFCqeIbN8s23NnMd/T3HXFC5CrS7HzvJdXF1rGo6hcXJuJr5y9xI6qCzsNzglSehJHGMGvrj4ZaPHrnw9sI7nbK9mZLMv1OEdtg/Bdtcgn7EvigzKDrFmy9G8u1mJ25JbAPHOa918B/CzXPDsGrW89uqQy6jJPbt5qEmMoioSFJwSVPFZzkr6FQR8+fEb9nk3kk2o6NGn2hjl4CMJJ7gdA36Vufs7/DHU/CtxqGqagk9iLhfIFnJndhW+Zz268A8ZHNfSa/DvUXYs3kL/vM3+B/LpTL34carJYzRWWoWtncvjbM0DSiMZ5YLgbzt6A8Z7npWUruNjeKSdzhvHXjG28DeFdR1SeSMSwQSNDGXAaSQD5VUc5O4gcZwOT6V+eup/b9QkuLq4DTyzzNcXEgGfnJJJyOi5PsM9q+//F37IGn+MLi3nv8AxDcvLGd0k80CyzTtt6l2IwoPSMYXvgnmsix/YP8AD0Vystx4r1aUoT8qW8MS8nOAMHjNXT91XJqe9sfA/lnjjjruY4GPUUjRnZnpn8TX6L2/7D3w1WRnmOrXjHlm+2qgY+u1UP6Vfh/Yz+FMWG/sW6n9PM1GRv5ba19p5GXJc/NOG1aTc4XPp/nFStZyNldrELgH5Tj9P8K/Ty1/Ze+FGnqrDwlaylepmmlkP6vV+H4O/DOzA2eC9D3R8gyWKSH82Bpe0uCpn5WTQsGxkKfRuCfwxUllazfaI5I4HkCMGwgLcZOcYz61+qr+H/B+jLmz8OaRbFenk6dEv/stYGoPaXkhxBHBApIzHCqryfYZ6VDrNMao3e5+dy6w3KvbPFIBn51yQO2QR3/L3qH7Dq3i678jTNMnvnhy3k2yF2GcfMQBkDjvX2TeePvhf4qvI9IeC11Se6fyV+02jD5ucYdgNpGD8wI+uOa848UfAtNP1dNQ8I6lFpsiuMW9xdZMXqUkXLY/2cU3U5QVNs8Mj+E/jaWNXXwvqbKwyGFtwc/8Cor3mbxV8RLGZ7YxaddmFjH9o+w+Z5uON27HzZxnPfNFT7byL9ku59+zSdccdjWfJJ1qxNIMN7is2aUc4OKnlNHMa0mc81Wmbk0SN1qu0nze9S4ItSHNJSNIemag8welNMnSo5bjUjB+IUK3Xhe9jfhMRtjtwy/0rxhdOVVX5BnqQF7+3p+Fe1+JSZdF1AHp5PT8Rn9BXmx25PQH1q1Lk1MZR52fJv7UGntY+KNNuApAuLNWPHJ2sw/z9K8W3fhjivpP9rbS2a08P6gqlo0aW3LAdM7WA/Iufzr5oVhyG9a7qcuZHO7x90hvCZYto52tk4rCZf37Y4CjBroJI9qsQV6etYNwdt2doyrDIPrVPYpE0PQYqdW2nAGDVSMnA9M1OrGpSG0Wt/FIZOvFRKx20rZ55/WtbiVhkznjnnOM9q7/AMPu0+nwsPmyoHGcj/OK8+bGME7e/Ne7/D74bpr/AII0nUrfU7e0lkhfct3LhSyyP8pJwVzwASOrAVwYqDqQTW6PqshxtLB15SrfC1b08xfAPgm98deKbPRLNWElxIN8mOIkAJdyO+0DPGM496+ivHFjZ+FNDj0i3mJgtY/ITJz8qgDn8q5P4N+OPBfwXhvbrX9f0+PVLmNAQkqyGMBi2FZc5PQN05496z/il+0R4Avrie4i1RL7zsyGK1UvISeuQBgH2OKxw8OWN3uVn2YrG1FGj8EfxPnD4nWrLrKXJB25Bzxk4rnpMce4P8uKXx98Qo/FF8i2VtJZ2gYlhNt3v6cDp+dVoJhJb9OgXnHpXoR2PlHcqabJtuJkIxtyK9m/Zu17+wfi1oTOVCXjNZE54/eIQM/R1H1rx23jAnk2EB25x9a6PwvPJb+INJlWUQsl1Cwk/uHzFIP/AAHk038LQRWqP0wWQvznI7DNSI2D6VX8wKW53fN94dD1xj9KeZPmFeQ6p3qnfUuL908VKuc9M1TWbK8GnGYbuRmp9oV7Etq2evFPQqpHIBP6dfw9KpmYYzWR4i1y50oWslq6oxdgVfDoSAOxpe0dyvZ2On43AZA/n+AHX86l2FVAAyPWua0f4qIqpHf2CBl6yWqgH/vnpXZ6T4u0nWABbXEW9hxE2FP5Hr+Gal1XcpU1Y5PxZqN1o9vay23y7nI5TIaueTxvqgOM25H90wDP86674rNu0a0YAErPjA4IyuAMde3pXlu7jj+QpxlzEuKizq4/iFqEeQ8Fu/1V1/xrvPANy3iyyu7mT9y0Uoh2Rc9Vz3rxlcckceuOK9a+C827TdUQ8jzkIB552nH8q3irtGdTY7C78K295ayQSXd1AJF8vzLebypCPRWAJUfTB96528+BvhPU5LeTUYdQ1U2z+ZD9u1S5kETYCllHmAKSBjiu4TO0MPl/QmnmT5K3a1OW5xEPwJ+H8dw0/wDwiWmzSZz5k6GVifUliS345rXtPhb4MtVzF4T0ZRuyWWxi5I6H7tdAp2gc8VesbUTOJG+6vIHrTRMnoZ0HhXSdMt0eDSrG2Yn5VjtY1Kj8Fq5AqRY2Ls9NoA/lV/Uh/o3sDzWazfc5rTlIjInZvMwHJbAwAT0GMcU4qN45yPc5quFZzlQXPbYM5o34xkj0qVuXbS5ZkUFVztwex6D8KUlVAGd3f/Gmwq05ZVUsQMkEYx600MMA4/z6VVl3GSIw3AqoH0GKTlmbPTP/AOqoWYrgdBnj3HrVq1h+0P5atxyS2OPrS1QWIF4YjnoeM4HNOjwpOOGA6elOVczBXyFPG8KfwNC28jtI0SNIFO0uAcEZ5JpXQDPvLjqfpn9aY2fmBz7bqtafbxXH2gyozrEARHGeT6jH1p1xp6yeQ8AaIyZ+WU9MZyf09Kz5tQsZF1AZvl5GfaqE2lpwWBz1wR1/WtyKykuIo5FK7CTksxBUDkk+nH1pVsyq3CxyxSK0W8vsyRggEHPQ+1HMg1RzMmjRNklQef4u9MOj2y4LIg3c7sc9MV1Fxo6QCdUuA00Kh/LCnG3OOv5U6fQ1jhkBLxzRbSXbbhxwW2+6ikpR3H7zPPo/BGiWd350Ol2MMjNuDR26By3Yj5c5960F0uKPiNAOvQccj6dc11l5pdrbzQsUkS3aUAyiQMjgKcZYcqcj0xVPVrX7K1tNBEIULjDRvvRsHOevHvWnNFogpx+FLto1P2VjkdSwBorpTq1xk50adj3KycGiov5E3My4kG089vWsqWUADnO6rMzHacntWfITtOPmx0rSxYkkhPeq7zHmlYkqTjAqFsenFHKmNClvQA0DIA474oCE9eaekPyjI71DSRokzO1eEzafdpnIML8/8BP+FeYFd2M45AzXrd1bl1kjUZLow2+mQP8A4qvJsnnAVfx9P/1VlN6JIuK12PLf2j9FfVPhddyIu5rKWO8OOfl+47f8BDnNfFsjDeT/AAHJH9K/Q/xRoyeI/D2o6VKMpdwPABnADFSAf++ttfnleWs1jeTQzqyTxN5bq4wQwOCCO2DkfhXRhpcyaMa0bNMhG1skcr/dNYmpfJcIc5ToMdq2Hb+EAMxqhfRt5LmXCnGQi85rsa0MUVo22qBnvVjnAOeKoxthR3HrVjzCeKIvWxRZVgvTpR5nBP6UxPu4/WlYhjjv60yCN8t0PJ6VZsdQg+zXNpcvMkcjJKphActjPGCeBkk9evPYVWLfMD0B6VXbDSEZJyecng1Fr6lfDqia8mtkUi1Ewx95pSiknj09cVlTs0i4bawzx3x/n3rRKgMxyQMHG3iqE3oOCOtS4JO6KUrlboCevToAOlbmj3BNuFJ3bSwOT2PSsM4XPOKt6PN5d0yMRtcDn6VKdhuzNtflvdwGPlxmti3uBDNHIP4SDn6Y3H9aoR6VPNZ3V4qqY7MKZASdx3HAwPWu0sPhrqmpaHb3Nin2u5uVxFaxoS7sc4VR3Jz7YxSlVit2bQozl7yR+gOnXRk021bruiTv/sDBq2JizDPH41i6L58Oi2CXCeTOttEJI8htrBF3DPqORir3nZbrXiOSPSjG2hoCXpzTvOHXJqgsvIFTBuKjm7Da7Fnziy1geLmzDa8/xsensK11aqmraX/aluqhtjL84yPYf4VUfMhq25xwY8Y/I8j8qeWLck5b1xz/APW/CrN1ot1YsS6ZVRncnzCqYxgHGfXB4Fbq1jLUuT6te3FotnLdSy2wIZYZGLKpAOCM/Wq65XA96jZhvAxzil+p75pR0BkqnkelemfBmY+dqkXQFY369MEivMFJLV6J8G5CNU1ME/etk/STP9TW8HqjKpseu7skc9OlKpG7HUnpUHmDaGqSFWmkCKMsTj6e9dVrs43oi3awG4mUAcZ5PbFbkZ8tQBwBwMVVtYEtYwqjGDg/Wpt/Pt9a2jExk7uwy+U/Zm5zyM/nWYSPl9utX7uQfZXPryfzrKaQYyBux2z1qZIqJrzTyadYWywsY2kBeRgBk801JF1KaS5uE2rEnOzq2TgfrVW21SKO1S2uofOjjOY9rbCvOcUra4yzbkiURBPL8luV2fWubW3mbJ9Ga1lFDuimjBjSVHjaPOeQCT+gqOK1i+3WCmLHmx5KnrnaeevtWW2sSiaDyFWJY8+XGp3dc5J6Y696IdYuYYY41kAIOFOzJUc8Z/GlyyY7mxbSJFJYw+TGwmVldiM9Cf8ACpLVxM0cjBAYZ2jBVcfLtwB0rnEvpl2fvD+7J8vH8Of/ANdC3Urbv3rgbt2N3fGM0cugrnRCSaMD7WMFbhBETgZG7HHsB1p0ICujhjKomcljJtCc9cZ+auYa4aThmZuvUk9etRswzj6fzzVez8wubVpdwwXl9/pKRI4bbIzALu38cipF1aCH7L5tyt26OS8qchVZSMZx6msIykKMMwx0wx/lUXmfMxPPpn6Yo5EFzd+3WlvHDHDPJJ5crNvjXBXIwAB3FNutahZSg3XDGN4zJtCn5sY49sVz+7pk5x0y2cU1pOe35cfl0pckeo+Y1ptazeTTBD+9h8raW74xn6VBcayLqMs1shuGAVpslx9QCeOlZbSdQSMe9RtJ+P68elVy9iTRm16bJ8mKG3JIZ2Qfex2+nPSqt5qUl1GoIjiCNuAhXaNx6nHrWZI5YnBwAKYs3BwcmrsY3NdfEWpRqFW8kCrwOc0ViNN8x5oo5UB0VwDtPWqjDcp55rRu3jiRjJIIhnnzGVce2SQM/jXJ658QvCfh3J1LxHpVj/12vIwfyzVpNmt7M1DHliMZ/CkEO5cAEn2Fee337SXwx06Nmfxhp8/HS1LzsfwRTXFar+2z8PLFitnFq2qv/D5NuqK3/ApGB/8AHafspv4VcLqPxM96WM5wBk+3Jp6xlsAEH/d5x+VfJepft820eVsPBskkecgXd+AfyRT/ADrm9T/b18UyM32Hw1pNmrdDM8k5/HJWp+qVpdDSNWkup9pTRhWGRlcjPOAcHPWvKNbtha6pdxYUfvWK7eRyS3B9PmrwPSf28fEkNwP7Z8P6ZeLuHNq0kDj8CWFeoeHPjN4d+Lha50wva6gEAurC4wJAB/GMcEe69O4Fc9bDVaaU5K0V1OiFSE7OL3NzcGxkHJ4r4j/aM0WPw/8AFjVChzHeiO9zj+KT76/99Bj+NfbXOdw5x+P5+lfLf7YWieXrPh/VwnMtvJbSt6FGVvzG8/X8KjDyXO0nuFde5dnz8XjVhgYJOBVK+w24u2ExwO9PVS2CemabcjdHgHnpXsSsecYyYViB91e1WopNwHfmql4AsqsBt3cfjUsMgJULxzms9mNGhgspxnFNYfLjoaaGK5GaRmPJJqgsIGPJAwAKj3bmHG07qSecRx/NnngVHBIrYGMHOOTQDLDfeBP3cVU8sdM5arE0qjAzkZz0qNj3B+8cZxRYllSWBj0OajNq7dD0BI3cc1fVSu3IAwM0u3G0HgZ+opSjoyo7nrn/AAjMWn2n2HS7tr6DV7C0le4YbHg3gSSRnkAjnG7vkcjNfR3wd8C3+nra6leowtIYWW38wYllLceYR2BXp3JPFSfs/tY+IPhT4VuJ7eK4uNPjkgRpAGKursDtB4BAKD8OMV6qrbcDqR0r56tLmlZ9D6CnPlpqESb+L39vfqfqadu281DuPanKx/SsExE6yDIqZT8tQKM4qVf4PbrTAnX5gfpxUqn09KgQ4ABqaI5JA+laMlky9sd+MHpVK88P2d7ljGIm/wCekfQfUd6urkHPSpFYbf5UIhnG6p4bnsFaZXWSBf4s4YfhWUfmrutY+fS7tRxlDiuE3ZxxWu5m9x+78K7n4RyBfEU6Z4e2P/oQ/pXCfeOOldh8Lm8vxUmThDE4P47f8DWsVqjGaume0BicHaf93HWtfT7X7KgZhmVhkn0HpVXS7Mf6yTkg/LmtPJBJ/Qd69KMep58nclZ9q8nGaI5lZeGDDnnNZmoXfkoYkIDMOeeQKXSX3W/oFbPP0rS99CGral27P+iyd/lI/SsbzPlU8dOOa1Z2DQFQOcHr9Kwt3yg9v/r1EjSKJwwHp+NIZNvAIquJOBSj5u9ZFllmDLzzx35pvmH1/Wod3b2oDHvSAshw2O/ek8wdD1+tQbh70nmH0FICXfQ0nzVDv