关于getchar（）过滤回车的疑惑
各位前辈请教一下，在c语言作业S1E21中，为什么下面这个过滤回车放到了scanf之后？这样输入y后，岂不是getchar（）把y给吞掉了？感谢解答！data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5QAAAF+CAYAAAD9dlWFAAAgAElEQVR4Aeyd/YvbRve3n79WBJabJRhClxLfmIApdAumiOVeQkzIljjQDcSBbumW4FK8fBHBEBeCoZh4CVsCpphgWPzjeRhJI42kkSxrX2zvXj8Eb+zRvJxzzWg+c0aj/7dYLIR/2AAGYAAGYAAGYAAGYAAGYAAGYGBVBv7fqheQHshgAAZgAAZgAAZgAAZgAAZgAAYUAwhKIrREqGEABmAABmAABmAABmAABmCgEgMISsCpBA4rUqxIwQAMwAAMwAAMwAAMwAAMICgRlAhKGIABGIABGIABGIABGIABGKjEAIIScCqBw2oUq1EwAAMwAAMwAAMwAAMwAAMISgQlghIGYAAGYAAGYAAGYAAGYAAGKjGAoAScSuCwGsVqFAzAAAzAAAzAAAzAAAzAAIISQYmghAEYgAEYgAEYgAEYgAEYgIFKDCAoAacSOKxGsRoFAzAAAzAAAzAAAzAAAzCAoERQIihhAAZgAAZgAAZgAAZgAAZgoBIDCErAqQQOq1GsRsEADMAADMAADMAADMAADCAoEZQIShiAARiAARiAARiAARiAARioxACCEnAqgcNqFKtRMAADMAADMAADMAADMAADCEoEJYISBmAABmAABmAABmAABmAABioxgKAEnErgsBrFahQMwAAMwAAMwAAMwAAMwACCEkGJoIQBGIABGIABGIABGIABGICBSgwgKAGnEjisRrEaBQMwAAMwAAMwAAMwAAMwgKBEUCIoYQAGYAAGYAAGYAAGYAAGYKASAwhKwKkEDqtRrEbBAAzAAAzAAAzAAAzAAAwgKNcuKCfSfeyI4zjiekuAPO9K3QnSqvSOU5fu+ZJrlrbPE7dM2UvzuWo9Vrk+ttl12cE7cMQ58BDXG+XnVZggLTd0GIABGIABGIABGFgHAwjKtU+gY3FUKCi1mLxW0ROW/bgrk7XboeIA4LlLhbUvFpe1MbRv/c0EUbmtLFBv2IUBGIABGIABGICBW2cAQbkl0E3e1JcKp1VXJHyh5bjibYkNrO27LkGpbODnVSJSvM32ou63PshaucUP+AEGYAAGYAAGYOCOMICg3BJHBoLyGsVfGJErjIpug22uU1AuFnInRPY2+I06chOFARiAARiAARiAgTvBAIJybSDHW13LPAd43YJy2TbQuLxUPW1bR8PIXtCO/GcRgzyNZ0Az23eD5znT207juli2xeYJSr1FOPHMqVG2rR2KBba+3omBjaigpa+sbayjLvAIAzAAAzAAA3eZAQTlJkyy8kRRWqilxVFGkJXtrHbhZoJuir9Y4AXXmYfXBOnMw4GyaVS+2XTBd8kIqb1elQSl4ddl4tls92JxB54rNdqebFtZPkiH3WAABmAABmAABmAABsoxgKDchMl3nqA06lYoqox0pcAvXV72ecKkOLMLwOBZRFNkhltJ86KCUf3t+RW2vURbknVe3jEKy4vqujyfUr4gPyKiMAADMAADMAADMAADW8wAgnITnFdCFF2nyCmTV5AmKQozAimv3pbnM4P8HHEKReVmCEqbIM60fRO4oQ7cfGAABmAABmAABmAABtbMAIJyzQ7whUqeMDPqVkYElhU9ZfIqIygjkZjeihv+P7mdNT5FNf9ZSwRlWR+SjggxDMAADMAADMAADMDAJjCAoDRE29ocsqWC8iqRPH8bqhKeiedAEZRrY3AT+gF1YIUVBmAABmAABmAABraOAQTlJkB7y4KyjBAsE6HUJ6JmIpElbZp9ttEmKPUpszmvTLkB25WJ4CL8WBGEARiAARiAARiAARiAgYUgKEuKnxuF5QZEUXF9bcItOSCUEpTRexuXPGvpn5yaFoRBHZIRyvQJq1pMqtd9pK8P61vCdoGAdiQ+rTbZ1qSt0nUoSstvSdthD+wBAzAAAzAAAzAAA/eNAQTlugRl0XsSLQfXXHfULBsdTHb+soJSdZggrfGOR7WVNdOGUEAaz1vaBV4ynZ/GF42GoFzRdtY6ZuoXtt9yoNB9GxRob7IvYA/sAQMwAAMwAAMwAAP5DCAo1yUo111uKJzsoi4fmLvemZYJ7bveftp3f9nH9/geBmAABmAABmCgCgMIynULuzWWHxyMs2y76j3qWH4kNPvuzSodi2vuETdr7MNwBmcwAAMwAAMwAAPrZgBBea8ng/oZRWM76X21BxHbrTtRbN2DJ+VzA4cBGIABGIABGIABDuVhEr0InlmselLrXelEfrQ28QoTBsi74lvaAcswAAMwAAMwAAMwcHMMEKG8rxE52s1iAgzAAAzAAAzAAAzAAAzAwBUZQFBe0YCsdtzcage2xbYwAAMwAAMwAAMwAAMwsNkMICgRlKzKwAAMwAAMwAAMwAAMwAAMwEAlBhCUgFMJHFaKNnulCP/gHxiAARiAARiAARiAgdtgAEGJoERQwgAMwAAMwAAMwAAMwAAMwEAlBhCUgFMJnNtY7aAMVtVgAAZgAAZgAAZgAAZgYLMZQFAiKBGUMAADMAADMAADMAADMAADMFCJAQQl4FQCh5WizV4pwj/4BwZgAAZgAAZgAAZg4DYYQFAiKBGUMAADMAADMAADMAADMAADMFCJAQQl4FQC5zZWOyiDVTUYgAEYgAEYgAEYgAEY2GwGEJQISgQlDMAADMAADMAADMAADMAADFRiAEEJOJXAYaVos1eK8A/+gQEYgAEYgAEYgAEYuA0GEJQISgQlDMAADMAADMAADMAADMAADFRiAEEJOJXAuY3VDspgVQ0GYAAGYAAGYAAGYAAGNpsBBCWCEkEJAzAAAzAAAzAAAzAAAzAAA5UYQFBuCDiTN3VxHEccpy7d881ehWCVCP/AAAzAAAzAAAzAAAzAAAwoBhCUmyAoPRchuQl+oA6VVqW4mXAzgQEYgAEYgAEYgIH7ywCCcgNEhHfgiHPgMZnfAF8wGN7fwRDf43sYgAEYgAEYgAEYWJ0BBOXaRcxEuo8RlHTe1TsvNsNmMAADMAADMAADMAAD62YAQYmgJDK6dgYYCNc9EFI+DMIADMAADMAADMBANQYQlGsXE0Qo6bzVOi92w24wAAMwAAMwAAMwAAPrZgBBiaAkQrl2BhgI1z0QUj4MwgAMwAAMwAAMwEA1BhCU6xYT512pO464XjUHAj52gwEYgAEYgAEYgAEYgAEYWBcDCMp1CcpQSDqPuzJZVx0ol+gsDMAADMAADMAADMAADMDAFRhAUF7BeNeyCkCEkg68bgYpHwZhAAZgAAZgAAZgAAYqMoCgrGi4axGTftkcynN9tmSrA7aEARiAARiAARiAARiAgdtkAEGJoGQ1Zu0MMOjd5qBHWfAGAzAAAzAAAzAAA9fHAIJy7WKCCCUd+vo6NLbEljAAAzAAAzAAAzAAA7fJAIISQUmEcu0MMOjd5qBHWfAGAzAAAzAAAzAAA9fHAIJyA8SEd+CIc+Ah7DbAFwwu1ze4YEtsCQMwAAMwAAMwAAN3nwEE5QaImMmbujhOXbrndx84BhV8DAMwAAMwAAMwAAMwAAN3hwEE5QYIStWhAlHpICw3xB8McndnkMOX+BIGYAAGYAAGYAAGbo4BBCUChq22MAADMAADMAADMAADMAADMFCJAQQl4FQCh1Wem1vlwbbYFgZgAAZgAAZgAAZgYFsYQFAiKBGUMAADMAADMAADMAADMAADMFCJAQQl4FQCZ1tWTKgnq3swAAMwAAMwAAMwAAMwcHMMICgRlAhKGIABGIABGIABGIABGIABGKjEAIIScCqBwyrPza3yYFtsCwMwAAMwAAMwAAMwsC0MICgRlAhKGIABGIABGIABGIABGIABGKjEAIIScCqBsy0rJtST1T0YgAEYgAEYgAEYgAEYuDkGEJQISgQlDMAADMAADMAADMAADMAADFRiAEEJOJXAYZXn5lZ5sC22hQEYgAEYgAEYgAEY2BYGEJQISgQlDMAADMAADMAADMAADMAADFRiAEEJOJXA2ZYVE+rJ6h4MwAAMwAAMwAAMwAAM3BwDCEoEJYISBmAABmAABmAABmAABmAABioxgKAEnErgsMpzc6s8d8q2o2PZf9aXi0vsdaf8esVxc/JbW7ofZ+XHnhL8zL8MpdNqizezsDafyuhdW+rNrkxK5LUYdaTRPJL+53n5OoY2mfzSktabkczSNvral3arK8OppX7ptP7/B3Ks+s48lf6yL4eP2+J9SX1vzUOlmcjJgSvdv6Z+W+ZRfiM5/sGVk/D7Ij7nZx1pvxvLNGW7i19asv/Ky9Yxty5jOXmWZ4OJdN1D6f9Ttl1muqmcuvtRG4vactO/zT/3pTewsz14Xpf2HxOZ59nn44l03gd+0n47Ha3O4OB1O2b3/ERara6MbP0irMf8a8kyxifSfjPMcHDTNiV/k3X+hofNZABBmTew8/3KEyk6+WZ28ly/fOhI0zZhLcP+v2PxzvrSj/51pVXbk6MPyYnJ4Nmu7H13KqOiPL+OpH92kT/Jslw789rSPrNP2nLba8mHtFdg9tOpHL6wCJ4ydr4cSvvhrhy+n8timmbJ5KovvRcNqR14GYF2cdaV/ngq4w8ncvR9XfaetOTw1Yl4fyvx2JXh5+C3TqshtUc1abQO/d+H50lGbQyMX+2J892pTG1tuZzI4P1F7vjYdx1p/ZFlc/5nS5yHrl3w2spZeOI6TTnRAkuLuQ9t2W31kvbQv0X5zKT/siMDX7xOpPt4T44/LWRxOZB2rSEn6u/pqTSdevB9dF0OD54rzvepMhcL8Q4c2ftpVL7vDtqyu9uSnm6TKlfXfdyRvYeu9EsLbqOuyiYPHGn+qsWY8VtR285PxH12YoxjSfb0+NZ70ZTmm3FuO+f/jmX4rivuf2tSe1SX5v96MraUq+zlnuXXTY2XTuNYxr7oN/xmycvGrf5OlbP/LmRQ+fnbY5noPGazkJ25zMaedA/qsuPsiutlmdX5mZ+qjrsvRrn8m2mzf8/FX9B435H9Vz2r3X1bv7IsyOj681nR9vncZf1EWmyyOgMISgYnBifNwHlX6o4jjuOKp7+7rU81YfPLVuUvq4OaaDrieqkOr/M48PyoRPdxkFcmXdgmf2IQTdSnMv6/7GTKn8x/f2qN6sxn5sTcE3e3LQM9OVRlfO1LS02gz0+la5lgmwP25K0hGjJiNV2vrrQeOuLsutIvWHU3878bf6sJpuYj7f+AifqbSX5/DvnO46GKjSav6+I8PJTB1xSLuf1mIMcHJ36UbvKmLnuvxn59iyIkfrqfg3RmHdX3TvNIhuNZZqKvfqu5pzL6nP0tyiOXs440H+xI81WaO/X/nhw92RHH2ZX932y2HspRyyZE59L/cScrNM3+sljI9G/PmGQfSdNpypG/aKOYDyb9w+e70nhh1i3+LWqbsv9ICbS2DC8VN3Xpni9k+tu+NDQjnis7P/Yztkvkof2oxhZ/XDH9rBYFWtIr3Qdn0ms5sve/07iN746kUVMici7+4pP529mJHH5bWy50Lidy/NiR5m8XMnzVXm1MUH3icTcWW7q9qU+fpxfDlK3mMh0PZfB/fRmOpzJ8uSfJ/jeXyV9DmUYR4UCA5/Y/VZfEgkPst8V8IsNo8U77vied72uxP406+