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CREAR TEMA

Sábado 23/01/2021, 18:07:31
22910 Posts - 3910 Puntos
Escrito por rriso

No son boludos, ellos no necesitan a Palacios, Palacios se quiere quedar....
Jajaja no podes ser tan fantasma
Sábado 23/01/2021, 18:24:16
13918 Posts - 1849 Puntos
Braian Romero

X

Adonis Frías


Deberían querer...le estaríamos dando una saeta goleadora por un simple marcador central....después vemos que porcentaje de cada uno.
"LA MEJOR FORMA DE CERRAR UN PARTIDO ES HACIENDO OTRO GOL"
Sábado 23/01/2021, 18:32:24
4150 Posts - 1292 Puntos
el clú del trueque


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nIWDWUfsDxmd2B1zLQUr/A5jOMdh+GAJakL51sC62FGJw+GzOxOSYgZCL4fsCC2gO1hv/kwUmZ7KmB2qmByqmFyPKzkWSxbznFhejxdsxZGxSwP6xXBNH16TNibqtDJql4HQxM+PTi+x239bZmuCtYpXT2eazKO7854VYXBBtHO2g3Tg7Y2bJzJt3m2mqPnwETP/VyrhvmphNWpWDs1sCrYHc8L2JwQmBWulZfVwPgMzCtbPfnOtZ0U3Ge/j0lYCO+7GZ6Rj98fDBN4X/1u+R3bMPYNTX/pt1rNe7/8w5c09eVHNOG532j2G09q8fvPad34txTH9yqJKHwG36l8vpWlfB/N8BT6HvEcFcKKVEYuIiq5SmURi2EvYNhT18PsRKu7JE27qrIDhmdfawnR72qdpB85Sx9y5UC3bh7do9unDtFvuv88IaFeEIoFXUTRcIn5n2F4rp7b/inD8/H1c9Kta9iN/zS7YybIDM/tj8/o1tWjkEidOtlbpWt7G9RTEqNIviOZ3PMw2JFM2IEsvu9RsFtmBMzg5MCWmJkImwh7y3C9v3+LxgXj4VN591ZND1gCsy5mEiL43pjVyIe9SJgPWwn74+3XTXqHPnc17MpkWBvY/5jVLCfQwLUti1ikCJi5koh5Sl4C42H2l+d60/LJn5qPnbiA94b9xsMieVjKdtGzhgeMjRkds0t5KAnMDKXB7JRuXBgsj5j+IazF9IB58Tpun5m7+Nl8Q9w/0Y9GTIaFnjNSCfQ/G/i2pcICxbFvMzxmcczwrJ/wdsD8JNAf+RnxNl4vfNJ7ARvodTYyngIjaFbHDI/ZsHiug8fdNjNevkZuYznMVhz9ppmd/A2LUKDMVNxC2BWGmWtmK3LOaFXwXOXQ38Yu4N2KWq5cGJ5Nq2YFDE8xrE7m2rnBeD6MTtyiiTA+81RA9D0b5qcMFYlZN7NiZsnM5HiYznX1fQtYnrWzaNcsmKf5yoadLeW7khcyRekwpsl8FyO4Xsm05dapvTybx/EJeUavnNHt80f1yakDOr1ri/ZsrtSVw734g/t1cedmCQZDPOeC/dmXHKXOtct0dsE8HVs8V7lD39SCpx/SOz/5pua/+oS2J4Zr4/tvKGfaeCXPGKfEhVN0sKNJB3s7tHjMBxr+2M/04vf+VY988X/q91/7pn76T1/Sj/7HF/TUt/5V1WsnK/G9JxT/4+8r/mf3KfJ3v9Kin96vGb/+hUY8/EsNffx3evfxh2Eyy2B4UA5tb1dHUZI6ypK1uSBGfW0lurCrRSe763V2O8OuRh3fhu/Hetf29+pG305d2t2iU23lak9Yp7oVC5Q/fpQa53H9x8LojxqqvKnjtDcjXlfxGw/XFKEWKtOeigLtrSrU/poSrRk/TD/+5/+up+7/jhaNfFd7G8p0pL1OB1ur1Ieve7i1QSe2taqvpV4nOjbrI3zlK3u36+LuHl1DGXX7eJ9kZVPACPNtONOnW4d36cb+Hh1rrVFtwkbu1zJtyUhSW1q8omjP3Ddf0gn800vtVTpUmc23C9XTYtjSFTNpU4721mSrMmGNimNWqCkrUie2VkkHO3WqtQyGb7kak9bBALfpUm+Dru1s0aXtTdKxXm3OjkYt9aqWfvCydhYmweBt1Y7iZEXCSlbGrdL53nrtachVGQzNBtj0osRVXFOUUl2b2U+nPobNurV/u27u7dHZbS263LtV1/HbT29pUndRlhpTYlS7aZ1a83hmYN+2lSSrOSdW9ekopwpTYKYS1JKdxLWq1paCdIVMG6m5w17TkrFvMz5cYTNGKgSlz5H2Cp3inn72L2B4rhw9JNuR3u4A8Fi6tn/blkDadvHwQd08fQLAczwAO5422DBY6QcsLL8jSbt2pF/SZsmbJW3n9u4Ihqd2dutIV7v2tTUFZkBzYntnsMwAyCBmYH+ePtzZpoPQeWf3cGEAOrcBVF7Hy87s7g2AkPd/6SjHgZ68QMdx7dg+aECGe7p0vKFC3dz49BkTtfEDnNSRH6p0jl/shZo1+HmN/fNjWvjBawqfOlKxs3G6V/NR2LhS1dEhqo+ns0qN1PaSDB1qKtGRlnJkazW6CDX70Z4turm/A+vU9X0dwbw91blq3BQVAI2S1UjPQi3bWgg4MHhYAqjoHy8AABUs54PC/JJVyML42Jevno3UA4nX8ulIWywPAXhgVTY+VNU2Op9iQEYhYKMAQFQACCniQ+h5ZXzUPJ4L2MlnWe3GpWqMXguAWQEoWoi0C1p60QwAC9K1NcjZ1iDlA9RUIQkzOCrgI5zJhzUXEJXPxzaPYWEAppAOBEBqojL4wKbTIdk8btsEOEvm4Y4HjMROHYKEC4fbji9AJGriewCIdxQ+9q3+5YCWyAnvauO4tz+19aMHKWbyB4CaUUqzFI0PuscHLCkARUM/XScJSj8R2YOPmQDgiZ70/p1tx9IewMLCiXcMiRHt93Xy+RQgafP1yaNjGwAcRauRAdyx6o3zVWdnJWqxqjbM43pyT8K4VlyXIjqDAjrXImQSZXSSFUgpSumkPG4rxwGwlSKN8XZ2jA18BsBL4CjjSBbecZTtQOcuo50AGg9tdrzS5o38VD7l7QfkVP3z6YgBCpmLADuYQYPBjkGOAY/BUApDS8UsH4vHCTGwScJpicOxMNDJAQBZ5paKLCUWZ8VytnXDX9Z6wF7oyOcUNvolLRvKELA0bfDT+tE//1c9aMDztS/pe1/5kn74rXv0g3vv0Y/upYO554t64N4v6oMXHtMaPiyrJr5PBz5EsRzTQHHQj7+sRa/9XtHIBS1lMxBz29xGt9vjNrc9DYlb5mIDFiRZgIE85GAGPjkAlH7gg3MOGPhry15sCdswpFkjlA2o8dDTgSEB87xc5F55yL3y6bgDUIFczvs0wLGzbGBikGGwMiBLcxvycfoNRIvXAuxDeMe4t76PvoefZ6U4vaU42iUGUMG+Jt6RuAHc2J+PafBjCwAPx/exy3HWvV0RAMjLPK8CR95Dz/d48UrajIysaMVYZKPebkIwr4j5XmZAUQKwKEV2Uh42/VOAUxpqqdUMld2ZZ+Dz11aDk14XOjMwj1fhwFesmqJKrBqwU+tlYbOCYTnAylYB0KkEvFQFAGdaAHIqmWfgZfO4gU9lqM8P0EN7y9dO4rvYD8rqI2YhS8UiZyNvnQPomYst+FwzuKkGzATDz4zXIHWqQsZWGYqE1yCIdWrWM4/xgWvn6+frnjiT92DWUAIZr2nxO3/SuKd+CsB/OZCb+h2zWUa6cPCTSE9e16oRr2rKS7/X6Kd+AfB5VAvesdxzkCJx5i1PyuR7aKmSZW2ZPE/ZgMsCrlvZBr6n0UtUG4eULXaF6pORvGQgG8mNVU/ZJu2qzlFvbY4MeA7hUBwngHZmZz/gufGppO1O0JC+7tbZQziTfbp94aBuX9rfL2m7uFM3Lu3Wkf04kUjabt24EACe2zc/+rsAzye3LqKCO62PrxzRub4ttKVSNw42qzUzNAA86Tz74Tj32TjTCfQFdtAL188LpG0GLHba1xNIsRQskmtiyVg6DrsBkeVkHg/ADSDE69mxL2J778cSqgi+Q3FzR6kjN5r1CHC5P9q4TDF8+zPdr+FsR3PPijYgo+M7YcvGmQ2ACY65wUwSICuQqeG0D8jVSgjgWeaWgezNYCgOGdkAIEpbasCzSMuGvxK00+fhtrsd3iaQrAFuDHw8bpBjABRLPxM27i0lzx+DrPEO4OH8LXez1M3gKI75Bj/RBPC8vrfN4TwsdQsbNxh/Y2bQnnCuj4FFLOBn9Zg3AymZgY7lgQZFJQCyBI6dQZ9eEL44AD5J9OmZSAs9L4Ggp0FOEkHPGPrhooilAJl5gXm8AJDjdQs3LgkAUwqAy8DJywySSpHD+Rg+d4Ma3xcDP18vSwR9j31/DIR8D7JXEqwIn8n60wCa4wFfo3EkhyiX/XxyCsBzgRQEZG3kEgSB5usn9uoEgKcmN0FbcKwv7NsKaEf2tmerbu1o1+0t9doVvU67wlbr6OJ52r9kjpLee0lznv21Rj1ynzqS16kDmVLisHcV+voLih03VKtHvqWEpZxTbKRCxtLPTSWAxTNTDFhaN2aCNkz2sziV93iqdmWEKGP4s9qEpC36wR8q6pGHtOCn92nFs3/UyN89pFd/dr/y1q2kvecVv3C6Rj/7mJYRMO0E8OyoyVB7YTzDbO1tLNShzRXqa8VaKgNAcrqrVRdIk7i4q0l9dXnamZOgE4UZ2hERpmMp8epeu1LNyxaogzSCM1X5Ot9cptNt1Tq2uZZAOX4uoOby9q2Amiru0yq156RoT3UR8rTNyMqqArBydutm9l2lA7WV2ltdRhC9Qkc2N+hUV5uOAgjO7yE4chJi4BSGv3v7hGVtDI/tAYDs1ZnOZh1uqlRdYiTAI1vbCzOVv3qJ6mI26HhzsQ7X5+tESylB/WhVIw3bikzN53KY8+3IjVNXQSLHztW5LZXaXZSmVK7z6hGDtA0Z2iHWO7G5DFDSqFNbK3W2q5ZvxMjAVyjCP73QWafzfNdSFk1WGj7X5qwoXQEcdpYmKxn5bwbPVm9NJqCRc9jXo+t7u/GjbV0QB2AArsMVQOh1QPHF3vbgulmmd2wbfncXaSW9dYDQeoaNOoMc+NjWGh1oLtfprhYA6RYVR4dpyuAXNP1dglbj31d+xApFL5yklZOGqKciU9uK0z6Ld/pzeK4DaGzO3zm6owew067eJh7SthYe5B1BHs+FvgNBDs/J3TtB8z0BYDnavVU2g5czIFEPDVIMdAxMzOhcPEDuD+POydnf3qw9INm9mxuD7bzMQMc5QGZ3zAwZPJkBMovknB1dIooAy2Pm5+rhfcH+zfx428sAnnNHdus8SPcKYOejQwx3dehkc7V25m5SBTd90xQ+gMPfV+xQIvSzcETClmjDpGGa8fozOHqDlDgPRxVAkB+ySAWhi4Oh1ymNWIVOcZ3qnYNTkIKGsoScncYA5FzoaWbYqstosfsaS3iIE1QJs1IE4CkjX6YUKwDYVBjweHzlHBzhGUSgATaAniIYn9LVc3C+WJ+PfjFgKG/J1H4gBCPkZWU2ltkKieQY0OTwEcyyPpcPoIepaCjT5o2DXUAvjb62AGe/FuBWuW4VuT0Lyb2ZDYiZEwCelNnjWGc0NpJtxuCEjgI8wJwAJtIAMOkAh3TATDYf1TwAWPYSMxCwNpiPlwkgyyRy5HVSASkpc8bgjDuqPD2YlwFw8roGT7acpTgDvBAlRJ7ynUvDvBI+ypVEDqv4GNehPW6KXaVmIlceNsasxMjRuTOvJX6tWhNC1J4cxnBtsJ6nPe71KtYtAKiQC4W+09ZIlKKWD3wDGnrv0+Zxz6umw6slClgHsKmP4kPAsIYOwE5tOZ1z+TpYOJzcogC8zCZyPA9nCiaMl7WOzrSJ6Fhz1FLuy3QcWjtUOMFYHp1VNh2wwYvZGQ/zcRoMqEq8P4Z2oL1fD83e2HEuDY4L0GW+zdMD+3Dk2eZ1s3H4DQicfzGQg5Hl/ATAjXNfzI44N2aABcqmszfLk0UnbZCTOPV9HPupsDzvKw1HxmDIQCiGdQxK1o16AYfwZXIW/qwQ2J/Jrz+pB/71v+lngJt//9o/6wdf/Wc98J179ePvfksPfudf9bPvf0WP/uQ7mv7hq4rkeVkHi2fHIQkHI3ry23rvF/cAeB5R7OTBQX5RwgzYJdqXNAtwC8gxeDNoM3jLIoJrRqIQdqSfzcGJJKfF+S8GPmZH+gGDQcN/WN4ygBGA5m8MFiQTNiR7Gc5OkNcCgAmAAc4CTrDBiZ3iMoMNhp73F0AF9qMAhsP3zPfDINb30PfL9+/zrAIW4lPwwvZmdQZykQykDKp8TK9TyHQx51oOmKnEQfe2blMRQMkApwrHvn9//eNFOB0Fy4mWMywPmRyYQUfVOuf0kfvAvNI1sEsAnqpwcusAOWZ2Ksh5qA7nPdsAG4HDYjP4KQcoeB0vb8RJbwzHGNavm61q2hKAIECOgU4dwKJ+/Ww1rJ9DXh0sCjeLhAYAACAASURBVFazYUZg1ethf7D6iNl/Md/rDMzzcrfTQwMcm5f9tTVHL4Lp+VurBsTUbmB9GKA6zqWGcc+roU1/bbU4x1UAn3JyasoMQMy+ACQNdlLnjlD4uDeDfLqJz/xCUeTLedrvqgGPc3ycd+dcupDRbwY5PFNfekRzB/fL2tYyz3kZjvgb7BThMNrhTTdzx/0sdXtilqgmdhlgh1ySlBA1p4fD7kRpc06MOopT6HQztLu5UAfaynSQiOORjlqdInh2gRyBq33bcWD2SWZ5Th0mF4J8VnJRb545oFvnD+iTi/sCwHPjIhHejw7o6IG2APB8cvMigOcj/q/83YDHDM8n147q7IF2ci6I6B7bGgCeFL4zOQDdJABCMd/XyPnjA4bHoMZsjvM9nEcTzjclARbH7I8dZ7M2BjdZBIPM+Jh1sdNs1sdsQSXsgr8RxeELFDJ+cACMuvJjgxye4vX0jxHL2IbABrmjXieOAFAh93o9AZNoAjvFG2crdQkBIhx1D50PZGbCrITzY/odeEAB3zyzJs6JMbCyA29g08+gLNFimG2zQM7xcU6Sz8F5Pc7bMZuTAaBNIo9mHSDHjF4UIMaA1+PO41oJYMoFzBjYGPAkzx8bAB2zO2mAH+f8GPiUb1gYgOJo2CQzUz6W2XMzKj6ewY+Bhs3X0uDRoDAR8JULOCkCtDh3J42+PJc+zkAmB3BTTr8YT/+bhh9QQ3+3ieV5LC8i/9fbZRPALA7AzyJYId796OUqAaB4nVL6L4Mat8HX0dfO18XTZn18nwq5XjYDo6IwAi58KzL5NqXy7Y1ZMErLAHAVKevwxXhez+GzAcp14xzP6FGYyGP4j/vVTvC3ZFOE9gEaSBLTjR1tur29TWeJ2neGLNe2JfN1JTZcfWHLdDQ9SpdaCnWxpUg6vl0XGstUDLtTOYdg43z62VXzdKmzVTp8iMDHSs18/Fea/fgvtPyV5zTv9cFaP3EKzxWqFPbVEb9UJVMGKfq+7yjqxz9Q7BO/1aY3X1YTQCRrHoGrdau1u7qYHKf1eumX/66n7/sWAHKFeirTlMk5l8Wv0v6mQvXiIDv3aFcN+dyt1TAu5Gn3kM8D+3AZJ/7sthpdJUfpUh0KoLx0HU9P0tmcdM4lSefJozmYn6pz+IPXD22HpWnUrUM7dW1fd8DCXMapNxNzAQDVCyDZlp2iHYVZOt1CHk4lOToVpbrWQ47OAfLke7fpNCyPAc+Rbc34zm06T87OZXzd68d269ZR/Ga+HVcACVd2d8AiF2r6oBfJoXldTbAjJ1pqdLatAeaFvKA9reyrGqVSHb4qjBM5OicBMMebS3S8qVhHagFpbZW6AAt0taNeO/MSye19U6//9Lua+dpTmjP4WWURnM/EB63FF7PNHfKSVsNg7inL0CeA24bEML39+weUSfC+tzRNF8nz2V6ZoUKewR212Tq3sykAK6e4nse3oNzaStAHkHYRBu1cd2tgXnaEa36MfKNg2W626a3Vic4qrkMtDBz+9p52bIvO81ydB0jXpsVq4cj3tHbKSBiqWJ3srAdopWvx6Lc1e8irSsbPDp8z7m8Bz42zp2Q7BtjZB9jZ3tygnZu50DsALRQsuHS4Lyhg4GkXMzBjYwBzqKMtkJ8Z9BiEnIOCMwtj+ZqHBi4GMC5u4HEDoeNQlEe6iC4xNEtz/djBAOwMAJ7bgJyPAUAGOJbKef4Ao+TtB47rNlwgyeu8AQ9A57LBzgGSzEB91wE9ZzfXqTczUbkLpit86NuKHP4uCeofKGwUSYPzpuIsTsMpIzFwDs7q8jkqIkGuLJzkPiINNXFhJEJGkBwYAejZoIqYMIbrid5Fqi0rkQ4iXtvy07SnqkA9xZmAoig6w8XKAjjlrJxLZziHjx4AhfH0JTP4OEK5zuVjzTBzGQmCrJdrkMV6eVg262xaQIRp3qTAUlk3xTZnQmDpoOd0J+aDXG0Z0JJZS6cpaQ7yKaaT5/JRIuKeOt8JywZYS3Aq5+BUcl5rAG+hS3H+aBegy/vKAozkgMazACFl6wAgG5epLnolBuCIB1QkrVMtH4R65AYNsWvUGLc2GA5MNyeEanPyerWnhqstZcNfmLf1+l7X6zWSwFuxYYmKQ5DKAXI8b0ta/3Ze19P96/Vv4zbYfFy3xcs8PtC2Fl6uZoBPdcQSVVPgwFZjc1EEhnUGPrxowbw7y6r54NcAWOrofOtilgdDT5cS0SqnA6wA1JQhw6hk6OWW+JkFqwGYVdOBWeZnGV8tnYuZsSo6Ecv+vF4pnf6AY2w2wMDFZkbHbE8uQzvPZo4Kcaa9jte3U21n2lIpO9kDbMLA9l4vh+i/gcFnQY+Tzg0aBkCQwUMayb0BiCCSmo5zZqCTgTOQQ2faD3SGBiDI85LocC1zi5k4WBtGvQToeUVL33+GBO3XNfmVx/TgP/8X/eqeL+pn9/yzfn7vl/U4EbM//vwBPfLANxm/V0//4rv64Jlfa/lYGBw6/RiciGiOlzJnmN788Vc09ZmfI0FE8odkLZCr4Uilzh0aMDxZMDpup4HPAOjxuX0W0LhwgcGCQdAAO/IXQ5YVrLI0i4RjLH8lkXamc5cDFGF/spcClJguWuNEfsACzn6FnX2GpQCCIoMfAEgAAJhXZlDA/BLm9UuV/oMB9H3xPfK9+zwzQDFYCYY43B43uLEF4OpTBghZGdKQIuRlZbATlTjoFWZhWN/z3LYqnLyBNlUyXhbqNgF0cD5qcPpqScytXA9gWWfwwnEZ9htAZCMFSAAyBjYGPzURSFuZ52mbj+XlXlaNNUVQ4CRyvhoZ1gEYqrk+dYAKTzcAhDxehzPvZQ3R8wkSAPwj5wbtqNqA3Ix9+ZhVgCqP2zzueV7f67q9dZHzCGBQiCV2YTB/YF/9+5vHPIqRfI717wswFuV9EXwA9PQfi7bCxNZQKKAaqwKwVWOVALMy3qdSv1eYgWuWAxC8e2ZxLGkb88efBGDHLKrfRzNAlrR5mQuLhPI8L/3gBbl4QVCwYNQbWj+eIiGwzRmAgDK+A/6u+HtTyDNTyH0s9j2L5FsQT5GVFL6RaWFqyYzQ5rxYtRckqLsiXTuJnB5sL1PflgpATznjlTrWaZanXZf2dQVBuo+PUZyAfvAmConrJCTfOAXQObdftz4DeAiRfgp4bn98KQA8H1+7/HcCHrajaMEn10/gs7br1PYapDHdqkumiAByz3QYvjgARS5SqOXjKZxCgCSLII8ddjMmdpDNqpgVMHgwCLLEzGDDAMMyMbMY5QSVvNzMS1BEAABSxXc1BPmXGZqq2OWApKEoK8wqwG7Mh33l+trhjkUKXB6FnA6wk8S3ooz7HwPjkk202IxMIoy1j2kzqHKbvCxmNsVMaKv3v4H2BjI25rkgQC1yw5V837wftzOa+QZLdvpdrMCAJ419G8wY5JjpcfECF61IBKx5/gDg8bSXeRs/H2Z4LIcbAEIl9AleZsBjxsugax2A0e3wtNvs62egY3mbWRczUPEAL7M4ZQT+UhwwBMS4UEEy4wY/ZQTvLGez3M3rJRNsywesFNF/5dIHFTBeTp+Wy/4yYZPK6PO8LBtwU8x98P0bkK75vlnq53lul0GjGSiDW9+vUt77LN6dBMBnKn2YQfBy7t3W0hRUkfhll2AhLwB4YAtvXzmqC8d26lQfKp7dbWoisX9HIwn5yDYvdeB076KI1NqlKp88TpVYw5zJ6g5fodtIpD7mGbx9rFufbG/WFpLQm+fPoBgAwUmk+BdwyEVAW7v3aF9chEomohB4+wUtfe6PSNcpiLIxUi2bMgiAblTylLe06NEfaMMPv6nEhyikc993lfDKn9W+drkOkiTfnpWivI1r9O4ff4e8NB8WoVrX+rYpGeXH8rGDdKCpQFWJoUoh8LyrOk/764spFlCu/XWlsDDVOOCt2g0DdGUPAYejO9SVGqnD+H+7kOntSorUdRiJa5trNOuFJ/QhxRYKNiAtQyF0ra83kPvdAKyY2bjIfj7q2aKe7DQUSMnak0uxrMJcna6u0P78HO3MTldXZiqJ/NnqQ6V0tL1eRzubtLutSp2NxepEcbSjBakcDMcO2ri1JJPE/o1aMWGYnuDc5w15UzvKctVXX66PkYuJIl5Xka5eObxV5/dCXnRWB8UazOYY7FwD4NzYhuSrB2DZ3aJbgI4ztYUU1lqrECSH055/TKP/+CtNfP4RvfEQQJL31FLJOUNe1BKYyh2lGTxrczXh5T9o1J8fgWUq4doV6CiAd09NLuOFDPO0pzZPh2h3H+zXbsCkr/EejuPpffVF2t9QrAMARQ8Pt8LqICk0u3Oi0wYLtq1SR2GRjlIg7Axkw4WdW9RZkqXp77yqMa88AyO9AjZwFiDnDT1077/ox//y/+rV3/5Egx79hf74wLf/FvC4CpvtyPbugOVx7s4A0Ll2/Chyt8N8IPfp5O4d6qNSxNk9vZ8yMwYjBjgGNFeoMGHGxvKzAbDj5WZ6AgkaIMjMjMGRQZKZovP7dgTzPH8gx2dgf96P92e2xyzR4c5+WdxudI6Wxx3qbtdB0G8ftNhZ6LKLPFQntrmaRIeONvEQlWarOXad4gA2YcPe0uLXntf0Zx6n+hZVVqajhV3jiH8IETtkX2sXqWQDzm7UGtUn4ZADbLpA4j1QhNYVbs1NU9OmeKrvbFQt1GFjamxgni6LCuPDspBoCJGTlVSrATzlwhglLprGR24uH+HpfND4uC5FXgV7VLx+pUrWrSBCuFLl4atVGbFWVVScqI1dr1qiEDXQdNVYVWRoML88fBnrrMBpX82y1aqOWkXHCzuStF4N8aGqiw3B6HDjYUOSogAgiQCSODUlRKmeiEotdHL5BpifCAAM67hSRwca8y50kZ3ZcerMimM6VtsyYrQ1Izow77stNUKtMFxNCevUQqW5luQNakpc9zfWkhzOsr+1zWxbHxeihjgqbWzk2mKNVKvzum20weZ9ep7bXxuzNhjWcz4+rwFrpM1ex23y+m5TXRwADasnOmNriOfcElZzDVcwzjTjnhesg660MWFNMF0P81PHdF3sSq7lCq7zclUBlqqxWsBSPcsqATpVyASq6fg9Xo6s0GxVGZ3QAGtVvAYwSUSjhFynAWfYjpSZIrM5A1KoAOyYQYIl8DxX/3KE2Y60gY/N23h6IH/HYMn7yL0DeAakX87FcMTeeRm5RN4MGgbyY7yOJXiWsDl3JwtLQ9JmgJOLE2Cwk0K00SyP5W3xOIJR494A9FCxbQzOHR+wGa8+rsfu/Uc99JX/od/c80/ojb+t9558WGP5qEzGMXzzsfv10kPf1aQ3ntBzD35dL2BrRr0GqzIxiJaP/cOPNfnpXyA9REIHyHHekRkpS/I2UXnNsjYDtoGKYjlIg5xXYmbEki/nxBgsOIpfh+PdL1OyzMuSL5x5WJBKrJh1cgFGmcG+YYUYej+FgJlC5GVelsP1yQc0lQIYSrhmtmKAja0MAFCJ4//X5qpbpXfAaQX3zPfVwNT3wuOWPjbGLMWZXwiIwPkGuAxIrCyz8nT9Rpx8pFpmJzzt+c5HKUYPb2mZj12DE1cLiCgHKJh18bAynNw4QIOX+x5XAjrKcagrzXCwvttaSH5OmcEJIKGK+b4OFawXABq2++thAIzYt8GPwYjBTgCIDGhoXz25Eh7Wsi+bxz87bfakAcBSH70waEO1zwkwVQNYchvcLrej/zoCSljeGLdEDTFmU2kj0z4nn0M985oTqGrEcm9fzbENwmoARy2JOAhpq/h2wZJwvEYs2D/HqnK7AU8+bjXV0P7aau4wtx5WEqkuw4ErwYFzIMHvmhmdRVRXXMTz6+qHqWYQWOZ76WkzPF7HTuzyoS8HUiRH612ZK3o6TADOqyVKhTiVBjy1OO6VnHtlDIGiuMWqS0L/nh6qVioRteYY7PANLUlSdxWylzoqgDbkBezO4W2WsxHdJIfnJJ326e2bdZ5+6jJR2Gt9u3WVykyX6QvPAIIuHdmhm2eRaJ9j3skuXTjRETA8Jw5tpTrbGcDOZUAL4OX2f75CW1DN7ZPLbHtWNy8fhuFpA/BUB5K2HJ63RL4f2XyHQmGDc5BVLUUPb5maHWMDGjvLBj5mdJynEzLhrcA5NmvhXBTnodi5r8DpNhixRNbz7OSbdakABK3gW+H1A0A0E4aXIJjzCczwFAAULJnL8feQdz969hDl8K4WArANngxsDHZcgc2gywxJALQIWhkIuaKc5WsBe0KFNrMWBkFmNswcLfjgOY4DM4xTH813MZbAkI+XiZQthvvsvJsIzn0Dst8sHGEzPQYtrszmPJ1Ausa0GR0/HwY5/fk+sNEwP5a3mRUyWPJ8b+vr5Gvj9g6wYQY5BmMBMGO8gqpoZlnSOL5ZnADwEIy0ZG2A7TH4sdTN0rb01cjbNy5hf5ac8Y3gufcwk29UXcJK5XJ+Hs/nO2YwUxJOsI57EjB0MGADldrMyPlaBWwPw4F8K7fF55YHKEqxbA9GMwqQtwpW6/zuZvy6DtgbAtKXD0rXDuv2teO6fgrf79gund7fob1bqnHS6/TRvm1SHzkaVLyN/OBNrf7zkwp77imtfhUHdd4E2IctMCaVrLNNRVTryyIYXT15jGqnjdOe2DDd6gKM8y7cKitBCgc7REW6XnKIsqeOUk9Oti52k36xd58+AkSUUF1z4cPf04Ivf0EJD/9E8//924p56RlVL56jbsBODf7axLde0vT339CBFoDEllqYhDKu5wSqE44CAJVq8fDXNeOt5/D1NuHzZagzfxPPIDJeZGF9DbQTVrSG6nhncbznwXpsxieJn8RziY/XhBpIsA6rh7ymPYVUPERNk03w/EwvfikMBmiQfKbd5Mfs0rnWOp2qr1RbXCQseoh6UhLUl5+t3ZlpBJnWIg1/h/yvUQQI1qk9N0W9ALQmFEYNRSmqhzGuy08MpkuSN6o4keq/pZlaOXkEzv6bQfUyMyUfE/i/fRgiADbp3KF2Hd5eo96GHB1sM6jIx5eN1b6ydO0vStNhzvd0ea4uIrM7VpCubVGhauJ6t2xcrVaATzFBiWTu17qJH+ATRyuJ5/TFX39fT9z/VQ3/86P60wPf0h9+9A2ekQkwSKVcS3KSGO6uhPGqK9ZxAMzhJsAOwOYwoOZgLYCnPAvLREaXr32An71VrpScoV7kZ54+CcA7soV0ki3sbxv3iwpwzsc53FaB5LBSJ2HP8sJXadSLVN98/kmNe/VZvfa7n+nn5Bk//sN7Nfx5ANhLT+knPA+P/uCevwU8Fw4dCGRrBjSn9+4OGJ0rFCe4fCe3x4DHxQxcyMC5PWZ2AoYFIGOQYoBiUDLA6lh6NjB+iQ+517XczUDHDM2BLS3a3lCt3vqqQOJmqdv+dpAsQMbFCnY2UYoPs/zN+T5mg7yOt+msLtXWimJ1VJWqq65CrRX5qkdTuQ1a7zBg5zh2FrrsOPTYaWx34SaczYUkyo/SRmRta995XaEfDFLYEGjREe+SG4JEa/5UpQJKUmFlMqFSy6NxjmFtWjOSKF29CeCTxYuQjbQtUx0UROhk2FOSq17M0+3ZFC1IiSRha52qSb5r3BRN4moUUZkQXrZwEg4BHLGhwfI6mKPmTbGUBkz4G2tNi5OtJSVWzSkxakqOJnEMoxRfMyChFQCyOS0ysNaUCBx2WBAees9rw1oMTni5mxIAYwkxAA0AD9GR+rhwDHCUAFggOrEVbWaHgU5OHKUAkwA+CQCeeIAOkcn0aLVvAjRhWzNjSYKL6d+/pxn/PDMA+TzzPhoT1gdWTlGHUiIftYCZ4Fxof9BegFQDgMrWxLiXtfAy+/x8vj5326fLgmNxDZO9nxCu0X+Yp1tScT5SAWipACSmG5MAgonI4JABNMAM1cfDFtkAPp5Xj0SuhqhaJVGzSiJqHlbDeNUgtTAj5fEKwE/5eoDPOkrPwoiVAoBKLdejwy4JIbp8x0n20A5ywAzADhjM2FEuwzzvU9bnDgNkNicoUEDU2U71gCxuADDlIc0xsDFIMBNioGAJmMfN/NjR99Bsj8GQgU4GnVMmHbtlbelEW1NwQsz6pCLLMPjptyFBwYVEynOHI+cJG0HRh1Gva+4bT+qxb/4vvfTgtzWIwgRv/uYBjX7ucS0f/Z4WDH9Rj//gi3ry379EEu0wTXvjMQ0hEfydh7+v6ZTo3jh+kAb99Bsa/NN7YHjeD4DYADvl9hucpSNXyzWjQ1t9LsH5mPWw1OyOGfAY3ARAAbDQL1Xql4V5frnBA2yKgU0BVkSSfQl5J55XBhgqDZ0RzHNSueeX4zANWNmd8TIc7Qo7/3beYRE89HQZgMdAppIync7p8tD3z/fO8z8LeLysX15F4jXb2WoAKAZqBj0eWpblebYy2BlbJc57Qxzl17FqnH3PqwDsuA2errKZzWH7cravBDTUAB48LOHcPGyIM1sJwwggqYlayDMKIPgcG2B76nHQB6yO860xuAGs1AM8bLXs01ZnAEQ7PjXPZ/8+fjXreVgXs5jjL1EjMpL62MWAgP7lHrpN9Sz3Oh7v3w7gw37dzoZYcl1Yz+cWGG2uhRFqAei0B4CHgEg8+8fqYIVqAIXVtNP3yOvVU4L4ry1gbXEaa3CuK3Fsy3DYSohy+13zu+UiBS4Lb2BjgBOA1zv30tOryD3z0NH6BW8/A+h5KXBeLVmy3MklqYt4xxsIhLQkhRAYWQpDwTWnjfUwIy0ZIWrLIYCTx/exOA5LoMxtsnqqkcYQOd7bWozExwUL+PmCHjM75KbuateFPdtQJBD5xRG6cWSfrtNnuhztBaQqV4/v1idI2m5doAjP2V5yw3soNLBPx/raiar3A57bNwAvfyfg+eQWIAnAc+OiFRubKY9dg+SmQYU8+6l8Q5Ip3e+iBSU43huRLRtA2Fk3G+H8Dpd0tqzNsjLL2JwHYqARCssxIF2rJuBkyZnzUwx4vI9U9lFDcMrrmUVwAr1zeHKRdCejOIhDmm2Gx6Wk07lvubzjG6YCuGhTFkytgZRZEQMeS+kMVCzNCnJjaIOBhdklS9rM2viYduQ3wizZ0bdzP/fdZ4JzMQgwUDLgMKtRwHopSIHzKU8dxblHAHydz+OiAwa9LlRgCZtLT3s9y9Y8bvmbQZAlji5V7ryfFJ4ZjxskO/cnhevk9ro9BjyW/Bmwme1ym8OQF1tCZtZpE8cxc+O8G0vaLGWzpM1sjwGOx12S2myP18sieJZnqS3PcjZ9Rzp9SSUgPodvla2Y75OXFdAnlXEMXxsDUQNAgx6DHV9HM0zONTIQDMAQ1ydlASweP+uQDHjLBmAZeK0ECB7rqkZtAyPDc3kT+/gKeWYXD4F7nK/dqUsAnHMAnbO7SE5neJSIfxe+UCWy+pYVC1QIoEke9yHBrZm6iDxsH+/IkfpcFDhvaM2fn1DUS08rEie2A6kjL41uEBw4lkRQFnVKD/dpB9dpPwHZjwnO6wgFrA6TR3Rsv7bFLVfa239S0bOPatPjD2nG976ueb98QGUwRi0EfbcVZOhX3/4K9mUtHvc++Tr5sFZTFMu9G/XsbwDWczXymYc1m0I8p9trdWNPh8bhSD+DRC6Tnzfpwf+b/f4LJOq/RgBgmkb96deUfH5LS959kVzl9xUzaShM8zLAyuvaDTiJIXWiPjUmyEmpTcRXITh+rht2CEXSzV7ymkj/OI7/ugs53I4MwMyGtQyTdKg0Tz2Ult6GMqm3ELanKJ1y2GmqSN2oqowo1eXGqwng0wZgaAJY7QBAnCF3KoZA+hqA4DbURkeQhJ2i2IOBz2l84fqiWDUVx6shL1qdFWkBU9Vbksq3bH2QT542kzzoGbzf+MClC8nnJG9qM8H4/bThTHWBzjWVqoNr3gdL01mYSG5TkeYMe1mD//ATPfJvX9UTP7pXqycOJWeRIgJN5fx8SyvSvSqdow2nzVBBPBzDXAisDzBzpK5QJ9nn8QZYnYpsHQTsHAUMnYEVOgOYOdNaoXMAngMtyArbigE75QHDc4T8osOw44fbYHsArMXRoUEg9q3Hf633n3pEH0JkjH2FIkz48yk8a9PeflUPf/urev13v/hbwHN2/14Ka5B4BuBxpba+rg4d6NgajHu+JW2XKFZwZj8FBXq6goICLipg4GIzADJjY/BjM8DxfIMXg5SumvIAoGwpL1JLUS4XP1NlqfEqJemruTA7WO71bG2lBcE6Xq+9rDAAPgY9Bko+pvN/drfU9QOlrc3kGdWro7ZEnTXF2ttSRYeTqfY8HoayHKpq1PBCFdOZRgUysjiKF6x/f7DCP3xbG4aSWI/+L4kLtIGXMHIaWl0kZBlQdNU435u54e1Qj1tzMwA1aFALsrSNOuE9xQY6eey/QDtpn8e7i3JIUM2h8gdgiOP3lns6W9sAW92wTN2Me+hlHTzEZoy2s10v++pivx3sdxs5R/WJ0SSeRUPBRyGTiKTiT0RgdZbYARyaAALNmIeNsFCet5kPylaDFawdwLKZCh1tabwUm1IALimAFqpcZCaTsJaobbBWnTkAHIOcPMZzE9RLZbru/BTmJ7JuHCAshm2jASOu1w7YYdzHawEoeX6w3Ot8xrzO59kW2uP2NrOvCqIgxTBflTBobuu2O+bxLT4u+zAYa+VeeV/efzvmdgTGMrchWMfDTVTxSAPYICNpNrgB6DRTs70J83gTevr6xDVU4IMBAvA0pQCc0J82JGHQ1/WAn2Ca8RrATxWSvuA3NBjWBrK61ThXbM94NexaFexUaRj5WVgJMoxPjY/lAOD5LCvgeQY6AeBh3E6zGZ4ADBFh9rgBjiU2jkR7OmB2WDawbj6Mh9mcfP+OCsDHQCcAPzAjHjfQMWgwgHB1LgMcS9gMesz09IMepBuwO2Z7EpFTBDk8dNSWvaXhrETA7oQNfwXgQxRu6Ct6B+p6+BM/17hnf6fx0NTTXvuTFhG5Wj3hDb3y0L38nsH/1Jpxryt+7nDlAjZGPPljtLe0iwAAIABJREFUffC7HwS/OTTi0X/X8N//CIaH6kpEjN2+gd+BcbsDFgppV4kT6QE4ZjzMcARJ6DAX/YzJAGsCEwJQMIMyIBMLhjhDpeQa2P7yulte1S9vMuj8FGwCcsoAFOW2jQAa5GFOyPWwNobfh0rACWfoabMlNbAIZnDqIp33hWNLhNT30MMGktPN8PTngOH847g3AG4acOg9NKtjVsTmcc9vBCjYvH8fvxon3sdsSsRJx4l3uyoBObU40fUGQncc/iqkUpUU1aiOtMxySTAsY7/VAIdGJFQNcQByQIWXNcA2fJ7VGtQAFsyYNMFGeOj1DHYsJWv0dgwNgjyvjnZ63Nt4fgPgxMez+Vj1AK3mpJUwv+TUJZJzRzvqADFug83Law12mOfxhngYnQSDGKSsbNeaQr5ewopguZcZ1Ph8W1NW8P4TUWTo62IbAD0D6zRwzRp5l//aGszy4mRbimrpquWprqRmOeln83TM8vj3rnwffY/NFEVMGByAoUDehkO3DKnGmpE822Z1cPYMdszsVEYs1ma+MVszCGbBHJdz3yq5V/UpK9WSBasO4GnNjaCaEN9gnIt2GJ7OKuRsA4AH0GPAc3oHunUcwSsHSNgF2LhKm3/DRCeRCJ3oCyRt1467MirzYGFuX6byKL/Dc5OCBR9f2atjSIAsIzLDo5tX/27Ac+tjcn+QtF0DTJ1C4nJud70u7awhB2S6sngXY+ZRUYzvRD5O90ZAiHNQDA6c72LAYeBh1seMimVhBh2uQuZ1LEczE+NKdXbs7cyblXEOix1/g5+14wcHgMfbuUpbfigOPfLsFJiLUuTCZo/ScNyzycMKm/QmwIrfw+IbYmDj45qZ2TC1P9HfzrulYgY4LlJgEGYw5bYazJhZMuAx+2EANv+9ZwOwZsfebfY2Zp5cjMIyNd/r8EkU3ZlKriEMhwGPQU0wH8Bjli8HgBAUsYAR8jIXKTDIseTR26WTY1QIODYD5KIGboOviYGcAY+LN5h1sqRvoPCDwZ+vRyaAqzJ+TcDyuDqbGR0DHVduK2TcLI9zeMz8uGJbLvLDEqScpUg68/gO51Fhz/lkOcwvINBTGUGFWJZ7Op/Am4s5DEj6/NtFlrNZCuh8K5tBVwkBAwPFpLn0S0jmY2aRj0WgrzFtAwEv2IumfIiOTn10opsKbTyjt0+QwwN7cZoctJNMX0DuxrN7+/Q+HbasiQIGR+zkFqfrJr6ZCEBfbyGfpKkcoLKDZP5G8nRqVA4Ain+biqgvwMQ+/BMVzx6tEw2Z/C4hrNa7gIwhL6t+/kg1k9N6kUi/LlJ4o4+AgAHP8YPaSTWwFq5z3/SxanrvNUX84WHN+9WPVUfhppbEKFUnRelf/q9/0LO/ul8hs+g3I1dqBQxmKPf1gf/1fwTnuJCKY8tHDNY1mJq8tYs16unH9Of7vqfE+bD2+GNf+Id/0AdPIe967Q964ntf0hu/+gHXfommvfIHivOM1LL3X9GwR38WjK8b/2FQoe1Me4PepB0PfuG/Km/VYl2mAMF1indRfUQ3SOu4TYqGUDZpNzlCrbX6qKNZVwAqFyjycH0nQZHuZoBSU+Dk76ovVE8VQXeKoOzG6T/gXCIAps72qRb/qQhW7MgWyIJqS8UqSceIhA1cqLmw16kE79pLk9VVnhZUWGtMJT0jDp8ohmAvPlnBwmlKw/+NHwn7OGeqtsdu0NE82Bb8Rf9+z3b8xCvdDUj8cjneHgAtxcdaCrUL37qLqsanuprJeapSByBtZ0Uev8nDOXRQ1W5zLWCmQscbASm1SPAIVhesIIAIqVAbQX8AS2brJMjeB4g73VCi8y3lVJWrDhie4x0VOt1dS25ODSCnMigo4aISh9uqyY/MVPKK+Vo/E4l7RIi2QUi05qSpC9DYCRGRyvWOWUhu/IY1+uzfP3ji6jGXm6aUNKDmKLK23qYGba2p1Ba0hd0NdUHxgn1bkZNtbQvGO6kksa2yGANoMN5dWxGAFk/31FUG01v4IaHNOPUGO2ZqbAY0Xt/sjMGPAY23NbNjIGOZWj+goawd6x/cykUDPJlB+ujof5S2di6PpXDn9/ODbETIzkHhnd3TpZMkQZXDoBTHkOyel6JDUGuHQJL7QJHNXOyiWbzEH6JNxhIpVx03brhixmNTRtHBQW8TSShYTwQPwNNIQlRrOsAhaxNgJBOWJxewkw9YAYXbGO8tsRX0G2i4i5vdBT3oYU8l62K9PIDba4oC87xOgFFPObReVRkPR6l6y4rUxb462f9WqM3A8rKgMwFuORlqy87Q1pxEqmkkq7sA7WchxrCLBLlOznEbAGZLFtVRMI9vzUqFlUkHREBPZgHW2EcngKorH6AFZdnDQ9kDjdlNJKIzj5fgzn68/63ZiZ/uy+Pev+d738GybFipDMDJf9I2pxNdgPlqAcBUwnYVrbdkcK3ayYEa2MfAvr1uI/euEYDjbZoBPi1pACnm21oBP62bAEDMCywdeRugpwnA42Then58rp4PX7OBEMtsHvfyJl7w5jSAYioOSwoSOvKPGrCaeCK2vPhV5AjZPF1HjlAtzNmAvM4sWhUfSEsKi0JJ6MSKA9CzGFniYiLKOKaBo+0iFf1sjyVqAeAx6LljLpBgJ9wgyA65JW4GNk6G97glOAY8ltsE00TtCkh6N5ApBNAYPBg0BPk7d8COwYSlXF5mAGRmx2yO5Wz5RFXz7ATcGTcA2kRn60puLk/tUtupMz5U9NhBCofdcRnrhKkfatZLj2rkow9SxvenmvXKE1S44gcZX/ujVo56Xu89+n09d/8XCQ5QlhVnJBeGJXb6+5r24sOa8MwvNOyR+zT+T87hIUrKchclKEBWZsBm+ZrbaKATyLgswYJpsVPu3BeDmwGQ4KGT1WuRtvUn8/fnxwSsT5iBjdkXtqOTdtGJUhyGMhybKjpuz/N0CQ6alxWS4F9EAn0xCfSlBj+AjjLARxXAow6ntTEJAMPQ02YxAlBDAnoTZnBTD8ixg2wA5OmBeZ5uIOfFSfetMB0tSLYaASlut80gx/NaAABNUTjhAJtSgJbBTX0C7AAOfFU05xCJFAwHui4eB5p5/YacMprKgVGwJAYTRDCraUc57fC8WtpWH4+Tb9DD8mYYl8+zGl9HgxuATSNt8TBgegB4gXTMIAirNwgy6LEZ6BggAUSa4jl3zrk21teIa5K0ioBKCN8Xs8WWlJIrx3K3ze3wevUGY4CaRgBRUxI/spzCO5mMQ8KwFaDUv13/vpqS+dHllOUELlYS5ADwMPS05/u+NCQCchh6Xkuqpar9MtW/GCZYqmrGlsAEkrPKCK6T8+sc4eb9MphZ8s6fgh/7NQgy4DF753fVUjb/aLBLyA/kXQSRepxDMzx2hovJ2XMiehPH2Za5MQA99bSlnrY20OYmKpy15MKc51MytRiGp4xgUk2GdjYX6ADRyb4OopXk8Bwj8fbc7s262kfezmHADsnHt+0knsZpO42jeJKqVuTx3DiFI3cOJ9KA5xJ5PJcARVf3UWhgv45TWW2A4fnkOqDn72R4Pr55nm3O6/KZvTqO03JhL5r97rI7PzqKM0+hhyi+IXEUrFkyZnDAABhk2Oygu+iAgYYBjJ1ngweDoOBHSGEQ7My7RLTBh6VcZg8GkvTtVPtHRy0vs1OdgEymJHxpkBCdDYtQwj2zU245Vh7MrosWpPh7R46e55upcX6QCxJ4/wYrLoZglsmgwu1yDo8BkQGZpXMGNZZzmd1YDotth96sjlkXb+t2uyiBAY9Bi2WNZnHM+oQQADJLk87PJVjm5uVmgQyK/KxYCmfZmstRe/uwsVwbxgfYoQAIAXQM+Nwugz9L6sx2mUnxObjNDfRZblP6SnLtADKl0SuCymyBbI0CPy5PbbDjqmsZSLrM7lSyXiYy4DK+j0UEgLKQA+fDaFcSdMlCFZAPYPR4KaxzjoNm9EEGX75vvicGO5awGYQ5z8rtcR6PQY/bUrkRyT3S+7TF5DeGI/cmOLiSSqvnD7TpxokuntFu3bqyD+CM30X+zU18NPXBXuCHnSbn5NoBfoS0o5agbzrVwJwUX6FPKNRxjQi+9vXqFmkIt6l0e7mnUdexE7AY55BvHUUJ07lyjg5mR8AU4CCnrlHSqMGKePcphb/zuDYO+YP2835dhhm9uHenbh0jf6i1XpuRl3cDMPtmjtPJpbO0nUpsdTjCp8uQR5GD01tZoN/f9y3NGP6WMsKXayJ9mvOhQsa9rT9+/0t8b9bpmR99HYAHYCIn5q3fPKjkBdP1x+/dg/JnDlUbn9PTD96jtx93XsgDeuU3PwD8/FJ7qb74LvNmvPknvf/Ig5S2f1VxM7jHsydpf0G2TtdWKmLsSK14b7DakmK0hSD/dood9FUVqwd/7CrV327u7dUeZGnn2pHwUezgOlLXc1sojtDD9epFkra1ltyfBl3qatIVruGRrTXaix2C/TLo6WNZF7K3ZoLW9fhVjfhqzfhuCzjXVwGPv/3+F7WA/r2nYhN5MgX4RBuR6ZEOgf/TjcpndwGV6rLj1ZEaoZ74cB1KjtV+AF7Z/OmKGDpYMeOG0J8uRAEUQ0lvqsG1lSK/ReVFFbWDEAonyP05AJA9CKA9BvlwqKkK6VpVkIe0AzLjADhgP37+7pxUNYYtVTK5WDGj3lXSBIInU8iD+4DcOqbz501Wy4YVOkDbL9YUwuyUksdDzk5vHc9SFfsv0R5An6u0HeG4fRyvpxz/GoXXgaYaHUMBdqStUfsbq4PpQ2CK7SjBuvhR08/+BYDnhstOY7fPnwlkbGZ5XKltd1urdm2GqcH2tG/mQrcFkjazNwYmHjqvxkNL0JoLceYBPAYwlqCZ+XHVthvUEO+vvrZPztVx2Wrn+HjcuTmndnbdse5gfQMaS+Jc5toV3FytzUMXMnABBBc6cG7PVZZfP8mQ5LZrR+gYTh1ETpDNr7GGB6zKPuiz3YCdI83Qh2gGqxbMVcZ4Iurj+V2FKSR0TyW3YY5LFlNAANlbfihRFV6ISvJFGi0tS0/V5ow0ZG2ZAA1YndKiT2074zvLirUL0LKniiQyKndsh2XqppBBF8CmB6CzqwFQU18aLAuWg3K3Yztqykjc4hdy2W67QU85QJF9dZUUwgJRKrAoH3YIrWVBHoZsjo9BJ0lyPbBDvbBIBi3dsEee110AeAlATD+Y6YQ960Dj2pELo4R15WH5ADZkeN1I/3qLMrUdjWoAeqBFt+YkA5SSg2N0wIx5n11Ya3qctvDwtWdS8xygsRmQs5Xa527LX1s7kYDPsyZkfY0UevC2NUjqSskhqianqhUA0wxwaU4F0LDM23qe120E7DQhJwyWp/GRoA1bWN7Gy+x1vV4LksB29PJtWUjfMpHBAWwaYXUaUpG3bQqDnQuHnYvQllyckByYqUwYoXQA1Cbo5TQAFeCnEfBTD61bR06SfxW9Oq7farn31eRKVQN0aoiAeLyCaIQleWUb+D0Dno8KxivJoaqKWoWUBpkezq+dYjtZBjOfzc8JQA4djkHRQHTZ4wZCXtfsgZ0vr2fAYzPgsVm2NfBbKgY3BgwGPJvIhXFezADDMwB4DHKcr5NPpLGIDq6ATjqXzt8V5WweNyByHo9/QygDpyUBoBM9bjDTVBWiIw/58GUtHvSUpkD1T+CjbgC08r0XtGLEM3r74W/qhfv/ic4fKR1tSUBnn0uC+LqxFDz480N6/Ov/TYN+di8OJPk7tM/tNQPl9lneZnDm/JQB+ZXBTpNlUTArBgsGCM2wCmZODIBclnggR8bsjyVk1Vy7KhJr64iMNuDM1DOsIem3mo67luiyrZIOvAJpk+cVkdxfTIWxUoBOOeCiEpBRFUOUP47jWJYE+PDQ05ZotQAkWnHmNyeSU8KwGad+AOg03gFBBkU25+q0Ie3aksgvWJOf0mIWBEfDYKcVoNMGi7EZMOL1KqIAxFh1LKWYceibcOJrDbRoi+cZ8Ay0w9MGNdUGGxy/gbZ4aGDhYb3bZSBBonwwDjBp/hwzuDGr42UtCQAHhmZ6LKdrAlw1m00xc8K8OoMegFA9rItlZc6raU3i3JNgVTi+zcdrS19HUCU8GG8E0Pj4dVwzA7AGQM5Au1pYt4X3sRWA1D8EGDDt9X0OBkEGOZvT/8NaN3HNkbY1Ayh8fWwGOl6nPcPAyTLVv7SmJAqjBHJVcgCRYlXhEFbAUBjs+F2KR9Lm0tMuTW2Jm9/BAXPVNldoy2C+o/p2du3kOg/DSey5OH8VrvAIe9S+aT3S3yht2cT3JhN5LG2q5PqVc/2qU2GRsyj0kgnjXEQ56vps7WtHr95ZiUOCHp0O+xTR7Iv7tgB2epCw7dCt45SUpb/SGUfFjwB+KO5DUO/maYr4nAPwXDqEpI3iBbA7twE7unlYp450wu7w6/ZI025eBbx8fP3vKlpw88Y5+v4Lunhqt47tJLq+v5mc1yItG/UiTvYkhVJpMZ68hmiYhGU4gwYKZkkMECwnM2Cx8+5Syi5o0F+8YFgAegLWB+DhBHw78gYkBjmWcBng2KH29pa2WR6XvIjcPOTC6cv9ey/IyCkGkcD1zzITDqu7nkR0Ax4zPAYvZmrM3hjEBLK6ANRQ2AUg5Dbaofd+LaUbyOMxULLUzu1dOuzlAIz1t50KfnwrzQ4N3G8DlYDdAeRawrhqxGsB4DWrY6mbwY6r9DmvyzI25/xY8uah2RwzQgbIBkYGSGZ7zJD5/H2d3DYzPAY+Bhxmxby8iX7LkrJs54Ly/LpQQYZlZDzDBjqWt3meGR/PN+DxepsWjgokuP4tKFcNLADwWJKbCQuSC8gp4/tZyvfT84sIEvk62Xz8gEnjHhno+LePPM8slJd7mEvecRoB4GwCwJX0g5uzkLnnx+HTpKsoib4wI0zlWWGKRG64aPib5EST4zSS4gzjR2jJsLe1dvJw/ekn39Yv7vmCXnv4R1TIe0UFKCGaCS42bwzVNmT6u/BltqMu2Ve8SWdw+C/he9wszZBq8vTxthIATbnObKGAAP13ZxyM7JoxVI8cj1wqR0cAA2cokHUKtVHNegDjuHdVPuJ1tb7/mg6g0ulZME3n0uMlyh87cf/cjq0aPeh5PfPQ/Xr2N/dRZfS14DomzR+ncc/9lu9HmH78hf9T0197Wi8+8B397B//Hw197Df61Ze+gNR1lD587GG9+yS/A/TQ9/XkA1/T4CceJKf1aeXCSr75CL9J9+ofNJPf/3N+8frx72k++UOpE8drz6ZUHczN0j6C162xEfT1qwierOG77oBsgo5Sta0kKgTlxA/xNWGi8EFa8