IM 7.3.4 Lesson: Applying Circumference
Here are some pictures of circular objects, with measurement tools shown. The measurement tool on each picture reads as follows:[br][br][list][*]Wagon wheel: 3 feet[/*][*]Plane propeller: 24 inches[/*][*]Sliced Orange: 20 centimeters[/*][/list][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoQAAADdCAYAAAAiqWNZAAAgAElEQVR4AeydB7idRbX3r8pnxc71crFeyxVUrMi1YLlXbNgQRQQULChIR5CiAgKKCoKA9JrQ0htJCOk9pJEe0knvvZO6vuc32f/DOnPmffe79znJOUn2eZ551syatdbMW85e/3dN+zeL/v7t3/7Naql2D2rvQO0dqL0DtXeg9g7U3oHaO3BgvgMR9AvFf4uZtYd/YD782nOtPdfaO1B7B2rvQO0dqL0DtXeAdyD114Bbe1lqL0vtHai9A7V3oPYO1N6B2jtQewcO3HegBghrw+G16QC1d6D2DtTegdo7UHsHau/AQf4O1ADhQf4C1L72DtyvvdqzrT3b2jtQewdq70DtHSj6DtQAYQ0Q1r4Ka+9A7R2ovQP75Tvwile8wg455JBaqt2D2juQ8Q687GUvK/y/XQOENUdQ+GUp+pVRk6t9kdbegdo7sC/egbPPPtvuueeeunT33XfXy6sMVd7Lk1edr/c8n4/lVedtigcVP+al6iQrKhlR+N5OFj/W93q+zuvHfN+O9CUjWkRfsrJRTqeIvGxJ1tv0ecmleKrzNpBLpZRMiidd2fbtxnnJer5sxtTL+HyenPoAPeywwwr7+CYFhK961avs85//vD304EPWtm1ba9emrbVr2zbkQznBg+/rVA489Nu8pN+gztn2dY3Jhz7TZk7bKfvSy+pvSkc87lE1euh7vUrshP7q3mfcY/WvGppl3/Oz7OqaKrke3Qu9b7KR1UaKr75Vq6s+eNtPPP6EnfDNE+x1r3td5j/lZz/3OXu4VSvr3rNnLe2je9CjZ08jPdWjh3V76inr0q2bdena1Tp36WKdoS7Bp75rt25BtnuPHg2e01Pdu1vr1q3tpptusiuvusratGnTQKb2fIu93zyTP15zjb361a/O/J8R2GzVqpWtWrWqLq1cuTLkocpTr7Ko1/H14ksupl7W10kvRSUn3ZiqHur143IldbLp21I+ZVfyedS3Xy6vNmQv1bZkVCcqvmjclrdZtE46omrL66sOqnrxJBeXxffyPp8lLz40y4bnKy+9uI288rve9a6y/0f6f2pSQIjT+9GPfmSLFy22F7e+aC9ueXEPjfOUlbyMeFnyebJZdd5mU+UraStPVnWiTdG/LS/a1i1bw/3dunWrbdm8JZTJh1Sqq7v/5dqM+xaXpS++qPhZFLmislk2quU3tt0K9Des32Dn/uZce/Ob35z5T3ni979v02bOtBd37KilJroHm7dutfUbN9qKVatswaJFNnP2bJs+Y4ZNnjLFxo0fb2Ofe86eGzfORo8dayNHj7YRzz5rw4YPt779+tkTTz5pt9x6q91733129z332AMPPmiAwBEjR9qoMWNszNixNn7iRFu4aJGtWL3axk+YYIOHDLE+ffrYwEGDbMrUqbZ2w4bas6zyWW7Zts3adehghx56aOb/jBxY+/btbefOnbZjx45AyTd12pu2fV9pR235vJdpbL6IXfVBbcVl8ZuLxtfg++fzWf3zMj6fkqdeMj6PrPgpPfGKyEi2Uhr3J0v/v/7rv8r+H+n/qckB4Y9//GNbuXyl2W6rn3ZFZdVXws+TzapTO01Jm6ot2RHN6OOunbts24vbDHCxYvkKmz9vvs2eNdtmzphpkydPtokTJtoYHNWYMTZq1Ch79tlnbfSo0SE/ZPCQUKZu9OjRgT9p0iSbPn26vTDnBVu0cJEtW7bM1qxeYxs3bAzt0F7d84v7Fpcz+lynn1WPnaayldVGFr+x7RbV32UBmJ9//vm5gPD7J51kM2bNsu27dtVShfdg6/bttn7TpgD8Fi1ZYgsXL7b5CxbYrDlzbOLkyTZy1Cjr07evdezUKUT3+vTrZ4MGD7bBQ4fas6NG2XPjx9vk56fa89On27QZMwLo+/0f/mDnnXdeiPg98MADdslvf2vtO3a0KdOm2YTJk23Mc88FIDl33jybMGmSXXnllfbQww/b0GHDAuikD0uWL7e169cbwHTbzp2151rBc+XDiPtdKSDMc755dVmOVPw83WrrZNtTbMWJ+riNuOxt5OVj2yk7KZ5sSl9lqJdP1XvZvLy3kyenNr18Vl6ysb1y8tTHMp6nvGhsP6/s7ebJFa3z9nze6zcvIDwlAxDinIs60pQjl65oLJPF93JFZLx8JfmU7RQvw+bunbttx7YdIaK3fv16W7tmra1etdpWrlhpC+YvsPHjxlunTp3sHzf/wy684EL72Zln2mmnnWbf+ta37Ktf/aodd9xxYbj+c5/7nB177LH2mc98xv7nf/7HjjnmmJCH/z//85mQ/8Y3vmEnn3yy/epXv7KrrrrK/v73vwfn99RTT9nYMWNt3rx5AXjSB0Do1s1bbcf2HVYPKGZcRwCCXHe5a/f1kve8PPvUeVmfj+vK2UnVx/ZSMjEvQ4dIbA0QNg3QBVhtefFF27B5s63buNE2bt5sS5ctCxE6hngffOgh69Sli/V65hkb/uyzNnHSJJv9wgsBLALMtm7bVhaczZ0/3667/vowjWXdunW2dOlSu++++0LkMAbs23bssPmLFtk/b7/dHnv88RBFZOj4iTZtrPWjj9rQ4cNt9pw5ARgSrQS4bgIg7thRA4g5ALEaQCgHmHKKKZ7k9wYt0l5RmTw5X+fz/po83+e9TCV5b8PnYxuV1CEby6d4cRupcqwX203piFepbJ58qg6e5ysvqn6kqJchr4Ssz6d0DwxAmOFg6wBH7JCLlLGZsit+TMvZjG3F5Vg/rndlhnaJ2nXu3DkAtMsuu8x++ctf2ve//3377Gc/ax/5yEfs6KOPto9//OP2qU99yj796U/XA34APiXmcSoBDJH95Cc/aR/96EeDDfKARhKAkTJ2P/ShD4UEkDzppJPswgsvtNtuv8169uwZoonr161vCArdNdTdW3g+xfeBstfz9Vn8WCZLzvPJ+5TXrrdfSV7tiUa6NUDYeDC4Y9cu27l7t23YtCkMx3bv3t1aPfqoPdm2rfXq3TsM/y5eujSARcAWwNGnGMjllefMm2dECO+66y577rnnQnT91ltvtb79+ydBHO1s3LzJAIJ8UNEPopZEB5+fNi0MJXfo2DEAxHbt24co/dp162w7P+Q5oCivjwd6XTWA0DtM7xSz+HtDxtusNJ/VT/GhymPb5+O2JBvLxOVYz5dTsnk86ny9z3u7yheRL2cjZasxdvPaK1cXt6u+iabqy9msRDfPVrMCwlNOOSVEtZIOP3aacdk77FRd5GzLDkvG8tgsZ7dcvbcZy2bZj+QY/l26ZKkNHTrU7r33Xrvkkkvs5B+ebF/5ylfsy1/+sv3f//1fiPp985vftBNOOCEk8t/97nfte9/7Xl1UELkvfvGLIX3hC1+oiwoSLYQP2PvYxz4WwORRRx1lRx55pH34wx8OkUPaOf744+1rX/uaETH0bRF1/M53vmPf/va3Qz/+93//N8j+4Ac/sMsvvzxET2bOmBGihzt37HxpeFnPL7rezHsey+neZvFVr3Z8WfkiupIVRUdJPGiKp/qC7TBP8oLzL7C3vPktmfM4akPGCdC4c2eYA8hQeu8+faxT165hXtnQ4cNszty5tnrtWluzfn2IFG7asiWAMEBWY8ESEcXzL7jA/v3f/93e+c532jve8Q773okn2rARIzJtAwrXb9wQ5hU+3atXGLIGmG5WNHPDhtBfhpJHjxljnTp3tvYdOli/AQPCMPW6DRtsRxP0vbHX3lL0qwGEec6TupRDlk5MY+fqdX3e64kf63qZVN7LextxPqVbKU828/R8f/LkfF2WTorv++Dz3l6c93Z8PpajnLIpHVHJpfTF83Z8XvWxjXK2vY1Y1pe9/by8t+flvC3lWwYglOPMo3lONa6Ly7Irvqj4jaHYUqrUTtSP3bt2287tO2358uU2avQoe+yxx8Iw7U9/+tMA9L70pS8ZCYAGIAScAfoAXwzrskiHeZkMD59++umBhwwgTSCQKCDRPiKJgDzqiPp98IMftPe85z327ne/23gp3v/+94cIIHLIYEfgDwB44oknhkRUkvTDH/4wUPiAUYFE6k4/7TT7zW9+Y3fccYcxT3HZ0mVhWJnrbap7Vw/wR/e1QZ2el5fz+SLPUTayZGUvlhM/oUeEsAYIE4AvER0DCLAIZNr06TZk6FDr+lS3EGFjIQggcAlzXdetC0Brb4EXFp+c8bOf1QPvnz72WOvZq1cmIFRfWEjCAhYWmojnKZFDhrqZX8j8QxafMJeRFcwsSiGiSGSR++D1DrZ8tYBQDjDLWcpxejl4Kqs+RauVKaJXrg9FbajflcpLb29Q+pLVn6y6lHyKV6S/0stqq4gNZGQnS77a+jy9avqcstesgBAAw7y3eg474Sjr1ec41Hpy5ew0ZX21fWI9xq7dIXr2wuw5NnjQYGv1SCu75pprjOgpUT0AGdE7QBzAjOgcoAsAeMYZZ4S5feyvddZZZ9nPfvYz+8UvfhHoqaeeGgAcOkQBAYIMH3/iE58Iw8IM9RIZhFIHOAQUHnHEEfb2t789AEPKtAsIZe4hoJAoJMBQEUj6wpAxgJA+0W9AqRLPGHmiiyT41157rT1w/wM2bOgwW7hgYZgLWfGzy7rnWfz4eSPnZX0+lk2Vi8oXldu9Z1FJDRBmA0Lm9a1csyYsAmHVL0CQyBmrfmfNmR0AIjJNEf0rAqxYWPKjU06pBwg/8N8fsEdatSoE0jRUXa4thouZD7ly9epw7cw37Ne/f1jpPG7CBJs3f36IgGKvnK0Drb5aQJjlrD0/5WRTTtTrkC8qU0Qutp1lX7ZEU3opnuShyqfkYl4lsrFuVjnLpvqWqlddls1K+LIvmqWbVZ/F93aKyHh5n8/TzavzNsrlWwYgrMBpVgwcUs68mXksuGDxxZLFS2zq1KnWuVMnu/jii+34rxwfQBvADZAGEAOoAcQAggAvon9nnnlmAIAsQPjtb38bdH9z7m/CPELqBAbRBfRhiyggYJD5f1BAJnMNmQv485//PETwmFcIIDz88MPDENgHPvCBIA+fvgBQiUxiF4AoYEgUkL4JGAocAv6wTZ+IWBLJBFBiCyBK/rrrrrM+ffrarFmzwuplFqSEyGHRZ8S749+frHyWPemLZsmJ7+2L10Q0RAgvuMDe8pbakLGACyCH+YDLVqywF+bODSDw8SeeCECQyBkLMJpr4cXk55+3737ve/UA4RFvP8L+fvNNe7VP3BOihwyRsyiG+YasZmaYefnKlQfVauW9AQi9cyUfl7OcqpdrjAy6KVspntqhTkm8LCo7omrPl7N08/hF2s+SyWtbOpIRVV/isvh7i2a1Bz+rTn0pIiNZUemIig9Ve6K+Tnlf5/Oq97RlAEI51DxnK4cdy8RlbKV4RdqQTDmqvkgurz3J7LYwHAwQXLVilQ0fNtyuuPyKANhYwAFIA3gR0QNwff3rXw+Ai7l5DAsDsn7yk5+E6B8RQcAgIPLSSy+1Cy+60OARHUQGWSJ4AEmAGwCMxSKAQNpgEQmLTnj4zBUEZBLpY+4ggJD5UO973/tCGSBJlJIoI0PVmocIOCTiB1Clj+grWgjwow8AQsAgQ95ED+kL7TOcTB19pG/wAJMPPvigzZ4929atXRf2Q6w35zC+x76s55HF83z3PJIfF5XI5tkqZ4f6SKYGCF+KDr64fXtYZbt+w4awEOT+Bx4Im0FPef75sHK4JSyyYH9B3mntywV961vfapf97nd7dahaYDnQnTtD5BBAqBXLc154IYBo9ug70KOGewMQegdJPuVE4YkvGuvF5Sy5FD/Fi+3FZXRivaI82Yr1xS9KK9GPZeMybaZ4WX1JyaZ4WfriV6sT61FWqsa2dGO7sgX1Mj7vZbyc8r5e9qEtCxB6Bxs5y6Tz9vJF801hV868AltEBadNmxaOuwH8AL4AZQzJAraUiMDhZABzACfAFeCJqB9DxAwNMx+PxFYwDBPDO+ecc+zcc88NfCjp17/+dag7/Senh/l9sodtgB7zBHkBoMwfBAxSZnEJIA0ACDBFHgoAhNI/KBE+zWHUPEaAH2CQMkATMKgIIRFFrXxGHznJcI3YZ64jvIceesjmzp1bP1qYut8xLy4XfS9iuXJ2ytVjr4iMa7duDuFBHiEk4vfCvHkBADL8ytAww6UsvGBuXUsBOWxUzceVB4Svf/3r7Re//GXYNqYecEvMg2yqeu4H94UFM2yA3a1bN3v88cfDdjpsu9NU7bREO/sCEMp5ynF6pyonLBlf53kxX3qyKZonJxnRPPvl6rDh7WTlZcfXi+dpbM/XKV/OhuRiKtvSF43lKMd1qXLMS9lJ8bweeZWVj8vqj+fHPJVT7ZWrk05sX/w8Kh3JUCY1KyA8+UcnF59DGDtXlUWdYw3gMcXP4qX45Rw6Oll6pb4AAtl+ZcCAAfbHP/4xRP6I1AG4iAgylAsQJOpGpIzoIIAQsAR4U5QNUEUCFAKu2GIGEAggBPgRKfzd735nV1xxRVjZy+petqJhRfJFF11kvz7710GfYVsiiAzxArzoB6BUkUPK9I/2AXa0CeBUlE/6zAskr3r6AvikX8gDXElELEkMG2OPNrEPoCT5IWfNPeQauW7AJv288cYbw5Ye27ZtS4PDvGeQV1fufcnShR/XiSca2y73LpXkD/YIIVHBqdOmhWFQjoVjw2gWjjAsjONvSYAEEMZpJEzv8ICQIzn532WxSHMAV+ZQsphmydKlAUhzksqQYcP2zDFsYfewKZ5npYDQO0Kfl2OEyjlm1XtZL+/zshHL+rKX8XlvJ87H+ipn9TXFz+KpD556+3l6khPNklU9NNWO6vP0U3opednyNEsui+9147zvh/RjnvjSjcvie+ptiO/1fN7Xl9NDNqXrbTQvIDzZAcLYycqpppxsFs/rKN8UNK9vCfuAFzZsZp9A9ucjwgYAZM4eoEuLRJhHR4RBQFDDsAzBMpwK8AKMAfyIACqaBsgiQgjgA/yxYfTvf//7cAoCwBCAyJDyeeefZ+f85pygD0DDFulHJ//ITvjWCWGoF/BH39hihr4xXA0oA8RxAsN5555r55QWrUgf0AcABIxecMEFoR8AUIav6RNtK4pJv5ElYqjrpU3AoYaiaRMnyjUrIgqA1LY5gM+bb745AEM2wE7OMSz3TiSeU2bUOWXL68fvg8qiXrZIvqR3UAJC5sNt2GDTZ84MGzqzWGLS5MlhlTAbMzcFaNgbNgB7LO44+qMfrQcIX/7yl9vnjzvO5i1c2CyAUNcKuAYYsjUO/WSLmwkTJ4Y5hs0151J9a0paDSCUUxSVQ/Q0r87LkUc2ls/ixbpx2et5mz7vdTw/lYeX4nsb5CUnWVEv52V8vc97edkVL5aLy5KL9VRGPpV8vbeRykvf16V4RWxKTzTLZqpe9qXjZZSH+vpU3tvx8l42ZU96Xod88wLCH5780tF1KWcKT6mcY/X6Ph/r5dXFsip7HZ939YAUFkTMmzsvbDoLQGLYlRvMal0icUQTAEUAIS0cITqoLWSIimlYlyFUQBmgC1CJPYCVgBiRP4AfiYUlAMM//OEPdsMNN9hf//pXu+P2O+y+++8Lp4q0ebKNtW/X3tq1bWft2rWzJ598MgzJXn/99QFkMozLcDGA9aabbrI+vftYr6d7hfNWu3TpEuTZAxFQhn3a4QiuuihkqQ+UAaQAQ/oFWCQBYAF6RAUBfwwNc90AYyKGREkBxURJkVF0FADMfSCSSB2A9J577rFx48aF01l279790gr1jOeSCfr07FI0ZcvLxfVx2csWyaNfOrqO+3WwLCrR1iucD9zz6afD0XErV60Kp4Q0JWjYG7YAhBxr98Ejj6wHCIkWMh1j4pQpe3VhSdFrop+c0sI2NSxAGTRkSACJrNYuaqMly+0tQCiHmqJyoqJyrl6WOl+fkvHyqXysn5LxPC+vPFT5lKyvy5KVnupFxc+isRzlLFn4vj7Oy1ZMZU98lfOobIuq7bjsbaTqxIMqLx2VVaey6tWmypJTOa7P41drO9VmswJChgYbnGVcco51QNCXca7e+Sovmud882RUB41TbNPLlvqzbeu2cHzbc2Ofs8suvTQAQeblsUqXVbyAP4APQJCIIEPFgCFAEVFBIogsyCAqBgBi6JXoHMAK4EUEkARYgEce4HX+eXsWlgDsWJAxoP8AmzVzli1ftjysYmZRRjKattsCoOrcpXMYemYeI/sPAmD79u37EsgqXfuuXbvsRTbO5XzkFSts7gtzbfz4CeFUkrvuutuu/dOf6iKUDFsDDAGxArOa+8jQMiAPwMdiFOYo0jb3R1FT7g2gEXDM/UCeYW4AJcAQ8Ai/Q4cOtmDBAtuyZcueE1H0XErPpO45+ufnZVL8uD6rDF8pZSfFk7yoZFQGEG55MRw1eCADQgBK2EJlzZpwXFzbdu1szNixtmbt2n22XUxTAByACGcdvydxGPyHP/IRGzR0aIsa5mYRDsCQSCwbXXOWMiuSN27Z0iKAa7XPpFJAKEebcqLe6fp8LCtH6qmXL5f3erHtcrrUe30vn+Ln2Ze8t5GyL7mYSjbWF1/yqo/LMZ96z4vtqF7UyxbhyZ5olg78VF3cnuRiWcn5dlIy0s+Tk4z047LaUn1WWXzRWF78ZgeEAIy6KA7OUY4ypnl1sWylZdl2zrke8PT2JENwatdu4ySRac9PC3vrEWEjAf4YEiUxHEvEgMgg4AfAI2BIpAxwxCIThkUBTAy1AvYYAr766qvtT3/6k/3hD3+sGwb+29/+Zu3bt7dRI0eFc4u3btmaBn1lrmnjxo02aNCgAN4ApYDX475wnPXr16+iZwDoxNbixYvDFjp9+vSxe+6+J/QfAKvhYyKalBnGZoschsH5IAAM0z5Aj/vE/SFKSMSQoWWAMnMJAYjMMxSg5B6iP2zYsABUd+1gU8fS++OvvfScALWhXnWS9VTPNqZeRnkvI15MfVsF5A90QAgY5JxghjEfePDBusUi1YKB5tRjEUePXr3sP484okGEkBGB7j177jkRZS8uJqn2+pmTOW78eLvn3nsDDVv37Kd7GFYDCHF+KYconqicpMpQ5VUX07x61WXZEd/Lqa+qU3uS8fVxXrKexnZUJ76o+KIxn7Kvi/OSF6Xe5305jy+7osgqLyp9XxfzUmWvr7yotyWeaF4dMmrLy0tHdaKS8Xqqi6lkvI7yyCqfkpMt1cXy4jc/IFzuAKEcqhypKHyfz5Pzsl5H+ZjGtuIy8tJxdYDB+fPmh3NMv3r8VwPgA/wBAgEyABgBG3hE37SAhDJgUPPlNDSsOYEAQubeAaJuueUW6/1Mb1uyZImtXbvWNm7YGDZyBogmI4C+v8r7/pd4mzZsCsfhATgBpGwzA8hiuDgTOMV2Svd6987doS8MmTMPbtPGTeG4veHDh4fVjiwMIdJJ9JDkh5SJIjInkfmCRAyJoHKvAIZEULlPWuUMeGaeIf0FHJLnXjJcPnr06ADOG4DCUh/rInrxNaTKnqdnHtvx/HJ5b095aJQOZEDIvLX5Cxcai0V69OwZ9hVkjiAOvVpg05x6bOnCqSFsM+MXlZDnR5XzkwGNzdnHrLYDMH/xxbDQhDmbHI83fcaM/TJS2FhAmOUYs5yrHKvX83k51lhfenG9dEW9Xiwb1/my11dborKjspf1NnxesuLFOnG95ERT8qk6ycmeypIVVb3KMVW9p1ky4vu24rwvI+/tqk5U9jyN6/L0U3WypTpfTuU9TzpQ+Kmy5GPa8gChnGTsZOVIPT8lK15K3utWmQeEsU8ec+sAJcz/A7gQ/SPCxVw3wCAgBrBCpAtgCB9ZhkNJRL1YpUukjMgZQ6wk5gMCoIgCTp48ORzzBghkxXIDYJp1DXnXXqrD5uhRo+1f//pXGIJliJso5jO9nnkp0hbb172Fn5Uv1XGftmzeEjabXrRokY0fPz4M895y6y3GEDenlRAFFTgkMsrQMmCP4WTul+4fAJE8Q8bcV+oBkNxDIogARRbicDQeczgL36f4+nRdKb54/ro9T/kULd3zTKBd0gFMX3jBhQfcHEK2jGFYuE3btjZ7zpxw2khLBUtZICrmswVO+44d7Q1vfGMDQMhJP7fedluLnwsJMGThybwFCwJQf3bkyLC9T3ytLblcLSD0jlCO0/NSeTnWuK6IvnRFYxuU8+zk6WXpSie2myqL53XES/W1Up63pTa8DV/v+XE+pRvLlCurrZQt1XkbKTnqs/iq8zbifJ5unr70oLHNrHJRHeSaFxD+4IdhTlpdVCflTPN43tHmyTVRHXPoJoyfYNdec20AfUT8lIiuMRcO4AIgJLJFtIt6hkQBhvAANRoiJjLGkCrA6LbbbrOOHTvayJEjwxw9QOf27dvzwVnWdeXdl1IdUbzJkyZZmzZtwmINhrnof5fOXbLbVHsp+/DE9/mSDhHNNavX2MwZM8NcxyeeeCKA0T//+c9hSx7mRQIOmTtJxBSAx70DZGtlNvcR8M09BjACtAW+qSMyS1SVa2A18q4dO8tfi66pKNU1evkUz9crn7gv/t0/0AAhW6AwZ613795hzhrAAyDVkgFG0b4xH+/Rxx+3Qw89tAEgfNvb3mZXX3ttmCtZ1F5zyvFMFi1ZYsNGjLA+ffuGaGFLXuHt71VTAcKiDlbONcv5ZvGll9dOXl2W3Ty+2oxl4nZScrFMbKPScqqNIjZSeo3tWyX6lchyPbG8yqKS8eX4PqhOVDqS8/w8nq9DJ6UnGdHmB4SpIWM50BQt6nxTulXyiHYtXrTYunbpGsATwAmwAjhRAqAA+rTPnhZNMPSJLHVEtxjmZFsXooFEye6++24bPHiwEUVjPqAHCLn5vPuQqot4tDV71uzgrInOadsZViHXtRvpFOKj4/V83s27XLVylU2cODFszcO5xv/85z/DGc6sYAbUsZCEiCqnuLAwh8S9VCQWsM39JHoID5CIPMPO0Pvvu89mzphhmzdtful68p5/1M9wrVk88UWx6/NZ7U2OFBgAACAASURBVCCTI3egAEKif2vWr7dJU6ZYp06dAiUS5R35/p5nhfR9999vr3nNaxoAQhYFnXf++WHBxv50nWz/w5Y/DCFPnDwpPEMAV0u+hmoBYewc8xyml5Wc58mZ5lHpxTKyk1Ufyxct59lTm9jKkyvaluTybJWrk42YSg8a1xUtx7pxuaidInJZtuGn6lI8tZNXJxlRyUKVVx00ix/XNR8gfO3rwhy6FR4Q5jjLPEeaW5flnLP4zmlr0cjCBQvtxr/caF/4wp5zgYlGATygDP8CQIj+Ee0DqABQAIDIAAahAEQWQbAogi1ZWM27dOnSMO+twUrgvPsg8FFORtfnrseDHCJ2ixctCosyGLImCsf2M23bti0GoGRfVP0RFR+a4pXqAUGc6Txw4EC7/bbbQ6SUTbzZXod9GLl3rEAWYAUY0lcAIKCa+83xe/Sd5wHgBiRyEgyRxrFjxoZ5l8xzzOtH3b3xffV5fz15eXSy9HxdQuZAAIREm9hMeuCgQfZk27ZhJev+PjycAkSr1qyx226/3V75ylc2AIRveMMb7NTTT99zzvJ+tliDZ8Xz49kNHzHC1q5b16KHvqsFhHKWsfP0ZTlRUTlP6Yr6+pSMbErOU9nIotKVXV9O6ci2r4t14rJki+hKNqbS9bZ9XvIpHnXSl5ynsU5c9rKpfDnbvl62PS9l0/O8rM97GfJ5dbFsSh59Lyd7np/ieVuq93Z8ffMCwpN+ELZrqYs8ZTlaOdKEE83UrUY20iEy+NxzzwXg+qljjqkDdhr6BeSRZ6gS8AJAIUIIQGE+HkCRIWLqTv3xj+2WW/5ho8eMDqtyG4BAXXvUh3rXR52S5GPq9X0eOVcGEAJ0WfjBUC2gi8gnQ8j12oz06tU5e952poy3JV0o0yN37gqrhceMGRP2SGQ1NYtsmCcI+CMSSx8BhIA/ht2vueaacJ9ZEKPzoJkLyf2nDIgEJLJ3Iddbr1++L+SV1C+V82ip73W6say35fOxXKkMIASc76/bzrC1ybQZM6xNu7ZhiLilR5dSQK8ob9mKFfaXv/7VXvGKVzQAhK973evClIfV69Y16+bURa8lJcfWQFpwsnDxYmsJZ0en+lkpIPTOM3aKWeUsJ5olLwcb15dru7H1cXu+7G2nrkc8Uel6PfGK0ErtSL6S9ryO9MSL+6j6mB+XY7m4HMtTVptZsqqXbMpGihfb82VvU7riiYrvqWyIxnXNCAhfaz846aRigDDDgdY54gLOtk42z5azw5Ame/sB+Px8Na10hQL2AIUChsgBWLS4hCFNhocZEmV/QOa14fTDApG8fqTq6JvrX+71SE40YY8VwcuWL7dJkybZn//y5xDVBHCxiXWu7YStpHxO20l5Ang7d4X7w1zDiRMmhk21r/7jH8PCGxaRAO6Yq8nQMYnoofZ7BPwpiqg9H5EFTBKtZZ4m+xZy3fXa9/0kH6ei19sEcvszIORkDM4c7ti5s82dNy/seZdy4AcKb8myZWFLKE4miVcZc3wd7yf7/O2voJgFJxs2bQobWnfo2NE4t7klXkulgFAOMHaIvqw8VKmInmSyqLcby+TVZcnG/ErLanNf6KXainmUY17ct1R9ihfrNUW5aDvIeVmfL9KPWB8d2fBUcp4n++KpLCq+qPhQePs/IPQO3TvlkmPnMIt6AKBMGcAwY8ZMu+766+z/SqdnEAEEABKt0spW5QUMWdwAYNFCEsAIYJKIG1vGbN+WWCCS1fcyfSx7PbIrGtvbZWGbmDVr1tjMmTONlb8MbQMIOcWkrP3YnspZ7am+ICV6yhYsy5Yus0EDB4X9GFmBzIbdAEMWk3CvcboAcPZ+1OIThpOJJgLGtSoZ4PjFL30xnJgyZcoU27x5S/oa6b9PcX9VF/NVrvT6I/n9ERDikBlW7Nmrl/Xu0ycsTthfFiQ0BpwuWLzYrrzqKnvZy17WABAecsghYcrCAuYFt9CtZ4pe+4bNm8MqZOYVDh461NZt3Nii5hRWCwi9I8zK4yDlOEVTsnl1KfmYV6l+LK+yaFH7sTzlmOdtxfV5sl5P+UrlG6snfU/Vh5imZDyPvHRiflxGLiUrnmispzby6r0Ocj75ujhf1GazAcLXvva1Ydiv3hxCOVbRcg5YcikaOdsiIIeFFqNGjQpz/Ij2kQB6gBCGKEnsHchcQE7L8DyGhXU8G8PFDFsSqWLRyObNm9ObR8f9rqLPRa6rgUwJEK5fvz5sA3LnnXeGaBtDxo8/9ngaLMV93Rtlf/3sI71zdxhGHjF8RJifed1114WNtNnuh2dCZBbwR78BhzqTmaggz03PC9AOqGdu4dlnn23du3fPjkzrnfN90bWqTuXG0qiN/Q0QAvwWL10azskFDDL3jEhhUbCxP8u9MH++XXTxxQ3AINFCoobvfs97bOr06QfEqmrmhfKcu/fsEUAh2wgRQWwJz29vA8LYsTZ1WQ69ErvV6BSxL7tZ4MHzJYtdzy/STiUyvh2vV22b0hPdW/339n2/y+X3hh42lcq137yA8PulIWM52shB1kVrcLxxXTlnnJJP8Vj5unN3WHgwbOgwO+PMM+zzx30+LBZhgQKRQICFIoKAQY6XYygYyl6CRK7YSJo9BLXylQghUTeAy6xZs9IRwvgaMvpXB+hUL+r1Y57KUOWdPPMjV69ebbPnzLZHHnkkXC9RtscefaxpAWFG+w36lJIrzS1kqJ3zmdmihmPxAOM8G+4/z4V7DOADCDJ3EOAHUAQwUsczE4gUn21viEDWm8upPuh+ibr71uBZxHWyEfNT5cj+/gQIiRzNnT/funXrZgMGDtxzBFoLAQn7AqjMmD3bfvXrXycBIVHD/zj8cBsxcuR+t9I4694BvFg5/lT37jZ4yJCwXyGbjWfJ7yt+tYAwz0Hm1ZUDEOimnG5Rftx2Si+W8e3FdbG+6kVTurGOZDzf68d8yaeo9KSjMrI+L13J+XLMk65kRIvak3xMU/qSUV1MVS/q68WLKTIxz5fL1XvZcvksW+pnywCEcpbeQcqxxjzJ5lGv4+USfC1mYENmhiEBE4A6gAQRP8Cgjk+jrPN12UPwF7/4RVgEABAkesVG0pz8wfAmG07//Bc/t+989ztGBG7t6rVJYFYHMOhnon919aoTLXNdDWyh53QBhMzVmzNnThjWZnibiOajrR/NBoROv16/xBf1fVPe15GPU0put4U5hcxz/Mtf/hLuq7b2YWieZ8HKbp4DwJxFPCwwYS4hK70Bf6wCBzyyuhsQzzMEOALW2QCcvSUzVyD7Psf9S9VJJqZZsroHyHOW8X6yqIQFBzNnzTLmlk2ZOnW/OoO4qYDKlGnT7LTTT08CQqKEnGDyTO/etn7TpmYHTU11zdjZtGVLWEHe7amnbP2GDc0eKawWEOY5zpTTFE/U64sHVd7Xk4/5khWN5b2OZGRD1OuIJ1lfVyQv/SKyXiZLL9UPL5tV72V8Oz6fksnjxXUqi3rbjc1jM7bryz6vtlI81UGpz5IRX1R6eTqS8VT6zQoIie40GDL2ztM7zEqcbCyrsrdd4q1csTIM62p7GMAgAALgQGSJPgIIyQMolNgWhRWhnLrRt19fYz4eZ/oy5Ewkiw2WiRqeeeaZYf4h5x3XW9Dg+5K6Tl+v/jeWOptExjZt2mTz5s0Lp6KwEfTHP/EJe/Chh7IBYVb7zm4dUPSyqfoUz+uU8qtXrbbWrVqFYXzmDjIUz1A+wBsQDhgHFLLFDFFCQC3zCAGFDN0DHAH6AHvOiwYY8mwBwF/+3y/b3/7+tz37P/r++Lzvk/iiqTrPK5LHVsne/gAIWW363Lhx1rVbt3Am8cEyRByDqgmTJ9tJP/xhJiB881veYu07dTL2K4x19+vyzp0BFI4cPTpsUbVu/fpmBYXVAkI5QDnFPAcay8Y6vt7nvZzyMU3JxzKpclE9L0deKbbp+cpDY7nGlGVP9quxldJN8WLbahu+8qKxbFzOksvix/q+TV+HfpwkG9uOy7Lj9cUTVZ3KeVT2Wx4gTDlROWBRL5PiqT6vbrfZooUL7d577gmRJCJPzDsD/AkMQkkMNzJHkCFKgAcABCDy6KOP2gsvvBDO7iXSSGIYtnXr1uHMXmTYioZo47V/utbmz59fDGzRbyVdSxNTAOGGDRtChJBj8gC+zMFjixaih0lgl9eHMve6Ynu7LWwqPXbsWGMLGjaqJrLHsDb7FLJ3IdFNhn7Z4JuhZKK2gEIdFciwPQtKiBICAAGFGu7nuTK38P++8pUALpcvW/7S8HGl19IUz2o/iBBu3rrVON6MBQZsRXIwLB7JAm9jxo2zb3/nO5mA8E1vepM98NBDtnrt2gMLEO7aFQDg+o0bwwrkjp06GXsyAsyy7tXe5FcKCLOcpOfLOcYONIufkisn69tDP5aPy76NIrqxjNdP5SWf125KL4uXspPief3G1ntbWXna8ClLTvyUrHjIkPey4sV8X47lVY5pSidPJk8+r042kdm/AGEeIMmqy3DuALm///3vddvKAAaJDAIaAAtQhiQBg0SVGJI865dnBSDIfLY+vfuE6OaObTvqIjyAHsDUsGHD7N5777UbbrghAEOGkAGUffr0CcOCueAo1d8UL+t6xY91ovLu3XsAIfeha9euIQJ6zKeOsbvuvKt+JFP2PI1s5V6P18vKJ+wBWBcuXGidu