zadaci-sa-funkcijama-1deo.ipynb

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   "source": [
    "<div style=\"text-align:center; line-height:2; color:gray; background-color: #ccffff; height:40px\">\n",
    "Раде Стојаковић, гимназија Бачка Паланка.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
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   },
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "<b>Задаци са функцијама - 1. део</b> \n",
    "</div>"
   ]
  },
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    }
   },
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "editable": false
   },
   "source": [
    "<div class=\"alert alert-block alert-info\" >\n",
    "\n",
    "<strong> 1.\tНаписати програм који користи две функције: `podaci` (исписује име и презиме и школу и одељење) и `linije`\n",
    "да би исписао податке на следећи начин:</strong></div>\n",
    "\n",
    "![zadaci1deo1.JPG](attachment:zadaci1deo1.JPG)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# овде пишете код за 1. задатак\n",
    "\n"
   ]
  },
  {
   "attachments": {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "editable": false
   },
   "source": [
    "Изменити програм тако да користећи постојеће две функције исписује податке на следећи начин\n",
    "\n",
    "![zadaci1deo1dodatak.JPG](attachment:zadaci1deo1dodatak.JPG)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# овде пишете код за измењен 1. задатак\n",
    "\n"
   ]
  },
  {
   "attachments": {
    "zadaci1deo2.JPG": {
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o44yjeScSEZfOFBz9Pfil17wP4h1LxNpmp6fr1haw6QW+wwSWDSFQyhSHbzBu6egqKT4ZXM9rIk+rRmWRL8O625AzdADIG7+HH41nBZa4U/ayT92zS5tHeT7enfrbQHz308v+CegQTJc28c8RzHIgdT6gjIrhr34sabY32oxSaRqz22mXgtLy9SFDDCxIAYndkjnsM+3Su1sbf7Hp9vbFt5hiWPdjGcADP6V5NaeB9c8Q6n4vspdQk0zSL7Wi80UtllriMbTmNyRgHGM4I4rky+jhJyqPEP3Vbv3s9uttvPcqTkoq2/8AwGdjqPxDtrPxLcaHZ6Pqmp3kFvHct9jjRlMbZ5yWHT9c8Zqlr/xc0Tw5rR0/ULW6G0x+ZKHiGzeAR+7ZxIcZGcKe/pW1pvhX+zvHGoa8lyGju7OG1WDZzH5eed2ec59O1cjrvwiu9Uu9c+y6zawWusXQun87TxJNG+QSqybhheOmM+9b4aOVyqqNV2jyq711btfZPbW2lmJ89nY37v4laTZpqvmW120um3kNo0Kqu+ZpceWyDdyCDnnHQ0y/+J2l6fq1xbSWGoSWlncJa3moxxKYLaVuisd2eCQCQCBmob/4apfePtP8QfbwlvbrC1zZ+Vn7RLCGEb5zxjd0welV9T+GV1e32p29vrYt9D1e9W+vbI2waRpAQWCSZ+UMVBPBp04ZU3Hmk9k3vo9E1tvu101V3oD9p/Xz/wCAjSb4k6Uscz/ZbsiHWf7GOFXmXON4+b7n6+1VNY+K+maRc6iv9k6pd2um3C2txe28SGFZiQNmSwORnk4x78is+f4VXzavM9tr0cemSa0usC1a0y4kzkrv3dPTiuW8aaFq8V9rmg6B/acsGsalHeNa/wBlM0ZkLqzN9pztCcZwecgCurDYTLK1VRjK/V7qyur9N0r+XdkylNJv+uv/AADuNb+Lmh6DrzaZf29yNkiRvMHhwpfGDsL+YRyOQpqxd/E/SbTVZrc2WoSWNtdLZ3GqJEpt4Zm6Ix3bupAJAwCRXPan8Hry+Gqw2+tWsNrqV6t83maeJJ0fcrFBLuB2fL0AB98ZB0Lv4X3M9xe2UWtiLQNQv11C7svs2ZWkBDELJnhSyqcYJ461n7LJ+WPv621+Ly1233sttNRt1Nbf1v8A8AuXHxU0y21i4spNL1PyrbUE0+a9EaGFJXxtyd2cHPp/MU+bX/N+LlhpMy6xZstrMYoyU+yXYGMuQGLZHQZAqre/DOS6t9WiXU1T+0Nah1QHyCfLEe35Pvc529ffpTtU8F+KL7xxb+I7bxDp0L2cckNtE+nM22NzyGPmDJ468fSsorLvsSS92S15t+VW6Pq2vQHz6/11/wAil4e+I0p8R6xot79o1bUf7YlgtLS2SMNDbqqnex+UBASeScknHNaGr/FvQ9E8Sto99BcKUnWB5w8OFZsYPl7/ADMc9duO/Sqi/Ct7bVrrW9O1SO21qTVDfRXQtyQImUBoHG75lOD3HWqOo/B67u3v4YNbtY7O71Iaj8+nh5w+5WKGXdnbx0AB6c4yD0cuT1KqlKVlZX3Wul2rL7u7vfoJ+0Sdv63/AOAeqVxI1/z/AIvQ6VMusWbpZSmOFyn2S5UMP3mAxbI6DIFdtXA33gvxTc+O4vEkHiHTo3t4nt4Ym05mxEzZIJ8zluOvH0rxsD7G81Vkl7rSvffpsmaTvbTyO+rzTwt8RpZ9b1HRbz7Rq2pf2vcQwwWyRg21umMO5+UBQTjJyT716XXnVt8K30/V31rTNTjt9XOqSXouBAcPC+N0Djd8w469jWmAeE5KkcRu0uX117a272CfNZcpqy/ES3HibUdEs9E1a+n02WNLqS3iRkjV1DB8lgSMHoBng4FLafEjS7yPTXjtbtRqWpyabFuVflkTOWPzfd+Xtz7Vf0Pwy2j+KPEGrtdLKNYmikEYjx5WyMJjOec4z2rlrH4W39lrOny/29G+m6fq0mpQWptMPl85Vn3c9eDj1rohHLZJpu1ktddXy6rb+a3lYl8+rXn+tv0Ltz8WdMgvGVNJ1WazF+NPW/jiTyXmLbSAS2cA98duKW7+Leh2Piz+wrqC4R/tYtPP3xEBycD5A/mAZ77cd+lcHqnh/WIdYj8NaN/ac1gNeW8EEulMqRDzNzMbnO1k6kAc8jPcV0bfB67Ewii1q1FlHqg1FN2ng3DHfuKNLuyR+Ar0pYTKqSTqytdO3xX6We2/4PoyXKeqX9b/APAPVKih/wBbP/10H/oK1QjstWXxPNeSaqr6U0ASPT/s6gpJnl/M6nPp0q/D/rZ/+ug/9BWvlJRUbWd/621NznviJrd74c8B6hqmmSJFdQBNjyIGVcuASQfY1zeifEKaxXxI+uahDren6LDDONQ0+FV37wcx4DFSR7Guv8YeHP8AhLPCt3oxufsoudv70x79uGB+7kZ6etQ+IPCNtrHgq+8PWRh02O7i2GSKAYU8fNtBGenrXq4Wtg1h40qy1ctXbVR93W9r/wAysu+vQiSk5XRSb4jaZFppvJ9O1aIPJHHaxSWmJLwyZ2+UM89D1xjvTT8TNF/s2G4jttRluprxrFdOS3/0kTKMspTOBgc5zjBq74j8KHXNL06K2vjZX2lzx3FpdeUJAjoMcpkZBBIxkVx+s+BrvQrK11i2v76912PVHvZLy004TAmRNrD7PvHyYVRwxI61th6eXVklJtSb2u/l02fXr2RPvpf1/XY3v+FqaF/YsWpfZtS8qXU20tYvs373zwCcbM5xxj1z2qXVfiTpmi6ba3epadqdu9yzqLeWJEkTZjO7c4XuMYJz+dc54P8AA2p33h+zn1uWayuIfEcushbiAeZMpyAGUNhCc5xzjpiui8WeA38ReIrTWLXUYbWaC2e1aO5sVukZGOcqGICuPXn6VdSlllPEezb0Td3dvbZaLr3BObV/63/yKg+L+gSiBrGz1W9SdYyj29qGG6QEonLD5jtYY9R6c12Gkapba3o9rqdiWNvdRCWPeMMAexHrXCeH/hL/AGFZ2kH9tef9mntpt32Xbu8rzOPvnGfM/DHfNdn4b0b/AIR7w1Y6T5/2j7JEI/N2bd+O+MnH51y4+OXxjbCNtp9b6rXul5BD2mnN2/EzNY8d2Oj+IzoX9n6nfX/2Vbvy7K3En7ssVzncMYI7+3WqOr/FTw/omtrpuoLdxsWjVpvLUIhcDbkFt/8AEMkKcfga2E8NbPH83ib7VnzNOSx+z+X02yF927PvjGO3WuP1v4QSarfarJDrcMFvqV6l66yacssyOCpKiXcDs+XoAMeuODrho5ZKSVZtLlV3ru7X6PbW3R9wlz2fL/X9M1n8R/b/AB6bHS7vVpbS1mSK9FvZK9vHKAcIZScgcjdgHtyOavab8QtH1U6QLaO7H9rtOtvvjUYMP3t3zcdOOtM07wfqGjeJLy80jXBBpl/dfa7mwksxIxcj5tku4bQcDgqfbFZGhfC650bWNMuG8QfaLLSpLl7W1NmFYCbJIL7+SCeuPwpyWXzg7y2iraO7fLLf3d+a3lbqP37mlofxN0bXtTtbK2tdRgN4srW81xbhY5TEfnUEE5Ixn0o8P/E7QfEfiBdGs1uobqRHeLzkXEgXrjaxIOOcMAaz7T4WLb2mj28urs6aal7GxSDY0ouFYcHcdpXd75x2pnhj4WzeH9f0bUZdZt7hNJt5beOKHTVgMiuoUF2DkswxyT19Bzm6lPKeWbhN3s7b7+9bp1tHe27+U3qaHY+I9ftPC/h661nUlla1tVDSCFQzcsF4BI7kVgp8T9CEOotew39hJp8STNBdW2ySaNzhGRcnO48DocnnFSfFLT7vVfhnq9lpsEtxdTJGI44V3M2JUJwPoCayJfhfNq66hdeINde6v7q2ht7aaO1EQtVibemV3EO27knjPoKxwlHAvDqeJlZuTWl72XL0s+73+VypOV/dNRfiZoy2NxPdWuo2clrcw29zbXEASWDzThHYbsbDnqCal1D4iaNpum6zfzx3bW2jXaWdw6RA7pGKj5OeQC4z079apL8OXvNN8QLr+rjUNQ1yFYZLpLURJEEGE2x7j0PPXn2po+GoPw5Phh9VL3Et0t3cX7W/M0gmEpJTdxnaF61fJlfMryfxJPfbTma0vpqtr6p2F79v6/rsN8R+PreDQI59msaPdy3aW9qklkpeZiMj5GYAqRnqyn8aPEniWTR/hzBdvNrcMkqqsl+tlG01u24ZMiFgoyeOMj0re8W+HZPE2jrYxz2kQ3hmF5YrdRuPQoSvPuCK5i5+GOoN8O4PCNl4jSG1G7z5ZbDzC+X3gIPMGxQeMZPFVh54Bxpub5WpappvT15fw1B81/kbmu+O7Dw3PZWd1a6je3F1aPdItpAHJRANxPzDHBz6VXPxO0EWN3doLuSG10yPU3ZYh80LnAAyfve3H1pv/CD6hc6lY3+ra3Fc3Fpp9zYkxWXlK4lAAbHmHG3b+PtWBcfBy5bSRYWXiX7OkukR6Xdk2AfzVQ5Vl+cbeeo547iilTypxSqT16v3rbu/2e1reb+4vPt/Wn/BPToJluLaKePO2RA6564IzXKaz4haD4h6Jo/m6jZiZpD8tsjW958mdu8tuXb7DrXVWkH2Wzhg3bvKjVN2MZwMZrj/ABH4M17W/FdhrNp4ktbNdNZmtIH0wy7dy7W3N5o3fkK8/B+w9rL2sklaVm7vWztsn+X42KfNy+Z2tcmvxH0VteGmiK98trs2S35g/wBGM/8Azz35znt0xnvXVRh1iQSsHcKAzAYBPc47VwifDORNURf7bY6HHqZ1RdN+yjf52c483d93dzjbn3owccK+f6w7aab/AOT12tey7sJc1vdKngP4nrq+m6TB4giukvtRllhjvPs2y2lkVmxGGz97aB2x75q7p3jWIav4pu759Vjg0qCOWTT7m0RDAoUklCGJbdjPOKqaH8LL7S/7Ft7vxL9s0/RriS7t7YWIjJmbdgl95JUbjxj8fRJPhtr9xqGuXNz4rtX/ALcgEF0q6SVwoUqu0+dxjP417FX+y5VajhNKL8pfz7L3dPd+56J2uR75taJ8RdL13XE0qGx1K1uHLqDdW4Rd6KGKZ3HnaQ30P4Vs+JPEFn4V8O3Ws6ksrWtqFMghUM3zMFGASO7CsTT/AAJ9g8Sxat/aPmeXdy3PleRjO+BYdud3bZnOO+Pej4qadeat8MtWstNt5bi6lEQjjhXcxxMhOB7AE/hXnezwdTGUoU37knHm8rvXV+RUXKz5hYfiRpElrrEs9rqNpJpFt9rnt7m3CSPCQSHQZ5Bx3I98UqfEXTW0OfV5NO1WCzijjkjea2CfaFc4BQlsY+pHr0rPPw5vL6316XWde+132sacNOSZbMRrbxAHHyBvmbJyTkZ9q0vEfgga/wCENN0Vb4QSabLbzRTPbiRHaIYAeMkblPpmtnHLVOMb6Nq710Vle2l3rdd/IS5yrpvxU8P6pbxSwLdqJL9NPcPGv7qVxldxDEbT6gmp5PiRo624kgtr+6kkvpLG3t4IA0lzJH98oN2Co9SRWRB8KmXQ9fs7jWI2uNXuIbqOeCxES2ssWCpVA2CMjpkcdSetXF+G7Weh+H4NI1f7LqehNI8N69t5iytLnzd0e4fezn73FaThlPN7snv52+G99r25vd2vbUF7T+v69C5ZfEjQtQa2W2F0WuLWe52tEFMfknEiOCchweMfrUc3xM0dLTTJoLTUrttSs/tyQ21uHkigHWRxngD2yfSsf/hU01vHZyad4iaC+SO6S8uZLMSfaPtBzIQu4BDnp1xWdrnhPUPClvosmh3GpTXdro50qWay0wXCzRg5AKFx5bZJIb5h65rSGGyupNRpzve+juv5t3b0217pBefX+tv+Cb198XfD1ho+nalJBfvBqFubmMLHGGVASOdzjJ4PC5P5irV98UfD9kwaNL68gS3juri5tbctHaxSfcaQkgjI5wATgVyGj/CC/m8N6e1zqMOn3kmkixu4LixS6MfLEGNiwCMN3PWth/hNcR2M1np/iI2ttf2MFlqa/Yw5uFiXaGQlv3ZK5H8VXOhk0ZcvO9G++1/JPpe1r3drkp1Gk7f1oa2o/FDQ9M1e4sZrfUJBbSQJPdRQBoYxMAUYtnpyO2fapJvERf4pWejGXUbUfZZnED2yfZ7vG07xJu3fLnGMVQ1H4Xpex63HBqnkR6o1oUX7Pu8gQBQB94bs7fbHvU2p+CvEF743tvEVv4mtIDaRyQ28DaWX2xOQSC3mjJ464H0rmjHLkvdlZ8rWt3ryq32X9pteSV10G+e39d/8it4V+Ih1DV7vR71Zb3UhqdzDHFaRL+4gjYAPISQFHPXqewNX7b4oaBceLE8P7bqK6lna3jkkRdjuueOGLDocZUVS074XjSNdGtabqog1I6jNdSzC24mhlPzQON/OMDDZ4POKo6R8IJNK1LSJV1uGS20m+a7hQacqzShixKyS7ssRu4OB9DxjaccpnKUua2mis99fK1treruH7xXsemO2yNm2ltoJ2r1P0rkvBOvnXtR18tNqGbe8VPsd9bJE1p8gOwbWO4d8n1rq51le3kW3kWKVkIR2XcFbHBIyM89siuO8K+Ddc8PeItR1K88RW19Fqc3n3UCab5RZwm0bW81sDgcYNeTh/Y+wqqckpWVt++vR208191zSV7qxo/EDWrzw74A1fVtMZUurWDfEzruAOQOnfrVa3+IWlz6Dqerxw3c+n6VEXmvI418uZlGWWIlstg5GcAZHWtLxd4f/AOEq8Jahon2n7L9ti8vzvL37OQc7cjPT1rn/APhWot9F1/RdM1MWmk6xbeWlp9m3C1lK7WdDuHynrt457104b6jLDqNZ2nzefw+72W+9vn5CfNzKxbh+JGmSLYPJp2q28Wo3UNrayz2wRZTKGKsMt935Tnv04p0/xH0eGwkuVgvp3XUn0yO2hhDSzTIcMEGcY4JySOKk8Q+DpNa8PaPYWupfYrrSLmC6t7kweYpeIEDKbhkHJ4zXK6n4DvNA8PQ3NvqN5e6nb6zJqUdzaaeJWUy53Aw7xvHbgg85xgGt6NLLatruzbtbXztrbZ6X672RP7xf16/8A3T8VdDXRZtSa11FUhvGsnhkhVJBIoyc7mAAHuRW/wCGfEun+LdDj1XSGc27syESLhlZTgg9R19CRXmXhz4caxrNqur6ncmxv49VuryFdR09ZVmSVQhMkG4bTxkDPFdjofgfU/Dng5tG0fxF9nuWvmuje/YUPys+5k8snaMjjIx7AVWNw2XU4clKp79/NpLW+y1tptr0sEZTbv0Ouu/+POb/AK5t/Kpahuv+PKbPJ8tufwqavnzUiuf9UP8Aron/AKEKlqK5/wBUP+uif+hCpaAOB+JV74g0y40SXQtfk06K+1GCwkhW1hlH7xsF8upOQO3Sr3iHxt/wg9gn9saZrGqRQQr52pW8MIR26cguvzE9gO/FN8c+FNc8T3Omf2XqdjZ2+n3UV4qz2rSM0sbZHIcfL7Yz71S8Q+DPFGt69pepNrOluunxKVtLiyd4ftH8UoUSD8AScV9BQeDnSpRrSjZc19Gn5K6X6uxlLmu2i1rvxQ0vw9ZafcX+nakDfWouhFtiR4l9GDyKN3qFLY/EZwI/isR4vvJoINR1TQ20mC9ggs7VGeINku7EkHgdsn2FX9e+HGqa1rX9rHUtNN1c6cLK8+0af5qKR1khBb5Dknrms6w+FOv6NGw0fxHaQtLpUemy+bZlwVXOXHzDB546/jXTQjlMaPvSXM115rb+mltk1uhPnv5f8N/wTo734oaLbpbNY2uoaqJ7Nb5vsMKt5EB6M+5lx34GTweKk1H4k6TZTaPFa2moanJrVs1zZLYwq5kVQDjlhg4Pfjg5IrmtQ+C0HmafJpsmnXDWthHZSJq1mZ0fZ0cbWUqx+uK6W18Dm08Q+G9QjuYRFoljLamJINgkLhRuUA4UcHj3rmnTymKThJvSW910dr/O23QL1Py/S/6mf4q8XKo8PLJb+INLS9vIT50MMYAcsy+RLlwR0ycAjGME139cT468I+IPFV3YjT9V0+zs7K4ju40mtHkcypnqwcDbz0xn3rrdPS9TT4V1SWGa7C/vZIIyiMfZSSQPxNcOJ9g8PTdNq+t1rpfbp+pavzanBfE7xfrei6ho+laDb6jC99cKr3ltbQzbhhv3cYkbBfjPIAx3qfxL4jlsH8L2V+detXuri33XkMMKpLIQQYZgHG0nGSFBA7Vv+JPDUmvaroN2lysI0q9+1MpTPmDaRgenWsjxx4R8Q+KNQsG0/VtPtLTT7mO7hjmtHkcyqCOWDgFeemAfeu3DVsI40YSSjZS5nZ3vrbo79PImSlrbsWvEPxF03w7qtxp76fqd/LaW32q7axgV1toznBclh1x2zVRPivob6Xqd+LTUPK020gu5gY03MkwBUL8/UZ5zj8a5HxxY6zpGpajcQXdw9/rWlLb3iWmjyzxTuoKjy2DHyzjAO/jBzz2ki+Eut3fh+SKLV4dPGqaXa299bzWxkZHiUAbWDDHTnrXXDBZbGhCdaVr211125tLeqVvK+onKfNZf1sdxrPj+x0fWbPShpup397e2puoIrOFXLKCMjlhg859OOtVpvidpNtbaxNPY6lGdHhgluY3iQP8AvgCoALdRnnOPbNXh4Uk/4TrTvEH2pNlnpr2Rh2csWZTuznjp09653xX8M9T13V9duNO1qC0tdcigW6ilti7BogAu1gwwCBzwa4aEMtlKMKjtom3rvzK62/lv8x+/v/W3+Z6LFIJoUkXIDqGGfeuX8V67e2fiHw5omlSiGfVLtmml2htsEQ3OACMZOQM9smumgj8m2jiJzsQLn1wK5XxdpF5L4o8Ma7p9u1w2nXTxXEafe8mUBSw/3SAfpmuDBqm6/v7Wla+17Pl/GxUr8nmV9Z+KOl6Nq+rWEmlavdNo4ja9mtrdHjiR13ByS4OAOvGfYgZqxqfxG02w1e00210/UtUubyzF7brYQq/mRk4/iYYPfnA988VyV14V8Qa7488d2thejTLDUktYJpJ7MuJozDhvLbIG4cjuOfWuxsPBQ07xhYavBdA29lpI01IWX5jhgQ276CvUq0cuoxjfWXKna73cYvXTTVvbp2JvNvT+tSh4g+LGi+GpIV1Cx1H95bpcPhYlMStzgq8isSO4UN6datXPxM0O1h1aWSO7K6ZaQ3bYjX/SI5fuGPLcnOBzjk1ieKPhZea3reu3llqVjFFrcCRy/a7HzpYCilR5T5G0HPPBPpipdX+Ff9qX/h2b+0Vjj062htr+MRn/AExImVlHXj5lPr1qo08ocIc0ne2u/k7besV8mJuom7GlqvxP0nSbqWKTT9UnS1hjmvpreBWSxWT7vmncDnHJ2hsYp938S9FtLbWLgw3ksWkTW8MzRoh8wz42FPm5HzDOcfjVDxB8OtQ1HUtZbSNZisbHxBHHHqUMlt5j4UbcxtkBSVyOQaztW+E1/cS6nb6TrcNtpmovaSSQS2xdw0G0KAwYcEL6daVKllMlHnnba+/eN76b/ElbTYG6i2/rsbevfFDSdAvb+B9O1W+TTYVlvZ7OBXjt9wyqsSwOTx0BAzyRziHXvi5oXh6aFL61v2SS3juGkQRAIjjI+VpAzYHXaG9Otcb8Q9L1HTtQ8R2WhSXz/wDCQQR+bappTzebIF2gpMDtQHod3I5x2NaV78H9Qv7W/WLUbGFdVs4En+1WImmt3SMLiN9w2qcc8Z9K6qeDyuFOnUrysn666Rv00s3K1rp2S3ByneyOn1T4paJpd5NH9l1G8trVI3vL21gDQ2ok+7vJYHoQeAcCo9Z+K2jaJqV/az2GqTx6f5Jurq3hRoY1lAKsTvBxyO2fas2++FuoSR39lpuuRW2m6xDDHqUbW2+QmNQpMbZwu4DuDU2s/C+TUrbxPBbajHBHrUNtDEGiLeQIgBzzznFc0KeUJx5pO2l9+8bt6bq8ttLJfMvUaL2u+Ili+IugaS/9s2gkkfy5Ikj+y3nyZKsd+75f93rWdH8RX03x7r+j6k1xfsl1BBpun2kSGY7o9znnb8o6kseKteJPB3ifWPFOm6rY6zplvHpLs9pFLZO5yyhTvIkGfwxVO++Fc95repa8upwwa3PPb3FpdxQkeQ8abWUjPzI3PFVR/s/2cVWkvgt10lz37dt7a2ul0B8/T+tD0hGLIrMpQkZKnGR7cVxeteIRH8TND0iT+2bPcZPLaNI/sl78gJDHfu+X/d612cXmCFPOKmTaN5QYGe+PauF8SeEPFGs+MLDWrLWdLt49Ld2s4pbJ3OHUBt5Eg3dOMYry8B7H2svatJcstXfe2nR9fw8y5X5dB8Oo65Z/GNdGudYe70y60+W7S2a3jTySHAADKu4gAnqak1fxCE+J+iaPJ/bNmW83yyiR/ZL35ATk793y/wC71qXWvCms3XijTfEOjanZ22oW1o1pOtxbNJHIrEElQGBByPU1S8Q+D/FWr+MdP1u01nSoF0syfZIpLGRjh1AbeRIM9OMYrupyws5xlKUV7jT0a97VLZW1017a7ky5rO3l+h3teb2HxGe08ba/o2om41GddSS306wtIkMix+UGZjkr8oJyWY16NEJBCgmKtJtG8qMAnvgV53efCySTxHqniGx1GO21efUI7yzuRET5SqoVonGfmVhnI461yZf9U/eRxPVaet180u9tbXKnzWXL/WjNjUfiHZ2HiS50KLR9Xvr61hjnlSzgRwEbvkuOnf8ATNJ/wsrSPIll+y32ItXGkMDGgPnE43fe+779farumeGZrLxzqviGa5jf+0LWCDyVQjYY85Oc9DmuWu/hdqc2tXEkGuQJps+trrBt3tSZPMBBZd+7GPTiumlDLZPlm7WUXfXV2XMtunT8yZc9m1/Wn+Zpaz8V9H0a61CN9N1a6g02Zbe5vLa3VoUlYgbNxcHIzzxj36VevfEF5p3xH0fT5Zd+m61aSCGMoAYp4xvPIGSGU9CTyteaeNtH1S3vde0DQXvpotZ1KO8a0OluwMjOrMRcZ2BOM885GK9FvdFvdT+JOg3UkDx2Oh2kshmP3ZJpF2BR64UEn6iumrhcHSpwmtpRlvv8K5Xrs+Z9NPPcTlK7X9b/AORuy64sXiiDRDYXzNNbm4F4sObdMEjYz54bjpitSsuW01dvFEF3FqaJpC25SWxMALPLk4ff1AxgYrUr5+ooJR5e2u+/zX5XXma9Ty3w78T5B4o1zRNT+1atqA1yW1sLKyhj8yK3VEO9slQEBJ+ZjnnHNbt98TrC08UahoNvomt6head5bXJs7ZHREdc78lxwO46+gNYg+EM1rr994i0vVIrbXZdXN/BdeSSBCyhWt5Bn5lOCfqa6rRPCkmk+N/EGvyXSSrrAgCxKhBi8tNp5zzmsY7K/wDWiHLrb+tSjF8UdFmhglW1vws+ttoi5jTInXOWPz/c469faqOp/GXQ9Mu7tDpWs3NpaXq2EmoW9shtzOSBsDFwcjPJIA46k4zmR/CTVYdahaPX7c6TBr7a3HbNaHzd7Z3KX3Yx6cdzXF+K9B1iDUL7wn4ffULi0vdejv8A7I+kSDaxdWdjdZ8vy+N397OBxyKI6tJ/1t/wQl1t/W//AAD6JooooAKKKKACiiigAooooAKih/1s/wD10H/oK1LUUP8ArZ/+ug/9BWgCDVrVr3SriCO7uLNmTie2YLImOeCQR+lcH4D1LWofhomvSXF1r15cO5kjvrxIUiRJHXKsV4GACc5/Cu+1OyfUNNmtYryeyaVcCe3270+m4EfmK45PhXaJ4Ml8MHxDrTafJIsgBkiDIAxYpxHgqxbJBB6CvWwlWgsO6dVpXlF7N6K99Vr20utiJJ3TRXh+Kj/8ITJ4hvdDNojXQt7SN7tcXWTjerbc7eDjAOcenNYR+Kd/r+r+HH0GwuVkN9c2t1p6zKFnZYgy/OQPl5zkgEc8Hv2E/wAPIrzSbezvNf1aaSzuUubO6zCslsyjACBYwuMdipqivwk06O6S8j1zWUvY7uS8W6E0fmea6BCfuYxxnGMdunFejRq5TDmbjr71vias00t/vvo77dCGqmn9f10Ktx8YrGDTbVn08QajNcz2stpeXsdukDw8SZlb5epGPXNWj8U4bnSdAvNI0ie+k1ueS3jgWZVMciA5BbkEZHUHpz7VN/wqrR0020ht73UIby1nlnGoB0aaR5f9YX3IVbPH8PatSPwTZJJokkl5eTS6NNJNE7suZWdSG34UDHJwFwB9KwnPKUlyRe76vtK3yvy9b73H+8MLxf4g1CKx0B9U0e9sY7jUIklNrqSo0UvmFVRsKfMQgZ4xkYr0GuX8WeB08XTWzXOt6nZRW0iSxwWhiCCRTlX+ZGOfxx7V0FhbPZ2ENvLdTXjxrhp59u+T3O0AZ+gFefiJ0JUKfJZSV7pX67blJPmPOvHmreJ38faJoekQ3UFpcLLJvtL6OF7naoJyWRtoX071r32rTL8XNG027tLyBXtrhrWWK+HkzgIpYyQ7c5B4Bz6mugvfD1rfeJtM1uWWZbjTUlSJFI2MJAAd3Ge3GCKxdW+H/wDaviiLXm8S6zbXVuHW2WEwbIFcAMqgxk4OB1Jrsp4nCyhCEko2hJN2d+Z3s9N+nyv5WmUZateRnXPxSeK8Zrfw/PPpY1RdLW/+0KoMu4Kx2YyFBzz3x2q3ovxHi1mTQFXTXi/tp7lFzMD5XknBzxznHtiuY1X4e6zceKkg0u1u7bSTq6ajIz6hG1qCDuZliC+ZuPoTtBJ9jXUaN8MNM0TWrLULbUtSkWwkmktbWWVDFF5v3gPlzjJ7nNdNenlcKKt8TTas2+jtfVpPms36C9+7t/Wv+RBbfEa9vI9XurbwzO9hpFxcwXFz9qQZaEHlVxkg4GfTPetLQvHEeuazYWC2LQm90lNTDmTOwM2NmMc/WrumeErDTNJ1XTUeaa31W4uJ5xIwyDNneoIAwOeO9Z3hj4eWXhfVYr+DU9RvZYbIWMYu5EZUiDZAG1R06Vxznl8oT5Y2a+HfXTrr3K9/+vX/ACOtZgilm4AGTXnGmeO7vT/hvL4u1GKXUTfaiRBao4Xy42l8tEXI7AZ9yTXpBGRg8ivMdV8A6uvw2uPDNkEnRNVWa0McuxltvOD8k4AZcsOPQVnl/wBWl7le2so3v/Lrza/cOd7XXmaU3xMax0vxBLqmhTWl9oaRyyWhuFfzY3+6Q4GPXIxUmo/EK60fw6+q6voD2W+SJbSKW8TM4fJ5wCVIA5UBjyPciY/DTTZdL1m1vdR1K8m1kItzeTyIZQqfdVcKFAH0rT8Q+ErTxFY2MMt1dWc2nzLPa3VsyiSN1GM/MCp49RW/PlvPFcul9fi2tHbXZyvvd2F75zmjfFq01a20+Z9Mlt47jUzps7tKCsEm3cjZwNwbp2walh+Jr31np/8AZOgzXd7qUk5tbb7QqBoYiQZS5HAPGBg9etTn4XaU/hzU9Im1DUZhqV2LyS6klUzJKMfMrbcDp6dzVu8+H2nT6fpFvY3t9pk+kQ+Ra3dm6iUIV2sp3KQc4yeOtaSnlPN7sXu+9rWdr633aXey7sS9p/Xr/kZdt8V7O8jd7fTZsJo0upuryBWUxuUaIjB5yp5/SnXnxMkQQjS9An1CQaWuqXapcKn2eJhkAEj5m68cdKW5+EmiS2ttDaX2pWIhsZLCRreZd1xE7Fm3llOSWJORjr6Vk+MPAd/Gtuvha11CWT+y/wCzpJrfUIoPMQcKJg68jvlMHr04rWnHKalRKHW/xNpfN3X4Pewe+t/62/4I7V/jXaaXZ2VwNJM/n2Md7NGt0N8KvkhcBTk4HfbmtG9+KkMElxPZaNc3elWIgN9eiVVMHmgEYQ8tgMCeRVe1+ENq2ii3utW1C0mutOhstRjsZVEdx5abQfmQnj2Iz3FaFz8LNIuJcC/1KG0lSBLuzilURXnlABTINuc4AztIzinJ5Mmkk/x7r8bXt02b8pXtGivdfFH7Nrlzaf2HNJY2upQ6fLfLcLgNKoKMExk/e5qzb6tNL8YX068tLy2dNOZ4Ct8Ht5oxJjeYgvD5756VZuvh1pV018zXF2n23UoNScKygLJEFCqvy/d+UZ7+9RyfD7zPFw8Rf8JNrK3aqY1QGDYIt27y8eXnbn3z71zqpl/K1D3Xytfa3stevW9+luhTU/69f8rGD8OPH93rd0+hlX1K+gurl7y4llCC2iEzLGAMEucdh04ya9OYkISo3EDgZxmuQ034baTpF1YXen3V5DdWVzNOJlZN0yysWeJ/l5TJ47jHWutmjMsEkayNEzqVEiY3JkdRnjIrkzGphatfnwytF7+t/wAu1ttt9XUU1e5wvhO7m8QXvi20uf7T0m9S6jjmAv1m8hjGCPJOzCDGDjB5NTfDrVNVvPh3JdTyS6rfQ3N1HH58oVpdkrKqlsYHAAzirXh7wEPDuvXWqReIdWvJLx/MuorkwlJ227QTtjB4HoR0p+m+Bl0aK/h0rXtVtba8eSRIFaIrbO77maPMZOc56kjk11YithZqcINWfI1o+itJX+Lz9PMlKXXuyL4aakNU8NXU+y8jcajcJJHeXQuGRw/zKrAD5QeAMcCo/ijrs/hzwtaahb3b2irqdqs8if8APIyDePpjNXPCPghPB7XC2utalewTu8rQXZiKCR23M42opyT7456VoeJPDlp4n0+Czv3lSKG6iuh5ZHzNG24A5B4PesZVcMsx9rvTvf5dtRpS5Guupzk/xJMHgOTxYdGkaxaeOO0jFwDLOjyBA5GMKec7ck+uKtp42voNe0nStX8PyWE2qNceWTdLIFWKMPn5R1OcY7Y70S/DjS5NIv8ASku7yKwvL1L1bdGTbburhyI8rwpYZIOe+MVoeJfCFr4mutOupb28sbrTnkaCezdVbDrtdTuBGCPxq+fLublUdG5a+9ouVcvXpK99/uD376/1q/0MC2+Jz6jp2iPpOgzXl/q8csy2guVTyo4zhmLkYJzjAxVbUvHV1ffDuw8Y2EU1glvfp9otGcN5kXmeW6tx15yPQio9Z+H0mj6PocPhaHU7m40tZYkuLe+hgnCPyQxddrKTnPQjjHenaZ8P9UHw10bwzfvCii9W41H96WIjEhk8tTj5iTtBPHeu7ly2KjVha3P1evLeV9Lvpy20vcj39n2/T/M7fVNRvbKawWw0uS/S5nEc8iShPs6Y++Qeo9hWlWbqukHU57GRdRvrIWc4mKWk2xZ8fwSDHzL7VpV85Pk5I8u+t9+/3fcba3PN9T+Lcum6jrKnwzczabol9Ha318lyg2B9uGVCMtjdyP1rQm+IN9L4x1DQNF8Mz6kdPSGWa4W6SNfLkXOQGHLDsvfnkVh2/wAK59Y8TeJ5/EF5qFrpmoaolylpbXCeVexqq48wYJHzDsVJrutN8L2eleJtV1u2kmM+ppEksbEbEEakLtAGeh7k1ktlf+tP8xy3djipvjZp8PjpNAOmtJbvf/YBeQ3IciTpkoBjGf8AayB2zxV/TvivbX1xpls2lyQ3V1c3kF3CZgTZLbZ3u3HIPy46fepB8INKW+ikj1jWEs4dS/tOHTxNH5Mc27ceNm4gkngk47YrV0/4daLp/jbVfE0ZnkudTjMclvIymGPcFDlBjILbRnJNJXt/Xl/wRu19P63/AOAc9H8ZFFl9uvfDtzaWV3YXN7pc73CN9rWBS5VgBmMlRkdavn4rWMPmSXlhLFBF4fi1x3WQMdrkgRAYGT7570Wfwg0O2zHc3+p31nHaz2lpZ3M6mOzjmBDiPCg5wcAsTgVDbfCLTNOsdQBvtR1l7jSP7LWG/nQL5S5KKGVAVwcDPPryaHt/Xn/wA6/15f8ABII/i7LbTXEXiDw3JpLQ6T/aimS+jZXQsFVc4ABJPfoeMGqem/HfT7yy1NrjRp4ryyEPlW8UwkFy0rbEUMVXB3dcjpzz0rJ0T4T6pruqX48YpqcGmSaUmnx/bNQinucrIHUqYlCqFKjqMk9c11rfCDSrmXUZ9V1jWNSu9Qgihe5uJkDxGJt0bptQBWB9se3JzX9fmL+vy/4JXuvi2+n2F4uoeHLiHV7K/trKbThdI2fPP7t1kxgj2OOfzpL/AMe3er/D3xJdJoN1BdaVPPZahbQ6gkckIVNzSRy7SCQCMcda0F+FOlPaSLe6nqd7dz6hb3899cSIZpXhIMaHCBQoxjAAqS++Glpdadrdlb61qljFrl7Jd3v2dosvvQI0Y3RnC4H196l7P+u3/BGt/wCvP/gHK+JPHy+E9L+HmqzXt7BpFxFI92jv5ss6i2yiscDc24jnjn0r03w/qN5q+h21/qFguny3CCQW6zibap5GWAAzjsM/WuYtPhXpscOjQ6lqmo6tDozSG2ivfKK7Hi8oxsFjGVA5HfPeui8L+HYfCugxaRaXd1dW0DN5P2pgzRoTkICAMqOgzk471btdkq9kaV3/AMec3/XNv5VLUV3/AMec3/XNv5VLUjIrn/VD/ron/oQqWorn/VD/AK6J/wChCpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKih/1s/8A10H/AKCtS1FD/rZ/+ug/9BWgCWimySxwruldUXIGWOBmhZY3kdEdWdMblByVz6+lOz3AdRRRSAKKgvL21060e61C5htbeMZeaZwiL9SeBUysroGQhlYZBByCKdna/QBaKRmCqWYgADJJ7UiOsiB42V1YZDKcg0gHUVUn1XT7W48i5vraGb5f3ckqq3zHC8E9zwPWny39nDfQ2Ut1Cl1cKzQwNIA8gX7xVepAzzjpV8kuwFiiiioAKKKKACiiigAooqOaaK2gea4kSKKNSzyOwCqB1JJ6Cha6ICSio7a5gvLaO4tJo54JVDRyxsGVwehBHBFSU2mnZgFFFFIAooooAKKZJNFGyLJIiNIcIGYAsfQetPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAiu/+POb/AK5t/Kpaiu/+POb/AK5t/KpaAIrn/VD/AK6J/wChCpaiuf8AVD/ron/oQqWgDgtU8Vara+K/FdjDMgg03Qxe2ymMErLh+Se44HBqK1+KVnp+g6T/AG1b6heajcaRHqU32K1DjZj5m4Ixjk+mKm8U+B9Y1HxBf6l4e1KzthqunHTr1LuFnwnOHTaR82CevFNb4cSw3qNaXsf2eLw8dHQSKdxbs5x2r6OLy6VKPtLbLbR3UbO7t1evmZPm5tP62/4JoX/xJ0SzjtGt4b/UTdWYvttjbGQxQEZEj8jaP146UX3xL0K1udOt7NL3VJtRthdwJYW5kPkn+Mgke/AyeDxXJ3nwcnePSZoX0u8ubTTIbC4i1CKUxMYxgOhjZSD2wav+JPhhdaroOm6ZYroYFpafZxNPayLJA3PzQsj5A5+62QMD3pqhlF4Lnb3v+P8AwO1xJ1P6+X/BNXxv4mXT5tFtxNqtgt3dwlbu2tA8b7iR5LlmG0nvxkCu2rzzxP4J8UavpeiaZY6rprW+lG3l8+8ikaaaaIY3MQ2MHr6+9d1pwvhp0I1drdrzb+9NqrLGT/shiTj6mvNxUaCw9P2ck3rfv5PYqLlza9kcx4u+IFj4fmu9NhjvLjUYrJ7ljbWxlS2XB2vJ6DI96zfD3xQsn8IPea19okvNP0yG+vmihUBhIONoyOfbip/EfgjWrvxNqOqeHtUtLVdWsBZXiXUDSFQMgMmCOcHvxXNzfCDXY9KuLDTtasUjv9JhsLszQOxDR9ChBGAeM5z3r1MPSyuVCMak7N8rb1v/AHltp1tvfQUnPm02/wCG/wCCbXjrxh/ZPkXm/wAQWVj5SNNcWlkksUiPghQzMNr9sjPWrfijxWsF14bgD6zpi31zA6zpaKySbgf3EhLDax6nGcYqrrfgrxRfeItOvbW/0iey023RLayv4pWRZQuDKQpGW9M9Km8Y+FvFviWXSfIvdFhj06eG8+eGUlp1BBHDfc54HX3qaf1L90nJbO77X26av/hltcl87T9DQ8R/EjSPDOrXGnXtrqNxPbWq3kptbbzFSIsV3E54wRzmnXXxI0K1i1aU/aZI9Kt4LmZ44xh0lUMhXJGeCOuKzNR8Cavq+oavf397ZLc6noa6awhRwiSBmJYA5O35umc1jar8J9cuLe/ttN1ixig1PTrW0uhNAzMGgUKChB4Bx3BqaNDK5KKqTs9L6u28b9O3NYpud9D1WKVZoUlTO11DDPoRXIa18TtG0PWNS024s9Unm0tY5Lt7a18xIkddwctngAEZ7+gNddbRGC1iiJyY0VSR3wMV5Pf+HvEOtfEbx1aaPdW9lbahb2lvPJdWzOGQwYYxsCBuHI5yOa4suoYerUn7d+7FX3t9qK7Po30KbaijrNV+J2gaXceWFvb1Et0uriaztjIltC/3XkPGARz3OO1VL3XNXtviZoFvbavHc6JrcU0iW4tlHlhI1IIk6nJOe1Z958MNTtfttv4b1a2gs9W0+GwvxdwM7hY08vfGQQAxTIweK1dZ8E34k8NXXhi8tYbrQI3hjW/jZ45Y2QKc7SDn5RXZGOXU2lTlfmUk76/Z0e2jUtmuhHvta/1t/wAEval8QNH0t9cW5S6J0MwC62Rg587G3bzz156VS1T4qaHpWo6jZzWmqStpgja7kgtd8cKOoYOzA8AA89/Y1ieIvhpr+sX2uSWurafDDrqWrXaPA5KyQgD5DnhTjvk1mv4X8Q6z4y8eabpl3b2VnfpaW1xJc2zNvQwYZomBAyORzkc9q1oYTLZR5pTvZJvVq38NPp3c7W8gcpXO31T4iaTpmrW+mx22oahdXVoLyBLG383zYycZHI+vOOKi1D4m6Jp0xR7fUpkigjuLuWG0LLZI4ypl7rxzgZIxT9P8FtpvjOx1aG4RrWz0hdNWNgd5IbO7PTpXPeKPhO+r+LL7WLMaVcLqKoJotShlYxFRtynluucjs3oK56NPK5VFGpJpct793fby019fuHedjQ8VeKreTV7Ww0XUdWe4aATXEek2YuAsDkEOScbCR0IycZ46Va1j4n6HoGoXdjeW+pyGwSJ7maK2LpEkn3WZs8DkZzzz3qE+CtZ0bxG2q+EtQsIftVpDa3UN7bsygRDCtHtYEHHYnFQa/wDDq91l/FjJfwIdetLe3jLIf3bR9SfY+1XCOXScI1Je6kvJ3bje/u9Fe2+we+XNf8SpH458PaYtxqlktxMSrR2qtb3uUJ2FywIx14FUT8RP7L8d6/pWqvJcpDLbRadZWsIaaVnUlsDjIGMkk4Ap3iPwj4s1TXtFvdPvtGih0V/MtVnhlLOxTad+GwR1xjFVNQ+Ft9qGv6j4iOoW1trkhtpbK5hRgIJI1w4IPJRuRjritKMcv5IqrJfDbzUudPt233aV0uiE+fouxteIvidovha/+y6tbagrJGkk0kcAZYQ3Zju5x327hW3P4jtINY0zTlgupm1NGkhnii3RKAM/O38OR0rz7xH8JtW1y+1qcXWjMdZjjLzXdo0s1q6rgrC5PyoT3xnmu8j07W7a80WO0v7dNOtIPLvYWiy8xCgKVbtgjNctejgI0oOlK8rO+rtflTXTvdedum5V5XfY3K8d1/4n3ifEHU9Mj8Q2mg2OkzwwKs+nPOLuRsFhJIOIl52g8f4exV5j4o+F2p6zqGtwaZqlna6P4ilhl1FJbdmnQpgHymB28gfxDivEXxI06Hp1FNjjWKJI0+6ihR9BTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKih/1s/wD10H/oK1LUUP8ArZ/+ug/9BWgDi/i6dvgVXbhI9RtGdj0UCZck1ymra/f6HrXjzU9BmhFwb7TIEldBInz4VgR34avVdbl0qPSpE19rcWM5ELrc42OWOApz1yTis6x0Xwp9nutB06w07ybWVJbiyijXEbn5kZlHfgEH2r3cHjKdHDqNSDkr69rc0G//AEm3z+/KcW3o/wCtf8zgNR+IPibSLXU9NllS8vrfW49OjvYbRchHjD5EZYKW7AE4qy3izx5N4RdrazC6hBqQgeSSGNZ5LfZu3rDv27+R8u7pz716HP4c0a6hvIrnS7SaO+cSXSvECJmAwGb1OABmoP8AhDfDZ0YaSdCsP7PEnmC1+zr5e/8AvYx196tZhguVfuVe6b0XZX6rz02Dllffv+pwfiPxNd6t8GG1yz1C3mMBZLmG901CLkq4Uq0bMwUg8nGRnpXp1hIJtNt3Xb80Sn5Og4rnvEGgeC9O8OJL4g0jT10rTV+QPa71hBIHCgE8nHQVt6PpmmaTpkdvolnBZ2Z/eJFBHsXnnOPeuTFVaNSgvZxa96TWitZ20ut2vTr2sNJp69jg/HPiHV5PEOpaFYahZ6baWuiyXsrXMO83ROV2ZJG0ADqOea5LQvHuraP4Evre2uYI/wCzNN01rNXjUnMuN/Xr/SvYdb0DQdV2Xmv6bZXX2RWZZbmJW8pep5PQcVSi8KeD9ZtLS8i0bS7yAQKltMIFYeUOVCnHT0ruw+PwkMPGnUpXStfRbp3363V1rsm7aClGTldP+tDj/Es+sah4/sbPw/qlhNfQhZZPP02JxpsRHzHzid25uyjk/StTU727s/jRodtcXNncWt3a3LRB7RBLa7UXIWX72GJyRx6Vd1rR/AJ8RImt6Rp8mq3ZUx+bZF5Jj0G07TuxjnHQcnAp+q+HfAk/iq3tdW0bTZdY1IPNH5lpuaUIBuYtjHGR1NJYik4wTg7ckl8Cvqt73Wi3v5a7ticXrr2/r5nLL428TJ4k8x722fTh4l/sj7L9mAYxt0bfnqPp9al8LeP9X1a68JQ3N1A7anLfLdqsagkREhPp0r0H/hHdH3bv7Mtc/aheZ8of6/8A56f73vUNr4S8P2OqHUbPRrGC9LtJ9ojgVX3N945HrWcsdgpU2vZWdtNF2a/Np330Q+WV9/6uaszMkDtHt3BSV3HAzjvXmng7xR4m1TVbnRPEd79h1e4tXmt1FijQoA2N8Tq58xeejAdua9OIBBBGQeoNZOl+FtB0S8lutH0iysp5hiSSCFUZuc8kVwYavRp0qkZxu3azsnZr16d9NfIuSbtY8++G8us2XgTWdQm1tbpbeS+8u2a3UFJFkb5y2ScHH3cYGalj8VeJ9N+GK+K9X1S2ma9s4vs9vFZAeVM7KFOdwByCc5wAcduK7ix8PeG/tV5qGm6dp5mvA8VzPBGpMuT8ysR15HIq6+jabJo39kyWNu2neWIvsrRgx7B0Xb0xXdVzChOs5yp3vJN+7FO3Vf8AB3fUlRa69zyD/hYnjOzsdasb+S1XUrG6skjlaONtomcKysI2Knjng55reGt+IL3wt4xtL3VLRrvRLmSIXDWSlLiMRB9jRk45zjv+Ndnb+C/DVrA0NtoVhFE5QsiW6gEocoTx2PIpms+HfDD6fe3GtaTZS2xc3l0ZYA4ZlXBcjGSQox61rLH4OckoUrap6RW/u7LztLS9tRKMk9/61/4ByMnizULPwF4Nj0t7KxuNaeG2e5MIENoChYkIMAHjAHSjxZ4q8R6DNomi2d59tu7zzmlv7OxR2bZ0URNIFB5557cCup0jw54RvPDIj0jR7BtI1FVn8pbYKkoxwxUjr9Rmrc3hDw7caPDpU+iWMmnwHdFbNApRD6gY4rP63hIVfep7OV00ut7X/wAP8uztfcSjLlWvT+vvIfBeq6lrPhS2u9ctltr/AC8c0a4HKsVzgE4JxyM8GuP+IvjPxBpuuzad4WlSNrDTze3ZkjiwFyQPmkYZHHRRmvR7KxtdNsYrPT7eK2toV2xxRKFVB6ACsjUdJ8La/rn2fVbLTr/UrSEPsnjV5I42OAeeQCRXNhsRQhi5VpU7w1drXS+Xb56F2fLa5n6breo6zp3hPURqdhpwv4vNurOQDddZQHbFk5GDz34rrqzxoGkj7BjTrb/iW5+x/ux/o+Rj5PTjjitCuPEVKc2vZqy17d2166d/yHFNLU8F8Ya8918adBudTg1OFNO1kWlpD9im8to9h3Shtu1yzEdCcKufWveq5DUPGXgG51y3stS1rSJNTsrrbDFLMpkhn+7gDqG5xXX1zL4bf10KfxXCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIrv8A485v+ubfyqWorv8A485v+ubfyqWgCK5/1Q/66J/6EKlqK5/1Q/66J/6EKloA828aeJ9csvG8ul6ZrlnpNtBpDX5a5t1kEjqxG3JIxn2z9Kt2PxUsE8NaRd6taXb6heWAvZ7axtml8iPvI391O49qv6l4EtdZ+Iia9q9tY39lHp/2Zba6gEhWTfu3gMCOnGetVfEXgzWJfEM+reFL2xtZLzT/AOz7mK8iZlVB91k29xnoeK+ijPL6kKdKas0rt7a9m0m/O77WW5k1LmbX9bf8E1P+E+0Hz2Rbh2Qab/aiTBPkkg9VPc+1V7z4kaNZRaM0lvqEkmtW7XFlBDal5JFABxtByDhhxXP+IPhLLfeHvD+maRqKQNplu1lczSqc3Fu+3eOO5K8Dpya6W98JvN428O6xbSQx2uj208BhIO471ULt7cbaxdPLFZqTfxeWyfL0+07egXnb7v0/4Jh+JfGsEl5pdvpt/rFneXcBmks7fTPOlWLdhiynBRgVYZ5xg8Hir3jLxKumz6HZpeanYC6uoSLyKy82OUEkeS7EjaW6nuPSofiH4EvfF0sTWMekB1hMa3N1HIs9uTn5o3jYZ6/dbjI96r+KfBnivWNO0TT7HUdMkh0prec3F6svnTzRDBLYyMHr6+9b0fqMlRfMl8V07adtba+jFLn19DZ8R/ETR/DGqyadfQX81xFaC8cWtsZQsW4qWJHQDBzmm658SdD0GK0lnjvrqO6tVu0e1ti6rE3RiTjGcHjrxWdf+CNa1fVr/U9QurBLi90I6a6wB9iyF2O4Z524Ye9YeofCLUrhoNk+jXedHh05zqVq032V402+ZB2GevOKVDD5W+VVZ6rfXd/dpYbc+n9bf8E9R07ULbVdNt7+wlE1tcxiSKQAjcpGQea4rVfiCvh/4iajp2rTf8S+HT4JbeCKLdNLM8jLtUDlicDiun8KaPL4f8JaZpNxIkstnbrE7pnaxA6jNcj4q+F7+JPGF7ry3iW1x9hii0+ZN3mW06OW3+mDwPpmuTBxwSxFSFd+5ZpPrurP7vwG+Zw8zd1bx9pui6hZWF5Z6k19fW5nhtYLbzZCAQCuFJ+bn6cHmoZPiVocVrqk8qXiDSoIZ7lHg2sqyDKjBPXnkdqdF4Z1O48b6P4i1Ka08yz02S1njh3HdI5B3LkdOD19a5/xh8N9c1vV9fm0fU7GC1122ginS5icujRcDaRxg45J/KtqFHLpSjCpK2l276X5tVt/LdoV57/1sb+t/EjQ9CvHtriO+uJIbUXdwbW1aUW8ZHymQj7uag1P4p6BpVra3E8OoSRXNqt3vhtSwjjboWOeOh4Ga4rx/b3XhzVtZOn6giya5pMdtNbyafNM0jIhjHksg25PQhiMZzzS/wDCpNX1HTRMx0kvfaRBasmq2pllsHSPb+57KSeSeoPNd1PAZbGlCrWk0n666K/To2++3dk8072/roexWd5BqFjDeWcglt50EkbjoykZBrk/FniP7D4q8P6X9q1LTzcXsY8yOyEkF3kH9yZCRtPc4yRiug8O6ZJo3hrTtNmdZJLS2SFnToxUYyK5bxt4Y8U+Idd0q50u40eK10m7S8t1uVl8x3CkENt4289ua8fBxofWmpyXL71m/nbo/wAi3zOHmX/E3xD0/wAJ3Dpqml6wYkZV+1Q2RaFmboA+cE84x61Dq/xQ0LRb6e1vYNSMltBFcTmK0LrDHJ0ZiPu46HP61l6r4T8a6l4stdZnutAuo7OJfs1ncrMYoZto3yBR1Oc4JzgYqXXPh/qWsXHimc3lrG+uaXDZoMNiN0zuJ4+7zx3rup0MtSgqsumtn1ul26K7/Dpqm5t6Grq/xJ0DRr5rec3dwIYkmuZra2aSO1jf7rSMPug9akvfiFo1pr6aRFHfX1yYkmkNlbNKsMbfdZiOgxzxniuc1L4b62W1SHRtUsobTXrOC11L7REzPH5abC0WDg5UnhqTxZ8L7zWXtI9JfS7YW1vFBFqDxypeQBMD5WRgH4Xjd0yaKeHytuKlN6rV+dlq1bvdWT1ST8mr1LbGz4j8SC28baBpIutSsPOueqWQeC8ypPlmQkbcdeATXZ15/wCKvCni3WPEGjXmnXmjiDRphPb/AGpZfMlfZtO/HGOp4ru7X7R9jh+2+V9p2L5vk52b8c7c84z0zXn4qNJUaTpyTdtfW78l09exavzO5x3ibWte0nx74ct4Lu2GlandG3e3EGZDiMsWLk8cjoB0o8S61r2k+P8Aw7bQ3dsNK1O5Nu1uIMyHEZYsXJ457AdKj8X+GvFeteJ9K1DSrjRorbSZ/tFutysu92KFSH28Y57YqPxR4a8Ya14h0fULK40ONNJk8+JZVmy8hTawOP4ck4xzXfRWGapczh8Ek/XXlvpvtqTK+til8QvFPiPwvqAns9Vs08ySNbLS2sWYXILBWLz52xnLfkBXpSklAWGCRyBXC+KvC/i3xPp93o02p6Smk32zzn+zuZ4RwWVOdp5BwTzz7V0k1prMer6WNOu7dNKgjZLyKVC0svy4Qq3bnrXNiFRnQpxi4qS5r27WVr6LXda3d+tmrNX5m+hgeIda17SviL4ftI7u2/snU5nhNuIMyfLHuLFyfXsB0rnPFXxH1jTde1uTT7uyhs9CkiQ2Ese6W/yAZSGyCu0N2B963vFfhrxZrHi3TNT0q40WO30mVpbZLlZd7lk2tv28euMYqhr3w01PVtT1MW+oWcOna60L6ijwsZY2TAbyjnGGA79K9DCSwMfZuu4/Drp15tb6b8nXfzvYmfNrY9HikWaFJU+66hh9DT6ybi21hdd09tPubWLSIo2W6gdCZHOPk2nsBWtXzc4qNmne/wCHqaq/UKKKKgYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRQ/62f/AK6D/wBBWpaih/1s/wD10H/oK0AcZ8XFb/hAmmCsUt722mlIGdqLKpZvoBzXEarrk+7xvrnhjUikNxqOmQQahasGVuVVwrcg4DYP1r17XtZ0/QNEuNR1hyllCB5pEZfgnH3QCT1ql4f8QaF4jiuLfSlwbVl861ntWgeMnlSUcA84yDivewWLlQw13Scop6vpvBtPR/yr79jKcbvf+tf8zy/V/E/iTRrHW9Oh1S6uYLPXorR76eZI5YYHiDnMpXanPG4jjNPbX/Es/wAP2lHiixgWLVQiXTanFumg2bvK+0hfL35PXHbHXivZzbwssgMMZEh+cFR8/wBfWm/ZLb7P5H2eLyc58vYNv5VSzahyr9wrppt6a6K/TqHI779/1PINe8ZLcfBeDV4fEN7pmoxl1tlmu4vMuyrhTkhQJQBzuUDPWvVdD1Wz1nRbe70+9gvYmQAywSB1LAcjI4zmodaubHS7GOa60yW6gRtu22tfOMQ9dg5x24Bpt3q8OjeHk1AaTe7GKf6Ha24aZS7AcqpxxnJ54ANc2IqQxFKMadOzcnbVdbe7tfT16jScXq+hwHxG1u4j8VXmmahr82h6emiyT2gj2qLyckgodwO/Ax8o55rjbDxpf6L4PvrIaxJaSrpemNpsRbaTuwJDGO/fOK+hZbeGdlM0MchX7pdQcfSmNZWrY3W0J2rtGYxwPT6V1YfNqFKjGlOje1u26d/5evW992KUG3dP+tDyXxTrcFz4/h0qy8b3OjSReXLfvcX0UUMS4H7qJGALO3XrgZ/CtHWfFdho/wAZtLhfxYi2M0FwL61nvI/KtpFRQgxwUJyTgnk16Q9hZyyF5LSB3PVmjBJ/GiTT7OSQvJaQO5OSzRAk/jisVmFC0Yum7KLj03a3vy9OnbTzuOD117HkK69r0fib7b/bl40K+LRpgsyVMJgYcjGM59OeKXwd411DUtZ8JabcaxJPdtPfpqNuz/ONpPlhx1GB0r2H7NB/zxj+9v8AuD73r9fekW1t0l8xYIlkyTuCDOT1OauWaUJU3F0Ve1k9OzXbzv6pByO+/wDVx05ZbeQowVgpIYjIBx1xXkfw/wBc1LU9dvfD+r+IbjUbq4tXkN9p19FNFHh8AqAgMLYP3Wz9OK9fqKK2ggdmhhjjZ/vFEAJ+tcGGxUKNKpCULuVrPs18vwLkm7WPIfhw0OmeEvEKQ+Ibl9VtTfFtOluUJhxI2JfLwGBPBz05qcahrejfB5PFNxr2pX15fWESsrMgjgLsoEgOzK4Gck565r1cWtusjyLBGHkGHYIMsPc96d5Mfk+T5aeVjbs2jbj0xXbUzSE6rqOne8k3e2y3V7bMlQt+J4DD4u8SRaZrljH4oF75F3p4gvrW4FwFEsgVwshRdwx2xj9a6R9auLPw14zstW8V3Vs2lag8dheTXEcc0h8kOsZYjDZJ6AZr1cWVqq7VtoQOOBGO3Sh7O2l3CS3icM25tyA5Pr9a1qZtQm9KKWqfTpy+Xk//AAISg09/61/zPKLjxrPdfDvwtJaa+sUVxNDb61qdvIrvZgoSdx5EZJwMkcU3xj4jvNOtNAtdE8RTXej3JnMmrHUIYDIy/dQ3BQpjk9ucYr07UXtNH0W7uf7PaeGGMyPbWkAd5cDoqfxH2qs+saQs2laZcw+VLqcZktrWWDptUMQRjCkA9DRTxlPmU4ULpOTtp2b7X92/pZfMXK0rN9Cr4Av9R1LwVZXGs3EF1dHepngcOsoDEBty8NwOo4PUV5z43v4tO+J+vzyeI5tClTQongaJlUzyKzFU+YHPP8I5Ne0qixxhI1CqowFUYAFRSWlvMxaa3ikJxkugPTpXHhsdCjiZ1nDSV9FbS7T6prp2L5fd5TkLbVJbq38Fz63rU2l6heR72sUjwt8/lgsrcfLjr2612tZuqajBYXmnJNYXN091ceTHJBB5ggJBO9z/AArxjP0rSrkxE+dRko2Wvbu9tOm2t/u0HFW0PN/ESJ4s+L+j6BGoax0FP7VvyBwZjlYEPv1avSKYIo0kaRI1V3+8wUAt9TT65eliutwooqha6st1rN7pws7uJrMITPLFtil3DPyNn5sd/SqjGUk2ugF+ioby7gsLOa7u5BHBCheRz/CoGSa5+x+IPh2/hvZBdy2v2GD7TOl5bSQMsX98K6glfcVpToVakXKEW0uyFdI6aisXw74t0jxQs/8AZE0jPb7fNimgeF1DDKttcA4I6Hoa2qmpTnSk4VFZ9mCaaugooorMYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEV3/x5zf9c2/lUtRXf/HnN/1zb+VS0ARXP+qH/XRP/QhUtRXP+qH/AF0T/wBCFS0AcH4l8ReIbjxbdaF4WntbNtO00388txAZvNYkhIgMjbnB+bn6VhaP8YjPq4m1O2n/ALPk0eK9ENnatM8TliJCSOiDB5NdF4l8I63P4ln1vwreWUFxe2BsLpL1WKhc5WRdv8QyeDwawofhl4h0C8kbwtqGm+S+jR6YftyPuJGS0ny9OTkDmvqcO8tlQUalr2Vujv8Aau7Prtvp2MZc3Np/W3/BNrxV40tRZ6G+m6ne2cGpTwSRX9vp/nwyozY8pmJAQt+Y9Kvaz8R9E0TWJdMuodRluImVG+zWbyrvZdyJkfxMAcD2rnNY+HviRvCugeHdFutKaz0hoJjNdmRZJJYySeFBAUk/Wrw8E67e6qdS1S405LiTUbW8kS3ZygESMpA3DOTkY/GsfY5dyLmndLm62b1Vm9L7X06Bed9un+Z2ukara63o9rqenuXtrqMSRlhg4PYjsR0IrkNZ8fL4e+IN3p+rTImmQ6ZHcRoke6WSZpCgVQOWJ44FdF4R0abw94TsNKupI5JraMqzx52n5ieM/WuT8XfDGTxR4wuNb+1R28qaekVhMpbzLe4SQuHx0x2/OuPCRwSxVSFZ/u9Un13Vvw/4Yr3nBd9De1bx9pWi3Gn2t9b6gLzUYWmt7WK1aSVguMrtXJ3c9PrUTfEjQUttRmk+1xjTbRLu5SS3KsiP0G087h0I7UxPDGr3fjHw7r+qTWfm6bYzW90sLMd8jgDcmVHHB6+vesPxn8O9e1vWNdn0S/0+G21ywjtZ1ulffGUPG3bxg+p6ZPBrajRy+UowqStpdu+l+a1tv5dUK89/66HQaz8RtC0S6S3uftk0n2UXkotbVpfIiPRpNv3QfeoNQ+KGgadY2d3JFqM0N3ai7VoLNnEcRzguRwvQ/lXKeLtD1rRtU1K40NmnbUdEjtLqL+zbi45RWUeU0aldxx91iMZB71Qg+E+s6lpFpPImlO1xosNo0WrwO8lg6r1jHQE55zgg120sDlvs4VKs2k/PfTXppb53t5i5p3t/XT/gnstje22pWEF7YyrNbXCCSKRejKRkGuV8Y+JP7O17Q9NW9v8ATWuL2PM0en+bDcg7h5BkJAUnGeMkAdK2/C2kzaF4T0zSrl0kls7ZInePO1iBjIzXNeO/DXinxJqmltpEmjx2emXkd7F9qaUSPIoYbW2gjb83bmvJwkKCxbjKS5Fezdvlun+RTcnT87Gj4m+IOm+E55F1bT9X8mPbm6hsHeHLdB5nTPbFQat8T9A0a6e3vI9QMsdrHeSiKzd/Kifoz4+6B3z0zWRrPhbxvq/iaz1O6k8P3VtZxq0FjO84iSfA3SYC/Mc5xnoPerGteA9V1jUfEN49zZxvq+ix2CqC+ElBJJPH3eeO9dlPD5clD2stba2l1utNu12/uE3JvQ1dX+I/h/RroQTyXU+IUuJpLW2aVLaJvuvIQPkBznmpNQ+IOiWOsQ6YgvL64khW4b7DavOsUTdHYqOF759K5i9+HOvx/b49E1HT0i1rTYLDUftKOWj8uPyy8WOuVzwcc0nir4XXuqR2MGjHS4mtLWO2i1GUzR3UG3AyDGcP0yA3Tn61UMNlbcFKo9d3fyW+mlndb6rXya5qltjd8UeJRaeK/D+lpfX+nG4vEy66f5kF4CD+58wkBT34yRXZV594s8K+LtZ1XRJdOudHaDRbiO6ie7aUSTSKm07woIwSSeDXd2f2r7FD/aHki62DzvIJ2bsc7c84z6152KhSVCk6ck3Z3+/0T273tsXFvm1PPfiL4p8QeFbn7VaapYQxuUFlpz2TyNeHcocNLkCP7wAzSePNW8X6Bp8eo6brlmsl7PDb2mlnTRIxkfAK+b5nOOTnbWn4x8PeK/EVvqGj2t7pKaNqCqjPPE5nt143BQPlY8EgnHX2qe48G3N14u8P3lxcxyaXoNswghYkySTkBRIwxjhRxz1NelRrYWnTpSnytrmurJ3Vk0ttG3p1e7vayJkpXdjq7cSi2iFyVaYIPMKjALY5x+NeffEPU/FvhyMXmka/Zsb27jtrHTW0zczMxAwZPM7DJzt9q7HUItbfWtMfTJ7SPTUZ/t8cykySDHybCOBznOay9T8MXWrfELSdZu5oTpukwyGC3ydzXD8byMYwF6c9a8/BTp0aqqVOVqzbTSe17R1Wl2lt0e5Ur8tkch4n+Imt6Zq2riyu9Phi8PxQma1mjzJqLsN0gQ7ht2qCeAfevUrW4W7s4biP7s0auufQjNeeeKPhvqWraxq7aZe2UOn68kS3/wBojYzQ7OCYiOMsuQc4rsJrTWINU0mPSp7SPSIEZLyKVSZXAXCbCOBg9c10Yz6pUo01RaUra/8AgK0em7lzW/ysTHmUnc2KKKK8Q1CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqKH/AFs//XQf+grUtRQ/62f/AK6D/wBBWgDkvizbz3fwz1SG0jeWZhHtWNCxP7xew61zXiPwnrWkaDqGsPqdzqV9qE1omoPY25gZLND86xorMc4PJBzjOK9G17XLPw5olxqmpMy28C5IQZZiTgKB3JJArm1+J2movl32m6hY3i3sFnJZ3CIJIzMCUc4YgrweQSeOle7ga2LjRiqMLxUrvbX4dO6s0turV+hnNRvq+hxsdtqg8N65qXh/+1P7K0vVIL3SIrjzfNljQDz1Af5ypJbAb0qS7sdbu/hpaXcr6hDfazr8V1KsbOJLeF5cBfVQEAr1a71SCDSZr23khuAisUAmVVkYDhdx4BJ4qPT9WW40m0u9QWOwmuIw5gedW2E9tw4br1Faf2nVspqmtJLrrotn3u1du25PItr9/wCvxPPviD4ag0jQLCHTdQv7a0ju2ne3kF3cxzkqBsZ4iZF6EjtnPSsbxfqBu/hZoM1xY6rZa+oie3gh+1SFIxKocswGDlFyA/zYPrXtEU0U8e+CRJUzjcjAj8xTJ7y2tiRcXEMRxuxI4XjOM8+9ZUM0nD2anFycJX3tffTbr1vdtaaDlTTvbtY8m8YA+K/EE15p7ao2n/8ACOzywGIT2+Z1kIXK/Kd2RwCOfcVzXi6TX9St4WvH1O0ubbQLaSyMNtcytdzmPdJzG6rGwbqXB6dD0r36S7toQpmuIowyllLOBkDqfpTXv7OLy/MuoE80Zj3SAbx7etbYfN5UeVRp3Udtdfytrs9Pu6DhfVv+tP8AIr+H5Libwzpkt6XNy9nE0xcYYuUGc++c14jdzXFzrviAaa+sy+IY/E23TvKaYwJGHXzAcfuwNuchuemO9e8tdW6CQvPGoix5mXA2Z9fSs/TdP0jRby7SwMcNxqNw13Mhmy0kjDlgCfbtxXLgsasNKpNwu3sum97Pytuuq00CULxUb/1Zo47S/Dh1n4meK7nVpNRENtc2rWIW4kjjVvJUllAIDcjHOR1rhdOOuTePdM1CWTUre9uNbeHULEW1zsggYsPmmZzGykYxtUY9Rjn3sXdu23bPEdzlFw45YdR9fam/brTzjD9ph80MFKeYN2T0GPWtqWa1IcycLpxUfRJcr6Pfd7a9d7kqaaZ5H4ds/E7+JLnSCbwL4agvfsk8xYJdSSsfIyTw2FOe+DWHb2+sz6VJF4fTXTetodwNcF15wzd4+TZv43bt/wBzjFe8x3ltLO0EVxE8qZ3Rq4LLjrkUJeWshk8u5hbyv9ZtkB2fX0rRZxNScvZLp6db301u22uzt2HyK+/9af5fmeLjUde1W28S3Hh+PVBIPD1nFAZIZI2MikiXYHA+bG4ZHUjjtWTLfvb6hrkPg+PWJrU6DBmK6a43oTPiV1ViHOBnO3GTuxxXu9w+nalY3NvNPDLbtGVnCyjhSO5B4471xGkz6L4N8Par4mfR7qFxcfZnka/N7LPGHCowd2OFOc7c8V2YfMYyjK1J3vFJXWvwpX2b+HSy0u+5DhZLX+v6R5/YRa9a2OuWmn3er3mii4spZpEtbiB3tyT5xiWRmkBwADg5IB4rUa11G7082+mf2wvh+XxJbrYeY0ySiAqfN5b94E3Zxur2kX1rh83ESmNQ0gLjKA+vpT4LiG5j8y2ljlTON0bBh+YrlnnU2+b2fb8lrsve037Nq2o/Z6b/ANa/5/keK6ggs/hd4i03UBqxuINTu00UILl5AQoKfMuSV+Y4LnbS+JH1jxRB4RfwfJdR31vZXMEs89tLEUkEC7ly6jBPQP0ycg8V69repnSNHuLyKFbiaNCYrdpli85gOEDNwCafHqcC2VvNfyQ2bzRq5jkmX5SQCRnvjPUUoZpJJVVTu7y3d1dxs/dte3XzdxuCvb+t7ni3iGR9U0/w9Z2lvqek6YunyOWNvdXEhuwwUwsI3U7uMh2ODmvTPhpNqE/w20WTWDO179nxKbgESZDEDdnnOAOtdA2o2Sxq7XluEYFlYyrggcZBzT5Lu2gCGa4ijEn3C7gbvp61yYrHvEUFQVO1nfv3v0v1116BGFne/wDWh5n8RdQsbHx74cuof7SF1a3iG/a3guXjFttY8hQUb5iOmWrI8SXGha78Qog66zptnGY7i4vY4r4m8YgFYkRQVRcEbiQD29a9klureCRI5p4o3kOEV3ALfQd6z77WZLbXrDTre1W5W5LefILhVNuAMglDy2enFbYbHuKiowd4xavzW03vqradE79OtglG92eVavYamPEmtarB/aguLfxLZJa7JJdggZUEmEB2lTzk47UsK6x/wmUfGr/8JN/bpMrHzfsv9n/X/VbduP8AazXtNcpN49gtNcgsb7R9UtLa5uvskGoTRKIZJewHzbsEggErg1tRzKrWi4wp3srb9LJW81o24rcUoJXbf9a/5/gcR4da90r4sSpvvtXW6uLhp7iWK7hezTGQrBv3LrnAG3nofarngTV9OtPiTr1tZf2oun33kixFxbXRQuFJk+aRfl59SB6V1cHj2BtetNNvdH1TT0vpXhs7u6iVY53XnAwxYZAJG4DNdXWeKxkknGtTa54pfEujvfRW0atZWsrrd3Hy3ej63KuqXsWm6Xc3s8cksdvGZGjiQuzYGcADqa8de8Pi3QPFGrzWVxea9eacYINKeynjW2tw33d7Kod+dxweowK9sorgweMjhU2o3lda3tone22z62afmXKN7HlvwyM0PiDX7wm/1K0NpbAane2jQSyMiEGEIVXIX1x1PU9a9D0XVodd0iDUbaG4gjmBKx3MRjkGDjlT06VfoqMZio4mo6nLZ6deiVuyX3WXkKMeVWCiiiuEsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCK7/485v+ubfyqWorv/jzm/65t/KpaAIrn/VD/ron/oQqWobohYAWIADoST2+YUv2u3/57xf99igCWiovtdv/AM94v++xR9rt/wDnvF/32KAJaKi+12//AD3i/wC+xR9rt/8AnvF/32KAJaKi+12//PeL/vsUfa7f/nvF/wB9igCWiovtdv8A894v++xR9rt/+e8X/fYoAloqL7Xb/wDPeL/vsUfa7f8A57xf99igCWiovtdv/wA94v8AvsUfa7f/AJ7xf99igCWiovtdv/z3i/77FH2u3/57xf8AfYoAloqL7Xb/APPeL/vsUfa7f/nvF/32KAJaKi+12/8Az3i/77FH2u3/AOe8X/fYoAloqL7Xb/8APeL/AL7FH2u3/wCe8X/fYoAloqL7Xb/894v++xR9rt/+e8X/AH2KAJaKi+12/wDz3i/77FH2u3/57xf99igCWiovtdv/AM94v++xR9rt/wDnvF/32KAJaKi+12//AD3i/wC+xR9rt/8AnvF/32KAJaKi+12//PeL/vsUfa7f/nvF/wB9igCWiovtdv8A894v++xR9rt/+e8X/fYoAloqL7Xb/wDPeL/vsUfa7f8A57xf99igCWiovtdv/wA94v8AvsUfa7f/AJ7xf99igCWiovtdv/z3i/77FH2u3/57xf8AfYoAloqL7Xb/APPeL/vsUfa7f/nvF/32KAJaKi+12/8Az3i/77FH2u3/AOe8X/fYoAloqL7Xb/8APeL/AL7FH2u3/wCe8X/fYoAloqL7Xb/894v++xR9rt/+e8X/AH2KAJaKi+12/wDz3i/77FH2u3/57xf99igCWiovtdv/AM94v++xR9rt/wDnvF/32KAJaKi+12//AD3i/wC+xR9rt/8AnvF/32KAJaih/wBbcf8AXQf+grR9rt/+e8X/AH2KiiuYBJOTNGMuCPnHPyigDB+IuiXmv+C7i10xBLdRyxXEcROPMMbh9v44xXnXijw3rvijULvXv+EbvFinvrBF06YosskUW4yMwDYAy2BzXtH2u3/57xf99ij7Xb/894v++xXq4PNKuEiowinZ+fW19n/dREoKR5Hb6FND4e8WlvBl0NO1W4X+zNHFvExt2EW0ymPdtQF+eDkVQm8N6prvg/TLC68MXqT6XodzbAXcSYNwVTYY8Mecg4PBr2v7Xb/894v++xR9rt/+e8X/AH2K6I51Vi+ZRV733f8ALy9+2/dkumn/AF53OY+H+jTaFY6tavZ/Y4G1J5LaIKFURmOPlQOANwb8c1yHj63t7j4u2i3nh6TxBGNAk/0SNUYgmUgNhiBwT16jqOlerfa7f/nvF/32KrNDpbakuolbU3qxGFbjK7wmc7c9cZ5xXNQzB08RLESV201u1urb7lclo8q/rW55jpvgPUZpPh/aeJtP+3QabZXS3wlxJGjMF8tHzw3TGOR8tZnxE8D6hf6zqEFloN1NZxaasWj/ANnwW5SNgGLLI0gLIATwEwcYr2r7Xb/894v++xR9rt/+e8X/AH2K6aed4iFZVbLS+mttZOV9/O3oSqaSt6fhb/I8g1PwXr1xq2l2kVnM2n63aWI1mQkfungwX3e7DA/Ok1zwjrE/iPVY4tDlm1O71eC60/XlK7LS2UqSm7O5cBWXaBg5r2D7Xb/894v++xR9qt/+e8X/AH2KUc7rxafKtF591vr2SVtmlqHslax4/pegeILfxLpNlNod0sFj4lur+W9yhiMUittI5yevPHHFc+unS6drPhu2udGC66viV3l1cvGy3eS5A3Bi7AcZBHy496+gPtdv/wA94v8AvsVkwaD4ZttZfV7fTtNj1GQktdLGgkJPU7utdFLPHeTqQ6dL6v3t9dveemq20FKne9v63PGtF8EeJE8RabeRaXqFhqZN0l/dmK3jgV3RwhQxjzHXJBy5NaOk+D9XWGNLLw3PpMtpoV1aalKxQf2lcOuEIKk+Z8wLbmwecV7V9rt/+e8X/fYo+1W//PeL/vsVNTP69TeC/Hz8/N27aW1GqaTv/X9aHlPhjwpN4b1SO4l8NSSWMnhmOG9toIUb7TcbxuRlJAZsE9e1ZFrouty/C3xB4btvDGpWE9xqEl3a7oY1jEbTIVQYbhgvOMYwOte2/a7f/nvF/wB9ij7Xb/8APeL/AL7FZf21V5ueUU3eL67x26h7NJWX9aWPHLnwt4hsPB+raANJe+mbU4p7jUUiR5dQtmbcx+fKmVeBtb5cCug+Evh++8P3PiJJ7C9sbCe5ikso7xYlYr5fzHbEAinOMgD8zXof2u3/AOe8X/fYpPtVv/z3i/77FZ1s3q1qE6Mor3tW/PT/AC+XQappNPt/wf8AM5D4q2R1PwPd6dDoE+s3VzE62vlQJJ9nl2kLISxG3r1GTXKeJY7/AFzwjommP4FvZGSNba6ubixgmnto1RQxhDNgFjwGyMYJx0r1v7Xb/wDPeL/vsUfa7f8A57xf99is8NmTw8IRUE+VtrV7tW7/ANdRyjd3PKb3wTBqV9oEdr4Zmi0iz0W9gW2vYlLRSnGzcMkbiQWBz1561jy+EtaXR9O/tvw1c64X8PJY28PyM1hdDqx3Ebe3zjkYr277Xb/894v++xR9qt/+e8X/AH2K6IZ3XgkrXt5u+7e979de5Ps1/Xy/yPGvE/g7XIZ9IvLfTbvV9ct9Ogtmaa2hurR3UjOWdg8TDn51yTx0rY8Uw3Y+JWg6xZ+ENQnk04v9tvLS3iJnDRgKFYuCwU5HzYx2r037