E+u79yskzAdu7g2uwhwn4YRO9eM5KuR3+4BNO7dRsoHLE8bDNqWKvvcRaokqBw2e7yakJaFz52kQY/9ConXnzSG/juMnwZpy46m0FY8xSyQTcLaGeRtxgfqIq3hQEUWErMiXdvSIOHHnyZoXkL+UtKYIapcTeELgG9HZgx+dBEluyEQWou0B8nZEVJHjmInyaE/AHPXXZpL4J5APYqidirXbUtPhr3BX9zE7+iE831exs8RrF6oreSTd0WuhUlapzxYuaLZVCoFpHp5W9gy9VIk7DDfz1Pd1fwOUbPO86060QHQQdJ2BPbHDI8Bz07yjg40UQSGdJgjkCUGPdshXZqz0lSFFLIyIVqlMRGfxTv9ZalvnDwu2+1zZ6j3fUIX+w7AmrhwAcUH+LHRKyeOUAntgM4eBLAc5QeP+KG0m2ePBnaD6JSrpR3jB4X6eqj8AmI9TxLmFbSV1ym3efO0f0fnFN9ZymGeA7icgQblx0xvnT1JCc5j+ug4ZaiP8OOh2FX2fbFvH8EtihX4B05P8rsEXp/tPmF9j3982m09SjWbI0QaMDqLyxzr/2ftLaDjOrN07f7/+981t9f0TM/0QHcyjUk61IEOJw51EidOx4mZmdmOmdkxMzPbssySLVvMLJWkErNlJpllpv0/71cqj9ujmXtn3dZa3zqnTp06deqoYD/f++69awCeW+eO0usgyXZwUfOoYFEC/BTwhinlA5XPG6FoM0HwKpQGZMrtfDhXD+iBpacPs9FIu8DOYWY1oglyM0jgz0It8ZK/4w1GKcFrmYO1LR+gKwo/hJ0NaAFUigCVoshwK4mOtBIqehQzirDXCXy0Xo6UV5YM2CRGuNvapvXSeEAIhacYpUv/oEJItBDFS+tFUdyOZAYA5Sef58rH4lcAKReGUsUDuU6jOIzzoEqFYEUQVBy+j9cqm5wsd7xWrHIFoahMKGxFEQfdyCEJz4vCk8f9BexfwPXJZ/9svmg0VHXOC0TlAUP53OfWZdEDpnSfRq6sb8GywqE4BZH34wb2NGYKshlZfCg8+D3dYD0V4EkDXjIAlIQtK/lRW4ylTUGTcpiAlj16rI4ly90WFBxsbYBQBoAle16WbG+oShrOtsc+sr9lAT7ekE2cN9Y3vhDT9qDaYG9LwnaSoJwegpN0ZmMzgZ4MoCh1zxoCFAazG0m7sALuZEjtCSR/CKtb/FaKQ6DwRGNfi1qPmsMXWYwqvPFjqapMUcw+RhBku0pwbFMluMRNzPAyq5ykJbcTlP/DTHC4ZtDwRytxOgzblYbLDSFYjyGQTyAgj6UCXASzaxpR/BCqCWy4ggKgJIQfUK1HchzloChnJ4QfMNnbDjCTt5cfOn9RgL0UBdiv5pya4QMmwmSHwxoXQqCnIegJZcb0kCBqoW/9ILPcQQR4quCmhrf78OoHju9vuyaRY0N581X8cGwe2YsfsRY2/Jt6NrTBeza3a1OSlDvY903et+9e+1dbM1b9JrDg8XxB/GhvYaZzEbkPLV79pTV87mcUA5lAPySsFNwXovORXQ+ryiGui0AvjqAzgR/aFKwVGQTAyYBCGuCgkcR6LNatKAAnWtAjpQclJRFoSEIpUTnxWP4/iczmp3L9U7E5pcjWxO1kFazQ/2Y9/yNgKIlANYrHRQNRMTouEBIHgMRht9KI15C1CttVIsMF7ATxqbJIEJBrmbJNqgL/Y//YzHPUjlSsW+mATsY2gnKgx6ksbNMyjWNncEzdL2tYNGATI5ARaBAgp+1EHQgAmB+dA9UFgYZYQCeanBTZtOK5PgnYX/zPrXPJwLKZiWqpANyziwAbZTOVx9U9AAaubzqwksHrSgdetJ5WezsjAAWG9RQen4yCo5Ei+xkKTRr7usfsJCeO58vguTJ3U8iEz5qHoaW2pXF/KiCTisqqZSbbtD2DiQc9Lp2ALoOle6z257aGbqfv1eSEb2QCDP6Rtpsf/tqRvofHs4+7bzfWMV53WqCOI0srx2Ck0PsmEQVG9tV43hMxvBciKLcdyoTCrhmDbX7f5ja3dzOqWw7Fmko+0HomKJikWD2is62hWuHO6ViX+IwEUgpelal2YjXdy3v2EJMRKjmdzHXyMsGSf5DcRoAvXqDD//MAMB2MUhkOqMfuWGgHsR8m7l3FpNcuK0kOJg2Bak9ZEXaC2e7q0nQm+ChFfYK8nVMldhfguX+ukok89bHD4nKaPNhTjAv8ZtLj5P6V45SkpnpbzRF7cItcibsn7fypfGCHKmv3auz2jaus//caj96/J0iqtprzpXaCYKKmkvYQBJCz6WGyZ+EIbGSUjeYzvZWgff7w7gTGYwCP3gAPChjB4SrW98wHglCC10+kwe9CcldQwnYS6G/g+2PlaKqmEdiuBwS0XaWm9ZjdfKftQClZAkSF8dkNJrgPmImajfUwENAM4vtOlcQEVYKsvZzDuolYy+aPsu3051KBAUGTlCaBlOBGS6k7UiSk+siepVwdVWjzKxUOuvhuVWU0FS3QPuoTpP2VmySIWs931x6+d3cCRWuxpQWy3Iv6sRzbbxDHDtJjUHCCWYbwnaz1nTx2B8C1jsfuAxD2A0VbOMdD3K/HbgQQg4EHqShqdursYnxvyernz5MRjOl84vleccUFuC5xW5bQdHUuOSXKI56P2wRVB3tbNICjbQHAz0FySA8DP7tI1I/gvSwrmyqqyb4mJWeX2hnw3SvIOcz7V+MAk2my9enayvan89LSV6VtqtsuqNT9up5qpxE0D/iZR17zHJoM81lTI8ldgNqcEcAN5d4Xjetlwzp8bQO++9QGf/OZjW35rU3q2MxGtWloo9t9Zz2xRbf56BVr8e7z1uj132DtetWGNv7UOr77qk1uR0uQPh3odUWj7/4dbNtoJttGUkocC10a7xkPnzkp3dm7llgVv/FnIrbYhbgAKoqF2IPyZLtTlYO6Q+44uTZFxAmJgGAsABkNbBwe3NVCRvezU8QmD48CPOz3AJtd/MHtNml4L5tMvk0FqpKHksoZxBXKt05kPPO3f2M9v/mTvf3UP1iz916zr195zj763VPWv/HX1rthfXJW6lnTei9bE0Zn1ge2+drGdG9uE3q1srFdm9kXL/8bdjfKOPdsbY1f/p2N/e7Plr5ulVUQO3pQTFI2rrZCCl+lYa9L2rrGTeLumj/Nvnzp1/bBU/9sc/p2sU9+9zQl8VtjAYsCjBZa10+pLDligJWH7uP7fQ3fx+tcfOeNDrZ0bIIlQFF2bLAlotI0eP8V+9Mbz9rCCYOtXf0PyF35wAIXMOEwCSV0Br3SiG8ScbfEA3ea8JXjpRJY8mJXy+fxQYumWSbOpnLitxzAK4KSzlFLqOaJrT9u3XzSHbhO2P9zKZoQyzHKsNYlM2Eex3WOxn0TS0yWiLqUvG+b641TGn2IFJBdxHyIBwHkfhMHZhFbl/H/yiFFoxDH1SmA7gTx+RGOUc721NUUkOI8Ds9EWVw/ixymTVYcqb5FxKThOxiBxMeU+QeKyxEzVD68EhfXKUDtGMUgKpNQlnCepQNswZQiD19PzMl1f/zPKTz3z54xjQfAzp1TAA45OzUaFC24C6zcv3rRrgEYFwGRqyzvXqFnTs05e3ij2h6wvHXxBPcfsQv0w7nCF/e1s1V28wIzVux377Lghv2AqYeXL7rDEQN+AAAgAElEQVSlbrttKErafo/nuHP+rN0ErmpOqgnqCXyip9023ffosex//xL+TYDpbvU5u33xDAmdeu6jVnMG6KEyxXlofuFI5PZl9Eag0kUCFBkHTUavWmBeKm7kUrXs0IwJtgHQWd6vqy1D+tvLBY4jt0Qz+qmBa4CIQCtg9qEAH2NeMKoHclweUmQ+4CHgKY2mCgWWvyJApyAywopiogAdwY6gR6oOdJ6EVU8D6NHtYiDHf39ZQqRV4G0sp+hCGdtLneLDY5E69Q8rijoMBOHZJE8on1F0OATI4XmBoFLkwWKBDNXj8lB3CgEUlQcs5gNcHL7bcrGrebC8ZQEvOdyXF64coiBXxk/rBVjuimS1k+2OdXkhs4EmjUf7R7I/UKTSf17gJwfw0f252OAKQrYix9Jw6wANq6j2kRu00S29LLNQUjyAhUYWzfey+RBoeACYZAomRAM8Eavw6wM1Xj4c+cEAG7a5PMElcKMiCf6iCF5k1jzBFR+Guob3EPsfBJyYdU2Vt55AKEnQw0jZTeEDgCd9H4UPGEncH7+bDzsjgZG4i4EvOVFeVmY64lF4YpB5o9Yye4bNQsngSrRW4rWSrLWuJGspAEq8doOgNplgVQF2El8KicCSCh1EYUM4zA96jOxH/CDFMOOvalWqNqVk9AQqv7ly1+wXy4jnx0vbovhBO7yAhNSFqEHM7EVTGCESaDossKDTtZpiHsSusG8mP/g/0GwT8AniR0/3HSIwENCE8+MXhp9b+wYx06fHRtBYMpRtEVgfIlkPY59DbA8lcIlYQMUf+j8dmI5l7gdAiLGKH6BN/HBsZNZsKb7maa0a2IQmn9nErnSrb/qxNfrjr9zsrqr4HGRsIRha2K+Nze/V0oZ+84F99ov/5V5L1DLKqi4g1wYbRqR+wJfgEeeHKWIJeSj8aCesQW0gXyode0aagIHgXyMFQHAJ7yg+sQIdICUVcEgVUAhK+DFMIKBNJCAQbCYT4KZgdUrhOHWNOODkyaHE6li3HbWBIDkBkFC+V6Jbav0vh2wndQ13Xjq3x4Zei4a2pQegFPGa9H6JQWlxie6oJimBQNVOfdegFKiwBqqFL8eM9+NWLJWbgQgC+FReVyp2rTTWMwjqs3i/evlseQH4HN7j2byHM3dQ9XArakodw0Og4qF3hob2ezR4Pt2n42lbBsn46YwM1BINrbuBcuIAB8U0i89RNhMIHk0kADu67da5L4PbDkQAmizuz+Lz5mFk8pnMYCjXLp3JCC0zGJl8Bj2M9P38iGsAEx6psQdI/D/IhId/+xNLjxRdjqecPeXqKY8vA3BSzp7+f/o/6v8URxAZxXsnjBnvHdO/d32m1GtqN58X5TYozygOy+DSIe3ps0OD5MlUY2PyIIDgehvLYJULR3UM0+eWz3wildiy9q/C1syP9v6VzIqrf4kqilHinM90MvDqCaZ6JxacvPBtBIc0G2U2XDPixQnYOrCenC/LsitYfeS7v36SwgRAzy2CsdsUKLiO4lMDCN1k251L/L5eYjKRxo33r9Ob5yb5PbdZ3jlpZ08VADk0Hr133e7cIofHHvy3FB6yzan2dtpunC/BbodfviTGjsRvtxWj2jO7P9KWDe+AqoIdbXJ/Sty2wkqmamu9AQ36t80YyZJcFz7TS4f3sM20RFCxgZWj+wAR5PRw36oxsrEJMMjboRjB/kWTUTj6E2ATOGOTWz22P9eN/nBYkAQ3yl0ReCj4lsqgwgOuUALWK1noBAeqEifLmhQSqUouP4eAXQUUpJxIkVA+kaBBx3KAwb5al21Nx1BFubkD2zp1Sr18lMMjFUoJ/IuHdXb5QbKb6bFSP6QQbef8VLFMEKACA1rqOWRF07nKHqaCDQIEnb/2V2U4nb/2F0zo3GXDk5VOVj5tV88dDalLyt9RAQMBURSTNNF8H4bwva/rE0WQqWu1T78HTMJp2y7yajQ7H7xkmlO9dEwpbjoHVX4TQOm4uq6COV0z5VRJaRMc6n69DgGjXqfOW493BQzYLouizjuc7+gD81XEiWvFdcnFRna1PMUOoDCvnTaYwhZ9qbhH37aWDcj1/Nwmdmxkkzo1tjFt/kze5xc2gjLGw5vXtz4N3qfp58s4A960gd9+bIO++8Sav/kcFrGGNrI5ieZfvmfjWjewBeToTO/0rU1p8yVugqZYrNvZygGtXX6pmmfvkzIGiCbyetUTr3T/OjsdFQgARdqDgji7h4r6kOWtdNQHlIwjh7ZSvS2W/J5Cu3M0xx5cQzF9eNFusbyOVbT6YqVVYR27iKWsHAtWPsF5l28+ty4Nv6CoAe9RcljG9Ohgn/3hWZtAcauBFFOYPqS7vf/cv1qTj16zaRQs+OadF+0X/9+PbPN88kx3rbMmH75mE/u2t5id62xCx+Y0lZ5BUYKdVkVuSSmBf+F+Kq4RT2ahPOXhkjmG02fB9z3tyxd+aZ//6ilr+/Yf7Y8/+RvyDEfy3buJnKBu3P4xxRH6EXsssx5/+tC+b/iVTevewSb26mCBi2eQUhJke4k9FgM0X334in34x99ZBwD089eesY+ee8rqv/QbWzS8NxZIviuJrSI30ZR+01J3O5cYV/0l4ykU1eubj+3lv/9/KN3eyeb2bwHsd+I7fBVCwXZi4vl8l84FnGfYDvLuDixmcpbUhDVUPp4z8XtbhDW1O++DcQM62+Ipw61bky9sJ8LBiewE24ZSGEw1tQNrqC7M86YTZ3lx2WQwwZy3Zz29MrdYIVY53c4CxtJZpgJmhxfy3mWyVzboECatonnfJW1fgghBrMfvnpo650fsIn4OoQkpledSSZtJigR+ouxoagzuqVAmvYlTufYSCx7/c8BzrZKqaozrx45SdIBmnpXlKOpAy1lsZADGfdSZGixll08fd8BzA9/x7UtAzzVghnH3Co1L+ZK+QfKaQOcmqsutiyfdNgHPQ4EK4CJQ0VK3H169hGx/Ba8y4+plB0OCG1WHUylsAdC9C9r3IvdfovM0Ur6GoMkPSljdbqI0XUdJugH03DqDMoSEGUCy2hyAZuOU0XzxTuBHbzwzfcxsTBhhUdy3nz4867h/cZ9ONq9Xe/IQBpOXQdCJTSmWf4xsT1IUClFFSqHrUqS6EhKhSvAjFgMcAp7yeElqQA+wUxJHo9O/AB0pO9Huw1SBh7QsqRZ6avcp57ZotJKlD3wiHfiUUIGuJJZa6zEoPYBPYS34CHZknytD+SlDDSoBgoo5J6k5xSg7JSR8aQh6pNoIVBzoAC4CGwFOMVY7JbRpaF2w46AGsBHUCHz0OG3XY/T4R9DDfYKePD4khYe2M7Y58MkHfPIOaFDxjTdhDl822cjfOfupAudAiBwhoEYFClIDKMCwYQnWsIUEPBuBpkAr47lLgDKte5WnBNzkADraX+sqrqBiCnWNnBABDzAVzAeGL0D1v0gjEJSakwzQJGnmlw+HtqcwEgjEErlPI0n7EDgmOYXHBzz6sYkAdsKoxBap5HACblXDSkYB0DKRoDWFIFbDv81Vy5K6g+0twdnbCKQFPShC8SgM8ZRijSewEjT5BsEWcJOIXSFZATv2hIQ17CcIAnwiSUjVcLDDMgygEJxIHXFKCeuCnP0MbY9EPYpiJjuSmT1XqQywEdwIePYzmy0YOixlB8iJYqZPPUz8fUuigLIIvlhC55I/RDBykORhjZUDOtiKfu1tHTNlG4CeuZ2b2JAv37XpfVo44Gnx7jMENr3cLOZmApEF/dtiF2pGj6vOeJWxDbz4cwc10eQ2heuHG3iLxX8uyNPrTkQJE+ikMmuZTjCfiT88g2T2DIJFLdOwTPivsZLfda1TBRFsd4OgNhkQEPRo+KtnOUAQJDwxNIP65FBArOHbDvBs5XgcN2ErCkEdIxn1oq7hfz88vtS5+hP0syhX7AFsXGI/FrHEAN47qDupOzlPtuuYqQBAGuCSjvqYxqxbCraIJGyWqgiWDuRkCFQELgIU3tMCHQGPRjbrHrYJhuoaefvWYUXgu4z9ZMXScbSfYEbrOl4227XU/RrueIIo9tG1/E+BB/jJAkAEIQIfD+CTyRAUZQND7j5t44dTUCLw0dLBDtsFRh4AR0OgkwXoCHayQ/g8A0B1DR1Tz6HjCHyUp5cBOKWiICULHLmeAiFBrMAmFODZPm2gA54FA1oB6Exs8XmMReFJ4f20elRXfri70ViUGXnyRoKo9KfO8mp8GY4t8TDfA+FMdsQD2wKdrCAmTQDyCCAnlHywcHLBBEMeihZ4D1Hmn6IFmbyGWAAsivPJPLyVSS4myahKdIpS1Bcrch5BT83xQpwNxQ56BEA15PUIgBzsXOa39epJe3Ad0Lkl2PkrAc9DVCGAp+Yc1VazQrGMRPAbsg6oaQeQkGswqCW9tahmSi7PbFm6mBARsAhotkwbjrJDv695E9hfDTNHurF2PH2K2CbgWT9xEBbSmYADtluqWe2ZjzWNjueCJEHPpikK+ClOMBsbGDAg1cZXKlqWL9QTgQWwIXucFBCBgMDHr/D483MEOVJtFLALYAREyk0R5GhfgZDgRcdTX5mFgzu64d9HILRrLkDG49X8U5CgfB4/wAhoBAeCBakh7lwEAqjS2le2PT3eV6xhmnsdem4BlM5XMKciDlqXdc4HI+QaAWaCHwcgPLeKF0Sj4iqXJmIt7SqoBipIFNxEYPcT/Oi2XAdaF+hoXfdLzdKxBDA6V8GTLGn+1+W3sOkauqIItfsJcGSlEzjqsRrapn0ESLpeB5kMC55HFTeu8w7+TxXJQUyI00eGohllSQdIFh9v/Rt9at2/eNd6Ai29vnrP+n3zoQ0Aar5v/KmNbPWVjWr9NXax+ta/4UfWG/DpRV5oj/rvWK/6lI1G2ZmIGjK8yec2A3Vk2aCOtqA3vV26fGeLe7ewpfzWzOv6rc3pQu4oALSwZzNcBo1sSR8UoV7NbX73xrasX2uaZzNZgSVbNm012M5i8iuH76xjqAE1AM+D04XkxtHr8Sz5Phewh1ZTDbFalQ9RVC8AP5UFdpTE+pqKfF5jlCVR2KkUB04VVrN5KCt9mn5ts4b2temDqNiH4vXaUz+xxeMGmoc4aBC9Z5p//LrFKlYM22URfGcfINc3CXeQXCq5VNrNIy0iN5DgfA8FocgJzwjA7SIb/07iHyakBzWubyNaf2staZba/K1X7KsXfstv61Ab36GlDWrUwNp/+LZtmjyGyaPtbpuKKDR+4yVrR47R4jGDbGzvdja6Xwcb3redDe3V2j575wUbxrVNJH7aOmeyfffGixQjmW5X+O5JoPrt7oVTXYrHUfLaNaqwscVy3iNR5Ea0/ZY2KiPoxfcFMD+U7+2VTGrwWWKSMhEQmYFyNbFjExfDLR3a25q98bx1b/W1deR/+NpvfmYN670K7NS3f/0fP7KJ/TrZbvJ1vn3nZVuLvW4gZaJn9m6P6EBvqMXY/ilWEksRqDSOm7FdE3IIEQDQEXo4eYHHqBVYqoGdg0zQTuveiM/gaBR+coxCt1t53H6rSKCUdRK5QSmCnXDsbVSCIwfqvDfJzlLB7QT2vyNxh+2oBra3x/8c8JwtoGw040pFBTk1NJEqofNtFW+O8yg/gpVrl+zO5Wog5hxvFqDlKqrPNQCG5d0rUnhOAznMSrEu+LlzGQBi2y1g5N6VasDGBzRSZxzAcNuBjgOeq6wzave5fY5Go9jr7tbCkVN3AB0tHwi+pPA4eDrPm/eM3aQx6U1sczeV28O4T8fqePyRc4biKR03jBkKEgcnMVPBWD9iIMHgNOw+P5BnQFWW4f1oNteRUqTkMMwgsRn1IR4lIhWJM403ppcSgWVh+wnKyYmB1lVRrRjrWVksNJkYB2ECM/EkkSUlOsB5HHIq0+LsiEZ6vAl6yknk8t9/JIUkr9Q4l1x1hO0OfhIBJJSf8njgR4pPHPAD+Ah+SrDO+XKFaDoFFJVGkz8UBcQAJ6XRwe5NXIKfsziK/JwolgCNGxRSKImT9Mf+j8GOgEaQk63cH46Rh/VPIx9AcnDE47QuZUjb/UpPPjJqcdhOrHOAz2HUnsMoNABQfgiJuiEqcoAaw9B6waEA9mFmA8kyDytcpqRnSmjHbYLm+UAWA2aVMUiTVPkoUhEFoCcfVS0PxceL/dBXUEGFFeoeOQexuQFcGllAVxbQpZEJbKWiLiXvIs9gtxQebHX7ySUCijRSGKkEgqmoUdpHtjZJtbEblauDFQboiSEgUpJ2GlYWJVr7Eq9ldSJYZSh52z9cwjRFMlyhgw30AULpid+oHj9K6PYllcdpRhnbi0Y8QX8S96VKkSDol/1K2xKBnzhsDbGAj0YkoBBGQBDKD6MKGqgQggofaF0jHMiRvSueH+FoQMZXDAEFBbDRvgf4kjgwXwUP+GHkcUroV3UxJeG7KmPY76KZjQ0Heg4TmBwmIDnECBiPfWVMX35I+lDRrTezbczc9G5tI9t+aZ0+e9XaffSimzmdP6AtloQmNrMHM3JYVQ7Mxdoxc5R1//APDtiSuQaxgJ9eSxxqjtYzUAw0MlERPKgMWSgP2agMj19f/3XVUtffP/R/yNCQTYqgVv2SEmRhA350O41Avq6RjOXrvxqaOfIPH4CQI8JzPD5UCbDOwZeyzv0vhs6ZbZm7lqFarkKxXOES+ZMDATnyU9KwaaQDQhqusiBqRaquATbLtEDejwGoPPwIqW+UXlcGYJIphURKDOuqFJYDxHgFM/wI6LZHoFLHyOW9rkT7LIAnE6jxXSf+Bzxn1m6dG0oRx3p8aJvscnq+VIERwCKYeVLhycZKqpHjBqVfmX3LCV5PxUkmPFhqZAmKGIIigYqDI9b9j/Ue2gQo+EYOSzcAHqk9dY1sXo97LEv/MXV+Ap80XaNaEBLAxmAvC8XWs21qf4CnKY1FmX1lWwKFFeIpsJCzd6WDnXVje5CAPsIHMkxy7F1IHt1yVa9CxQF8opisSEKp82C5kzIXgtUyFftaCttSAPTMvTyv/seodTFA80GC5B3ke+xmwiJKyl0QOYdYN8oz6B9RkmlXjlKR6YRP4bl9lupr5ytJBC/ntwuLW/URfi+BnSv87tZgBb9J/uptcnzunvrrKDx2jWPxG15dYifyouxiYRQVSFdhNWsNZPSn10YnVAlUEgLz+UO7YMua6iBHcCOYkbKzHdVn/sBODl42ovwIfqQ8bKSy1uap2GQJZqTwCHYEPYuHdKNksvJ+KHAC8Ei10L5SJaRCqNCBQMQPN8r1kVqifBepDYITgYVKKC8f2d0pMwr2VeJaYKLAXWqPAncpNyoSoMBdkzKuPDXHm9G7Oa+xM7/v/O6jFAhIdAzBi0vk53kENYIlQZCG1BmBiu7X/oIdQYUeE8VElkBGFjW/yqL9pSZJxRH86BykBik/J5L9BXJ6TVJ0dHy9/ugNc91z+OCFXBqn3EhpUSP0mW6pdb/aI1iM27yEx05ygKLnE+AIWNTPx513rXKl85VC5YMgX3lx7esvR60gUq9F11X76PrreHo9h7EqHgKiDvL7s5dzPZp+iMprxeRiAxD3iOeun7ZtcydZw9efs/rPP23t+M4f2hxlB9DpCdh0/fwtG9u+oY3r8J1bDm1R33p8+Y7br8cX7/C70cpmEUD/0LW5LR5ASer+7WxuD6CmW2P6JbamXQj9sPq1xF7dxtYN7eSUnqV9W5En1A7Q4bGdvgGGvrPZnb+16e2/tgU9mrBfZ5pltqavXEfbNp5+b9i1o1DD1LS8InKPXcyKpQ8OllA+eyoOQG4GaRYM7KMPT1EpDQC6fSTfbh3JI6AOtdD1TFQFrrf9BO6ZTNpmoEbM4H2fF77bLhWmElNsIvajqSlWuSPJh1mSx8zIBX6SiXMyUIkyKQLgoSy1h9zkfKxeGeQny/ESTwykfPFOf3rLlo/ub+/+CmB48wVr/A69hHAcDWj2tS0d+z1FB961Cd3bMhm004KJTZt98JoNafUtFf1m2iZyXhq++7L9MKyXzZ881DqhtL39AgUKhvVGjfPaniWz7NNnnnJqTkXcQVpLdHdqj0DnTGYMRSHI3/PEkrfX39ZSrCFo2UybC3iuGtsTWNjtPme9GrzDhMRQWzy0uzV48Wn+xw2YaNqIjfEL+/L5X1nXZvXty3dftDd++0/27nP0wHn7RaDw76x306+sy9cf2xcv/c5m0frl69eeI4euMxUMKa0+fhC/bcSAu6lETLy0D5BM38HvC7fzsdcFL5xCHtw4IGsBky29gcKP6He2gP4+Ya5IxJksGpB66PWTAdSkRlhFSgQV4iLtfHYs+xCXY7UridhtpfwfKhEBjjAe/3PAczybqguMa0eO0Myp3M4UFVh1OR5J7GU3UHlukTtzB3C5i9JzG/ChPAdWNhqYATiyld0AOK4rnwY15/Ylwc4ZHuMDkds81m9hE6z416XeSO1xIOMUm38HGdnV7gBbAq5ben6GiioIhmR7u3aSZqbHyDM6RuEDVKcbFDO4zvLaiUpX6CCLPJdQes8cWL0Ygl1LYtgyC12zGE/3HDu4cKbtAIICpo5h9m+srRqFH3VwL5s7oBuzQvzjl5Cvgb1NlcLUAPQw1rhE/JOl5MKUYjMrAXjKAZ4jSfGAikYishrV5ZBGBTY+0IlnliDBqjISqGRBAYc0H/RUADra5yi3j1Fa+xhLH/jEuuoSFUCPFJ8KZ3X7d/ApjcFCx3NWAEMaZahApfQdKgVMyvExlsdzbvyji6IpiQ3wOMtaNGWvHxuPIAgY0nYpOFJ1tF4QhVokZYf1Yo4pQNLtR9AjtUfqTzjVh3gzyTpXxBtKjaIKQrH+AT/5h7CmATlaansx+xVQfaWQH3uBjyAmHWUnBck3G/VGRRPUgEq5R4WAVCGWOdnzfMUYVIEO+MGalwsI1TWyASuNHODKC3TlAl+5nIe2CYA8wYIfZlUAoDTUppRgiiRoBAGzjAzUKAc8zK4nY2tLwpeaiOSawA+KSwQnhyOTPAQNJVsrYVs5HkrU1no6uQvuPnKAkshPigd6VNEtDnBK2OyrGuWao5IfkUBeRIJyRTQAnLpGIkpRPPcpFyUB+IkGECLxuEfyQxTOD3I0M28x+NwjuB3DD7H6jiQq1wOoSmCZwI+qa8LIehxBlx4Tyo+9lmrGqMe4/bg/nh/uBHKTElGXBD2h+MQFOwcJUPbPpAoTwc36EeS3De1GjwEqF3F7KjNt7T5+id4Ev7YfejWzwXwRjW5V3zaM7cOPI0oTgBYyb5x1x+McvnSKs1jp9fhek++1JQFByUCez6YFvAA+mVIcSGxXEruqeqU4yCQo5/p6CCS19Ce9K3/Co6CW4Nb1YAJWUjSYTXf5IoKhJ4YC4rrHY1asWsCRcuBTK/yqhW/pAmk97xPDwyzYfxwASu37Jpt8Do0UXluSSi6j7qSTm6Lg2bMPtYP7XKC+i3NB6pfKk8qXf/J29Z4S3KHCADQafjuY1rMFPAT9XsGGIACoqXMIiAQ8QIyzme3mWvAadDuH+3SMv3i8YMTtDyBpX8BH164u4PGDjpfPVC6Qk3sQa2sIFleGNwSFV2oN27MFL7KsCXxYqohINopODvflh29DkWaCJHQLn13y8mqhx6/8PLnUcwqo9FwCKgc9XA9Z6jQEZQIrWRKl4gh4ZFeb3RsoH9WFfCxVllPZ6wWU41/vLG3rx/d0ICSwEeTsWTCSoI/PC1a2WGyrgp0M8ohyQwRZKxwACXjSUCQ9QJP3AOoy78toFMN9BO4HgftwJjNCNy2i+eBs27WMzx3WXKfyFJJsXZ6Ng8LrrG2yswl47p6jFDXj4SXyYwU7VykgVHPaNTvEY06Q+dcDnge3Ttt1FJ5TBfTKKI7m/7EchYQk+3mDgZtuztK2HNVj7uBODmSWjVCzUYJ1YGYtkyGyrK2boPydSUwSjnJwsw8lSDCzZRrloPkeWYQ6LMiRkqNgSYUJdJ8scGFcEz1eqoQUEUGKQETQI/gRGEhtEeSogpigQVAjoJD9TEsF9guHdHSP032CIm1TQQPl6OhYqhIn2FBgP7V7YwdAeh6BjYBEsOTUG2BGSpO2+3v5CIoEJ4IIPV72Nz1Wli/ZwaTK6Hl1HKk9OicNrUud0nF1TJ27YEKKjlQp2chiUXUEYgINwY9f/VHRBsGNwFBLDQHjfiakVNxBtwWTsQTwgkkpMho6b51jBL8HAhht88EZVjYARlCp5xK46dx0ztrfr/QIgHSO2k9Djw/hXA8BZMpJCuK2+qE8vEDe2UXUkZNUWbty0k7npqAiTLFJ3VqhUjSw8Z0auTGS3JbhgM/QlvVtWMsvSej/s40GfroDPN+8+ksb0PATPo9tbT7KhMaqYT1cO4RFfVrZsv5tbMPwrrZpZFfySDX4/UHFWT+8Sy0ItXUqjxSeRfwGSe0R9Mzr1shWDGhjKwZ1sMX92thCjrWobxtGW/pstQWoOtInrpetHUn7kVH0RfpB+XlUc9y0lN4xqK8Z0VTZplQ8QOQ+j6zfOlZghsX0HHZUunfa1SKarh6j+lwWvWJyE8gj4jNcnMo6vWYyIuxiXqIdBXwUj+TiUkleSxrFMhQN8mgOzKNNwQYKtgA66peYjI1s1dgBAGEj7Ja97V2AoSvXpSkqyeiuLawb6z0bfWYf/f7f7IeBXewwscVSXEgfAhULR2Bxo+jB9y0aulydIZ2bW7cWX9nnbz1vf/jVT60XUDJnaB9rVe8Na/b2H3C9kGrA98/+pcQM9DM8mRZpx1FFCsJ2M6nRwwa3aGAtP3jF2n3yhnX+/E0asLam99UEG9HmS2v2znPWht/zz3//c3v7X39sEyj8sGveVHr0vWedyC/qj0rXpkE9a/DOS/b5689avd8/hbXvdRvctpG9/5t/sVEdmtmYji1Qj5q4GC9+81Kg/gfKVdNANCEEyyTNdtcuwEG1x7ka0neuRS3GIggISb3U52ca6l4W8dq5bFxSxLdVKahTaTQyBdpkmzvlTc7qI3cAACAASURBVKKENfEzqk9+KJPlTITnCTwB1Fzivzxyyx//c8Bz1JNpGjePk7dztMoBzzlUnov03blA8YLLFBS4CbjcloXsEha165f5Ur6A31jAcxYlh/tYv3UBxaV23EB50VDBAxU+EKz4ocUVQsC6JpAR1NwFZvz3CYAEQ1J5tJ+DG+x12le5PVdZV3PUMzRBPa1zBHyuc5/yjS7RA+hyJbNXOel0sC6GAhNIbMun9GYG1WiSURMOcDGXU2qQ3IgV8/mhlvpAzgtS5lr68aweN9QCqRQRvGwOs1szbUrnVtb547dtTr9uKBWoO2EHUVbo9xMXRYm/BCAFmElJJmEqzYGOYKcKRccPOseAnWOeJHdbSo+DIZZKsDqRQQk/SioKeo6l+sBHas8RWd1qweeR4gPslPOclQlY4YChcnKFyoCS8ngGyVvyMpbGB6PqABDQfAWV4cpp9FRO5bgyZivK8IsKYrT03xbY+K1ufjAqigGctB+PcTk+tSDkFCCgp/CRfQ4lCftcEeBTyAenwIEPFeMAnAIApziCpnsoTnmoO7pdyBta69l88Dx8GWQDP3kkvPnvK0TtKQrnmDyHbHq55CZpKEfJv/7kMssBD7BDwp2sdgUAWAHn47+tbTnMvniCKIYA8KQd8I10lhnY4DIZycyqpzBSmVnX7Hp67VAitgsMqUalBG3dTgFy4pWsTjClmXmPgllyDDx7UIuw68WTiCfLXiye2nigKYUZctlr1A9Ij01h1l9DBQ/8hRBUHEFAoG1+i5ZyUjTi+AF0xRP4EVVvkTgscq7XCDCTTpCfSs5CylbOhZHGbSWzq0eJ1nVfHFATzeOieXwEP3wxPE42Ox1H61KWUslbkt0sDNtECDaFYKxtsqLtnc4P/jiqEU2ixDUAFDyHEqwkqjZ957f28k9+ZB0An9l9WjJbTgAJoOViD4xZOdMpPF0/eAlViqprKC96bc5yRvCextA22aRk1ZJFS1YrWbOyCFJ9CfCoGORlZBN4K7iVPUr/B6kr2q5rrgBcdiZ/boj+F8rbcJap2u2PrzvlQerDk0MqBM/x79YrnyVLQfOTI5Oguq7hC/r9Kod/SWCv10MQrHPVaxOEJariGX1bBDyyRuWQ85GjvBVBCQpkNl/O2cB5Jkmj6cj6es16/Q4mCPJlAXN2MAGPYIXXkwtsaFn3eQiIUFxq99O+OlYe738vr90dl20CHpdvw7k6sBHwMPQcGv858HBsHacWdPIPUcXpsA9ccg8JelBsuE82tSz2cxUTWTrYEbCEbKQ4Cyow+QECH0GPtxZ6ZG+rawhyBFV6Lj2v1CMBjlOPOGf9j3U9VZ5e1jUBz+ZJfRzwrB3bHeVqmVN4MgHs0rDNNr9/S5pI9mY7n1HUm1iKZhyiuIhsa/o/paLGCXa8B9ZgJcbuwlAuT5Tyy1CJBOCFvOYcrqMKpsTwHo9ksiMSm2bcTuyzSvTdSwPokB2UqabCUj6VhICeU4zq8ixnaRP03GJoeZ/k6gfAzgNs4g+vn6GjPdBzl3H/9F9H4Xlw2W5fPcrvea5TeC4URuLtXwxo0KZhej/gpB25TINpLDwQW9tApzjIxia4ka1t7Tj1lJlgi4Z0RYXBNTF5CEpLLwJqWdOGubGN747ZWGx2Mksr4FGOj2xZUn90DOVKCo6UUyI1QZDhrxQm0JG1TTY3DdnCpLoIQKSoLAJyZMeSZW3+oPauaafuU2AkIPHf5y9VLdAQXEwnMBZYCQAEMrLT+SFEtjepSoIAwYyOI+iSqiObpFQmAYNgQMqTlBlZJvWcAhsVGNG56Xmi+G7VUvsIKAQjOifBnZYCEqk9gg7Bk+yzgiqpQXFMBDngmekDHl3n7QClrr0gUbbBIBQ3XT9BpWBOz6PrI1uf4FDP7ex4HFvPp+fx29UEXLpWAkmdu16jOyeWAh6Bjs5JALR/hnJDgQIBEK//VHYElXLl+EEJuc0kdTW53BUFdqU03y7np/M5x0LF++