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fr1q3f/OY3d+7cqVWGrGJBZgcG73gHYEwAgBoSThHUcjRIzvO8crmc+eewjLCT4XjXXnvtW9/61jcddVRMfV/HcU499dSHHnpIB+drAx9VWajLF4xgTAAAHIQEkEKTVszL5/N9fX2O4wxs337M0Ud//7vf0x+Z9X0fffTRsWPHjh8//qWXXnr44YetRl0DAQtE0RMAgJ6AuJ4AGon0n8KZrpj3wAMPbN68+aSTTnp13757fnKP2e1v1veVUgGya/P/2ttf8930PK/ZYxroCaAnAACQ1NDQ0JFvPHLTxie+8fXr9EGrvu/NN9/83HPPDQ8Pxw9HKBaLEhTkW1mDQMKKBAVdlQBtjRAAAG1vcHCwXCpF1fd94YUXtNTPJZdcErOdfD4vt3UqlYrcqtAaw9LkSziQIY26NjGdQIQAAF2NmsHpNFgld+/evU9u2hRT3/eRRx65/fbbL730Ur3jIKsJFAqFqOF+OqfA932zmZdwIL8o9wLy+byEAypFEgIAdLtKpcLYwHql7lGX+r7mRH+zvu+jjz4qpX5OOeWUU0455dJLLzV/1/f9mOq8SWYt6kwQ6RXgvgAhAACdAQUuB+uNTfU2nwnr+5544ok1BxvKxE7n4EoA1uFpIJAnV6tV13VlWqNjFCMi/BECgE5TKpU8zzMfGRgY2Llz56xZszg5UVeHdAbUG5sSPrPe+r6FQsG80WDuSH5k3suX/8sjeu9fvpBUJ5uSJ5g5T5+A9sUUQSDc+9///iuvvNJs8gcGBj772c9eddVVVl3VjldzNhRrBzTYDRBz0pLX90VL/aNw2mSKICEAiAwBjuNcddVVM2bM0BDwt3/7txMnTvz7v/97c1lVPu+QuZr1fUEIyEQP7yUQ48tf/vLg4KD5yO7du6+//vrh4WFOjioWi7kDOBuNnLShoaEtmzev+uI1l136we9/71ZJADN6ey/78OVfve7r7112QVQC4C3g7zYdxgQAcXbv3n311Vd/7nOf6+n5fWLeuHHjN7/5zeXLl3N+LIwST873fam3c9hhhzmOM7B9+89+9rM7f3SHPsGs78tb0NS3oJtPAiEACDEwMGDmgK985SuXX365+YS+vr4jjjjinHPO4Vwp1pSr16pVq9avX3/s7NlFvxBV35e3oKmatJAjIQDoKBs3brz99tvPPPNM88E777xz5syZxx9/POdHP085CQkNDQ098/QzfWvW9q1d+0DptStRq74vb8EI0HpHhAAAcdatW3faaadZD957772EAPPzlJNQU3x9X96CkUcIAFDbVVdd9ctf/tJ8ZOLEidY9AroBEKVmfV/egtESXz+READAufLKKydMmLBnzx4zAVx11VXmaEEgVHx9X8dxzj777LvuuosTBUIA0IouueSSYJXAT37yk5RqQYyE9X0dx7n77rs5XZ2Z/9qhugYhAIhz7rnnLlq0KNgxMHXqVE6OiVUERb31fRtcRZC3oHEZvgX0BAAdZeHChcFJgO9973tZPiBUly8c0P9s/0MP1l3fN9shaazdkAJ1AgCEmDdv3sUXXxzsGLBWFYJ5JdqFy8k0Ut83xSqCvAWZJ1dCAADb+PHjP/CBD1jj/mbNmhW8NQDziqp7rkSHhoaeefrpO390h9ntP6O3991L3/2WOXMSTvTPfFA6CzmmiE1dfgYIAUCI0A9xxgFEcV1XPkzL5XLHt0BZ1fetVCqu62ZVrq6r3oIMuwEyfAvaFKsIAqghZsG0bhhU1dPTc+SRR5500kmv7tt3z0/uiarvWy6XN27c+Jvf/IY/mE4SNdayY5bWJAQASB8COp7U9y3df3/f2rX6YOP1fcE/ihbB7QAACNHU+r4AIQAAWs4I1PcFCAEA0Fpq1vcFCAEA0FGS1/cFCAEA0Anqre8LEAIAoO3F1/d94YUXbrvttq1bt7766qucqwa5rkvRAkIAAIy+hPV9jzjiiGXLlnG6MlEsFgkBhAAAGDU16/uuX7+eswRCAGyDg4O//vWvdwwMcCrQkaZMnXr44YfXVem2vSSs77t69erjjz8+aiO5XM49IPSiNpfLyReFQkGfE/pgg5fUWuU+/niSbMrJrqO+WCyyfjEhoKMMDw9XyuVbv/s9TgW6xPKVKxYtXtwxL2fv3r3/9X/+T0x937q2Vi6XXdeVheZc141Zo69QKATXozMflPUnG1/lr3xAul83q+UXCgVpwiuViuM49cYCiSblcpmlC9tXD6fAunT4++LVJAB0lZtuuHHVNV8aHBxs61cxNDS0ZfOWG//phssu/eDNN94kCWBGb+8lK5Z/9bqvr3j/ytnHHptizH8+n9cmU9boiwkBwUZUH5Qla8vlci6Xi9lIQqH7Sv6KtFOhUChIx4BkHc/z6jo2XbKI9bXpCeiQBPCpT3yS84AutHHDho/+zRXXfHlVO94daHZ9X+0JcBpYo89cslY2aG0n3bV41AV6fBe97/tmDtAnSxRIuLCe2RVRLpe5L0AIaG/Dw8Nf/+rXrAcnTpo0d+4cTg460to1a4NdAld89CPtcvwjVt/XbDKd6IUTQ/vn9cGaLWu5XJau9QZzgOd50uWQuovedV2rOdchDmYSosknBHSUSrncb3yU9Pb2fvCyD01lmRB0ruUrV27r71/1pVW7d+3S/oC1a9a0/viAka/vq5fIvu/LjXBdf9Ucr6ftYuiDCRtgM3BE9SXUzCLSRR8/gkE2GLW7KCw8SwjoTOY4gN7e3r/zr+rpYcAEOtyM3t7Pf/ELV37s45oDfnDbD1o2BIxifd98Pq+Nn1yyZ3wRUqnoNhu5wjbv6MfnAN2LfJFwmGHq0YhoWbRzjuM4A9u3m99+8LIPkQDQLR8BPT1XfOQK/Xb3rl179+5tqSMcGhp67NFHV33xmo9eccX3v3erJIB58+Zd9uHLr7/hn9677IJmJIBKpRJ1qR1/IZ5uU0nuwWfeSPu+LwkgeHjFYlEHCepPzdGIlUoll8vVO5AQ9AS0qOeee16/njhpEncB0G39Aea32198cUZrLJwTX9+32XuXDnPpn9fGTxps7UjXTnVr2r0+qP+Put9v9gGkvvTXzYYO99Nn6vFYkwtkAEHwxr85jkG+MAOBY8yfpCwgIaC9vfzyHv2akYDoQvPmz9+4YYN8vW3bttENAQnr+zaVzKOTltts5+QR84a6NodmSQB90NxmaHtpPaeuQKDtumxWqwCF3gKQOxq5XE5bd3mazF2M6VqIGgRgjntgoAAhAEAbmzBh/KgfQ836viN8PNY8ulKppJfd5lR784JbW1Pzwfh23dyLDjxM3lehvygRpOZFuZlaKpWKZp1GThQDBQgBAJBewvq+o0jaObk7kHojURV+qtWq3GWQnyYcGGhlhRTTC+X5jY9z5F4AIQAA6pZtfd9m0DJBZp9/k3od6np+6pEEZohxXVeSBK04IQAARsjQ0NAzTz9Tuv/+vrW/r1Y0o7f3rHee9UcnnTTy3f7x1+5meQBtrc0xdHpFbvaKJ+/ST31g2pDXVYpAqiDLsAD5OhgmzAqJUa+FWwCEAACoT7Pr+2bOLA8QdeXd4JiA5HQ9Q7n3Hxzkn5AOG9SBhMFXbbbxUQmDHEAIAIDaRqy+b/NIe5m6B17a7Mbr7JqLBzY+MU9eDvcCCAEA0BQjX9+3Scx5/86BoXxOgnv5OgFPR+NndUhRF+IybzB+1WPnQIGBJg1xACEAQPcaxfq+zesGsC6aE17W11w8MHUoidqOubxv/NoB9b78JBEEhAAAXWpoaGjD44/f++//YU70nzdv3pl/+o75xx3XFt3+SdpLWUAo/les6ntm29ns7nfzfkHM8r7ytCRRRtdMMk+INXgQhAAA3Wt06/s2ldbGN6sDhbadZksZWkEvtMx+fMG+mi19/OPB4sFRF/dWPeCYDgOrohE3FAgBALpUK9T3HeFugCQNc9Sv6CICZsMs9QfrPZKoYYZJruy1xkBM4SPf963VEKxXEZWEQAgA0OFarb5vkzoAygckbF/jL+g9z9O2XBbsGfVYExoC5EEdXRg6+MCsbwhCAIBu0fr1fbOiywUFk0HNBBDaE2CuyDdasSbmAOT4tWk3FwkMHrk+EnW7AYQAAJ3jC9dcs+aRR1q5vm+TcoC1uE581722ozJobhSv9aNejsxsjFn6SH5kZZ3QakK6jLKUUqZXoH31cAoAhBoaGtqyecuN/3TDT+6+++Ybb5IEMKO395IVy7963ddXvH/l7GOP7dQEEGwm45nrDfq+LzP0QkcCts4r0sF9Wjow2P9RLpfjBx9Ib0ELvlIQAgCkUa06g4ODd95xxyc+9vHPf/azWuH/3PPP+8znPusXC4tPOaUzbvzXJWY5AP2RtqNaJbA1o4B59W91AxSLRe3SiJ/QaE0a5B9Om+J2AICD/HD16ptvvFG/ba/6vtky2++oa2JzsL3eAiiVSlIqQKKAc/AMw9Z5RY4xBDKfz4e+lijmbQJqBhACAHSI3+7Y4Rxc3/fhhx7qmCl/6a6Vo9o5HW0XbDW1+beulXXMXc376J7nZd64WhuU637pwNDXIsdm9nyEXugzDqAzcDsAwEHmH3fcVcWCXyycfsYZ0u1/4V+/j9PiBO4IyEw5aSOD183WWnxmg5qwbmCpVLKSROOsrUnrXiqVdE6gHpt8bQ2NjNra6E58ACEAQGbe9idva8cK/80QnBqnzb/nedJAVqvVqB5+GZBvbkSK/CS/hs7n86VSKdjEpr6nkM/nrW58TQDytR5b1K6D3RtSToC/FkIAgE6Qc3KcBG0IrW58z/Ok7E988x91QZ96MWLz2wbvEUjlf8dYhUjCSkx9QPNb82nyi2Z0QNthTAAAOwXAvOY2W/p0s//lqrqRY2iwAyD1wZh7pC4QIQAAMDpZpAt3DUIAADRdTA0ANIIBg4QAAOAiGyAEAABaSSZdIKwoSAgAALSZDIsRJax8gBbEFEEA6Ebm2gEyiVGqGsgX+lOZDCnMr4W1KdATAABovzTguq7UQJRBEmYIcBzH931ZDUG/loWJOXuEAABAu5K1j4OPy4OaADhRhAAAQGfyPC9YTth8Ahf9hAAAQKexbufrvQBZYNDsDPB9v1KpyABAGQ3g+z6rBrQ7BgYCQLfTBZEdY33kYE+ALjEs4wPoHiAEAAA6uW+Aa/3Oxu0AAOjqJt+cCGAunBjTZwBCAACgc8ht/kqlEvxRpVKRsQLy09DnNEmlUimXy0xPIAQAALLkuq7Z869lABJe/ZvPb1L3gNYtkMEHGkTksOVb/VGxWDT/L4ekL1BerFQ4lufodvQ8BL/ohvBBCACAblQqlVp57QAZn6h3K1zXlbkJ2jGgUxXM0KCzG+SozF4E2ZT5KxIX5DnmF/ojegIAAB2rla90pUnWhlmu4LUJ1xZaI0JMd4K+UkkS8ng+n9ecYf2K/KhL/gaYHQAAaMWAIr36Zj+/2f3gHChqVCqVzN4C5+A7HVLhQFt3fVyeGdqHYaYNegIAABgF2pbrPX4zHJhX//K1XsHLvQC50JeeAH2+jAbQXgTtadDhAuYX3XCSc7oMVDdbu2bNTTfcKF8vWrxo+cqVnBN0lZtuuGHtmrXy9fKVKxYtXmz+dPbMo7dsfYazBHTePwp6AgCkR804dLaOnyBACADQ6EdkcJy2MB+Pek5N+ovyReh2km88/pBSHyRACADQpT0BMiPLdd1CoSD3cWUNOp2RZY21jh+TFbz8kindshfdlzmoWx60Lt2soWT6TNmv3PTVYCFbs7aTpFJN6F4ocQNCAICu6AmQcnLSmkppF8eo6GKuUZukXZTW3bwit7KCDgFzXVeHNJkNvxkarO4K80HHqCQTnCSmvQKhP3ICU9TMA5P/a/FdogAIAQA6llxbmxf9Mr5aV5wzE4PZc6D/t67dQyvA6Chu3YgkALMxLhQKsinZglXERg4ptKtANq5HLs1//Dwxs2k3v9bjMfMQtxhACADQgaTNM/9vNZ9yX8AJ9PNrzVdrCrh2IehztHnWFe6DjXGxWJTFb4JX+Y7jFAoFOQytCpfL5QqFgnQMlEolMwro3LD4K3jzDoJ1tLuWMWwAACAASURBVFb0IQGAEACgM5ltXrD9s/re9co4aga29A3E39QPXnPrjrTeu2aLQqGgCUAv0KOKwUnO0FK18SFA+xVC40JoHTqAEACgw6OA1RaGDs2zHtRvo6rQS1e/FSyiNmLmAPNCXJNBPp+vVqu6OI12JGi3QUzdeDOXyAo6oQvvkgBACADQjcxSa6E9Afq0QqFgFSuzbgqYtwy00Ftdo+6j7txbWcHsyTcrypmsAf/FYlEO3vM8K75EbQEgBADoNNoVr01pzJN1ZXpzbH+wrbW6EPRBHW9oNrpRnRDmGD2zgyF0RRnzDoU5KUB7BaxD0sdlLILZ6luHB7QyygY7DmWD0fUoGwzUpWP+UbCKIICGFItFuQ4uGmr+Sl3bl/97nqf/t/rbk29Qn1mpVORQZVOVSkW3qc/RlyM7NZ9vPS3YnxG195jRBkm2EHrCrX6I+GOLeTx0p7pB6/3N9pYH9adHC7cDADT62a1FArTKXmgDE99D7nmeOYxfaT0i6WPXnnaZ5hc8Ep0N6BilDM2ygOZ0BufAvEHHKBeo69LqE+T5umsd96A1DMxD1aoJwdkNMjsxyZiGfD4fekKCJ9wJW/pW3whrHKXZ1lpnTKsjmFWPrG2adRpky1F1l80ij9auzbKMMfdNov4eQAgA0LqZwPyI1/LA2rRYLXFwhXjrqtQs3eM4jpQllll/wWH8ulysju/TZWFlMEGw4pDZTmvjF5yjKC2ZlhlwDqxCKyMPSqWSORlBU0XCAYxmm