8I1uj944qo2Xs5lrnhTfn9yJL2w3tPEOG76dypTWxR80JF2nvhM8Jy9p3R/VIK5K5OPHX+RKGBNtdO453qu7L229S2zbtX+9seMa7u/h+Nxpl9Uq5uyRVA/J+QoGNMdJ+i71n5p+Pze/+7f37DVOjlAUNIh8yeg98024YT7egRliQm+tm8oBJOTkbybUngTs02CEoIymLzk3oxmPWnVkkJgPktNvi9H0vlmV9yzvFV/Y0ueWgVP1Wn0ci+cQM/Fe5GzFVHbQEVOdptyGkYn0gJD3WjL2SfPbtv/vT/ZCG1s/q1uIGoC6aTsn7mxhHznTmi1L1b59P2WvInP5+ZCQ9ruql/sB36eTUttncvzvW+DnMlc3jVpmyQXRYK6Tn9ryk46ArjUJp60H7fl5BcVBQ0n/G9aUlOTZzXJ/nIijf/sy7EpCt60ZDchIBaymM+k/8qV7juVhyEo37iy/3osc2Xvb1zxtID/3JWGGX1K1HMsnYZKGwqT0UBO3o4imyth2voz5av5PCWaQv/ZBKWKNj45isVh1DYlumvSVtFnoz7z94dS1wtYX3rSfm5shf9yKvs/hhHQy4Ec/dANo3RpfrL/n7wxFqOUeP7hsHwUWPWJZf0mnOgvG3+szM364tbq0gl3biSFntmWmfR+bEhXRY4jm4V+Ow+/Uxyl6qvyi304l8mHgL2jpiPNn7TwPJLmI1eOftyV3YO+TM9siwNmueHfX07kKMpD55X/qRYfdzTvYRuie4rnJsdv1Y6o76p2JgVlka2n7/Zl50FNOh8tdY5sl/PbNY+B/hh0bQI1LSjDe/015h+zlWOfZfZb0+9l7ezfB7GXMYbcrp8RlGvqINvasal32Q5aXlCuMggWpg1vlvpmHKRNTva1/4bP68F2Q8W/P4HrZJ7tUtGn3efD/MFJichHRzLSE51oghBMfBrfG5Ga8640nhQ/vzb9kidcgxutbpduw8186pt4HAlUEeNrFWEVxxzfn9rG/uJBOAnz/7b7OWGjK0ym5p+HqS3O8cSy93sq4rSzJ+2cZ8gW/jZOY/KYZwsj0mGdqKvrbCInzC/3mrzy9PdfPXEfNuXUFpnRaayfqr+n2uW5Uns68LcXjl42spE2VX/df4w8Vd0D3ow8VV4/jWT6x5F0Pnpy+nvQV+Z/tCx9NBYWwZbNE3Ef1cR9q3ymo5kD6TxqyNGfsR/Vb25tRxovLdsNI1uHWxYXKuLayNkuO5Hjb/eTkcuZJ0cHyZ0OKiLpninRqZ5/TIpAteW48Uv+tmLNtRJHkWjXNpypiNy+nIyTglZfk/hUfeIGBKW5qDL7oyWNt0FbVB+2jSWzs3Yc9Ru0Zc/fFRILyuk/oS1S9VX5Hb437knhYk6ynDBCqe0T+dK4Tv9mfKoFQVtdE/aL0itBXJN99XylEZGN0toEpXpG2V+EUHzqSHxf+j81k+IzKiOobyAu7HaMyktdY36fGEcL0pnX5P8d3OfL26nY5v6YFt1v9L0oNa5cuc5L6rCB+Qc+L2OH0GYl+nS+T7fPPpvSFgTlBnaeTYGDelxlYFlRUJYZAJcJgvB3LbxyB+FPx9J6GT8D40dkGscyMrY+zdQENrXanOHh07Hsuf1AcHpuPLHNiRKMX9dl50lWuEb5GiIi+i7sn6otul3p3276/1edwFxX/fx6hJzEf5fnzI9uRJOVVdmey8zgw9qmy6n0D3YDH/+TN5k3RJLy7XlX9n/oSC+KboXPTLr96PnFXN+riXE0Ke1LX22ffBQIk9xr9La/nHFfRe12f+xaom5hvdRE33ptql0qjZ5EfzkV92n2GVB/8mjp96ruNkFZf92X/p/BVsDBq44ML6dy8mRPOmOLL7/Ogu2Ni5n03V1xnD3p/GXsQBh3ZL/RlaFuy2U/K4jNbZY/NX1bR1GoT13Zfz4UtZMge8BM2hYX4r0bRJFRxc7kw0AupsGzfBd/nIhnPDc5G5xKfzBeepDXxR8tqeUtUn3u+tuW68/6MtHRXN1W81ONmY9cOTH4089Nmp8nbi07/pj2OeuLSlNzTwIOd2pyaG4LDce2pNAL/TYfyeCDfn5xKqff7fjbWOdfR9L5tib7Lw6l9f2hnKjDedSY2+jKhd+GWHCm+6MqJxGhNDmzCcrU2Dt7ty/Ogz05trFl2k///bErx6nn5xN10n1Bp1d214tjC9UOQyyk0+prwk9/7HN2pf3Bwn0qbaIO+jfV/mvcRuoLVNO+upwqn37dYrF8rXlXqc+GXBP43GCkqF6peZCVgaLr+S0/iLDENgjKJQYCxoqD9k3a1R8wgoiMP+DqZw8zg7ox2Q4Hav2cYmJFMRyA9G95Wwf9Qc0vI8hXpzeFTjDwJaNbOp36NNNqtsreNMqm0/naPudf+tJ+eirjf6YynU5l+rknbvo5qE9df2J+8seRuE+74uWddGmISCVKg7bNxHvRkqNfzMhHX/pqe9/OnjSf7PkTldYfwcQ4emZMbQ983JFRtLo9leFZvNqt7Gqzna2N1/+dwdFNcr00b5O7gP+YSVs/NdPHTCbYX1qmLV/bdzPxDsItdanJadIfqk7mxCAVPQm3F5rPUOX6Pj0xVv3422MZXwYRbX9ynxAKPTlqOMG2P1sd1cEuBRNNVQ8VJUy2R9si3S4tKEfivTmVSSieEteq+mfGrIVMXu+FYsDY8pqO2ow70vh2z1/QyZwma/hUbQetPz+Ro8d7cvjSldrDpr+tcvTSlZNf+9LXdghtlxHL+veErWfSexnuNvh0LPvfn6S2p1psYdRpobbbP9iV5q/Z52J9+xiR3YVtAeDyQvrPmtJoHclpwr96zFHPFu6K821TWo2aOM6O1L47lO7ZOHmQkaqTanfkg6lM/p5aBLLiqSF7P2d9b26ZVuNzcoyay3SaXFhRaYr6n9oWXGt0pPfuVHofPOl8m9p5kPBDsaCMy0n1MZWHuRCjngtupCPTc5kMtD2XfQb9yvm2LYO852kjkRhGuJXdKwrKIIqXsovJ19K/gyhW0le6Hwef/r1W1U/VU88v8hbj/DRF9QnGYeUPf7yO8jPHwWT5iXFiaXuu6VrFRVQ3x/LMtConaEucLttu6zwltGPMZPiYRqGN02XF97Cg/Hz7+XVI3GeyNgrSZOu/Ftvflo9vuBwE5Q0bGDizHfnKNjEH+eimFA4+0f/Tg188+ASDun0gsQ6GISPxzcC4NhyEzYEyaF9Qn7ybVpxXepAM/p+9rji/sjb1T5rcqUvr1YkMRiPp/aiiIXp1fCGzjx1pNjvxEfOzkXS/r0nth+xR/xdvG9FWLtUe15vL7MMgOFkyipCk/Z+aZM1nMlMiUtlRRzt9eweTpaPw1RIqf9Mms2n+9tiytiif7npsX768tM1y/m+5SUdlhL+ZNtOToyyrOfmXHhtnMni+JzX1fJYWILnXKlvGfdGfoEQT+qAeaV+n/x+1UTFj9nfV5jCv9DWqXxe2e+bJ4X8b0nhk9O1UG9J5RvXw06XbFQrKlwO5UJPsWV+OXgTbX6PrMswH7R//2ZXhPxdy8p0aC+ri/uLJ5NNYxmYU72NHGv/ZkdqPvdxI3sw7lOZzVWYsPPztl6+60nkzksX7bvzM3vtDcVo9q5jy62va+vNAPONZP7V1NXkirsUWhi1VFHjv5Sh1AJEhWn5qBpE+X+ioBYA4ujv960Ta+rUj6nnPpbwtZPpXV/ab6jUrSXHnt8tgRr2mQx16pQ73iXyk660W34rKUgeQPXCkpg7uMdKpQ5CaxomlhRx+HcjhQ5PT2G+6PmqLcy3aXTKUtjqYzChPp0uWYxGUUb8p8FWOfZN5F40dMxl7oV9Dn0aH8ny6gqAcdaTm2Nut27/sU/XlorMSVBvToiW4xjY+BNwkxiLNTTQ2hPlFdg+vSY19y+p9U7/r9ibGSM9NjplqDEgtigc2MZnNeZ7fcq/SZZp+yLPxMn9l7BLWNdGeHJ8k7pGJNEVs81vG5ouFICgBKHvz3HSbhINTegDPDjrqZmk5rMQyuOnO4Q9yOYO8bfDUK3bZQSkoO/t9diAqKlPX6+qrsmG5xoq/mnDu6xMfL6cyfOOKa3t/XriVUZ3OF2y1UnlNpf/jbrStSh0CsfOfHXFqbRnqLWbTvpwmDubQz19lbeC3L7rZqt/VDTcWHsr2UcRJRTsdx3q6YWSva2Q4uPHFdVmpDM2q4jDRPosNVqpz8STGylQB9yu1KVFPJSbrUveFS5k2pSewnripLYfp7YXK99Z+ZETI/fqr9oV9d/A0GS1S9sidXMxG4fsrlU1r4qaj62EULF2vpM1Uu4znwNQ1qaiiEl7N34yFEFOkpWzqPa3LodfzxXd/qg52CQ+5mV9I//m+tMJ3AU5+25darSlH70Zy8W8smCa/t6VzFgqjy7F03U7YL+cy8QbBQUGfu9L5I7hG7TCIhYrFj7l1XchCve4jEdlN+zjOT0XgdsMosjqAyF9MSrRdR3Ytp3x+uSjevprOp8z/lTiJxjXlf4tg+Kcnbi0pbJO+X8j014Y4Dxyp/9QV91FdjvQzxOHBZnp7Zj6HM/Ge7kvjsclptj6qL8QM5dtZlVNuy2t+HrqNF5+Sr3TKb0PsZ33tQm+JjiKUYRpl9yhKutozlAt1ENWDQxmU8W9emiVjoWpjZltswTXB3CDvHqFsnJ2HFF9jsWVeW676fUG7Ij+Giy3Ze1h4HzLmTL7tjP/7eVjKWMXGq9sqsLn1vhHay1r+VW15z69HUN5zAOIB4xYHsKva3DI4+e3wV6XMCUE4kK8wkbcOhmF97YNa3sCV933WzkVlav/Yy87mpdMv/fzUldazcOX/37H03w0KX04+/zqW3m/JY/Nn49RzTirKoWz9eShD/1ATddiGem1BWM+vPWnt1OXY9qLuzIRV3ajiG7Rqf9HNYWl7V2QuuNnoVWqTqVVsHtxsg3qHN16DRb8M4/8rtcFnPbZP8toc9vL6zYq2icsKxKT1EJfcPFXdzHqnoieWEzXzfK++jxYZlID7xZVaOJFR74I0BaSytfn/qA2zkRw/V88PK78qH+X7Oq8eQV7pdlmEkdpS+6gTv5M1w7w65XUsp/87DA+UifOcfziS/YNjOfl9mOyn87lMP3Zl//G+HH8It2tOJ4lopopqqcN/ooWeyDcDaT9VrxgKogqtUFxGtonShTsIclkdy7EbbIENTmeO653IS0WBH+/Kroqq/Rv2o0+n0vkjFRFMiw+zHsbfg5f70vFPwzWim9EW2JKvHEn4IOV/f5GtJfUnrnTPRv4zn2b0MWqbOsjp20PpvgzHKP91LUeRn8evD6NDnjSHk7ctcd/FQm3yti2dj2rbuMlpqj6+n4xnB9V4miOskvkk+5jiIR5Lc3wV2TkYt9TrZfTW6mTegR+n02GtEhQAACAASURBVHiXS2SXKA9LX/AOZef5IFzMVmUYY8LHk+LnMRcDOVTP95v5V/hbtcO25VzV3/pb4fip7JhcxIrtYP9NjSdmdC5Ov8o95uppS9UjbHvMTVxu+vqytiubTtklXcZyWwXcZgVwXO/leZB2VRshKCsMRKsamfTX3DHzBnZ/km1OCIOBfJVBxTrIhYzYBzX7zSI/cpm1RVGZmh172dm8dPrCz0+n4r7wZDqbysVoIP0/T+X0/UXuFjR1EEepF7JHE8GBHB0EExBV74Z+2biaUKdXLnX/S0zsVLuSkwyVj+1mVthOnfdVP0PeVuHIr1eG04CVQNjkcVPGp8a1um6JFXDjd7PtmfqUKSsvjYqo1HPexZh3jfpe1c2YPKr/p5hI+zr9f+3zzPfqJOH/dmW8GPknmHY/x/VQfSwjKGcD6b41D4tRzJnjR3y9KjNTnmnbTLssk2h1KrIpANLM/zOU3tlIpl/Ddw6+O5b2TyfWA4KCA2OC97GaW0ID2yTf/9f5Ln73o+rLcTR5Lr0fXfEu1dbJ+JU92r6Jz0Rd5zL9x4i0KjuoyOmrIzlVJ6sqznbb8YE/6nf/lNcTGY/jKHKQ/1y8A3WaqCFIonEkaf9EfcJJf8ankU+UL5cfKqO27cfP64b+/zSXyZmyfVe8T3HUN12+/r86wffw/dzgYyaD98nnLef/XsjofU/ajx2p/3gs3XeD4B2parHtkyf98ETaJKe6PlMZ/3Es3YE6mbclPb0DRNnZ7DvGe1Xtrw2pSe2pJyM1Joenzmb7Y9rmio2adEbx96qOcfSzL71X+7L7oOELYm2TzGehT1U7zTEhLiuTj+/fqZz+rsXosrQFv2fmC3Fa6z15yfhpvcavr308VuPJJgjK/HrH9ih6XCJoRzxuWvOz2K5sOsXA6rZSTF33riDDHtE4w3dmH0VQAsbWbnnNTCYyN4hgIF9FCFgHuZAR+6Bmv1lsrKCcD6Vdc8TZ2ZH6QVc886XwajtseCiOskPGvom+MpfZNJgkdX9qy9HLnvRe6e1Yc+m19oJJiBGV8d9LmX7vnc7TnLCq9xPOk5MMZfvlgnIm3rOa7D6sZ96BZw56Vf62+77CzSS8sfrP5+RGfIrzjRkN2Av8FNxAAxvlMGm5qVexxeLyQnpuXQ5z309aVH9VN3PyWH3Lq3oWL97+Z5SptmCaE+2l4kNfq2x4lS2vZrsCQZl87c5EPC/eyukzlcOAediL9lGmTxrb13Ua/Rm9/+/LiTSjaI561cdu/LqgxULUM36tA1d2n5xEp+rqPBKfqn9+fyy9ly1pvejFEVAVxfv1UPb/14sjp4oz0/7/DuX09/BVJOnfVP9XY4QpQAvFh/ZVEEXKH6OUL+NJbqItesxZLCQZyVbX7Err15H91RfT5HOsfp6jjrjhYwPxGKWeHTyR45dtaT/vyPGvfRmOp/723owPjbqo/JK/q4URR3bUQUpaqH9nvIopsV03tIveDbKIx/L08+aDpzvGq0bS/TG2r98+tQiSel4xWcdU+lR7IrtHPp3LbDyQ/shYQEgtHloPYsrL90rfm2Nmsh2qjZno5bLx0//dxpx9PL62e8qVbFBSrBW0Pd2OsrYrm04xlC4j4iq37YFvV5n7Lc8zyQjps/ZAUOYCmTUWAG2ITXIGt+wAFQzkqwwq2TziNtsHNfvNQh/wUKbsojIj5jJiOa5XlKYky7PxKJ785Vyj6pQ/WVuIEoc7j1rS8SbRIRRqgq+vUX/7z2T5vlIT7Yl0v2vLIJrwpOqvBeVsIMc/64NE4gm6sv1yQTmV0+93MgcHrGofW3q771NtyLGlLb/K35kcpCYwPke+QLHfTP3f804qLFn3+ee+HD5uyHGZd/xZ80xNYNXzUNEzbIE9J2+b0noXR8DsvleLFsnIibap/w5DHRUP67CM5+BaZTfbhDCsVyGDqXapcjXTVjsEk6Sk4EzxdH4i7sGJjMLtoaoNZmQoOuAkr08tgujf4SCMsqmtmKYgUfX6ciINx5GWbaHncu7vYDh50ZS9h7uSeAXHfCqjd22pP1QLC6ktq0romILSbL9iNvPbUNrfxltEld2W9/W0+ErZbsn25cDfQ2k/bElfR/yWXXN+KqfmqyqiscrCh3520Gx7RjCm65xtk9oK2w0PQFJcJ/xUxJdaVKm1ZfB1IfP3bWk+7YeHNymRakQ5bZF1o87qELfdp105+XUQHdhUri+ZbZvL7F1LdtWpu89OZfhlLvPzoRF5N5+h7MnRk53EQUy6Xwef6tVENXEe7CTGiGQas+ziv/PGdX+sTHOaM++Iy7aPu3mLy3llx/kV1z2aY1xxTA/OZyi+30dlZRbAsm222S5oa7IMW7rcSKh53zP4zLdV3rwstqmuU5mxJr+cOD/ScCjP9kXnSnWmOw65bWD3B5zkgKUH8jKiTg8G1kEutLn9BpA/cPl5JQ6rsPulqExdL92Wmxj85rOpjP9KPpul6qTFYVwHo/5fZzJLTGTVjaUhepuhstXeK/VaAPV85kQW01M59P9v5GGyrPz3/ZF0ftAvOFf5rSooVd5KaCypu1lumb9Dtm7C9lbb5tYpuHnH9QjYC/yU5DBgNRZH/v8f1/0j8Av9mlf2dCgnB3XZc3sy8jpy+DqMOOWlz/1e1TP2a5lohKp73GbNz1Da6jUz6XLUaZvqYKgEm9mJut3uyr6xzdJp7PXQ9Um1S9VLcZOZgOn0gaDMtiv+3Z9cGScfL+2TaVssFuL37Q8n0mk1ZHfHkcYL81npuYxfN6RWq9lP6J154j50LCc8X8jJE0cc9bqhf4z66vLP0ic2G2msgtL4PbRboV3CcortUexL37eDtuw9HxpzgCXXfGhL2zPqmhKNxXwE1xXXuYBT9aoV9c5NbWM/upx3kNLMX2zZ/01Hw9XCwm4wHqs2H3iROAzuK0Z/NPJfLFQ+Demeq225XWmHp9Uua0PUb+YjOVHc/WdH6s+MqLYq43Ius4SQz6uDYW+/bnMZPK/JzoOauJV2SKTzM8fQ+DfVxpUjlKp+/r0i3Zbk2Kzt44/J5liYsH1cF50++xnk6+92SYvflfIK7iuZQ4hyTnk17x9BG5JjZvq74P/BeQTmtSvZOJzzFY2nCfuE92yzvMTv/uKRPiMh7a8ytidN0p6BPYhQrtTxgMgG0a1/pwcX9dxY9C85qAV1CgfcgkmdSmcOeHF+Qd7mxCZIlx587DeLoHw9UMf1NPPTdrMOrBYuy6bT+Vo/v6ptqn05eXUore8asu92pDe6iKKM+hpVVnowns9TzxPNx9L7uSNHr06C52jMm1rqyPnpbx058Q/qWYj1AAc1CXXM7XjKdrGtle3Ttpt+iaNYut5qEq4iXpOUoIh+t9g1+Ztxk47YiuuRTHu744Hv//QEJLxx2rbQBulD9vw+ELQt7delbfrnVJpKjLweRxNR//Uyj5vivtLP+KlnwsJ3m07DZ3P9A1J60v35VMbR5FHVYTV72ny/GLRlPxWFVO0YPq9bX3hu4znb7mJBYa1HxJNqV/aU1+QEaC7zyA4z6X3vSOFBOGqcM8au3DZcXsiFTdiFdfNfm/FfV3qfJuK9UqfCqmigeTpv8A7RnScdGRqvJvHtk+7zur1fxjLW7xxM9DVDvOi05uc1C0ozYhs8V6oP6FFRL9s9QfdZdWCYXrzS3yn/78mx8UoUkxF1kuuu27Nvh136jG1QRq4PQxvZf59J/2Bfup/mMv93Fo7VSuypV5xkx8DZmRuf3q1tP+pI85VnaXNBfxx1pGEIbnUq+N5/2+I2s/cG007m38Pfsq+bMn8P/k6O9f536rGHBFfaR9f/qWyeFo+273KjZ9rG/mcwxibvVbbv9LxjtbEwbbtgTpKtfzpdmf/7bY7ueTnPH5r3Gz+tvf6JvPx5QWAD896zso1Llq3aas074Sct/tX9sWicuH7eyvhiW9MgKNOQ8X9jxXZDO1MoKM3BaVs74Er1DtudvFmt6CMluB67cvIhFpHJ7UfBhCx5qENf+u+OpLGzJ219HL7RT9QEpvbftvTVpHYeHigSnbYY5vf00H8JuX/Az4NGtI0rar86AfJZX+bTsXj+teY2qL6oVzaYJ3r6B0E4aout8SzOfCzd6MTOFe1itCeqE99FY8H8yzQ65TGyj7/tsSOHrYbUHtWkVgu2G5uLMrtu+t2UBRNY096zsfR+2pc9le9/0hPnufR/6sgoNeFUW/tab3VUJul/NcFYPl4M5PBBenIxk+Hrluz/6Eqz5hiHmSTzt0Z61ATIEIQqen7hdWT/m9BWD5rR6Z/aptO/vXgroDq1Nnq1Ql8yfTLsY/7WV0u0cP7Zk2O3Je1348TkfP7xVA5/bEn3L0OMXE7k9PtdcRz1bHUvEQnTdcv9nI79ZysbBe2Krs0TlP7ptvvScg/FfbKbWTyKrjcY8Z7tytEg7Qf9/wvpPT+2nGwb/D77s5MdgxYLGf1cl50HOwHPir3o367//d5B/ns/ixccgnKXcWj7XZ8Aq2ww/zKUru8nR5wHLelpUa/tYkQS0zYzt8/Gv+X0x8uhHP2QXZhTTHVae7LzwBHnP6Z9gr/3nhxK94PBla5X+Gm71/TPkmN9X79/tOAdq3H9tb+v8OkLlXS/r55fKTGTskvl9oRzguQ4U73uletxXe25jnxKzw8DkZteTLgTNrgOO1bIA0FZwWgAt+YBq/SAseZ63gBb/s3q2lfUzMjJ1W1mO1BklT4TvHrg6vVYpUzS3pa9B9L57kTGJfvGTL3I/YfTZMT5U1/66SjSeU86v9vFpPLt4LV6sf2yNg6k80NXRlEU0Uj/qSvNZid8vYjxfdSOgRw/85IH23y5sD+rPOsH7yp8b5l4572bMSrHVnbqu39H0nvXk6F54JZ//VRGv3el+0dSYMbsz2T0V74N43Sp8nTdlI2+aYWvPMlJo54LfT5I2klfrwTT+Fgaj49kkBZKRpql9ViW9rwn3ffGQtSy9CV/v3jXka7tlUjG9YOXTTn5O8c2itPU7xfeqXjp6PPlSLoHR8ECnpH34utEBh9Sz7OGv89Hvegk2aT9BtJppvvjhXhv+8k+Z5aj/lZbVv1D2cKI8K8dOXx6JH21PTad1vx/YqvrkrTmdTf6t4qQ5kTkqpR7a/OTsN4r7vgo9E+V9m7UNaFNzN1SOfXT0d3lC42bwunm1wNBmQPb3e50mw9mof1vbcDeRDtxEylkg/5cPKHDPtgHBmAABraaAS2GiK4l52jBgrt9G240b4i2zi5JRx9ZuY8gKIFmZWiijrku291rQakG0OzzCGv3ybpYoNzt67/4DJ/BAAzAAAxcJwP+vPD6ti4zp0qK9TL2QFBeJ9DkxQAJAzAAAzAAAzAAAzAAAzBwjxhAUN4jZ5dZYSDN6qsy2AybwQAMwAAMwAAMwAAM3FcGEJQISlaQYAAGYAAGYAAGYAAGYAAGYKASAwhKwKkEzn1dgaHdrD7CAAzAAAzAAAzAAAzAQMwAghJBiaCEARiAARiAARiAARiAARiAgUoMICgBpxI4rMrEqzLYAlvAAAzAAAzAAAzAAAzcVwYQlAhKBCUMwAAMwAAMwAAMwAAMwAAMVGIAQQk4lcC5ryswtJvVRxiAARiAARiAARiAARiIGUBQIigRlDAAAzAAAzAAAzAAAzAAAzBQiQEEJeBUAodVmXhVBltgCxiAARiAARiAARiAgfvKAIISQYmghAEYgAEYgAEYgAEYgAEYgIFKDCAoAacSOPd1BYZ2s/oIAzAAAzAAAzAAAzAAAzEDCEoEJYISBmAABmAABmAABmAABmAABioxgKAEnErgsCoTr8pgi821xfSvruz/0JXJ5VXqOJfph460nnkys4wX8y8j6T2rS/PNpFRfGr1qSPNFXy7mV6lTfO3gZVOO/ryQ+eVc5teUJ0zH9sUW2AIGYAAGYAAGihlAUFomiEBTDA32uTv2mfziSvvXvvTPsv96r/al7vbkIkeMzcae9TpbXv53v7al/rAuh0r82PrdeVea/z2U3qd5KWGW4fDrhVxMF7KYz2TsdeXw+31pvehK72wg41mOz6xtu5D+276Mp2MZ/nok+//dk0brUDq/ejKejqT3digX/m8daT2pSe1RQ1pP1e9DmSwVdGPpfONI87epvY2fBjL4J6euNpstFuIdOLLv5zcT72ld9t+MrMLXt9d0LJ7F11mfnUj7v005Hlf0RU5dMz4jnZ0D7IJdYAAGYAAGtogBBOUWOYvJ2GoT7ZXtdd6VuuOI47ji3TYXniuOX7Yqf1kdPHEdR1wvZQ+dx4Eni8VEuo+DvDLpjLZN3tSlnhdZ81ypvRjaxZ/KIyciNvNc2X3oipcn4ozyEz6ankpzBdtnonHKfw9d6Q5GcvE1ZZvFQgYv96XzLimcO9/tSP3VKNXGwHbNn4YynqUFlfqtJu7vI7nI/BaXmSu2XzbF+U9TOn8m6+ELundH0thxxHm4L6ef4rwSNrLYTglK9yxMP+uLu+vI/u85gnUxl1lBvf2yLi+k9+OuOP+pS+unvlxYykzUyefuOvtMyK7PcXk76DopezgVr9V5lP/U/awu3fOFLHQffNyVScJuQbrcvpZIu3qby9eXvLEVDMAADMDA9TOAoORGzgqQZuBaBWUg+kpNIMNJaKm0WihmJqzGZDacTPsTayec6Oo2pj6VoKy5J/ZI40/NfLGZyicanD91A1G0U5fOx7QYWzaAKZuFwuRyIfPzob1eZ33pvWiI86AhXVN4Kf/Z7BLW1RdeKRGeEGNRm4LJv12Iq9+Kberb4nIus4yoncrpdzvS+mN2rX1OtcFkZ/ymKe1fR9W21E4H0v5vXdrvxjK1Rm9TPgz7jFl+xEJkz9Q1y7738yxh47x8bqJOeWXp/qj7WVi2VdCG/dzO1Yo2yq0P+VyZP2x7reMT/qBPwsD9YABByc2Dm8eNMFBeUAbCr1yEpzBtaiIdpC2emC+LUDpPB+X5mHni1hrS+dgLheHE3zo6yQgrY3BNbME8kqbTlKOzEzn8tib7v45lboiawroqH6r2VxGUKZGpbn7KdvaJf0lBaWFqriK3353K1PJb/g13LpMPlmimsW31+Ied5KKAinQ+cMRpHMt46RZc5YuZTKcLmY9P5fB/XRmqbcOl6hgwbhVPpa63l+NzW+DHUnW7RfGW6JNFgnKxEMWwo8XnFWxUygbkX5JjO4fYGLvAAAzAQHkGEJTcdLnp3ggDKwrKMhPocLJqFzqhoHLiaFUweS0WqoUiTU3Ky24d/KcnLV9MquibGWm8kP6zhjQOTnKEinmQjHGdxSeFdVXpbYJyPo+2s9pEou07dQNR3zd/ioWciojWnqpDeQoE5bwgIns5lPbDXWm9jfOMn1vsyVGjJvu/5xzq83WWENbpG9xSu1hsmczDE/eBbetv8Y2kDF/JcorzC9KW7zfL8k4IvaU2KFM3e5pkOcvqH0S/nTL9/QbrvMx2/G73NXbBLjAAAzBgZwBByU17+wSlL6yCyFswmQufO8xM0ozJXRix0M8pJkSZjiroZxgz+QSdx59A+78F+eq8zO1+wSRbPweZ/TTT6kHJb0NOmTqN+iybzrxm2d+qvkVbXssIyun7ttQfH0o/OkxG2ScpZFWaPSVanvVzD/lJCFFLv1R1tdkvaqPy4yNXTqLonRJqjuweBKezKvsl/F4QiUynVWXv/TwOn02tiftLShj6UcFdcc/szy4On+9KvohQIqMmRx/tg3TUvrRNvgZief5HS1aKJKfz8RcA9uR4bCl/NpKhua04utboW9F3+vqwf9iYXhI5DPpPkh2//aX7vK5DdoEl146Z+ht53MRvS2zg1zNMU8j7TdSNPLfvfojP8BkMwMAGMICg3AAnbMxEZ1tsYQrAKIIWTmKj/6tJYfhd6pCbYNJq3wpaJNqC65RINK7NnRwWTbj11res4LSJ1ICP4vyqMjR525TWO7sIWgyOpe0Fv80/T7JCcH4h/ectOfx1mHreTtXVlb6xXdWv36dT2X/oiPNjP4oaJusdXOddzmVydixHfyQjdsr+hRNsxYVNxIRcp0WiKtv2ne37uOx0hDKsc0HfmXmHUn/SkFpu3dJ5JgXN9G/babpdaT10gqjp+0NxWr0cmwZ55R4S5ItvtdXYIpL9rcdO9llV1Vafe6MfpNqf18f8/pVabIgZCKN3iT4c2sLo8zEDQZ/IX/QI88u1e9LOcT1u+vtl9Q4Xj9S4tXF1v2nbkP/tcYitsTUMwMD1MYCgTE2EgOv64LoxW+rJZWriGUxizehGOHFLT8rC69PRKlXfMoIyeV1QRjzJ1fbL+17/Hn8WlRnZcMkEPkq3jOf5RIZRBC8VZcv7Pnwmb/dH4xUiX8fi/Zl3cIsn7UeH0rc9i6cO7Xlg+kjbYS6zcVeazq40ntq3x8aiTl+T+rxWQbkr7Q9x/nHZAzl8YAop5Wdbe4JrZx/D91equiWip6btT8R9ZOYZl+v7dT6TmX4WUnGQ4n7xuSuNRx0ZFfneekiQLke1oaB8S75LmQ37WLJfLOkT/jU59QjzS7d9WT2yY4Ju83o/l9VbnxabtN9661x6jLHwwrX4DgZgAAbuNgMISm5+27dVIJxcJoWdLWoSTGDTk9CiQa1oomefnOZNkvO+zw4oRWXqutrLzual0xd9zo3XRozO+sZpoDmRsnBrZVGeq/w2n82iaNr83JPu06bsPdyV+jO38LUhsajLabfiIr14YPRvZec0M7bvgleuJCN2J24tiI5e9lMCUvnZLihnH4+l/Tp8J2Rh3XLsbtQ9sq9NUC6G0t5tyqlNwNvyyHyn2pAj5DJple0LIolRekt0cMmiSGE/yOnzhdeouhSUOfmlKTsPHKkd9Fc8KCmHv6jty3+/zv4csbFC+Vyz3EfYCBvBAAzAQHkGEJTchBGUBgNFE1T7JDBPOOZ9n+2cRWXqwcxedjYvnb7c50g6jxxpRO+hVCIgKaT64bsRG6/HkQjM5j2QTvPIeHbRjL4Ff6tDbXaedGWS3gZ7OZKO2wkP7MkXZ6rMKoJy/u9Yhu/6MvzXvr1V2T4tMgPBlBRYkzcNqb8dy2LUkVqja7yb0V7n2aAr3YGxlfhGBeVcei1HWn8UHApkMJ71n2pDsr3ZNCZrZQRlVsz5nKejq1G9gv6S9UVY7o0IyobsODtSez4oYNts9/X9fTP9+frqV+x/ysE+MAADMAADSQYQlNGEJmkYQNlge+RMLrPRiGCSSoQyx5ejjux9Y26VVEJhFWGh87WLKrMP+RNot79k8aI4n1KC8tuODEZ96T7dl2arI73RNBILkXicXcj481Sm0ws5+d4mKPMjfuNXe6nnOIvrHNlAMVt1y6s5RlkjlAuZ/9kS58lJMtKmTrhNC3gzr+hv1YZV/F5SUIbPMAfbNlUZNlsHDC0VWDl9fuliTEGEMvJNZAfN881/Lm3vGuq0TntQ9s0zh42xMQzAwE0ygKDkxr1kkr+BHbD05DKYxK5HUJaddBc/txl1/mufGM/FO2hIZ3Qhg7NwW2bRKzEK+8lyUeVPoHOjU5qx4nzKCEr1/sWdx23pf85G6yJBuVjI/MtQut/vivPwUAbp92R+7UnL+kziWDrfNOTki66v+iyuc+Q/xWzudtwVhLwWlPOZTMdD6f12It13Q5ldDqS9m3zuc+H1pJdum9WPqg2rCMqSzOr3Lqp2+/zatwaX2kJbus+bvtGHX+WVm0wb+cpqo+tNu1QIh+3lUJ7rtftt+piy8B0MwMB9YgBBeQuTh/sE1K201Ta59Ces6QiImig72UNMCnxeNNGzRxWCMmyHZ/h5lZioF5UZ2zO/nDjNCoP3qCP7L0fBYsJ8LKcvVDRvKMc3GaG8aUG5WMjF32OZ5fhX2TmxpfLrVKb6sBvzmg9tqWvbGN+rKGDt+TC1AKP8UkKwXFFQzmdTGX/oy8nBnjgPG9J6dSLDcfwsqmJg8rYhjoo4h1HJyZvj7Em7RntiblQbVhOU2d0AOexpYWS8HzUuN7ymzGKJrc8vOUQrEqo5Qn70qiY7jiO1Z7e95TXoy0ULXcFYE5wCnWDW6r8c25M21VexU6bvwQiMwAAMXBMDCMprMiQD9S3erI1Jqn7NRuJVHpFPl0/clN/MyVucXzCZM4XiqoIymtDq91vmTKrLCcryUaGlLM48OXpmnNjq22suF38eSfPRjuw8rEntSUsOnx4m/z1rZ17lEZSl7NyUo7xTYs/6og61KZpA+/lkDrxJMqXsb/pjaTsjDoJ8MoIy9bvOb/BsPxWFXMjicijtx20ZZraQqrbfoKD8+1jqO444OzVpvjiR4ads5FXXe3E5kW7DEefbtgymCxk8bUj3PGnDKG2i7QNp76woKBPbWYvKCCP1BYK1FP9VBGXONdoGwaE8O1L/OVxYSdikqE1X/K2MgDZeeXQV5nVb+byiz26LDcphcg8DMLClDCAot9Rx93qCsGSieGdtE7b7ShNMdarq73qLq32S5R9kc9aT7gslKF1pPq5J7VFdOsZrNJI2Xi6qfDGeE6GcfexKS5XxcEec9FbTrxPpv3al8U1Nav9xpPH2ovLNppSg/NqXo1dpgTGXwfOWdD/Z7LW87b6t1Lsi05Gyf4dy3NqXltuU2oOGdD/b8l/I5K/0ez7t6fxyLidyqrbyOjuys1OTzigv7UzG746kWduRnf/siPOgJf1S22Pj/IIFlmVCNBSU6bZH466yXypyHP0Wl5Xkrdz3pYTqNZVVvn4rboUvEOLlyyxnL/LDTjAAAzAAA1UZQFDe+oQCWKvCGl13XwWl3uK3cZNMdcrriYwL+tLFu7Ycecapp+m0lxdy8kNdjgYzu2AcHUuzdSJj2xbVdF45/x+8bMrJ38X9b3LWz5xEO3nXkVOrmFR5DeT4mZc8DMdW/vuO7L8dRQcERSz7EfKmNF8Vi3wz/fK/53LhdcV9siv1V2O7PXUdVVSzWWB3nc76GYjBjFA20y7pdR/e2AAAIABJREFUq/aof7GPlrdfnzB7M0K1VPmmDYy/y4nwhSxCuy2N6ht5X6VeXHsNzOGL4rEG+2AfGLjTDCAoAXz7AF8ySb3bkyO9hbDENkvY3j62t81nhcInFJw5kekb66dhna4Uyb8JP1if804LmdBmNxS1vTGb34S9yJPxCwZgAAa2hgEEJbBuDazRZOheC0o1Ab25bYKRjekX29cv1uUzXygZCxxaZK54INZ1sedvdb1tEbvU9sFC0MaJ3KX1Tgte/n9dnJIPLMEADNwlBhCU3FCZOMMADMAADMAADMAADMAADMBAJQYQlIBTCZy7tKpCW1glhAEYgAEYgAEYgAEYgIFqDCAoEZQIShiAARiAARiAARiAARiAARioxACCEnAqgcMKTrUVHOyG3WAABmAABmAABmAABu4SAwhKBCWCEgZgAAZgAAZgAAZgAAZgAAYqMYCgBJxK4NylVRXawiohDMAADMAADMAADMAADFRjAEGJoERQwgAMwAAMwAAMwAAMwAAMwEAlBhCUgFMJHFZwqq3gYDfsBgMwAAMwAAMwAAMwcJcYQFAiKBGUMAADMAADMAADMAADMAADMFCJAQQl4FQC5y6tqtAWVglhAAZgAAZgAAZgAAZgoBoDCEoEJYISBmAABmAABmAABmAABmAABioxgKAEnErgsIJTbQUHu2E3GIABGIABGIABGICBu8QAghJBiaCEARiAARiAARiAARiAARiAgUoMICgBpxI4d2lVhbawSggDMAADMAADMAADMAAD1RhAUCIoEZQwAAMwAAMwAAMwAAMwAAMwUIkBBCXgVAKHFZz8FZzJm7o4jiveutnyXHs9zrtSd+rSPc9vA/7FNjAAAzAAAzAAAzAAA2UYQFCue9JP+RsiaD1xHUfqbyZXrs9GCEpfNOa3xztw7GITHq/s/zIDL2m4QcMADMAADMAADNwVBhCUTKCZQPsM3CVBGbTFOfAKfDuR7mNHnMddmdAHCuzEze6u3OxoByzDAAzAAAzAwM0wgKBkMs1k+o4JytIR0iVRTAbdmxl0sSt2hQEYgAEYgAEYuEsMICgRlFsqKMMIm6O2bib/pbetBgIrTmP+nv5tWV5+5/efTYzzS0cCY0EXRgrD+pnlRoNIOi/Ls5dxfqk2W6OLq0Val2991WVuwDOh9NUt7atMGqL+DsMwDAMwAAMwcAcZQFDeQafe/clLdrumFoaul5y8ZgRTblSunBAL8nMkUY7nJv6v66LEaZTOF46pg3BUXRLbUu3izcwvFqU521pt5RQxHgraqJ7ptKG9Em1Jp+H/3BxhAAZgAAZgAAZg4N4ygKAE/u2DPxQ5SRFkEVjWdAuJI36m+CwhKHPySwt4LQBt9YsFoVm28bdF4NnzW4gvblNRStt36fol/7+s3XaRm8zDqD/9afv6Ez7DZzAAAzAAAzAAA1dgAEF5BeMxqV6TkLCIrsUiK4zswnEhC2sUL3t92r+5+aUYsqdbnr9fnkW0BvmlopupMoO6huIvEfVc5qMq1yzLk9/T7PB/mIABGIABGIABGLirDCAorRNzgN9s4EMRZETnbKJLb09NPxcZ/D8t0JYLvrLRv1UEZV4dzeimrW12/1QRh1WuoX/Y7Y9dsAsMwAAMwAAMwMD9YwBBiaDcwhB/IP6SQjEtEPO2tuZ18uWC0i4Us/nZ02XzD8Rkqt5EKLeQxywD3EyxCQzAAAzAAAzAwH1hAEGJoNy6CbxdsFkGLevWVks6n4ESkTrrVttsfvb6pQVlKIrT21OvJCjtz1UWD2bpemXbo6OoZtS0OM9sHqTHJjAAAzAAAzAAAzBwNxlAUCIot05Q2p+BtHXQUCRaXsVhG9CsEcMEHzq/VFTRespr+jUbaeGm8zLShYI1faJqIFBTZSbqZbR9JRGtnyc1TqPN5BsKX/XqE2OLsc1+fGf4IWNHfoMPGIABGIABGICBu8kAgpKJ3/YJykUYiUu9f9LfApuO+OWltaRbLLTIi98xaTuVVUfsoi23qbzKRSjVgGKINS3Yrhih1Hna6m0bxP22LBGKQXuUTQzxS7/Zyn5jY4Dv7ubNHb/iVxiAARiAgdtiAEHJxHjrJsa5kcQwwldWTN1WJ7vtckpHNC3i1VrXMJ2TEs7WtPSnretP+JEJBwzAAAzAAAzAwFUYQFAyAd6yCXAYRbRF1ULhc98FpY5SFm9RLbBjqk/kCvhUuqsMRFzLjQwGYAAGYAAGYAAGtpMBBCWT4i0TlHq7a/qZQr1dNf39dnbMKw+oS6KKgUgs3sIabXW1iXf6zdb1myszhc/xOQzAAAzAAAzAgIUBBKXFKEy8Nl+EBYIoftbRf54R4ZMc5PwtwBbR6ItNhDf9fPP7OT7CRzAAAzAAAzCw+QwgKBGUSRGCPbAHDMAADMAADMAADMAADMBASQYQlCUNxerI5q+O4CN8BAMwAAMwAAMwAAMwAAO3ywCCEkHJ6gsMwAAMwAAMwAAMwAAMwAAMVGIAQQk4lcBh5ed2V36wN/aGARiAARiAARiAARjYRAYQlAhKBCUMwAAMwAAMwAAMwAAMwAAMVGIAQQk4lcDZxNUR6sSqHQzAAAzAAAzAAAzAAAzcLgMISgQlghIGYAAGYAAGYAAGYAAGYAAGKjGAoAScSuCw8nO7Kz/YG3vDAAzAAAzAAAzAAAxsIgMISgQlghIGYAAGYAAGYAAGYAAGYAAGKjGAoAScSuBs4uoIdWLVDgZgAAZgAAZgAAZgAAZulwEEJYISQQkDMAADMAADMAADMAADMAADlRhAUAJOJXBY+bndlR/sjb1hAAZgAAZgAAZgAAY2kQEEJYISQQkDMAADMAADMAADMAADMAADlRhAUAJOJXA2cXWEOrFqBwMwAAMwAAMwAAMwAAO3ywCCEkGJoIQBGIABGIABGIABGIABGICBSgwgKAGnEjis/JRc+TnvSt1xxIn+1aV7nnetJ67jiOulfw++dxxXvMVCJm/qQX4HXuw7z43LeNyVicF1kD64dhW/6XLqbyayWOg6FNU/Xe+K/0/ZLGuPivkaNlnFDhuR1vfv6j7ciLpvs92pezzGYAtsAQMwAAMwkMMAgjLHMEzE7uGk/bpZ0MLIFH65ZUyk+9gRJyUGAw61mAsFRSgeA6Gn/GQKUfPvhSzCOlQRZUlBGdYvFLU31j/C+uq2BXW4BRGb65dN6QdFfGxKHanHjfWLjecT3+N7GIABGLjPDCAouVGz2nJDDKwihrwDFcXMi0ClxERaUPoiTIuuIG0gyMLrSglay40gLCcQo2FeuXW0XF/BroHNDDtcQRDfvYE9XFio6s8K/rh7NrweTrELdoQBGIABGICBmAEEJZMsBOUNMZARR3nlLBVNKUGZSW9GJeO/S5efV6+EoFyIL3qtEdR4QLnq4JoR4Zm2Xl9ZV63rWq5P+WQtdcjjhe8ZS2EABmAABmDgXjKAoAT8rQU/iOrFzyfqbZLZSXYY2YmeYzQiYNr/oXApetbRFzu+oErml1duWUF3HUItKCu0hR/BioVl1h5KlOmIo7afjnCuWbAloq+6jhZ/Kb+V8JlvW2WPVFrrFuBUmmTEOKxLXnQwvDaRb9iWiKnMtUaeqbLzmIr8Vijsl9hNM8/n1o599j695r4LT/AEAzAAA/eWAQQl8G8l/IGYTAoN78AiivSkPjGZ98RN/z81QQ/yT+YXizbj+3TESJcXiVct2EyxZ078AuGXLyDMtOX/LhSpWrwk2jyR7kHyMJ/1TFpDMfS4Hh1mlBBpUX/1xE3UP4ygOoZvFvo7ZfuYlcCPyXRacCb8oOxkcLLcpnGe2TLCRQgjv0gc+qzE1y7STEVtDvyfzTvFhfav9YCnVNpU3uvxOXXC7jAAAzAAAzCwzQwgKJlQbaGgNCI7hf4rm84yiIWTclNgaEGZFDj5gjBIHwsZ60DhiwdDTBS2x1JPW/oleRYKI1t+t/ydtrMpAq22S9fL4jPbwoAWjwk/LrGZKt+vVyRiU373r9e+Tv2m65kpIy+SmHO9zidsZ6L++jf/My/fkvwk8uKaUuxhsy28j8A2bMMADMDAdTGAoGQisJUTgUAoOOIkIj6pgWHpxDuVPsFCdlJvF4jZdLpz2tMnyyyTRudX7jMQE6YQTl6XX99kumQ9b+u3yK9hhFe3o5ydsm2zimcbF+F3TirCmWi3KRp1+lBgJuqXEY6hLTPlhsIvEqllbZ5tZ6KeCY7L5kk6bAgDMAADMAADMFCNAQQlk6+tFJSqwweT+HhLqRYf0WCQN7G3+Dydl37uzcwzIRqiPPIn9/b0yY5aJk3UnqjMZB7m72Z+pjiLolkZUZOfl5nvrfzt+yt+D6euv6q7TRgGbY39b/OZ7TprhNK3beBLnU8mQurbLogmq7Lrb7rihltp/bokxGW2XjrfyBf6OVYE5daOQbfSL0r0e+qxQeMY/qI/wwAM3EMGEJT30Ol3b/Kht/g5YgrAfOGQnHxoYRJP9NXvWaEYpNPbGnUe2XTavvb0+rrgs0wand/ST0Ms+vlqoWJG1iztWprvLfWRrC20X+tSV+/oNKLRQdpYfAZtyPpiNUFp+CYUtwlRadg3eF43qF8keHX9Si9kEKHcFPaoh8H+LfV3bI7NYQAGYODuMICg5OZ5R1aSwsm5ntT7fg0jTonv0p03b1KfFSdZwaPyyqbTA6Q9far80uIjdV2G22T7fSGl221E1qKDYLTYzOSzrJy838Pyr3AQTGCv1POkoYhLbkUt77PKglLZJeObwNeupz6DhQW/zgeeH0GNFjMM4alZsH/mtSPPxuH3JfL3230FX9jru6Re18YS5WB/GIABGIABGNgmBhCUTIK2UFBmT/jU0choUh/6NRApqcilEoFabEUngRpCJhIxyevsAvGKgrJAkK40kPjiJ46e+nVNbMGMf9OniJoRP19oXumU18AO/rbOymI1zMPwjfarn6/xfSCYlvusrKBU9kpGqPUJsYbd9BZV9XynrovBinl9pn7WcaaaoAw4NNqeyfs6fMGNfKX+l/EB9sN+MAADMAAD94cBBCUTgS0UlLZ3EKa3Pxqd2Bdb5jNtpkhQ6eLoWvCcm/o9KxRvRlDanw9caRAORU1STJttsogPQwgFbbakWbFvBPZxxKksKJUvDDFkvE5DR9wiIVfSZ2UFpbJ3VEZ4IJCtHTpNLB61nbP2i+yh81OfCdtUEZThNVrQ5vgoLjvNutEvcq5diT3y2M7xE7/hNxiAARiAgWtkAEF5jcZkIsZktRIDVkG4hbbUInWJ2KlkI/ppcOPLbMPN4QRfMFGgz8AADMAADMDALTGAoLwlQzOJzpn4Yn9/sAsiX9ko1/ZwoyN1RMRuzmeWLcE5/Wf7eWK8uDmOsC22hQEYgAEYuF4GEJQ5EzJAu17QsOcye26vIIu2Vya2cy5rL7+v1ifKbY/FF3C1GlfYC3vBAAzAAAxcnQEEJYKS7QAbw0AQgYqfz7t6B2eQvCM2TB26hF/viF83ZuzBnvQpGIABGICB6gwgKLmhIyhhAAZgAAZgAAZgAAZgAAZgoBIDCErAqQQOqzjVV3GwHbaDARiAARiAARiAARi4KwwgKBGUCEoYgAEYgAEYgAEYgAEYgAEYqMQAghJwKoFzV1ZUaAergzAAAzAAAzAAAzAAAzBQnQEEJYISQQkDMAADMAADMAADMAADMAADlRhAUAJOJXBYxam+ioPtsB0MwAAMwAAMwAAMwMBdYQBBiaBEUMIADMAADMAADMAADMAADMBAJQYQlIBTCZy7sqJCO1gdhAEYgAEYgAEYgAEYgIHqDCAoEZQIShiAARiAARiAARiAARiAARioxACCEnAqgcMqTvVVHGyH7WAABmAABmAABmAABu4KAwhKBCWCEgZgAAZgAAZgAAZgAAZgAAYqMYCgBJxK4NyVFRXaweogDMAADMAADMAADMAADFRnAEGJoERQwgAMwAAMwAAMwAAMwAAMwEAlBhCUgFMJHFZxqq/iYDtsBwMwAAMwAAMwAAMwcFcYQFAiKBGUMAADMAADMAADMAADMAADMFCJAQTlGsHxDhxxHPXPFW+N9bgrqyO0g5U+GIABGIABGIABGIABGLhdBhCUGyDkAmGJqKTz327nx97YGwZgAAZgAAZgAAZg4KoMICg3QFAuzrtSd+rSPQfoqwLN9TAEAzAAAzAAAzAAAzAAA7fHAIJyYwSlI653e46nk2FrGIABGIABGIABGIABGICBqzKAoERQVnr49qrgcT2DFwzAAAzAAAzAAAzAAAxsPwMISgQlgnITGKAOcAgDMAADMAADMAADMLCFDCAoN8JpnrgOW15Zodr+FSp8iA9hAAZgAAZgAAZg4H4xgKDcCEE5ke5jR5zHXZlsRH3uVydg0MPfMAADMAADMAADMAADMFCNAQTlJgk4zw3eS4mwZLvDJnFJXeARBmAABmAABmAABmAghwEEZY5hbneFIoxQHniAuhH+qLY6c7vMUEfsDQMwAAMwAAMwAAMwsH4GEJSbIGD891DyDCUDwvoHBHyAD2AABmAABmAABmAABlZhAEGJoCQqugkMUAc4hAEYgAEYgAEYgAEY2EIGEJSb4DQilAwem8AhdYBDGIABGIABGIABGICBFRlAUK5osFXCv6XTIijpuJvAIXWAQxiAARiAARiAARiAgRUZQFCuaLDSInGVfBGUdNxVeCEtvMAADMAADMAADMAADGwIAwjKDXCEd+CI47jibUBdbkQw0y4GPBiAARiAARiAARiAARi4kwwgKNcIdiAklZisS/ec06QQszAAAzAAAzAAAzAAAzAAA9vFAIJyjYKSzrJdnQV/4S8YgAEYgAEYgAEYgAEYSDKAoERQ3snQOx092dGxB/aAARiAARiAARiAARi4CQYQlAhKBCUMwAAMwAAMwAAMwAAMwAAMVGIAQQk4lcC5idUN8mTVDAZgAAZgAAZgAAZgAAa2iwEEJYISQQkDMAADMAADMAADMAADMAADlRhAUAJOJXBYOdqulSP8hb9gAAZgAAZgAAZgAAZuggEEJYISQQkDMAADMAADMAADMAADMAADlRhAUAJOJXBuYnWDPFk1gwEYgAEYgAEYgAEYgIHtYgBBiaBEUMIADMAADMAADMAADMAADMBAJQYQlIBTCRxWjrZr5Qh/4S8YgAEYgAEYgAEYgIGbYABBiaBEUMIADMAADMAADMAADMAADMBAJQYQlIBTCZybWN0gT1bNYAAGYAAGYAAGYAAGYGC7GEBQIigRlDAAAzAAAzAAAzAAAzAAAzBQiQEEJeBUAoeVo+1aOcJf+AsGYAAGYAAGYAAGYOAmGEBQIigRlDAAAzAAAzAAAzAAAzAAAzBQiQEE5aaDc96VuuOIo/897spk0+tM/Sp1xptYMSJPViJhAAZgAAZgAAZgAAZukgEE5RaJH+/AEQdBiVjbImZvcvAib26OMAADMAADMAADMLB+BhCUWzQ5R1Cuv8MwaOEDGIABGIABGIABGIABGIgZQFAiKIn4bREDDF7x4IUtsAUMwAAMwAAMwAAMrJ8BBOWaxcTkTT1+PtJxpP5mkivwlkcoPXH1s5b+Z1265zbI0ulc8dZsBwYDm5/4Di5gAAZgAAZgAAZgAAY2mwEE5RqFlC8QHUPMhQfw5InKYkEZisQDzxCknrjpZy4tZWTqsUabMGBs9oCBf/APDMAADMAADMAADMCAyQCCcl3iKRR2rpcEMohYGiLTqF+hoMzJz3S2+tueRyBG84RsOg/+n/QZ9sAeMAADMAADMAADMAAD95UBBKUh2G4Tglzh6LniOPatqnYxqDtvvI01LVLjduUJx4l0HzviJKKbOl8+Y/thC2wBAzAAAzAAAzAAAzAAAyYDCMo1Ccpgm6nxfskSzz4WC0oFdigMo7xSwjSMYkbvtIzShfVAUBrbhRkozIGCv+EBBmAABmAABmAABmDAxgCCck2CMjdCWVCf5YLSgDwSj6aozItQGtcVlG8DiO+wHQzAAAzAAAzAAAzAAAzcXwYQlOsSUAVbW/M65EqCUrUr81wlW1vzbMv393cQxPf4HgZgAAZgAAZgAAaqM4CgXJegjLan2g/gsUFdKCg9N/PKkSAKakYoF7LwhWzx60lsZfNd9U6G7bAdDMAADMAADMAADMDAXWUAQbk2QRl0Kl8kFjzLGIhC+7OW6VNZs2lzxGq0HdbMNyU812yXu9rhaBc3ExiAARiAARiAARiAgbvEAIIS4cRBNDAAAzAAAzAAAzAAAzAAAzBQiQEEJeBUAucurarQFlYJYQAGYAAGYAAGYAAGYKAaAwhKBCWCEgZgAAZgAAZgAAZgAAZgAAYqMYCgBJxK4LCCU20FB7thNxiAARiAARiAARiAgbvEAIISQYmghAEYgAEYgAEYgAEYgAEYgIFKDCAoAacSOHdpVYW2sEoIAzAAAzAAAzAAAzAAA9UYQFAiKBGUMAADMAADMAADMAADMAADMFCJAQQl4FQChxWcais42A27wQAMwAAMwAAMwAAM3CUGEJQISgQlDMAADMAADMAADMAADMAADFRiAEEJOJXAuUurKrSFVUIYgAEYgAEYgAEYgAEYqMYAghJBiaCEARiAARiAARiAARiAARiAgUoMICgBpxI4rOBUW8HBbtgNBmAABmAABmAABmDgLjGAoERQIihhAAZgAAZgAAZgAAZgAAZgoBIDCErAqQTOXVpVoS2sEsIADMAADMAADMAADMBANQYQlAhKBCUMwAAMwAAMwAAMwAAMwAAMVGIAQQk4lcBhBafaCg52w24wAAMwAAMwAAMwAAN3iQEEJYISQQkDMAADMAADMAADMAADMAADlRhAUAJOJXDu0qoKbWGVEAZgAAZgAAZgAAZgAAaqMYCgRFAiKGEABmAABmAABmAABmAABmCgEgMIyg0BZ/KmLo7jiOPUpXtebXWAVRXsBgMwAAMwAAMwAAMwAAMwcJsMICg3QVB6LkJyE/xAHSqtSt3mgEVZ3CBhAAZgAAZgAAZgYLMYQFBugIjwDhxxDjwm8xvgCwaozRqg8Af+gAEYgAEYgAEYgIHNZgBBuXYRM5HuYwQlA8VmDxT4B//AAAzAAAzAAAzAAAzYGEBQIiiJjK6dAQYn2+DEd3ABAzAAAzAAAzAAA5vPAIJy7WKCCCUDxeYPFPgIH8EADMAADMAADMAADNgYQFAiKIlQrp0BBifb4MR3cAEDMAADMAADMAADm88AgnLdYuK8K3XHEdfbfFjo0PgIBmAABmAABmAABmAABmDAZABBuS5BGQpJ53FXJuuqA+USnYUBGIABGIABGIABGIABGLgCAwjKKxjPVOaV/yZCSQdeN4OUD4MwAAMwAAMwAAMwAAMVGUBQVjRcZQGZKY9Dea7Plmw/wJYwAAMwAAMwAAMwAAMwcJsMICgzAu+2AURQ3ibwlHXbfFMezMEADMAADMAADMDAXWYAQYmgJLy/dgYYZO/yIEvb4BsGYAAGYAAGYOAuM4CgXLuYIEJ5lzsYbeMGAgMwAAMwAAMwAAMwcJcZQFCuXVAuxDtwxDnwiBRugC/ucmenbdzMYAAGYAAGYAAGYAAGrpsBBOUGiJjJm7o4Tl265wB+3YCTH0zBAAzAAAzAAAzAAAzAwM0xgKDcAEGpAA9EpYOw3BB/MOjc3KCDbbEtDMAADMAADMAADNwdBhCUCBi22sIADMAADMAADMAADMAADMBAJQYQlIBTCRxWle7OqhK+xJcwAAMwAAMwAAMwAANVGUBQIigRlDAAAzAAAzAAAzAAAzAAAzBQiQEEJeBUAqfqCgbXsfoFAzAAAzAAAzAAAzAAA3eHAQQlghJBCQMwAAMwAAMwAAMwAAMwAAOVGEBQAk4lcFhVujurSvgSX8IADMAADMAADMAADFRlAEGJoERQwgAMwAAMwAAMwAAMwAAMwEAlBhCUgFMJnKorGFzH6hcMwAAMwAAMwAAMwAAM3B0GEJQISgQlDMAADMAADMAADMAADMAADFRiAEEJOJXAYVXp7qwq4Ut8CQMwAAMwAAMwAAMwUJUBBCWCEkEJAzAAAzAAAzAAAzAAAzAAA5UYQFACTiVwqq5gcB2rXzAAAzAAAzAAAzAAAzBwdxhAUCIoEZQwAAMwAAMwAAMwAAMwAAMwUIkBBCXgVAKHVaW7s6pk9eXoWPaf9eXico3tPD+RVqsrwy/za2J0JMc/tKX39/Sa8lvBNoNjaf95IfP0eHN2KPVnnkzT3+f9//xE3IOuDKcLWVzOZa79o/x1cBJ8n3ftPfl+Pp3GdrG1+X1b6genMvpazn+Dl/vS/TBN+i70w+CfcnlY+9hiIfO5je2JnLRacvzXLXP6tS/tVldGsxXbpOxpHSvG0m21pf/Z1sa4jPk8/jtjp8uBHDXb0vtUnEd03flQvLzy1HjyXUcGqu/YuCj8biLdH/al86GaTwYvm3L058RnKPb5XPrP1PeWcaGwLlXqzzWr+xybYTMYWIUBBCUDd4WbK51slU62UWn/HYt31pd+9K8rrdqeHH1ITtgGz3Zl77tTGRX1j68j6Z+tNhmaeW1pn81KMueJ6+zLaakJ4IWc/q8tJ1G7VBt7cvSkJodeWN70VJpOXY4/rYFfzxWneRIL9FAIDp/vSuuPlD20SNS2n/Wl83IgU/X9eVfq3x7LRP02aEvtyYn/9/S3pjiPj2WSvlbnsfGfc7n4yzO4NBnN/t1740r9YUM6NtE18+Twv/vS/Ziyq7aB8sWP/aRA1L9ZPr0DR/Z/SwkJ5QenJf35Qi7O2nL4ypMLmzCapvub0ZY3Ldl1dsXVfEZlz6XX2rsCp4Eg7dpso8ooYGT8ak+c705TCxwzGf01ye2zk9d7svdylP193JG9Bw3pLulvo9ctORrYfTX/syU7lvpMc8aEyZu6OI1u0D8ie4b9XfnssfHbfF6agcWlJ+4Dy9hxOZW8uox/acvJOBhXFUPumarHVE6+02PSUNq7u+KWHg8Ci4xpAAAgAElEQVTXMG6lbcj/s5xjE2wCAz4DCEpAYDDQDPiTREccxxVPf3dbn2qS66iy9b+iOiih5YjrpSYYOo8DTxaLiXQfB3ml081npnj0xN1ty8CcZH7tS+uhK975qXTTYidlj8nbhtQOPJmp7zNi1Zg8+0KvK62Hjji7rvRtUZBPXdn/oSPDL7pdqp1FdtDp1GfQ3mRb1XfBpN8X9co+rV75SWSqrastDExl/H9G+39qitM8CgSTEhLKvjM1oWzI0Z9Guug3s20LGb3ck93nw0BQ+pPiqZx+H0/WvYMdaf1p+jV5fdm6+xNyzaDPUZyPmhQ75oQ8Y5+QudR1ZctezGcyy4iyIM/D93E9SuU3aMtuoysXmTouZKE4SNfR5D91jS8G0n3NHytiNiev6+I8PJRBJuo5l5nR3wbPavaI9NcLmRiReO+gLt3zEm221lvZrCZHH3OuP++K+/TELt5/3pfaD8eJ37puTRxnRxpvbaJyKqduW4aWeihxmhGalnQLNd7sNPz2zs+HRtkncvjNjuz/bPSPs750f9wV52FLepno8ES6jaacRuPHQuafh/EC2i+u1B654aJTMBY13qTbNJfJh2R5/uLb65bsPj6U08SCla7LvpzaRPOsJ62doD4RQx9UdDwcLxVD33RknOKtFN+rXuPfG0oyVSrv4B6k75XRuJHuV+G4XM/YOYfNUmVz7Y0wgu2ZC1+RAQTlFQ1Ix75Dg/u1CsrghlvqRhoKwVJptVC0TezDfPRk2RcAjm0SMZBjtUVNTd5V1C6VlxIvQdRsLt6Ltng28af7zeVA2rvNKIo4/5oUNWqiUa5dC5n/0QqiC9Gk0yYo5zL9Yo9m9N1QZA860nyhtuuqiXU86Q+igcn6qf4bb0G7XpbnKrJ40JWemoQagrLr7suxilwM2rJ34EUC9+JtQ/Zepye4YZ3GHWmotIrRx10ZDU6k+3EaRpuG0n7Ykn5KzKzcLp//kBfzb+XrUhPSKwpKzVTiU+VpY3iZr+Yy9+0xlcH7Qb64P+tL70VDdp50c6O7kRhQ9dJsfu5K48GhDHRdL0fS+aYh3c8F9fpyKs3afhS1Stw7lL0f1KNoXlJQ5kRv37SkVju09M8lNgsZ8qPcuv4rf4ZbQN8dyeH/TgMR+O5IGjW1UKLspMaFuhz+bogz9bsSjhnxpSKyu9L+oGyn/RZE4HefnKSipQX2VX1ELbqotswu5MIftwxBX7bdX2epLdNTOf2uJvs/ncjp+5FcGAsECR9mbDiX/o+BUA4YmkjvdTjuLhaidhXsvRonJ7HmNvZ0fh87UnuwI/vvUtHydDrr/1e4H1mvT9s9KSiD8cGxj/XhfSm52JfOj/8Xs4R9sM/mM4CgLDV4br4j6Wyb5qPyN/BA+MXCp8iXhWl9ERDf1IO0lsm4EpGPjmSkJsfqGnNV+bwrje+NLW/q/wWTbVXX