EHnABTe7W08V0aW59vPyI3pJ4NavaZje7wrXWp/5Z99Nuf2ti2AEq/jjgDpPK0suXA8XwetwJlZs2QTrZ5dA+gpwvtEjradsBbfeUCgNe13KchK5sAZ2nflrgPsF8PaIsi1NY9ZuUQGspznNVDgaRRPW0NE3aL+7RFOWqOVbuzzQUONNZ9392WDupqQwGFOQM7M5nXGqWlH6MvVlYmQ4gljieHEnsEWDXKgWE5fXiMxqqFyVR9o/HqiQJ7cDSXcvK0SznqRSk6alcLkuxGaTr3F9gJYrBs+iTGryb/BSVnx5QRth4lZfcs8mZXqwjKSirXtbOlqKMTuza1HuTIDu/S1N595p+sT4svrT0WwBf/+X9aved/bksoc30QAFjIZ+/DF35hm2aSg4VD6b1/+5mNoEjEZ689Yy89/Q/29nM/t2d+9j/t45d+ZW8+9VP74Jf/xPttOvHPVpL3qSi5mcJM5IeGkbYRwcSstrX/05vWq+HH9u7Tf2d//Oe/4ff9OeDkK5uBitav0UcUnngfcG1g9V942n7/v35kC4b0AoBnk3f0G4qZDLEOgFmvll9bw/dfsTZffmCf8NxtP3/PFiIiNHj1WdcHaHL3dliC19qVkiw+X5P5Lt3uJsJ3zB5nc/ifVMXT3NSbwPuWCd71C5k4mMAk0yq+G5goIpZZy/eQ+kCVxtKyBZhMC6J6MnFkGsdJwxGUxqR4XOAalEjKvs+gfxSTt4dXqjor+W18ZvYx8fL4nwOe07m5EHuuA5471DY/peai3mw7VVxg5ypKnYrit7PVUFntLorMv4+LyPC+cQsb2r0r5NvUXOFLmy9XFJwbFB9QTs4tAY9UG0DGFSQAcgQ2sqcpR0fDl+PjU4H8hQkEQnqcgyOOoce6JqjkGV06egQoEiwpP6jaQZWvwhsK0BGsecVeu3oE+8AxQKg8z6rz0gGBcLpi04CJYgQlqCSnPTRfo9BBYUQws/4BXLhZVN9ZwOzWVJvUoTmNFT8nIa8VM1Y/8CNLzgwKj3J4ZGk7nq5yeBlUifA4sJGa44AHqNG6YEfDbQe+KrGxKUnuCEsBz8lM6JShdYFPVa3V7XEAkuJThMKjUSw7G3a3ChK0qlKBH+S8SnyMFcwslCUCK1BumQCoDtgR/MjeJtVG6o7gRtsER34gEuw82vYYKEkdEhyVUu+9jFEaQ+EDWdEYxVFB/8XQ/b5RCCDlAkZeQCebL5J8vlSKoqgsh8pTwH2qGqf/QRFQWoxdT8tC5SmFU3YxjCIKlNNWycM8mrbmYzMsAJLqGnlSk7DQecj98Y9MqN9zGOUnlOarYRRICAOSwpgNOMRMAEUYvChCOQo4CVCy9siKo3LWLBmZBFKpBNIpsh4x457BbY8CQZbpu4EhgtP0XZTLphKd5N60nSp/vY4PLaoRlpYkgnslpidhrUoCfGKxMcQIOgQfrEsFShKoACyyECUreZ7b2h4voOCH8MmRBWBkYINK5dgaWte2NOVe8JypKCcp23QsIGMrihUzzko+jCF/RtXnYgCRZFnqGLKcRfMFEcUXRCjJqntJVA2aM4aGqCqDTYlSxtqR5PJgJxjW6nP78Fc/dk38tv8w1J2vCgZIufHlI8223p++jk8X4FESOZazVL60tK6k9SQBGre1LvXCDcAngyA+jWusoeuaQ1CeF8KMP0UpvKxnE1Bm1/4/tJQ6IGuT3y6lMuQaKlOubc5qRXAsNUDBsA92NEPvA6lcjqmAX+qELxHfBzR6rB6jbQ5EeA7/MQQDfkXB9X/i/6VA1z90jlrX+eVTUCOXc0/j/aHber/EUO45lTLMnn2+imO5B6V0rmXChdcYzHuP5M0svf/wgLuKhzx3HoF9YRj2UILqbF6Pe20s9fq9BPy6X8G/ttc1/NdBqov2Kwwlp4TjaV2Pd7YznkfHdqP2mupYeg4HFzxW18rBhh7D65HSJRCSxUznn1+7j3s+KuvkPDG8oQAK+S1PjuIobLHAjpQdAY+DHta1ra6Rz3uioPY163/o/z/pfPW/kcqj/42KGgh4wshvCySAn979O6xtNMWkSaMshsqtKg/fagO+eYuqVkMdBCVRXEK5Ognk5KSQYyXrYSbV4XIPruWabbKKmADU6C2uWlwkDWlDsQup0XFpBN9n/P+kGGfzPePV5Avfa6V8DyuZtiqdfM50kmmZKRbsyNZ2lrKzUnlunSn9C4VHwHOP/B0HPddVGOi4PaRYATWrHfBUny3mt/u63b97neUDtt//bxUteHDnAo+7hIsn147nRhKwxuJmmIrdWw08hwIqTamKNtRWEWCuIdCUpW0eliO/kqPKalIgFhNIal0QI3gJXjKVwge9CaKpfkrgK+ubAnXts1BqD4HH/EGd3LagRarcRnUzgnUpMQrAVUREUOBTTLC8ASfKa5H6obwXQYcUCllctJ8CdlVj0z4rCZBVGEDrWiqIV5CvfBwBjh43ERVA8CFVRgqQ7le+noBFzynIUfnoXQT5sqsJALRNxQX0GEGYYEDnLFAQXOg8dH5aF/DotWgIpgRQeg4pOjqWgEagJdVHNjPtr2NL4dFtQYoarwpyAoFE2dlCV6qanYoOzHXAI8hRwQLd1jXWeQrQpNoIyHRsQZvOTzCk89Btnbe7Jpy7Xq9UNEGezu1xNUqP0WvS+boiAdy/l2NIlT2aEUraAe/Fa7wXrxOvXSdGY2K7hsnmG+TB3KygAEB+Ar+pAbYLtX8W1qjBrepbr2/rWdcG72LR+swtv37tVw54ZgA707u1cMCzgvfSWlTEFTxmPerOdv4P64YAP9+3Y72XbeH/vAkr46aR3Zz6s4rfIZ/trZ2tAnoFO2sGd3T3rxja1ZYM7ADs9LJNY/tib+tkK/q3pxpve9swuIut5zlW92lt6/oBG/3a2gL2XT68uy0m/3RWbwCMMaNnC0Zzqqa1oSIfFkysqYFM+oWSQ5WLPfV0WphdyYm1OyVpdr+KanHlmQ6C7Hie3a/w2L2yDLtXlGZ3UX5u85k/n0ibEiaxIslfKcEBU0TQXhImV4wmTzbgGNpph7cstoFt/2xfvfmMjQUYJ/VvZ7v4Pf7qzd/ZKqojRuIiaffVO9a5YT2Lo5H72rHD7K1/+TubM7iXU1SGdG5mz/3sx/Qa+r3Np8/NwGZfY+0cQQzBhO4uJfrjbGFoPSmQCSEAQfk8A5vWtwldW1i9X/+jdUep6VT/bZvap6X1bfyxDWz+OVa039hE7IffvvF7+/iZX9AHahbl0RdbozdfAUTG2IiuLW3W8D7W8euPbHK/ztb1z5/YdhSgDTinAkkdicHWF7R4tl3JTcdts82CVjJpG7iOHLDJNhvoXDNlOLHgDtvwwyhud7PVk8l/m0NhDdSocCZS10wcYCM7NLRYYilZBw/SC3ELCtCG2RNsDSkoG6lytwVhYj4w2bvxpzaV67Yau+zkXry/+B+vw3K7igmbx/8c8JQkJlJJLJHGaKWUxzzlFJ6qHIL4PK+dFPRU0twTleeKK1pAGelz56j0Ii8weT0XsLldlNoD9FwmV6emhk6m15mhqkH6vIIM6quq5qxsztJG3o/yc1h/SAECDZfPAyRpH19hAl/1NpevIyhiSAXyWd3O+pQfqshdo9PurTNUeDtXzaDgARXmLh6poInqcSxvFF+oKmUbxRhOV9oFPphXjxVTuIPEu7RYKwYaBB9SYS4UMNtWXuBG8q5tAM8ivlCH2DikuAlAzw9Uxlg3YSTBD6WuVTggJsJZ2k5kUIfck0kzJA/yWsojuPHDjrYdz0IBqoUe5fRUYGmrYukHnlOeZKAn2ak9x7G5SfXRfSdYyu4m1aeY5qyq8qahim/lKfgX02WhI6cH4ClH5itNRuVJBkhIRBPEVCQBZUkAUTLnmsxjgKBSFCFndyOHRzk92va/BR4eI1Dy5QD5coN0jCLsbyXO/qYcobpHUYzyibDaMQoiVRRBleMoca2ggNvF2PBKYoEc7aPjUaWuFLteWRxgp+IN5Cr5c5lUtS4fW6GGGrcqf6muUSpYIvcoH6Uoj0IL+QIlkuFyI7HIRaE4RaE4RWPJY+SHAl6HgR/J0ECPF+jJIfDMJhdIBRG09MgCh4UoFaBQLXsPapGWrhjCLt8XSjpJiRmohB6AORu/b86BAIImX7+fFHIrfANoIhhLJOh35XOxwOhHV/kjzpKlgB8IkCqUzLYkICEZmHG5HcrveGxk7QXElJ+EBUpD69qWrn3ISVJOiOrsy6qnCmBx2GtigJIorHJR6+khRNGAWIomSEWKIVlWipOUoJDFdE4fj/8e6NnLbKGa560Y1tUmd2xoK/jhWT2+j3327E9JbPzSVozoZpv4QtIxcpiByRGAMfso4DnEj68sWKqc5VdgtJTapWDUJbEDAy7xnGuSTj5VOtdYy0yut2YMvYcIHkMAUdb1f8giqHRDQCIFAFuUy/MgSM/kR9k//NW+/BW/FAg7uNHjCNCdJYpgWbAjhUKBvF/98UODC9wJ7LV0gbQCfIBHAba2CYa0Xe8FnZPOT0U0cgXQjCKC4AKAWq9H+2hErJ9GQL7UBdDK31HuRw7nrSA+l8fr/af8N5UILeTzIQXEn9/iX+p1SzVx9wkyUEQ0XNI/1+PJpf9a+I+lfWUhc6qKrGS1iszjsKF93bWrvc7u/HhOXTfBhpQVf5ECXY/Hr6euoxeQqGvkRnBtnhhSePyWtiLWi2oBSOdX52DSQtBWyFIwpv+d/qd1AY/ydAQ4e6g6pgptAh8VMsjavZzKkExIYC8d2qQefXbomYTymrid/iKUPY8mzy6Z3BwpPDnB9KnA+qZRGMr1Bn7iUIH2zFX3+ikAD2okqlwGkyR52Gk1uaNJoSN8557IjLMzXnzyeWnABcm0xQSFFTl2uSqXhtm5uBFyncJz/wK95gCdu+d9traas7RzuEhfnhs+heehcnhqLW3/t8Bz/3a1A57Lp/KcpU0Kz/4lym/1AY+qtO1ZMJrc114OeGRlE/CowtoKig9IZdg7n743BBGyW8miJmVHgfkSrGvabyvFDZZiUxLwSO2RDU7r6sXiUyamuW2CCAXiyrWR0qMcHFnHBAKCEikwggmVota69lWg7i8YsJaiBIIcWdekvGhdVdyUV6NjuWNwLO03BQuUIERA41dX1A9IzyfYcM8DCGgfWWkETgIeV3iA4wmc/BAj9UjnI8gIA3h07k4xYh8BjyBE+TACDcGcFBMNnYce4/JsAAk9j4BHoKHtIcunOUVsB4VjlOekAgayDwp8pJBJMdM2AY8UNZ2fAEbXRa9d56fXpnUpYHptel7Blp5D11sQJpjU9dJ5CsIEXwId7aPH6XrsRc0Pprz1Ho6hpt5VGWHEZUeJ67Ba3iA2q7lEcY0LdpOY6y7Fou6fzAN8MrFIJhELRbnf123zxmKt6mLdG35gHb96i4D0Y+vT5BOb2autTe7U1H4AeNbwngrgPbRYUMK+m0ahNI6lKuCwzrZlFLlf/E92TOhn2wDdrbxPNo3qDsS099nchnUBeMjp6d+aRtqUU2ffLRTLWDKQPJSh/DYBPGuBmdWoQqsHt0cd6gAYtSUvqJWtHdwG9Yfb2OXWcczFA9vYTFSj2T2a0LeLxwFX83o3t0UDWnO8tjaR37t2qB99UanGt/4KdagjhR2AZn5Pi/j+Px69x84mHrDLGeF2Ky/e7qH23MmNt5vZMVbjibKb3li7W5hE01VcVIUJdsHD90NyMLkye+18VrhdKkpCpVhp27CEh/I7ncfvR2n8fhSchpZAjJHOc/T4tp6tnz6MiZgNNrFdc/u+0VeUkJ9uKyYOt7Ctqxx8qDpaTZnXbpZ67QqxZ403ndyWeBqCRpPIH+EKFfgLFoSjGm2dSWEKLGZzB3ez7bNpyMtndwLAN6pzI5at6DH0vu1aPN1af6Jmq+9aGFa6mQN724Dm39nuxfMoTw54427ZPAclfdZEW8W5RG2i2MEPKobBxMWkUXaR+LaACsdBuKaSyN0O37qSdBNcVktmUNhgNoUeFtkowEljYp+ONrZHG+uLLW/H/AnWs+GH5DG9aWO6NqeK3sfWHhWp9Rfv25JJ5OGhNO1bv9zWIEy0/eZTe53CCT1Rm3o0/8pe++VPrcPXH9m2BdNs5ZSRj/OOrw+PH3jOFRL0Y2s7V1yEcud1trHzwE710QpXkvoyfXKunDluNZSwvn6WMtIAj2Dn7iXUGeDmwbWrDnbs5g0f9NRcoxImio+ghqXGQxVBAGwcxLjCBHwJq2jBDRIqpfTU7v+gNq/HVXdDBZL1zalDqDzOEoeF7fpJlKNa4Ll99hyV5Y7beXKPzpcX27myQhRHOvKeoOIc43xFvt2kZPbVKhpWleTYmQJAJQ+rG6MGefZaKR7O8kKXH1OiWt67tuDx7mOjWzey6T15gy+dR+4K6gaWtrJYKnkkx9MECnsC6s6ZnCw7lUMX2iwAB7jR0Lrb5ocewMpva6uSwgPQSN1R0yRf4ySf2iP4EQSdchBEDhB2tzJsbqUoPRoqdV2BuiPgKcd/Wp4K8KSGMlB5UoAYpNjHQacKOKqiaoXgRlY1gYvL0wFk/k+Ax9ng4gERgQ+AU4wyJDjRUqBT4aBJ4PQfh2CnGKAR2BQy65kry5mAR3k/mgWNQ5GKxybIUoqTynILdAQ5WhYBPOUq242ypVLdBX7goUpdqRSnOkY5ql0JQFfoVCD1G0IR4nlzgR0HPNE+4CnmS6ownOILbraFwAvoyQtmlhnJ1CvVxwXcyhNSLhAwoWDcDzwE5VrP2EfVlX3cvw9FaR/NtgAe9W/KQl1KY1YnjUBIYOQbKDAEzbIqKfB3VaVQfnRb5XVdiV+UDq37y+5mAEuqelfXEOA8PrRPRi0ACXxSBT7MDGn4gIfKVUBOjGAHMFFhBdnR4muHKsupid6ige0tkNnQzcDMnF4tbHpX/O8jutsSPNXz+LGRwjMG2VvAo670O/kSjgd6cvliLuScBjETJXCSIuJKBwM+Khqg1+R7rVIHUEu431dtC4VH15FrLNjJOiA7FMUvAIdH/4Na+NR9WVgRlRvyF8E9ga/PNvWXQb/LIalVIfIECuynpYYPeIAejqUgXtsUwOv/oP20XXCjc5WiofPVdqcOsa+WAhk/7OQdRqoHctygSlDuYd/5F0XsBHRXE2yMcnk8haFA8z4BFErDfsGYzkUqj6CH3DZy4Ir5jDi1g6DeDzl+OPHDj5Z+4NE+dQ69BkESEOPfX8eVeuIHDd3Wun+bjvn4sQQ5UnF0fQQbUod0XfzKjixdTjniviJGXiR21TpGfhTWtSeG386m5y6N3cX3qlRfcgCBn7qG1KniMPqpSfWSilb7P6oLeJSrE7na13l+Xj+85ygXUn1UdKQUxSl85RQCrwYunycNdUeV8yKozKbqbKq8JoubwFTV2WQ/LDjMe471MMrMB84kdwMrqCpTZvM9oL4WXgq3FGHlLaGIjL4Lj2WQRIuN+ow3xc4UpzvYUUlqFSy4dpzfJdZlY7OrAI2G8ncAnxv05VFpalnaHt5geesEljZaRqD0/N8Cz71bzM6j8Ah4ThfG0sk8nN4uWKJmSSGhn9bUfjTengbsUJmN1yhAkZqjYHv+oM4OaAKwXKlUtUBHqs5q4Eeqj4oayJIVSMCu7VIrtE0KkBqLqtCBAndVGpPCo2pgAgWBgKBBdi8pN4IGVyQAmBBoCHgUtMuOpUBduSraT9XVFORLAVLQLkvWagJjFQ1QAK/tAhNVc5vWs6kDAQGI7tdzyX4mhUNwolwiWet0HgIJ9enRupQlVVoT2AgY/AqIHqNjOOBhf0GH9hcsCCR0PIGNgEIwo/wegZ2Aw1ceerzL5ZH1Uo/R9jC+fwWGum6uIhvq2h7gUtdOkKmcKCk8Un90HWWx0/Pq+H6VSGqU1vXcul4CP11DXRtnzeO2rqeug+BPFkIBopQrwY6Grn/gBCrrUa1vN9c1mpyjkzlRrhEuhMP7UkWsyN8mprtz4RKxHDlmZ3HREMyf9cYQD0W65UmC+lQmQBbTh2lY+z9bz+8+tLafvW7jqAg2C+hZ0L8jk2kADrPwW4Bi2dB2TMT2hUUvgOuvc9iv6zcNC6L+x9wn9Wc9MCTA0Vg9uAMKTztnZ9P967GkLeoH3KAYBUz+3jaTX7pmaGesb+2BI1nfKGoA8Kwb0tbWDe/kYGctYLUIaJoFFM/v2wKYaeeW0zo3pN1CK3KMOttM7hve+BM3hjX62EY3/xw4au7AZ+3InhY4jYqCqJtyOuTzW3YmLsiuZ6KgogZdZlzPibF7xSl2s4AUi7w4u1OWavcqiTuBn5tlgEl5urtuxbF7