2q2yimWspWXLGfMLI5knqWYo9LyjuZ4C3P6pTX+I9h+6zsl2zFb8ahBmnK0vu/r3vWcB08U5RcJAQBaSNQ8PbOvWAcDOgem1+unubQxVp0fszkJXXrA3JfZYJslC52DxypqAYBgS2a2xE7YFMTQCkVm90CwKzuqXGClUikUCtaDVgGl5CdcX4g5f9KcUhHVraIJxtygVWZR22brVNc8yPgD0LOtOzJzQ/zGNd/w744QAKBVLv31o9+8ltWOcefA7XZrvr7+ljYG5jW62RjoL1pV+q1LWL3ojJpDmM/n5TlRFQVi2h6r4Zc2TC+azZSg3Q/Bq2rHKEoY7EVPeN1vnnBtNa30YzX22mNhpQ3rVWuXht4NsaJGVH6K6pCIDwrmX4XmM/N9DP491KzlDEIAgFGjH+VW4ydd+tbEOW0AQlcKsBr70JF31gW6eWluzfrTNkkaZu1vj7nIDpYjtOh6ifpF8Eo3qqUMXtEmKX5Q8yI4ahUG6+0w11F0jNWV9H6HeXL0hZhZLbSBNw8vycvReZXyf3PGpjWfM+aeEQgBAEaTFPyRAeoxtXLNIrtRn+/yEa+LAGm7pU/TXYTekA424ebigeatfStJWCsQBlmNormvYJGA0PGA1uuVXzF7SuLbNvM49YSb4xWCpQ6sbgnrAjo4IEMPO3h/R5eEsPpmzAbbrBDlGPdf4lNLMJcEV4w0/x4cFmIgBABoNeY4uFKpJLe9oy4EdXyAtcygPhh6jV5vsSCzXTcb/uC4tpqNSnA1BG0Xg+smaKtsTSiw0oaZA8y2TV+m1QBb2cUafamn0eoGMM9SsGtdCh2aBxk1fjDm9op08DgR1RiD3T8xATG0slPU3wMyRLEgx6FYELoexYKAunTMPwp6AgBk1iUQvCI0h+VHXa870YPJrRGF6crxmpMRzNHvVnmA+EPSKYtRBxy8Z6+TG2XogDVvMKuB7taBAYQAAKOQAKLuAkiFH+tBs85P6E1xXQjYvHEuglMKY2rUWI263oyPWgvYDAf6oPbqWz/Vx0MLBMkjcjDWkHvHuBEefBVaOUBeaWiZHce4h2Ld8g/efQAIAUkNDr7ESUC3eeKJTfr1G94wLsUWpFEPXj1LoyXNeVQ3QOgCg9b2zSo9mgbMIYRWjRodea5V81zXldkB5kwBJzD4XwbVy3y50BY6GB2iCgSZaUD3FX/Jbr4KXY0wZi1EKzfosIngbAUyAUKxdoDjOM6MGTP0640bNgwPD3NO0D327t27e9cu/fbII9+YohsgeH3vBKrb1uwGKBaLVjHgqK4CuUrO5XLm0DypVaBtp1wfa1yw2kXttyiVSvoccy/BdRB0uQFp8q2fmgWC9Mm6/WBpo2CrLKPzdEafBgvrVFtjFXVkvs4JDNIZBAAhIMS06dPNb39w222cE3SP79xyi/nt1GnT0nUDWIHAarnN51jdAHotG2z+reeE7jq4RzN5SE+ATqLTNKDz3Mxftwr5WeP5pZH2fV/qFusTZL9S+FZbbr09oYlB/m+eKG2YzRZaX2xopQHZqW5Hnmm+xtBwFuwbAAgBvzd27Nh58+frt/ffe9/aNWs4Leh4w8PDP77jTp0X4DjOosWLUncDWI291XKbc+tDL/F9369Wq0m6Acx9VatV6x682TrqSAJtLPUugDTPsjutrJfklcocSCdQzFinIyYp++MEaiwGnxZz48Ds7ZA9lkolaxCDdXiU2UEoxgS8ZvnKFR/9myv025tuuPGeu39y1rveOWXq1D+YPJnzgw7z2507n/3Vrx6sPNDf368PTpw06X0XXthIN4DZHIYOBrQGDwbHr+mVbrAevtmehS43EKxRo22/c2B5IbMujVTH0wGD2ohGTXPQrgWzj0HHEEQNinSMue/WFvSAzXNllfiNEqy9aPVbeJ5nvjVMHwAhIM6ECROWr1yh1QIcx+nv7ze/BTrehRddNHbs2Hq7AUL78ENHpycfm2Z1etds/q1L5OBkQn1EG2yrg0E7zM3id1Ed7MFiQaEFguRBc3aA1Ma3mnwnUI8vWP+n5usNnmHK7CAJigUd5Pu33nr/vfdxHtCFLvirZd7pp4f+iGJBQKf+o6An4CDvveCCJUuWrPrSKnOwNNDZent7P3jZh1KMBwRAT0AHGh4efnz949u3v/jUli3mmCmgkyxavGjW7NlHvelNxxxzTE9PTzdc9AD0BBACAHTp5x3APwoLUwQBAOhSjAkAkOi6h5MAdB5uBwAA0KW4HQAAACEAAAB0E8YEAHX73e9+9+KLLzZ7L4cddtj0g5e2AgBCADCarr766hFbmv2CCy749re/PWYM/04BNAW3A4A6PPzww1Ixvtp8Dz300K233vqNb3yD0w6gSZgdANRh2bJl06dP//jHP37N579w/p//j927d5fuu9874/Tzzj//5T17Bnbs+PULL/zLt7/z0Ss/7jhOb29vg7u7++67zz77bP6RAmgSuhmB+ixevPg/f/ELx3EefOCBLZs3f/Nb3/rYRz46ceLEH/3b//bOON1xHO+M0//zF7/47//6ryWnneZ6XiP7mj9/PiccACEAaCFz5swt3Xe/4zhTpkw9ZMyYHTsGnv3Vs+f/+f949lfP3vsf//7kpidPedvbvDNOP+HEEzlXAFoZYwKAur300uCdd9wxefIfbH7yySsu//CTm578i//5F67n7dy58x8++9mpU6d6Z5w+Z87cKVOmcK4A0BMAdJS777rLLxb/8xe/+LN3vlMeecO4cUP791+7atWf/tmfTZ029Y9PPnncuHGcKAD0BACdZsfAjvnHzd+xY2Dy5MnXrlo1ZeqUl/fsufiiiy78fy+66H3vk+fs2bNnaP9+zhWAVsbsAKAOy5YtO+ecc84666yHHnxwzpy5zz//nOt5v1i3Tn568oIFL+/Zs2bNmt27dzuOc+qSJQ3eEdi6devRRx/NP1IATcLtAKBuU6ZMOe/88x3HmTN3jrT9+qM3jBtnzgh4ec+eNwTuC4Q+KPr7+xufWAgACXE7AMheuVS68K//2nGc0/Nuf3//jh07/lexqHcH3jr/uP7+/k1PbJo982j5b9MTmxzH+eq1X3FPXWI+EwAIAUCbOeHEE5/c9OR3bvm2LDFw9p+dtWNgx759+664/MP6nE2bnjj3vPPKDz3oOM5h4w/7X8Xi9/7lX8oPPXj3j++6+KKL+vv7OY0ACAFA+5kyZcpdP71n0eLF8u0/fv5zX/zSNQM7dtx5xx3WM6/5/Bfmzp3rnrpkzc8fueun9/T29t7103scx3FPXSLdAwDQPIwJALI3tH//FZdf/vBDD0tz7jjObf96++FHHBF85p133HHXPfds2vTERz78N4v++GR93C8WZ8+e9Sz9AQAIAUB7ueuuuwa2D2zasvmQMWMcx/nOLd/WBQUsc+fO3bTpifPOP//UJUv27Nnjnrrkpn