4pm7dSAsFhtqNpPlPFMZjxUbOdvWnfsBK0nGaYzdai8zAwetNMo7ipuASNuzUZ6cHn60PIOeDVb+JqYEkmOTnjGKr5RWODih+/JqJsFjV6GepLlKKr+X70VPMVY/MO717UtQkZ7q+vLhickz3DuSfXJNZcjHcemSPmYDr9atNGCfrSeVt+UngnIr7L2cV0PH53IrYaXLMWPORk0m04+ZsDOdvWrgUBTgimMAgZsjjoO5q1EFIqNG2ODmkWJtp7DGeBirDTIq/exUZuguQDn8aTikUrkX2X5cAY/HAqxp91caTfQ3dpPJa3MbbknhYo6+4I6f175qrJdfKBnGOM9OarzXXPJxwR6fzqJcqWupVm2n1R7R4d/aW8SaSiR6hFba0iDG91Mch/4EgwfyqT4vfF7w98UvhlNbAS6brNnPHdw29yMq7A7XCOOuI2Y8jkL614ZPM0jYwc4zjHX/AfhWv4R8Da98QdUj07QtLuNUunPK2y5AAbJLN90ADuT+debWw1G3OtGdlOc7cjZxqzB1X0z+uSD+GcD606UhoyB1zk+3517L8avg3b+E9U0OHTIJVVLGKDVdSWN2tLi+UEOISeGIQAMeBuOR61S8H+B9FZmimi+2XA6NKchflyPlPAOex/OvCliIRV+x6dLCzq25TxTVLeT7P52zbGDjdztB+uKqW7DjBVjjsa9jstHl8UeC9W0WK3SXUrCVozFuG8EFgG4PcivFEhltbiWKZCkiHYykYIIPKkEcEelOnW9r0FiMO8Ort7/AIGqLpY1AZh701rtSMIC/vVPjLGnrnaST83rXWcdwlO5vmOajQjOO+cihm7mo9wO3nBpXJT1JjKvmbSPugE896nWR3BwAAOdpNU4fm3Nncc+lTAkSr64pgWWYqhZu7U+LPDAAr1xULAyMFJzt5qRVVvlPBAoGfYv7IGqC68AalaAkva6ie3/AD1UNn/x3n617yuRg5wcZr5h/YxugI/FVqGOB9nm+nLgn+X5V9Nj5QBnPavn6699nr0Ze6iVZB+fSpN2Oar87gcdKljPy+9c9joRY3Z9sVPG1VlXrUy9B60tQfkWOD3qVTjODVVZP51KrgGtCSzuPrml39BUXmCkz9Pzpol7hqh3abcjr+6IHP8As4rgVbpznjNd3dtus5eOCp/lXAr/AA44woz+Wa0i9DKWjJc5auy+FUfneNLRH+4VcsPX5D/hXFBjzzzXbfC39z4s05icbmf642H+tdFPdGctmfQWSqgdABjioby6W1jLdWxwB1+v0pJJljj3FiFxnJrDuro3UzOc+ij0Fejex5aFLM0pZjub1rU0l/3LjPf+lYfmFuvNamjyBkkHof6VCld3NNkasgHlk5zxXPbjlh/nrmt1mGQMe1c5ISGYZ4yRinIUW7km7oO9L5lQeZzjvTlz3NZGhNu5zS7vf9ag3fN7Uu40ATGQjvTWYbqhL00yd6TYE4k6d6PMIbpxVfzNuMcUrSFu9ICXzR3HSkZhVdpDnr+tDSDbnvS2AezfNSb8CoWk5zkY+tNaQbeKYEhk4z/WomYVG0nBxmo2f3oAezZzUbcdaaXGTULOB1bNUSTbqKq+YfWigD8ujdksBlifQYNI14cY+bdz2zj0719R6f8AsbaCLhxdeJtVuhGBvWOyihUZGRgktn8K6nSv2U/h5bybZ9P1W+A2gNdalhXPfiNF/wDQvxr6GWYU0tGefGjNdD4ta4ZlyVJXucHiiFpLpwkKtcSfwrEC7fkK+9dK+C/gLTifK8H6S8kbsEeeAzyD0+aQkn8a7Gxgi0mAQafFFp8I6R2cSQgfgoFckszj9nU2WGlb3tD8/tJ+FPjfxEPM03wprN5COsi2bKn5kV1+k/sr/EPUfmnsLHSd3P8Ap9/EhA9wpZh+VfaUrNNyzM5Pdjk/nUW0LknBA9ua5ZZlN/Cjojhkt2fLOkfsc6jM3/E18VabZ9itjbS3D/UM21a6aL9lfwboMaS31/rWvHPAVorNSSR3UO3f2r3pvmbnnjFUtVjD2MpI6LnI4PUd+/41l9dqyV7obpQhqeBeIPhXqXhzxK1j4K+G/h2WwkjVodY1qb7Y6tjlmjmfapQ8hUj5HNe96Zbz2draQTzmWKNFWa3jURQS8YY+UoCqCegxxV3aNo9+tMYdMccgk/TpXNKtUlJNmqhGKdit8Vvh/