KajE5AqxSTQuje1A1Y1KDy1BtlnrT1+lvDO9iYgtxrdpZpsmUaWVtiuHN2K5xWlTQGx2ocRjV0uyseHxvcNk/sMyKusVprkqbReZdFGxgmPJVDZDfVY56lDsewKegDnk062mmMbyGcBFE5vC5MRoLHYTerRGWdlh3elPNJg4OI3S2pN6dkKNoXz7QnLO1mC/p73IziUzbcN0VMaV88mLWokbpKfN7NOFKm9jsEKeQdXaawe5rySBqnA4YBL3brblk8jLW8rjZo0HZj6xjg0+tNafvUMu06fW4at6qD7DrPHbzwFbr/Pa/2gv/OP/sNef+gllwf9oK6ZRVXEBdlgUp8mD+9jHrz5rz//8x/ZNvVftk1d/Z7/7+//XBrVvbEsnDLUpKE+P/zmFx1+04AyV2q5Slvp8aTGyO5XayJe5Th6N8nBqaPapXjwCnmunkTMBjFsX9MYX6NQALDcBF6T268DO4+MaIKOqbKrIpkps2N8EPMrNEZxcOoo3FIgRAMm+phweX3EDv7KjnjuoOuT8XAdyVEhB+To3TpMbdAqr22nUpXMXqXJDQ7UT/ChUVlh5dibdaDPtWCFgA/Scw9Z2plLLAjtfVUheEoP1avJ7qktzSVgj7wfwuFTotUsFOYBPkZ1DZQlfDjj9jQAAIABJREFUuYDGZCRFTh7NbMwqfvSCrCwawCCn5ij5Oycz0+1MdhbAk40lkDetN81OAjgaWte2k7Ug9HguTxX2NSk5gpszWakcg1G7PJudRr5ROgOY4pxOZiRZBcpPeUocQEOlN0ZFGra4DNZJPisT8PChKk8jtygd2GGbFB0NqTuCH6k9j+f1yLbmh53/VOEBcly+D5D0yObGtuK4wwCMoAlVh9vliRyf56prFMcBO7WjgJye3AiAB7XFg7SbR+UU3Vci4KHaSSHwUqAy3OpDRGU6LfMpA/5onXLgeYCOtmm/Mmrn1zVKo7DfuZLd5BDJ/sbIDeN5UXik8uTXqjxFUTTu4oulRMtwiiwAYYUELRp5QFA+Q0svgayKIGQSkKYR0KcBFplI2y45kSS5XIot5BzcQ/C7k4pw21GCNlMMQfts5TG+x6luvHKGNPzWpEe5B1IKCLSdTYuAWuuyZ6Vjz/Hw5ZfDMZ4c2UCZtnkJkDW0rm2ZWKI025y+mxwQkuBV5lgNxtRYNW4LeQWbqTzDeuJ2oAoQUrUu2ehknwsnAFHzPXUVn969qY1q9QWdp6kWwwzZbtSe9VMG2Ex+AFSWejU/3ovwTy/GL31gAT+Wc+jyvXSqlQAA4/gxiKQCnJLTZS/S60xl6SxnrPttZ+518hrTgIl0Zsk9XONsQCeHAhS65v6h2/LuZmEXykLt8Qg0DnKdpPJohBDUh3BdGVr35364fVA9fMoEQT6BusBGS1nE/HYt3xLlIwTQ5fo/rloIcKTm+NQdgnwARI+VwqAhC1OOwEwqocA5gvw13lMFvJ88Um14f6hZmmarAukaH7dlNpMmOobsYvrfojjJCidVS+oi/8PcAwTzqDzKa1HVMr0evbY8KTJsc7YwIEU2MeW85LjBY5+wkel2Lvs9Gnq8OwYwWft4PVbHyUOVKVAuDUP7+I+r+wQW/mtUHO6DDcGOtsvK5reZCXZ0f2Esn6MnRkEMIFjHkKVNyk5pDM3nEvdRrAXVV9v+k1ESzr4RspahBvF8en73PxKo8jl63NKWTHlwqTcCnVm9mjilR+XCpfxUoDQdXsaM5MjOTt1R5TbZ1yLIzZHKo0IFgh4pPVJ5ZD/UNpWsXjaSCmWTyDtZPYd8qK0oquTqBPBZJTdR9l4Vkqnk+/BEZgKww3c5Nmp/Dx7BznWGSlJfJjFat+9VU5ntAmVyz1U4ALpVfdwBz90ruBcuH7FbV1F+bh79qwDPHWbo8dAxgckEXT4dynMO28apvVEWyJOZOYBGmig9C8fYIma+t5EXIgVHyo2C8Jn0StlHAr2UHRUdkHqznPwdQY3ASBCj+9S7xw882iaFR4n3fkubgGlGr9bODiYFQoG5y2thqUBcyogCd9nFFKgrR0VJ+NpPuSoxG+eyrr4/A1yA7nJ8alUKWd60n9SKZbwGQcgKLG+Tmb3XcRXsC2AEGCoJrbwWBfl6HkGWYEqQpCIIUn1cMQO2yz6m7QIJAYq2S0HRPgIMWccESgIHWcUEaHpteh0CCOXWrEQhd2oLzyXbmWx8Kq6hxzhVaLl66yg/Q1Y/XzlqWQRdLx4UHUGOihbofg2dt44r4BHU6Hn8AKfjC2QEaIIvwZngR4C5HjDYAkRIDfKpPShi7O+HMfeaKdW+i15Me+ZQapvXdbEkhXwy1J2bWNluoO7gxrlN3Hej+hLxF41xqd724Dx9pY4TP5Uku3HcE87ELxW0MsPNG7HD1jKJ1rf5Z9jHupssbZM7NgZ6sJ/xHpHCs3JwJyALeyQQun86TWWnDbI9KE07+Z/tkHIHGG/n/6sCBgKYdYCIbG4qaqDlNgB4LsfV2EjemIBnFVC0gMmOtaPJ7RnWxpYOBWBGt7P1Ezra2lEoPMM62NphHW3pAMpdowKvppLjxlGUqkf9WUhlx5UoQlqf3rGBjW32J5vQ4gt6BTWwGZ2+swW9WtqSfvSfA3zmdGvCaOraMvi3rxrcmWOjII3s4cZqJghjyKsNXaGeS+T/kY+qxppVfO9Vxu7DKkf1NMYR1u+WZ9h5T6SdYgL7ErAUi/V84ZAuVkVJ5hNMPAfPm44ll8JTIb4WJCXEaFkUfMpTzjXuliwmX2PWUDl2nSYT+W0jj1qQU5VI3EQ6QjFpBNnkwKhU9VIasa4a/72vWhsW1ZmDKfXN+2sMCtxStm+azffklFG2aPRgC9+0xuaPoNJgAFVxQ4LIpQkgPWAfbT/IE9rIxC2V6A4SM+8BRtaNH45bJsCqog7hHllqUZtX2XbAaFiXljawXWN7+el/tsHkIDX+6A1749f/ZO8//7TVf+N56wD8tPz8PRqnvm1vPv231u2bj5y689kffuNgZ3zfTrYBu9zKWZNsydRxNqhza/vgteft3deftw/fetneePG39v5rL1Cqu6u1+OpP9uV7bzzOOz6FR8qORjXKTg1FC6pLS+wkeTxnKQxwESC5dgbYoACBoEe9eC4eO2FXTqK0yEp2kYpt1wCdG7ews93A53kdD3KNG7ptqDx+y5r67fiKEqDGADzVlVjlKH8teFFujooS+G1rPkVHOTsqOU2PH4EX9wt2VKnNNR49e94Bz91zl/ke58N35hyQdtxOAmunOPdTqDynKgrsdCWqzvFSOw3knDtaZBeOl9hFjSpeHyB0Tfk++dl2q6rMrpXI2lZkxykckLKN/i38o+SFTNpOVSGaGJWTS1OBxexYKtU5PBkOds7l5ti5/Ew7k5thpwU6DK1rm4MgBz3Jj3J5/MAjFUeAcw7pUeM8jzmfm0muEYOloOc0IFTFfpUAUgWgVC5bXDpVKTJjrVTAk4bKk466gpxayZdMVYbye7C88aMrUJEdTRY0v8XNwVAKMPQYCNWZwyOY8YMRwKTHKXeoDMApTSCfKA61iH1K4oEn2QPrGMWATEkCyo2ABpUnj7LZXqAnjUAhOwx7WQw5PECPRiGBgstTIkepJI5GrSwLHfiEWQHwUxAlEEL54dqXo3iVYGura5ShChXL9hYqW5uKIKi89l66n1NcgVHELEoJo5QvlnINzqEsag+BFN3RgZ4SrCkFkRRjqB15nKeC7iyC7gygJwPYEfxoWx6BbT65R7mAcA75XZ5gcsNQedKY9cghVymH2foc4E77KjDWUE5GPkGzy6FghlpLLwGttuURjOcowFWgLesUs8fZQYKZvxw5wbL0KPmPIJuhdW3zEDR7yAHJ3CubDcnvDn4oyU3lr6Qd9HdhqMdU+m4F8gT3BPOynim3JoovY3UNXz686yPYEdSoE7m6iG9hZlR5PE3f+o37Ud/Oj9MSfqQOL6UPEH5jlaWWpW0YiaoRwJPOX9Cm1yK40et0FboEFbJfEewLfrRPBoF+Nq9BgKDrraWX/4Nbsu6gh2so8PEQbPuBJxsgcIG+gn+G1rUti+upfTJ5HgXnReRuuQCZ66tlCYH5I6WA666gXUG9L7AHFIAqDakaCqoFTVpKySjm/yeFQccU5Og94N4Hei8A83rvqFqiGqM5YOb8D1INT1XavAdWO+CRPaoMFaQknPeDC9xVzl2KhQbvj4NUHJQ1jLwXBza8Nt0W8OQTrGvpv8+BTR35MQKjomjUEv8AIgqjUE4Y/mPoOAWcR1EMkML9Dqh4Hj1W+xQAIwI7qToCvbLIHVRWVBVGn7XMXTeuka6btglGihPUbPMvR1E8qmocFRufGBXxe1BwKU/Pj/7x1AMUZCGPj+csjg6sc5RFBVo5Q0vBj9Ql/W/qUnhkUxPwqCz1lM5/BtqHudwdbS8P30KJVPVnG+QUH/XkUV8kqTsqWCAlR5a25B00w92jghML8IJ3t++bfmD9v3vH5hGgbZ2KGrFUlbumsd9alP8gvk8O8RrUFyIOa0+KVed77EJhNhOIHmdhk6ojlUcNSJ29DVubGo4KgLRdfXk0KXflFGWqUXxuXCi3cyey7fiRtL8K8Ny+gU3u9ml+F1PtmDfCAc+GqVjKVo0HBPq7Km075420Jdh8DqykvPSYfpRz7u6AZVqPFk55UFC+BlVHpaUXfs9M+4RBLlBfNryngx1Vc1PvHUGSgEiFCpS3M6dfe7dNoDStewtXqEDKh8BBNjUF4RoK0pVvIwVIQbpARI2DBQ9SclTKWevaLgDZiMosiBFgqDy1tulxAh2B0iwmaUZhSZLVS3AkSNA+spPpMcpZcaoGxxYgKeCX+iGY0X46F8GJAMyfjyM4kMokW5rUHu0vsNCxdS5SnrQuABGMCMJWcE39KpCgSMAlS7NgxGdL81Vok5IjVUdqz36um1Qd5UDJNiiLm8qCS/nxQ5dsbToHDV1PwZ7ARs8tKBKg6VrpfLSvFC6Bo/Zx4MO56Xpp6HpouXtiHwua8T0lgilgwDGukKNDkEYjXFIRbl6xe6Qs3Lh01S6eqmbSucoulapKLTEG4xrKhV2gwi/Li8DPaW+0U4iOpDOZiYUrfNVcW0HFtHFt6M3So6WtHNrNZndvZssH0vQWGBPUBAI4wTMoRY4CFUgulooWCHxUwEBgsxV41H5SfHRbtrd9/B4tHyDI6GWBU7BaAtqLBihPpxXV/bCs9f/WZvRvaPOHN7Ul46gINxxrG4CzYUQnbHKUwQZ61g8HfvpRwpxctoW9GgE77dw+U9t+TvlrzrcjfYF6cK79scYNosIcY2FPcpE6fWszGfMEPUwWLuiJ+sM+S3n++b1a2KR2DWxIo3q2ZEgHmwZ8j2pL7kyXb2xa76aUimYCZeJAC0AxXTe2L2WbmSAAOJRvG4tlroBYo4DJs+PAznmA6ChQc5bCVdXEgkfp63giA7dQVgKu1zLSM+KoFpfGhBmTyQcoBBW0i4lX4gqKSVXGh/jKUVM4RaqPrG63yrOJNwKc1S2NmCE/ghSA6H04k+IskopuHgpNHVy3hAbFOdxebwELAbaNfNfRg7IohmpvqNjV+Wl2uTCT770wO5ESTawSyPt0Ls1lm9rOmZNtYf8eNJj91JaOGUyvntft+X/5qf3h6b+3f/zRj+zr916xzyht/ulrz9o7z/7COjf6wvrQl+jd3z9tf/zFj+3zP/wKhaajzR7W22YO7W0Lxw+xVdPH21JyhFbMmGgLJ4+xAZ1a2+f13rbXXnnB/vDis/baH5631xktGn0DAL1u77zy0n8EHpWh1rhI9bMaWdrKiu0oQXx5VoYdoXiBChfUAD0qUX0VW9ulo+TznMBSdgaFhYIB97G0PbxKUzPGg6soPlcYLB9icXuIsvNQyg6zAlJ47qvAwSW8n+Tw3KPE9V3sampuepdtt1ScADXnNkPbtY8UpmoqxdWg8Mhedw3guilbG+dym+e+XY2l7iLHZNw+r8alKFGoQFfJ8bmEFa+6spS8njJAqNIuH69wy6uUr9a4dqzCrrHPjeOUt+bYN8n7uQwoXaUX0ZnMFJLAN1k0lJwSoNlXAuJwZu9Qd6ri8USmMIOXCaxkZfLmAXb4cTudVztYP0Ne0Fl+7E4BLie9Ga5y3DHBC3a1YwDMcY5/0kMOUBZwlCNwwl7nBXJyPVgNGCy1TfdXoTZpHKHwgW/Es4wDgiiDjdIjtacyA5sbo4r1qjS20/hUMFIYQ+4LeS0CFQ2BiZpsueEABiiS1Y2Zg1KpOVKDgBttK5UNjuHb5lNyygVSbnA8FKQygRMApVHObY0yjlHKKOFDVhKHDS4OAKErcB4zC7nARzpV2jJJVsuX552ZB7dPdIizE1YAOpX0I9KyFItbCQAji2Ep8KNtR7D1HSWvqVwKD7MHZSg6JZGoREBOSQQNqeiyq9uFwI6G1J4S7HIOvAArpyqxlJ1O5bzLOTfNepRyfr7mrQRd5PcUkuujfB/5aXPDNJMBVCAtZ2F1ywoBQFjPCSVIJ0DP0+wKpbXzmEnJ5cvFdTFWwM7II+CVWlTAcQojUZIU5ApuCMpzHejwhcasuqxEXs3SH0KtOORTLrIINLOApEyUjQzsXBlOKSLg5wtQClMeyoJKMbo8JEEVCovUAtlsBDQeFB8PqlSGK6yg4grK/QEG9siKAxjtIc+IPARVlEug+MChZVPJW6PzNeVBd/IjGchM21p+qDeN742lgmRl1J5Pf/23FkxQojLHKoCwdfIgyl9PsXQKJATNHWMDG7xLN+ZJQBxqDJaGHOxoOQBFLoGzVypK7cgBRLJQNzxY2aTc+MuLq5hEATawwkiKT6D0ONWH1+oUH15jFsG1B3Uk+zCgSKUtF/gTwOZFcj0I0nMjfKCg+z1cx3z+b4UExwWMPAcpgGLtbS3za7fr/Nz9+p+y7r9dABzpGBr+x2nddyzf/1YqjobOOx/wkcpTKpgHflRKU2qilIwSwKII4NAoo9dBeRy2St4XBXqsjsH7RP9PvWf8VjMpPVJfCoEJWb+0rmNpKTXGWdMAFDW9dLcBFvcY9i0GDKSYCCBKaiFCyyKBfwz2MUZxLD0L4jlH1vOBmTxmY7UsxPpZwvkV8/8o5LoV8n4v5fNQzmejlPexRgnnXhzO8Rm6rfuKE3ntyUwqJHFMgQ+3NbT+5ChPQjFnlCcHUXyFfmIJXLNojqtz4hzd0PP5B6+nlPMv1eviHIt0DfgsSR0VQEtFlJqYTL5Y6jbKwxNUbpzQ1yZ2+JoE7JFUBVxJqdK1KDwBtn8+5YYJqtICKC8tmykjahNFRLgtMPcI2JmF1YjHerSRGefJWFvGd2loowlgJndrTLnjplQAa2XrCf6Dl83g+fWeliKsz/4eIC7GLqDwnMmNxTadQdnbbIIHLG7cPpUdbecLEuiZkc72HLt9zGu3mSGvzo13JXDvnci1O8ey2CfGqTEPr/BbdtSLQnOVogU3KVnw0O7ep2jBvTuMu9QvuMfg9n3u8Y8HrPsH2+7dwiJ387hVFdAaIYdyvFmhJPf3QTmYCLhg/1GSOAH+CiY59vKZFsxsnEiSPwrD7L7tHfio23rA9FGuZPXC77u6nJ3gRVO5BljFUHLWY2HbQMC5i6BcVaiCCN6DCNTnDOzIOgE7eT7LmIEXLEhJUcAvlURqgx+AtN2vTAhyZD+T5UyQITVGYCPokTIiiJHKoSBeFjIF+QrwBRmCgGk9mtrsfq3dPrK8+Rqd0mNmua8Qgp5bkOB64QA1PoVmilOdFPzLRidVSblFem4BjM5ZYCPVR7Ak4BFQ6fw03DrAEYAt8CDfqdunD0dZGQDECZpUDnssEEclTsb+RVjJ+L48uExKkXriTOLxstKN4DWMdI/ftwBliW3BS9R3CEDhtix2ghipM1KOnDWO85WSJYjU69e6gzPORVCl7bpGAh/XVJTtu2ePsiCu34GFQBUWqn1zKPrwQ39aFZDDSd6bqrTVHMkmhqM0OgULHtwhxrt9zW5fueDyui+W5/I9EexcG9WFyVRwq6CBfa7dPlVkN4H5a5U5Vl2kzwDwk0OeOMFxOROlURuWcd0mo7L2w07WCnWkNcpNZ/rpdKP/W08L4n0YOBHQwc62R/a6H1ASGTtpJLxT69O/t50UIgng/bsbJSiEz7f67+ycMtgO8Bp28n5ZO7KLbZvcG5DA1oays2o0is04IGYCye2jyRsaBSCN6WorRwA62NyWATjLh7Vzt7Vty6Q+tmFcD5vU8Uub3vkb+6HTNzajC+pO35a2AjvdqqH0qOvfxub2bGpzejSxBTRMnd+bogfsMw0Ams5SY1rnb22alozx7b6y0W3q21iWQ5t9YgO/+wCLHG4KSntrOY4coXGtvrRZKEeT23/Dc1Flju+YrUDRLt5H4StmAkDEBPpN373ejiYesjOeWL4z0vm+DLYbJVn0HEoif4fYFDeQetNUe+PduFKUSlU533fNLb5v7l2pQuDgO6mS/wnuoFP5lHnOSyRuTSFFIhyHktIzgKiSbCYPAyl2sMkuMRl/nfSPC7iQTqFiV5OneA4LnfpCKtbyHtjFd2M7e/0ffkLT2fo2uMmfrdGrL1AI4Utya/7e6r34tL3083+wBm8/b80/e8uafPxH+w4r2hu/+Ucb0rmpzRs7wDp/+wlOkhdtYqcmfEejlNK8dPtk3tNTR9vGcUNpFE0PzbFDbOHQvhReaGAtvvjQ3n/9JXvjpWftwzdfBXJesFbffmVvvvCM1XutDuC5UEn5acYVLGxXGSr7rAptKlpwAqXnAuWpZStTLo5yavwlpmU9MwDGKTjKwRHUPBpXsbbx4QByHtC49GEN0HMdEGJ5/yrHqd2m9Xt8eO4CP3eAHv9S+xn736Aq3Bmg5WQp+TVeZspOVLn9bqsBKvvc4bFu8FjBkkDomgoaUEHkCgUMrjJqqo64CnRXsLu5wbYrWPeu1o5r3O9fv1ReZidzveSWxGAJ2s7szlrUnU3kIMhCEYSsGGnHKA99KiXezgMt1UDLBaDkFAqRxukCbHSFXmytGrluXbe1/WRelm8ANiezgaCsdN5Q2N5YP5WDGqTBazydi02Oodu6T3Y4FT9QEQTlBvmrvmmbvyiCSmH7e/9oXcURVOCgKD6cmRWghnUNlwcEDKkRqoo2lCbpPiCBUZoM7KAOVabTDyhNuUIagEztEOCUUxlO9ymHyIFWGvv69+G+Mg2Oo2MdAYKckkQRBV8OkC9/KIty0/oAqf+PbHdOiUKFKgd6KgC0SrrjaimYKQVeyjT4QJVz2+0D7BwBbLRfZYxv3wq2CYK0vRTwKcTKVkQeTynV3kpjfMUW/L2FXM8h8nwe5Sdh0/MXZlB+UyHBXwGBVz6BVS7BkZeg10sAqfUnRx7Bnj9gfXyZ/yifQ8EZwSNBb2kMyhLHKQJu8rFf5aNGFBKgFpHb4GXWP4dqUNmMLA2sT9kE8TmcRxbBnYdzyGQWPRNgEHRlM5TnotwRAY+awOajDuVJ1VBCvhLIAR8VYVAxBi8Jg97/n7L3DJLqyto1J2L+T8zPiflx753rvvt997vt1N1SyyCDDEII4SS899577z0ChPdWeISTkEMgQAgP5SjvC++9EEh7nmdnHVRdTU/EVMSOk3nOyZMnT2Zlrme/a70L5ekssvNZUu/OfEY6Dl+aMb2Nep8fyBneO5+c+eFdya1uhUtb3/DNPNyG+NFbguw/qkXt0KnmH8N//9//N0Cof7SUPrMVhQaThVXMzCnXHyI1rh25xpv4wbE+6sye1DlqDuF5prNMY6k7nnU60ZAA2Ek1j8UgAqBzndcuC3jw9bnNx3rf+pjTXLtTe3lNX6HKfAOkMNJwz8rYB5DgpJW1n/eDZToWwmdZn0XgnEnwnk5Afha4OU3wflJoFcAAWVMc3ceRIeCyXzqpjxF0hV0AwMe7n9vSWOdxzvhY3+NKWIn1YJxjtimSAI/Lc7zvyX2PnUngHhXGA1jcM859ByhXpln+dg6p5z/H+32Oz1u2oMT7b5DvumzW5ZEC9vR+ZeBv8O+2HADHbXl8bvL5HOfv38xEwRZm+LaGIsCmCKgwV/yfDc8pi5HNbKyFs/l8ZnN4HVm81lyU0KiI8vpyhDlGrp9r1uexLg+4yz7M8kdSu44w4XAI4AF+co9Qr/eMkYOqk3OEQQFvNuCTfZAmzzxn3kFAyOdmVrMAO9JkCGvVh/An9DlhoEnD0e30MdoC9KylBofP5gpMOMa1fj/sEtKpicsCwEt4r7fxGd2IjanW6DZb9XPp58+mxQ5d15Jmxt4+wP/HroX0hUHJXD62W1g4vGOY1qsJNrz1w/hODUn3bBqmovzMYYZ57oAuWK5S89aLguj+Xeh2PoI6rk+AWT6zqpC7sBtnYiN//yb6YuwiiPiWPHv64rAkJzkwCxQenf0qXOX63Tm5hzz4XOok+D0+jTvUDepW+a299/PjcPvBT6QaMR485LeScf8R42fu4+DG6sDN8Di1fML9X38uDb/cLwwFHLv0DGl3BDlLhqOKkDq1ZFi3mMK2itz55dQkbJg1IiwZ2oNedagBU1FMBlJTgbvSuvEDSXVCRZk+Cmv65qR798PEgccDOlvmjgvzmaH+dAaBNpCzlJS4bQCPKZ1TCWZ3olaspt5nLdAjLNgkVDgQPgQe4cNAXeBxnQG6qVmmAGlYoOKiyqKqI4wYzBvIq9YIHQKQj7Mfj3DisWcRmAoh7ifw+DwCgqAgNHlsAUBVRtXF57M25xDArNokAH2zDOMAnltVxfP2eVVDVKYS4HGdEKRyElUVzjepwdFVTfc1++mo3mju8NUSegLOs44JIwNAcRvX28f6+gQVr4EqjcYJHk94i8oR+6TqdsalXi/bPCfPVWjz8Z6Hw2skAHpdNgAEqwAHTR42C0q8Zs1pBBxbEuydzWsDpHZMGRy2Tuwavp43jLSkTqQizaL3bRaT1aRD3ife+4k6a8YTAOjepTzEnBNMQhEMM5F24ezh8LA8Ozw8z+f1DmoitWj3SsmeYeL3ejYuwGTQlJG1UsKkbwWxSwXtOc7s2BC+RBFYM7xPmAH4TDbVjWB/zzSgkom25Sgg6ziPVSisSwCUZfSK2jgJ8JncO2yc0BPL525hCxC0a2p/4AdAIvV6F6l4rlsxuFXYMAbbdNTL7VNoTjvZVDf6+wwnJW44EDQSI56RHfhfbg+EtwlzgJxZQM9c0la9v2xMl7gc0OS1MKrl23GoFk/qUDda2s/u1TgudYGc0O69mDo7A4VoaueGONDxnYAa5HfPmFbvhUlMjoxvUzfeHtX83fh7OqzJ22FAg9fCuBbvhVGAztCGb4RhpM2NaVorrpvYmt5GwM9o7k/G6tv9Rrd8l56RjWmm24C+OO8B//auGhknNvct/5jMg83hKkrP46IMGq0CnXnHaKyKjXZFevjlAuuu5YYnV86RaYVDpOMW
Sábado 23/01/2021, 19:26:46
10792 Posts - 822 Puntos
Escrito por Avepositiva

Jamas en el fútbol argentino se hicieron pases asi. Yo no se de donde sacan estas cosas, esto es no es el PES, ¿Por que Newell's nos daría un jugador que les sirve por uno que a nosotros no?¿Si vendiendolos pueden sacar esa plata, por que perderían esa posibilidad?¿Por un jugador que si no tiene ofertas lo pueden sacar a préstamo o pagando mucho menos de lo que vale el pase? Porque sos un ingenuo si pensas que por Palacios te va a pagar U$S 2.400.000, ingeniero
para tu conocimiento te digo que en 1966 le cambiamos al zaguero guzman por artime y el el 75 les dimos a raymondo y podiamos elegir entre fillol y perico perez,el rojo trajo a perez porque cobraba menos rodos jugadores de primera linea pasa que hoy estan de por medio los repres y la cosa se complica ademas no se iban los jugadores en bandurria a otros paises saludos
Sábado 23/01/2021, 20:10:58
20347 Posts - 5399 Puntos
Intentaría hacer el trueque por Aníbal Moreno o Cacciabue
Sábado 23/01/2021, 20:18:05
13918 Posts - 1849 Puntos
Escrito por rojodebronca

Escrito por Avepositiva

Jamas en el fútbol argentino se hicieron pases asi. Yo no se de donde sacan estas cosas, esto es no es el PES, ¿Por que Newell's nos daría un jugador que les sirve por uno que a nosotros no?¿Si vendiendolos pueden sacar esa plata, por que perderían esa posibilidad?¿Por un jugador que si no tiene ofertas lo pueden sacar a préstamo o pagando mucho menos de lo que vale el pase? Porque sos un ingenuo si pensas que por Palacios te va a pagar U$S 2.400.000, ingeniero
para tu conocimiento te digo que en 1966 le cambiamos al zaguero guzman por artime y el el 75 les dimos a raymondo y podiamos elegir entre fillol y perico perez,el rojo trajo a perez porque cobraba menos rodos jugadores de primera linea pasa que hoy estan de por medio los repres y la cosa se complica ademas no se iban los jugadores en bandurria a otros paises saludos
Y no sólo eso...Pastoriza llego al rojo en un trueque...Gareca...Ruggeri...Olarticochea...Gorosito...Tapia...Chilavert...Siviski...y muchos casos más.hubo en la historia...y a nivel mundial más.
"LA MEJOR FORMA DE CERRAR UN PARTIDO ES HACIENDO OTRO GOL"
Sábado 23/01/2021, 20:24:18
3680 Posts - 225 Puntos
Ellos quieren cash por Moreno y lo pueden conseguir.
Por Palacios te negocian otro año de préstamo, ni en pedo ponen 2,4 palos x el 50% cuando le pueden sacar el jugo un año más x 250 mil.
Sábado 23/01/2021, 20:26:28
11031 Posts - 3969 Puntos
Escrito por 7libertadoresyustedes

El único trueque que no quiero que se haga es .......Bustos por Soldano!!!! Ya me veo a los genios entregando a Bustos por el perro este !!! Si en boca no hizo goles.....
Adivina a que equipo soldano le hizo un gol
TIN ,TAN Y TON....LAS ANCLAS DE DOMINICO
Sábado 23/01/2021, 20:27:49
14661 Posts - 2218 Puntos
Perdon pero derrapaste completamente. Si aceptan eso, propongo entonces meterles al Tucu Hernandez por Cacciabue. Digo, si vamos a pedir, sigamos pidiendo!
Sábado 23/01/2021, 20:43:19
13918 Posts - 1849 Puntos
Escrito por FedeAtl_rojo_locura

Perdon pero derrapaste completamente. Si aceptan eso, propongo entonces meterles al Tucu Hernandez por Cacciabue. Digo, si vamos a pedir, sigamos pidiendo!
No derrape. Lo dí como un mero ejemplo...que obvio a mi me gustaría.
El sentido del.topic no es hablar de Moreno y Palacios...es hablar sobre la.posibilidad de hacer trueques en lugar de pagar jugadores...
Y la idea es que a alguno se le ocurra alguno que tal vez pueda darse.
"LA MEJOR FORMA DE CERRAR UN PARTIDO ES HACIENDO OTRO GOL"
Sábado 23/01/2021, 20:48:04
8433 Posts - 1529 Puntos
Jajajajajajajajajajaja claro que si y de paso Huguito habla con Donofrio y le cambia a Messinitti y Blanco por Borré y De la Cruz.
"Una vida de grandeza, y otra de mediocridad..."
Sábado 23/01/2021, 20:52:05
852 Posts - 186 Puntos
Escrito por CABALLERO-ROJO

Escrito por rojodebronca

Escrito por Avepositiva

Jamas en el fútbol argentino se hicieron pases asi. Yo no se de donde sacan estas cosas, esto es no es el PES, ¿Por que Newell's nos daría un jugador que les sirve por uno que a nosotros no?¿Si vendiendolos pueden sacar esa plata, por que perderían esa posibilidad?¿Por un jugador que si no tiene ofertas lo pueden sacar a préstamo o pagando mucho menos de lo que vale el pase? Porque sos un ingenuo si pensas que por Palacios te va a pagar U$S 2.400.000, ingeniero
para tu conocimiento te digo que en 1966 le cambiamos al zaguero guzman por artime y el el 75 les dimos a raymondo y podiamos elegir entre fillol y perico perez,el rojo trajo a perez porque cobraba menos rodos jugadores de primera linea pasa que hoy estan de por medio los repres y la cosa se complica ademas no se iban los jugadores en bandurria a otros paises saludos
Y no sólo eso...Pastoriza llego al rojo en un trueque...Gareca...Ruggeri...Olarticochea...Gorosito...Tapia...Chilavert...Siviski...y muchos casos más.hubo en la historia...y a nivel mundial más.
Si, por Mori y guita (transferencia de Don Julio) Trueque virtuoso. Mori que había sido bicampeon de America con el Rojo se fue enfrente y siguió en esa senda. Del Pato no hace falta comentar nada.