6Zf8Cc4qglLVt/HCmICeHUnTacqRERVQk3/nwZ60LVvk1PX+pEW1ye2HUUttVxUNTE1wVb5vXKlZJ7nXwZMhaNWkKrSzd6CiR1PpvejIyDsNIyrmpNooez6RodH+fhhl6aqopo5mvu9I7UkY/dRpw3Z18rZ92sY9f+Kn7RXwG0wCy7K8ZkH5z0D66W2e41M5HS9kPptFwt0aoUzYIxldPmo60vwpiEbt/tgLty174qYWYuajY3FfjYJofSI/5c+Z9JS4CMXU5LdD6bw3+k1K7CQF5UIWanumFrNh3v4251Yv2AqdKM8QlLNp9vdUWdF4k8o/+j6Rt2bTKEP/rvINt3XP/mhJJvqnfnf2pWdboMo8S6rE2K60B4aI1+XkfA6eu1He018b4jxKRf9s7V7a5pkMntelqaOzXyfSf9GUvVpDWq96Ms7Zejv9O7l9WzPU/7MnR40dabwZ+SK69dYc79QW/R2JGdO2Dj9DYVZ2gS7tPz+KmGI2nab8/8O+rvNbUrcggmm5F+X4snw9UjYiv+QCBfbAHrfIAILyFo3NIHmfBv+yk/CF+MJP35iLePQnZJatrvqa8Hc94Qhu4logGLb/dCx7vuAKIk/+VkqVh4ro/ZCNeIxf12XnSSf/wJeCSVlpQakiGo1OIHJ1e/xnHi3117+nPhOC0hdvatITXj9oS+ObTmIrc9/VURHDNqk8r9ZnjfITgrIux0oQKnFxOZDOq6Esvpz49bNtf4u2KM/64u464nzbkaERJRm/2pfG2zAyo+p/FovXlerv85ONUJbmU0fPzQWKK9szWAgotf1zsZDh81pia+bg9142wmX4Itc+X+Pn6yKuFrHQ7L1pyd7DprR/bsvh/zpy/POxdF4cSfddX4bn2Sj45G1bkuJ+Jko07v8WRqRTYicjKBdjGX4wI/NqAcKR1q/Glk69mHB2Iu6jmri/nMjht05WoERljWX8d8z+/Kyb2C6aaxvfpzmCUvn+cihHP1givj5fJfuzSqu3g3qu7HzTFu/fuK6Zup13pRU9xzmWzjd1OR7ZF2Pi56yVuKuJe2YIe4PX+ae+HLVcsT6LOh1K94eaOA+yOwP8uhnbt/3t0I4jrXdG5PNrX9xvD8WLBOlEjr9dIrhC0dZMP89r1DljF/M33/4F9w8z7dK/U4Jyad6p9EvzL/A11yKSYGAjGUBQAuZGgrn8xhjcfP3Jrn7mKyPKDFEX3oz1M4qJ7TfhzVD/lvecWLzCG+Sr02sBp+ociDj9HGT200yr21h2wl42nc4399Nzg+fxwm1XQZ1m4r1oydEv5op5GAXb2ZPmkz0/Mtj6I5gARyvwatvd446MomffpjI8G8o0/H9ZQTn/sy1H/pY3YyKh/JLxqfF7qu9GE/9IMGhBN5f+U1f6Z6dyGj2XpiZw8VbdXFulylgtXVCGH2E1trweNZMTx/Grhux9u1d8OIcS+0/q0v71SOrfHkrHrcluU03aR9JxT/znwnTdlM1zt84uaY/Zn3wu/L6RrK8uR32a6XV/0JFYM131v1Vfc6VvW7SYj8V7f5Ecv9Rzaw92g+cHv/ala5t8R3zks2TWN+JKbY/+chFG/DxxH3WKD61Stv46ku53Ndl93JLDp4fhvyPp/Hwsx8/3pfZgVw7fz41nY4M6ZQXlQmZeN35WTx0SsxOImfQ28+B54nyf+bsSwn7lvTEOqVEi58deJsI6eNWybNPNE5R9mfzWFe+fmczSPvNZMgTl/EKG4XPGaudB7fvT8DCduXgHu9L4NRR6KX9Np6awVvYaSefRnjT/dyjtn47kqFWPnt2cJ7avzuXik3FarxK+/92Xjpc8WOzi/al0fzuV4dKTZecy/r3nL4LNPg6tW6Znniv170/l2HVk/6eONB7WpO3NZP6HK+1fw0Ulv08WcK77bHifSty79G8lP/3+WrDgU+YeZ/aNlf4O78GF9Q/T2O6TK5VV0h7kWW4MxE7YqQwDCEoGnuSEbBvsEd5Y/QlsdHMMRV70fzUAmMIvnsgEos8+4fJvuDkiJrhOiUTj2tybZFB23o0xzisrOlW7stcV51ems+s06lm9xttgIq7q4XpzmX0YBMfpJyZg5iA6l+nUiLzoFXjVfh3t9NkJJppH4VZLlb/ZltnUFg2YyOlvRoRNM/gh/2AV2wQumvirOvkchILy/FSO1UmKU3XIUNiGrz1plREEui6VPsf/v73zf00r6f74fysFKaEI5QlLU6QQCnVBlktZKZVSl1poFmKhlmYpPhTDh0sR6sIiLLKW4lKQBwlC8Mfz4cz9Nvc6V5ObNDXN64eg0eudmTOvmTvv+XKO9A+HMv3Slf1b6tDGk64/kcnfY2sb4lxGL6pSLlek/t+MOIrTnIv/ZD/Y5qvsGz7n0qtXpf26LZ3RUgaWMBg8KUk9Kmd8D7suz/pe7VeKt+pG/ASv4XeptrLu+nVpJit/iffhaGJjddtzcI2uLmnbUS+ZaabUQZE68Zm9bcdne1N5j/mw87SQvPAVEVeLryPpvxuEjn60PSZ9inrvPPI8h6OYpQxfN6Tzfijj2VzGh1Wp1HuxsyDjTVnPzcb1GuTJJSh126z/vCV9XdXSVbvIU+1sktl6qfVg9VFZBuy0/EbKy7Buxw7OMka2UbFWkp3IkUx8L0caet/HXZmqs5zTkXSeHqVFln4feSgO7xNvRfY92X0VnCecvKlKuWQ5q7ImY3ova7JzqxqcQY7zspTJh470VQDqBMsD20nQQsZva7J7vy3Dk4DP2h+BIJ0P+jJIbb9dx2HEo+NVt5ffKq2ewzVOxgIbRAwtR23ZfdKRzouezL90pGM8vy5lqWdyN/VH2meVLuL9d/NZ6OS5ZPGT+4yLGDnra/g8Tj2j0781z1+dIE71K+lrUm3ZYoDPsRMMfF8GEJR0SNdXUGYeTMHD0B7khQ+w7MNJBzYuL6nRikv2+pCR6GGbnmHNE3p5n682ePMQzUkz7iDNQ916yBfmdmbOJumZMB2Y69me8u2ylCpNGUZOXWZ9OdJVkziN/MH26nk0HbQldaA2q3ihR0kTJqGUOVu1ZhBnDSRTQuNtQ3YdA7jYKY+uChivgpqXujSPB+GqyzDYXqrlUrGa4Scp72odFf7OhLBoiP9eRW5fZseeVCpN4w108aUvzUf1YEvd6USOHlWkst+S3mgq86gu9PNnbelHHi3HHfFeDIPzgIuJ+B+DFePp67b0Qic06kCkPbp4GVbbk3VPJ4/BgL3QCqW1xTRl61FbKj8dSD8zMZG6JuY0zJ9OiiyG0nral4UrbIeDq+6TXSnrluuUwNAVxol0tI3cq0s7FS9wII1bycrp5FDP9lal5QexBvPypzZNrR5/nQZnMm2RZ/qhnLZ+OpTmvbp4D8PzhabsE+k8sj2Naj3k/F6v1y3vUSgOXenUth+uJhrHWNF3eq1uO7+V9pwalE3T0G21lsDS871Wm9JzjPF2er1XpowpG8VtNth6P7BXnp0TABaLxgbB/5PDmjTjvmsh8/8F/Zh+3vqkeV4vyGKBa90zlc/U59rHJ32dfd1c486+js7TLqT/rBbvjph/8mVoONPt7mG4Fe2PNnqgVuY2OH5K5c9lo/XPpfM941z3X//ZxmddKF7tSUjbrrxfb1/sg32+JwMIyo0dMIB+T0CdaecJwpVBbvDwPM8Ad90Dzz3AzntA532+ytO6NKPyu9NevVd0/brX+XicxENU/j82glWoL8MwZEcmFIDOjJf1TJItMsO0VwZ7OmhLBlma702Dg7xBnHpl3XvVl85h4gk1v1yabnA+SFdgg3NGQV7s7ZL9p00ZLoMwHLlhNk4G0rxblpKW2Tpjlp+2ux4W4yNp/NqVsW7/je20kOHzmnivunL0Kb3VbrGYyeiwJnuPDmQYhpCY/WOvZgbn5irPQ0Fp910fm9LQ0BYmXl49FJfufJ2tHAG/6cmT5H5uZoM6OE9725QX43jmycBsJd/EkX2vxQdPPBNGxfLyaew1k+6DHXN2cWHbz35/OpPxcUe8Bzuyc7cutZAr+/72ttK5eus9o2OnbHuIV0UzYsu9Qhna/8+W7NxppbbbGiEYT0ppPawRlDGLer+Aqfhcnq6UWTsw9L47TwfW5FLEgCMNLYMlKI0YLVksZsqYsqctKO260Pep/Ibp/xsKcftaXRF8OkicLy2XMv1vXSp364GYM16f19jFvtdH9RSdDa3Skfo9W7hrG0n6urg8i4mMv1h9pU6KaPiQaFIoTmcqnSfBlmPlohKfAY1snH2dSqfqSC++X/Z69//rniXu787+LIttkJMn9/3d+dx0L77HbjCwXQwgKHM6PkDdLlBT9YGgdAzwLlBf8WBuIK3HfbOapw/++AyTzp7Hg9VMOiuDvUDERXE89T7nEQJxPZuwA7vSHuvWxeYZgrwHYkYF0OBJ5GxnKr3XfWt7qYYm8aQ50BAPOc40tD9QQVkpSen2vnTjM5eZcm/oN6Z/9qT/10yiuHq9V01p6Zmp2HFK5r1ZvXUEuU+tsLVl/9auNN7pb9Uj5F7i7VZFvw7mta7sFaYN+YztnbkuEYyBXYPzkclgPPnetkt4rS0qMvfNS8/9uYZrCCYJzsXR6UQOdOCdPcOnZyD1/LCJAWrnO/s+OK/aCFcktawuYa1bi825uLLb67ApU6r++tL1KvGKvfFYfMcLtrBmxNY6QamOh/TMbSwC1cZmJTEKY6L1kNRV1rYqEm3xohMwpZgZXQVLyus/Dtpg9h62oI6/ywrKZRBnNQ6lkilj/DvNf9gHRe0l1U6yK8om/Eh6G+7iS0/q/9mX9oe+dF+1pPWiLUcfgwkbDYMUxDFVu2RW+FzCNMzP6sSICivbS22OoFymY1l2f92V8sN20PYP6+ZM5SRkc/SiLp3PynnUZ2VZTP8//OMo3i6dst952lne8zP2AZAVrQjKwrY+T71w7eWOa7DnldsTQQl0Vw7dhTvnvAeiihtrdj0+Q3mOAa57oBw81N2zq3kP27zP0wMEtcW6NCNbudNevVd0ff7rQuazqYw+9qTzW1NaL3rSe7kXDk51tWI32C6pwiQ802PiUprVHkd6tqDUEAULHbQlA5JzCQGrLS4+1KUUxaA78aXxyOE10rpez7AZZ0AqJn6qS2/Ul85xegXQ2EQdj1R2ZNe56uIoXyqNAt+fLpLtq/G9HAPRlbAJUVrJCtvs7X7iwVSDwd9pyMByhnT0qC6eZzkzidOL7nXGV6sdGTbD9mMYDCcW3Mxq3eeduTxj2naetZ3fCbZj5nJ0MpNZtD34ZCKDP1qyf6eUOdcbpn0ykEYlCd2xXDl76M6jltUlKOfva7khbJL2l94unluOjNjKFZT/HEi12pGJegW+VY/DZCyXY+m/j2KYaj3kC8rJ7xpn1lpB07Yer7TpKlgobnS1+2FeHEhHGlqGWJiqLRcy9K3VdOVqzcSUmXhytRe7j7H5sN9/akrlJ086uuXYiDUrdueHnvTUq7LxfmuHIepI/U5amMb15kwz226z/1v8RGfRdWLsp4bZ4q73Hr/cjc+vm7Q+NaX62JPqTlMGjgmQOD92WS/hvd2u7TRMG49ZiMpz9meZfS/Xe/f9o3R4ddmMz+DiujCAoLyEzvm6VPYPk88cQbk6yA0ehKszzfkd1Oo9kmvdD8O8h+3ZB9fr0ozrzBrkx58VYFfFYfluXdrxwEtDLejKWFBOfW9WL4yNVRhOpPNwzWAnGnjNB3LwSs8qarkvKChNkPj0jP1EHQn9Pk5tZ3PaYdyW3dBZSeBhMdxyGtnqxBdvpyz1D1lPkUk9O+8b/b7g6+SNJ96b6EyVMrM6sF2J22enpfm2BqZaj6kVKvXYq7H38sIY2Pda+97mOWA4XmE2DAZ162wL5vvLEpTqdKgcO4zR9OJ82Pn/7IufWUVWwbR6rTo2qmVCdyxl8qYhzeM8Z0gBE9o+o/YRsbEYqxOVPdm7s5dePZ8dyVHYlqJr7df8cnSkup+sPjkFpU6WPPLEN+fvgtXb1XJqnh1iz7JZ38uITV3d3gm2gmte518DT6iLDw1p+JbwtO7hTCMjiu1ym/fKR0pwJm1u9q6WPltqpxX1MfZnrvdZQZaN3Zkp50r+7Hs609S2kfRtwYSl/X9SnujeWt/7b0K+1AOxdV7VXGN2YpRk92XgkCj6nevVhG8qlaUSnbu083ve96atZji4ghXKjc+68NmeO/Fw3nJy/fVbMKDOrm2dISiB9/rB6xKU5gGZHfgFg+PvIyijkAqrD+3sYGHjQ9Ywag/0Vwcu2Xvm/n+Sdeevg89kG5gOgILBTbjiMTuSxrrBjtr9UUvacfzKiwrKuQyf7mYc94SDZA0I/iISZS4baLiBquWQZi4aa3Lneej44nQqvV/2xPtvz6xUHYxzBsuzntRvl6RUrhbe8pq1v9rVizw6Gu/D6wei2d/ras98Npbh27bUH+wEXjAH1grsYiwH1YpUKvlx9VbvuWpDzac9mDNshiuUKU7DNhgLGvP/nuxd0gqlOrlRBy/zsH/WfMVp2X2238x4JQ0mSNLXLmR8WDfhGlZtoPEgK7L7LHLctGoTLXciKBcyfd+Q2rO+TBcayiOzhfajirDVe0TppssR1OlovDq5sSooFzJ4WpOOxi4Ny2/OlzoF2jpBOZTmQytUSHiv+CxnbNuF9H87EFdc1CB9RxrKQN4KpN7XJdIWU+k/3ZP930cyft+Uxuthaou6Scv1uzifiT0iuyx1lfPLSAbHo9T2UOMk6OcD6f8ZrWI6fhvdV9Pcb2W2qKvHYbvdZgWm434nc5nqbokn+7J7W2OCHqU88s6Mk66KVKoHwVnrKH3H6+TNvpRvlWXv983iM7aF4z5J/a16EzftP1VGLdMlPXsir+trdgwF6Qeez5M257Brbrm4dnPdYyNs9G0YQFDSMcUDlGvTyMLBbBz3zsShdAm3swlK+yGWvmf6gXv+h60OutJhQdID3aBRpwbqa3g863Ub63Exlt6rtrRedsW44bcHgZlZ/dm7tnS/Bvlcjf+2lOWxbjMOY+mZvG8WlLOv6TAPSX41hMa+7L/MEY3zkbSr6nGzKX3b6UVos8XHptSMd1ersxx3pe3PZali0lMxGawWLD42ZEfPI6Y8d4a/i5zyVDzph2VP8mjde01dZa9XdpIB0pqBaN6ZLk3rdCZDddrj9WTyjy/tnytSUbE8H0jzXniecu6Ld6cs1ZeOgfmm/OogesX7cdiGTBuzB9OhQIhiwIaDUMPomgFj1i6r/wdhHvaepM++qv0qv4UTA1Y5jEjw7GuDNhe3M0ccyPqjffGeHcjBO1+Gfl+GY1+ad0pS+8PNZSwoZyM5enGwwp7x8HqnZmI16upoUs8WKydzmX0ZyZHGD63WpPazJ63DngzHc8equ249T/dnkzdNOQhD8cQ2+9yRqtPWDrEX2exTS+qu2JzR99Hr1660ojiQunL1cZB25GVWQR1eXu2+RM+sniSTNqPfKqmzm2aV8356y+n8L3V8U5X68470jgcy+jKT2aeeHP05ldlsFv9NRwPpH/sy/p/aeCbjd21pePtSrdakcdiX0b9Jumqv+V9tqT4It83PBtK6XzEhToYagiUqs/3qFLG+NG43ZRBdd9rPrFi676XenBv396X958SI5r3bNRPOZvJOHXAFYUWUoXLFk56jX3PmL8rDBV5dzzPXZ5cmKE3/kuZ6tWxJfxO34QuUcfX+7jriOuwCAxdnAEFJZ+V+oG6zXUJB6Ry4bXO+L5q3sNyX9aCd6+z4/WYQkmIxkaHDYUzrSUOOjvtiHIioy3prhcR0wBoWIxWeoSve3WQ7p+2ERB1tGAGrsQNV5Fn2SIXQsD63rwnS0zhzZSnp1q+HDelGg+yZH265dXSK//al+XA1OPvcbwTx4+7V5WCQzs9Kuuvy5PwuHQ5F7RCFaukf58VWDM90/dLLDN4XMvUPxKs3pfe3LXoWMvqjIfVfOpIaGP9zJDU9R3hbBXR0rs5hF2e+v+N1s6F0njSCMCrZvH1ST5klKVcqUrkb/elKbVkqGo7Fun563JaWtY118HzPeOw04i27LTL83extXRpxuImlLL/60v6lKrt3K1K+FW6/XnPOVWMdaizC0q2StRV5IcPf9qSsn5d3pFpvS/fTWObxude0rWf+gTR+3pXKXS3XfhJD8x9f+tl2Z5U3YHUhkw8H4j3Q32uek10HNssar3R0uoydRaWc31jtv/urJy1z7jBs+yVdXbO5dIhWxwrl7O+eNO9rfWmZ0tvYg/Y8lWl0BjYq06k6telK29uXPa3rO9re0xNzurW7Z4nBud+VbqpthLY9mUj/aVWqT/uZNjWXwbNdKWW85ca2+jwU3ynuJtJ/5kn914apK3s1P/5tVI7ZWHrP6+K99M1qdvz9vwNp12vSTE1mhfkplaSiXp6NUE7zEf8+uv9FX6/0ORpM9Jxlt5CZlEr5QvjGdrioHfl96ll+6Zxi32tjXwQlsF4bWOOO6kofhNv1MPuWD9vFPD2rH9v7jG3EXo0482/nY+m9PpCub23f3JTe6UwGzz3pxFtWFzL+y3W+ciaj9xo8PH+L22Lcl358n8ut67xwKGe2ja6sjHrSez+UcbZuvo7k6LCTEZhW/ucjGW4UIdb1m2z+Lb/X+nzfld7H/Ho6j80u89rJ71XZe56/HTaV1mwo3cdVqXi9eKvu8utA+p+CM4mpa3PtuZDRi6rsvy44EWDaRtW9yj/rS/9TWOcu5ze5eXJxMpXei46MbDF4MpWpJfLi8urZzwcVqb91tVHXvS/+mQrZzoumtA99mdh5TJVxLv7zg1T4lTjPqesc+Zn1xbtXk040oWVffzKVwfsj8UfT0EFQ9PuFTP6vKwdvMgLT+u30z1FqcuTM+bHucZ7fmOdJZlX5PL8/67XByuem1ckwVqlOHjhX3iM78npWu3MdrFwlAwjKgh3xVVYSaWU6hRssKANnGDpbn9l+CMfXb2KEOqPOYAAGfnQGnFvpM8/06Hzlypb77HX8z3gQBraVAQTlj96Z/4jlu9GCUjvT4JzJjdvy+yOyTJkQFDAAAz8sA5kzzT9sORE52ypyyNfVsYmgpIPjYQ4DMAADMAADMAADMAADMAADhRhAUAJOIXCY9bm6WR9sja1hAAZgAAZgAAZgAAa2lQEEJYISQQkDMAADMAADMAADMAADMAADhRhAUAJOIXC2dYaEfDF7BwMwAAMwAAMwAAMwAANXxwCCEkGJoIQBGIABGIABGIABGIABGICBQgwgKAGnEDjM+lzdrA+2xtYwAAMwAAMwAAMwAAPbygCCEkGJoIQBGIABGIABGIABGIABGICBQgwgKAGnEDjbOkNCvpi9gwEYgAEYgAEYgAEYgIGrYwBBiaBEUMIADMAADMAADMAADMAADMBAIQYQlIBTCBxmfa5u1gdbY2sYgAEYgAEYgAEYgIFtZQBBiaBEUMIADMAADMAADMAADMAADMBAIQYQlIBTCJxtnSEhX8zewQAMwAAMwAAMwAAMwMDVMYCgRFAiKNcyDEoAAAUvSURBVGEABmAABmAABmAABmAABmCgEAMISsApBA6zPlc364OtsTUMwAAMwAAMwAAMwMC2MoCgRFAiKGEABmAABmAABmAABmAABmCgEAMIyu8Ijv+4JKWS/nnif8d8bOtsB/liJg4GYAAGYAAGYAAGYAAGtpsBBOUWCLlAWCIq6Sy2u7OgfqgfGIABGIABGIABGICBLAMIyi0QlMvPHdkr7UnnM4BmAeV/mIABGIABGIABGIABGICB7WUAQbk1grIknr+9oNCIqRsYgAEYgAEYgAEYgAEYgIEsAwhKBGWhw7dZkPifzgUGYAAGYAAGYAAGYAAGbh4DCEoEJYJyGxggD3AIAzAAAzAAAzAAAzBwDRlAUG5FpfnildjyyozWzZvRos6pcxiAARiAARiAARi43gwgKLdCUE6kc68kpXsdmWxFfq431HRK1B8MwAAMwAAMwAAMwAAMXA0DCMptEnC+F8SlRFiy3WGbuCQv8AgDMAADMAADMAADMJDDAIIyxzBXO6MRrlA+9gF1K+rjamZzrpYxyoS9YQAGYAAGYAAGYAAGLp8BBOU2CBgTh5IzlDTwy2/g2BSbwgAMwAAMwAAMwAAMfEsGEJQISlZFt4EB8gCHMAADMAADMAADMAAD15ABBOU2VBorlHQe28AheYBDGIABGIABGIABGICBczKAoDynwb7JcjGCkoa7DRySBziEARiAARiAARiAARg4JwMIynMaDEHJHvRvwsA2cEgeeIDAAAzAAAzAAAzAAAyckwEE5TkN9i3EhP+4JKWSJ/4W5OVblI97IsJhAAZgAAZgAAZgAAZg4MdkAEH5HUVcICRVTO5J5/OPCRgdB/UKAzAAAzAAAzAAAzAAAz8uAwjK7ygoaVg/bsOibqlbGIABGIABGIABGICBm8AAghJByT5xGIABGIABGIABGIABGIABGCjEAIIScAqBcxNmWygjs4owAAMwAAMwAAMwAAMwsJ4BBCWCEkEJAzAAAzAAAzAAAzAAAzAAA4UYQFACTiFwmKlZP1ODfbAPDMAADMAADMAADMDATWAAQYmgRFDCAAzAAAzAAAzAAAzAAAzAQCEGEJSAUwicmzDbQhmZVYQBGIABGIABGIABGICB9QwgKBGUCEoYgAEYgAEYgAEYgAEYgAEYKMQAghJwCoHDTM36mRrsg31gAAZgAAZgAAZgAAZuAgMISgQlghIGYAAGYAAGYAAGYAAGYAAGCjGAoAScQuDchNkWysisIgzAAAzAAAzAAAzAAAysZwBBiaBEUMIADMAADMAADMAADMAADMBAIQYQlIBTCBxmatbP1GAf7AMDMAADMAADMAADMHATGEBQIigRlDAAAzAAAzAAAzAAAzAAAzBQiAEEJeAUAucmzLZQRmYVYQAGYAAGYAAGYAAGYGA9AwhKBCWCEgZgAAZgAAZgAAZgAAZgAAYKMYCgBJxC4DBTs36mBvtgHxiAARiAARiAARiAgZvAAIISQYmghAEYgAEYgAEYgAEYgAEYgIFCDCAoAacQODdhtoUyMqsIAzAAAzAAAzAAAzAAA+sZQFAiKBGUMAADMAADMAADMAADMAADMFCIAQQl4BQCh5ma9TM12Af7wAAMwAAMwAAMwAAM3AQGEJQISgQlDMAADMAADMAADMAADMAADBRiAEEJOIXAuQmzLZSRWUUYgAEYgAEYgAEYgAEYWM8AghJBiaCEARiAARiAARiAARiAARiAgUIMICgBpxA4zNSsn6nBPtgHBmAABmAABmAABmDgJjDw/xy4x51Hdbn2AAAAAElFTkSuQmCC
代码是这段：
if (result)
{
printf("经验证，3 ~ %d 之间所有的整数均符合尼科彻斯定理！\n\n", count);
printf("是否打印所有式子(y/n)：");
getchar();
scanf("%c", &answer);
}
else
{
printf("验证失败：整数 %d 无法找到对应的连续奇数！\n");
}
页:
[1]