Xb/894v++xR9rt/+e8X/AH2Kn+2Kj5eeCdlJdVpLR7P7g9mrW9PwHxv5kSOVZNyg7W6r7H3rzdrnVtZ+Isc2v+HNYGnadcbdNjiijMJfobiVi4Jx/CAOBz1r0X7Vb/8APeL/AL7FH2q3/wCe8X/fYrz8PiFQ5moptq3XS/b8i5RurHnWlXOra18Ql1HxL4c1iGO1kaLS4/KjNvbKRgzO2/JdhxwOAcc9a7mw1K7u9V1C1uNLmtIbV1WG5kYFbkEZJUDpjpzVz7Xb/wDPeL/vsUfa7f8A57xf99iqxGKjW+wlZWVr6emv3+re4KNiWioftVv/AM94v++xS/a7f/nvF/32K4iiWiovtdv/AM94v++xR9rt/wDnvF/32KAJaKh+1W//AD3i/wC+xS/a7f8A57xf99igCWiovtdv/wA94v8AvsUfa7f/AJ7xf99igCWioftVv/z3i/77FL9rt/8AnvF/32KAJaKi+12//PeL/vsUfarf/nvF/wB9igCWioftVv8A894v++xS/a7f/nvF/wB9igCWiovtdv8A894v++xSfarf/nvF/wB9igCaioftVv8A894v++xS/a7f/nvF/wB9igCWiovtdv8A894v++xSfarf/nvF/wB9igCaiovtVv8A894v++xR9rt/+e8X/fYoALv/AI85v+ubfyqWqtzcwNazBZoySjAAOOeKtUARXP8Aqh/10T/0IVLUVz/qh/10T/0IVLQAUV5/4h+I+paPr2t2ln4fjvbPQ7eK5vLj7b5biNwT8qFDkgKeNwrpZfGXh61tYJ7/AFizshNbpcqtzOsbCN/usQT0J4rtngcTCMZON+ba1n0T2V7aNbk8yvY26KyrnxPoVne29nd6xYw3N0oaCGS4VWlB6FQTzmm6j4r8P6Remz1TWrCzuQnmGGe4VGC+uCc4rBUKzaSi9fJjujXorIvfFnh/TZjFqGt2FrIFRik1wqnDfdOCe+OKLnxX4fs9Tj0271uwhvZNuy3kuUV23dMKTnmhYes9oP7mF0a9FYbeNfC6XTW7+IdMWdZPKaM3Sbg+SNuM9cgjFblTOlUp254tX7oLphRWRd+K9AsL02d7rVhb3KyLEYZbhVcOwyq4JzkjpSv4q0CPWv7IfWrBdS3BPshuFEu4jIG3Oc1X1es1dQe19nt39AujWorlr7xPLb+NbfQ47/RVE7KfLlucXCjBJURZ+YnAweMc5BxzsQ+IdHuPs3kapaSfapGit9synzXXO5V55IwcgelVPDVYJNrdX+X9J/cF1exo0VkW/ivw/d6kunWutWE16zMot0uFLkrkMNuc5GDn6UsPirQLjWG0mDWrCTUVYqbVbhTICOo25zmpeHrLeD2vs9u/oF0a1FIzBFZnIVVGST2FZNh4s8P6reJaaZrdhd3LpvWGG5V2ZfUAHpURpzknKKbS3C6Rr0Vl23ibQ7zULixtdYsZru2BM0EdwrPGB1yAcjFSQ69pNx9iMGpWsn2/P2TbMp8/AydnPzY9qp0aq3i/u+YXRoUVkW/ivQLu+SytdbsJbuQsqQpcKXYrkMAM54IOfpWZ4c8VPrGsX1rLqGiTR2Knd9huvMkf5j8zLn92ABgg7uc8jHOiwtbllJxtbXX7vzDmR1VFc14e8Ux61d61MuoaTc6ZZun2eeyuRIwTbljLzhTkHHsKt23jDw3eJO9rr2nTLbxefMY7lG8uP+8cHge9E8LWhJx5Xpa+m1w5kzaoqnBq2n3V4trb3tvLcNAtysSSAsYm+6+P7p9asTzxW1vJPcSLFDEpeSRzhVUDJJPYAVg4STs1qNa7ElFc/wCFPED+IYtQn+1aZdW0V00dtJp0/mgx443nJw3tW9JIkMbSSuqIgLMzHAAHcmrq0pUpunLdCTvsOorkte+Iekad4N1HXtEubPWlsGjWSK3ulwC8ipywzj72enata18VaDeWNzd2+sWMkFmP9KkS4Vlg9dxzx+NavCYiMOdwdr2+en+a9Q5lexr0Vy+heLrefw3Jq+u6no8Vv9qkijubW6DQlQfkBYnG7HUVraX4i0bW5JY9H1WzvniVWkW3nVygYZUnB4zU1MNVpuV4uy3fT7xKSZpUVV1DU7HSbYXGqXkFnAWCCSeQIu49Bk9zVS38UaFd6Zcaja6xYzWVqSJ7iO4Vkix/eYHA/Gs40qko8yi7eg7o1aKyI/Fnh6aC7mi1vT3isgDcutyhWHPTcc8fjRbeLPD15Zpd2ut2E1u8626yx3KlTK3RM5+8fSr+r1l9h/cwujXorOm1/SLdb1p9TtIxYEC7LzKPIJGRv5+XI55ptv4l0S6trW4ttXspobuXybeRJ1Kyyf3FOeTweKn2NW1+V29Pn+WoXRp0VmS+I9Fg0+4v5tWs47S2lME87TqEjkBwUY5wCDxioR4v8ONp02oLrunmzgZUluBcpsRmGQC2cAkEU1QrPVRfbZ7hdGzRWUPFOgnRf7XGs2J04NtN39oXys+m7OM0SeKdBh02DUJdZsUs7kkQXDXChJCASQrZweAfyo9hW/le9tnv29QujVornNb8Y6baeE5NW03WNJPnKy2U11dKtvLKAcKWB9j0qK68XPYX/hayuLeCZtcDCSeGb93EVh8wsvB3KcYHI45rWODryV1Hv5fCrv7kLmSOoorGk8X+HItLXUpdc09LFpPKW5a5URlx/CGzjNaNjf2mp2Ud3p1zFdW0oyk0Lh1YexFYyo1ILmlFpbbdR3RYorn/ABj4kTw7oxkivtLtr+Y4tU1O4EUchBG4ZyCcA9vat2FzJBG7bSWUE7TkdO3tRKlONNVHs72+QX1sPorndT8WR6X40sNDuIUWG6s57t7t5doiEZGQRjpz1yMYq5J4q0CKzt7uXWrFLa5DGCZrhQsoUZbac84FW8NWSi+V+9quvf8AyYXV7GtRWVB4p0G5jMlvrNjKi2xu2ZLhSBCDgydfu5BGelF54o0LT47WS/1ixtkvQDbNLcKomHHK5PPUdPWp9hWvy8rv6MLo1aKxbrxl4asrW1ubzXtOggvFLW8kl0irMB1KknkfSteKWOeFJYXWSORQyOpyGB6EGplSqQV5RaXoF0PqKH/W3H/XQf8AoK1LUUP+tuP+ug/9BWsxktFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEV3/x5zf8AXNv5VLUV3/x5zf8AXNv5VLQBFc/6of8AXRP/AEIVLUVz/qh/10T/ANCFS0Aeb3Pw9Ov/ABI8Q3muLex6Tc29qkawXZjju9u7esiqcsBxwfU4rQbwmZfi7FqkumRPpdvoq2sMjhSqSeYflCnn7p64qXxR4z1rQPFGmaRY+G4b9dUdo7Wd9S8ncyruYFfLbGB3zzWxd+M/DemXJtdW1/SrG7QDzLee9jVkJGcEEg17sq2PcYtK6lCySd9NIt2TbT01v1MrRuzzjxT4J1przxLp2neHotQh10QCzv8AzI0WwVAF2kH5gFxkbQawPHllcaHaeMra+sLbUzqDW8kepNcRB4MKvyMhO/d0IAHO4V7Ze+J9B029is9R1rT7W5mUNHDPdIjuDwCATk5rlYNb8Ha34x1KPxBpujW2p6berZ2txeNE01wQAwKbgCME9ATXfg8xxKtKpSvGKT0vd2cUnv8A3Vtp1aYpRj3E0bwpJL8SLzWNT0yOWyk0a2t4JZgrDeM71weRxjtXE+MfAvijU9S14R6TfXTTXkclhLb30cVqsClMK0WQWcAY5HbrwK9lufEGjWeqRabd6tZQX0uPLtZLhFkfPTCk5NMvfE2habcvb6jrOn2kyFd0c9yiMu77uQT3wcetcWHzLGUqyqwhd2SWj2VtVZ+WvRg4R5bN/wBWseT3Pw+1uTTJgujKbhrXUFB3R7i8lyrx856lQTnt7V7TECsKBuoUA/lWBL4mV/HFnothfaTMhika8hN2v2qNgoKbYwckEcnjpXRVyY/FV68YKskt2vm/+Bp5FQiottHDaN4TP/CxvFeq6tpkUltfC3S2llVX3qIwHAHJHI746VwGreBvFd7rUsk+lahcXK64l2LlL+NbQwCQHKw5Hzgdcgdzkmu+1f4nWVl46tfDOnrp93M4H2iabU0gEJLhPLAwd0nOdnBNbEfiUXXjn+xrG90qeCK3c3MaXSm6jlBHHlg5Ax1yK9Klisfhn7VwWsFa9/hikujur22e/YmUYSTj5/n/AMOc34c0bVfD3izVoLzw2NSi1LVDeR6uJIsIhOQHDHeCuOMA/hXP+HfCviiy1zw3Z3ehvHaaPq93cS3vnxlJEkD7WVc7sc9xnpXqE3irw/b6i9hPrmnR3iMEa3e6QSKxIwCuc5ORU0OvaRcfZ/I1Szk+1SNFBsnU+a653KvPJGDkDpiuf+0MVFSbpfEt7S/lautbbN+XkNwi9Lnl+m+BtZtpdKnOkiOeLxXcX00gZNwt2Jw5OckEY46+1Y9h4G8VnXNFuNQ0rUHu7TWvtN5dm/jNq0e5juihB44IzwD7HJr2NvE+gx3wsn1rT1ujL5AgN0gfzOPk25zu5HHXmpbfXtIuxam11SzmF4WFt5c6t5+372zB+bHfHStlm+Nim3TWq7PbXz21flp5CdOLur/1/TLF/wD8g25/64v/ACrw3wL4f1XXdB8F/YtEXT4NPee4l1gSJ+9Vty7QAd+STznj5R1r3llDqyuAysMEEdRXOaVrNhb+Ir3w1pNhDbWWj2ySzyxkRxws5JVAgGOgLE5GPxrjwOLqUKFSFKN3o79ErOPdfzaXv6Fyje1zg/DHg7XINX8L2d3oKWCaBLcPdap5sbC9DhgAoB3HdkE7sdO9XfA/gnWNK8dOdUt9mj6KtwmkuXVt4mk3ZwDkbV+Xmu+sPE+g6pdi10zWtPvLhk8wRQXSOxX+9gHOPeiHxPoNxfpY2+tafLdyMyJAl0hdmXhgFzkkYOR2retmONqKcXTtda6PS7k29X1vJdrNk8kbbnMfD7wgdJ8O3y6xpUUd9PqVzcAuFLMrOdh3DOPl/LNYPgbw74g8N+I2W10e+t9CgtZv9GvpreVhITkJC6/NtJH8eBXolt4r8PXt1NbWeuadPPbqzzRRXSM0ar94sAcgDv6VYj1vS5mtBDqVpIb1C9qFnU+eoGSU5+YD1FZSx2KvV9pC/Pumnpvtr2vZj5YnmmgWXiKLWvF5m8I3llb6+N0DGaDbDthK4YK56t6etZg+HWuHSdJtrfS0t5R4VnsLlgyAC4bBCtg8nOeeR716vB4o0C6+1/Zdb0+b7Epa68u6RvIAzkvg/KOD19Ksw6vptxOkEF/bSSvALlI0mUs0R6SAZ+6fXpWzzTFU5OUaajt0l0jyrd9v8xKC7/1dP8zz/wADaT4gXxtFqes6JLplvDoFvp4Mk0blpI2Ofuk+uR7Y+leiX8rwafPLFaPeOqEi3QqGl4+6NxA59zVGx8VeH9TuBBp2uaddyndiOC6R2+UZbgHsCM+madpvibQtZeVNI1nT75oV3SC2uUkKD1ODwK4cXOvXq+1nTtZLSztb566+pUEoqyZxnw1t9c0rVdah1Twzd6db6lfy3kUzywlI1IGEIVyc/QYrp/HWjXfiHwNquladII7q5gKxknAY5B2k+hxj8at2vifQb61urmy1rT7iCzUtcyxXSMsIAySxB+Ucd6W28T6DexXUtnrWnzx2ab7l4rpGEK4zlyD8owDyaqtWxE8T9Z9nyyi10drq1r3v5BFJK1zyHX/BfiPxBpOs3Fn4YGks+l2tjHp/nRZunSdHZ/lO0KFBAyc8dK6PRtL1i28Xan4hfwi1lbR6XFYppsUsJa8dXJLjDBcAHA3YOB+FbLeO5bXwLrniWRdN1KLT5pPs66deB0liDDbucbtrYOSMV01jren384tYby3N6IVlltVmVpIwwBGV6gc9cV6NfHYtUnCdNct2uumkLr4vJavvo+0KMe/9I8o8PeH/ABH/AGBBouoeFbm2RdfGpNLLNA0flGXO3AcnIBz0xxXQfD7wrqWha1DNeaeLWIadPE7Apy5u3dQcHn5CDXoF5eW2n2cl3fXEVtbxLukmmcIiD1JPArmLPxTq1z4Jn1q1tNL1a4jlk2x2OoAQtEpPPmYb5sDketZTx+JxVOajCKUnrutXfu7f5aB7NJ/13uZfxqUv4Ft1WFZy2p2oETnAf5/un2NYVz4