3Q2Ti/h2QBYeTb9+/UP4G3n9p22dMlSGz5seIjyXn311XbuueeGoWWem8455tkCEin750oeu0SFaYNj9epFcbP629R8rr+FA0JOsXhu/PiwgIQtVw6UI+iqBSvDn302vFPxljMqszn132++2VasXt0sQKna6yqqx6IShsMnTJoUthpayYKiZgCFlQJCnJ+cI1R57xTFj+sk42ksU0RXMt5OnI/t+vqi+uVsxDZ9mXy5drLsZ/Fj+2ojxU/xUv1J8VK6npfqX4onHbURU+q9ns9Ld19R9S1uT/wifUOmeQHhiYkh43LONgEe6gBJybHWlTNszX1hbhjWJSrIULHAIJE8HyFkeBgwR1SQ490AHET/2CNvy+YtmXPPVqxYaU8/3Sss1rj55pvDUWwMOQMQaTv0L+s6UvwUL+Pa6q69zL0AEHKeMVHLHj16hMgZ287cdVczAMLEtWzZssWmTZtmHTp0CKCaSB8Rv1tvudWI5tVd524zybJlDtFEzkUmMsuwPUP7RBcF9HnGSgyT65lj/4orrrRp06a/FClM9Mu322T50rNqqUPGazmGbvJk6/n002HvSs4oLgocDlS5AYMGhd8OAcCYvv71r7c/XH21LVu58oC+V0SNhw4bFuZLsln3vl59XCkg9I5RztI7UfE89fU+Lxnx4rL4nkoG6vlxPq8+qy7mx2XfRrk66vNkvK04X4lepbKxPOWYF/cnLsfyRWx4mVTe8+L2KinLDtTrxWXVie+p8pLJo16WfLMCQsDXimUrXnLuAj6iKYdcbV0pegeY4IQL5paxgITIEfvVKTroI0jMOQNQcGIGixoATswV1JyvOhr1k6HjGTNmWJcuXcKCDea7sciEKCNDnIDJACbyriWymQs+ytlJ1Ic5hBs3hc2au/foHgChtskJUbKETmYfJCtaSd9j2dLKYoAqkdbHHn8sRP0AgwwJA8bpe9wX7jn7PXbs2DEs4iH6y9Ay4JDnx0pwoos8Z5438wpJDCcDDBlq5uMAnUULF6U3D8+6vix+fG1lygDCCy+4sEWdVMLmxBMnTw4LSJY3g8NvqYDy6WeeMU4vioGgypxWcuFFFxnR1JZ6DU3VLz4QBg0ZYv0HDtwzRL4PV5tXCgjznGNWXew047L04CuJF1PVi8b1WWXJQ71MXPZ15MvVe3nJQpX39eXyXs/n1Y9KbEpWdkRTtiSr/sVl8T2VjOyq7GV8PlXvdX3e6ymf0k/VZdnJ0pe8bGXRlFxsk3KzA8I42hM7+gbl2PlSVko53JI8IIIFCjf8+c9hHhoAAzBIdFARI6J4JIZ3iQwCBn/3u9+FaCJHvNUBuVQ7EW/9uvU2evRo69+/fwAoF19ycYhUMa9w8qTJ9QGN+l/qa4NrjmyHeulQl9JL8ZwdAUKAF8OyXDOAkAjh9u2lTbTVhqjTr+uj2hFNyaR4OfKbN222qVOnWr9+/ezWW28NQ/cA+GeeeSbMK6xrO2EX3QEDBtgDDzwQdFl4wiklHM/HHoREC3nmRASZk8hHAfsYYv9LX/pyKAPe2aMxBTzz2m5sHZtxtyRAiLMdO26cde/Rw5YuX37AA5uiAIkoWLfu3cMWRwKAMWWf1TPOPNMWLF58UNw3Vp6z/RDvyr6cTlAtIJQzlKMUxaGqTs41LqdkvKzkReO6mJ+yJxmoT7IlHcl5vuo89fWxTpZ9r1MuLxtF5LJkytlI9Rtbni8b4on6NsUT9XVZ+ZRszPNln5fNorws+Sz9FF82oNQreX4q37yA8Hsn7hn+iwFHXI4df1yfAhcRb/HixXbTTTcFMMgJJCwoIDJEAgQyT1BzBlkZzFy0K6+80m7+xz9s8pQpe4aIiUypbdG4b5RLUa6VK1da//79rG/fvvaXG/9ivzzrlwFo3nHHHS9FoGQn6m89cJFXV2qvnrzvU47utm3bbPGSxdapU6dw7QwZ3/mvO4vtmejbKJLP6Uc9QLvLbPny5WELH/oFIGc/wTPOONPmzZ330n3z1+1sEykEFA4cONDuv//+AAqJ7gIKAeOAfOYXEiUEFLJIhZNOuHbeCRbXQG/5xy1p8OnayrznRe5HQqalRQgnTZkSholZQILjLQqYDnQ5ACFH9B111FGZEcJXv/rV9r0TT7S5Cxbs82HU5rj/YU7hxo1h+BhQuK+GjqsFhHKG5Zyp5ERTjtXbiPNeXnkv4+0qH1Mvr7yoZFWGKqkui0qHep/38ln8LJk8eep8fVz2NuO8ZL1+LENZcqm6FC/LXhZfNlSf1Z7qJV+OennZ9Lwi+il52ZK+yilZZFoOIJSD9A7X51Uf0wIyRCHZfFkbFhMZJCqoaCBAkIggQ8QMLV508UVhWPm+++63uXPnvgQGaZv2lOK+ROUXX3zRpk+fYYMHDwlzD4lSATZZpTxq5KjmWcDg+shxekuWLgnbzgCSAEW33367bXtxW/0IptMJIKjAPa8GLAHm2Bvx+eeft8GDB9s///nPAN6+9tWvWY8ePW3jhk0v9SunD0T2Nm7YaFOnTA1H8XFN7DnI/WduIZFCVhszTCxACDjkHjAsHaKI3zzBHmKV6KrVL7UZ34ci5Zx+xveopQBCIjyz5syxdh062PwFC4x5Ys0BMlpqm4CdJ9u0CXtexpFBlTnP+PivftXmzJ27z8BRc9+vbTt3hCHjfv372zN9+oTtafZ2nxoLCOUoy1E5UsllOVTVi0pPVPzGUt++z2M3LlfblrdD3pe9TfiMKm3dujXsXLFq1SpbtmyZEYRhW7PZs2fb9OnTw+/6xIkTw8c+R4iyby+J0SCOUEUO+UWLFtnSpUvD9Cy2RsOPYj+rfX/NXiYrr777evFE47q4LDlR6svJIOtllBeVrUop+o21ob41KyAElBUaMk451RQv4aBx6Jy+gfNnXzrmjBFxYtiQOWU4f0AamxsTFQQ0MMwIGCAiVXY+Hf1QX0RL/QCYEK0aMWJEiFhxZjB7E5511llhgQlb1FS1xUviOmNwUaQMAFmwYEGY1wgYYjPn22+7vbKV0NE1F2m3nozTB6DyQ8FQOwtEmPtHJO/iiy8OwGzXDs6zK342Ndc3a+Ysa9umbRgKZ3X4FVdcERb5APwZJmfeIO8EQJChYsDi2eecHepOPPH71rNHz8aDwqw+u2vnuloCIAQMLl22zNhOBFC4cfPmGhjctavePQAQPtK6tb3zXe/KjBC+8pWvtM989rM2c/bsgwYQAv4AaBxt16VrVxs/YYKxPc3eBIXVAsLGOtBK9CUrWqnDbyny9J9RJY5iXbt2ra1YsSIAN7b/AvDx2z1hwoSQxo0bF/bkHTlyZPB/0Oeeey7kx4wZE/LwmCeOf4TH7z489vKVDACSAAGAkR0xmCfOyNu6devCYkKAYpH7E9/7uBzboD5PJq6TfMzPsltOLtbLKxdtO88GddhpXkD43b0ICHdZ2Hi5S+cuduL3vheiXywi4DQLthkBIAJIGSoGCLAi9fLLLw+LR5584sk9ewZGDjsJRpDxKXL+AEq2M+EfhSFQVioDRgCgzJHjC6ie3VSbKV7UTj0bqTr10dWxOpdj9Vq1ahWiYwBmonKVzJWsu3bsVtPPkg7AmC/LZ5991ljkcsOfbwgRXIZw2a6n2u1giHYS5WWxCfMKiRQyFYBIIcCcleQ8C61KZliZYWrKfCwQNaZ9VmSXvcfu3haS9fertO1Mc84h5Ciy5StXhuPJRo4adcAcu9bUgARAeM9999nhhx+eCQj/3//7f/aRo4+256dPs5ZwxFtT34M8eywyYc5pm7ZtbQ77tG7ZstdAYVMDwiKOWg5YTrSITpYzboyut1mNnSI6AC78BAAMIEb0DnA2fvz4ANrYJ5bfbAE/wB0nSxH5w+chB6gjCoivAThCsQFPsuwoQRkdwCQJu8zdBzSShg4dGsrwsYsN+kO/WOyJLwWwZl2X5/u8v49F8ugqSV7l2K74sZwvK1+Oxra9fNyO6sQXFT9FkWl5gFDAxTvLPEcreSdDZG77i9vDlwdzBBkKZUhQK4qJDhJ5YpUzgBAwCEi46qrfh933CXdnOnS1p/6p7Nr3uvQFMMNXD/8sgBIiXtrGZuGCheWjhGor1UZenZdP9JMQP2H6xx57LKyA/sxnPlN3nFvdNcT2E3YyZX37Ph/bZOuYzVvCDwf/+OzhyBA+kTsA9NYtW9MLPBJ26vri2gtD40uWWKfOnULklxXIbGQN6LvooovCED7RYVYkEyHmw4B9CQGGgELq+OHKjeaqL6Ku/dAn+HFdVG7uCCF7DXL+bp++fQ/K4+jyQI6vA4Tcfscddthhh2UCwlcccoj913vfa8zDRN7rHwx5rnnqtGnWvmPHsIn53roH2KWNQw89NPNZaBifDfjlCHF+yovGvLgsuWqobEF9StlSfaouiyf71Ht9z8/SjfmAKnyDIoH4CKJ3ADGSonqAN34XieCxqwZAj8RCRYZ+SXyMk+Cxr6wSI1MkyUKVkCfqCEjEvqKNan/IkCE2aNCgMK2IvogPoMR3c+ACIFZDzf76dG9S9yXF87pF8rIfy+bZlo6X8XnZSvFUJxrL+LLPSz6mzQsIiw4Z5znXyKnifPmq4cUkCggYZDUp4ILTKgCCDBkTeQIM4uzZaoT05JNtbNnSHDBIPxLtpUBIHa8kz4vKPxZfOQASooSAjXZt29raNWuzAWh87XE5qz/wlTJ0ACD84z3++OOhLwBCFmCsW7e+sv5k9SHVrvokyg4yu3aHuYPMq3z66acDKGPVL9v08KVZB6iw5/Tq7nEWX7Is8tmxKwxxsO0Pp7EQKWT4GOB34UUX2gUXXhDymmcIYORDgfpTfnyKXXrZpSGCWdcmtuPrS5VTcuK5/nFdzQoId+60wUOHhsUSrBg9GEBLtde4dft2u+XWW3O3B3rFK15hb3/HO2z8xImGfLVt7e96w4YPN+YUcu7x3riWagEhjrCIgywiV6mdIvLISM7nYweusmTzyikZ2VYdvpO5f/zuxiCQYVyGhTV8C6ATwBMlYoc+FJ6oZCmLF9cLJEpWZYAiw8WATvoFSCTqSHSSPkEVQQQskuAjDzjUtaXuja6fupSceKKy4eXz6ry810nxseNt+XwRednP04vtxOXmBYQaMpaDlGNPOdYKeJxPzNAfAEdzxBgmBgyyDx2LSZg3SIQIh88+gUTuAIP15gz6fvn25cg9r0yeE03YQ4+vnW7dugUwonmL/OPt3hntrZfVdpl26oEUb8PnSzYUIQQQssiC+8XGzmyZU9ZOwl49nbx+oqu028IWL2zFwz8xgA2gzKbhnJpCdDDXbtF+7NpzigzzQokUMEf07nvuDuAT8Md7wEpkQCKgkIU/zPckWkiZPhEx5N1i8Utd/4u2n3U/dB8ECC9snn0IAS69+/QJ87/21QrRvQEQ9oVN5lne+Le/2Rvf9KbMqNTLX/5y+4/DD7dRY8bYloN4I29OM+k3YED42Ngb71U1gDB2vLFTjB1qXI7lKynHbcu2aFFbKflyPOqVaEfy+AF2dmA4l3l+GqbFLwEACa4ArgCCRO8E5ATuAG6K7nkQpwghQQcAHXbIK2Lo9ahHPtb3ZdpQ9FB9os/0DZCI/6DvAEJ/DYBHbDPsrWv298Hfc9XHvJivsqjuJ2XPkx3xVB9TyeVR6cQysg0/lvF1Xi+Wk24zA8LvFltU4p1pygGLt8vCGbfsXcc+g0SZmDNIRFBbirCQQHPGAAFEiu677z5j6JahxQbgQ7bVh7gsfgEKmCC8zXwLtkS54IILwjy21q1aB6CR23Yj2g12E/qALf7JWcBxxhlnhFXYN1x/ffYiioSNuj7n1cX3xskCwPmn58uPPRtvueWWMJRPBBUAXWc/tlGk7NqRHeYUzpg+I8wpfPChB8ORd4oQX3/99eHjgGFqks6sZnELkWQWIcGvA4VF+uBlEv1Rv6AhQriPASFOet6CBda+Q4dAD+ZoVlEwuX7zZrv2uuuM00g0HBlTAOFbDzvMhgwbdlCf+bx9507jBJNneve2KVOnNnmUsBpAKOcn6p1mylF6RxrnvW5clyrH8iqLokPel2M7vj5PTray9AFIgDt+e4myaUEHAAqgpVW/yPAbDY0TQAuQRwKkoQeIJPABoMSmwBlUcw0BbwwJo4cPIq9FKegyHK0+AAJpR6CTMn2jPXShlGWD6yExzxB/y3QtgC42Gd4mgsl8w6ILUlL3T/dW97/oM5G89GPbKnu5PJ7qsmhsx/czpdOsgPC73ykBwjKO0jvNkEdeyTlchl7btWtnX/rSl+qGiokMEhVkiBgwyF6ADA8SDeIol7J3WwAAIABJREFUuTvvvDO8lLnzw1wbDfpSQR0On1Wv/POxrQpglFWtRKAo87Ay7Vd6jwr0S4CQewZIZmj92muvDZN0k/3I60Nene9L9NxYhT1n9pxwT4hUAr54VhxZ1yBS6e00Ih/mK06YGE6R4ShChpAFAvlI4CQb5pQC2DXPkCgioJnIJdvYrFi+Ys872Ih+xPd4XwNCnCmrQDmS7vnp021DbUVxIcCyZv16u+Kqq4zNp2MgqDKA8I1vfKP16dfvoF+cw0eGPjpYbNKUHx3VAsKUM4QXO9AsOfFT8ime5CuhWXay+EVsEw1k8R5ADNAEYGJuOz6JMtE2AJcAIFFAAJSAoIZvAWKAK8AbYAvwBeAC8DEtio975vkRrWNPWMosooSS4KMD6EMfPQCkwCMgDoBHn7ALWKRv9BvwRx5d+gEPwEii70QbBTQ1vIwN7HOttIVd5FmMwj0pcu/KyTTmucS2Y1txWfJZfNXHFPlYx5f3T0CIE44ACNG9oUOGhqHPo48+OmwxwyISFpWweIRtVVhVioNn8QBby9x2223hJWEOW+ycm6wc9XPd2nVhD0JeSAAQYJB+Ma9w6ZKlDa6rUD+iNjJ1IjmtwAUQAkwZMr76j3siYEkbXt/nE88jqR+BJ+472wjww8Lm3WwcThSOoVn+oYvYCDJxXwr0h1XDE8ZPCEPUbdu2tZv/cXOYRwoQBPzxjvDRACgkOsgUBPIMrQOcBw4YuGc4O9W2v85y9U52XwPCjVu22OgxY6x33762au3aQmCoaBTtQJZbsXq1XXjxxcZegwKAMX3Zy14WIohExmpAe5cxdMwG/z2efjp8hDTV8HFTA8LYgVZSlmMVzdKlvpwMulkyWfys9uCzwILTlwB0ACPAGsAIQAcw4zfYA0EAoIaEyQOeBALxXVokSSBDoBKQh10BQE6MAuABEJnjx288dQKKgDPsYAOQSB151QPm6Bty2KEdope0T6IeoAgwxF/QfwFDUXjUAS49KKRPtEOkEgDJNjqVAMPUM0jx8p5J3jOO9aqxHdsoUm4ZgNA5xUwHH8uojMPdZbZ40eKwYvTjH/tYGPpk7iBDxUQHiQz+/Oc/D6t7iQARBbvxrzfaiBHDXxomrsBx1/Wx1HZh4LLbwhxF9l4c8ewIGzhooN18881hrhoLGNj7LcxP07WJqm+i4qeoZERTMiWehmvZkgVAyNF1gLEli5fUB2MFbNW7BwXlAaT8M/IP/+ijjwawztZAAPtCW98UbKde39z9ABQOGjjQHnjwAWv9aOsASIkU/vnPfw6gEJDOBwTR0/AxcdGFxhGERKCvvOJKm/vC3IZzP7FPv4r0LZLZl4CQKM2S5cut9WOPGauLGdo7kEFcU17b0hUr7DfnnmtsLRMDQZUVIezbv/9BHyHUvV+7YYM99sQTNm/+fGuqhUuNBYQ4WiU5zCznW4SfkhEvpmpPVPWUycdlyRWh0mfFMGCQKB/gClAFuAIIAaQEAgX+oABAzd2DAq4AjIAoQCQgDnDXu3fvEPWDh00AFoAOYEjUj991gUTyig4KQCKLTWSoI4KohH10AICaGwjAlCx62KFM28gRNSR6yDUBfOk3eZLygFrAJKAYXUAoCRtcN6CQoWTdPz0D0SL3Xs+vElm1l6ejPkhW5TydonWytf8Dwt17Fgsw/Mu8QfbSY+6g5g2ygIRNh7XPIGCQyA8vY4MFC5GDzgISdfyijt+BEHQBO+PHjbMRw4eHuYREnwCsLGAALCZBoYBGZKuuL1XwAYT8AHTp0iUAQbbmIWLJj0Ahu5XeL/WxpLd8+Yrwo9SzZ88QIWVVMUPGTHCuF7WN28m677Gc2sugLORhyJofNhYVPfjgg2FRDe8SQJChY8Agx93xjHg+UN4nPjj+dce/XtqfsMK2693f0vXsS0C4aMkSa9u+nS1YtKhJh/Dk/A9kunjZMvvVr39thxxySC4gfMtb3mIDBw8+uOcQuk29AW9r1q2zVq1b24KFC5vkA6SxgFAOU06Wspyj6vKo1/NyeTbiurgc9yGup+x5Pq8+wAMMsrsFAEigDaAGKAIgAYAAiiQBQfgAKwCgj8IxpAyIIgGeAFGANoCcgJoAloAjZfJEIbFJlJCEDhTAJ4CKHAlQyZn1/CYjp0ik+oJNdKHI9Hy6Z6DsFQsP0EtbRAUBh0oCiVCCEEQWAZq0L4CKXfh+ZbLutajur2jWvVc9NCWj+mrrvF1vg7yS2pCsl/N1ylPfrICQhR7hpJIsBx878oTTZe4fEaWvf23PSSQM5xHB0RnFrA5ltShAh2FAUp/efcL8tHqgI24rr5zqb6JvwenH/NI5x0SneCFZcczKXvYlJD380EMNo2Op9nz/fBuS9Twv6/Lcu2XLllvXrl0DSGaInSHTRQsX5Ue4ZFvU2awHdODHMhw2snN3+Grln5Z/xocffjhEb4nk8g8NMGpgJ68NtePb8vks3dKzYBi/fYf2AZyz2IcTTVhowrQCgCELXACq8JhHyGIT+krq3r17uq9F2le/kN2Hq4zXb9poY597zgbxUcSWKLXoYGFwwlAnIPrMn/3M2FpGEcGYEiE87N//3YYOH26sSj6QAXIl18Ym3RMmTrThI0YYQ++V6KZkmwoQymnKObYUKudezpnH/WUfPkAe4A0wCBDE3zDMyu8uETQAITIEAOABAgFF6Ah0kRdoI4iiaB0ADCAIiAOIkQfMAfJIyMoGMuIhC5Cknn5RhtKGwB9Aj4QcEUMoAJQ8YJEytmmzR48eYasyKHW0wzUCellsooUnAEOAoCKGlAGOAEDNg6QP2OUaAdIAan9f9Sw8rzH5rGfaVO1k2c/qM/ItAxDKMVZIATREk37+s5/XDRMDCNl/kKFi5ntxCglOnXlhRAaJBHGcXb0oXCXOO+5jlbrsizd/3nwbOnRI2AKFvjFsSySTF7TekGlWG1n8uI8ZZe4BK2afeuqpsO0KG3YDCPmhqAqQZbQT29q5fWf4IeKrs0vXLmGIlkgcw/hEbQsDdX/95OOy+uP54jlKe2xHo42riRQybEyEkI8JIpeAQqKDPCPAIVFD5qYC4qu6X6599RsgfNGFF+Xub/f9k06yGbNmNcqRot+lW9ew+jPlZGu8+kfV+fsBIOR84h+feqoB+mIgqDJ1b3vb28JG3zVAWP9+rl2/3ro+9ZRNnjq10cf67StAKOcqZx2X5WTFV7mxVO1hR7ZFZduXGe5kriCACKBF4neW4WFFzgCDGgoGGDG3DhmAEIAIsAa4A8gJDALWsCXAJ2AHHx2ieSTq4aFP0pAsdrCLHjx0AJu0gV21hy4ygD9FCakDBLJHLaNJ6CMDKAUIcrIVH+bUYxNgyybVikySJ3EPuF6BQgAiQJh7RT3DzoqAQrlHefMK/X3Xs9BzKldHvZfxeW+rqfJF7TcvIPz2tyvfdsY5UpbNs5/cxz/+8TDR/3Of+1wYLgbYcCwd0UEWBDDvC6Dz1xv/Glb5copJPZBSBjDUk3XtB36luiV5QAigj38IInSsXOUEE+aqsfUKXyi57cb9qKIcAOHKldarV68QOQVIX3H5FWmAQ7+zrjWvLuoXbW7csNGef35a+KJjhS/PiCHzkc+OrA/UI90G9yOrP+X0EvXMZ+THgh8XTm5hKyI+IjjJhD0rAYQsKiERIYRyrB3vGYuTeJYN9pJMtNPgGpzMvgCEnDPLSSScIlGLDNYHKh74ZeUBhM/PmGEnfv/7xsIRAcCYAghr+xBm31/OeO7br1844i7rXhfhVwsIyznIrHr4Sinnn6VXrWNP2UvxsA8YXLp0aYh6AWgAZ0QGATuAIAAOH68kQCGRNEATYBBZQBagjcgbgA0Qp6gZ9gBulAFtgEfkyKMLaENHSQBQkT1FCeEjD3CjPUAkdqmnjD3K6BHx01AwdQA+AKDmGT7da08ZHnL0gWsi0Q5lrp8+CXgCfgGMHhhybwCGAGZ0uR/oc83cJ6KtWfc89VyRjeV9WfWep3cpZU91sXwlskV1Wy4gjJ19VCacS7iXbWWYNwgYPPbYY+uGixnOI+qE4yaywx5zo0eN3hN9imw1cNK+nrwv48BTPOfYG9hTnfRkj8UwixeHl79NmzZhGxzAEYmXka+TpC3py66nvs63p7yT3UmEcOXK8CXGhszMIQSUsidjvXalK9uexnXOfp0Nye+2EIZfuGBBWPXFJtQMwwLc2Ryc+Xx1Oik7KZ7aT9VVyAMUTp0yNQzjM5TPXEL6BwAkcgs45F0iKgiFzxY5vHejR42qbKjb3RO9T3sbEDJcN2rsGBvx7LNhpWcRh1uTqQ9quIfjJ00Kc5RjEOjLDCf/53/+p40dN642R9PNI9T7xKKSZ4kMDRnSqI27qwWEWc40xZczhSovubgMP8WTfIpm2ZUdUenGZfiAQbaTAUwBtgTaAEBEwDRErMggPEASwAtfQyIPsAKIAaYAfdhTtA6wKGAHqANoQZFBVlFG7NA+NpFBH+BHvygLPGIPWSh12AKIYQ8eUUGihABPAOEzvZ8JfYNHEINoIYn+Uq/+0BfsKWoJkCShQ1+QJRoICFS0kLmTJO6LQKGAK3yO8eMe6xmkqJ4LVHnkfN7rxfxYT7qSS9V7e16+iGysS7lZAeG3v5UTIfQOM3bsuyzMc2NF6Ac+8IEAAnHKJEANEcIzSnO9Lv3tpWFFKF8RhYci4/biskCIp7GMyvF1qFzSZdibl7NHzx51USmGIwGwfMXs3t3ILXHUnvrjKNG6VStXhX8oFkywxx4gh3+UesAsx4bATD1514bncy1bt75o8+cvCP+8RNaIvtFm2IRa7ZTujdfNzEsno816euVkd5kxn3D4iOHWuUvnMJTOVjj0j2FiVmATKeRDA3B43vnnhSghC5gA0tzLqt+x0hzCvTVkTGSL/fMefewxmzNvXqOGnOXUD0YKABk1dqx95avHZ0YHAYYAwiOOOMLGTZhgLx7ER9flvSPMxezWvbuxSIf3M082q64xgFCOVo4xdqJxvZdL5cXLoln2suThF9EhOMJ+egAYEoCIRRgaIvWRQQAQdYA1QBdJIA/gRRnABTAUEMMmPBKgC/voAK4AbX6oWJE1ACHRR4AZsoBAgBtJOoBB1aOHnV7P7AFtApJQ+OjQH+TpG4tJAHnYox77yEDpL9eHTbWNf+32VLcQYUQfPsAPHwvgE1DG97FFjUAh7XNP4PtIYeq5wBNfNPVsvVz8jPPqYtlU2fNkK68vyPvUfIDwNa+1XECY4+CJ5LBVCkPFn/zkJ+2LX/xioAKEDOOxEhSnzfxB9vvbsH5DfZCTY78eiEjJpQCLwIZoSg9eop5tXvjnYmEDW50ALpir1rlz55eihAm9lK26vqfk1adSXQCEq1ZZv/797No/XRuANJGvF+a8kL5XsU3KMS/jGukXEU+GK4jssvchZwifdNJJ9sgjj5SPrqXa0fV4mtUnL+Pz3m7peDuGXQCE/ICwcTVRQp4J7xRgEIDI8yEBaE899dTwMTJ82PD6K9e9bd9mRn5vRgi3bttm3Xv0sJmzZtUWOSQiVlmAI+YDXIYMH25f+vKXywLCd7zznTZx0iQDtMR2auVdITLI0PFTPXoYkddq7kljAKF3hHG+EifqZX0+y6aXUV4UHeVFYzu+jAxgEAAGcNEqWz9ErBXERAkBO0TgiOYBnkjoETWDkgBdUAAWiTzgijygEF8FDzsAJgAY4I48PMrkAWVK8NABjAHgBCZpnzL1gDTZgCIL4JMs7SNDX+kP1wo4BXhy/dRji3oBXnhEBpkKxBAzZcCh5iJyHxgqBhRyf6CAP4aVsS9QyT0herhx48Z6ACp+FjyP+LnFZa9TJC+bWXay+N62bHheKr9fAsKZM2YGZ3zUUUeFzZTZUPmYY44JQ8fsY8dwMYsBAITMx2O/OMBPHVjKcMiZ9d6xpwCHr8+yLb2ELACXl42XFHB09TVXh+sjSjjt+Wn5/U7YS4K0RL94IRgy7j+gf1hRy8rsiy++xGbPml15mwn74X6W+kfkjAVAREP5Rwf4sgk10dDx48bnR9Z077LaaEr+LgtzHJ/u+XQAhGzJc9ddd4VV6qeddloAgExDABwSLWTuI+/b1772tTD0PX3a9Pxryenr3gKEnKW7aPHicDxdWNlZZTSmGod9oOkAXNhb8HOf/3xZQPjud7/bJk2eXAOEOQCcOa1du3WzWXPmVPWh0hSAMOVQU7yUA415eY43rvNl357ne/teRnw2VAa4ED0DvBD9Y7EEH94AQSXADhFDATRkAWEAMnQBUoA6Re0EFvmtJgG4kFOUD3lAEjakB1iTviKEAESBOEAegBJgKCCKvIAeefgCYbQhQAiPqB02yAPYuFZtNo1N6SNDgkf/iCQ+1f2pAAyRoQ9EIgcPGRyui/sHUAZEAwih+GPmXsq+rpVVyxx7p/vvaer5VFKPbPzsVZZtUW+3KfJqp2UAwpTDTwGdUpSJVaCAwI9+9KOBfuITnwiUjZUZMsZBE8VhhTEvVVVz07Icd9wv3/e4ztuI66IyQ5X8M3Tt1tXuuOOOusULLG7gn74QWPXtFcjzIjHvhA2ymS9HZPX8884LPxyZ7RWwW6frrpHVw3x58QPBNfF8WAnevn1748jBOp2Ufew4W7myKf0KeZx6Q9SWHxKitEQz2YqGaDMRTeYQEhkEFAJoec9YcczHCOdC1ztyL+53XHZ921uAkFWdzImcMXOmbdqypapIzIEG7Kq9HiKE3Xv2DJu4+zmDcZ49Ct/7vveF0zlqEcL68zD9vWcF9vwFC6xDx47GxtW+rki+KQBhyqHuTcebag+enLLqfR9UJ4oM89oALoAfgA8jL4BBhj8FBAGGlAFPGurFzwCMFJEjL0AoUAeYwi4gEACFDMDNRwgFvJAhCfgJ1BF9A4DSLgBRYEyyyAO0aBse9UT38BEk7MPDDotDAILIYhOgBl8yRBFJug745BU5ZCeNPn37BHuMiHEt9JOELH0EAHL/tPoY8Ef0ED5tqm8MM3Pv9ZyamuoZp2jRttDNkk3Vqa1mBYTf+ta30vsQ5gAAvgwYovvwhz9sn/rUp0JUkEUlOGQooPDkk08OjhpnPXnS5MZFB53DLgtEcpx9OV2ihGx9QpSQxRYssmBI8rLfXWZDhw1NR51y7lO59qhn/iLz3vinAPBoG5Xnpz7fEKBVc20lHeYOMgzLFx7bA7A5OMAKgDV79pz0tcX3PW7fl30+1quyzL3hx4D+Pvb4Y2HTarYG4t0CALKlEYktaUgsLmEfR4aU+XGpi0jHfYvLrn97AxDK4QK8OaquiJOtyWQDGABhh06d7GMf/3huhBBAeORRR9mU55+vRQhzIoS8axzt17lLF5s7b17Fm3g3FhB65+jzOFOVRbMcbCX8lC3Py8qrP9STmDcI0FMEjt8cIoBaPCIgSBlgA5jid16RNCgJkCNg5AEiPMok8gA2Dd2iBwDFJoCOeoE62cAuiX4xKsSwLjYAlMhThyz1XAPADz55wB/2SYA12kEXECfgpz5hjw93qPpA/9BDH3vosYYAGaKC6Go4Gh55giIjR40MAFugkEgheUA310BfsQk4JJLo5xRW8g6Uk9Uzjt8FXy5nI66XrmxTL57ylJsNEL7mNa+xOkDonGImkNm159g3NnFmriBRQa0sZriOTa4/9rGPBT6nk7D6mGPqmA+Hc8+0W6TtppDJAQLqG5HMQYMGhmgOw5RsewKoZfEMu6fXgYyi/aHNnHYDIFy1KvwwsHgCQMgKZ8LnoU/SFS3abiTH0UmAQYam77777gB0v/KVr4R/zGT0ttL2Yvm4HPVH97sc5SQXJi/f/8D99q9//SscbcdWM3yQAAB551iIw0bovG8sZiJyzR6GbK2TvPdZfdtLi0qWr1plPXr2tClTp9ZWu5YBJkWBMMevfejDH84FhBxrxwfrtBkzqp4fV7Q/+7sc81tnv/CCtW3XruJtaKoBhN4pesfpHaR3kl5G+Swbvl42PC9uQ3VFqdpl1EjRLwAO0TKCJR4QAlqIZgFkBKoAXuQBXQAowBIJEKWIG+ALoEcCtCEvAIYOCcAFjzy6JPQoQ0mAPnQBU0QoKQPA4NF3KG0AFmWX9gBd8LEBWAMEkodSJmEHIEgABbDH0DLXAQCkb9ijf8HOwAHBJnps8cZHPvMKsaHVyugPGDgg3ENGsjR8TJ57CNgmAqt5hfSROnybnkm5Z+vlysnqfZCcdMWPqeRivsrSLyfXrIAQBxr228NJylEqr3LJmbORMydoMCTM3EGigWxCzcISjqojYggfHs757W9/u33wgx8MkZ01q9fsse9tKx+Dhajdun5lycmOaCynsrcby5bqAHwb1q0PCxratG0TonYANCJpPXv22LNZtdf1NtUOVDKe+vpSXoCQf0LN6WPeJZGxOkAoGwn9OkClfohKlmmbu3YHUD5h/Hhjax22t1GUjfmL9dpxemVtSzZFE/2os4e8rimWS9ji6/DOO+8M81H5GGGYWFMSAOwAwv/+7/8OlCFwPk4YTmZeZF073q7aVj9c3Ytbmn5jajb/ffzJJ2t7DjYRGAR8PfTII/bfH/xgLiB85StfGY43nDV7dtUraPd3oFdR/3futLbt29vU6dMrimJXCwjlKEXlMCl7pym+qOSzqJfzdiSvelHPT+XhSVb2oAAsABDAB9DDECoAxc8dJILI7xdADHBE4rceMAj4owzQwgZgCwrQQUZRNoAb+gAt2RAApIwO9kgAMYE4Rd6wRVvUYwPgBQ+byGpIWIASHvX0BxvIMWQLGCPPNSMjICdACCjEBn0C+MHHBnPAmYZFuywqYaEg8wnVBvLkscl9pB2tPAZQK1pIlJV+aOU0103fWdDDdjR6Rqln6J+b5MSTvH/O4nkZn1d9TL1MnKespLakLz605QFC5yC9E2fjXzYxZvEI0UFAIJEZ0vHHH29EnHDGzONibiHniP7Hf/yHvf/97w+RHBZrNDi7OKOtOpCSVe+dumQKgAt/PfXAgtMlKsU/EKuiHnjwgXC6CkPHADVeUOrr2VH7nqp/zm6djuMBQFevXhP+IQCEAB0A6JTJU/LbkH216WyG6yrxAYOE1flH4p/75ptvDtsBERnmnyk8D9nyNmTXU9WLxnUpPjLw4zrxPPX2Snr0n2cBiCUaCJBl6xneMa6BRTFMUTj66KNDxJBFOURZ+SD521//ln8PfXulfjT1kPHqtWttCNsrTJ5ckZOtyJE3IdDaH9plyPjue++1973vfbmA8FWvepV95fjjw6km6OwP19bcfQQ8Dxg4sKIoYTWAUI6wHJWj9HLwfJl8zCtXTumrLdFYRmXqGS0C/ACOADOALSJYRLWYO6jziQGHGi5WdA2qBAgSuOP3WMCQ32pswyMB9JQAZSQBR9nCDjwApGxij4QuYFBRP/pMHjn6QL3sII99Dc9KFrsM1QL2kBHgpJ9ECknwsQMPAMhOEZ06dbKOnTqGU6goAw4BhvhXLTRBB2CoiCV9BXBz7wCE3FfANmVGzwDfXCv9Js/JMHo+onqOUPGg4nteVl6yoik51UHj+hQPGfFFpUe52QHh8qU5J3KUHCWRrKVLlgbAJzCIUyY6Q1SGxRBQnPZxxx1nhx12WACD73jHO8LmsFAiiSxk4MuCSf84+xRIyuV5J15pXuBDepSVFy1F1Dhar9fTvax9u3b2z3/+Myww4QQTztllzl8DPemLynbcpuqhpXN8GXrgxQasMScOQDhp4qQ9bchOpBfal21RL1PKMy+Sfyz+eVhIwmIMhloZyucsZ6K+Za8lYbeBjvqg/qoc66oevpeJ+IDuFctXhB835nKyzyBDwUSnuT9Etnn/SESkmTvICmSuDZDIlAVWIPPOJk8v8W2rL7stbL3TlPsQchoJW3qsWbeuBkiaCLgC7v55223GCuJ4IYkvv/rVr7YTvvUte2HevFqEsOC937Bpk3V76imbNGVK4fe1WkCYcobeMXrHKb4oul7f571ezFddlr740hP1eswdBPQx7AnwATjxwZ0FCAE0gBbkAFQCMvzmkwBlgCGS8oBAgBo89EiSQZ8koAZ4ExATuBPYEzijHnkS8rQLiKU/gDD0ZI86eLTp2yGPHa4ZG/RHZRaLkNf1AB5pmygh9wmwGOYQ9tkzX5A6ACN6zM+XPSj94Pppj/vGaBlgkETkUJFC2uA6aZNhen/EXfwc9d745+h5cd7r5+WlJxmVofBU9nnPi/mUmx8Q5h3RVnLUrELliLojP3hkGComEoiTJhKj7T9wyDhinDIOm+FjvuK5QAAhm8S+5z3vCU6dOXljRo8pv7o1BhTVlD3YyNN3ckTuWGACeH300UfDJtUsZGAvPI53q5t353QaABzVQZWP2qcdjv/j5QcQMjeOOYuExetAX6RTz1bKdokHqGIFM/80fKUBAomgEYXkC6weqMvoXz2ZuB+UU+1LLmUz5vlyaQ7f8mXLwz0monzhRRcF0PeRj3wkbIDOO8UHB89BAJCPET5EOG0FHnMMSbyX7du1z56/6tsu9bkpI4QsIHm6V69wUkZzR34OpPYBIDf+9a92xNvfXhYQcu70vAULCoObA+k+VXstEyZNsmf69Cl8kk5jAKEcoqicpWgenzpfn5WPbUlOlHrlocpLz1PqAB4Ma7JrACAIUAUgJHIF+AMsakEJkS3mFQK+ADD87gK2FG1Dlzy//yR+q0kCSABEAA8gCQCGvECcKPICevSHBKCCjz5lQBwgDLu0Q5vMKddiE98v+gqfhF0lQCN2KGNDAJX++WugDdoH8BFFxIciC1990vXRN/SlQ/SRhB6novTt1zfY5t4CBgUKAd/MJeQeYBPwyvQn/+yynmUW3z9nvROSzaJeBxmVlY+p6r39mNe8gPCbJ1iIECaco4AHkbxZM2eFCCCOmagM0UCG5oho4ZzZTJl9B3911q8CsCHC9Ze//CXIMMR85JFHBnAIQGQImYtG/5GHHwn7/BGtqheBOSj6AAAgAElEQVQx9KCCvimJn0dT15InT13CPid68NJ16dolRAa5Tva8u/6GG2zG9Bkv9Vfticb2ZNvXl/oDICRCyI8E8+MAhEQiR40a/RJgk76uwdvxed/uLguglX/qQYMHhTl42AWohwUyfpPw2L7aKULzdPPqIts8e6LG7CHYoUOHcK4z4JVNz5kf+M53vjPMSSV/7Kc/Hd45IoXag/CUU04JQ+FEBQHuUO7lT3/yU1u5YmUaFMb3rhQhZL4o0x18tMnnARkzZs0qCzIAIpwVu3jJkrKy1Trvg1EPAHL1NdfY2972tsxnxPNi0dzpP/mJLVi8uHb/C0YIeZ+WrVgRho1ZZFLk/WosIJTT9I5RDlM8L0M+TnnyqvM6sluuzsspzx54w4YPC5srA2gAJQBEQApTigCDJMAhfMASIErRP4EjKMCJOkARwAZgxhQZ8vCU8A/oC1gKXMEXYEOHhF1F/Ogb7aNLW/CRAQwCYgWqoIAqKD6DUSVAGPbRA0ySuF7apl+6DvpMoh0BwbDx9NN75hCiQ6KOtumv+gfAJIrI0DFzC0khosgZyT17BD6U62AupgAhUULuN/3knmCX/jI9Ss9Jz1vPWHxR6rPqxPc2sniyl6qP21DZy0pfbbUcQJhwkESIGHbkJWDRCOCO6CDDckRhOF+WrUCuuuqqMBzMvC0tiOBCmVRLHfMMj/nUp8LcQoaOSYBDElHGvn36hmgW+88FYOjBhM9HQKIugpXR97r6lF6s49sp1fG1x9cK++DdeOONdvY5Z4fI02OPPRb2QQr2pSdKWyX9uvZVjmQAhGvW7jnyiH0IibCyIIJ/gAa6ugbZkE3xS+1y/7DL0DaRRkL11113XQBI55x9Tv3oo2zJRlz2fOVTVHqiyPi8dCIeQ9ZE5ZgD0rtP73AqCR8XTEUgGkhE+V3vepe9973vDSva6f8ffv/78AHCe8cWM3ycMBSu4XY+TAB1bF59wgnfsk6dOofh8br7qb4kKH3h9JZGA8KdOwMYHM+xaVWeAFHEGR+MMhxD97srrrC3vvWtuYDwda97nZ19zjm2eOnSQsDmYLyXqWtmSJ7zn3v37VtoqL0pAKGcoZxjOeoda5ZsOZlUfcxLlcNvVe/e4XfVA0IACRFBRQeJDD478tngO4moAYQEyhQRE8iCD2gD2ACuJE8ZoOWHnAFj6CMjO/AEDrEDn0QegAkwBTwhhx59BVQB/lRPf/E7gELqAYy0Cw8AB3gjcc30CUoUUJFARfaQwWfq3nA9XB98yQAC0RMYBBAqMd+QuYb4LYaaFYmlP0QJNWxM/7kmgCzXTjvM3dT74J8deV+WjKivi2V9neRjKp2YIhfzVI5tqNysgJBh32V+DiEOO3KUbBvDggoieywkwQEzPBf26LvsMrvmmmvsyiuvDE64T+8+9aIxABMWo/Di3XD99SFSyIITtoNgLiJ5oo6Uz/rVWQGs4JTjPjQoJ/rZAIRF15G0EQGUIONsA4bZE5CVUhyhxuKGM844w6688gqbMnlyfj9l21P1qdQG94chY/7x2RuQqBh76j03dmy+bdlJUaKDGzeHaBs/CAz1E00jIsvwd939ddfZ4N5gV/1WG+XkJZfS9XUuzwox/un5Abn3vntDdJR5gmxfxByxww8/3D772c+GCC3gnKkL/fr2Dau/mRPJuweAZm4qHyk8GyKhRHN5Jxl+P/+C88MJLQ2uMb6e0pB1YwEhDpXNp1u1bh0WNKScbo2Xvc9guXvDqS8XX3KJvfnNb84FhIceeqj99rLLKlogUa7tg6V+zty5xtY+zCkstyCnKQChnCHOUvk8muVUxZcd0XK2supjfVazMg0HsAKgAegAsABV2nKG3ymiV8yN40x2gSF+iwGFACXAESALHgmABaAh6oY9gULK6ADMiOppmJf2kAGsoQsoIskOOthFHxlAFNFLomz0jaANEUwibvAAsrQBsKJ92QSEAbpoFzDJ8C+gDrCJz/J9JS/Qh4wS94nfeMAf+soT+ePewGOhSafOnUKEEDDIqFyHjh3CaBFl5LgOgKqGjgGE9As+feNauQatONYzjZ8h5RRP8jH1srGuyl5G+r7O53298qLINSsgJDpXDxA6Zw0gINr0TK9nglNmJScriZmnBRi8+JKLQ/QPpwxgvO2228IRdbHjxQbAirlh/fv1D3v7sRCAPQxJWrWM42flKMfFMb8wdzWvd+ZFgYvkvK6uN8Vjzcuu3cYCE15IXmiukagoQ5W33nqrcbpJfL255agdXoBly5aHfy4iqazWPu3UU23smDGV2dV1lOiihQvt2REjwj8UQJN5g0TRGMrnmkIfo75U0u9MWWwWsMs8HP6x+YAg2srCEd4rwCDDxHwoHPvpY+2mv99kU6dMDUCQhU1EkPlBa9W6VQC6PA8iggBCgDRgkHeTa+WdZEUyEW1+2HZsS6wOj/raFBFCNqIeNXq0DRoyxDih5GABEfvqOpmb+Ztzz7U3vulNuYDw9a9/vV13ww3GPpD7qm8HSjvrNmyw0WPHhvd46/btufevWkDonaDyovwuKt8Y6u2Q9+XYbl6dZFlQwgb/+ogFhADMACaAKxY3MCoGWAEgUQ+4ArDgQwBp8CkD4CgDEEnUC2RpqBY+NhQpRA8wBqVdEnYYNkVH+oAkRofoF0CVvmkLF8AgIJDfXxJl+ksUEVvYpI+0Q9/JwyNySBmb2KYeUAsFoFKv6wAY6txirhEZoqF8+JO4f6wyBlhruJiTTBguZt9ZfC365AGLnFbFNfHbz7WQ6Dd9Vr+4T/SVIEORZ6lnCo3lVYYqeXmfl6znxTaLyEi/5QLC3WbsH8gJGuwnyL6DrOZksj7DepdffnmIwjAnjeG5sWPG7tmnD1AiRytaAldsc8JiDcLAOHGiVsxJZKEAq0jZ8BpQcNqpp4Xza3n5AJOZACQCQoWBDv1yfQt5X3Z2ASEL5i8ILzL7+AGAGaoEePDiEuWrqH/ONqCXHxj+wRkCBXAz9AkgLnwtzh462maGLy+O4AMwnfi9E41/uHpHukV61V5DJXqAUUA0PzDdunazf/zjH3XRPT4SiBQD4OjzwAEDw/w/7r/aYMUw18e8SCKfDz70YAB+AF6AOnpEQ3lHmdLAe8qiE9pZsWxF/WeeuP6mAIREB9t36BCGKss50wMFQOzL6+B4tV/88pf2+je8IRcQvvGNb7Q777rLVq1dmwto9mXf95e2AHmLliyxjp06GRHZvH43BhBmOUo5R0+zZLP4sVPOslWJPpsgEwEUcOF3mwgaAIuImzalJuLGqBj1ABmAFL95RO7gAd7gwwMwCSxKBgAFuEMOeYCOdKHUQ5GhXnMLkQOcqT0Ak4AffQQ8AeYAiST6DhUwRJ56bBBtIy/btEO7AqjqN6CQAw9om0Q9Za6JPkLRJXEaCRFDgGDYgqZr1+BXiQgC+gCKAETOOSYfQGFp42v6BAgEDNJfwCH4gP5x32iXNOeFOZkgLutZp/jiQZWy3inJ+nfMy2bVS97bb15A+PVv7FlUknCOOGFelp/85PQwXPzFL34xzPcjCgMYZPiUCAyRLfbQY/y+LvqUYU8gDJDHy9iqVavg0Bnu+/rXvx4AEVFDgAEg8Rc//4W1btU6/LMx9Cz9ABAyAJzAQ5PRXRaALi8+LzObJDMkecYZZ9gll1wShiOJXlXTHoBwyZKl4R/pj3/8YwDD7LXHP3RZexnXz+bh/FBw/B7PBrB06W8vtfnz5pd/PlnPDX5Ge2X7uXvPCTfMveFHk74RFeR6AW18ZPCsmTd4xk/PCO8E//BhS5xEm7xjvGscBffwww+HbYGYwsC7SGSQjxMAO/MxAYhEc0/98Y/DEYrl+hoAYSMWleAc2Xvw8SeesFVsmFrBZP6abPlhZIYvAXgsFmGOoF/sE+cZUn6ybVtbU4vSVvUerli92tq0bWsrVq0y5m1mvZ+NAYRyiOWod5ixbDlnG8tTrkTHywIIiQAyhYgPbgAbPpIIG0BFgBAZwAugDxmAFHkSv38AGPKAJPIAKWQUoYOnhD461JMErqDYQE7gkDw28B/oad4dv7v0EzvwAVKAPyjDsPSdCCKJawFswUcHYEv/8H8CrooECoRB6Q/2kWO4WMPi+EwtSiE6SGSQQAonlhAYYuiYxSTtO7QPw8REBAGF0CD7dM8QeaSvus9Q+idASLv0jX4BYv0zSz3/IjxsyI7PF9GVjPRVzqJeruUBwpITJhrTsX0HO+7zn7cPfehDAawR0cPpAgYBhZwUQZ6vhbqtWAQqEs48BhU4YP5xiOAQ2QEMARAEChmmJl166aXhS4IJu7mbW6tNUQEZX1b/UjRDjigVIIWFD1pgwvw0VrOypUs4Js3bw06GLQ9KsAu44R8YgMTiG84YZmsbL1cvL9vefml4n3uDLf7Bbr/99jCHji1Zhg4Z8tLzSen7vjdFvtQ3wBt94quaH4wnn3wyHD/HcC7bExEVZF7qD046KUReJ4yfsGeOo65N1Pdpl4VzRPmhefiRhwMoJBII+AUMAtZ5NswthLIQ6Bvf/EaY+pAcNpZtzSFsBCBkOJNNqPsPGGDrNm7MdKJZzrXGzweFAEKAyv9n7zzAsyrS/v3tfltcV107oCBFkN6bWEAQYcW1914Rka4oTTqBUEIJLZQ0AiSBJKR3Ugm9dxBEerMrYkF//+ueZLInL+8bkoCL+/2T6zrXnDNnzpw5Je/c5/fM88zTzzyjK6+8slggvOHGG03Yn6+/+678OZThw4T7thrgWLPGjCX09G6WFQidnaBrR1ncvostS92u9btuu57DbgOE9EGMd+P3B1ACrFDfWAAqYJAy9BcAm1HQli83IAasAS9W5bMqGtsslEcJszBISnkLg5zPAh+/pxaI6H8pZ9U8UkAOoKN/ZbFACDDRZrZRMmkzqW03UAsQohDa4zmnBUnOSTttW1EdqQ9A4xjaQXu4btrINRI+BkgECAFF7h0WK6AQtdAohlFRJoA1fZcdR4hyCBRyLNcDCHJfLbTSPvJpGzBI/dwrTPv2mZUlte+DTamDdef2heq1ZW3qWt5T/uUFQucYQgsKdJCoYt99b8xweALjFcz4PhQdOl0G7LOgyhA/DyA6Tx1015nbztclRSk7fOiwBg0eVBjHEPMpJmTGlOHhjPMJag+em6iFHk21xZ3XXmNxZVzaZmGM68NrjPhImCsx8WI2fqtrVzN20qNKaM9p67XnLgAQvs74B6Y+zKUA4cq8lZ6B0NbjknL+A598otzcnEIFjnF5KLrnjXW0bXCpwyPEOss7112Pd2wbh6Kz32vjpo1mLKOfn59RVAkHw3WiCjJcgHcKE7lRgB3H2/vuKeUHFCeZ4AXBRiVk/mKuFQ9jlEGeDe8nHy3cUwCZAeFF6nO5Fj5QLiYwNWoK88GeRlUp9y6+5CAGEJ44fVqPP/mkCSvjqgra7T/84Q8mLM2KvDwB6Z5gpjy/GAA/d07fnjljpgkEwj3dq7ICoWsHWdy2p87THsN+18Xuu5jUntfWbccQAioohIAPEARwAVFOsOJ3HfgC4oAnVDTKsw5AWfMtv2MWAIEp4AaIsmqghSuAh32cj/IWEgEs9gFfth7KUT8LfQvtYKEMAAVUsaAcAoKIEqS0346D5JpoK+ejvaiNVjkkZQGCuU4W4Ixz0AaulXahDNJ+1g0IpiQbVRAFEKcRPIpZBxC5n6wDhNxfoBtgtGCJ0ME5LRBybtrE9XBOq0xiZj5z5kyJ4c0+Y9f3xObb1LnfXZ5zv3Odss7ydt2mlHWuX14g7OzGqaSgk+Th4nQCEAJmeBe/8sorRoGho0WJQbmD3s04P2fnatdtSkfvXLcdv837RcY7+ZuvvzEPFycD1EjULVQkHE6AUpwNUA/p9Hl5AUnTwdt6bL0lSctwDI4x6WnpioiIMA4mXD9K1PTp0893zqF+T+coyEc927tnr/lHInA0ZnnuMz8MpbkuM7buzPfmx4d/JhxeMJsSd5AfnGLHYdp2OtOS3D/KeLg+XnB+IPihmjVrVuE4QdqDaRgQRCFkjCMzkvz0Q0G4Idfz2ja55v8qMz8zMQsZ18nz4J2xwxgw5VvzsX1XGQvL13ARILTXUHAdF2syPnbihMKXLNH3P/zgsQP11LGW5xcDJwUKF0B4/NQpMy6UmUgsALqmf/zjH024IuaRxsmn/N5e+N66u0eMh2Ue7pOnT3uci/tigJDfCWdn6OxI3a27K2+Pt6lrB2uPKW6/6zGu57bHWi9jTJ4ADL9vqGcAE7BiFUIsIsAWfSi/5fwGswBxHAMoAUiAH5BmQRB4JA+IAnLI5xh7LNu2rIU/4It1lEXOR8pvLzBn1UTyACcWlDwLc0AV27SVtgNYFv5Ypz7gknMCZNRpz4VSaD2QSSlrF46hXSh23CcWxl2i9lmVkDzYgRSFkH4LAGQ/5VAJGVeIWRlI5N7QJtRBFtrOdQCsQC/3iefCMQxPss+suGfrLOP6zN1tO8uz7tx2V97muZZz3bblSC8zEHb2OIYQRYXwH6hzeL8CaEAGMMZiFRhevvPUMSco2E7dmeemgwcuUOFQivhiSUlOMZ08ChIggaLE2EIbx5A8vEx5STyqhe7OU9o8R7sx8fLPxYBXQITYgahSwAf5Re6Dve5izvfD92dNkGv+UXFWAX4JPcOPRCG4OM5fmOdSJ8C37+N95h/MP8DfqLfAOx7bHoN+u9Thqe4i+Re4JoK28o/KPycmAcZbMhQAsAd2eYYMCfAa42WckAgafd6zc16vc92lvbwn/PDwHBjTM3LUSHO9wCDvKaogsM6HCzEkCZS+Y8fOf99Xl/q4TgOEZYxD+N3Zs9qzd6+ysrNV7kxSNgBxByXOPIDw2MmTeviRR8Rcxa4gaLf/9Kc/mTiWBxliUsz4N2fd5evnPzNgmrmNd+zc6VFpLSsQ2g7VmdqO0V2HafNsasuWJLXn8FT2QvvtcZT79ttvDeygZgFuqHAWtKy6hsmYdfomC3mAIGDHbxZQBayxbRVA1m1ZC4ykgBUwBpRRlm3KAUHUZffR/wBkbFuAtPvJA+BoJ+elHOVpB+23JmXygD5bD/vpi/g9Z7HwasGUbc5BHYAkZWgj7cYxBNgDfEkzMvPHIAJ8VhFkHShkG5gDDBk7aOc+Jg9Apj7OxTnoXwBC2myhlXZyXo5nWBKh3Gz4Gfu+2JRn6Vx3t22fd3EpdTiX4sqWZJ+t67ICYedOnc5TtoAyxgMCgKiDhIXBXIyig/cmHbwdPwfEnDcvsZuO1ihJtnO3qbtyBXm2DTx4vhoYH4bjAHETUQiJYci4RjyT8cpFISJeIsedp1q5ns9u29RTOzzsx/zKy8kXD3MbY5IEQKZN8xUOHecBlKf6f5XOnjlrXnD+UfHWBgi519Rf0npQB1FWOSY0LNTMeMJzYnwjPwwlradIOdc223tBatcdZQDhEydOmB8q/sGJ2ThhwgRjIsa5gw8KFt4dvuAYHlDoPeymvsK2eDgf+3/99Vdz73j2OJig0uLchErIu4K6jbMSQxy8vb0NLK5YUaC8OtpeeK6LBELMxUkpKdq3f3+5ubgMY9ZKAmQlBULUw7bt2hmHiB/LTfdlVkiBvUNHjmhZTIzHeI4XA4Ql6SjdlXHt0N2VKUlecfV42oc5cuWqleaDFwgBnoAt4ASVzQmFmFL5XQaaAEKAid9kq+oBatTBYiER2KMsIGWBkOM5lnwW6gQIWYA46qEPoS3ssyoj68AbEAi02botZHEO6raqIOIOah/laY8FLc5tx0LSJtpAHTaP9ZzcHAN2mGwLZxkpGB8IPNMvsABtKIAIBoCgvSZ7DEohiqA1GdNG2sG1Ok3GrFtlkmukDdRN32OB0NM7YOHL0zP2dJwz33msc92WsXk2tfkXSi8rEDKWy8QhdHTKmGExYwJdNI5B/0AK4TuALxQx1CegEJOdgTAPHayzsy1cL6aTLyxDfQ5HibVr12nevHlG+SLeHCoaYIiCybR4mLRRglJSUvNNkI5QJUXqLKjXHdScV87DNXG9jGPghQZGUJ8IocP9YLuIc429Vsf9dZ4HlYuXmn9W4gWioj3Y5UHl5pQc5DA78w8NOANFxIfEOQcnFUzczvOZ67ZtsamH6yxynIcy3As+CPgh5Idg/vz5ZjwfkMx78uij+WZ/AM13mq+JKUh7i7wzxbWDfXZx0wbMzfwILFy00Nx7zMJcNzDMu807C4RiTh4zeox5XwtB1E19F6MQ7jtwQOFLl+YPwD93rsydcEnA6P/XMsZkfPKkHnn0URVnMiYG4VNPPy3i6XHM/6/361JcN0CN1/zH+/e7vY//CSB016m6y7tQZ+u6vyx1EPbKghWAA6zw+22B0DmOkN9FO+YPELSABlQBWahx1GUBz8IlZYEcUsqxDkSybhVD+g0Lg0AdUEo7qNOp8lGnNasCnla1A8RQ7YBJ9mM6pk7qYaFuIJO6OacFTaxjgBwpsGbH7lEXziPss57DqH2AHYofVhzrIGKBj2Opl/px2OQ4C5T0Z4gu3GPaTZtQB4Fs+l8UQnsPuD+UoTyRJzAZoxC6Pm/ndlmevT2+JMfaMja1x14o/d0BIZAC6AFaLHi+WiAkhAkdPY4BeHbyRVEIDrbjdnbwznU3HXDhse722focAaL5R5o5c6ZGjBhu1ErMjy1btjRqIfPc4pEMFNEuVLPzzJHuzlOGPGbM4CUGCnGWAEJweMExBFWzEDgd12Cu1eV+8LXJS83XD9ACfAMy/LMW3huXYwrzC+7L8WPHzZckX0a0AxM7bSGOn1uYcq3PddveD/I97OO+Yqb+/PPPzQ+ahVHeCRxZUJeB9ieeeNKYwteuWZuvCLqrz12ebQOpp3b8ImMO5weNMDaAISZy7iPDGTg/pmrWUV8B7um+08+HZMe5ygyE585py7atSkhK0s+/kTp2KTr3//Y6gDvm2n3s8ceLBcLrrr9e77z7rkcz53/7ffhPtp/3OSU11XjPu4PrsgBhaTtJ1/Ku2546WcrZ5UJlPO135lOXAcK8Fcpbka30tFQDRPwGASzAih2Ph5OGXfhgB7os/FnFzapsgBFQgzIHiLEO1LEOcJKyj34CQCNlsXBIfdRtFUJ7DMcBiZyb4426VxAzkG0Lf+ynz6RO8umTyAO8yOP6aBPnAdBoL+Bm4RAw3LDx3/EA6b8AT8CPsYBAofUcJo+A08Ab+ZiNuSbqJ5/rtmoj1iQLhdxD+lbuMQsKIe2nvRxP2+iHAELM+k4gvNA74HzGl2qdc9q6nOvkeWoP+b8PIHR0igSjfvOtN03sQQALMyaOAJhrGZOFOZJOH/Mc0OUEFI/rrp26KwS4bjvaY+os2G8VqYyM5fKd7iscMVAMUdbwQq5Vq5ZpN+ZCIOEbvJ/PQU6OKfkudC7Xsh7Ko6yGhYUZZcp7vLdRCfFuJa9QAeNYD8fTJqsQ8g+H84O934ydcF53kfY72oepln9avsB8fHzUtWtX85wCAwPzlcpizu2pTo/tddRlQRZFNCw8zIAY7wSAjsMIKaog/6jMSuLxWhx1um1Pcft/kZl9ZOeuXQoMCjJjUPB4HzV6lHF24sOFd4OA1YwrZD7nMV5j8s3o7urF6/v7H8z42NLOZcw4tVVr1mj9hg1uVZT/ZAf+f/lcAAmm+SefeqpYL+MKFSuaWUouFFT5//K9upTXRsfL7DvuPLZ/ayB07TzdbduO1zW1ZUntPue67ZztPps6y9h1Upbvvz+jVSvSlZcWrsz0BAM0gBZKlzVpAoWYjnEuYWEdyAKkKMvvPaDFfUXZAgwBOuCGhTzKobYBVqRAFzBGWfZTF4tdZx/9BmWBKguYwCHgyMI52OYcnBtVExBkASY5zrYDdZBt2knbOQboYqEOrtcqmNQNHNpxgAAh9dg2WTOxiS0YF2faxjFAop2rmLqAQ8K6MQSIuqgDoKUtwCCKK/cWIGSbdtl2cH8WLV5kIk8A7fa5eXrG9llfKLXP3Vmfp2NKUtbWY1Nbl93+XQGhNRfjSELD7DzDmGdx4qCDRR0ECqFxjwqca4fr3HauO+DGLRC42c85MTsCZLExscajFm9fnAiYTQVPZFRDxo8BAbycmAkZc+YRTNyc5zwwcmk3ahIye8TSpZo9e7YZq2ZnzOCfq4iDibv6GUP4/VlTBy81cR1xmOFec2+L3A+Xc9t9n53+TJkZGeb8hAFivN6bb71lvu48PhsPbbF1FpdyDzGJEHGerznGUL7f/32jCDLDDAvvB191x44eMzBYBI7tubke50K+8xqd6/YYNyl1Hz1yxPywAMWTp0w2MIiZGDinLcQ8ZDgBKUuAf4DH98AohGWIQ4hqlZ2TI5wYLmVHXF7X+Y4OBJp++ZVXxFzF1onENeW3K3jBgnKHkkukVgPhmdnZZjyh6ztZFiB07QTtNqntGG3qzHOW87Re2uOc5Z11OvOd62e/P6MNa9O1IilAazKXKGt5ooE3Cy+YNflIB16AQRwkjx07Vqi2WeBCvUOFsxBGPhBHX0AeoAd8AU7AEh/XLKxT1q5TxpYHBlk4lnooA7xRhjzOCQQCeRaycIBhAbBoD3VTnrIWFKmDhfYBeSz2XIAboMc4QfJsm40auXx5YXuAPcCQ8sAjTif8ZhOQGnMy5TE7E9cXR0Fg0eRlZJjrw0RsFVj6IO4x/Szt4h7RBua3R1UkXqTzmTnX7TN25rHuulDOmWe37fHFpc66XcvZOl3z7fbvCghR/CKWRqhSpUpGacOhBPWNWUToXFEIUYLoWPliKA4eSrXPAoBNbefvum3z8R0594uZ43b3rt3mJWAsH+3CZAoMAoi0GTjAzLx923ZjYixVuxzncz0O5ZH4i5iNF4cuNqZKgBDzOqZbPG4LYchDPSiESOH8k9NOYBazMV9NhefzcA+AXOYmDnN4OxO7kdlfMGkXApeHcxcBME9lCvJ5WQG8HTt3mH9w5hLmfvNhwLuB9zDjFidMmGiuh/tSZtHKJbsAACAASURBVCDleu1ygXZxjxgvwo8QyizKKOZh4BogxNkH1ZT3AqWQ9XFjx3lsW1mBcO++fca7mDFrrh1m+fb5UHcx9wSVqlv37mJqOlcQtNs4nKVnZJQ791wiICSMUkpamnbu3n3e+11WILQdY3Gdp+0knemFytt6OcZZ1ubbPLvtWs6ey5az2zY9e/aMtm3JUXbiPOUm+ikvI1Jpafnj3AAzIMqqWYAWMMj0pDYUDSIC5YAYgA1wA9boA4AbgMyaaMmjHKIGZQE5fuss7AFoVjGkDsqhlAFzLNRDeVLrhGHNwaQ25IwFLICQNlAXx9FOe17KoyqyzT7OA+ABboXj/mKijaJJnwjwWZM4ZSnDGEKEBAOVaakmpq8TLAFCtrE6AYqUo01ANm20CzDIfYZBuEeAI33w1GlTzbb1MLbPrKSp852wx7jLs/tIPb0nzjKeyjmPtee5vED4wANFvIzp9AcOGKiKFSuKMXkWCBnXBmihEAI9hBNh7FohtJSg4/5NyhaYDQlfwkuP3DxlyhQzbg0IAFho77PPPmscUvh6YF7ikqh3HtvrADQUVf75cWrAhI5jCSZTIClvZd4Fgy0DIHz58I8FvGAyBgj5YjLnd5zLtT2og/zDMGYSkygQzPXu37f/4q7P8SyBOszD/EMyPyXQxawyeO4yTpCPBd4NFLi01DQdPXLUI2y5tt/jthMGneu0y839YCwjX46EG8CEjSqM9zvPH+cSxlPy3uIQxbtAyKQvv/zSLayXxWTMGKsNmzYpKyenHEAuEYAUB4yY5/u99548mfUJSt2iZUsDL+7GvBVXd/k+D/B+7pxWMFft6tWXDAhth+naKdr8i0ltnTa1ddlO126Tupax+zzl/3D2e+3esVLZSfOUFeurlSn+ys1MMDAGzFkTK9ACEKIQAoQsrPNbRRlMwYCMhT9ACwBD9bLOIZRjP1AI4JEPBLJtYRDlzdZFPmZk9gGNABN10i5bt60fwAOqgEJgkYXzAVgAH3BpF+oBzKwZGWikXewH/FD9UAhZGCMIEAJ+XJ8TFoFHaybGCkYZ4NPCLO3mGK6H6+KaLVwzHhPVlftHWy2ccs0ojowdJFQe5V2fnbvnbp+zM3VXzl1dxb03zvrsurt67T5nSrnfFRACJ3hmAoR169Y15kvChWAuBqpQgQg/w8MszlvTY2fvgI2LKmPBwALDLzLt4SssKzNLCxcuNKCEWoQyBMzSdsa1TRg/wfxz4IFrVCxbl22b67bN95CiAvJVQzBowAxHhjZ3tTHQRHgVMyevh2O5h4yJYLwj4IKpHpNxsUAIBP/0s/lnZ6YOnCVQbXlGPJcSj+ssaNO5c7/qF9dxlgXmbELJ8COAHI95GNACrGwYGQB01syZOnyxkO16f+wzsM/X7rf5drtAKWbcKx8DKKuEmCFMEbEhUYh55tYpincAJZYfvvM+Cso4dR1AiBoFFJY7lHgAiksIikDe4CFDdNNNN7lVCP/85z+rMzMwnTpV7mF8Ce/7FqZkzMw8b17jsiqEtiN07XBtfmnSi6nDeaxz3Xl+8u2+H3/4Xp/sWacVKf5aHj1FOXFTtTrN34wnzMzMH9cH2FivY0DGqoSkQCJAg3pmgRDgArAsdAFp/EbZ8XNAGr/DQBBwx7GAEODGOgCFCsc2+bZuINMqeha8OA+gRX1Yp1is+sc+jrVASJ30bZyT8lwXZdimzaTUa8/JsYCcUf1S8s3XFgCtadmYiAtCy1iHEe4Dx9IO7gGLVVpRBRmDyQIMwijcB+4P7QRIw5eEm2FTNgahu2dnn5/zWVLO5juPKW7dXXl3ec46SnpOyl1WIHygY1GFkLlkie1XoUIFAyeoP5hegUTWcSwBPoqda9fRWReBPtu5O1Nb1nb0NrX5pJ7ybD3Osr/mz3jCi4VaxBRzOFvgfIK3KYAA0AIJhEHhn5Mp+orAgbvzuZyjyHX9KhN/EGBiHB/wycwqOLgsCV9iwrK4ljfbBRALEM72m23UPRtbkbbbMq7HArGos0z9w3RtQBnPhmsj/pIxU5fkGgru35kfzum7H/JnfOFYYNM6jSQmJBpYRf185ZVXjPqJgxHnA7T50UOed22j22dm76G7trnmuW7bYz2khPph7AkKMMMDUDB5xoAr7yuwjbmYdwCFkDEq7mZvKYtC+MNPPykmNlbbd+48Tz0pV5wuPSAChKO9vFSxUiW3QHjNNdforbff1jdnzpQ/j0sIhPs++URJycn6xmWO7rICoWsn6exA7botQ0qeTe1+m9pydtumNt+m5DvXbbkLpRxjy/z4w1kd3rdR6zMClb5skpZHeCsv1kfrs4KUEB+l5OQkAypACwBjlUILhdZ8DPSh1gFUgJeFIpQ9YAdFj3ULW3Y/KZYhC4BAEQBGHuvUyfGAIMDG8Sh5pByLuscCbNJP8hsO7FEW2AP6AFBSQJNQMMAa+6kTgKQ+W79tPyBIm2iHAdT0NHNtqIAIFYAbJmMW9tMeyqLu8SHP8bQDhY+Fe0ffCBAC1QAh95Lz006ulesBMBnDz0IbcWK0z8qZ2mdon79NKWP3OcuXZd1TPfZcnvbbc7H/sgIhHaaJQ4jS8vMvxkGhSuXKZgwh49nwFrUmV8LPoEIRWoQHdh4E0FkXQMZ5+5z5Je3siyvn3Oesu6ANQBOu5/xz8KIAhpg6cT4BoHC+wMT6+utvGDWRf9Lz2uwKH85zuuzjfJh9UdCADu4VQIhJlX9qT3UDX7zw03ynGeUNVRbHGEDS7TG/5DuiAD/E3MOTlnGDOHMQKsgd5BTCmbP9jvUffjqnsz+eM+ejPXy98o9tzcMobaienANzNvctMiLSmMONwup87o56z2t/cfucdbjc2yL1uNZRsA3AYqZg4auTZ40SiCJI23mHAUTuF7A4cdJEMysJ9+ZXuxhVFC/jPuebI//wh0L4YB7dPfv2FcLGZ59/bpSTQ0ePFuaVg+ClB0HnPfWdMUNVq1UrfCZ27CApH7OEHiqfoeTSPoPThJhatUqfHjpU5D0vLRDaTtGmzs7QNc/uc6bOMq7rdtumzuNYd+Y7113LFbf9048/6OThXdqWs0BZMT5KXeql9KWjlBsxQlkJPkqIjzDABLSgolmIskohYGiVQkzI1gMZmAECrUJngYttAM0qb0AQQMa2XdgGkCjLfhYgEdgCuizgAW+YlOmTAEKglQX4Iy85JdkAG6kdS8jxwBt10CbCy6SmpZo2cF4WzmfbyXUTU5Bzc030wYSXYcF8jPULL2JMy8Am9dNW2kWbgD5g0CqDFgYxF6MOWmWQ81IXU6MyCQLqIADp+pzts7TP26aeytnynlLn8Z7KuNbtPMa57no8+343QIipEXC64frrVbVqVQMmmNrs2CtgAPiY4+enz06fLgosdMweOusiHXpxnb27fa51upax53VTDljha4HxhSifmFeJGUhoEkK8oBpxbShfzG4BTBBXz7TXTX0Xuo7Tp0+bFx2VkBh4BPauWbOmgZPPPyuo16X9P/98Tp8cOGDGvXFM7dq1jYf04kWLi97fguNQsHAkId4eThPADtDZ/d3u+uqLAnXQeQ7X++O8roL1H38+pzNnfzAzjfBPCQgyRhSzK+MaOQeqIECIhy5T5PGuFHGYcdbrPL9z3bUM2848u21T57HOdXuMTX9luMDP5seCZ8zXJ2pt7z69jTqIug3EAoc88+7vvKOPhgxxO76TMZ29nF7GgKBd/ud/DIA88eRT2usI0nvg4EHlrlhhwqE4oaV8/dICifN+BoeEqE7dum6BkNmV5s6f73HuXWc95eslf0Y486zfuFGYjp33rbRAaDtB147RdduWc01LWo7jSlPW9Tyetn/88UcdO3ZQ21cs1JqkKUqL9FJa+AhlLB6szLCByo6bqoTYMPNRDWQBeZhAEVGsk4mFQpsChSh1QB2KGr/DVtHj45x6gDHgiW32kfJbZ9VB8oAxAIyyVkED1OwYQAt/FlY5hnOh3tH/AWkMD0LcYB8QyDkBOYJOU5eFRxxAAFJgEPBjnXaauuJizbhCWx6xArMuUMgHO/XTz2AJYxuApE0AH1DH/bALIMg6iir3kWshygXtZJpWLIDE4CV2IUOc7HMr6bMvabnf6n2y7bXp7wYIeVlR/xisDcjgOYrjACZQFDXA45FHHjEvCt6xFwKksoJViep1AsIF1gEXpohjfCEvP/J18IJg4wRiTYuAISZFZrNITUkVDhtFzMgXOAdtpjzjHnx9fc1YQsYCohKiFibEJxQFqIL6OObAgU8NfBE70TryLFq0yO39/fz0ZwoMCDBmT8oDnTwjfgCKwNWF2muh6xfp6LHjWrl6jflh4YMAdcWOu+R5Y2LHazc9LV2AbWnvi9v3wHF+t8/bwp4td4HrweP77NkfDMgylpAxmYA5XvG0n2EPFghRCVE98cQuVDgL6vfsZWwVwj/oCReFkNiDW7Zu1Xfff1+ko3R2muXrJQePktyr6NhY8+47lUG7jkNJfEJC+bO4hOZingngt33HDqOGO8fKXgwQunbGrtu2k3RNKWfLOtddy5Vk29bjLOupTvJ//OlHHT95RKuyFykvcYqylo1VRvgIpS4YoLQF7ykn7ANlLRuv5NgQpaamGIACCjF1on7ZcDQWBkkLlcLt+bEKATELfVY9Q90DuABBYI++jH2AmAVF8thHWVIDcmlpBtiANqALoEP9Yxwh9TnrALKYOg4zLGP+KAvUoeQBccAq8Ab0AWW2nZyLOtm2qqEBzaR8hxOUPAuE1EN7ORcqIscAeQAxMMj9saog24C0NWtTjvvCscxcNnXqVAUHBxkwpg/84ssvC4HQ+TwvtO7uHeAYT/nF1Xexx/xugJAvC1SqG2+80ShVBKTG1EanSmeK5yzjsSD1MkHBBTp1t2Bgj7GA4Gnb5ntKC6bBYx5i/il5yXlJealwyni729vGaQYlietFhqaj//zzL9yCnKe2Uj8vOw4mKI+Yf3EUATbPm+e4ACJxPGEsIOZ4ABLI44unyDkKxhvu3LHDmL1R7hjrydR9jI/kvEXKe7oPBfkGoL4/a/75UlLTFBKyUNN9fQ340VYciJ555mmjQjLeDlUQc3JpzlGkrOvzK659zrJ23aaejivYv3TJUqNyM74SFRUvYz5mLBTybMnD63jTxk35ZmPCU5pZX2S2iyiEBarg//zPv4HQ1WScmZWlvR9/XK5IXWIAKQ4Ms7Kzdfc997hVCBnfunb9+nIg/A2ex+49exQXH1/EeepigNDZsZalI3Ueb9cvVM+F9lOPuzLksTBm+vTnJxSTEqqsBF+tihurVctGKDVkgFKC+ipjQS9lLOihrCVDlBIbqPS0/DGFmDoZI0f/CeSgegGCFgwRLIAhygFqFrYAQFQ4C4AAnDXRklqTLf2OBUMgkXJAHSnwRlmAisXCJf0gZTkHC2odQEjfyG+ozQfcqAuYM17EcbGmPYAg7USptO2lPgupBh6TkoxnsTEZJyYWtpfyXCtDlJwmYkzFFgTZxzhH4BXgBAZRMgkvNmvWTC1eFKiM+PnKipuqVYmTdHRPuk5+skqnDqzTF8e26szXx/XTT+7HFNr35VKm9h1xV2dx+5zlfzdAyMvQrFkzMwaHsWyYiAFA4INOFdMbZkrovYi50FMn/Z/IBwScsOBcd3f+XwriF375pZhOja8KvKAmTJxgVDGuF1UMFahXn34KDQ0z/7yFcf1c63Q5H/cFE3VQULAxA6M8Emwar2NUSaCK4M54F+MZ++mBT80/P+MBub8os4SewWRbqF4VXOOpU6cUGBRongWKFyGBunR50PxjFoEv1zY6tmkfKhg/Qsjv/NPP8Zuj0aPHqG+fPgaGgUGgiTatX7f+t4d/ew8LrrOk11KkXEEdjEFBHUQFJvwQ4zm5Hu4tUGiBkOccHLygEKQNEDKG8OwPxtTsKaQJKtTjTzxROIYQpSQxJdmY/Z2qSXEwU77v4tVCTJcdH3jALRA+8+yz2n/gQDkQ/gZA+Mmnn2pJRISY39i+x5cCCJ2dJevODrK06866XI8tS922vn+nP+nrb75UXMoSpcbN0NpEb21JHKGc8AFKDuqr1MCeWh7YTTkL3lTWwneUtmyWUhIjlJW13EANv1GAIbADAAKFLAAhCzDEbzMLip5V3IA31q2ix7Y137JuYdAqc0AaIEd5A4tp+fMuUycgl748f5wh4cSsUgj0cRyKIOPUgT+4wMIgMIY6xzZwhupIXZRnm/ahHlIHZWiXaU9BHhAIkAKCmK8BYwCQ+2BNxAg2WNqseRh1lesEaPldDw1drMCAuVocNE2rEiZo+cz7lORdS9nT6muVX2tlT2+vtKkPamXQi9qdMVGHtyXq2O48fX5ok745tVdnvz2ln34sOpOJ63tS1m37jrgeb/NJXfc5t9l/WYGQMYEnj58wgOc/31/VqlXTrbfealQtPGUBGjpRzJJ0ooMGDyp0QnHXIRfJc4BIifMtHBR3rBMc7HpJjqNORzng6IsvvjBfT3wJYaYloDROJwAXY+dQRolnRxgbnFQM0P3imArPnt/RXtRTvICnTpli4hK2atVKtWrWVJcHHzQvPZ7A/NMTVR0VkXGawArPAhjEmWfAwAGmDsbq4UELQPKFhCmXOIdAJi8O4yEBS3N/bVts6mgT1w1gMqUPpgvgFGcbVDS8bhlbh5cy4M8184MFOBZ5btRr63R3DrvPmTqPcea7Wy+urOs+1+2C+j7Z/4l5jpgn5s+fb+4XaiDPk3cYxxLeZ5RgxpG6xtI0QOgcQ1ioEOaPHywEQhTBX37RuV9/1dLISB08dKiIamI7y/L04uHP3T3ctn27HuzS5Twg/OP//q/e6tpVx0+dKgQWd8eX55XtuRw6csRME8nwCBvjsaxA6NoR2k7T5js7T9d9lHGX5zzWdb/rdnFlnfvsuk2p56tvvlZiSqiWRc7QygRvbU8ZoW2Jg5QU1FfJAT2VFtBNGQFvaPm8l5Q+7yWtjB2u1PjFSk6KU3ZWphnnx28s8ENfAAwBg9Z8zPAtIIkxdfzuA3UAEfCF+mbj9wF3iBqAFvBFPwaAWbMsoAYUoghm52Sb49i29QB4eP0CdjiKEEcQkAMgSTkX5akPELTOIYAi5mhADRCkrDlHdrZZZz9QyEJ7KAPgAYBcM3FtrSrIdQKFbAPJ9E9YK1evyVcEuXbqwxEF8/CSsIVKjZ6r2KmdFPn+n7Sg+1+0uOc1Wta/glKGVlHykCqK+bCGwvvVVNygmkoYUktRH9RR0vBWWjevg/bnTNCXx7bqhzNf6qcfvtNPP/1YCGme3hH77ItLOdbTfluvTW05123yLxsQXnHFFQZC8DKm8x/rNVY333yzqlSpYoADJwJMxhZWgAavsV5CqSoEA3cde2nzPHTuxZ6DYy602HbY+m1q842Z8FcxSBizbS5fOvHxRp1jjBlwhFpoQWLw4CHmxWYWjiJtc1MvAMdXEEGjOR7TLuorgO30egWygRWcNtgHPALlKLR2zCYqF/9wQCkASV3MJAMYonIWKolcl5u2mLb+IgPy/KgASl5eXgZ0LRzhTY6Kxj8dCidmEaMCU5+7Oi+U7+kYx70vvIfuyrorV4K8gwcPmR8zniP3C69yazYGdIFDoJB3uv/7/XX8aFHvcpx23JuMPQNhyKKF53lelgNH2YCjpPcN0yXvqx03aNO//e1v6v/BB/r8q6/KgfA3UAhPfvaZEpKSdOz48cIg7KUFQmcnyLrtHJ1pSfJtGWd9zjpKs27rsHXaY123ySfvzJlvlZS6RJmJc7Q+eYp2pI7W9sRBSl/YT+kLeippflclz31NSbNfVMKM55Tp/4JWhbyo3GgvpSZFKSkp2cAUShgLZmTA0EIhUS+AQ7aBQ4CR/TYGHyZU+hfUMwuBACFQxm88IAYoGvBLTSl0FgHOLPABi4AlZVnnN5N1G2Daqo4mVEyBI4hVC6nDqpUcSxtYAEjgjf2YiykD+AKCtN+qgUCgXchjP/cB9ZRrAlBxYqEtQGhoWKgZRpUUF6rUwNe1ZOAtCut9hfy7/lnz3virQt75u8J63aBl71VS4sBbFD+wusJ611Dke7WUOLi2kobU1rL+9ZUwop7yfBopd1JrrZv3iPakDtSRT7YKz3FP74B9F2zq7p2w++z7YbdtWU912/22POnvAghRSnr27GnGD2K2xBwJcGBuo/METnAuIRo4szwUduYl6KRLXNYTZLg7hzuIcJdnj3W3z5EHwAF6u/fsNhK5nQINczlAx9hKVCUUOuLcbd68xbxAFrZcrxGYwsyMxI2KB4wwLzQPu06dOoUBvwn7g/MOKiFwyPhBYA8wr1y5shnLyVhB2sB+yuFFybRdPpN8DLy5ntsJcKiVqKB8yTEWEI8slDGuC9jHMYXYkjjTMD6RsYgGBO1985Q67t1557fHOMuw7ty2ZTylpSnrqIN7ztcoX7U4l/Tv39+EmuFaeQYANRAMhAOKfAg428+HkVsgdIadwWT88cdGIfn6228VGRWloyeOlwPIbwAg7gAR0/y2HTv0r4cfPg8Ir/z73/XhgAE6efp0uWL7GzyPr779VhuYSWPzZn3/44/mnS8tEDo7P0/r7jpKT2Vtvusxrtu2nGtqy9nU7nfdtvnnzv2sH3/8QWtyI5UR76d1SVO1M81bO5I/0ubY/toW3VPZC95W0tw3lTD7VcVMf05pc5/VisCnlRP4krLD+ikjepJSk+OUnZ1VaEZmrBxQBChZMLTjC61y6AREQAq1DZXQQiG/fUAhCh/KGioepmE8gsk3Jl3MuYkJRhlkvCDAZWcQAQrZR1xAQA+AtKCHKZj6AFHyLTACkYSpIc+akDkXZmiUPndmYQDXqQoCglwHaijnow20iSnsGAK0JDxcqUtGK35KJ4V+WEHzuv1VAW9foVkv/11Bb12rsB7XKOzdGxTavZIi+1ZS0oDKin6/qpb1r6GkIbcrY0QNxQ+srZiBdZQ5urbSR9VT0vCGShnbWqtnP6h1IW9pd/Y8fXlir3i+9lnzDjjfA9dtW+5Spr8LIORFBPyI/g+woFThREInikoGONCRQv6YTp2d6CVZ/62BoQSAAQgRx4+vM+RtxlAQ3whQBiBw+gCeUA7xTiYIMl897gCKPCATICQeHuMxATkeNsBNeBkAkYVg1JiKWYDBG264wYA5z4LtGjVqGFWwZcuW5rnwbGjH3j17zTnOu/8F1/rdt98ZCR7Vj3mH8RTGYYT282xxGkIJ5auPcaHFKo0luH/ntcOCWmmfrT2uuNRDe1B7+cLkh493lWtmOkELhFYh5HmiMO3d+3GR6wYIMaGfN4bQDRDSEaKUoJignLiDl/K8S6cUcr+/+OorLQ4LM79Ft91223lAyCwlOHH16NlTEVFROvX55+XxCC8hGBJ6ZseuXcrNy9OZH374zYCwNB2ss8MuzXGlKes8B+uYGbeuilJWwiytTZxsgHBb0lCtj35fu+J6akf0O1q56C2l+79mgDDF7xllzn9KmXOfUE7Ak1q18DnlLh2otLggpaUkGHjidwvYsk4WrmZkJxxaQGTsIaZWxuMBYxbSUOoAOH4DgSvgkN9EFEMDXAVTzdkyfECj7BkgTMiHxYjIiEK1j3o5jv1WhaQ+TNW5K3LNby5KIBzBAtxi+nXCIH0lpmJUThRR9tNurtmOEaTdQCriRcjChQpdHKKosHmKnNlNMV6NFdTzJs1580rNefMKzXjlKs197QaF96ig6L43Kqr3zQp79xZF9r5FyQOqKHXwbUoYWEPJQ2oqd3R1pQ+9Q9Ef1FLMgNpK/Ki2ogfWVcSHdZQwtLbSxjRU5qR2WhP0mg6sCdapg5vNM85/7vlQ6HwHSvLueCrvzHeuUyfblxUIUQEBIOgcsyFT1gEmAAzQQMeJKoWS9fJLL5uHd97YsuI6btd9HjpyAxPF7StpPaWpw7VOu13g0cuLyz8MMe2Ykg6o4D5g3kUx7XD//erdq7eSEpNM/CMA0EIRYLlxw0ZjliX8DA+ZsZkst9xyi7nPKIDkYyImDxC89tprDYwAgywohQTaJS4kEMn4Qp4NSheDc88zXxdMOYeZgS83gBYgpe2onDxvQJB1vJP5x/UYQsh5L53r9j6VNL2YYz2dw0OdgPi2rdu0Mi9/SiUChXP9KN183GAuZmEbb1R+KM9+f7bwuXlUCB1jCY1TyccfG9AghiSzNxC0txz+Lh38ud5LZh1BlUVtv6N2bTHchTmLranYmZKP6bhuvXoaMWqUtu7YIZRc1zrLt0v/vFAFibvJVI1nzp4tMxC6doQl6WA9lbmUdXk6hzOf8/3880/asz5WG9L9tD5pknakjtPmhBFaMLO3tkT31r6E7toV/ZbyQl5V/Mznlez3tNLmPqnU2U8oY+5jWhHwsNYGP6qskK5KjZig5cnLlJ2VYQALczCCBGAIRAGGqIak/K4Dg9akbMGQfMryew4YAmo2xYTMRz8wBxCyz5p2GRdoxg0ym0hMtFmAQ5RAFDq8jTH9Upc151pzNTAH/AF5TlMw7UC5BFRZ2AYMuR7aBwCiBMIcwCWmYaDVejYTYDo8fLGiQucqNmSUonxfkn+vigrueaP83rpZvq/eqPldr1PA29cq7oMqSh9SUatH36ysobcqul8VrRlzs9aPu0UbJ1TSuvFVlD2yunJH11DOyJpKHHi7lvatpegBtRU7qI4i+tdR9IBaShlRX5lj6itlRF2lerfSypDXtX9dqL48vkM/fP9VoWLofA+KW3d9J/PfmX8rj/ZY13y2Lz8QHjtuHgxjBgETHBYAB8yUqIYoYyiErGNiOy/kjIfO2cJRqVJ3dbnL8wQKlzgf4EL2ZjwagZoBK0AZhxvG+aHeESqGqd0Ifo3JEscN/lHwyOZeomRYGLRACORxr4FC9rNOHkDOwroFQlL2A4WcCwWX9ccefcx8mQGfgBAOL8QJBBQJe8PYQyCIZ8cQAECfFJUsPi7efI3gzpU7bQAAIABJREFU8cxMHb+U5B6XpExx9/9ij7d1F1MP98F+dfKDA0Bg5uc+sHDtwDTjYYFivkSNB3lB3R4VQjdASOfIWLblGRn67Msvy4HjEipRTlj7+rvvtHbDBr3zbnf99S9/8QiCTii06//7v/9rPgBWr1kj1C1nveXrpQdCvIuZIzo2Pl7fXSQQunaatpN0TUtazvU4T9uXqr6PNydp0/JZ2pg0QTtSx2pTwmiNGdNLWaG9tDu+h/bEdNWaha8oM+AlLfd/Vqlzn1TS7MeVNudxZc9/VCsDHlbmnAeUPu9J5UQOU2ZisJLiw5Sbna41q1ebfof4e4AU/QmqGqCFNQfTMYurh7IdbwhAAmnAGsod4wlR4YBB+jPC0PAxDIgBf0b9S4g36hxKIduogpQHToE66rbxAS2c2jx7XguvnBsIRAXk/JwToKQuYBDzMgugisl6yZJwhYcuUGToHC1dOFO5KUFK8e+hxUOaaua7VRXYp5JmdbtRc7tX0py3b1NQ98rKGVVBGybdqo0Tb9Ins2/SWu/blDWiqg7Pu0FH5t+oY/43meXA7ErKGFpNG7yrat24akoaeLviB9VSwtA6WjawrpZ9gFpYX2kj6uQ7oAy8XcuG1VSSVwPlBTynI9videar4/rx7JlSg6F9B3nnXN87m+ea/7sAQqRlIAfwYBwbjg84OaCmsA4sohZ+843LDBW2k3ZNi+m0SwWIrvVehm0gA09fxmWgFALKKISYbjFPAVqofNy3adOmmS+g115/zcw4ggOIVQeBP8zGlOM4oM6CH+og65iIWQBHQBEAZB0oBBQ5BhAFNCtWqKhePXuZ0DVAIf+MTNkG8ACtKJnEQeR8lG/QsKH85wcUUcR4FsDgOafn9GW4x5fqnQBwd2zfUWiyIHwPQOg0GROYmvGweJPjWV7opf1rfhxCZjg5z2TsAMLHHn9cu/fuNSazzVu2aMOmjWJsFV6X1vOyHDZKDxvu7hn3MycvT//s0qVUIGiBkBTFkFA0m7duLQfCi4R2xm9+/sUXWhwaWhiI/bcYQ2g70kuduna+Ja3fdt7O8ts3Jhog3JQ0QdtTvbQtaZSWzuuvkBndtXbJu9od001rF76szUte1L7Yl5Xh/5RiZjyqlLmPKSfgUWXN+5fSZ3dW6syOyvJ7QKsCHtTasBe0Jn22UpITlJWZaeLv8YGLORmosmAIJGLBsuMNgUNgDTCzsGhT8my+DW9DWY4H0lD8SIFP1oFHlDxn3bYuUuqw56Jeylkl0KqDtA8YpF6gEmUSwGRhvCFqJCbpxaGLtHjxIoWGBCkpeJQ+SX1SK+fdqaUj7lRg/yaa07uWZnS/RYH9btKsbtdpUd+rFT/4ekUPqKTV3tfpwJybdMS/gg7Ou1Wrx1XX6rFVdXT+zToeUEmngqvoVFBlHZl/i/b6VjJ5JwMr6GTQzTo4p5JWjK2miCF1tODDelr8fj3FD6ml2EF3KLRfbS3ud4dSR9RS9uhayvSqr9Uhb+vkp5v188//9kh2vgulWb/QO/i7AMLQxaFq3ry58TAGDOlAgUEcKRhrBQwyFus88+JvBX4Xqtd1P9s2z6aXCmwKQrZgWjx54qSZcgegQG2z4/oAPGYZwRzLfWt3XzszUwbmYus1THk8jVEVycObG9izqiApMAiUs4+U/YAk5dnPNiZjAI91Xp4333jDRGxH/SJ0DecAUmkT4xUBSAJtA0oongCuE8B++eVXnTtXNM+5v3D9Ut/XS/V8HPVwbTj8bN+e/2XNVIV9+/Y1IXV4lzEV86HDgoLLfbFzeXOdRiEECG+43q05kgDVderU1dx580yHmJWTo4/37zcR8vfs3asjx46VQ8dFQocTDLNXrDDhZa688koPz+Pf3t9OCHRdv+Yf/1Cffv2Ms4mz/vL10oP7Z198odDw8P9KIKTjvlCHXNLOfe3qBK1KnqX1CRO0K3WstieNUGb4h1q5pI9i5r6tlYvf0trFr2prxMvaH/eSdsc8o01Ln9CqkEeV7f+wls/totTZ/1TS9M5aPquTVszrpNUB/9TKgIeUHfSsViZMVF52glbkrTSQZqEQkysLahtQB4yhHLIAZFa9s+qha2rNzBbygDoAD7DjeNQ96rDwZ8u5SymPcglMkgKsKIKApRkXuDzfXA0AWscVQBDLzMLQcEUE+WpFRF+tCX1MqTPuV4z3XQodfpdm92su//cbal6/O7Ro4G0K6V9BScOv1Ervv2jNhD9r9fgrtG3a1do+9RbtmnGLNvlUVfrwWlo1rpoOzauo44EVdTK4sk4FV9XpBbfpZFBls5wKBhQr6ERgJX08p6qyJ9ZS5OBaCv2wtoLfq6nwD2sqvD9QeIcSBtdR9pg6Sh9VW/HDGitp/APaGj9MX31OsOuLB0NP79nlBcL2HUwstvHe4wtNkXi9EpPOzliBEwKQM3jwYDM3cCEgODri/1N5xYAPwIGixJcPU9QBhkAYYMj4QsAZCAQMAWigjAeMUohSh7mXBaUQtQ+oA/ycMGghkHy7uOYBjiiK5HMOFFyAHkURZZG6OQ/gg/z/2WefeZxpxAChCyT+R59nMfe7LO3IN1fsM6YWgA8g5AOHZ4PZGG9t3meAcPTo0fp478eFgAwQ9ujZW9ddfz4QojSxtG3XTjNmzjTelsmpqTp87Jg2btqktPR0ffPdd+VAeAmAENXp6IkTevGll8y4WlfAK+02z43/waUREeXP5yKfz+dffqklkRE6U2CC/29SCG0nfCmgcNPmLGUm+Wl13HjtTBmjrQnDtHB2P6Ut7KvUoO6KmvW6lge8oh2Rr2p/3IvaF/+c9sY+pU3hj2lF0CNaFfyQkmd1Udy0TkqZ0VHZczoqd24HZc++T2nT2it7zsPKXfCKssIGanWKr1avzB9jiPfuqpX5kAh4AWGoiAAiqpyFRH4HgTxgD5iz4AcgAoUWDBmPaKHRCX3ksc3x1GVVQOrEFG1N2fSFmIEZqkSKGsi4RUzSjFvEJAwEhoUvUeiihYpaOFPLlw5RasjbSpzznJZNeUhLx9+nJWPv0cJh92hu/zaa/X5zzRvQREED6il2RDXFfFRBa33+pk1T/6SEj/6igB7XKHZIJcUMrKkElqG1lDKqlrb4VtWxgEqFQHhofnWlD7tDaR/V1OH5t2vjpOo6NO9WHQ+8RbtnV1XcyFrK9q6urTOqaM2kSkofdZvih9ZU1ICaShhcU+kjaip1GOt3KPKDuooZ2kx581/S4a3R+v6bk2U2Idv30F162YGQB08oElQo1CvMoXgUE5YD8yidKXCIpyodZlk66TIdY0HBpiUB0NKULUl9HsowjvL06dNGDp8xfbqGDh1qgBlzJM4KeAGjrGJWRrGjM7KqIA/crgN8wJ0rEAJ6LBYISVEKUQ4BQUzM7Gcb+KNO1nFCoS5URK8xXsbM8As2YQ/XQT67gcLiyvw37WOcKz9e/FAChAQWBwTtu8zHDmoqYyxxOmFaPnt9vN89e7kCYb7zggVCvO5T09IUsjBEMbGx2rJtm5i9Yd/+/eWwcZGwYRU7HBYWh4erWvXqZTYVu0IjoZpef+MNffn11+Wm/Yt4TgYII5b+1yqE7jphd3kXgsa9H29SetJcrYgbrx3JXtqWOFzxwe8rZEZPJQW8q8zgrsoJfk07ogqAMO457Yt/RjsiH9eWsMe0O/JhrQYKZ3RWyoxOyvTrpJy59ytrdnsl+9yjjGn3Kmv6vflwOO8hrY3so7zokcpL8tOK5UuVm5OmvDzmJ2bGrdVFVERUOlQ76/jBeD5AEYizKqBNAT4WO/6P307Ks58U+EP9w4xMfdQLBKJYAoE4nDDbCc4hAOCy6GgtjYhU+JJILQ0P17LQeUqMmKzERSOUtKCfUgJfV9q8JxU1ubOCRnZU0PAOCh7RVgtH3aN5g+/RzA/uUtBHbRQ2soUSvRsqGigbXUmbfa/S1ul/UUjfqzXptZu1+L3qihpYR7PfrK3oobWUOb6m9s6pohNBt+pE8C06EVRZn86roaCedeTfrZ6Ce9ZX4Lt1FdTjdq0ZX12rJtZQ6Ie1tG1WZR30v1lHAm7SPr8KWjOpqnLHVVXKkKqK+bC64j6sroRB1RU7sIaW9K+hqAE1lO3bWVvjR+nLI1vMrCfu3p+y5l12IOQFYJA9gIHChEMJcepYbPw91K5JPpP+s0BoIaY0kEfZ0pS35yhj+su5fDBcv2G9CUKN+gQIYppEkQIMUQwxJwNqFtiAQLsAeM7xgzbfmXKshUIA0Dqa8MzYBjCpA09kwIcxoYSdsaBTXIpTCUtxZf6b9tkfMr6W7RhCO/SBjxs7NpZ3euSIEQYe7fVZICw6htB6s+aneBmvWbfOmD2m+vqaOITr1q8v92S9CMiwIEjKuEHMks8+/7yuueaaizIVO6EQB5MmTZtq+44d5aFoLuJZAYQord+eOWM+gP4bFUJ3nfWFAND1mJOnDit7+QItj/LWxoSx2pU8XNsSBmn10n6Kmt1NCXPfVN7C17TdAOFL2h/3vPbFPaP9cU/qk7jHdSD2Ee2PeUQbFj6onHmdlTvvn8qe84AyZrVXos/dSpt8tzJ871HK5HuUNuUu5c2+U2vnttSKuR20OvQ1rYoZphWxU7UicbZWpoVodcZirctZqrV5cVq7OkvrC2AN1W7Tpo0G3oA4YJEFqCPNN/Vu154dm7Rj8xptWZ+ndatytGFNnjatX601q1Zo7apcrcwjxMxK5eTmKTtnhTKzcrR8eYbSUuOVnhSm5QlzlBI5Xkmhw5UQMlDxCwYqNnCwUue/pRULn1SqXyctm9xZi8d10UKvLgoe1VEBw9op0CxtNX9oW80adJ+CRrRT3MS2yp1xp3J9m2rp0DpaOeU2bZ1xnbbOuEoZ425Q2IdVtHTg7VrUv476PniHAvvVVppXDX3qf6sBwRPBt+p4UGXtnllTyz6so3HP1pX3cw2V41VHkR/cIZ9X6ihiQG1FDa6pffMr6XDAzToWeLMO+1fSXr9KWjOxirJG3aaYgbcp7L2qWjagqpKGVlXsoCpa+n4VhfatrtghtbUq4AUd2r5c3351stRDETy9b5cVCHE8QGoGIoAOzIyYPoFBVBScE+hEe/bqaUKY/EcVwgtBmieIsVDoaf+F6rX7S3E8Kut7771XaDYGOoBCzMmEigHauL+AHOoeYOhcLBTa1MIj26wDhwAhAAj8sW7hknXUQczQOJWcOnnqvHGCFnhMau+Pvc7LnZbiPhe2v5g2f/rpQTGej/casz6xFoFzC+o8G8Ad1ZvQO/wgUi/zGfN+uw1M7XAqAQh37dmjQ4cP6/kXXtBEHx8xpZcTasrXSz82zd4zvLeJdUd4mT/96U+XDAiBQ35sUTBsDD17zvK05M+LWWAiIiP1DaF8zp0zM5agkF911VUXfFbERHUFq99y212na/NsWtbznz37vVavjlF8hLdSwkZoZ9Jw7UgYqD2J72nrsl6Km/Om4ma/pM1LX9G+uJe1P/4FfRz7nLZHPKnN4cDgozoQ94g+je2i/cse1Lrgzsqa84CWz75PSVPuVZLP3UqZfJdiJ7RR/IRWypnVSmvmtVTujFbKm9lCeTObKdm7ofKmN9D2hW20c3Eb7Y/rqF0pb2tjuq9WLQ9XVmqEMpIjlJEarezl8crOTNaqvCytzsvQqtwU5WUnK3t5glJTYpUZ66eMSB8tR80LnaqoIB9FLZikRfPGa1nwBKUsnaGEZQuVHBeqxJhFSo4NV1pciHLjfLQpvpeOpNyro4kNtW1hLa3yq68Yr0YKHdZMS73uUph3ey0Y3VH+IzrKb+gDmj+so4JHtlPQyLbyH9FW/sPu05wh92vu0PuVObu9Vs27V2vmtlGWbyuFfdRIm2fW0ZaZVbRuagXN7nGrBj5VSwOeqq2Rz9XViGdrKbBPXWV719TB+fljBU8E3qKjAZWMY8h7D9VRj441FdavrvbOrqW5XWtq6JN3yL9PHaWNqaX982/WkcCbdDzwJh32r6Dds25RzphbtXFaBa2eeqNiht2iJQOqKGbQbUoYdKti3q+gsD63KKxvZS0bcKvSJzTTlkw/ff3ZUTPjSVnfJ3vcZQVCxp6tXbdWD3Z50EAHgZKBQDpLxlkBh5jbevXuZeLx4c1aBC6K6Zh/03KlhYjfuJ18haGmotBhHmZMIWMxuZeYjYE4oA4YBApvvPHGwuDTFv7IY59d2Ab6bFnWqQPTMeMEWbewyDZmYqadc3Ua+U2fw298X0vV9oJ34viJ49q5a6cxaUyZMsV83PDBAxDycWMdSzAZDx02tBAIOZdVCM8bQ+iIeWfjEBLGJDMry6hZhOMoh4qSQ0Vx9wqP7cSkpEuqDlqlkP+ZyVOmFJo7i2tH+T73z/P0F1+YoMFff/PNbwqEFwtstoMltXWROtedZYpbt8e4ljl0YJvSY2cofuFw5S4dqqyw97Ur/j19nNA7Pzj1wte0JfI17Yt7RfvjntPGsGc0edC/1O2FB7Q25BHti3lYB2If0v5lXbQh5J9av6CTPo5qr6xZbY3ZOGXKPYqf1EaxE1oqY0ZLrZrTSulTWynDt5WyZ7ZUgnczZU1rqE3zm2jlzEZaM7upcnybKnEs2y21YW495fk105rgzlq54EltiOutLTlztWv5+zqY+bJ2RD2uOQM7aoD3GA0aP0Ljp4zU7NlDFTTnQ0326qopAzrKf+CdihzdWOmTGinOq5HWzW2k3OlNFDuqvhK9mih6ZGNFDq+vFVPqafn4Wooa2sDkLRnWVEGDWyhkRBuFjm2rxV7tFDi8rWYOultzB98r/xH3KXhUOy0e204pM+5XzpxOCvfupJXz79fagLaK97lHYaPaaMnwFtrs11IbZzdR2Ef1Nfi5+lr4fj3tn1dLB/1v1yH/asoYVUvrfGrqwNzbdNz/Fh3zr6yj/hWV43W7Jr9cz0xflzq8tma/cbsi+tdWxMA7lDOpltZNq65P/W/W0YDrdSzgJh2af7MOzK+k/fMraNe8a7XT7xrt87tSGyddrcV9KirsPabFq6CEQTcodsANih1YUcnDKihp2K2KnvS0Pj/xiX7++Zzbjx7nu+f6Hjm3LzsQrliRa4JSoz7hmEDcQQbcE24GqAEImb2B6dwuCxC6gz93eaWBE3fHu8ujTk/5jvP5+/sbUzvevXgAswCFxADkHuJQwvhMFD8LeIAfIGfNydddd50BRrsfeLSLhUOgkDp4VhYIUQipB5gPCg4y088VglRxbS/rPnvdxR1fXBmOc7fYY0jtfrvu3HeBdQZLM7AZrzbv8d7m/eVdBgotDBrT8fPPG8cfzCj2fgGEbmcqQSEsgEILhJg2MZuVw6B7cCgrUAEcs+fM0d///vcLKk4W9Gxa8fY7VKv1vapQ/Q63x/L/M3LUqEJzZ1nb+P/zccTcDA0LE0DI/8DFmoydsOVcd3aSzvWSlHGWd10vacfMcRcqe+a7b7RpdbyiQz5SQsgQpYUOyAfCxF7aFdNNqxe9rC2RL+njuBe1P/5Z7Yl5VsumP6aJg7poxtB/6f2uHRXn21k7l+bD4MaQB3Qw5n59EtVee8Pv07aF9yrX725Fj2+j5KmtlTfnTqVPY2mtzOnNFePVTCkTm2iVH2DYTCtmNleWb3MljG2i3OnNtG5OY+X6NlLezKZKm9RcGb4ttCm4lVb6NdHKWY2VOaWhlo1uoOTpLZQ0rY3Cx7ZR9KQ2ChlxpyLGtlTU2CZK9WmkqFENFDe6gSI/aqDsyY3MEjm0gWJGNVDUiHpaNKieUic0UPqkOgr/qJ7ChzVS2PBmCh7SUkHD71TIqLYKGdVO84e308zB9ypw+L3K9LtXK+bdp7x5HbTa/36tDXxAq/w7aFVAR00ZcJ9G9r5ffoMeUMrEDto0915tnHOnVk1vqaxJzbVjdkN9GlBThwKq6cBcpqarqU2Tq2q/3y06PKeSjsytpGP+FXVo/q36xK+SdvlW1IF5lTWnW3X1fqiWpnSrqeSxt2uDb2Ud9r9eJwJvNjEL98y6SSkjKmvxe5W1c87V2jPnbzow96/a7/cXrZ5wpYJ736jo/jcpYdCNShh4jaLe/4cW97pBkf0rKGFoZWVMa6u9ayP17Tdfu4VC57vo6T2+7EDIWAJi1xGehNAozEzCdG3ADPPo0pmipjC3oXM2DtuJXpa0JDByAXC4FO1GjWMqvzFjxhjwAwiZio4FZRC45h5iNibPQiFQB8hZxQ84BAgZM2VnK2EcmxMIKUOHRspxLNakDCBiMiaG3rGjxwoBpyTXyDX8fO4XYzItSfkLlpHjD1MsYxTts7jQc+NQW9ZT6qjeXVnGxDKP8fTp001gat5f1FsCq1tzMSlgh/MUA7KtqmqA8AJxCC0QEph37fr15Z7FFzEezR1YMQ3gpMmTSw2Ef7v6at1+b0fd/ehD6v92a73ySA1VrXKz/vznf5ud+X8ZO26cvisY/+bu/OV5xQM+s/KYOe0LnHPKAoSeOkNnh1nW9QvVfaH9zvN6Kmvzf/7pJx05uEtpMdMMECaHDtKqpf20M7aHdsW8rbWLX9PWqJf1sRk/+LT2xDytjeFPK8r3MfkN/5dmDP+npg3ppMRZnZUX0EmbFz2gw7EddTj2fh2J7aCDy9pq26J7FDH2Lq0JaKP1Qa2VOaOV0qa11nLflooe21KJk5pqpV9zZfo2U5ZvUy2f2lSRo5oofXJjrZrdRDm+jZUzrbESvBorybuBVvvVV/a02lruU1fJ3nUUNbKOcmfWV9a0Booc3VAx3g0VPKiBwoc3ULJPQyVPbKjIkQ0VNbKBFg2or6RxDZU1pbGWDm2oZSPra9moOgoZVE8xXvWU5lNXS4fXV8TIJooc01Ihw++U/7C7FTLqPi2b1F5Jvu2VPL2dQsfcrfXBbbVxQXttCO6gdUEdlO13n+YMb6uRve+Td7+O8h38oCImPKJEnwe12b+TNs9vry1z79Ku+S30SWATHQgECutqx4z6yhhdT1t979B+vxo6NIfg1NV01L+KTgZX0mch1+n0gqt0NOAabZ12s0L73aaoIdUUP+p27fK7VccCb9SJQOIZ3qAt026UX/eqGv9qVS3+sKIyxlyr3TP/qk/n/knrJ/1VER9crXXjrlTa4KsU2/8aLXv/GkX1/Yci+16nmA+uU9rIm5Q+8S5tThijr45vM1DoSTF0vmfO9csOhFu3bTVAiFKFsgUIMt0XziUoW4wzpAMlltChg4f02enPzIwYmCedC/l2H6FZmAHi66++Nss3X39jglrj6ECQ5zNnzpiYhsT2O3v2B2OqQ30EOJlxgwVPXnujmGeX5ddfABdm1/h9eMXSRtz5CW1C/EbAD7Mx8f8ICs09BLKBQcZnko+aBxgyrhCoA/KsKggE4g0JFAKDVhkEAjE7W4XQgiQmYzo5tqkXAMUbjPvO/T918qQJL4C3mI0RxZR6xLHiQ2Drlq0mJejpxo2bTP6G9RuMuZWZPlDPWDCJr1m9xgxMJp91ApjiYcaStyJPOdnZysnOMbPeMCURC15wxKMiXbtmbeGybu06bdiwUZs2bhLr1E89TPZuj2Wi9izqzMkxC/msE+iUfRnLl5vwBgQMZ7olZl+JjYlVgH+Ahg8bbuab9vb2Nh80mIsZR4iHMaGCUArJM0C4clXhfMYlHUPINGrMoBG+ZIlOffZZudfqJYRC5h+eMnVqqYGwcu3aevjpDvqgz32KmdhYKb6tNaZncz33YB3VqHKd/va3v5qxtv6BgYXTrpXDX/Hw5+7+MA3giry8fLP7JVAI7W98aVKAzEKZ63Ge8m25C+235Ug9ncfWQfrdt19px6YsJYWOUtLigUoJ7qPV4e9qc+TbWrXwNW01CuHzxsN4TyyzlTyqaN/HlBvwiGJ8u8h3cCfN/KijMuZ00pbFnQwQHikAwsOxbbU/4l6t8LtLB5bdo4+XttbOxa20Mai11ge1UtaMVkrxaa68Oah/TZUxtanSJjfVsjFNlTSxifJmN1X29KbK8m2iWC9MvvWVO7OhMqbWU9KE+krwrq+wYfWVMa2RMqY11NJRDRQ9rqEWDGmg0KENlD61oeK8GypqdANFjaqvkIH1jaKYObWJIkcAig0UPbq+ggYCkPWUPLGBIkY2VMToZlo27k6FjWmrWJ92SpvRXiv922tjSAetnN9BURPaaVPI/doc0kGbQtprlX97hXu3U78379W8EZ0UPuEh+Q1/VKHjHlOa7yPaGviQtgZ01rpZbbVlThvtmt9aG2e10IZpzbRqYlMtH91EueMaaZNPfe2YVku7Z96hvXPqaP3Eajo8/wadCrlGRwOv1Imgq3Uy6B/aOu1WZXtV06cBlXQiCIXwBh32v1Y7Z16r2I8qyeetqur5UDX5vHqT0of9XRsm/UVZXlcofeQVOjDrD9rp80cl9L9K8R9cpZRBVyv+w6sV0fdqRfS7VnEf/kNxQ2sqZ+7TOr4n3cxwYt8X57vlaf2yAyEdO6ogihUKF3Ma43UM0AAymJEBG2Z2IBYh04ExNstnko+ZIm26r6/8/GYrwN9fC4IXiLkIIyIiFBMdrYT4eNNZM68u8ycSn4ho5dnZOcpdscKAAgoNU0vhwg6oOKe5sR5RW7ZsNaCzbXv+pNkEHgZwdu7cZcaA4Rhglt27jWv9rl27HflM/ZO/n9QsZj9l92gXy678Mtu2b9e2bdsNHK1du84EBc3OyVWOmcQ7T7kr8rTStJeJyDdq7dr1ik9I0MuvvKq77iJgdFPVq99AtWvX0V13363WrYHExrqjdh1Vr15Dt1WtpspVblO9evVVp249Va58m6rcBhjeqoqVbtFNN1fQddffoKuv+YdJr78es/FNuuHG/IX9FSowdvAWU0/FisxqUlnVqtcw2w0aNtKw4SM0c5afZs6arWnTfE3nSt7AQYNNSJU33+qqt9/prl59+ur9/h+oT99+6t2nr3r16qPu3XvonXfeFWVef+NNk3Z9u5tee/0Ns7z9djf4XBepAAAgAElEQVR1e6e7unXrbsq9+25P9ejZUz169FT37u/qne7v6t0ePc15evTspfylp7q/28Pspy67UI66+vTpaxa2qYuwL9RLOeqjblK23+r6tt548y299PLLeuLJp/Rgl4d0X3ugu5XqN2iomjVrmfvauDHTL96vUaNG66F/PazHHn9CTz31tJ577gW9+OJLeurpp0X4GOAwI325fvn5nDFTlxYIGVx/8tSpcrPxJQTC46dOmXe2pMGo//DHP+qKq65Wk84P6bXX2inMu6k2BTfRyrmttXJea2XOulvefe5Ul7Y1dWfz2lq4eKGAzrM//VQ+7rMMz40hEoQFwlwMMJZWIbSdo03ddYzsc+636zbfphbabB3OfGeec93W5cyz687U1uWuvOu+r788rZXpwUpd/KHi5vdS3PzuyljQVRkBr2pLxEvaF/eC9sc/o31xTyl93sMa0K2ToqY+rKSZXYyjRdi4jsqZ21nbwzrrSGxH5QPhfToS29YsRwvSwzF36nBMa7Mcim6lTyJaK2ViC62d30Lr5qMUNjFqYYpPE6MUGuUQIJzRVHHjGinGq74ypjdU2tTGihvfSHETGmnJ6EZK8mmsjOmNFDmmgaK8GmjxsAYKHdZQ6dMaK3FiQ0UAil71FTq0voHATN+GihnbQJGjGih2bEMtGdFQ0V4NjEqZOrmpUqe0UILPXYqbdI+2hLTTloWAXwdtCOmoFfM7KXFaJ21e2MkAIVC4cn57+X10n959qYPmjXxIgWMflc+gx7Rw3JPKmf2EtgU9qm2BXRQz9n6l+7RX+sS2Wji4jSKHtNLyMS2VMLyFIgY2U+QHTZQwpL7SR9dXtncTpY2ore2+FXXY/zodCbxOJ4Ov0+ngK7Rj8o3aMrGSjgXdqJNB1+pE4HU6OO9qrfe5ViF9b9Kw56qqz8OVtbD3dRr/7PVa+t5Vihn0d22c8r8GCA/O+oN2+PxJGR9dqej3rlFM/6sU3f9KLen9d0X0vVIxH/xNcYOuV8rEljq0ZZnOfH3SOJw43xvX94p3j7zLCoTt2rUTgS4ffuQRVWEcWsMG6tChvV544Xndd187NWrUUM2bN1WrVi1Uvdptur1GVTWsX0fNmzVUqxaN1aZVU7W7p5X+2amdXnzucXV94yX16P6mBg98Tx8Nel/DP/pQo4YPlNfoj+TtNUzjvYZr0vhRmjLJS9N8xsp3spemTxmrGdPGaZbvRM30nahZ0yf9e/GdpFm+kzR96gTNnuEjv5mTTZnpU8Zppu94zZ5B+QmaPnWcpk0Zp1nTfTRz+iT5Thmv6VO8NWPaBM2e7mO2fad4mzLTpnhr+rQJph7Kzpg+SdOmestn4miN9RqqUSOHqG/v7nr1pWfV6YG2at68gZo1ra+WzRuqcaM6atTgDrM0aVRHrVo00v33tdFzzzyq+9vfrbvvbK42rZuqVfPG5tiOHe7VXW2aq0XzBmrc8A41rF9LtWrepqZN6ql1qyZqc2cTtWhWXx3a3al77mqhenVrqubtVVStaiVVq1pRVStXULXbKqpG9Vt1e43KqlmjimrVqKwa1W5VndrVVOv2ymrZvIE6dWyrxo1qm3Y1pH2N66pF84Zqe29rdbz/Hr3++ovq1u11vfbqc3r1lWfV7e1X1bfPu/rwg94aOLCfBgzopw8+6Kv+/Xvr/fd6mnTAwH4aOIClrwYN7Kf+/XtpwAe91Z/97/fUB/17mfUPPshP33+vh97r20N9endXzx7d1KfXO+r61it69eXn9PKLz+iF55/S0089omefflSP/KuTOtx3l/7Zub3+1aWjKfPKy8/p9Vdf1NtvvaY3XntRXd96WV27vmKOffbpx/TM04/qabs89S91fqCd2rdro3vuaqnWLZuoebMGatq4rrm3LZo1VJd/3q+Rw4foicf/pReef9Kc47VXX9Abr72gZ595VI8/2kXPPP20kpOSC+fnLnYMYYGnsTUZf3PmjIm7dfzkSdMpulNTyvNKpkABF5jgMUfm5uXpiaee0l/+8he34wDteEGb/unPf9Ft9RurxgPP671e9ynTr5FWzG2lVXPb6GDMndq6sI0yZ7ZR2vR7FDq+o557qqOiIhfr4KGDxtxfDoYle0b2XUYZX7lqlb7CZPzzz2UCQteO0W7bTtEJZnbddqC2rE3tMXbblrPH2dS533Xd1mHLOlNnWVvONe+nH3/UZ6eOKiNqjJbN66E4/+6KnfuW4ma9oi1mppIXdSDuKR2Ie0I7Ih5V4qx/KTf4CfV7o4NCJ3TW5tAHtXlRZ30c0dkohEcNFLbX4Zi2OhB1t/aG35W/LGmtT6Ja6WB0awGEB6JaK358C+0ObaHD0c11NKapjkY30sGIptoZ0lgbAppouW9z5cxqpoSJTRU+srFSfRsobXojxU1qqASfRgof01ix4xsre2ZTRY9rpGXeDbVkdGOFjWyo5MlNlDq5sSLHNFTMuHqKGlVP8WPqac3cBsqaXl/LvBood0Z97V1cT/tDG2hvaDPtXtxMOxa21Lr5d2rlHICwg7Ys6qR1wZ2UPrujUmc+oLSZnbQpxAJhe21Y0EEpsztqwLsP6LWXH9QjT3bSqP6PKXrqs1rl/4y2BD+tDf4Pa+mYzlo0/H4FD2mnRUPvVczINkoc00bRI1orckgLLRnQQssGt1DS6KZKH91UmSPrKnNEda0ZX1Hbp9+go4HX60TAFVox+h/aOuV6nQr+h04F/13HA676f+ydd3xVVdawUxCwjo7O6DijozSB9J4QehNURBERUSxYcVRAeu8hhTTSCyGQnpteCQkhQBJ6TSOdFEBBFKRIEZ/vt05ymMs1YEC+V2fe94/z2+Xsvc85+9x793PX2mstjobch88Hf2VS/6d4r/9ThH7+D+a9+DdmDP8bAR88Qvrc+6j01achwJBGf32aAvQ55NKR+H/dT9KUzqTN6MymBZ3ImnMvGbPuJ3dhZ9Jm3Uvy7D9RscWNs6cbuHz5x+t/dOQzpH7O1LykvzMQDqS8opKFrl6MHPsGY8aNYfKnHxAasoZVK2azYM4nuC6fQqDHLPxdJhPlN5mUtV+SHT6ZTeveInftKHKDhlIc8Tz7NeMpTX+f8syPqMqZTNXGT6jMmkRV1vvUbGw5aje+R3XGmxxJf50jyUMp11hRGmPMkWQbarJepjb7NRo2TaRp8/s0bnmPpvyPaMz/lLrcSRzNe5/GvPc4uulN6rJGUpniSEWSHVUpdlSnDaAqcwQ12WOoyhxLRcY4qrLHU5M9lsbcV6nOHENFxhgq0kZRlfkSlekjqUobzGGNPfuibClJ6k9Z2gtUZIymctMEKnLepDzzdcozxnIoeQyHU0ZzMPEl9ieM5IBmMHtj+7Mjsh/FGxwoDOnFrggb9sb040Bsfw7EDWZHhLQZxv74geyL78PeODv2x9mzO8Ke4vV27Ai3Ysd6CwpCe5Lj8zTFYV3I8+vO5kBTCkKtKFpvy94oe7YE2rA9zJricGu2rbUgP8CErQE9yfXtQa53d7Ldn2WjxzNs9ulOcVhPitcZUxDUm23BJhQEmilHUZgpeQFmbFbKvdge3INtQc+S7/ssRSFdKAruQnFIT7YHmrA9yIjCUHM2+1tTHGbPjlArdq+zYu96S7YF9WLXup5s9n6GXPcn2eL9dzZ7dmGrz3NsDzSmKMSCwhBrtgZZk+9nx/Zge7b42ShHgZ8tW3zNKQg0YZNHLzJdniXF6SmSVz1D1JIeJCzvSbq7JdleVuT52rDJx5Z8fzvSPR1IdbUh3cWC1FUmJK/qTZpzdxJWPEXUwieIXfIkMUueIWlVT5JXdSdpVQ+SnHuT4GRE3HITEp3N0TgZk6D86PUmaUUX4pc8Rcj0J3D9/Flee3mQ4lxatiOIIcvt7CEUK2NxUN184sT/SZvuQNKkAobEx5UIL8mpqYx+5RUljrTAoDgCV6Hvlqm+PgaGHeh43wMMH2hEovfzHIzuT2mUAw3pdpTG2BO/0o5sr74UBduR7vIc6xf2YPyrfRXH5BKP+tL/SQvbJS0VeC4pK1PCCUZGRiIGQLcrIVQXQRWu1LI2ZLWVV9u3dU6tU8dSU6lX8zfrr9bfrJ16Xr2Gmuq2l8X+m+YKUjfMITX0E9KCPiLJeyLp/hOoTn2To+mv0yA+CNNGU5v6ErWpo6hIfJHNgSNI8RjGtpDhlMUOozl1cOsxiNrEgaSs7sf7o634/HVLPh1rScRSK8pjbWhMtaM+yZYcTyuq4ixoTrXkWKolzSmmNCeb0ZhkxoF1JuR6mlMSYUm1xooqjSU1CabUJZhSFWfC3jAjkpxNOBxlQlmsKWXRRhyJ6a0c5ZFGbPLozXY/M8ojelEd3YOa6O7UxnSnNvY5Sjb0Imd1b/aE9KQ6zojqWCOqYk2oVKDQjrJIBw5scKQgeBBFYUPYsHII7jMGk+EllsTDOBg1hIORgzgUNYTcgGEs+2oYEatGUhg2hqLwN9gSMp4073HsDH+bTb5vEbtqLNHLRxG7fCjRiweQ4dSXzBWO5Dnbk7zEjuRFViTPsyRlvgXpSyzY4myu7C3MWdCV7AVdyFnUhcJlT7Bv1cNsXvQnytY8wMkND3Fq/b0cW3svTWvvJ3PeozhPeJykeX9m+bjH2OPSmX3uHdm0pBMFK++hSoDQv+Vo9NejeKkheXM6sHeFAZovOpLwZSdSpt1LwpTOxH3Ric2LOpEztxNJMx6jKGwsTZVFrfsKWyTg6mdJTeUz9TsD4QC2HzzMZO9IJi+dRUrIa+zVjKcs82NK0t6nNPUdKtLfoTrrPaqyPqAh90Ma8z6gKXcCTTkvcyxnEE1ZdjRnOXIiZzgnC8by7ba3+Hb7RE5uncj3RW/zfeHbfF/0Dt8UvEVt1jhObRnP6W3j+X77GL4tGE5dui1H0205W/QiZ4tHc6ZwDFXpo9kZNYpzuyZwftcETm97g9Pbx3Ni8zi+2fwa53a8zJmiUZwpHMzRNBvq06T/QM7vep6T+S9wdOML1GW9RFPOSzRkD+PUlmGcKX6emoxhVKc9T23mSC7seZlTBfYciDbmcJwpJfHWVKfZc6qgH8fyB1CTOZBD8YM5FN+PM4WOnNs5kJKEQdRnDaJ+4xCac4fQnGPLrvCeHI4xZmuIFeUJffg6dwDNOf0pjbPlUKwN9RnWfJ1nzbEca7aG2pDpbcOWQGtqkmypTTZhe+CzHIjsRnFINyoTjTmabkyFxoid60zI9uxJTbIxjRnPsWd9VzJWd6EwsCu1SUaUx/Rgq9+zZLo+wza/f1IS9TSVid0pjXmGXJ9upLt2J8+rKw0p3SiP68lGr27Er+hClkcXqhO6UR3fhVSXZyjw68K+8G4ciXuOak1vNnp0JcnpObLce7EvvCdl0ZIakeXRjTzv7uxb25WSDV3ZEdSF1BVdcP/kaYoCelIZZ8medVYkuRgpm5EPRdhweIMVW30tSFppykYPE3aFWrIvzITtfr1JXN6DZKee5Hj3Yk+oOYX+8g/VnBQXC/J8rdi11pLiYGtilpiwbq4RKauM2RNsxlbfXoTMeBa/L54iYdlTFAd2odC/J55fdiPdrRcF/qYUBxuT494Lz391xX96D3I8e7EruBeZrt0InP4MkfP/QeCMZ3j95QGkJKfcsIdQDHNudEx9Y7xcVUIoQJhfUEBdQ8P/+bW7TSAUCDx/8aICF2L1O2LkSJ7t0oUHHnywfRCo5RdSGxYffKAzzz71MK8N707YisE0ZDiS6W5Gios1pbEDqEvpz4EwE7Jd/saGeU8RtNCR6Z+M5K2JbxEcGqr4k/zx8uV2wZEKtP+b0oamJvwDA3FxdSVk7VqkLPN1J34I1UVQO1UhS+rUvHZ6s7ZqvdpWLd9J+mtjyPmbjXv50kWOlGxns2YhacEfkOA9kYQ148kPeYM9EWM4kvgqVUmjqU5+iaPpLyk+CKsTR1AaO5wdoUOpiBODElEVD6Q5dQCNKf0pDnFk2Sd2rFvkQOBcR5y/sMPzKxuC5llxMMqWHA9rquOtaE61ojnFQgHCphQTmlPMqddYUB1nTm2CGfVJ5tQnWXA0yZKGJDOOJppxcL0Zqa4mVGpMqEowpiahN3UJvVoOjRGlG3pxJLI39fFGHNX05qimF/Wa56iL70lJRG82e/fiYHgvam4AQgv2htkS62SP8zQHQpcN4qtJ/Zn14SD85w8hzWsI+yIGcSh6AIeiW4Bwe+hwwleOYKPfyxyKHsvhmAkUhU8kdc1EEr3eJcH9bdYufZU4pxfROA0ncdVgMlwGkb16JJler5Dq/iqZLs+TtcyejCXmaJbYku9kSsGyXmTM7Ypm+rOkzulCwZK/sVUMPxb/lUOej3Ay/CFFQti8tjPNoZ2o9e/E/tX3sdPtARaPfQz/Dx4hesp9ZCzoxG43Q6p89Gjw00NgsMFfj2ovfY546lO9Ro/dK/VJnNKR1GmdyZrZkaSvOhI/RSSGHcia24HcpY+wJ9iK6m0eXLp08bqkUPfz9rsCYf/+Ayg4cIil69bhFryYHUmvc2rLGMqTx3Fi8wTOFL3N2aIJnCoYT23WBA7FTeDMjklc2P0O53aM52zhCPatt+REtgMXioZzYecrnC0ex7fbxysWVRf3TuTyvolc3PM2JwveUOI4ylgX97zDhT1vcXLraLYGO3Awui+X9o7i/M7RnN/5KsfyRlOaOIpLe8dx9cDrXNg5lpPbXudA4msczXmTayVvc/Xwe1w5+BKHYu3Ys86ay3sHcu3gMC7uHsnJrSMoSRjBrsjhHIobxI97hnL1wDAOaYZQkfYi5amjuFY2gUt7B1CZbMSBSFNKNBY05VpxYacNp7bZcDDOhn0xduyJtuLSXgt+OmDDvlgHyhMGsT9mGN9sGcHZQluKwo0pjTNhW4gp1SnWXNxhzw9F9uwOtyTOyZiqZHN+2GbBd1ssyPa1ojjMlpKEvpza3IcTG83I8uzG9uCexCzrRmP6c/xQ0IOjaT3J9+1F1OJuVMZ143RuV6oSe5Dg3BXNyh4c2NCbE1ndORzVlU3eXdgV9iyl0U9zIrsLNYlPk+MtUsNuihTw9KYuHMvoRa5Pd5Kcu5Lq1p36lOc4lfMc+X49yfJ4jhzPHtQm9uLrLCO2+D5HqnN3Mty6cTiyO42pz3FwvRFprr2IWdKNkkhTjmdYcDjSmCy3nsQv601FnAXHMm0pj7MjwdmEsLm92LfBiqPJthzcYEOik4UCehs9LahOsKckyp6oxaas+LgH6R4m1CfbcSDclvhl5kQusWSLvw1VGmsObbAmeGZvIheakLfGnBqNDXvXWeE/3Yjgmb1IcurJoQgjDoSb4jy5ByGze7LR04ySSHMKA0xY+VFXAqY/R7qbEYcjTCkMMGbNtJ64TO7KunldePPV/spe159/khh+tychFBXnzt27FagR9fH/JjC402cVSVzd0aOKNHDW7NmK43Yxirrnnnt+EwhqQ6Hk77+vEz27/oVJr3bFe44tuQH9aMoaRmPmEPaEmZK89AkOhD3LVj8zYpZZsvRf9vzrvaG8884EZf/irt27+e7Mmf97p1qgLyH/duzcSXZODpHR0Uos77T0dI6dOHHHQKi7GKrlm6UqiOmeb6te6m7W7mbttfto53XHUcvqOGoq9efOnaG6JJ/c2HnEeb1Fos+bbAx4g/Q1r1AQ+gqFa0dTGvsSDemjFCBsSBtOTcJQdq8dRGWcWBcP5FjaIGXvYGNKP47EOlIU7Ei2t6Pi0y9yqR0xK+yY+64VCatsyFxtR3W8TQsQKhJCC5pSzGhKNqUhyYRaRRpoSlW8/PaqUGhKfaIp+9ebkbHahOoEE2oTTahLNKY+sTf1Cb05mmhCQ0Jv5Tia0Jt6zb+POk1PDm/opfw5LxHpYVxvqmONqYo15UiMBcluNnz+li2rpvVhS8hg4lcPw3P2cAIWDEPjMojD0QMoielPScxgDscM5UDUSPZFjOJw9KuUxr7B4diJ5Ie+T4L3B0S4vkf86rdYt/xVMoM+YUeyE5W74qg7nMfxykJO1O7meM1ujh0ppKkkj/q9iezPDaB4/Wfku/ZXIorEz+pO+rxu5C/9J9tXPkH2on+wceHf2evyGM1rH6QptBNNoR05vtaQ46EGVPt1IOarB5g86FFCJ99H5rx7KPPWp04khH561Pvqs2eFAYdcWst+etT66nHIzYDcuR3Int2B3AUdSJluqBw58/TZOE+f3EX3snvN0xxOm8qJo6VcvHD++mdU/Qz9zkDYn8LDpaxa64l7wDT2pr3J2cIx7Iocw9f5b/Pjnnf4cc9bfLd9HOXJY9m+dizfFb7D5YOTuHzgXX7Y8Qp7wu1oTnfgx50juLx3DBf3jKN50ysciHlZAcGrB97m6v63+XbbeHZHvczXWwQq3+HCvg8UcNyxbgAHogZyad9ofih+hQu7XuX7olc4ljuKi7tf5ur+V/np4Fi+Kx5HWfo4GnLf5efyT/i58it+Kn2LqtTBVKUM4vLe57l2cCTXDo3k7I4XFCAsS3qR2swRXDs8gmuHXqAkaQR1OWOozHyda0cm83PJqxzLtacyuS8lyX05Xdyfnw448MMOgUFbypL6UJpsy9X91spRmtyPiqTnKUl8mbM7Xufy3qGUJjlyJMmRPVF9aM7pw5U9DvxQ1Idd6/uwLdSBqmQHftjeh7PbHCgKFzV3fxpyhnN+xwhOFwxga4g9hSF2bPK14MRGY85vN6I+1YQdIeYU+JtzLMOI7zb3oi7NlG2hlqS6W1Ieb8fpfDtq0+0pDLNlX6S1on7/drMVx7LM2B5ixv5Iaw5GW3Am35JTuTZs9rdka7A129fa05zdn3OF/dkTNYgtQf3JD+jDsSxHzmxxYE+4DUUhloqkrSbRhG83WSlQtz3Igc1+fahNGcr3BS9QlTSU4nVD2Bc1jOM5z3Mqbyg1KQPZGuxIipst+6P6cix7MFWJQ9gSOIDNAYPYuW4IzRtHUZ8+mqw1w4ldNZjdkSM5seklqpKeJ9tbrNIcKV7bl6aMflTE9UHjZEO6mz37NvSnMWMYJXEjSXYfTqrnULaFDqUyaSgV8YOJWGpL3Aorcn1sqdQ4cjDSgehlliQ4WZHjbUtZjCP7I/qicenLhqWOJLo68P6EF8jdtOm61frtqIwvXrqkhEGT/VSyWN4pJP239xMIlHBne/btY0NEBB9/8gkmpqZ06tSpXRCoxpDWhb72lq0tevDFO1ak+w1jf8xQtvr1Yqv33zma3IuKGEv2hNsrn+ssn8FMHteTwY5GvPnGGFxXr1as3L8+efL/tgRcu0Z1bS3ZGzcqMbujW/0QpqanKa6XxC/h7UYqaQ9wCWCpC6VuXoUytV67fDt1aj/t66h1v5ZqP4N2/sL576k8tJnMdV+R5DuBTUHjSPZ8hSTP0WT5vMyu8FFUJ4mEcCSN6cOpThjcCoQDOZY+iGPpAoX9aUztx751jiSulN9URzZ6ObAv3J7CIFtilliTu8aeTd4OVGusaU5tPVJkP6EFDYmm5Hobs2GJMRon05btM6vMSFhlRpaHCbvXGbMn3JS8NSbUJBpRlyQw2HLUJRhRqzHh8AZj9q41oSigF/nevch2603KKiPSnXuxzV+AsDflUb2oiTehOs6MqlgLKqKtSfe0Zf4ndsz6uC8BiwYQ7TKM+Z8OwXPmEJLcBlMeP4iyuAGUxg6kNHYoJTEjKYkeTVnca+yLfpviDZNI8f2QOK+PiPP8kDjPSeQnrKLmcAFnv/uan661eCBR51x9d9fLP13lVHM1lcXx7IqbTd6al8leYkzekq7kLetCxsJupM19hozZT1K86lFKvB/k4OqHqFrTkROh+jQHG1CxpgOBHz5A1JR7KVxhSJ2fSAUFAPU57NYB9zfuRfN5R2pFatgqMazx0WPHcn3SpxuSOKUDmTMN2DjLgOSpBmyap0/OPAPSZnYgd8n9bA55i9rDuZw7c+o6FMrn7XcHwh1l5Uz0DufDJdPYk/AaXxe8SWHEBKqy3uF4wXt8ve09Gje/x/aIt8gOmsTp3TO5UrGAK0cWcv7QV9TkvM+pwg/48dAULpfN4FLZLC4cnkVt/lR+LJ2vtLt6ZBGXyhfzw+ElnCtdwU91q7nW4KOklysWcPbAQq7WOHG1ailXKhdxpWoBlyvnc6F0Flcr53O1ajFXq1dyqcqNH8o8+LkxgGvNkVxrDFT6/XhkJZcqnfipZik/1cqxjEvVy7lQ4cRPdU5K+afaFVyqdeFClTtXG/35qWkD1xr8udbgzIUqVy7Ve3Ktwb217TzOHVnA+Yr5/Fy/gJ+q53G1ehZX6lZwptSZS9We/HR0DT/VufHTUWeO7VrEgfSP2ZUwgeLYsRRGjSE79GVy177ClvBx5AS/QnbQS+SFjSbJZyRZQaPICnpZOTIDXyHadQQZfkNIXTOYFO8BpHr3J8ljINkBA0ny7KfUZQcMJjtwBHHuw0n2HkmK74tkBb1Kks9oIl1HkO4/mopN0/mh1JmzJU58u38FV6tW8UOJM+dLV3Gu1IXvD7lxocKL8xXeXCj34VpDKCcP+XGmdA0XK7y4WO7K1UonTuxYxPf7F/HDocWcO7yMH8udOLl7FRfLPblQ4cP5cl8uHvHn+9IgzpYHcbbMjzMlXpwrWc25UmeO7VjB6QNOfHtgFWdL3fih1IMTezz4/vAavjss/QI4ddCf4/sC+a5sHadLQ/n2kB8n93vx9R5XTu9fxTd7VnByz3KO7XDi612r+O7gak4e8OTkQR9OHQ7i6wOBnDrkr5S/2efJ8Z1O1G9fRu2W+cpRV7CAPUmTSfZ5g6ygt8gMfpPs0IlsXDtJ+eeeEvAWn3/8Jtu3bb/u+/B2gFBUZTW1teTm5SnRSv7bwe52n0+AWSyGBQQDg4IU91W342xaYg8//sQTWNvYKD+S7QVIFRRF6viPp55i/JtvMnjIEBxsjZn/aR8yVj9HaVQvGtPMqUm2pSDIhqJQe0qiHZE/PTEug5n4ck+6P/a5hccAACAASURBVPMo9rYWuK1ercSuFv+IF1vVyaqF7e3OyX9ye4kBLSEhRXIa1xrLWNwv7du/n4iIiNsGQhW21EVcLWun6kIvdbdqp93ndvLaY2rndcdQ7+NWbXT7nD93lqrDRWzWLGVj8ESSvcaQ6DmadO9RbPR5kR3rXqAsfgR1KcOo1AylKGQQR+JEXTxAgcEWC+N+VMT0w2+6HZPHWOPyLzuSnMVBtY3ieqY8tg+b/WyoSRCVsTXNKaI2tlIMTI4mWuA5xZTln5mT5GZNgrM1IfMtWPaJOZ+NNcd/thk7w8zZHmhGXaIR9UkmrUBoouwxrIgyI2KJKS7/smD5RxYses+Yr17vzRev9mbhRGPSXcWFTS8qBAjjBAgtqIy1oizajm3BDnjNcWDqJHvef6MvH73dn5kfDSRsyRAyvQdRoQDhQMpiB1AWN4z9kS9SHPYKuyPfIDvwHZL8PyHWW47JbFw/l+1ZoYp7n5vNv+770W53+ccLnKjZQ3H4xxS4DyZloQmp87uzadHTbFr0d9Lm/o2EGY+T/NVjHFp9L41BhhwP0ac5SJ8aP31y59/DYTcDRU0squJGPz1y5nVi7gsP4TH+fg46G7QAYYAeAoSb5xqSP8+ATbMNSZ1mSN58ffIXGrSm+qTNMCT5q3vIW2xIpqs9ZdvDOH/mOJcvX1LA8PcFwn792X+kmum+8UyaMo01Lp8TETif9QErcFsxi/mz/oXTsgUE+K0hPS2VCxcuKjd97do11OPnn1t9A4p/wDaPFsfE4pxY+7juVFh1NKw6ItYtq/W6aVtOjtuq0+2nlm/W9mb10u8m58RVzeTJnyqh6kaMeJ4hQ1p8OIpPQnHfI/4dJd7wk63h5kRNJj4FW3wQPqrsWfvLXx5rdUT9Z6Us+9jED+Ff/vrX6yHqxN+g+B5UnVOLQ2pxFyR14qdw7969imHE9bm91bOqzyKOo9X8LZ7x+rNLW/VQx9dNtcdTz6l1aqrWS3qz8dpq+yv96uvrEb+LR44cISgoiClTpvD++5OU+MUSjlFczbw0apTib/O1116jsLCoBQhvU2UsG+zrGxrYmJOjWMf+Jy/2d/PeFbckly5RVV2tuKmSz6cKae1JRSIoMYzlsx66di3Nx4+TkpaGsYmJYnksbmZuNY6BgYHS7plnn1X8RIo1rMCcq7u78j154L7OLJkylMPxjhQEmhO/0oyGtD7UJdtTGW/PrrX2bAuyReNiyStDu9GpoyFPPPE4zi4u1NTVKdbQEgtZjCnk+N8GhyLtFf+bsgdUPjcyB7e7h1B7wVZBSl3U1bKkbbXTPq+dv1XbW51Tx2hPG7VtW+nN+l/68QKb41eQ7jOeVC8BwhfJXPMimV7DyPAexo6wIRyKGsi24IFUakQ6OJhjGeJ6pi9NqX1oSnXgaLIjhyMcaUyxpyzagQ2LbJj9jjnZXpYkOVtwJM5cgcAWILShKcWcxmRLjsRaEetkxdS3zZg0xoxZ71ow510zPh5jiu9MSwqDrdgWaNGqKhYpoamSr5P9hPGmFAb2ZNrrvUlxMaI63ogaTW+qNaIWNmN3qDG7gp+jOrYXtXFm1MRZUhlrTVmUA2tmOTD3E0fyQwdyOG4Y5QkjKdc8z/bQIeT69ac8fiBlmkGUxw+hJG44m0NeItbzDdY6TyDe52MiPD4kzucTNsau4pvmmhskaDLP2nOtltW0rXcjdWIJfrL+AGluo0iZ34u8Jc+Qv/wZUub+jcTpfyN95p/Zvvxeytd0oClYj+MhegoIimq41lufJrEsFimhrx4JX3Qk9rN7ifjkfiI/6Uy9rx5H/fU44GJAwQIDjnjpUe+vx35nPZK+1Cdjlj458/XZulSPwhUGJE8zRDO1I5sWGpK95FG2R33A18fquXLlkrKO3+r3TfucikraqZ52QfLaHW6V79y5M/3796e5+RiLl63AxMyMXj170K+vA+Nef41RL73IgAH9GT/+DZYsWULEhg0toet+bZHWXrDbm7/ZmDcDhfaOq9vuZtfRbXeb5W+//VaJVjJo0EAcHOyV6CSWlpZK9Jfu3bsr8Y3F8bcsjhKLWABOYFDA7rHHWhxQq1FJtFPVMfUTrZFJZJGUOkllHO0QdnIdcTYtUq5fAKHu82jPqwKEt3D0rd1Wd5y2yndjjtUx1FTnOtcBVufe5A9JbU0NVVVVih9KX19fpn/1FR999LECgm+/PZGJEyfy4ksv8cqYMbz++ljFKbY6X+Ikvb1GJbIQig/CjIwMvjl16v9UxteuKSHhduzapcSM7tqtGw8+9BAi6bvV75DuOXHK/tbbb3Pg4EG+/+EHRV0rrk6OVFWxNiwMC0tLxEehgJ+qTlZTkSJKhCCJdKI6D5f3JIeEXMvJy1P2LT76yAP888kHmfauJYXrhnBioyPHc/qyNcCKXWH21CT35VCUDdke3fGd/gQvDe7O0/94AlMzM+YvWKCMLdsExDpahcP/LWB4+rvviNdofhMQtrVoqwt6W4t9W+3VOu1+2n3lvHZZbaf2U1PtNmrd7aZtja2OK+mFc99RvT+TnHWfke79EtneI9m4ZjiZPsPI8RtKtvcg8vwGUhY/mKa0wS1GJWlDaEobQFOqI00ptgoMNqf1oSnFkdoEByrjbKmKtyLb3UrZW31dZZwqKmNL6hLMCZ5rzUevmjNhpAlfvmVOtq8lhWGWaJwsyfG2plg8WoSYUptoTF1i79bDSJEUChBuCzBi5admzJloSugcI3aF9kKzypSF75sqEU2KA02oiTOlNs6CmngbquJsqYh1oCCoPyneg9kXJarhoZTGDaFcM4wtQUPJ9RtEmWYw5ZpB7IscQuaaESR4jCHOcwJRbu+SEjCZKK/J7CmI5+z3