/+5uxjj2V4IABCANCunnjiiTmzj9Vvzz3vvNCnfewTV37xc58/dcmShx58UB557NHHdu/evWXz5gbXHQCAmhgTADTF2099e/mhB+W/D19xRdTTlixZ8sQTTzz63/9tPvjLrb+USgMAQE8A0H6e3PTkNZ//gny9+cknj33LW4LP2fzkk9d9/TrHcd74xiM/deUnft639iMf/ps/X/pu/UUAIAQA7ectc96igwD+bfUPn37qqTceccRt/3q7+ZyBgYGdO39bfujB/2/5inedc7Y+/tf/z/ve8xf/c/mK5ZxGAIQAoP1MmTK1t7d3aP/+7333e08/9ZQ8uG3btg2Pb5g+fbosL3TK2972ad/fsWPHwMDAktNOu+NHP3IcZ9y4cScvWDB37tw1a9bMPPpoziSA5mFMAFCH6dOnr1mzpubT5syZO2Xqa6sGbN36jOM4ny74+/btK913/3/+4hd3/fSeKVOmTJw48Y9PPtlxnClTpvy8b+3u3btL991/27/eLssN3P7D1a7nffvb3+acA2geFhAC6iAr+hSLxauuuqrZ+7r66qt93//ud7+7bNkyzjwAQgAw+r72ta9ddtllI7Ovyy+//Jprrhkzhtt2AAgBQGv43e9+J4sCNNVhhx02ffp0zjYAQgAAAMgYAwMBACAEAAAAQgAAACAEAAAAQgAAACAEAAAAQgAAACAEAAAAQgAAACAEAAAAQgAAACAEAAAAQgAAACAEAAAAQgAAACAEAAAAQgAAACAEAAAAQgAAACAEAAAAQgAAACAEAAAAQgAAACAEAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAgBDAKQAAgBAAAAC6yBhOAYB4s2cezUkALFu2PkMIAMDnHUAyblfcDgAAoEsRAgAAIAQAAABCAAAA6HgMDASQ3rJly2699VbOQ4urVquchOSKxaLjOL7vEwIAIM7SpUvf//73xz8nn89XKhXzW/1aHjcfKRaLvu/Lp7BJHkz4f3N3qZXL5bp22sqHxB8qouRIiADizZ55dNQUwdWrV69fvz70R67r5vN5z/MKhUKhUNDHC4VCuVwul8uu65rPLxQK1Wq1UqmUy2X52nGcXO73n1E0Zql1yUXtSPYExPyjoCcAQLeTBFCpVKT5t9p713Vd1y2Xy3J16zhOqVQyL3YLhUKxWJQ04Hme67q+73NRCxACALRHAnAcR3oCtL23LkwlJZTLZUkA8qDrujEtPTkAI9ANoH+u3dCDQggA0ER6I0A+WKUPQNp+fVDbdd/3zfEBQFb279//8ssv79u3b8+ePXtfeeWVV14JfdrrX//6n95zz88fecRxnGq1SggAgLpJ0y7NeaFQsO4FSIe/2dibH7WaD3zf17sG+mS6AVCXffv27dy5c8fAwP79+5M8/5VXXlmxcqWEgAsvvHDL5s0TJ02aPHnyoYceSggAgPpygLbx2rTrnYKYngPJDTKiUB70PK9UKpEAkNzOnTu3v/hi1BV/jIULFixYsEC+eOWVV1555ZXf/PrXr3/964+cMWPcuHGdd6IoFgSgIW4EbdT1xn+pVCqXyzpZTr4IjhnUKCBf5PN5TQPSZ1Dz/24Wku+u9Q+pq7zyyitbNm/uf/bZFAlAXHrppZdeeqm1zaefemrL5s379u3rsNPFFEEANaSbIgiMvD179gwODma1tUs/8IHgg2+eOXPChAkdM0WQEAAgfQgQUpTGOXiIn/l46NfWk4PP0U4CnUcg3+qEAq3DEzWc29wgOt7g4OAvt26t+bS+desWLlig3153/fXS2OvjfevWOY5jPieYA0566wnUCQDQ7bQnQNtsad2lYTabbZn7Jz81e7Y1CphTsxxjNkE+n9fnuK4bNdLQ2pS5ESfBWAS0u2q1uq2/v+bTrrv+erOB71u3buHChfL1xRdf/Nijj0oCCGYF069feKFjzhtjAgCkt3TpUseY96+P5/N53/e1AECpVJJqP86BioGVSsXzPGmttUCbPN9s42WbejVvTSwsl8tRowVld1plyCpUgM7z8ssvJ5kCYPXw9/X1SUt/3fXXf0D6A/r6Fi5YsHDBgr6+vqiNpB5tQE8AgE7rCTAbZsdxKpWKtuJSKUjaaenDLxaLMsrPTAz6fBkqqFf2elkvbbn27Vv/LxaLEgisHgJ0lYGBgXp/xewGUAsXLtTOgG5ACADQUE+A2RlQLBal9z6q712HAkhFYbO9l0ekIddbA1otWG8umLcJrKEAVoeBc/BMRXR4Y3bIIXWHgL4+6RiQYQF6p4AQAABJaWFgrf9vXuLHjMszBw1ozeBgjeEoZg+B9SOZWGhuOZNF/NDKJk2eXFdngNkNsHDhwuuuv76vr69v4UK5FyARgRAAADVYLb05qt8a6Gc+TRppafJ1SIEUB7SeaV3ry8bz+bx0OejdB/N+QbAfglGBHW/cuHGvf/3rk9+t124AufpfuGDBdQd3AwTvFKjx48d3zHljYCCAhsjoPPOavmaLq5fvMn4wanCfDgCUAoLOgdsEUoBI+xJ0d7IqAe9I1+o96qgkHQA1ugcOzAiImSJ45IwZHXPSqBMAoIaOqYuCjrdnz55f/fKXCVcKSGHMmDHHzJp16KGHdsw/Cm4HAACyZ1Z3SHg7JsWvWMaNG/eWOXO2bdu2a+fOzF/RHx5++LRp03p6OqoHnRAAAMiervhQV3+zuWZEuv329PQcddRRhx9++MD27SnmDUY1/526liAhAED2crnXbjUGa/qaj5iP64WgXgVqESHOZ4pLcKuKop5VWZ5RvpZpmTKtI/i+KKtuo2OM6qj57mgUiCKzS3TgZ83nJ3TooYe+8cgjj3jjG1966aWdO3fGdwy8+uqrr3vd6+zWccyYSZMmjZ8wYfz48blcrmP/qTImAEC8um5/ho7y831fY4HVeOjjwY1oSQDn4PWIpS4Q4SDIashlymW1WrXeFHORRmuFxmCMMDduXqabYSIqCNbsBpDJHYVCwQyCclSZv7/79u3bu3fv0NCQrjA0tH//Sy+99JUvX+s4zqcLvuM4Yw455A3jxh166KGHHnromDFjsvpHQU8AgO6irb4WBq55hRe1DpB+LdMCObcx8vm82err6SoUCmZjLO+O9WBUIJMHrQWcnANTM8zaTSm6AcwUoseWVWdAsG9A+vMnT54c/OlRCWYWdCRCAIDsm3/rMk7m9ZnfhjZg2qKYTY5MEQy2MTIbkFgQbFat636zkLO1sJN1/8U5eBknsxKzPEF7ArSeo4SJqHchvpCzeWDJfwuEAAAtShtvc9WAYEoIvdB3AoMDzNBgNjNyCWtd7MJsws1qCtaZdBzHrO0ovxK6lEPwnbXWiUjSMxHzU6kKFfwjIQQQAgC0JemxD95dll5fWUDI/Kw3mxNtD+QmsdkvLV0L5uICUjuI1iI+YJktcaVSkS+sJjy48JI1qsB8Z+XWgG5H3oV0N++jugFACADQ9hej0sCbTYg0Ldq6Szeytv3mQLByuawX+vJ8+RVJEnKNq7+VekJ5p9ITawYpeTu0VHN8sx3VEyBnWxp+eS8krsW39FHvTmhx6KhcAkIAgLaReui+tFvBIQXaNujAN32++S20P8CJHpSXuifAfFo+n09Sodm60RDMi87By0ISAggBADpNvTeSQ1sLrTGgzYMkBiYKJjl7jtFpHx/RgjcUrBGdOjKgcEBMZ0zMTD/rcXNkIm8ZIQBAJ7T60mAHlxmMyQfyUxmGViqVZHUiaUuk+ZFBbZ7nNZIquqHVj2pu43sCotpgeUdc15WBHdL8y/iP+IIBGuBiNmv2BDRpfiCiUCwIQA0sIIQ0rcuBKnvxNwVMmu2aUSwoyspLljuOc8PNN3XnPwp6AgAA2UtxhWnOXQQhAEB7iCr2hxiNr5jXeS+w489JC+rhFABokEzb00n8SELm12n1vRFojEO/revX6/pdfXXJm/MROyegJwBA9q0aV2/JyaS7Zrd22kmjqznI+D5znUazzdZvtTqTjMeUoX8pbtXXNdBvZM4JCAEAsse47hRnrKl9J1rhRxp+KeSs1RudA2UAdFi+zsOUXzeLPmkUaHYupD+JEACgXS9tOQktdca0vq9c0Jv1mGXmnjVF0+wYkOl/EgikLZdagTp6P8nBp2jO+SsaYYwJAEA3QMeeN9m+FmyQur/yoF7xax+AtYyvLgAtKxNqd0Ly6/vUhSP5w6AnAADQEF36T/vz9QJd+gOsPoBglSHzfoFIcVMAhAAAwEjTdZu0aKNc/Qev46UPINgToL/uHBha6NBj31m4HQAgA1wdtuZ50/58jQXJ79PLoIFSqaT3C6wZBDWlWwiAvyV6AgAAWUYBbY9lmWZzoWEn4nZAkM425JTSEwAAGVz2ccaaun0dGKj38nUlRjMW+L6v/9dflxmGuVxOnq8DCZMsIpz6mp6/InoCALTr5SbXiPWesaZuX/vw5S6AFuPTgYF619+63JdW31w4WJ6pSzgmnCLo1FpFcOTPCWxVAIg1680z45+gH9zSuiAJvTcvPfOdx0wVrXxOVlx8yYqLL8n8H0W7YClhADWwlDA6GEsJA0BDWEUwBVbMAyEAQCfQQWcs/ZKclN5zEpfgTZczGsxkUXUFQAgAALtVo7VIrnkr5mkfg7UqoPkj3/flax0DaD1oLiugxYLMLh/ebkIAAPwe47pTnLFmrJjn+74M4JchX7KCsHPw1D5NA2YKMdcPNLsQ9Ot8Pq9rEJfLZUIAIQAAfn9py0lokTMml/L5fF6rAphNuJUDzOPRJ+i6A1z3EwIAgG6A9jhvZtOuffvyhfb2O9HjN/VXJBBEPU1GgQQrD4IQAAAYNdad+9TX8blczgwo2thrDwGDQAkBAICWY1X4N+/f15wsoE/Q8Qrm+ADZlPxIShBKLOBOQfti7QAAGeB2QEudt3K5XDzAvGTP5XLFYlFWBI7qAJAnyBKCOvlTKxDLooJailgeTL6aAOgJANCZuCJMccaatGXXdaMu+n3fj08eNZ+g/QraK8BbSQgAwEVtQRaYweh2AyTfe7ValSASeoNfuwGcA/MMXdf1PE+eLL9IgUhCAAC81mbQGVBXN0CTxtbJ/EBzmoC5MI8M6dfbBNb7pU+QdYTz+bxsStKAGfJ0UUG0NRYQAlBDzbVSWDsgBdYOaBEsIAQADbGq0CAJ0hJaAbMDAGRwUZs7gLORkJ6xYOW+Ud9a9/zRch4IAQAyQwGZ0T1XMZMCYPF9n3kNhAAAWbZA3BRITufZZ4hqDZwuQgAAPlK78YwRwlLkME4CIQAAH6mdcMbo3AYhAADdAF163hgNAEIAAAAgBAAAAEIAgGbjdsConzcqBIAQAGDUsJ7s6J4xijSAEACAzoAuPWOygBNnldhKCAAwCmiE6m2BMr92J4dxuurFAkIAGuW6rnyelstlqgUkz0xy0jKZ36/tGas5Jw9hVFYgBABoyOrVq9evX28+wvC0FGkgwy6BbLfWVYJ/ut1QeoEQEGJ4ePjx9Y9v3/7iU1u2rF2zlhOCjrRo8aJZs2cf9aY3HXPMMT09Ke8MLl26dOnSpZxMdIDurLZECLBt6+9f9aVVu3ft4lSgs61ds1Yybm9v7wcv+9DUadOyvYqSUvZZdQxEba0ZBfNDjznzFiJ0TECb7iXmD6Ad90II6F7fv/XW+++9j/OArtLf3/+pT3zygr9a5p1+euMXUnpPOpfLVavVrMZeFQoF2azrutKqyae/7KVJF4XFYlHDR7FYzLbtLJfLvu9Lq5ZwL3o86faiZy/z12JuXE9gzbcml8sVCoV6j8T3fUk28osJ/wDS7asbMDvAvDBaQwJA17r1u9977NHHmnHdGaNardY7OEs+/X3fT76jYrHoeV5dMxcqlYq2lM2e8pB8L4VCwXVdz/PS7cX3/YQBolgspnjV+tYkb2tTDF+QAzOTTfIcKb/LsBV6AkIMDg7edMON5iO9vb1nveudU6ZO/YPJkzk/6DC/3bnz2V/96sHKA/39/frgLd/61j/842fGjh3byNWt67oJB6jr2Ph6W4IkH+LWxa4Ml0t+Da0XmvIrzR5qV9d9k1KplOJ9MQNHkmt6mfFR76Wz2bGRcEfpokaKjGJ2JkmQcl2XvgFCwGusBLB85YpFixdzWtCppk6bNnv27Lzr3v3ju+740Y/kwd27dn3nlluWr1yZuhtA25skbYB8lKe4X6B99fEdEvr5LtEk+HGfMKw02BNgHUxq8nrT3V6pt7XL5/Ny0gqFQl3hacTaVDnC1L9bKpVkiiAhgBDgOI6zd+/ejRs26Lenn3kGCQDdoKen55zzzn3hhed1FszaNWtThwBt6pJc1EpjFtqkyQT6mI/4mtu3pslJe2b9VvmA0BbO7G0O3nqo666HVlAIvYI3r9Gb102te0l+5a05QLpqWmfwnTmQYrRiBCGg02x/8UXz2798z3s4J+ge77vwQnMq7MD27elmCuhFVZKrK3lOVM92qVTK5XKprzULhYLGC2kwombPu64bNawsZkda56euZjh0OF7yvn3ZY9RRxY/1M/eSvOXL5/NyJhOGgBG7qs5qR0wrIAS8Ztu2bfr1vPnzU8+ZBtrR2LFjJ06apNNin3vu+RQhoK52Ua7hQq+n9XZy6FiBJHvR62mzXQy29MViMaq/IXQv5iN1jX2THQV7nl3XDQad5K8u+IuhDqEhagAAH3JJREFUnQ317sUKE/JOJbnmThGM0nVpNG8v3VlskRBgmzBhPCcB3Wbu3DnaGfDyy3tSbKGu0Wo6Tjv4gV6tVmPqudbciwwykEZXxrWZvQLWMUSNX0sx8i5h7rEuQ7Od3ChrN1ivqN69WJf+yX+9GSetrr1EdR1ZLy3492Y+YWReBSEAQPeSQdq