pmuR3Wj3ke+0miSWKQDLR5GVKntg8HtjjFfM+v/AAm8S+FdUaSysX1u06LLaICxwM5eMcqfwK19jeO4w0+my8ZeyQnjkkE5/lXJyejHdx35GMYxXJVjeUn3O6hUlCKj2Pzt+Ik2oeGfESa7pF7PYyXRZX8k4dJBjeCB1znPPPWvOGnnvria4uJHkllkLyNI25mYnkn3NfS37blqsHinw1cKMfaLKQtyeWEhyzerYIGTzivmaPKtnOBmu2hFKCZyV6jnJsfJ/D+tP52deDTJGDNjB5OAe1MkyI1GRw2a7UzkBn3dqZIv7tnLYGMn1FNkYr0496rXUodVUnG7v2P6f5xUvTUaWpNbSK0YKg8nnmrcbHzgevH4VmW7+XkdQRgVpQcED8KSlrYbsW45OpznHtTw25sEH0zTFbqB8o70/PHXNaCT7n0d+xjej/hJPEltn71pC/12yHr/AN9CvrFcqD3r4w/Y+uGT4oXsCnCyaZKWx0OHiI/nX2eoCqOK8WvH32epR+AWlU7XGelJQoHGa5LHRcsrJ14qQHcy1XQ88mpf4jTKiSqMfzqRSN1QK3NO5XqKkGuxOZKXzPp+VV/Mo3ADmi4WJZ3PlMO2Cf0rhd2APXjP5V2rSBlYEnn29q4aRv3jAf3mP6n/AArWnsYVESriRlQA5Y4rr/Bcht/E2knGP9JjTr/eIX+bVylh8xLH+GtWyuvJ1CxZSVfz0wfcMCP1roi7NMwk7po981DUPtLeWjfu04+pqqsn48YquvGR25FL5ldjfNqcdraE+4CtHRZPnlHGMCsZnyK0NFfE0oPXb/XFVEmS0OgZh+Vc1cti4kGe5rdZ+D61z98dt5MO5NOQohu6HFG+oN3tSGTnpWZoWN9L5lVwxwaTfRcCzvpjSZqHfSM2aLgT+Znr3pm75sVHuJA4pryDGM8+1KwErP3xSNJUTScdc8/57UwuPxpPQCRn5zTGkG3jH51G0nBPtUYftmlcCQyED1qMycc1G0m0YzUDzdeaaVwJXk7++KrtJtzTXkG3361Wkk5OatE2JfPHr+tFU/OFFUIzvOv2OBPFEAchVjHHbj0/CmeVcyNukvJ/u4wj7ePTjt7VKrL0Ap6qAoxXIzXlCBPLQKDke/zH9aczDdSr7DFNcBeTUPUuOhG3cZ5xULSHoDyRT5nHQdagJ54+lJRL0Fb7tRXQ3WVzn+5n9R/hUp+7UdwP9Buf+uZ/mP8AGuiO6In8JKMlF+lRFguVYUqklR9Ka2d2BwScCsupUb2Op8bfNpfh2bH3rYr7/e/wNcgwGAfauv8AFTbvCfhyb0R1599v+Ncbuy2Og6ZpS3HDRHzF+29ocs+g+GtWjTMdvPLbStjpvVWX9EavkTaPlyQcdea+/v2oPD58Q/BvWwg3SWLR34Uj74jYbh+Kk49cmvgSRQuMdAcdK66L91owqrUZI3yHtUdwx3Jx93k0NJ83PPOKZcYbyz2xXS3qYpDZHJOANw/2elek6t8I3svgTo/jlkaK5uNRkikWQnJtsbIm9MK6OPxB78ec2dhNqd5a2lunmTzyLDGuOC7HC/qRX6JeIfhXban8G28DxfN5emx29uzjkTRgFGPbJcYPpnJzk1yVZ8tkbU4tps/OSZfLYYGBjuMVdtvu4BBbPQmmX1o9vPLBIpSaF2V426qVJVgfcEGlt/mjweVPP0rrjbRmTWupbHXlqkVtwz7VV87jk4NSRy/KOPrV30Jtqe8/sdxFvileyfwppM3H1khAr7QX06fhXyJ+xbYibxJ4kvCeYrOKEH03SMQfzWvrgN0yQeeua8eu/fZ6tHSFh26jd+FN3DBxk03d69PUg/0rlNiZWO70p/mfWqr3KRqS7qAOpz0qpNrmnwEh7hQfQc/yofkOxsLLnpS+YGrmJvGFnHnyxLJ6HAFVm8auzN5VuqrjA3En+VQ7miZ14YsxGP1GaUsTnOcDqVGf8K4KbxJqE2QHEQ7RqmM/jiqM2o3N02Jrh3Hf5jijlHoehzX1vAAJJUQ/7TAf1rkZpF8yQowZc5BB6jJ5/WueuLyCAMZZUT0MhB/nWnYyLdLD5bh0YZHHbsB7VdNa2Oeq9Lm5afu4l43ZojuguqWx6BJFz+Y/wpGk4OOeMVnpuhmUspHzg7voc119LHPZH0QJO4780CQVVgk8yGMjJBQf0/xqwkTyH5ELD/ZBP+FdMdjkb1HM/QDmtDSHxdEd9uP1qmthcMwxGQPU8Ve0+zmhm8yTaq7f4TmtI3Jlqa+7Jz6dawNSfF9J781tbsHFUrjTkup/Md2zjG3FVJXRnF2MrzDxggmgsep49jWqulQLgtlj7k1KtpbL0hGffmpS7lOZjBvl4y2f7vNCo7chGYewrdEca8eWgx6KKdkHtx7cUcolO5iLZzsRiJiPXFSpp8+cFQPxrX8wbcE8fWml89gaOUfMzM/suRt290T86eulIBgvz6AVdMhyef8Ax6oZbpYY2Zj8ijOAc59qdkhXZSvoYLReCxmxjkkGsxmO0bjmkuLtppmkLFdx4zzxUDScVnKxSbvqSGT/ADmo2k5xmoWkqMyfNSSTLJmkqtJKKSSX0qGSQcntVbALLJkZ6VBJJ1NMeYN71WmmHIFNASecf7o/OiqhmbJ5opamVmKJRv6HFSxzAgDHNU1Y+uPrUsbbVOeT9a57HTctmYL2qvJIWJHam7j600t155otygtRHpqj5vShmyT6VGrEsc+maTdikS7tvvTLlt1jcjGP3Z/mP8KTduPFJOd1ncjP/LMn9R/jVQleSFLYdvO0fL2qJmz7d6Ukbevaoi24/wA6l7miOv1p/O+Huky45WZkGf8AcIH9K4zd1B5GcV11wTJ8MoOeY7vaCex+bH9K45ieowAecVMtxR1KHiDS4vEGhahpk6hor2CSBg3+0hAP5kV+Y+sadPpN7cWNyhjubV2hkjPUMpIP5EYr9QpSNp5561+dnx4EQ+LnixYlCoNRkGF6biRuP5gmtqL1MqqsjgfU8fnUVwfw449Kkz8uKim+baDzXYYI9H/Zv0EeIvjL4ajkjLwQSNdybjgYjRpP5gD61+hO5mjcMQoyc8cA4wePcfyr4o/Yzhgh8eatqk7qkVtYMiM2fvPKgyPwVj9M19bzeMLCJyqb5cdFUYA9OfavLxD5pOzPQoxtFHw3+0V4bfwr8XtfjZNltezfb4dv3dko3H/x4uv5V5xHlSRjG4Z/+tX2H+0Z4Uj+KXh2K5srRY9Y0ws0L5G6WEj54T064DjPQqR3r44jk5UHdvHUY6+9dmHnzRS7HPVhystcbhlicf7NCyDnsM+tRM2e9JHnceA4xzXW9Ecz0Pqr9jq8tdJ0XxNd3DHzZbmGBFUZ3BYyx/DJ/Wvf7rxtEoYQWzEZ+9IQAa+WP2cdbs9L8Na2t1cLDuvkIDnBIMYA4H0r0y5+Imkw/LF5k8nRRHHgZ+tePWs5s9Slsj0qfxpeOTtWFB/sjef1qg+v31x967fbjOI22n8ga8uuviY7ZEFn8vQPM561mXHjbWbnO2RYVbj5UHFc2yub6HrjXZZdzSbvVmYkH86qT61YWX+tuYYSRwdw/oa8jDarqnzu91cbv4skr+tTQeF7t2DSKsbNwGkIBH0A61PNFdS0mzv7jx9pNsvyy+cR8v7lMqfxNZtx8TEjbEFmxU/daSQgH8qxofCIUgtOu3PIRd2PpmtK18M2cDAgM5P3txxUOqkVGnJlObx5ql1lY4ooh2VYwSv41Xa88QahkvNcFW6YOK6q20+CHiOKNMjBwKsxw7cDOVHaodVjVPTU46Pwxe3GPOcE5AyzZr1nwjH9m0e1hZgWjjVMe49K5tIRjjANbNg2LeLk/KWBq6NRyeplWp8qR1PmbV9M08NtDd+DWFBqUsZGW8xfQjmr9vqEUnBbYzL91uK9FWucT20Pp/Tdp0+2YKvMS9v9gVc3fL6/UmsbQLyM6HYO0ijdbJ1POdgzVp9St4+DMoPp1/lXoK1jgle5e8zPBHHoaN3+cVltrlt0G5z/ALIpseuRyyKixkAnG4niq0J1NbcBRvHIzjHqcCq+8bu+KzdVv5bVo1jbGQSeKT2Cxs+YWY4/xpGkCg5O01yralOy8zSFf7vAFQtOzHLOT+JqLlKLOsa8jQfNIgP+0arvq1urYMgB/wBkZrmtw6gf99c0wyEdR+VLmLjGx0T67Ec7d7f8BAqGTXwV+WPB+tYayDnA/QU3zAzf40XDlNaTXJeWVVQeg5NVbjUZbhQJXzg52hcHPrWeZMtx1pHlO3GakonM34Ypkk2OByKrtJgHdgfjUZc7Rg8HpSAneY1EXJ5OB+NQNIeeagaQkc0bAWWm96rySZzzULSVA0m3rmgCZptueKrPN97j6VFNPnJ/hqtJMW6ZpgTedRVHzveijnXYC+ZtzbiMCpopAeffFZzTYYZOaes/yj65rMo0SajJHJBqt9oI/wDr0jSuVbHbr0pPYpEzP8p4/WofO+Ynp2xUEjNt4Oc98dKqzX1vb7vMlRcdd7AH9CazKVy+s3zHFPEm61uuP+WR/mKwG8TafDu/0jzGHVY1yf6VLpuvwalDqCwxyHy4C258AHkcVpDRoJ7M0mkO3gHOOhwKjkYqev0rjZ/Gl2xPkQRRjHGFLN+WBWZc+Ir+ZctcuiFs/KNq/pWTLie6W0gk+FuoAsMxXKNluAMP/wDXrzu48QWNqv7y6QHuoOSPwArb8HzG++CXi6NmZmTLjccn+A+vrXjTTJEM7vLB6tu25/HiplbQcG7s7y68ZWMYPlrLPx93bj+tfn38Vro3nxH8TzkYaTUrhtuckDeeK+t7zxRpdnHiW8gQqNpw6ls/QGvjv4gXCXfjTXbiJswy30zqQMbgztj9MVph7N2JrbHO55HHNRTthgR6U5n+YnPNRXDbmwvPFd5yH09+zRZ2dn4Fu79GH2m6u2SeRmGAqBQi8kdBuPH96vRL7xVp9mxEt5CrA4Kq2T+QFfOPwlsL670e78oPJB54xjoGCcnHTkY/KvQ4fCN45BYhA3bdz+Yrw684xkz0qcXKKsdL4v8AiRaQ+G9T+xGSWf7M6q5T5VJVgCc9cE/pXyHHlWAfPHBwc8jrX0trnhVbfQdSeSXe620pVVBJOFP4V8yRt8oYj7yg9a7MHLmTZjiE76lt5OD34zxTo8bWznnioHYbeOuKesm1FOeM16LdzkaPX/grpEmqaZqTqyqqXCLuPB5Unp+Fepw+EYwQZZC/pxnH61xH7O6btA1VtvW8TqOfuH/GvW9iqACVX3xXzWKqP2jSPboU1yJmVD4esopOIDKT/ebir8FjBbgeVEigc4AyT+dWFjXjJqReT8vXFcl3azOzlQKvQ5/z9KckJwRgAZznvQkhJ+cZx7UuQ+STiluTa2w7jcPTqc8mpVYf3h+dQc8kcr64pVbngHH0osBZiccYwfxqTzV3Ed6pxthSRx6VOrHBOamw9CwG2sO/0rRsZN1uMetY6kq3HOetaOnSf6MTn+I110tzmqbGkrdcinK/QD5eePaoA5bpUkMcjruC7tp5Fd6OJnuXg6cyeF9LJP8AyxUbiSc9j+graEhTjoPReP5VzHgaUnwvYjaRhGARecYY10nkzueImYeuK9CL0RwN6se02epz/vc0+0k23UR+9yP501dNuZOSmB7mrEGlyLIhdwNrcqOT1zVXE5K50DS9QM1k622fKb6j1q55nvUFxDFc48xd+DnrTI9TF875eo/Ok8z0Gfatj7LAi/LEo/Wnx7FPyqF98VLL5jGWN2+7GzfQVKLK4k/5ZYH+02K12l6/0FNaX5cDP5U0F7meumy9S6qPTqabNp6W8bO8rNgZ+UdT6davyTY5LY9/T3rn9S1AXMxXcNkZwDxyfWk9hK7Y15genGenNRtJ83Wq8lxUTTD3JqDSxbaT5eDionmx36dKrNMNveomm607hYsPN1/xqFpj61A8oqF5Bg80gsTtNxVeW46jNQtMdvWoZJOTxQFiWSX5TzUEk3oaieT5ai8wc+lAx/mfT86Kr+ZRQBJdaxZ2pYy3MaH+6Tk/pWdJ4vsY8qpaQjoFH+NcFcMYyCBgfXA/HFRzXkUMLPNNHHGozl3H9Tj9aVx6naTeNwyt5dqR6NK2B+lU5PGF9LkRtHCrddqgkVw9x4w0exQM97GQRxszz+I4/Wse8+J1jCwW2hmm/vZUKKLrqUtz0G41S9u8+ZdOx/uhsZ/lVJmO758Ekf56V5tdfFS7k3JBbRw8/eclzWNdeMtavP8Al6dFbjEa7QKxckmbJM9ekuEjUszqo7sSMfma3fA+pW1zJrIiljlaOzZnVSG28jB/z6V88LHf6g/zNLNnrvZmz+HSvVPgnpk1iviNpl2h7IKOOcZPFOM1dImpF8tzMvPiJp1uvyRTTsPlyQF5/wCBVi3nxMuWLG3to4+2Xclv++elZ8fhVEOJH43c7BVyHw/aQrgxM7dcnp+Vckq2p0RpaHuvwA1u68TfCP4kQTMPOSCQx7ECYBtyR+v8q+ZHj1TU3RneeUuFLbyWzwCc9u9fU/7NFpGuleM7ONIwJrIkcdzG6jP6