T17VNL8dXkWgf2U2r2cVvaacJYy0joMFztO0Zzgc13Fhrmk+Jfh/Y+IdftrO1spokuil7IrRwNn5SWYAZBxg4FXfCerXOt+HYb68ksJJZHcbtPnEsJAYgYYE5OOvvRTxdfB4b2agrwlZt97p2VnbeOv4bj0lJS/r+tTlfFnhK9/4VzZWHhrTkjuovsy3UVsUimkhQguqOeA2QCDnt1rldP+Hesz6X4vRtNvbNroW9zpYvbxZ5jLENwy4Y4ORj0GeteoeMPE3/AAimix6h9k+177qG28vzNmPMcLuzg9M5xVxvEWiol276tYqtidt0xuExAfR+fl/GihmONpUPcjdSle+rd04vv3stV1sgcI3SfT/gnmf/AAhXiC48Fw6le6cs2tTa6ur3+mNIv79FYgQ7s7T8oBGTiqsnhHxKL3/hI7fQGhz4hi1FdGSeMSJEkZRmznZuY/MRn8a9Th8U6BcSeXBrenSuZ1twqXSE+a3ROD944OB14qWTxBo8NlcXkuq2SW1rIYp5muFCRODgqzZwDnjBprNMZFtOmtX2ezt7u+21uvS4vZxa3/rX/NnkUvhvXLLw9BfanpcQkj8Uzai2mTXMQ+0RuSQFYnaSOTgnsaydP0zV/ECa5NoulypaDxIJrux0+5jSYL5Q4jlyFDAt8209yMmvXNd1nRNX8H6ncWkOneJ7e0iE0tmsySI4ADjPDAHHIyOePrV3RbnQLDwnBqGlJZ6bo7wi5UoqwxIrDOT0A966lmtaFJylS95u3Wy2drXv6aX7PSwnBNqz/rX/ADPJtJ8CeI9OjW+k0Oe5itNeN8NMuLuOWS4iaLaG3k7S6n1x3rSs/AutP/Y091pCQwv4mfU5bDejLZwFGAzzgnODhc9a9dgniureOe2lSaGRQ6SRsGVgehBHUVg+JfFY8Pa14fsDZ+eNavDa+Z5uzycIW3Ywd3TGOK4qmeYmT1ik9uvmu/nvv52K9lG39ef+ZwU3hzXrH4Y69oMPhqa8uNSvb37MsckIWBHPyP8AMwwDnoOfama34Q17xrpHhLTrnTL/AERdPElvdTefFuRfs+0ONrHKs3y464Jr0pvF3hxNMfUn17TVsY5PKe6N2gjV/wC6WzjPtU8viDRoNFXWJtWso9MZQy3rXCCEg9Dvzjn61Ec6rRfPGK5rt313krd7beQ/Zps8u1LQfFd9o/hu3vNCuo7fS2lt7y20i5it5JMLiOWNtwwh6lcg+3Sur+E+g6l4c8GSWOs2rWs/26eRY3mEp2M2Qdw6/XrVy88e2MXiDw7Y6d9n1Cz1zz9l/BdKY4xGhYkYBDZxjqMVoyeM/DEOkx6nN4h0uOwlkMUd015GIncDO0NnBPtWWIzSpXw7oOKSvfS/dvv5/kCppNHO/Fmy1TWPCcukaNoM2pz3IBWaN4lWAq6nnewPIHaup8PXV3d6LA+oaZPpkyDYYJ3Rm4AGcoSMH61csr211Kyju9PuYbq2mXdHNC4dHHqCODU9cksS5YeOH5Vo27631tfrbouhVve5jy/4meAtU8Z+LNNayaSC1h0+4R5ww2GQlSkbrnLKSORjHFT3ehat4jvvA11qmgLbLp0shv7YtGyQkR4UgA4KlgCAOlek0V1RzWtGlCnZe4mlvf3k0+vn+C87y4Jtvv8A8D/I8p8aeF9ai8Ualc+HNBF5aal4el00CCWOIQytIXywYjg5PTvWVqumXvh68tLvUdJtdSjbwwLCS3muYUNm4HLsHPKHkErk8HrXtdZ2q+HtG10xHWtKstQMOfL+1W6ybM9cbgcdK6cPnEoqMKsVypWdr3enqvwsDgr3/rp/keFaX4W8Q6t4U0KWLT7+9sJND8m3WwvUtvLl3sf3xJBZDnjrjJ45r1Dwuuv+GvAnhXTP7Da7uFSO3vh9pRPsi45fvvx6Cu0jjSGNY4kVI0G1VUYCj0Ap1RjM3nilySguW7dtfPz8+lrvcUafLrfpb8v8gqKH/W3H/XQf+grUtRQ/624/66D/ANBWvENSWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCK7/wCPOb/rm38qlqK7/wCPOb/rm38qloAiuf8AVD/ron/oQqWorn/VD/ron/oQqWgDzvxx/bUvjzw1d6b4bv7+10eaWaWaF4gJBJEUwu5wcg9c4rN8W2era342T+0vBl5e6FZ7ZFS18jdeS4BzIWdTtXpt7kVseIPiTeaNrus2dt4da+tNEgiub25W8CMsbgnKoV+YgKeM9q6keKNEC2Pn6rZ20t/EkttDPcJHJKrDIwpOT17V9FGricNClL2K0i0mm27P3r6S0dnfpozJqLbVzyLx/wCDPEuuat4hK6RqN39rij/s5rS6iit1ULgrKpILMMe/YZxUV54N8QyWviXTz4TNzPrFzB9m1FpYsQBVXLNk7gAQenvXst/4j0TSroW2p6zp9nOU8wRXF0kbbOfmwSDjg8+1Jd+JdC09it/rWnWrbFkxNdIh2t91uT0PY960p5xjI04QjSVla2kunL2f91eQnTi3e55Drnw+8QSeJtXiuINTvrXUp4pYriz+y7flVQA7yjzE2kdVzxziu107wi0vxS1vVNX01J7OXT7aC3mnCuGYbt4x1z05xXWTa/o9tqENhcarYxXk4BitnuUWSQHptUnJ/Csm/wDEs9r4wt9FS50cC4KsBNeqs6DByohzucnAwRgDnPTnGWYYzEQ5OVL3bX1Wnu3fr7q/qwckVqcprqaxH8V9J1nTvB2oS2elxXFvJLC0C/aN6gKy5cHAx3wa9QU5UEggkdD2rOfxJoceofYZNZ09bwyeULdrpBJv67duc55HHXmiXxFokGqLpk+sWEV+xAW0e6QSknp8hOefpXBiKlXERpx9nbljbS+qve+t+rZaSTbv/Wxzh8NyN8ZTrLadGbD+xjF55Vcef5wbp13YGc1h3Q1qP4vw67beDtQNlFaSWckkbQAyszg+Z9/lcevPtXqNcPqXxMsrbx7beGNPWxu5X2i4mk1OOEREuE2KpB3yDOdnBrqwmIxFaTUIKVocu7Vo9XuhTSSbb7HmOq2c2lLb6Ve6TBLdHxUs66sk8TGYNL90AHfuHQgjjBrf8O+GPE1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z1i/79H/4qpaKAIttx/z1i/79H/4qjbcf89Yv+/R/+KqWigCLbcf89Yv+/R/+Ko23H/PWL/v0f/iqlooAi23H/PWL/v0f/iqNtx/z1i/79H/4qpaKAIttx/z1i/79H/4qjbcf89Yv+/R/+KqWigCLbcf89Yv+/R/+Ko23H/PWL/v0f/iqlooAi23H/PWL/v0f/iqNtx/z1i/79H/4qpaKAIttx/z1i/79H/4qjbcf89Yv+/R/+KqWigCLbcf89Yv+/R/+Ko23H/PWL/v0f/iqlooAi23H/PWL/v0f/iqNtx/z1i/79H/4qpaKAIttx/z1i/79H/4qjbcf89Yv+/R/+KqWigCLbcf89Yv+/R/+Ko23H/PWL/v0f/iqlooAi23H/PWL/v0f/iqNtx/z1i/79H/4qpaKAIttx/z1i/79H/4qjbcf89Yv+/R/+KqWigCLbcf89Yv+/R/+Ko23H/PWL/v0f/iqlooAi23H/PWL/v0f/iqNtx/z1i/79H/4qpaKAIttx/z1i/79H/4qjbcf89Yv+/R/+KqWigCLbcf89Yv+/R/+Ko23H/PWL/v0f/iqlooAi23H/PWL/v0f/iqNtx/z1i/79H/4qpaKAIttx/z1i/79H/4qjbcf89Yv+/R/+KqWigCLbcf89Yv+/R/+Ko23H/PWL/v0f/iqlooAi23H/PWL/v0f/iqNtx/z1i/79H/4qpaKAIJIp5ImRpY8MCDiM/8AxVT0UUAf/9k="
    }
   },
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "editable": false
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "<strong> 2.\tНаписати програм у који се уноси жељена геометријска фигура (круг или правоугаоник) и исписује површина\n",
    "и обим фигуре користећи две функције: `krug` и `pravougaonik`. Примери изгледа екрана:</strong>\n",
    "  </div>\n",
    "  \n",
    " ![zadaci1deo2.JPG](attachment:zadaci1deo2.JPG)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# овде пишете код за 2. задатак\n",
    "\n"
   ]
  },
  {
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    }
   },
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "editable": false
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "<strong> 3.\tНаписати програм у који се уноси жељена операција (сабирање, одузимање, множење или дељење) и\n",
    "исписује резултат операције. Свака операција се извршава у својој функцији. Код операције дељења, ако је\n",
    "други број 0 исписати поруку да се не може делити са нулом. На почетку програма се исписује мени са\n",
    "могућим операцијама.<br><br>\n",
    "    \n",
    "Примери изгледа екрана:</strong>\n",
    "  </div>\n",
    "  \n",
    "![zadaci1deo3.JPG](attachment:zadaci1deo3.JPG)  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# овде пишете код за 3. задатак\n",
    "\n"
   ]
  },
  {
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    }
   },
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "editable": false
   },
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "   \n",
    "![pehar.JPG](attachment:pehar.JPG)\n",
    "<strong> Изменити програм тако да се након извршене операције поново појављује мени са операцијама и може се бирати операција док се не унесе 0 (нула за крај).</strong>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# овде пишете код за измењени 3. задатак\n",
    "\n"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "Име и презиме: \n",
    "одељење: "
   ]
  }
 ],
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    "name": "ipython",
    "version": 3
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   "pygments_lexer": "ipython3",
   "version": "3.7.6"
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