5XC54FR4zUKCutlZad+mBd8J6j6MiSJMuXhvfiLyQmPZYWrhMLmTbtPxO4zUJujABONQJADCSpFdcJmgFu3ZlzFcjraZ0AEgbVjggqmEemaZO9tXU++WSabJaDid+O206yT7FTFRCAABk3w3geZ58HFtXZvpgI9svlUrmzMCoJi0qHLTyeYs54AYzTV1zIGWQQdutGR0aAlj5mhAAYOQE5/7JoDnnwD2CdLXwoho22V2w7Yy6R9DN70vyJ+vUwXQtaJLf8jxvZPobWEqYEABg1BKAc2B0ntaAy7DDVjcbbHgy6QYoFou5ZJxat6sTNpwxLVYjryhFW57P56V+QLrSwqHHYOa/UqlULpczTIROWIGpbLdPCACA2q1yVKOS7WWZ53k6us1qIOWjv/FuAN/3qwlkctOhqSMY0h2hlnzOZHeSKsy7DM3IAWYEkXtSjBIgBAAY5e4BLZuf1SeybE1HeksDI82JdDa03Ue/HHB8Z0PqCJXubMhZdRJMzAu+NTFX6mbvgvQbZXhfQDYovQ71riVBCADQyczu6mDf9ZatzzQvAXieVygUpC2Rm80N9gE4gble0sBI98AIz3+T+x2Nn6hCoRDf2ZDuRTVyqZ2uGyCm40H+8PQJ8q5lOH5TcwYJwESdAAAHufnGm26+8aZGtnDDzbV/XROAWdZeat6ZD9ZFKgWFfrhrYzzyc8EbDwEpVvOrqxsgxVKBWjMx+e/qwn3x58oseSShIb4icr3vBQmAngAAoyyYAPQzulKpyP3gFG1nPp8P/XCXEoSiHYeDxTeBjYwKTDF73hwMWFcCkPc0vvWVNz3FckdJDtucm1rzpdETAKBLXbJi+eJTTmneZbF8BEfdS9Y162Sx18ZrxWsCkD4Az/OkWOEIXAsGG5VWq06fol+kkREVNd9KKfOsbb+sYJTJKsw6D0X+xjzPC7727uwhoCcAgGO2yMHmefbMozPZi9Rmr3mbXK/X8/m8DMJPnQOKxaLeZdBmTy5JPc9r9pWf1dkugxKy3Wm2tQITvokpckCpVKpWq0maWOtpDSYAmckptwBKpZL0Fcm3wT6h7iwdQU8AgKaTDoByuZxwMLk8U64CpRc3RQ6QT/ngOEdZFEfHCdZVcl+rG9UTsHLBJJRtzrCOX8Zapr6ojXmB8qOoZZFbh/YhaceS9QcgQTCXy2W7hhMhAADCQ0Dmg8njm2ppA2IaQrndoN0SsqOaDVtdiwg32IYlDwHmPDq5zA1t/BJusOZpT/du6ltjHnm2ZOPynrquG9PASxBs03UQCAEA2szIFOrXRl2WKar5fB15oOvndkC60kfS9QTIOWneAUtpSD3b2d7IqHfCgvXMFu/eIAQAQPYNWLObvXQvpINHqMlwPy3q3DoYEwAALdoHwFovHZYDmKlPCADQ+VisDyAEAOhwMtjefMScmNcBe0ky3l4m7CW8xg2OSku4F6eeu9eN7KVT/wC6895/FOoEAMiAfDSb1WQzGWdnLTIrI/50meAG9yKTyIPNpOxFty9D7ZLsSCsQJDwAPVda0DDhy5HVFhKWHNC9iJp7CT0nCf8A5NTJu5PwtdS1O3Mvqf/M6jp79AQAQKNSz8WSIQVWfTddwi5dqigfoLuQ5XmiWh2ZVl7vMdd1SM6Byet1NbrNu62epMRv1C+m211dl+aNl/Yb4XWkCAHtZHDwJU4Cus3aNWv16ylTpzbY2Gc48Dv1uvVWqx9sm3XLmTcGURuUqXGh1WpTnK6oc9JgZWKdap9uI9LNUO/7Ve/zfd9vcIo/40wJAQeZNWuWfr1xw4bh4eGeHm6UoHuC76D57eGHH556U1GN2YjdgjVr0Zjr0Gg3cvLmLfTOcXwZn2Dpnpq9GtqkZXKKrIUS0l2UO2lrDOgvZlhxISo5yVtZ86Rp6QgGARAC4vzBlCnmt9+86ablK1dyWtAlbrrhRvPbCRMmNHh1ldVFatTzY+7m6md98ENfGoPkByBtc4aXjKG9GjqWot5b1DF1/czVeK14VPPlJKnQHNMwhwaImlftMaEhmJx0L0luu0gRCKmjzArChIBIPT098+bP37hhg3y7ds3a8RMm/OV73kN/ADrb8PDwD267Tf/yHcc5/cwzUl9B1vxQlo7i5LfMpdk2GxtzL82rQhj6WuSRmhPck/ftS+360L0kPDlJdlTXXrS1jm+2Q7s06lrfwbxlYP2WdOFY77I+Od0qEqVSKZfLxRcSJgR0u+UrVxT9wu5du+Tb+++978knNv3xySf/4eF/yMlBR3r66afX9a3Tv3nHcSZOmvSX73lPuq01qeiedVHbjL0El9sZmQKCUr6+pfYSs8Cj2TaHdmnEnLTQsBKVYOJ77xu5zTEytasJAe1qwoQJF1500VevvVYf6e/v7+/v58yge1zxkStGoPcr+d1Z6fFO3oVbc92d4E8bXG6nddRVoiC+GyDqDcpwvGfUprJaGTk4FKAFi0MTAlrOW0946/KVK6z7o0CXWL5yxYze3m571Q0ut5OwNUrd/MR0y1uBRhf5bWQFYblxHjoUI8WY//jTHjoWMqtVhRgKQAhIadHixfPmz1/1xWvoA0D3mDd//vKVK1KPB2wd8Tfssx0lHrzRHvOjXC7XeFMUcx/dfI3pAocMgdRSQqEhIMPudN/3Pc+LCgFZtdkMBSAEpDFhwoS/86/67Y4dTz311NNPP/3SwbOngI4xfsKEY445ZtasWVOnTeNs1EvbleCQAqtxjRnGn6SxNBvIqASj5RnSNZ/m2r5SiCm4xq7ThHmeVpdDsVjM/M49QwES/SkDQIxZb56ZyXbk4zj58+XSNqtXEbM1ufxNt1m5QI/ZacxPszp7De7FevlaQtF8QlavIuq86d2NEfh7tv4SVlx8yYqLL5GXOfL/KEYdPQEARlRMR3ojkpSQCx022ODYQPmV0PvoWn0vqy70QqEQvJXe4F6CPRm+7+dyOd2LFlrO9v2SMsl63kKrOjbvj0R7CMw7Bd3ZZ0AIADBC5IM++Q3akVntrfGxgXLpHLwZX295oiQdt2bz7BjD4Bu5ERA6AkDLAGT+Kqy+et1LhncczERoNu36XofePenO8YM5RkwAiDd75tFbtj6TSR9AwhI3TeqBaN7eg9fTnufJBXS2TYt1e15WLGxS+QRNAM0bYK8rLsr9iAbf39DGPphgrL+ElZcsdxznhptvGpV/FPQEAOgKWU0Bb03SWGozJl3ozbiAlr562bLmjOa9ItG8S2QtT9T4q+CCNh3K4gIYCdnO/mo1Uspermtlul0jq/gkaTib1NNgvqIRSGzmgs78GyEEAOjkENDZH/TSvSxdzc1LALqjJvU0iEqlIiFDpg56nlfv+kYJ96K3G+TUNbhAMAgBAFqRdI939nKuZtHicrncvPZM79Y3qXnWtROr1arv+zp7Itt9eZ4nq0mVSiUp8CfjK4kCI4050