J69LztT5lHej5tVUrdMu/+IdSrz5yz9y9vRxDmetJt/Zjoz5z6CZ+U/SZz9B7sKHSJv9MNlzH6A+QNTGehQs7sRBF0Nl32CTqIX99Ch1N2Dm0PsJ/7gzWbM74THuQQrm30Odjz5bFxiy30Wfo4F6NAUKJOpT6qGHZpoeiTP1SZ+jT/ZcfTYv1SdlpiGJUzugmdGJ9dMfJtvdgr0ZTjz5+CPt/r3UZT+F/3QrdX9gb1ZWgfDE8RO4u7srsXBFiiXOqYcPH67AokQqkegX076ahq+f72+LZawu3mqqs8iri/INqQoEatqePv/Tba7BhfMXWb9+vRL9QkBQJIKSylxKSECJUiJlCS+nQlwLDLZIBQXyVBCUvBxyXsBR4E9AUoVBqZeyKh0UaaPUCSD+61//oq6u7rpfvetzeav5u5tAeKvr3Oq96PbTLmvnZQwp36ROIthUVlbeAISzZs1i0qRJjHvjDSa+8w7vvPueAoRiLSwReMQRujpPuipjAQ0DQ8MbXKCoVsYCAOKgNz4+nqZjx/5XA6FI4DKys5n04YfKZ//BBx9UgO1mvz1t1QvgiSN8kcQdqay8rp5VpZcikf32u+8UFXRqejpBISGscnZm4cKFrFy1ipDQUMVYZd+BA4hvyLYA7cwPPyjq3ylTpyoRfh5/7AEczJ9k0WQzxdgsP8CWAxF9qE8dSEmsHZrlz7J5TRfFOMxrpiUvD+lOt67PKL+Pq93dlfsUFapYnIs6WcCzreuqz/DfkAoQyp7B3yIh/MVi/dO/o1L9kc6pgKGmv+Xefjz/PY1Vu9iZspTsNS+Qs2YYG32HsclvKFlegxUozPEZQFFIfw5GDKQmcRANqYOpSejHwQ32CAw2pznQnGZHc5qtoiKuT7Ikx9OiBQjTbDmWZs0xsTZOtaEuwZIFk8xZ8IEFMSstiVhuyZKPTNmwzJKFH5gRMs+MfD9zdoSaU5No1rKHUNlHaERVnBH5vsbMeceY2BViiWyO51RjZr7Viy/GmTDlDSNil4rhnil1Ggtq462Ve6iKt6Myvg+lsY4ciu1PafwgjsQPpzxhBGWaEWwKGEqW71DyQ4aR6jWUiOVDiVn1AvHuY9jgOoEkn4/IXL+Ysr35/HDm2+vg91vmXbevvMvz3x2nemcSKavfJHHOs2xa9CR5ix4ladZjJM/4MwUL72Wfyz2kzuysAKDAoBxiTLJtcSdWjLmXRa88QMwXnUmf2RGnsfexc7kBObMMKfcUINSnKajlkHzhKn1iZhiQMEefhJn6ZMzRJ2ehAamzDNDMuIeY6R2JmHI/m5ye5Ik/t9/ATpf9fjsQ9uuPAKGvj68ixRLIEHiRcHWi6pS8Qx8H3nr7LebOnYuEmlMXTyXVXpi187da/O/kXFtjt1XX3rF/re+vnde6joSvEwjx8/NjytQpyrwZGRkpYexUIBTpoISrEzgU1a7AnUCcCoGSqlAoqUgPBfokHJ1AusCeKlEUSNQGQilLf4mFLKHxxo0bp4RwazjacN1Y4oZ3pnXvar0SCrCtZ5Y69Wijn9r/etrWGLr92mrTVp3aT/eclNVDq41IDeVdVFVWIfGMyysqWOPjg1izfvDhh7w5YQLvvf++oj6WsHUS21hC2ZWVll3/TOsCoZ6+Pvr6BhgadqBDh5YvqgqEsriL+xTxxybuN/4bFvvbeQZRDX996pRidTp9xgwlzOV999/f7n+32lAoewsHDhxIVHS0YrX6a/ehwPilS8p+NpHOivRPgKw9MCZgKapfZxdnBUDlj/FfHn2AsSOew+UrW3ZFPU9V6vMUhlgSMe8pqjS9KY+z4GC0I2leDsyfbMVgh2fo3r0rsgUhISlJGe+6tPDKlXbdx6894x/1vEC5PPPvBYS6cKZb1gWAu1GWa9yN64j6+Luva9ib40PB+nfZFDiCXL8hbFwzmHTPgaR7DmDjmgHk+vRjs19f9kX0Z/e6/hT4iepYgLAPx9LsOaYAoQ11iZZs9DKnWmPDsTQbBQYFCCUvKuOt/hbErzAnx9OM0lgrUlwtFFXx3HfNWDvfjHxfU/aFm1InbmiSTFoPY2o0RorrLqdPTIha3OLFYXeoCXErjPGdakTMEmPSXCQyitkNQFijsacq3p7yuD6UxvenPGEIR8R3b8yLbF07khSv50nyHI5m9TDCVwwjdOFwIpxGEes+jijPDyhMXU195T4unv/hlvN9N97F+bPfc6x6HzujPidnSS+SZv4dzcy/kDHvT+QuuI/kWfeTPut+Kr0NaQxocTVztNWgxHNCZ/wm3Yv/e/eydYkh4Z90ZtPsDuxdZUCNjz4Ngfo0ipQwSJ+jQfrkLTMkfZEBGUv0SVugT9ocPVJm6ZO1wIC46R1ImnMPGfM6kPiVIY//6UY3Z9q/k7r5/29AGL4uXJFgCaiI6lHi8grUiERLoEZC173zzjtILGIFHrQW4tuCAbVfW6nuwt9WG+2622l/O221r3GLvMRe/ubrb5T4vavdVytObkWSKjAtIG1sbKwcMo+yl1BAUOIXCxgKeAsQakOglOUQ8FOlgioMihRQDqmXQyBQxhBQlLIAofRVz9vY2jJ71mwlFKDEkVYcL9/kWQSkbgqE0ud25q49bW/VRvuc5LXL2vevdU72pcpnUNIff/xRgfOjR48iYQjFX5rAykcff8w7776rgOGkSR/w+uuvK7GNP/74Y2qqa24OhG34u9MGwp9+/pnklBSONjYqcPhHXcTv5n0JeAmEFWzbytLly66rcHV/rNpTlr2CT/797wpYbSkoUFSwd/NebzWWhK8LW7eOPn36KAYRIg3+8yMP8dEb5mi8hpPuaUbW6uc4kW1CQ7olByKt2B9lx/7ofmT6D2biqK707vYYA/rbs2DhAiXCikgmz0mc9v9SaaFYjMueTnE9I26XZH5FKnq7ewgF0m5nUb9V21udU6/za23Udtrw2Faftuq0+7Q3/+OFs9SXbmJ/zkq2rX+TTf7DSfXorwBhjs9Asjz7ku7hSJqnI5sD+pPv15f96+0RI5K6RDuaU0VCaEtNgg0Z7uJ0WmBQCwgFClMtOZ5qTnOqGY0p5jQkW9CYYkVptAVbfCzY6m/GZh9TxX2Y+CVsSBI3NcY0JPWmIcmIo4nGlEWYsjuoFxWR4n7GmKMJRhxNEPWyCTnuFuwKMm8BQo011Rq5nz5Uxfdle0h/dm0YpHigKF73AkmeI4l0Hk6syzAS3IcR6zqUDSuGsm7ZSGJWjyc15EsKs0I4daKGq1cuK3sGbzXXck492jvnaju1n5JeucS5083sjZ9H4nxLEmc9SdqcR0iZ8RDRU/5E3sL7KHHrQK2vvmJlLPsE6/30yJpzD8kzOrLm3fsInnQvSVM6snFmByq9DBQ1cYMApByBetQG6bPN2ZBdHvqU+Omxw1WP/CV6pMzUI2aKIYmzDEmc0YHsBQZkzDXk8Yd/RyDs16+fIiFMTU3F0dFRAQ0BF1EVi7WLAIxInczMzBSDCZEmihTmOgRqL9Jq/maLuHr+dtKbjaUFBLe8l/ZcSx3rZtfSHkMCWly9xvlz5zh08BBeXl6KsYIAs8yfqNoFNgQGRf0lqaiKJRVpnwCcSPdU8JNUYE6V/kmqrSZWVcdSL/3knQhcqnAoYwoYSh/Jq+9MBUN7B3vi4uJoamxSpLuqvz1t0BIYvPbTz/8GfXU+dJ5bu89N57ytvtrjqHndudbtp3v+Zv1a69U9hWfPnlVU5s3NzYoqWNSJU6dN5aOPPuLd999vBcJJimRQ4nevXLmS48eOX/88KxLCL9vnmFoWQ5EQ5uTmUltX918PhLLwf3f2LKXl5fj4+iqfbwG69oCfbhuBL5HM9XjuOZatXKlARnuke7cCvDs5J5bQeZs38/yIETz00EPX1dyP/flB3nvViM0hjpTEmFOhMaMk1pI62Z+VZUNVoh37oxxJ8BrA6MFP8c+/P8yQIQMV/3yyd1EML0SCJgD1ezzXncxFe/oIBMrzSWx32Tspfe4ECGUxlgVaTdXF+mbprdrd6px6DWmjHrrXuFX/W53THaetstpfTdU22uX6QxkUaaaQ6fcC6d4DyfUdwKY1Aof9yPDqx+aAAeSt6Uuikz3p7vYUh9hSEmGlQGBZjC2pbrbK3j0BREVKqKiO7TmeZqs4nz6aaEpjsgkNySaKO5qmFFPkOBJjSoGPGWVRxjQmGdOo+C0UGOylHI1JJjQmGtGY0IOGhF40KDAoPgrFGtmcDFcLdodYU59oS63GjorYPpTH9uVgZH8yPAeS4jmENG+RAI4kaMkwJVJJrMsgElYPQeM2mGjn4cR7vE5e7ELqK3beYDiizpNuqj1v6jmp063XLeu21T4v+fM/nGOHZikZyyxInv448VMeRjP9ETbOeYC8OZ3Y7WRIqZcB1T56ylGxRp9D7oasefd+PnD8E3GfdyZnjiFV3vqKcYkAYUOAQKQ+pb76lPrrUx6gR3WQHvVBepR46LHDRZ+k2QYkzzIgfbYBCdMM2bLMkL898nsCYd8WIMzPz2fo0KHXgVBVbQrACGgIhIgBihgtiGSsXXCgLuLtSW8GAO3pe7M2upDxa+3acQ8CT99//z0bNmzg3XffRaDC1NRUkaoKjAkEiurrpZdeUuqkLGrJIUOGKNJAgTpVqicwKJbEouqVVIU8gTttQJR66SeSRsUg4sUXlbJAn7wnkeCq0kdRTcv+RXlf8t6kXoBeQLW4uPjfBidaz3rt2s9cvXrt30B4s3nSrdca4xeAeKtzMs5NzrdIK1skfr8YU+f6KgRKO5EOyvHN11/T2NjIsWPHFevhadOnM2v2LD7++BNlH6FIBD/44ANlHp8f8Tzr1q3j9OnTNwJhOyOVqAuohK+rOHLkv15lLAYeEp1CPl9iKCJQpwt67S2L8Yf8Gd21d2+7Vb3qfN/tVIBGJLyff/EFqlscfT09DAz0+fOf7mXq+30oS7ShOtGUr3PM+CbXktpUS8UAZWeYGTtCe7B+SXccrZ9W+sue68LiYmW/oyItbLVI/m8AQ3HALpL33Xv2KO/ttwKhLNTai/PNymobSbUPdaHXTtW22nXaee3+als11W2nXW5vXnt8tY92nXqtf6dXuHD+LFUHs8kOeLkVCAeS7tGX7DVi6NSPXG970lztyVhtR5ZnS36Ttz1FgfakutmwJ8yK2gRRE4u1sWWrT0IrMtzM2LPWjKZUSxoliokiOTSjObUFCLd4i3rYVGkvsZAbxaF1ioCjKU3JlkqEksYEU5oSLWlKtKIpyVyBzLoEK5JXmrM7xFJxin1wgx2bfPqw0bsfyW79SXAdSLzrQBJWDybaZTiRK4cR4zyIOOf+JLj0I8F1KKl+46k8kMeFc2du+AzozpValrlU50w339Y8a9ep+VulV65cpnTzetIW2ZA59yk0Xz1BwtQH0Hz5MJppD5O/uCMFCzuwz8mAci9xSaNH/sJOuI59iOQp93J4tT51vgaIWlkOUR3vcjYgcpYBxR76lIt0MViP5lA9mkP0qAnWo3ClvuKfMHehvrKfMObze/jrQ+3/Xb3rKuN+rUC4a+cuxXhEYETUlKI2FnWxSAgFLKQsqlCxqBS18a8t1nd0vi1IaKvuFkBx/bo366cNFe1p09peQFCkR7m5uaxZs4bPPvtMAT9RDcsciZROgFCkhAIdcl4WPJG0vvfee4rKXeZW5lH6yNzKPAvsCRiqkkAVCgUAVZWwtFOlfyKptba2Vvp++eWXFBcVc7T+KJVHKpV3I6p+GV9AVNr17dtXuQ+5l1deeYWpU6cqodoUqG99NpEOXvk1ILyNuboZ7Cnv5jbGEcC7/j4lL31Fva0FgNfzrfUiGRQgbGpuRv7kzJ4zh2lffaVAoBiWiKTwww8/VCyO5Q9QXt5mLl64eP06v9hD+CsqY1kQDx4+jMTDlcX/bsPK7z2ewJLEq42IjGTosGGKX8Db9QeoDYkCkfI9WbhokWKQIcYYv/czyvVFUth47Bhrw8MxMjZW3N7IfRsaGPDwg53p8c8HWfipOSUae5qyzCkIMmdbiB0nch2pTzOnOLQbcSuewX9eLxxtumJk1JOvZkxHLK7FkEWkhbJ38T8dCmX/oIRrFHdLIv2UubsTCaHuwqy90OueU8tqG21AUM9pp9rn1T6657XLdzuvff32jn316hVEjdxcUUSe13i2+Y9go3d/cnz6si2on+J8OmO1A2mr7cj0aAHCHE8HigL7kO5mR/xSazZ52JDhakXGamt2h9mzxcea2CUWFAVZUxlnRV2iqI4l1rEAoQVlkWZsdDelViMQaNEiIUw2oiFZJITGSkziVCdjyqPMFafTlVHmHAq3Yn+4DZt9LdAst1UgNXGVLRsW25LgZE+OlyMZ7v1IcBtAnOsgBQpjVg0kzqU/SasdSfdyJD9gGLtCP6C5opiL589w9cqVX0iL2zOHv/Zu1TF0292sXt7VxR++o7IolqyVdiRMe5zEqX8iafpDaKb9ifgvHiBzRmfK1+hT6aunqJArvQ3Ys8qQ3HmGig/CeoFB/5bjgJsBs155kJljHmDBmE7kLjGgNkCfphA95Sj31Sd7jgFFy/UpXK7PpvkGJM404K+/5x5CFQjLysp44403lD1oAiIiWRIQEdgRiBGpgMCOwNB3p7+7voDesGDrLuC65duAgevwcLt9dK95J2WtawoICgBXlFco1qTLly9XgE+kACIZlP2AIpWTuZk3bx65m3KVtiWHS1i9erWyT23AgAGKJE8kg9JeYFAWRZljAT2ZbzlUQFShXOZeDrWtmpf+Apo7d+7k4sUWmJH7FLDZtWsXrq6ujBgxEmNjE0VdbWNjgxwChSLRFDAKDAiksLBQ6SPSwYuXxcpPSEsHwv4Hy21KB9V3oexzbPGXqAuBSrn1fENDAw2NjdTW1ZOckqoYQk2bNk2R5opE95NPPlGgUPbDjn9zvGKAor0F4nZVxrIg1h2tV1RoJ7/99g8BN3cDsARcjn/zDemZmYpldvcePbj33nvvWCIoFsQSyeK1sWOJjY9XJHIqUNyN+70bY8gzy75C2R/3+rhxyp80bZj9++MPMNThSVZPN2ZL6EAasgdztvh56tKsyfd5mqKgp9gfZUTkChNmTjJhaL/ejHzheTw8PamoquLsuXOKmvU/GQwlTJ1YGIvLHRVu7xYQqgu1ClFtLeRyTrdebf//I1WvpXtvv/Va6ri644gT5eMVO9mb4Uvq+mUkBX3GlrAxbPLpq8BXiptICO1aJIXutmwP6kOamz0xi23JdLUlaaUN8StsKAx2IN3VmtilVuR4WCoGIGKNvG+dNZtWm7HF24L8NVZK7Ph96yzYH2ZO/hoTCgNN2B5gzFY/c/aEWpG6yoz45abkuFuRvsqSFCdrtvg6kOpmjWa5HQkr7IhbZsu6BQ5ELnMgw70PGR790Lj0V6SB8S4DSHYfSEbQ+6Stn09RmgcNe+L57ughLl08dx0GZR5uNie6c6Rd1u2jltVUu62al3PqodZppxfOnqJ0WzwpyxzJnv93Uuc8Svz0x0ie8TBZc+8jb2knRGUs8CdSQAlXJxbGtX76iu/BOn99Jb/fzZAl4x9g9pgH+HDg/UwZ2pngSYbsWtWyr7B4pT7bF+tT5auvuLnZ66pP2sLfeQ+hSJBkX6BIVSZPnnxdFSmgIgAjkCJqSQEKgR7Zk3Xym5PtAwd1MReokLx6qOX2wIY6hpq2p89daiMW1c1NzWRlZSkWxJ9//rkCeCIpFemb7A0U1fCCBQsU6dzx48evG28IZMjeNI1Go0gLZZ5FcqeqdmV+1UNAT9S+Ao5yXtTFAogqAGoDobwPOS/qY/G1p+wJVJ+3dY6+PfWtAqaff/4Fg1sdZNvb2ysq/1GjRinPINaRX331FYkJidTVN/LtmfNc+Umo6jaA8Nfeyc3OS716Tk3luq1SPgG86/fRel6FRQHff+dbAVH2dco+yGvQ2NikuIApP3KE4JBQ5sybx9Rp0xQprQDhp59+qkCh5MVFj7zf69f6uTWW8W3sIRQQOXX6tBKtpLG5+b8CCGWxL965k0WLF2NpZfWb4gyLRFBc0MifJ3kX+w8eVPYhqjBxN0Dubo8he+P2HzigSJd79e59APLaOQAAIABJREFUgx9FUSMLGL49uhfxnoNoyh/N3g2m5Hg+RX3qP2nM6EVZnAlbAi0JWWDMpLG9GTbAhI8+/oikVuMjsUb+T4VCkQwKEGrD/O8JhOrCr6baC/ut8rcCAu1+6rhqe7Ws3UbNq+fUVOrVvJrqtlXL2m0lf/rkCbbkbiQ2MpSoECcSgqaStGYCSZ7Pk+nVn/TV9mR62LA9WPYV2hG7xIpMNxtSVlmjESAMsSPT3Ya4pRZkulkSt8yCVBcrioNt0Sw1J2G5FWkuNkr9Nj9LCnws2bDAgjQXczLcLEhdZUVxoBW5nmZsWNjSPn6JNTGLrRBVdYYytg2JK21JWGnH+oW2bFjqQOrqvmR49iPRfThxXq+TGvQRG6MXk5UczuaNKVSV7OPShXNcbXUzJPOiPTftKd9szrTnUHtMtb12ne511DZqevHcGY4Uadgkau5ZXdHMeJzMuY+SPOsRoqc+zG7nTlT5GHDY3ZDN8ztR5i4QaIDAYLWfPnvcDIme1pkVE+5n/mv3867D/TiP64TrGx0InNSBw776bJ6nR6W3HsdC9Ti2Vp/6EH2K3A34259/xz2EKhCe+f6MYiUrEChqSxUGJZX9aGKJJ3vjRNoiAKm9iLY7rw0C2ou+mteGA7VO0rb6tVXXVp9fa6fdR1FF/qwYzYgUdN++fYSHhzN79mzFcEQFQdlL+fLo0Yqz7rzcPK5cuaJEaFHnQaBFzYvUTtTMHh4eipsTUeXKnj6R8om0UA4pC2y//PLLSl72Bsq8CxyKdFYOgXJ5DwKEst9QoDA1JRWxIFavpZsKoEZFRSkSTRlbVMZi8CK+90RCJpJC2ZO42sOLnPytNDYd+21+JnXmUoU+BeC0zqlAd8P9tr579Zy2FFBt1yIJbAVCVW2sAGKLQYxAYV39UY4dP6GE03JxdWPW3Hl8/uWXChDK3sHJn01WJIQCxDNnzvzFZ/lOVMYSwi5r40YlrNfdhpP/qfEE0ER9e6S6mvANGxT1sICctoTsdvKq0cjT//ynsodWk5CguIhRnTj/Tz3Xb7nO8a+/JiIqSvndk++ctgGNoaEBj//lEZZ+YY3G1ZyikC6czu/GN7lGVGh6syO0F3vWm7Aj3BqfeeYMsHmcYYPscHFxYufu3Yq7Hvnc/JHBuK25E4OS9IyMGwyo7hQI1QVaXZy1y+rC3J5z0lbtq/ZT01vVq2OrbW+V3myctvq01Va7Tjuv3V/qtc/J3uai4iIlLGBISDDhoYFEByxG4/cZST5vk+j9CvmhL5DhM4SY5XZkuFmT6mxNwkortgVbssnLgoRlZmSutiB+pSXJzpbsCLEj2cmCxOXWpDlbE7PEggIfKwoDbIhcaEHSKivSXS1JWWHJjiAbtovbGjG0cLIkYbkFGxZYkelhTbanLXHLrEhysibZxZ7IFf2JWvUiGQHj2Rj6HolrZ5Ma50d2RgpZmZnk5WRSdXgP586c/oXxiPYz6+Z1y9rzpZ3Xbif1Um6r7lZ9tM+pY1QVxZLqPILEOT2In/ok6z//O/HTnyBv8cPscu7MlmX3kjX7fkUiWO1rSI2/AVV++qTM7ch7Ax9i0qAHcX+3Mz7v3ovPO/fg8949LBjVia0r9Ni5TAxP9DgRps+xMD3qQ/UoD9HnH4/9AYDw8uXLSFQHARSBDRUIRVIlkq0RI0YoRicS9ktcemhDj7pgtyttXfhvq61un18rC3y0p40KKdJWfNjJHoKLFzlx4gSJiYl4e3srEiWxIBYJqZWVlWKcERoaquxRU1y5tPa94Xm0ri3S1PS0dMLWhSnGDTKPIq0T9a1IGUUyKJAocyxSP5l/kQwKMBr1NlL2AEofkUTKfUhbOS+GKGIosn/f/hYpoXpNnfuR93Th/AXWeK9R9g8KFMmeRtlLJ9IyOT77/As++PQzZs2eq/jkO/fDOQWKr8NZqzpWeUb1OurctaY3SPXUc6rET7v/dZD7915AGVeFxuvXVOt0nueGeVavI+k1uHrlqiLplve3bdt2JaLEF1Om8OFHHyvgK88sezvl+QWGRaUv0lTtMe8ECMXSeHN+vrKPUPJtLaR/5DpxkSL7BAuLipQ/DL8VBMXgRCx2be1s8fP3V3w0yv5KceL9n2Z1K5I8kfx+9vnnyh802T+pa0zzzD/+jMt0U2rTzTmWbcRGr56sndeD/RueozqxFzvDjCgMNcXpC1Osej/GqJeGExsXozjPljn5j4HCn35CJO+bt2y5K0CouwC3VW5rYW+rXVt1ukAgbdQ67VTNtzXG3a6Ta6mH9v2o11HPqfckwgbZBiOaJjFkFDdJsv6EhIQQtjaEqLVeJIcvJNL9TdK8h5LqMYDYlQ5sDbYm38+WxOUWpLtZELfCgoSVZuwMtSVrtQWapRaku1gqEsQ8Tyt2BNkSs8SS+BWWpDhbolluSYG/FVv9LRUH1IlOlgosrptvS7q7Azl+A0h0FQOSfqT5jCLSfw7xUUGkpyUr2jLxWpKYlKiEuy3IzaK+THwLnv3Fs6vPqT6/murOg1rfVqq2beucdt3NriVt1DF020i5YnscOa7PkzL7WWJnPkXirH8Q9eXfiJ36MMmzHqTYqSO1/rKv8B6O+LYYm2TN78j0lx8iY/E9/Gvo/Wyc1wHvdzrw2RBJDUiaYqBYIJ8I1ef4Wn0aQvWpCtGj4vcEQvlxE8mUSJIEHJISkxQ1qAChSKlEGiVAKIYMsr9wzJgxiqSsvLz8113PaC/W7cm3d+FXx2qrvTas3Cyv9tdOWx0ai/pQ4C06JprFixcrhgfiwFikau+//z6iMj586LACWOJ6pk3o1LquzGlOTg7BwcFKJBiJqStgJ6Ap0URqamqUL7oYeogUUlSYIn0U4BOp4MwZM5GQeOJKpaioSLm+QKC8M7VNSHBIi5GPel1J1XzrM8p9COg0NTUpPyQiGZNryf2IxPfDDz9Snk+MYb744gtmzJipgNXVqz9dN+DQhqbr0jt1fDVtBT+BOgXy1DnWuh9R62rDYwsAtqh7r0Phz6ICboFE7eveKi9f6lOnTiFGJd/I3rf0dOVZxLp4woQJipRK4FeeT7U0FujXlbDeCRAK7O3avZuCgoIbFso/MgSq9ybAU1JWxlczZvDYX/7SEiv4N1gP33PPPcpWCHFLI+5pZF+lqEgFOsWR9X8M/GiBvUjAxMI6e9MmxT2NPKO2tNTQQJ97Oxli3OPPhDkNYUdYbzI9utGY3o3qpO6kefSkQmPCHlEte/+TRZ90xcqsK6NfeYX9Bw9c9+envpM/airwum//fkWdrn2Pdyoh1F6I1YVbXZDV9FZt1D5qG7Ws3Vet022j1t+s7c3aq/1ulcqY6nE746j3oqbqNQQKxb/q+fPnFS8fovWRNSU0NITg4CAFDDeEryUsNJCQID9C/NxIDJ3FlvAJaNxeINWjD/GrrIlbacGOtbYU+NgQv9yKJGdLohZZkeHaIg1MXGFN7HJzklaZEr3YnHRPW7b6W7FhsRWxrsPQ+LxPrPtEMsKnkZEYhiZ6LXEx69HER5OYGE9iUgIpqSkIDCanJJOVkUz5vm38+ONFJY6wGM7oPtuvldU5UOexrfZSp1uv3U/N36qN7jm1LOnlSxc5UpRIjms/NLOfImn600R/8TiRUx4jafZj7Ha5nxo/Qyp8RDqop8BhqZch6XM7sf7ze1g1vjNxX3Qg9OMObPjCkG3L9SlYoK9IB0Vd3NhqcVwZrE95sN7vJyFUgLCPIyda/bCJW5Jhw4YpEkIVCAUKRYolUKSqGFVjhFst0Hd8TgsedMHmjsdUwaSN9Nq1a4qUSJ4pfN06PD08FBgU+BN1qrrXLjkpmcaGRi5dutQu6ajsITzacFQxwpF9l2LZKkAte/gkisaVy1cUiZYAiVgJp6SkKMYgYvQhqmJR0RduL7x+LTFsEYMRCcMm6l95J6JClmgbW7dua5Fyac9dG88qErTvv/uegwcOEhsbq1xP4FDAUCBJnlVVJUtUGonAUVdbd31fpAp68h5UKFTy6nVVIFSke7qq3dY+ahsV+JRUgPCX7W/6vtXrqc/YCvTyx0ZgUPbDhoWFKZbFIg2Uz65AoeyRFfgWMBS1uRgKaVtby/XuFAirqqvZum2bYjigvVj+UfMCZuJqxdXNjT6Ojjz62GPoGxjcADra0PNreYGknr17M3fePAq2bVOkarIX8cKlH/9j98vpvjuBwsOlpUpoPd29hTI/nTp24MnHH8DW5BEinG0pTzBne3APtgYZcTDWirqUnpREPcmWgKeIdjZi0efWDB/qyPz58zhUWvqHB0OB++IdOxSjLe25uRMgVBdcdbH+ranueLpl3fHlvHqo53TLan17UvV6uqna91Zjq+fUVPqo46j91TqBQvnjK+7fBAzFgFAMPX18fPD19cPf35/AAH9CAn0IC/JgbaArwT4rCPFdTpj/cjThK4kPW8mGgBVEr3UhMsSF6ODlpG5YTlTQEqKCFhO/djExIUuJX+dEUpQHseHuxKz3JTI8kOiIYDSx64iOiiAmJpqEhASSkpIUaaAmQYMccXExZKYkUH5oNxfOnf2Filh9FvXZ2npW9dyvtf21vtrjqHndPrcqq+cu/HCaiuIk4hYNIn3WP0mZ8wTRM54k7qsnSJ7+KFuXPkjpmg5U+RooQCguacTwZN9qfVJnGjLj+Y7MHNmRsE8NSJ+pr/grbBIXNCF61IfoURmkR0Ww3h8LCGWBfHviRP7615aIGCKFkkPUlAIyYqEpKuOIiAhOf/tv3203XbhlwdZdvNVF/Gap2l5NddtJvXronmtvWYR7P4lz6fPs3btX2Se4YsUKxchCAGn69OkKJAkoSTg6sRgWkLrpc7ZxrwIaqosagS1R94qbk5iYGOXfnvZYch8irRLplbiNEams+C2srqq+4ZoCjyL5ErWvnBdLY1Fju7i4cOXSlXbPtdybqErFsbbEX3Zzc2POnDkKFIqxhYCwvGeBYnHcnJeXx9cnvlYccmvft/puW6R8/zbwUGDx+t6+f9dfhz7FAKRl35/0bTEIaQFCVTKoDZ83XPMm71gAXKSpJ0+eRCzm5YdS4FaeY+zYsQrsCgjKOxUwfO2115QoM7oRXO4UCL85eZLthdtp/oPHNJbFWxb2xORk3nr7bUUL0LFjxzsGQdlXJ1b2kz74QAlnJnvMRCIoDoxlj5xc7z9RKqgNPNp5kaiKpW1aRgYff/qpIg3VnT9RKRt1e4S3Rz1L6BJjNgfbcWzzQBrSnyHF9Um2Bv6d4rXd2BJshv98c/71jh2T3h3LuvXhVNfWKnOmfc0/Sl4MSsTn5pmzZ2/YFnEnQKguzm2l6iLc1rm7VSfX0L6OWtauu1vXUse5nbHbaqtdJ2B47NgxDh48yJYtW5T1w9PTU9E0iZGj/KYLKAogBgQEEBgYqEgV5Y9yWNg61q0LZ/36DYoaWlTRkRERyroeFRWpgF5sbAxR0VGKAZGsWRJSMjIqkujoaGJiYxQtWrwmHjni4uOUsqwlsuc+Ly+XY00NnDt7pk0YVOdDTeW5tJ9NrW8rvdvt2rpGW3ViBHPuzLeUFsSTvbIvsTO6EDH1aTTTnyRt9hMkz3yMgqWdKfPqyD7neyjxMKQ2QKSFehz20GfZa/fgNK4DabP0KVwsMY5bYPBosD7VQfqUBeix28uAhNkd+cuffic/hLoSQvmAyYdJ3J6IHzyxbpVDDBpGjhypAKFIVgQSRKrVnoW63W20Ia8NwLphHO22Aghttdeu02ovACBgJZIvMQiRL47EHxYJnuwxE1WqAKF8uQSEjjUfuy6lu+EeVDDRGls9L3By6uQpRR28yskJUTtLXGgBQzHeERWu2lZSUQnLl0nARSR/Mv8vvfjiLwwepJ+otf8fe+cBbmVx/P97NZpgL7FgjzHJz8T0YpK/JsYU80tVUzXF/BKNMSYqAlJFRLEjoChFmiC9996RDkqR3kF67xcuzP/5LGcOc/bu+5733MK96vV5zjO7s7Oz+77nyHzv7Mzss88+6+LgODoGFALUc/o+UntGH/Ggc+bMcXsFRAGY8AQDpNRjyDvhHxXiFdm/Oy637x0vn+lnAsSiwI+6h0cKj6aBoAJC+Aoa09+p/R71nSs1Y3yvCgjx9gJw2T/3OuOZBRz+64F/CbUbiSPku9i7d29GMhDfRXEBITFyHBtzTFpRDLi/D4oKL1qyWF586UX5yle/Ivz/n83zFxoH8DCXfyNIrmrbrp28t2iR7KKsyocUCPrvkiPwVWvXymstW8oPf/Qjl4hHaR37vk477WPyxc9dKPUe+LKM63iLzO78KRn08pUy9OXLZGGPK2Vhz8+4Y+T+Tb8uDf99vfztjzdLw8ery6gxo13mOuDTX7c8++/MnStjx43LyDBmP2UBCHMBCb4BTwIafJmSrFec9f05Sfr+nu0cbAjOjZ49e7oERuwaJdJwdPDvOh5E/g1v3bq1A4bEILZr184V5gfEOVD41lsO9AH4uvfo7kAe4VOAQPfp1tXxAYqAQz5t3mjjbuvixi6AI4mYO3bsyACCcfvmGbKN2+fMpa3faZz+uLHQWgf37ZYFYztIl3o3S9fq10nvGldJj0evkM4PV5V+Nc+R8Q3PlpH1zpLZXHfXMl9WtcqTlS3zZfyTp8jQOvkysk6eLGyaJ2ta58maNnmyrBU3mOTLnFfzpWft0+ThH1eR886oIICQZAJ+GCSU8CHBgeQGPIR4twBNgBYAAi7rNLBRw6xUDXauNDQ/xLN67bhtW5nUESZlZEg4mDBhgvvLiThBAAJAEIDAcSK1BPkfZdOmTcWKk+SdkFk8f/5895cTOjn+pW7hqJEjTwBB9pra7+5du93/mBz/UjuQ4/o7br9D4DvgaJ6LBBH236BBA+e15XshLpGYEjx/7jsx8v581/feDTw8oDNnznT7eOaZZ1Kxhfemj801EYWjc8AnXs309x/Qh05AYhrsHT3m6hxS6xDgBy0sPOoo4PBIiod8xh79Z4lYi+PwNWtWuwBsYlgAttwQAyDkyBjPJ79fwOBx0F/DfU8Za5UAEB4uLJR3582V0WPHVigjjsHGQ0fSyLiJE+Te++6Tc889NwO4WBCTrc3RMMfL/++mm6TR00+7JAN3NJwCgqz1YfIIZgNggKEZs2ZKzVq1XGIYN534wPATHz9Nvvz5y+T1etdLm/rXydtvXCrrB18qo1tcLqNeuVomvH6dzOj4RRnQ7Gvy6D1fkNt/dqO0b9dK3lu00NX7Y41s+yjz8cJCV2uTI2N/rfIChNkMfpSx9/l+3wIBHVNqx0JtX46+8pQyL0k7pD+K56/DH7vDhw93YBBgSAIdseuAQygJpABEl5zivIbtnVOC0z+OogGAAD8cFdzmRFIkySx4Gjk1QwceyOeee87pRm7Xrl2u4kbUHkN83be+D6Uh2Sie6vDHla/UH4/qx+0BT+GhggKZOvA1GdT4ZulZ89PS6eFrpP1DV0i/xz4pg2pfIMMeP0dmNTldlr2e78Dgcq6tezVPJjTMl7efzJfVrfMcWFzWKs/dXsL9xtOb5stb1T4mNX54upxbpZwBod7limdr4sSJDgASO6hgkBpieKPwsgA+MLIkS2CEfYOatZ/NwMeNMxY3rmDBynAkeeSo7N+/X2bOmul+7ByxcjRMHT4AG0e1fCgN4x/TJlpP1z12PNMV0Dl16lQXx8bR5De+/nVp+MQTmQBEn+WoOI8lf23hfcXjd8UVV8pvfvPbdMJD2muWArb8j8dffCSEACKpXwjgXLx48QkQq/p1b/adKE9pagyAB9CbMH6CdOjYwf2FCbACTOFtw2vIB96QIUOcrH/kmvH9p/UePzbmOQCBxylewuOeQm5JOVhw1N2W4gCh7lWp7lOp8tP6j8mePXtcoW5ALf9Y8Vvl3QMKOQLHS8jvljZjDRs2cnc7Z+wXQHjgkPsjgTIjUeDojjvvdPe5+oZx8dKl0rV7dzlcEQx4KikCcAZgw4tHcfmoZ8rGxyvI0Sj/JnD7Cx5BdzScuoEDUPBRAoL+d4/3dfykSe7fx/POOy/yar9vfeUK6fXS/8jszpdJ78ZVZWTTy2Vx96tk9YBPybR2n5XhTT8rA178lNzxo6vlzl//RAYPGSTbdu4o92NkPL/DR4xw37v/7KUJCKOMcTa+Hadt+77hjxvzZaP6SXQkkQnpz3Ue8vbj6yQphYRCwB7/9nECpp5DbB62BKCH9xCA6EDf66850AiA5ETK3Qmfir/GHhB2M3LkSOcN1LV1Xbt/22Zc+0p1jk+zjfvyft+fT195tu3Ps32Vtzxt806nD3xNej/+HelZ81PSp+YV0qf6VdLloUuk00MXy4gGZ8uSFqfIspZ5sui1U2ROk+NFqBc3z5O1bfJkuQGD73LF3Uv5MrLBKVLrtooCCDGuR0UWLFggt912m4tj0xtKMCTf+ta3XDIDsXBkHHft0vWEB0sNtU/VcBeXHzXf1xfRB+DgUZs3b55LomjSpIn7YeMFBBACqPAQkkBBFi+gIieQq/tLvTveH+tRMHrYsGEunoOsYbyPC+YvyCwPY/a8Z89ed2SLF+473/2uXPOpTzkwg9fu2LFjUpiKuVPwUlBw2Hnz+B+XOXxfeAp5JtZXueJQCl1zbAqo5S9M/pGoV6+e86yRmMF3r3UM69er74AvGXAZ3kJ9L+YZ03tJJZGkvYNHjknBYTyEqdtSjuBWNIWpQzo8HiWTSCThe+bIgr9aiRckM5w9Q++9717XphYjIJGEGT+hhHWLe2SMkXx/wwaXHESMWUUARxxrrli1ysUFV73sMgfosgG/0Pgpp57qMpBrPvaYTJo82cXQcesG+j/qQFDBEd8319Nx/R11+r5/yy3uZha/RM3HTz9VLjj3NLntpktk4KtfkpV9L5Itwy6VqW2vlEEvfVqGv3ydzH3rszLw+cul21PXyj13fkkeeOBemTJ9ukvO0fVONiUBaeLkybJ529Yy9xBidJMabTXQIRpl0FW3HbftkC7lJZVT+SQ0qU7kfFm/H7Ue/0biNSQhhfqGJN8RLoQTAZvPrVf8kU8sO//mcwLFv/uETo0ZM8bFZVMZg8Q94rTRgZMFYMSadh+2rWOWR1v7Sv19h/ghnj8vrl/S+b7uvbt3yLQhbaRr/W9K75qXS+/ql0nXRy6VLo98UvrWPFfGP3m6zG5yiixokS+jGuTLtKfzZU2rfFnbKk/Wts6XFa2PHxf3q3uaPHzbJ+RfN50m1W/9uJz7iXL0EH7nu99xN2o4I3xUZN3adQ4kcWRMwWRq4xHXBiDkuBgvC8du/FBWrVyVHXyEjLsCKM+wp0GD8nOR0zkpyvHwsmXLXE0kXNs1atRwHkGleLlq1nzM/ZXD/xh4xoqs7+l041HPc0wcwKDsybTp052HDeABICSj1wG10NxjIvv27XceV2IBSSr59HXXOY/c7t170l405zlL7QfQxvF+v/79XTwn3js8hJSk4U5qezdv5J712fQde3srPFzoAD//WJABDfisW6+uA7eALLxvAEN+C/wVSXxhkmNkfcccJwN08Q4ePnxUCo4UyqHDhc57qDL6m0xTu2dtp455KeFDOSTiPvlrFhBOLCR/zbrY0P886I6K8RDe89d7XEINHvH0Wil9DhDmeFOJGufdlIV4912XiVmu8V+Fha7wMYkjJB+dm/JYhcBeHI+EEU4KeH/9BgxwCQ87du1yQJDno4yMPnslPV5/EmDI3cXvzJsnzV55RX5w661yxhlnFPHMnnXmafI/154tf/nFJ2VKh8/JqBbXSr/nPy2TWn9WVvW9UgY8c7G83fIK6f7U1dK81lfliUd/LY2eaiRLV6w46dnI1Nbk5pZZc+YE1y4tD6E12LT9vm+QbT9KXvmqy/aVF6cnaiw018pma8fN1z1aHcrz50Xx7Vxt27m0AXNUzaD2LmCR2D8AI84Aah9iF8kr4ESKP/oV/Kk+S61u+LovlfHHLV9lVUaplVGdPk/7IerrUZkovh0Pyfg8+ju3bZCpQ1pLrzpflf61r5KetS6RbjUulO7VLpBuj5wrA+tWkfFPf0wGVP+YzH3pFBc76BJKWufJ6jZ5srRVnvSrc6rU+vlp8tYDp0qzP31cLjyrIgDClEEkaYA4QkqfAAgpmHzDDTc4oEKmMfFXDRs2dHX1Zs+aXcSg+gbWGXNjvIuMl+IYXiqMPO7xMWPHuL90qO+HexuAgDcQIMhfP8QJsv/9+w+ky6oUa28pIAVI4y8nB6AG9HexiIBB3pc7hlbgFXjeAwcOuhIzZPUCCIndxBO3a9fudAxeKOsWTyQBwCQCcRRAySCOwEk8yfDYBdZ0z6ogMLS3FA9gTXFtYkYHDhzo4kYofQPYAhByFMuHYwjiSN5b8F5Rz1vE+goK03GFqdIzGQBQ96Z7DejiH7QVK1e6jDs8f3zn9//rfrdHjRvku+cDQORDEHboHZXEQ4hhXLtunQNPZNiWB0hiXeoKPv/CC/Llr3wl49q1OPBnxygszbWKd/7mN/Jmp07CUbjLGsaApI6GK4IHtDzeb9I1eT+bt251XrXHatVyRegBhtZj6JJzTv+YfP8bF0itv39G+rz4eXmvxw2yqFtV6f7EpdLnqUtlWpvLZVTzT0nPxp+Vuv/8qjRucL8MHNhHyPjFQ5t0PyWRAxAOHTbMHReHvvfSAIQYV9/gqoGGxo3puJVRfZaXVF/UHDs/17bVqXuL02FltK3UzlMe1PKL085VR67yoT3Z/Yf06XjUXOWH5EL6VD6ORs0LrXH48BHZvX2jvDO0hfRt+A3pVI0kk4uk16MXylv/vVDe/O/5Mqj2x2Vcg4/Je02JKcxziSbr2+TJOkrOtM6TWS/lS8+HT5GhNfJlcqNTper55XRTCZmCaQ9hytBSH2/RokUulu2GL37RgUFKm3CzBjdmEGtHMgaJBxwp5nTEGjDmGcAkatznB0ACXxbZw5QcIR4P0Mqx4d//8XcHBgFbHBVIbkSVAAAgAElEQVQTM0G9RWSLBQD9vaT6/PXEX1UTJ02UFq+1cJ5UrrojltB57AJ71vUBIbNmznKgilhNMrt/99vfur/YVKYIPSou45eSA23btXVAFxDJkT7ALevz6X4inseux7E13zOxpjNmzHB1pwhSBnziccNrrN5jwCJHD3ia00kurBED6Oxarp3L3o4ejx8EHE+aNMll0FavUV3+89//uO+dPwT47skk548BjthrVK8R+UdASQAhRnfTli3yVpcuLr4uZDxLYpjj5rIWnqnJU6a4EjB4+C3IS9LGI3jhhRfKzd/7nrz08ssyd/78kwY64p7tgzzmgOG2ba5Mzd/+7/9cDOaZZ52VAQz5bs49p4r84vuXSbuGX5D+L14jfRtfLmObXyTvdrxYxr9aVUY0uVJ6PXWlNK9+nTxV7QfSvEkDmT1nhstGLsvfGbrJoO/UubOrWxn6LkoCCNXIKo0z1LmOoTPpHF/W72fTE7f/kK4Qz19DdSr1x+kn0ROal40XWlN5uqb2VZfft3xtK/V1aF/HoaovNGblrKzlJ5ln5ZO0rU67vwP7dsm0wc2lS90bpVf1K2VAzU+6e4+7PHKh9H60ioxucJq8/dQpMq9Zvix7PU+0BuGaFChc8mqezH8xT1a3zJcry+vqOgcIv5M6MjbAgHt8ORYECHJLCVesKSAkHgtg1fDJJ6Xjm2+6Uh9pI2505AQAFDDEgYbQGAWJDxc6wAVYGTturPNckiyCFwjjz5EmsYIcIxIfsXnT5mRA0F8vrn9UnMsdIN2vXz8Xy8dR3dONG8tW72q0IuAnddSMZxHPFndLE7gPyOJ7yPYely9f4WoTAnQBaCT94L0jyznDAxbav8+z319EGw8sx+Ikb3CdEr8F1uPYGo+h3pmMF5YyCHic+SMj/Ry5rhknn7qujngY4geHDh3qCncr+AMI8uGPGEIF+B3w+yUjO/09ePpLCgi379wpg4cMkWXLlwv39oYMaGnz8BThjeo/YIBL/qpSpUpOYBCPINfVUU3gvw8/5I47ude4tPf5UdYHsNq2c6e079hRKD5/adWqwvdkPYYAwwvOO0N+c9tnpNez18i8zp+UOR0+KT0aXipta1wqo166WIa+UFWGvnCZNP73dVL7odulV483Zd36dc6DWxbAkNAArquj3MzW7duDv4mSAMIkRjgko8aYMTXSSkPySXhx83W9OJkka5SFjO6tOLrt88Tp8cf8fq5r23Xj5iZdx9dn+9pWGreeP2bn2HYROa69xbEz5BUZ0vjb0rvGFdKt2kXSu+a50q/6mdL9v5+Q3o+eJsPqnepAIeVoqFHoMpFbH7+tZGPbPNnQNk+uqmiAkPg0EjA48gQUEj+omawARYAHXkJqD02dOu24cfUMa9rgRgCLNECw4znqIMOVGAfixsiOAvRRtJk9QjkqZq/NmjZzwMTFjOkaSu36xWmnQAkgCQ8VGa6AOd4dHkN+RBnvQtdVCiAsKHDxb9TOo14hHsK7/nhXZjFs5M0c1ckzrVq1ygHRRo0audg+wDvHt4AbJ2fnWh3atuNR70BlGeeZjxxx8SZ4QAGFHMcCwPEUAgpJdMGjzO+Imo8A9/RedI3QusrT9bSvczy6f98+FytKMgn1tDi6dtnj1R5xYPChhx9yQJB3++B/HpQH/v2ASzzR95dBS5hUAuDBgJJc0rNXL9lOGQZzBVpZtDHGa9atc3+gUU7GL3mSzTMIILno4osF7xUeQRcbWFhY5vsui3fxQdAJaNu8bZv07N3bhXhU8Y6R+b7y8/Pk1FPz5ZE/f14GvHC1dKh9sbSqdqG80/Z8Gd/8IhnU+CLp2+hi6fnExfLyQ5+Wf/zttzJr9iwh07m03wGhAvyhsWb9+sikluIAQv79UAOrFCOrbUtpa18NcYinY1HU12HlosaKu47qi5pvx+0+aOuY3w71da6do7w4eZXReUqVr1T5UP+jMlArZ/na1nHth6jqzzaWRC7peqG14nhWr23rnMOHC2TWyA7Suc63pNW/qkr3Ry+QoXU/IYNrnSbdHjlNelU/TQbV+JjMbZInE57Ml9GP58miFnmyvl2ebOqQLxvb5ZczIPx2UQ8hR314dzjy/NrXvuYAoXoI1QPF0SD1jdq1a3+81IkacM9gh0BMEWDgz8nS5/gSTx/3DlMfCdBBhq0mEkBJ0ICPp4xs3YzyKFF79dfNAkZ4DvTiocLDR1FQAAmFqCltw1FxhpdO9Xvr8zyAR0C2xhCSkOJuR/FkMwAM+o6KK4JNbULi53gPfEcc5XI0XkTe7sHqDj2rHdd5qTV5LsCoZlWzVo8ePRwoZ232TzFz3gV9Enso1k0NwvSedE1LU/rTvxsds+ubNn+84JkdO3asK5MA8OM74A8BvINQ3glxlniNyShP37ITeL6SegipR0gGLrF32yI8KqVltPHijRo7Vn7561+7o95cwCBAkPIo9/ztbzJ46FBZ9/77wYSB0tprpZ7jSSe8h0OHD7u7kckAHzFqVPqInyN7C+DPO/t0ufaKM+T+O6vK2FeulAUdzpe36l8sg5+9VMY3u0TGNLlQutU/V9rVriqvPX6zvPxiA1cL03qmC0r4BwnlZjp36eJut4nyQBYHEKoBhaqBDxlYlYsbUx0q6/fj5uqYUqujNNq+Xr8ftQZyUZ+oOZav6yi1Y1Ht0Hoq648pX2nUOqXBz7Y2e7Aytm/3Z/di21HyylcdSv25Kqf8fXt2yPyJ3WXgM9+SntXPl77Vq0jfmp+Q7tU+Lr2rnyYj6p0iQ2ufIr0eyZdpL+TJCm4taZcnGzvmyaaOeXLVReUZQ/jtbx/PMjZGFpBDxhGZqwBCjowBKpQ2ASRyNKjHsC83beqSDjIAl9GVNuyWZ9sBo5wGDFaOrFSuJ9u6zR1XkrlLHBuGnr0AAPEKciT4VKOnXNkXkisyvGSeviLr5LAX5gKKSGggfg1AAgClTh8JHsuXLT9xo0eWdQGExNxR74kYQK4CA0SR+FBkj+jy9skzEjtJ7B7vhCNcvHPEUe7cGXPlntXl6QyuG/EcHAlTsocsX45tmzVv5r4TPLUknPA7AhjyPXXu1NkBaOetjdCXdG13D/W2bQ6Mc6UfN+gA+DgexmMJIGRN/njBi8nvg4Qp3nfUGiUGhEePOmA1YODA44H/ZXRsvGHTJmnTtq3cdPPNcs4552QACQsq/DbHwxdceKH8+vbb5Q1uGFm82MUeAmQrQdsJ0HYy3gUAi1I1i5Yulf4DB0r1GjXcCcFZJsbwlFPy5ZILTpdbvn6+PP5/VeWtBlfL4Ocvl3fbXSTjXj5H2lU/Tzo9dq50rnOxtKrzBXm98R9kUL8OrtwQQK2g8KgACosDDPEOLl+xQoYMG+YAbNQ7KSkgVENbXKqGOMl8ZO1HjbmlSfTkKmP3aNshPdnGQ3NKi6fvxtcXxffl6Jdk/3HrxI1l24c/1++H5id9FnT58/ft2iJLp/eXEc1/Lr1qnC8dHjxDulc7XXpVO016VfuYDK6TLz0eOX57yfyXj99aAihc176iAEIPEADwMKTcsvHNb37TAUK8hHzwQOGFY5yabxzXHSmINrJRxtfxWddb25cHeOEJWrpkiTsapZAmQBDvD0CQTFKMP0YfL9XiRYuPl5Gxem3bByL+Hvy+L0//qLjYOFL0iacDaPz7gX/L7377O+nerZsAVvzniOoDjjZs2OiOm/GqEcuFNwuQFXw33rNoGZrp06e7uyX1FhMAGfWlotZ1fH1Wpfqs3hqxOlJz9CYY9kGlexKPAGbqLSQ+ktI41Lei7iP3I0cCQ13f35fu75i4wtLUH2Q9EonQi4eQI2Oyu/lN0OZ3CjCkzzV9kc9SCkfGGE2OXRctWeJiCaPirqKMazY+RnrhokXS6Kmn5HOf+1zi2oJ4Dz950UXy3f/3/+SZ555zJUQokxPl9cm2j8rx0gWP/GbWrl8vI0ePlrr16rnr8LgakDhvvLmnfexUufjCKnL79y+WDvWvk3GvVJX+T18krz90vrSvfo4Mf+Yc6dXgAmn32BXSova3pPXLj8q0KWNky7atLjEoDQxTADHJ90c8LH/YkMF/IOYPm5ICQmtQbds3slH9pHOQsx/Vp/OVKj9XGjc/bizXday8r5e+z7PyJWmXpe4k+8r1uXx5v19aa0bpPbBvt6yYO06GNPuldKtZVXpU+4QMrnOq9KtxinSvdor0q5Uv/R/Nl/GP58ncl44fHa94I698k0q+feONJ+oQGmOL0Rw6bKgLgAYQfvvb306DQkALXjAAGV6oHt17ZN76oMbc0xdpiCPkAKUcu+LpGzVqlLtuDrCDBwhvD4kMeMM4IuTomIu+swKxqL1ZvoIQpbo/7XP7SeFRF5eIVwzPHMfn1OarXau2K5Jc5FmtftWXooCiTZs3u6uEuHmE2o+8X3d1XWhegIfXi8SaKVOnuJqBAHbKBOExc/cPF3oAVXUo9fYUCUSj5FPzAe9aA5IMaI6xiW3k+8JTSGzlN7/xDaFANLUs35nzjvP6ZgBDuwZt2zf7JGyAo3puzWnarKn7gwBACAglfhRQyG+FPxTwHOOBJeY0/d0E9JaGhxBvGwa0a7duzsOSxPhmk8HokpRAYei//+Mfwk0qfkKC7w2kDxDEg0jFgEerV5dxEyZUHg2X8Bg123dVknEAOrGAs999V5559ln37++nrr3WJf1oSMB1V50v9/76Cmn+yNXyyn8ukqGNz5DxL1WRVg+dK+2rXSAda1wgb9S4XF6udasM7NlCli1bIDt275KDR47IIa7e4nrBbO+gsFDwQnNcvD9LglFxAKEaUWhUO8pg6xydFyXn8+280Fw7rnNDcoxF8XWe0pBOfyyqr3xL/XX9PrK6pp0X1bayIV1R85Sfyxy7ls4vLo1bNzQW4sWtHScfGgvx0F9QcEgWvzNZxrT5iwxqcIX0q3m6DKxzirz18CnSs1q+jKqbL0Nq5svIenky/ql8mds8Xy6/sByPjEli0Kvr0oYyZXQ3btjoANdXvvyV9NExHkPq3XGkSfYm3pcnn3wyFR/mgQ5jvH3dGX3PMGt8GgUx8XBR+BjARSwYwIIja0qs0MbIUyMvA1AkXbc4cqm9Anoo3Imni7sdAWAcF48aNToTcHjPlvHcqfXZO3GI3BnJs3EzDIAw9rg3oBdQSLbtoMGD3NVEJLfgzR06ZKi7ki1jbebrx76HgN4oQJahz+pItSlUDUjnGLl1m9auFAzeQn4/hCFQ8ByPIfdqkhgDGOO7D+r19sWzUmV/0uRJ7sJ1fh94CAHAeAIBhJSZIXMbkMiRNWWSIkMbUnsuFUCYMrYTJk50BX3jvCtJwAMxZ1u2bZPeffq4I0UFBiEAqDxk8C5dfvnlctfddzkgSGxjkvUqZUrX+1eS9/n+po3SpVtXueM3v5Err7rKFbnm2J8/Bq7/1DnS+P6rZcSzZ0rXOmfIqw+cLa88cJYMeOIs6VH3PGlf7Xx55d8XSrMnfidjR/WTLds2u8z3g0cKhY8DhhGhAvxmly5b5q6ry1bvMFdAiPFUA2qp5ccZaztm5/t8HbN82iG+v3aUjOpKMu7r1LlRe7B8qz+qbfVFtXOdG7fn0BpWv477PNtPot/Ko9P2bVvXs1T1K9UxnefzddynVt6O6Xwd98dsn7bK7di0RqZ2qyG9al8uXR/+uPSrnS8DauZJ34fyZVCNfOn1aL70r50vI+rky6XnVQRAaMFByvhiPLkA+6abb3LlZ8g4xpATn8ZxJHX+8MBwfDtyxMiiR5yeEXeG3q4TABHIEJNGDB7Hjs8++5zz8HA0zDGq1rz7x73/kFmzZsve3XvjM1hDe9B1izOW2v/unbuPx64NHuSACFm1nTu/JXt2780EWv4afj91//HadWulU+dO8td7/uqSeHjWREkl+iypBBdAPCAMcAkgwksIUN22bVvk1XkZgC+wv/T3pmvFyZgxBfZUvwc4Ux/x9ddfd8f8vC/iUyl8jkf0lltucTUOSVLhCDy9J/QZnewFvZs2bnRxk6NGj5I2b7RxvxG81XgDKTXEb5PnBwziKeR3w3txz6LPEaClCQi5wm7o8GGyZu3a4gOxwkJZv2GDPNmokVxyySWJCk1rwsj//uxnMmHSJOF2EQpWVx4PVxyglxQk8p2RJMLx7ew5c4Qi11dfc40D+x879RQ5o8rH5Norz5bXq18r7R89SwY1PF1GNv6ENL3vHGl493nS9qFz5M0a50mLhy+XVi/8XeYtmCv7Cg47QAgoPJD6+L+N9Rs3St/+/d1vzx/z954rIPSNphpONZ6h8Thecef5OpPoQUbllPp66MeNheRDPF1LdSkNyfo8nevzo/q56EZHrvJR654MfkXY65Ejh2Xf7m0ye0RL6VKjqnR96BQZWT9fhjyWJ/1TgLDnw/kyoWFe+RamTnsIPaOrhpP4uLvvvssVqqb8DB9q7JEsQOyexmgR18c9h2kPT8CQq84gpabgkUJXooQyMpRNefHFF523h3ImrMeRLEZ+8ODBsmbVGjm4/+Bx8KCGPW5N//m071PVFaIpWe5wXL1qtUyePNnVtOPoGtCFpzLDA6W6Q7oMj+cmFpF4HcAMcZr3/uNed9SbBkNWF23bV12pEjgkuXD/JO8PTy7gi5qBHB0H373OV+rrt2v5Y8xRnlLVk6I8H++MeD+8dNSDxOuLF5Rn5SYc4uEobcQ1acOGDjsRghDQiT6SaCa/PVl69e7lEmnI0OZomj9QAIO8R/1t8ttp1bKV82JnPD+6vb06QFjMq+t8Q4mXZfiIETJtxvRiAUIM7aS335a7//QnufTSS8XPQlVvoKVnn3OO/Or2291R35Jly9zxYzaD7u+7sl/xgCPfIfGj6zZskJmzZ7uEoN//4Q9SteplUuWMT8iVl54ht3z9Inn14Uulc61zpP5d50n9P5wn/R8/U3rUPlNaPniWtH7kEunwxHeka5v6smL1Ctm1/4DsKzgi+w4fkf2pj3oN582f767GTHLjTkkBYRLwEmfU48ZCgMNfL26+HbPtECjyx3XtKL6O+xT5XOf4OqL62fT6435f9cKPGlOZJNTX4ffRYdcKjdt1so1bWW2H5ihPqb8PnZsLpSTNnp2bZfGMvjLkhRulT/UzZFDtfOlZg+vr8mVE/TwZXDNPLjm3vD2E6zcUMYxqKLmODc/LV7/6VRdDiCeHIz+OIgFCGF4KAderW0/mzp174tqygLFVnRbMACAxwu+vf19mzZopvXv3dkew1BTkSNoVO/71r9KlS7gazd3CEQAKaf2ekXf8uP2ofAIZfgC8E8rZAGw4ouR9dO7c2V34HbsHXcej1OgDEAKWADFkGgO208/pydv3F1qP7GT2x7vEQ0a8HoB1wfwF0Rm2oWcP8fy95NDnmBdvIcfD1Gzs+GZHF3JATCoF0D/zmc+4Y2QALMlKAGyO5p3HMLUOgJsEI8oi8YcBRab5fRK2QHwpv0eO77UYNXGuxGVSmoZySqH3ZXml6SEEWHHtG4Wq8fAkBVoYWApNczvED3/0Izn//PNj4wU1TpAqAC++9JJLGCHeMOl6lXIVDwDGfSf8Prbt2OHqRnbp3l1qPPaY3PyDW+W6z35GvvL5i+Xun14mdf5yhXStc7GMfvYcafvQWfLS38+U9o9UkY7Vz5Om/75Wur30Gxk3rKOsWLVM9hw4KAcOH5EDh48fJZMIRazpe4sWJfoNlRQQ5mJUSyprDXwSXcjrJ5t8lO4ofjZ95TGuz+pT9lIWzxGlM1e+vivdt/ZLSv19+H1ff9T6Og96YO9OWbdwnIxv+xfpVecS6V3rFOlTM1+G1c2T4XXL+cjYJZUACH3jn+pzJRu3b9z8vZtdxjGAkA+xX3heAIV4ZB7894MOFAGW0h4jjLiv1wAIAAJxggvfO16uhMSQZ5971iWrkCzCsTRABlAzftx4V3vQeSDRaT9GpzXuGe2YfWTIxe35qDhPF7GD1P0jKYJ98qFsDJ6rxLrMnpm3adMm59XjWTHseMoAPkX0mXlRYxS6Xr58uTuCbdmqpdMFyKQWIPcSF5kX9S79d+b3o95VSM7sG1BHfCQxgGPHjJEmLzVx3zXe5+uvv97d5cxRMr8vytSsWb3mODA8esyFE+CdBTyT2f3Ciy+4+o2AQmJMCS0AEJJYArjmPQIOg89t9uTeSSllGVtjDjCbOGmSvLdwYSLjqqU+KOeE15Q4QOsBtG2AIGARMF2rdm15e+pUBzwrPYIfLIBnfy+5tonv27R1q4yZMFGeeeFFueO3f5Cvfu1L8t2vXy31/3a1dK13uTT66yel+f3nSO+6VaRPvbOkyd/Pldf+dZ68Vv2L0qnJP+TdGSNl46b1crDgsAsrWEyG/NChsmHL1kS/2dIGhFFG1Te+fl+NrvL9PvwQT+VD1Jf3+3aOP6Z9pVaWtuXbti+n/SQyKuvrt3zb9nXSV562fWrnl7StupPq0b2pfFTf56t8rtTX4/dVH3z7UX6IqtyWNfNlfOd/Sf9GV8qIBqfKwJp5Mqh2eXsIv3WjbAgBQmMslyxe4gwtx8vctUumKPUI8eTgKSRRgCzOx2rWdMeo2TwxgDpixThC1ILKxCpi1DHmxHvxwZi/0eYNF/929IhJWFEAEwVIzN7T4McHKarD54fmptZhD3jy8IRSB5HjSZJbhg0b5p4nvVaUjpQeHyQDCInx412QGIHHEWBDUkYinYH1yFAmwYTsbBIu2CfgHWANEPf3kHM/sGZ6rwnfKc/NHwRa1PvRao+63xQxhVdddZVLiLjyyqtcFvn48eOF+EiKSnNUz5EzdR85Jua4mDhWQCDgnN8QoQUklnBrSqc3O2W/2zn1PKXtIcTA42kh49gll0QE8SNHGZh35s519egoEWPBn20TI0itOjyq9/3znzJs+HBXz64SCH50gGAIOAIO31u0RFq1aSO/+d3v5Etf/pLc9YsvSfW7r5PWD39S+tU/Szo+cqY8dufZ0uQfZ0uL+8+WJn8/R16p9gXp8UY9eW/uVNm6dZMLXZk15x3ZX3D4pAJCa2xtO2RUS8pTo1xSPSdzfi7vJO75dCykL8TTZ9R52k9K43SiI2o8im/XTSJj5ZO0rU7bjpqLTBK50PzN76+U2UOfkuHPfVaG1P+EdHs4Ty4+pzyPjL91ozuuLQIIjMHn2G7kyJEu+5XyM/qhWDVZxySZ/O53v3PHusQSUl/OgQMPGAAEAQGAFcBP9x7d3ZEf9erw5hAryPEmR3xkD69auaoocDH7ittzGpyovLeXIuNWLiCrR5UrV650V+UBSIjPI7nFJUJEZceq3hBNrcM72bJ1iwB6AJnE1eF1Je4u9B4jeWYN3vWWTVtcWZe+ffu6WEzA+4svvFg0ls7Mi3wv2WQC7yxDV8w475bfDMfIrVu3dsCVWoxc4XfNNddI1apVnbcM7yk3olB8G68fR8TuqPiJBu73AwAk85wsY+oOAoB/cOsPHJDkHWfsJ+J5ygIQUr6jT9++rgQN9eZCxpzEAeIF+e2ffvrpQTAIECSOkBtGfnX7r2XIsKHHi0pnKyFSOR5856Hv4cPC27t/v8ycNdudrnznOzfKX37xOWn24BVS406STc6RN/57hrxZrYq0fOBMeeW+s6XpvedIvbsvlU5tnpK+fXq4+5GT/oGRq4fQN6ChvhrP4hpa5ueq15fXPYSo3Zdtq6zVFRpXOUutnG1bGW1nG1e5XGicTsb8Ty66rWy2dZANyfg83Y/VrW0dU6o6rQ5tK9W5Sn2+9pWqnKWM2Q9jVl7HdA79A/v3yfJ3hsmAZ74hA+qeJpeclx/89986BbQtgf/yfJ4KZ6McR92YDRDimCs8JsuWLHOlO/ASkh1KxjHAEPDChxpzHPESs0VdOIy8NcDoIKlh4sSJ7t7hVq1auaQHagiSUYsHi0vf/3X/v2Ti+AmyZ9fuzHg3AEXUxzfuMeDD7imjrbp9Xak+XjVq2JGp2rZtW+fBA3AMHzY8fCNJ1B4CfAWEY8eNdd4w3ucD/3qgaKkY9hK1zwCfLGWAN7USqdMH4CYms2ePnse/H7sXf77f17Uj3k96X1ZnlKzlp9bh98IfHhSOfq3Faw7MUX6HW1uuvfZaBwwBhwBFwhUoJ4N3kA+ZxWQS4x0EEOJdxWPN8776yqty+NDhjN9ixvdu93JMXDwrnkbq/EX9/3PHnXcKCRtJwQOB+WvXrZO3unRxnjw7D6PL9WBdunVz/19VqVIlGC8IGKSe4C0/+IEMHDzYZX9ydV1So23XrGx/+D2J7ndFdvKuXS7LfeTIYVK/ziPyl199Xd6qdZkMaXCWdKleRRrddZY0/OPZ0vqBT8jzfzlDmt1/oTR5+GsyvP8bsnPPTjlcmP1d5QoI1RiGqBpPpXEyoTF4IaMbJRvi27VVl9IoeX/c6gjtSfX485TvU9WnNDRux2zbl/X7yFp5bfuUeZanbZ8f0p+E58toP7SOjkF1HGo/VkbbKhvVt/pURqnO1TWUr3N03PJDbZVTPWQgHzywVzasfEcGNvmFXHLhGZG2x7dJPvajX3qAUEGApRjMoyI7t++Udu3aOS8hCSYAQj4ARLyExL1xzIsxprTIju070t49YuGmT5suHdp3cGNkv+LtwYDfcecd7tgZbxt3AVNuhqPSdKxgav0iRtwCD3+/OidKRuUVDGhf5bWfGges7Nm7V5YsWeKKULN3npUjbvuc6T3qfKW6jlJdJ9UHEHJkzPV3eLY4jq/2SLWiMYmqT6nV5/NS5Xso3gyIHT1mtPOo4cnFg8Z7LrJf9KmeXKid57f9Pdq+bfP3A1cB7j/g4jGHDR8m/33ov+53pXGFV1xxhfMaUlMQ76CCQbypZCzzBwm/P9rEH/7p7j+5W2vSvyV9Jl0XCs/0Dx045I6eSxMQAsCIJezWrZu7zk7vmqW+IHcIP/vcc/KFG24QwKD/P3xeCgj+6Mc/ltdbtnRHyjv37BGMcCWwyw5WKt/RUWRZ9/EAACAASURBVPdb4Tezas1qmTlzikwe1UWGtr1f2tf6nDz9lwuk0d1nS9fqVeT5e6pIk7+fIU3vO09eq/Y/MvTNR+VAwaGsv7PiAsITBvGEIVfj6htSNaJR47687es62Xh23G+rDrsPldEx7UOVZ6nlW1nbVnnL0zZj2rZU+XFzrbxtx81RvcjHySUZt2tma9t1VVZ52fah8lCdY3ml1c6mO25cn8HK0D50cJ9sWbdQrrrysqJ2IC98jFzqgJBAfjJ800BAjaNnKKkNuGL5CvnBLT9wpWfw3igw5CYTQCGGGm8fcXBTp0xx9/xSHgRDCHgCSFHIGgPO0RgeQbxsZJRyFEhWbZFYwYDRdgbc21+2/afnhECBPrOlKf2AiUOHDsn7Gza4MickZuDN5DmnTZ124r3Z/Wg7ai0dT60HICT7Fs8qsW+U9alRvcaJEj66L50X0qtjVvaouMxaPITLli1zgFsztzt27HjCS2jnxum2Y9r25+r6loZk/XHtp4AhfxTgLXw9VfSbkjR4B/nNcaxO3CC/M7yAZCnz2wPsqreZ43GSTDgCTgM+3YeuBbX7x0NYRoCQZBEyjvv17+8yRMk6njptmtSpW1euvvrqIiVlSBg588wz3VVz9R9/3N1QUtrX4FWCpY8eoAS8Eau6dvVimTe1jwxvd5/0f+ZrMuDx8+XJu8+WRn86R5rfd4Z0rHmlvN2nvhw6Eg5xsL+dkgBCNdxqJLWvhlv5vvEMjWeTjZqj/GxU9Vs55en+bN+2dU6Ip2NQHbc8bTMWaod4VlbHleoaluqYpdl0+LJx8sjqetq28+Pa/jzt2/W0banKqW7t+zI6npTq/Dh5XUtldI7yLVUZKHxCpYo4BsoFEKqhjDCcGGmC9zHOAEI+FKpWT6F6CQnqx2BTFgSjDOjDYBPgj6EmGYU24AQQxC0dQaOt+7BU95iN2jm0rbzt27aVSbUdWNu21SU+AGwBbByP4+UkwSENRFWPUtXl9wN81iDLmHfBcSXv8bGaj2XuWedB0enr9fspebybxGySuAHAata8mfztb/e4+Ec8ngD9tK4IHRnvLm4f/nztQ+3H6tDnsTQ1Dhhn79SlJFaQItscCRNzineQ3xYgkBtP+A3yveAZJA4V/rix4+Lfob+mZhmX8pGxGk+SSvoPHCgzZs6UIUOHuqvJeB5iBjkS5h8BLSHzP9dfL/+8/34ZPXasK0FTeTT80QNv+rspK1pQeER2bVstS6d3luEt/lea/eezUvd3F0r7/54pw5reLBuWT8nqHWRvxQWE1hCqMVSqBtTvW0OaS9vqUd3+fGTsR+XsXNu28y3f1xHS48/VOcoP9XXMUpWDKl/bdsy2VQ7q8+P6jOkcq8PnWR3aVnnVoX2da+W0nU02Ts7q1zV8nvatHtsOjVsebSuvbZXRcUujxuzccgWEePfSHsKUIQ4ChKPHbxDhKjk8MnhqvvSlLzlQiDFGDxnIjFFAGoNMsgmeQ7JGOfZDHpk//flP0qFjR3dHsTvO03UDBjq4FyuvcxRw2DHLs+24OTqWoiSMUDePQs9k6wI28ELNmD7jBJCya3rzM4AQe9BxbR87XpCb7GUygonBJMu4dq1a2cGMXdd/PjMGKKQO3/IVK9xtIXhp+Y54Ho68bZ2/9H7N/AxAaPYdy9f9+DRKL/yA7kISTjZtdqWP8CS/2uJVt28AIV5njonxHFKiRW/QgZLctHevuTVGdet+/PVSfJdUUkaAEMO5bMUKqV6zpjz//POu7A6ldwC0gEKOjMmupuAwSSiVMYKVILCswKDq5Q+NTVu3SK8enWVq/6dk4As3yeCnrpG3uz0ge3bnWHbm7LOyejYIC1Lj51NrLNWIqkyo7/OsrNUV4isPGqdHx60+27Z6bNvKaNvqUlk75o/rGNSOhfj+uPah2vbn2TFfRvsqo32rQ/elY5baebm0Vb+dozy7Xty4ylsZbfs6