V4hJAI8pztBORj2H+FRUqe6pBTp+80cfb+F7qRQzHy9x5A6j8q8F+IenyaX4u1a2fG5Zz8w/iBCsD9MGvqwKigk5z1PFfPnx60823jFLnYBHcWqMCOeUJQ/oBVYOpzVLBiKXLA8vZtretIzbW3jow7Uk2BIRn8qYzfKACK9w8y3Y93/Z3nMmjavbZ4jnjkH4ocj9K9dVfoG+tfM/wb8Yf8Iz4rihmfbZX4WCVScLuJAjY/7pwv8AwOvpsN6j6sR+n4YNfO4qmo1H5nsYeadNPqiG4sxdW8kEnCzKY299w2j9SK+Mb2FbO5ngH/LOUxj6Akf0r7T/ANXyTgkgjjOMHP8AOvjTxZD9j8TavDggx3kyhW7Ykbj9MV04HTmRlifeSZSY7pFC8HuKlXqBnhTk1DCDw/f1qRs9PUZr2EeY/I94/Z0mDaNrkZ3ZWeM/mn+Ir2JSeBnIzXjf7N6ltP1ot93zogWz7MT+hr2SQYY4478V81ibe0b8z3KGkEOVm9aVWbnng+9RqvqaeGwuDXKdI7jaR0OfXrT+3PT071GGDKe/P41IrUA9B4YY4ztPQUuP4t3HpTAzJklcClDKSvI5przFccvbHNT5ApmFX7rKeO1MEm3Hc09Afcm3dSMgVoaa37t+mM4rEmuQpHPGea09HkDLIM5wRWtK97mFS1jV8z5QRgc4xmtezQxwgAfM1YYbawI471o2+pfdWVSPQ16MfM5Ge8/DaYN4RtRtAKsy9B/ePP611G7t0HpXB/C+9V/DYBdcCZx17YDAfyrqZNUtoz806f8AASTXoxtZHmTvdmizZ5J/WjzSvHI/GsZtfttpwWb0wuP51XfxCvaJiF9W5qtCbG80x9KDNt7fhVNbjKBjwGAI/KqmqXDxWbNGxRsgZH1pMEtTV87GR296ja9jTlpAv1IrkGunbl3ZvxqMtuHH6gGpuWoI6uXWLaPjzOf9nmq7eIIP4Vkb/aPArnPM+XrimNJnpnNHMVym1d68Z4iiJ5anhnznis4y8Y6iqnm479sU3zuaLlctiy03P41G02054/Oq7SHd+NRtN8uCai5Viw1wTmoWmqBphzio2c9c0KVwsTNJxUUknUVGzD1qJpOtFwsSeZULyH1pjOPeomkouIdI9RO429aZJJULScUwH+afWiq2+igNTznVfuyV5L4w/wCQtcfSiioNShp//ITh+tV7H7poorKoUty7D1/Gt3TP9SKKK55bm6Ons/8AkFtXd/DP7ut/9ew/maKKzp/xEXU/hnE/xH60R/coorllubR+E9x/Zn/1/iX/AK81/wDZq8Qk/wBY31aiitqn8JGVP+Ixsn3X+leI/tFf8hbQ/wDrjL/6EKKKWC/jGmI+A8QP3mpP4aKK+jPGiLF/x823/XQfzFfacn+pj/4F/wCgmiivKzDaJ3YX7RH2evkPx9/yP2u/9hKX/wBGmiiubB7ouvsjLj/1a0rdR9KKK91fZPMPff2aP+Rd13/r7X/0Wa9eP3jRRXy2I+N+p7lL4EItC9aKKxOklt/vGkXpRRQEyQd6RPvCiiqZBK39Kh/jWiipKfwkE/3fxrR8Pfdn+ooorrp7HJU3Nlfumnr91aKK6zBnpHw5/wCRZk/67n/0Fa6/+Kiiu6OyOCW7G3v3qjuP9YaKKozOnX/j1i+g/lVPV/8AjxP1H86KK0YLcwF6U7+Giisy4jf4aRutFFBZE1M/ioooAD1/GoGooqCiP1pG6UUUARt1qN6KKAI2+7UDdKKKCSKTpUDUUVYENFFFBqf/2Q==)
He continued by saying that artificial shortages in retail and wholesale trading will vanish if the industry, which has been restricted to other competitors, is opened to them.
Foreign businesses investing in the nation will be a good resource for the economy by shifting the infrastructure development that was exclusively expected from the government to the private investor, the economist explained.