ACaPSU6OPV85DmZVh0IncTvBFb4zXyP1ud25p/kukRQ6H6z2lfUyWnqqatZJ2BUimeMOkIAgKZ/3o3K9YauXGyOPmvSXhzHMUvuWJX2tSx/tnuxdiQvtsGqRzF1k6wWOt2OdAXCqF8PronQ4KkjBBACAIxmCGikHl+2jXS2l/7m1X9Mw2kNr6v3MHSUfsyVceh4i+TnXHaRsK3VHSV/W+Xwar6KqPOW+R8PIcBEnQAANTQyJbrxJW6zus+dyYgE88Z/XePy6po0KE/WhjP5kevhJT+2dOsCJD+fjcyWbNIfj7WeU5fXCSAEAOiWzzsgqMtDALMDAADoUlQMBJABmfFlPlIulzOfK596L3V1LIfuJWa94HSCE+Hady+t/wcAegIANJF561q+TlEItlKpFIvFmJniVgOQfC9yWzrhBHTrNrzv+1rQJrXQGfbm8evI/MzfGvO1NG8vWq5fNh7z1hSLxfg3QkoVxfwB+L4vLyq4F/kTiopBTap6RE8AAPx+sFixWKx3xJxjFI6VD/rQxXnNVi1FSZnkw9/MgW+N164pFotRZQQ1cMTsJeZUJH+Ovpxg25xk+0l+JZ/Py4M1z7NVTSHqoj/FJb70c+j2ywfIpkqlko4KlE6Fzi5gRQgA0FopQVoIXaJe56Y7YUu7xm8n28r29TaE5pp1ydun4F70JPi+H5UDtOBBfLMaU6tYe0FCT1qS7QePucFlC2LGpEtmaqTItFk7QQ7VPPNy5KVSidKEhAAAmXFdt2ZTal7up74Iy/zqLbgYj7Sa0oSE9p+HtmHSetU15Sq++W88ZDTefRLzVjb1ZnzUC0nyZ2b+dUmekOfLvQD9Ed0AhAAAWX5qyx3Z+M/WBj95ozoAklyaxz/HbNWkZ3sErhT1JnfNe9Xx581s6uK7YaJeVF3vS8xwvGavPZjwzyzqsFmukBAAIHvmx2vzPmdjPsTjr7+LxWLyUfGhe8n8RbmuGwwlzd6LLg0wkm9N6/yZSVXEFGMgCAEAEKdJPcOe55ktdyN7ST4kfmSmnOXz+RGo1TYye0lx0lIMqki+l5j3WoYENmOSJCEAAGpL3seug+YaHINmNgCj+9ppflTNgYFN2m+lUpG/qJo3UAgBADBCQrupdeJA8z6pK5VKvQPcYkKMHH/MIP9sMw2iWAMDrb8oOf/yXphZJKsFJggBABAp9HNWPqmb9xEs/cNRXdDppqRHNT8xP2p2pqEbo2bW1KWMSqWSNRizOycLEAIAdD7p/g1+yqeYkh7VVGiLkm7FvEZ6IEZg+2Y3Rvv+GVgjJOiPIQQA6HzSPMdco2fSGOgavqLDCtqb3RiZ5ICYzNHWOYMQAACt9eEu+232ZZ90NevXmW+/Zp2Apm6/vTRYcJAQAABNaYxH5aN5BJoEqygv/cwNZo4G86J56ydmLmJ3jgS0sIogAGSQbxzK0CY+V82rKpg8PcjEEN4OegIAjISaN+abeo0e1TybffiNvDQZN8e7nLCdbmpNySRpTJYq5i2jJwDAiF4rj3w/ec17AY2HAHPiGRrJZJkEzfi3u1Kp5HI5GbnJW0YIANAJ13/xF3w1J/U12KrV9dK6fPnaEbgXUHO0QSMrWBICACDNJVq5XB7hT15dILiRNqPm65I1aZJfU3ZzF7T8GTQvCyYZAer7viyq1OVpTDEmAEDTSUs5ko2NNAbxzXODAwK0Cn3yBCCtYOouh6aetHQr+qRopJvUCS/9OkkineQA+ZvssHIOhAAALUdar5G5/6rXmlH1AZ0DFf3kTkHqq1IpNRiVADzPC8YL7ZZozZlpyRcbTLfAT8xoAM1G8taky0lmN4AWgozaVD6fL5VK8jfQ7aoAEGvWm2em/l1dpiVe4x9HsiO5wot5mrWcTOodxewlvoGMP7yYDdY8geVyOd2pkx6Rus5AvftK8mdgdszU+9aEbl+3Fn+0Ky6+ZMXFl4zkP4qWQggA0NwQkLAdSt2G6RaSH1Lq3cn15Qif/xSNbktJGAQ1zaQ4w6HnR97omr/b5SEgl7wLCEB3mj3z6C1bn+E8oCOtvGS54zg33HxTd/6jYEwAgPRWr169fv16zgPalDlGITj0shtmEhICAKS3dOnSpUuXch7QYYGge1AnAEA2QuewFYvFSqVSDBP/i8Ks5yObSnFU8luhu07+QuKfXCwWPc/T/1uHneIcWocac7qC50QeMU976DD4SqUizwk9S8GXEHowNc9b6FumG7R2l0n5pnRnvmvREwAgmw/c0Fl5juPk8/ngfLmac8x0lpfMwZNJ+Tr+35qYV6lU5BH53NeqcNKo6EQ+eSR02phuIYrneaFzymWbMvVcXqlsx5wlqK2RTkw3j1N+RQ+sWCzKL/q+L62jVfLInE0nh62/IruWR+TJcrrkp7pTOQZ53HXd4FmSJ1snRM+eHow+02p3dRehh2dtUyZMyu5Ca0vrW6N71zdXj8QsRBhzQR/1JhICAKAh0qhbM+Cl5XbCSrnp0/Q5VvNvbV8LDppTAc3WQmsASAsUdQFqthbyHLOVMltiqzmxDlJ/V9s5bVYLhUKpVNJqReYWtDGWNkwacmn/pAm0mkPZRT6f18Yy2Mhp2jDPhjxfD0C2rDs1j0deQsw7K78iL1OY20/S7lqHJ++CeWxWZAyGSHOlZm3F9WCCxyBH6/u+7l1+GnwTWT6AKYIAGp0NZbbZUdP2rMQQ+pxg2y8/1Tly1k+lyQ9OpZMvrOlh8q3WkDFFzTaURl2eEJxsZh6bbFYvu2NmMOoerReu5Qfk/3qQOuW9cDBzNrw+Tbds7iLmbAdflB6DbtM8G9aZtCbj6UFaG7QOz9pC8P8pZoEGKzcET1TUFrp8iiBjAgBk0w1gdX1bl/jmc0K7AWLq0EUV5pO2Ry9k9Wlm57/eWS+Xy/qFPk37mc3j18PzfV/7G/Ta17rTLBsxX2mwY8PcZtRrkRp2vu/L/+WRmrXzisViqVSSl6YH5vu+PGL+X0YAWMcmp8g8S9LTrjc1zF/R81kul2WQgdUZIL9rjbcPHp6+F+b/a/6NBQ/eioNW54Q+2RwPEfUmcjsAAFKyPk91ZIC1YpA0qFYaMJ8j7UcwCkR9+ocODojpVZZLUm0e9AnSHy53BPRB7Si2tmM258Fb/uYxW7erzZv0kjnMuxLytfRdhxa0txa+k63JWARpR5Pc6g5dwyn+doD5K/La5YRY51CTjXkbJerw5FSbUUNHbwRPo7mLmqP3ZTv6ivQWgNXt35plm7kdAKAtbweEdgxEdbObnzkxhfA0B1g9uqF3AWIqxGknsw4oS1JXOKrYXGjlO6ufP+quQVTZQfNXrI5xs6xh1O2AqNdibsq6SxIs0Wju0Xwt1htkbS14ZyHJaw+9KxH6JxGs6hhT59HaUUytwOCbSMVAKgYCiBNTHC2mWFDoxZZ5EVbzgszs39au3ZrL0JmrBFmTBZwDCwxGXTcHLxljXot5XSu70Kthszs9ZndW94PZE2CdnOCKROZptB6UzZql+KVRNOcgBPsVzLPkBIZG6hh+84D1QXmaeZDm2QgeszlKPziYNGaJZ/mpeQwxf0tm70vM30yXVwwkBADols87gBBgYWAgAABdihAAAAAhAAAAEAIAAEDHo04AgNpmzzyak4DOYw7u684/ckIAgDo+KAH+zjsJtwMAAOhShAAAAAgBAACAEAAAAAgBAACAEAAAAAgBAACAEAAAAAgBAACAEAAAAAgBAACAEAAAAAgBAACAEAAAAAgBAACAEAAAAAgBAACAEAAAAAgBAACAEAAAAAgBAACAEAAAAAgBAACAEAAAABzHcZwxnALL8PDwb3fseO65519+eQ9nAwA6WLValS/WPPJILpcLPmHGjBnTpk8fO3Zsp56BnJ4CbOvvv/nGm/r7+zkVAAA1cdKks885O++6PT2d1n1OCHjt6v8Ht912/733cSoAAKF6e3s/eNmHpk6bRgjotARw5cc+vnvXLv7EAQDxrvzUJ2fPnk0I6Bzfv/XWYB9Ab2/vkTOO5M8dALrW4OBLGzdssB6cOGnSP/zjZzpmlEC3Dwzc1t9vJYDlK1csWLiw8278AADSNRPmcLHdu3Z955Zblq9c2Rmvrtubuh/c9gPz22u+vGrR4sUkAACAmNHb+3f+VfPmz9dH1q5ZO7B9OyGgE5hdPctXrpgwYQJ/8QCAg1rKnp5LP/TBiZMm6SPPPfc8IaDtWVHuxD/6I/7WAQBBY8eOnTt3jn77y61bCQEdZeKkSR1cDgIA0KATTjxRv37hBXoCOosZ8QAA6AaEAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAgBHAKAAAgBAAAAEIAAAAgBAAAAEIAAAAgBAAAAEIAAAAgBAAAAEIAAAAgBAAAAEIAAAAgBAAAAEIAAAAgBAAAAEIAAAAgBAAAAEIAAAAgBAAAAEIAAAAgBAAAAEIAAAAgBAAAAEIAAAAgBAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAjI3uDgS5wEAAAhoBtt3LCBkwAAiPKbX/+GENBRxk+YYH47sH07f+UAgFCbN2/Wr0848URCQNsbO3bsxEmT9Nt/++EP+SsHAAQ99uhjZofxjBkzCAGdYMHCBfr12jVrf3zHncPDw/y5AwDUtv7+W771LfORadOnd8ZLy1Wr1W5+a/fu3fv/f+pvd+/apY/09vae9a53zpo1i797AOhyzz33/OOPr7//3vvMB5evXLFo8WJCQId47NHHvnrttfytAwBqWrR40fKVKzvm5TA7wHnrCW+94K+WcR4AAPHmzZ//vgsv7KRXRE/Aawa2b//6V7/W39/PqQAABF3wV8u800/vsBdFCPi94eHhdX19Tz/99PPPPU/ZAADAxEmT5s6dc8KJJ86aNWvqtGmd9wIJAQAAdCnGBAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAACEAAAAQAgAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAACAEAAIAQAAAAIYBTAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAABACAAAAIQAAAEIAAAAgBAAAAEIA8H/bu3uV1gE4jMP/A90cRcki1CtwdMnqLQhp7yGldHNQegGuLs6ms3vXDK69AQUpiJ0EuxU8Q+Gg4vmgTY6pPs8FxKCDP958ASACAAARAACIAABABAAAIgAAEAEAgAgAAEQAACACAAARAACIAABABAAAIgAAEAEAgAgAAEQAACACAAARAACIAABABACACAAARAAAIAIAABEAAIgAAEAEAAAiAAAQAQCACAAARAAAIAIAABEAAIgAAEAEAAAiAAAQAQCACAAARAAAIAIAABEAAIgAAEAEAAAiAAAQAQAgAgAAEQAAiAAAQAQAACIAABABAIAIAABEAAAgAgAAEQAAiAAAQAQAACIAABABAIAIAABEAAAgAgAAEQAAiAAAQAQAACIAABABAIAIAAARAACIAABABAAAIgAAEAEAgAgAAEQAACACAAARAACIAABABAAAIgAAEAEAgAgAAEQAACACAAARAACIAABABAAAIgAAEAEAgAgAAEQAACACAEAEAAAiAAAQAQCACAAARAAAIAIAABEAAIgAAEAEAAAiAAAQAQCACAAARAAAIAIAABEAAIgAAEAEAAAiAAAQAQCACAAARAAAIAIAABEAACIAABABAIAIAABEAAAgAgAAEQAAiAAAQAQAACIAABABAIAIAAAaoeVXAAAR0ev1ZrPZBp3w5eXl1taWCACAdR0eHna73U052yzL1iyAiPjx8vLiDw8AEXFwcDCZTPI87/f7zTzD6XSapmlE3N7ettttEQAA1SjLMk3TJEnu7+9brSaO5Z1OZzQaZVlWFMX6RxMBAPB+DLi6uup0Ok07t7u7u/39/Yh4fn5e/1pAeDoAAF67uLiIiMFgsFgsmnZuJycnETEcDispAEsAAGzGGFD5DGAJAIDfjgHz+fwLzwCWAAD4wPL+u+FweHp6+lVnABEAAP/vn+7Kjo6OxuNx5VHicgAAvNdut7Msi4jz8/NPP5myLMfjcZIkg8Gg2iNbAgCg0WNAfTcqWgIAoLljQFmWk8kkSZLj4+PKD24JAIC/jAGPj487OztfbAawBADAn8aAPM8jotfrfb0ZQAQAwJ9sb29/4k9/enqq9fguBwDAx2az2e7ublT0yb7VuBwAAJ9geRUgz/PPKoCo+VsGlgAA+IBHBAHgm6rjXf1NGwMsAQDQ3Bng9RjgtcEA8I1mgKXr6+uIODs7q/bDhiIAAN4oy3I0GtXxrv6V1fT6QpcDAOCNWp/KW1kdVygsAQDwZgao9SV9jRoDLAEA0PQZ4N0YUNXLiywBAND0GeDXGLD8lsHyvkVLAABUY7FY7O3tPTw85Hne7/ebeZLT6TRN06rGABEAABERRVF0u91NOdssy4qiWPMgLX91AIiIm5ub5Z13m2I+n6/5mIAlAAC+KTcGAoAIAABEAAAgAgAAEQAAiAAAQAQAACIAABABAIAIAABEAAAgAgAAEQAAiAAAQAQAACIAABABAIAIAABEAAAgAgCAf/MTdH8QT5/23gcAAAAASUVORK5CYII=)
77
1
e
漢和
>.<,
2
44
ここでは「」を調べます。
「」の部首は「」なので、「」を入
れます。
画数を入力し直すときは、 を押
して再度入力します。
3
C
4画の部首の一覧が表示されます。
「現在反転している漢字が、候補全体の何番目に位置しているか」を表して
います。
この例では、候補が49個ある中の1番目の漢字が反転していることを表し
ています。