fFnbt21/vj9GH5kQ3x/Tvsqrbu1XHECoRjNktFNHeQcPHnRxWgBADBm3TOAlxCgDDAF8HHniCcTTRUIAWaJ8vvilL7kYOcAPXrEMQOEbaN2Dvydr0HWO8nxZ1ZErTenhC9q+fZu8884cad++vSsWTckdrmDjPaTBne5D19F9KPX5ts8NLYWFsm37dle+Bq8p7w/vV6R+ne9Tf73UOKCbOE6O77l5hmLOJF1QTxLPofMSxulCr+pWirxth/pWpy+rYz6ffurDvg8cOOD2SOFvYlPJ7gYY4iUkBpXfGzULyXgHrP/2t791R8pLlywt+vvSPeqaupbZS1kdGasBPnL0qLRq3Vpefvll5xWmiDhJStw5TJxgz969KzOHK7OiE3nm9DdVEkrCE3UHhwwdIgUcJ+9YL2veHSjbN5I0VZhoH2kPYUJAGGU0fb41lLatctaw2nFth8ZDc1VOaWi+ztMxn+pcS/05OhY1N8SPmqOy2cZVTmncnkK6rLxtq74QjdKjslaPL2vHkNdxpVaHtpPSJDrs+r687ifE1z2ExixP20p1ntVdcQGhbzBT98hytMkRMB4/gCAUDyDHXwANjDSZsmS0cqxMMgDHxIMGDZJtW7c5MFjEM6hGOUTVgEeNxY2H5iTgHQdRe5wXh6NvAAggF+/g4kWLT8T32bW1DbVtu57yDY8fx4b3NzgvmAJC4uSKAGadE9CRAR5VzlC8hNR95JiYOn54Bzm2f+7559yVg5FrGR1lJqPPAzUfMrspsE1SDAk33M/M9wAgxDv40MMPud8b3wlxqXwAub179T5RF1J18xyqW5/JjqV4ZVF2xjfYa9atkwZPPOGStIjvBPy3bdfOGeZdlQkjiUCI/04r+8Xzpq5ctUp69e4tW7Ztk8OFhVJwpEAOHtovhw5nTybRd34CEJ6ds4eQf/v8jzWSxW2rwfV1Kz+bXp2ncn5f+UpD43Yt29Y5Sv2xOF2+rOpIQpPODcnpnkJj/toq6/O1HzeeRL/qgZaVvNXrt21f9wIvxI/bY0geXvkCwm8EjozVYCpVQ5oyoCRAPNnoSVd2BjDIkTCeQuLrSLjgOJnSNCSOABy53g0QsnXL1miQo2tFUWu8bTtKPhs/iw68ZlydxvVvFEDmSjRiJwGH7kq5bPoZZ40s6wCyAD7r1q1zgJDyKdTO41g3A4Al0JNtLY6/8ZxxrV3PXj2dp5fva9So0ScAVJLnKm0Z/9lSdzJv2rjRHdcDYrmZhPqDTz/9tAODZGMTb0ntQd4ZdSy51Yb4VQqpZ/zBEdCf8W7N85wMQEgsITGEDz/yiLRr317GT5zoDDKFhdXIVtLiAZzK95b8vZHYNGHiRJnzzjslylpPA8KzcjsyDhlRayRtWw1viEbJWf3ajpKNMtw6z64bp8PKqc6QDh1TanVqW6mv0/az6bayobX88ai+v46/N+0rVT2hPjyfHyUPX+WVqqxPddxSXybUR97nR+nIRdbXqf2QDsaUX36A8PSPyzfjACGG1DemxLwVFrqsYOK3uDYLLyGAEMBE1jLxXJSjIQkAL2GbN9rIqtWr3DHrsWO4Gb0kjyR9uw/bTjIXmdAcn5fqAyZIZujfv780b97cgQ1uY8GTAxjG25boGdDnrxHYL9cDUvB66NChaeAZBITZdGUZZ98AT46OuQsYoEusZ9269WTFipUnnimLnoxnz0U28OwZulLj7JOi3MRuau1HClYTN0iyErUrKZ0DEMSjSp82cZFT3p6S7Mq/iH2fDEAIaKHcTO8+fWTkqFHuqK4SyCQHMpXvquTviuPheQsWyJixY6Wk2eslAYRqJJWqIbYG0m+rrFI1pNpX6vP9vsopDY3DC/F1TklolN4ofmitXGSZn1Q+m5w/7vd1rz5f+0pVTqnylSofCi/EVxkdV6r84tK4taxOXS8XeTvfb1dMQIjBtB/PmHPlGFeCAQA1aQRgeN111zlASFwhwf3U66PcDJmiO3bskKNHI8BUhIF2gMEf0315e8oAF76Mr4O5AR5gEIDG8Sp1F2vXqe2ypP/4xz+4K+uyXcsXu4fQflPJOkuXLnVeMIAOcYrpI2Pdoz6P9kO6Ip7J7gkv4epVqxwA5fYZklj+es9f3XF+OpZQ11AatVZoPd1n1JwsOnn/gLLlK5a774B7o998801p3LixPP74485zircWAIh3EM8goJDyM/Xr1ReKcaef11/L9m3b7PVkAUKC+VeuXi1vde0qO3btKpGHphIglRwgfdTe4cbNm4/fnrNyZVavdEHhUUl/AvGdpQkIMY5JDasa0pB8iKfyudI4XYzFjee6VpS8rqE0Si4bP9f5SeWRSyobtcds87ONo7e0ZKL2GMVn3dJau5wB4TeOZxkbo5g2qGrwI4znsqXLnDHm2JjAfryECg5pE0dIkP+9997rYtW4A5iX5vRH6Cyydty+so2xhn5CsoE94J0C7M6dN8+VOsELiufpueeePQFm43TqOgHd6WezYx4gBKBRmDq27EySNVQmQPfu2SPLli118XmUoSHrG+8bcYzpPQbm5TRmnzEHXRyfk1W8YsUKWb9+vbz99tvuGkPCDvAEciSs8YLEEOK1JbmE7PapU6Zm1h3MYV19NgcIyyjL2AcdxAvOnDXLeWm4aswfr+xXAr3S/g3whwihCYMGD5b3Fi4ULZIetw5zDh0plAOHj8iBI4VyyLuPu7iAMMq4JjHsxTXAarSVJlkrbp+5jNk17bo+P0oncr6s34+aq3yVV6p8aIhXmuNWV5L1cpFn77p/bWvf11OWfV072xpxcuUGCCl1gScvo+yMgp04g54aw3hz/Kh1CfEQAgjJPiaOkExkik8DqvDmkCW6a9fuE6BD11LD7feVD7X7iWpbOavLyludXlu9U3gH8Z4BkjhSBYQAUBQ0ZOzF6rDr+G3dT4BfUFDg9BMnhzeVenoUXU6vZ9eIa1vdMXJcEUdcHs9EjKSLv/vzn1y2Kz/kNIhOok+fK2a9XJ5j8+YtsmjRYpfoQqkc4ga5mg4wiGeQ7wLKB28qN5MQqwqAdpnruueofel4xH5PlofQGWCy2HfscCWYNm7aJFH3HMcZ68qxStCYy2+AaxLnL1gg/QcMOJ5IEvD4xenDU3iwjAChGnCl/FtkDafylad9Nb62rzI6FtIVkrHytq2yuoZSK6NtldU+VHlK7Zhtq16ldkz1+DyfHzXXyoVkkvJ0fStv2zquNG5MZSxF3v8wbvVo21KdY3XZtsqqLpVX6vN1rj9P+SFqZe24rhE1rrKMVyxAaA2lGlWldizVpo5ds2bNXMkZMo0BhHgMyS6mFAhgEYNNBjLXjQ0bNsyVOQF8ZQCFkKFWnlK7fojnjyOTTc7M4csgRpCs1g4dO8g/7/+nEDvYvXt3d+NHxn7NvCBf11Wq8n4/VYeQ4tzTp093QJCj9iKAkHl2rm3H6A7tDS8oRcZJmqEMDTX78LLxvHPnzsusS6i6oaE17bjfzlGeu67xWqxZs0Y4QqfUD8fEGiPIbwhvMx5CPIMkMQHY4WcAdn8f2k+wn5MKCI8eFcp+rN+wwR0dc4wXZ4wrxyrBX0l+A3jyyCZ+s3Nn4bfGb68k+gpSYLIsPITWQGq7rGkSYx0nEzeWy96Lq6e48+zeSkOH1VeSNnvJZT+5yifdm6/X7yfVk1SuXAEhtQMzPIRqPKEY0CxGlLiz1atWuxgu4gnVSwgotMWqifHCsFNHjmvq8FJlgJXQOiGe3V+u7Rh9ANR9+/a52Do8dSQvkCENIFmzek3mXrOtyzoxa2U8dwoQbtmyxQHCWrVqyU9+8pMTgFD1ZNOpcnZvlue1Cw8XugQTyrrwvABQPLmAezyWRQC71Zu0bdfMMgdvM0kkxAxSrLlfv35uT8RS4gnEMwjwAwzSx6sJiAUQ9urZK1zXMsua/vdA/2QDQgwyBnX6jBny9pQpsnXHjhIZ6ZIY+Mq5H27AuWnLFhkwaJBLJklyVJz091ARAGEuwCGpYY6Ti1svbiybTgUbSq18cfRmm+OPh9YN7cGfZ2X8di6ydm5x56FDn6MkOnQvvg7VreMh6s8Jyfg81VuxAaE1qiEDT4mQgiPuJo+f/vR/XRwhnkKOjSk9g5cQgEMsITUKATwU5cULlJGgobqV2nXj2knls8gBbLk+juzbN9q+4eoNkhBD7URAQho8ZNGTlovbszfGDwFAOHHiRFe42wHC+qkj45Ksx1z7MesC+ABhFKXl2J8afwAsnnnhewszvxszL+vz2f3adowOPJYkHBEzSLY1dS4B5HgAORq+77773G8HqmCQEASuqaOeIvOy7itm/fRcvbru4YfkggsuiKypdsedd8qSZRTuLT0AQWIJx3jz5s+XfQcOlKru0txnpa7S+85P5rvcvmuXi1cdN358qWe1lyUg9I1mVN8a4Li2P2b7UbpD/OLOQxdz/fk+T/tWzrZDe/J5qsPnx/Xj1iiOPtbydYb6cbzirKtzlMY9c2iPKm/3pW1fp/LtHJ+nY0loxQWE1ogqsFCeNfYkRhw+4oL/v/3tb7si1XgK9a5jjo1vvfXW9F20eH26dOkiGzdsFDxVaYMc0q28XKndX9zc1A0slJkhro5bSEhgII6vabOmyRMtkq4X2Auxbw4QTjgOCCniDSAq8l4CczNkct3DUXFH5IDz8ePHuyN9jvefe+ZZV0C82F7CHPahJWbwDALsuBqRa90AfngDAal4l/ljAhBI7UGOi13Nwfv+KXNmz8n9Pel7DOyzPDyECgyWr1wpw4YPFwpXUxZE+ZX0gwnCKsr3RtzgO3PnukSSbWXggS5tQGiNqRpfn2cNqx2zfNr+WLa+nY+sL6/jxeWrztB85SnV/WtfqfJ1L1EU+dCcEC+kw5fz9dk5vqwdi2onnWPlonQpX/cYoiqTlNp1rT7m2zHVZ2V0XHlWJtRWHrTiAUIMZcBYZgMfK1esdEabjOPPfvazzluoySUcH5N1zDGsHh/37dP3+F26fjwhBjtufTsWtVcrE6UvJXO4oMAdnwKKqDvoMot/+xvnKYsFRf4aCjSUZhtPyQEI8U5OmDDBHauTMctNHBnvO0ed6bm6B6i2VRdFsY8ckRUrV7hi1V27dpW//vWv8v3vf0+mT5ue6Rk1c9K643i6llJfFiBeeEwO7D8ga1avds/PNXp4jwF9eAYBg+yHD8kj8Dkq5vgYzzOJPxneW3+NYvTLExACIN6dO1d69OolO3fvrgSEpeiBrSjg7GTvgwzhVWvWyOAhQ4Q/OMpi/dIGhNY4alsNrO37PB0rKU2qN6mc3U9x5tj5Zd22+7PtXNYt7jzWyHVurvJRzxGnJ24sSl9x+LpOxQOEGNIoQ65GlnFPhiNICgPfeced6XqEmnFMNjPeQ7xfAC68P4/Xf1yGDR3mEhwSgQxdW6m3fnF0APg2b9nijlM6duzojil//JMfu1g6rtkrjs7Ec1L754fA/c7jxo1zoAdA2Pjpp4+v7T+j39d3EUezzME7ioduxowZrtSOxjDiOQw+C/ridOqY0oi97dmzxx1XUyybWEbiF/EeU1eQ3wdX0v35z392sYPUHeR2EvhcjfjKK6/Ils1bssc6ZtmD/3zlDQjx5nBs3KdvXzl0+HCZGPCyAAWVOiueFxMwiEew45tvurjBkiaRRH3HJQGEagQVDND3eWpc7ZjfVpkQtbKhcZ+XVB45f672VUecjMpmo0l1JJHTfemaSeaorKWqx863bWRVxs7TdtyYyij19So/RKNkQ/wQz9fpy/h95OEpX9va13Gr1x/TOSpbvoDwa15SiRpQpdaYh3g6nhoDXOBpAgB+5jOfcZ5CMo85PgYQctcsx5IYeww8d9NyQ0dGPKHqtDRubZVDJolcSh4wSKFmypv07dvXeeVIUvjD738vK5avcNnQPmDIqa/7sVT3aig/CLKbx4wZ4wouc1zNLSI5raX67Fqhti93TNxzkljEkXmPnj3kL3/5i9x+++0yaOAgd2NIxj5Up+rJlTL/mLibYJYuXSbcpUoMI0XAiS/Vo2LiBQGDeAnxFlKfkTGu2sNTCFhNF9LOdQ8h+dRzlTcgxOgST0is19Bhw2T33r2VoLDSU5jzbwAwuHvfPndPMcfFZfk7KgkgtIbSb/uG0h8vTt/q9Ocz5vP8vpVRXT6POTrmt319fl/n+VTl7Fq+bjtm23au8pXqmK/L8v121NyQXEjWrsW4lbFt1ac8lVVqx5PI+PI6R/mW6phSHfP7Pp9x+2Hc9m3bjmkbWrEAYchY5sADZOHx4c5ZgCCgkKvsaHN8jHcHDxjlXDgG5Ajwueeek1kzZ8mhQ4eiPT4pIJEBTnLYV8a8lPHnqHbDho0OiDV/pbmLU/vVr34lPbp3L5oFXcK14oAqntXNmza5ZAreCbUbmzdrlhsgTD1Tep1s78uMc3QLkKd0C15C6i+SsEFW+MKFC4u3j6j3dVTcbSIL5i9wpWW4V5mbSPgd6O0jvAOAoI0bZIyjY2IHKXB++NDhMPg3z5XxnUftx/LLManEel/wDOLZ6d23rztCpoC1Ha9sVzxvXEX6TgCDhBwQj8ofFmUdflBWgBDj+EH4qJG3Rt3u245bflQbeR2zbeVZmotu1RU3J25M11U92i8OTbJOSG/U2iF+iIdOXVtpaJ0QL1d5q0PnQnUPdty2yxUQfu2rX4u/qcQazIRtHhoPDgadG0u4zk5jCilNw00ceAnxRCkopBzNnDlzXExZkbi9OCPPmH6S7C8lq7X4WBNAAvj5xS9+4YAItRUZLwIoclknyV6QSd1Uwp29Q4YMcXX2qENILKNbnzVz0JUGhNnmWL3s4VCBO4JdtmyZ9Onbxx3bckMLtQCJ80u8h9QzRe0DEE69xZEjRrqMbjyzePzwCPJb4EOtQeJMiRXEK/jgfx5038vdd93t4gbd78PuP8uakXv3dZRT2ZkQmOA2CVefsEsXWbZ8ueytzDyuBMVJPKWFhbJj926ZNXu2y1rfs2+fHPYKSYd+byXhnQxAqIbUGs6othrfqPGS8nPZS7a1SlNXtrV0PNua2d5ftvm6ThQt6fwovT4/23Mgn8tecpH19+KvFaerYgJCNZZKswEMb5yjN7x+xKPhIQQU4iWk7iFewh//+MfOC4Xh50iQ2DGOjxcvWlw0USBqD/Dtx+4hNMfwqLUHaKXeHaVLfv/737ks6B49esSDH6MjEmgoQLH7CbVTe+fuZApTU+KGo3TeWbEAYWgNy0utF/XO9u7d62oAvjv3XXdDCF5Cvpsli5dEe26tfm377yiVQEJYwPp1610tSoBmt27d3DE9x8D8cQAQpNYgvwk8hOox5A8LwGnXLl3CQF3Xhfpr27EEbX63lLs52WVnogwyhboHDBzoEgPKKgYsau1K/gfPEwkABAz27ddPaOMtLOvvsbiAMM4oqkFFxn6U71Nfl/aV+vJJ+jpXqc7RvlL42laqskotP6pt9eg8S/15tm/ltM14SCbEY47l27bqy0aTzkkil0TG33OSvn0Gu4ZtW5nittFndfr9kF6Vr5iAUI1rNgOr40qN0T165Kj06tXL3VbC0THZxySZkHFMLCGxcsTsYfBJFiCmkKvKSDDI8BKqbqVmjTS4sbyoNvOPigMVO3fslEmTJkmLFi0c8Lj11h9IjerVhdsygkAvNdeNhfbhr2nl/TH6qfFjx44JgHDDhg0yePBgB4Q4Un+l+Svhffi6QnvRtXVMqT/X9o+KHNx/0AFCElz43vDQ/fS2n0qjJxsVP14vtReAFgWnW7z6qrz22muutAwxg3gESTIihAAASr1KwCElZvg9ABK/+93vyssvNznx3ejzKLXPEddOIF/RACHGfPa770r/gQPl/Y0by9y4lzV4qNRfdiAT8Ddt+nQHBnedxCz14gLCkFG0PDWQlhdqJ5ULzY3jWb20bZ95ft/XZce1DdW2L+/3rWzcnNBYiBfas5Wz7bi96BjycXOKI6dzlOayhp1DO25vcWOqJ4rmOjepPHJ8KiYgVOOpVA2t9qHa1rEAJTaNUiI33nhjOpYQUEiCCbUJidn74x//6LxCgEKObjt37uwAUhCY2TWi9hC3r1ScGAkUJL9ozUEKMk+aOCnzPly7Vlw7y3oK/tJg0sgDCAsOH3ZZxgBCPGQcGbd4tUU8IDQ6MvTH7dOO2fkpPsfkHA8TSzh7zmwH2vh+SDChJA8FyIt8JwE9vsz+fftk2dKl7pi4bdu2zhMMGCRukCNhjovxCrKO/oFApjFewptuuskl2OBZ5LjZ153RT7AXJx8ll/ptVCQPIQCKQtVkHnfp2lU2b916Urw+lcCt7IBbWbxbwCDJI8NGjJAtW7e622/KYp2QzuICQjWA1vD6PO1DrVxcOySrPNUXmh83lkQ+l/lRsvBDa8GLmqPy2cZVLlfq6/X7urdc9KIjF/mka1i9ftv2/bUZ048/ZvvZdFhZbeeqt1wBIYkepXbTgwUcqTaevkULFznjrtfaAQjJOsbz88Mf/tAlURBTCCjAM0ThYUDk7Fmz3W0aGUZf14gy6lHjKXlAxeZNm2Xs2LEu8QXvFOD0xRdfdJm+aZCbTb+ukwsN6OT9cJSKV44jY8ARntM0IAzMCb4P9pGLrO7bm8P7ISkIUNi7d2/3veHNrVO3jrvaL8NzqzpCNKWXo/CpU6e6W1h69uzpQCbhAXj/AH1833pUzHehZWagP7z1h259wHs6o9jbb+S7CO0pAa8ieggxwiSWzFuwQAYMGihbt2+Xg5UlaSq9pamYwgOHDsm0GTNk+MgRzotM/GkIuJUVr7iAEIMZZ2DVoJY2TWKgdc3i7C+k39fj96PWC+lS2Ww0ao1s85KO6950HaVJ55eFXNwe4saS7iVKRxQfvYzZcdsOrVtxAWGc8Y0b8wwv9xZPnjTZHQsSR8g9x4BCrrYDFHKTCV4xjgrxCpFNSuxawycayttvvy0HDhzIPEK2+tlHDnvZs3uPzJ49W9q0aeOAyE3/7ybnpZw8eXIy72AOayUBKw4QM51SsAAAIABJREFUFhS4m0rwEHKECiBs2bLlcW9Yaa6XQBf7wUsICOPWEDKO+W5+9KMfyaSJE12ZnqzPdVTcu9y0cZMDgsOGDXPxgtxAggcYz6AWnwYA830DBjV2kExiCpjf9ce7XIHsfXv3nfAMJniGrPuzvx+vXVEBoQOFe/fIjFmznBeIe2lPtuEvK0BRqbeY3khKy+zdK7PnzHGFp8vrN1FcQJjNMIaMZRKeb4DtnLgxK6ftkuzRzrVtdPv9kq4X0hfi6TqlQdFv17DtOP1J5YqjozR0l/a6/p78vr9euQJCPHXF9hBa42zbnpHFQDtQOHmyK0yNV/LLX/6y+2g8IaVWiCEDCAAOAEYc3dWuXVumTZ/milcHvVOsq5/AuhYcENO4fNlyd1TMkSVrkuTCPb7pItRZnsPqK9L295FAF89EDCF3+ZJlDED6+c9+5vbk9CfQUWQfWd5DpLxZa+3atQ4U4iXku+BmkH/ed5+sXbNWeI8ZOsw8BbjERHKTCM/UoWMHV/CaJBG8goBBjorRCxgkZEBjB/mjgKNjfgcTJkw84RnUZ2Its156H1G8OH5grCIDQoAThavfnjpV+vXvL5s2b64EhUkybz+EMlpaZv5777nfwrZy9BqXBiDESFpDadu+wfRl7XjcGHKh8bi1rG7bzmVOLrL+GnautpVa2VzaJZ2va1k9tG1fZUJUZaPk4/h2zLb9deLGfFntMyfJPJWzsrat+pTaMdvWcZ+WPyBct/6EkQ0YybTRVaNcTEoR6Anjx8t3vvtdl1gCGARoUIaGrGOOj7/3ve85j90/7v2H8xICIgBv1MdjPjXzgoAgwZ64GYMi2NwTjBcK7yQZrmtWmxs5SvP5VRdU294+jwOow7J9+/Z02RmAKqVwSuu9x+qJ2BfvmuQePLS8L2L5yBQf0H/AiZtlvLnEIAL8V69aLUOHDZVevXs5TydHxHh+SVJJl5J58EHnoSWZhO8AUAg45I8Cvpsxo8ccf2f67iz13mHs8/my3p4z5moM4SMVJ8s45D07cvSoTJ02TYaPGCEbN2+uPD7+EAK+0PeuPMAgGcT8YdCrd28hgQSejp9sWlxA6BtC7YeMpuXR1g9z7JjqKAm1ulVPaA3lKVXZKKp6k8jHyeYy3+5F5yllLG4dOzdb2+r0ZZOOxcnpXq3ubPIllQ3phxfi6/7smLaV+vsJ8ZGpWIDQN6DaV4Mc1YevMkpVNkUBP/v37pcBAwa4JBNqEgLKiOEDHFKOhg/AEGCAt4hjRDyFjz/+uIwePVoojZKxjl3DGnvbBkMWHnV1DrkBhMQNQCjH1t27dReOkTOAgdVp255ON0ef1R9Tvs63fZXF0ZaKIeT6PN4Le6MeIok1ifak+n2qa1i+7kHHtG9laKf2hTdw5owZbi9cOfjpT3/agbWF75li1UYXGdocx1NbsFPnTq68DEf/fI98eDb1DhI3CBgkmYd4QcAg2dWAYe64plh3Ts8f8yxZvyfz/M5DWMEBIQaf4tWz5syR3n36yJq1a8sNDJxs8FG53lFXk5LkkQGDBsme/fvLFQy63+KRI9Kzd28566yzJC8vL/ZDHLEaT2sgs7Wt8aStn6h5Vj5OJolc1HyfH9pTLvqtbEgX61mZUN/nqR47z7b1GXyeztPxbNSf78v741F9n+/rsf2QrOVpG2rbVoffVlmVD437vLi+6lGqsnYdbTNGu2ICQjX0xljmZKAj5gHM9u7ZK926dkuDMmIJAYUARLKR8UYRs0aiiZakeeyxx1wSCHUCN23cfCKmMME+WZPkhrfeessdVQI4WRPdW7ZsyZ69GvEsse8jtK8AaFFAyD4AUgBgYgjTgDCkx+4n2ziyUTKB/dhnIpZQvYQAueuvv96VDmrdqrXs2pUqz5MCj9u2bZMJEyc6r+Drr7/uajsCAPH28eFdc0TMUTFtwCChAQBF2oBBjoqJN9y9c/eJPft7jHoW+06i2r6uwLsBEHJNXkWpQxgHgPASLV62TLp26ybvLV5c6Sn8kHsK8cRt37XT3XM9Zdo0d8VheXoG9bdZEg+hbyjVYMZRa0BVzurRtlKVgYbm6rgvb/uhtuWpjijqy9L3eVFzs/FVl+rTPvNsW/tKo8ayrafzk8iFZPx1rUzUGHwrR9vy/HnZ+lG6/HkqF8XXfTCussWhOh9aMQFhlFEtJf7WLVvdsSiZpDd84QYHCPHYcQcyoBBPIaCQMiSAJIAER49PPvmkvPHGG+6WC4Cli2fLAhIw8sSzNWjQwBWfJrEFz+T4ceNz90Tl+vz+3rw+gJAr+xQQ4i0jiQPwasFZZDsK5HjrBOfr3AhZgDSJISSXUDuQ7+bKK690HkyOkhnnaHnevHkyesxot+dmzZq5uE+OiPH+Afbw/uERBBDC12xinhUZwCC8UaNGuWvt0h5gBWyh/YV42b6bBHM+SIAQg8x9tSvXrHH3HpNw4q65K8fjQwUJlbSYiSIRoHbfwYOuOHmffn1drcHtu3aV+Q0kSb/DkgBCa1DjjK7KWVocwxs1Rw1y1Hhx+VHPFMXPdR3VU1b7j9qPrhsa9/fi95mjPKUhPcpTGaXKt3q0jYwvF+JZHXFzrVwSPVZe2zrP35c/rv2KAQizGdMyGN+8cbN07tRZ/vd/f+a8gySbkIFMooeCQmILtSQN8YRkqdatW9fdfzxo8CCXDBJXn86Vmdm82dW+I06NNSiQ/d///id8TV6S50wALBwAQ87K+v1j4mIiDx48KJs2bXJlXoin43i2W7fuyQCh3W9AfxAIMkdllVo9pk2G94IFC4SjHr4Hbp3h/ZHss3jJYneMT8Y2QJA7qckgxiNIkgi3iwD0APQAQjyDjAESoYQF/OLnv3BAccKECc5znN4v+9J9mv0UGQ+NhXiqLzRmeB80QIjRJtFk3fr1MnDQIJk+c6arVYiRTmrQK+VKF7yV9vvkKrpFS5Y4zyCgnz8CSnuNkugrLUCIQVTjqcbR0iiDamWStn1dfj+pHpWLmg8/akznWpqLLPPi9Oeqy+4jqq0649b15+qcKH7UOPJ2nZCc5WlbqV3P8mxbZUI8HSsNin79+Pp8fvkCwi9/xV0nlja0xjgm4iU0tGldCkBS88iuJXYObyAJJhzlkvms8YUkmXDES4FkPEoUrwZ0AEjq1asnAwcNdHfwUsvPreHth8LY6AeEcCx9zTXXuILYFFpO76ksntnbR8ZaZgwPIYkYW7ZukS5dujiPKFfXZb1Cjz0bPRn6kzwPc+0nYg6FszkeHjFihDRu3Nh5bq+++mrnYW3wRANXT5Dvgg/fDaAb4AgYBBTynQEI9WgYgMh3ARj8+c9+Lvfde5/MnTs3+kq6XJ8xV3n73Kmkkg/KkbE14hwdbt2xQ4aPHOmSTShgXVmWpmIDPfv9hdoAre07dzqQT1b5kqVLT2rB6dCeQrziAkI1wkqtobQ827Yytp2LDLJJ5K3+UNvqsO2QbBTPn6d9qLaj5sJXOZ/qmM5VXUqVX1yq6+UyP9vaOq7U6g7xGFc+VNvKt33L8/l2Hdv2depY1HyVL8k4a5Q7IHyfLGNrGGknNawqB9W2rytLnzpzY8aMcaCQo2LAIF5CACJFkbnRBFBIbB1HjGSqcnyMp5BkEzJyly5d6kqUALD0WfAOcpzJkSV6SYq49tprXSwiniCVKzbN9rzZxlPJLhx9k2XcqVMnB6LwilLuJWNf/vv1dfvjWd55Ggz637Wvl5JBBw86LyEZ2rxLjva5ipDEHLx+HOfD57sBCBILCOW4Xz2CAEWAIR5QACF/AHCEn5Hhbfdsnyewp4x3Y+eVsP1B9BBaI03B6nETJki3Hj1k/YYNlXGFEUew9p1VxDYgi1Iy/QcMcAB/x86dFcoraN9ZcQGhGtgQjTKqVjZORseg9qPzdVz7IWplQjqYY2VUR4inY0lo1Fr+3Lh1QmMhHjp1PdWvcj7V8RBVWTsW4uk4Y/pRHjRujj8eJxvSbdfRtq/DzvPHdE6I6rzQHDsWGkef5ZcrIKQeINeCZTWwapStoS6h8dU1KSWDl2z+/PnOE0h8HwAOjx7tm2++2RWvBhwClvAuEY+mnkKABXcgjxwxUvAIEtuGbm7caPTUUw5YEjd46aWXOtAyf978E0kpoWfQZw2NlTKPve7bt0927twpHTt2dDGOgCVuLdH3k4gm2bORscC5iH4jB3AkxnHNmjXSu1cvd4MMoA7Axy0jAEKAICCQ7GiyhKF8R4BA9Qwio22AftOmTd3tLOnjfrumfcc+X/tQbat8tn6UHPzU3A86IMRQ7z90SJYsWybt2reXmbNmCfFn1oBXtiu255Dv771Fi6Rtu3by3qKF7urCgsKKGwJQEkBoDaE1tGpElRclp+OW+nP9MdvP1lZdSrPJh8Z170pDMj7Pl9W+0pA8Y/qJGs/G1/lKffmoPvI6ZtvKy0btHNtmnvaVWl0+z+9b2Wxtf67fz7aXKP3oCemy8lamYgDCJMYUGV8uzsjqmKW+jpQ+AArHvpQ04eo6vE8KBMk6BiDywVsI6MD7hKeQkjTUKcRT+Owzz0rr1q1d6ROyisnaBUDecMMNLhniiiuuEO7SxSOXBkH+fuxe/XbUs/tycX1PhwJCPITNmzd3zw3w5dYS965VXim6bduupXyotv3xFD8NCH1ZM6/gYIErWj5p0iQXQ8gRfePGTzuP4D333JP2Zur3xHeDFxewCGjkA1BUjyHf260/uNUdjVO4Ol1aRtdUap/R8uyzhNpW1rZzkHWAsNoHI8s4DtjtPXDAeQgnTZ7sChdv2LSp0ltYwb2FeHepK0mm/cjRo2X12rWyd/9+OXy0/GoMxv3GdKwkgNAaxeK2sxlb1WuNrvKUxo2pTFIap0vHoKrPtpUXRXV+aDxuLCQPz187mw5f3tebbVzXtOvYto77ekP9JGuF5vm80tLj67X9bGvoOLRiAELfaIYMaoin8+LGVAYaJZfi4zHi+BePH54mgCFJFlxvByAEHOrxMcCD0iaagVynTh0HDPE+EY9HTBtJKsQNXnjhhc77NvfdufHeQbvXXNpRz6U6dFxpig8gpLYit8VwTRzH5TwrRiHyXTHX05MGuLpeMSlAEaC2Y/sOd0zMUX6/fv2kzRttXJwg5We0hiAxgsR4kmRCHUnAN+BPj46J+/zlL3/pADxAERBJjUHiRovcdlLM/ZbWc6ueDwsgxFgDMIhB42qzIUOHyvwFC1ypEjXklbTieAp37t4t3DpCfUG+r41btnxgAHxJAKEaQms8S9qO0glfP1Fr6LhSXw6+zytp3+qMWteuYeV9ftSYlatI7aj9ZnsPOh41/4PwjLpH/1kqBiBUgGEpbe2fRIMNKNm4YaP06dPHHTtSloRSLHjO9DgZoMjRKgCE+DVACteiUa+QBAe8hvA5niRusGrVqtLlrS4nrqjL9jy5PndI3vJo68es7QDhnj2ycOFCdwQOgAVkUSYn9t1b3UafAptE1OgAoHFsj6dy2bJlMmHiBJeM07VbV3mj7RvS+JnGrqg0ZWM0SxjvLOCcG0zYM+APzy1AncQSBYN4BgHneBp53kR7K+4zlXDehwkQKuCjiPXipUtlwMCBrmSJiy0sKCj3gsa6v48qJRHIZYi//77MmDlTBg0Z4o76DxYUfKCO+EsDEOZi2LPJ2nHbxgD7fTXKliITkovi27nFaVu9oXWT6MxlXi6y/tolmevr8vtWN23bj5KNk7FzksrZObm0o/TDjxpT/b5MuQNCl1RiwIEz2ApelOZiaHWO0lzmGllq3E2fPt2BPcAFwFBBIUAPjyF9wCIABKACMASoVKtWzcW44a1iHseZ7du3l2VLlwk3arisZPbHekn2aWXNHtPzfV5UX/Wkxomf5KYUwBJ7//znP+/AFZ65oG6dr1TXoe/zdCyKHhVXlBsgSF3IBfMXuHqCZDhz00jLVi3dbSMcx/NOyRjWY2BAH/cuUx6IzHCNG4SP51C9hHgNW7Vs5eoZpo+p/f3kum9/ftJ+gnf0YQSECri2bNsmFDTu2r27rFy1ytUsxIuo45X05HkMyQDfuWuXLFy8WLp17+6A+tbt2z+Q30VxAaEaSqVqIEM0Skb5Su1ceJZv+5Zv52hbx5XCt/NVLlfq69C+pSGdjFu+ysMLjamsyilVvk913OqybZVXOe1no6pDqcr7feXHUX8O/RAPHT4/pDdKxvJt2+q1fNv212EsNK48Hbf9cgeEsUkl1oj6htvvhwxzEpnQvBQPELF923apX7++O5KkJAsAUI+Q8RjincJbCJ9kBjJb8WQBWIgzpH4hcYl4DP96z1+lRYsWziPHlxAJUuyeSvgMDthZfabN+lp6h31z/Pr9798iWcviRO0pim/WBDgCRPEKbty40d1XjDe2e4/uDgi++uqrrm4jR/Acx5MMokBQPX+AbL4LPISAdT5abgYvIXw8g6NHjXaex5zBKvtN8iz2ufy2P5++z/PmfJgBIYCv4MgRF6dGwsngIUOE2MKKnLDwYQSpeGxXrl7t6goCBskgrgg3jhT3XRcXEPrG0/bVQFperu3S0KFrxuliLG5cdUB9Ob9vZcuqnct+/T3Y/dq2lYviq0zceNyYzg/R4s6zutDh6wn1LS80R3VaOeVBo/gqU66AkCPKWEDoGcw4cBMcy2KA03Ni5Dhm3LljpwwbOsyBPQUhABLAIEkN8ACFeKT4ELMGQASoAA4paE1WMh/qzOGN42gZTxxFoQ8XHE52lBmzz4xnUTmofgLvkh8B63ft2tXtmdI4eDMnT54c9hCiQ3UH9KX3EDFGjCaZ2BxRDxkyRPr17+fW5vYXiks/2ehJd9zOHcRkCf/61792IBuwR0ygJojgAQR84xkEHAL+8A7SB6S/8MILsnr16uzFv+OeJfTeVF6pPqffz4Vv1vmwA0KMPoCEG00AJR07vSkTJk2UD6p3qrggpjzmAca5d5oC4j179ZJNmzfLrr17K2RtwVzeT1kAQjWOSqOMqPKV+vJRfOQY88d1fq7U12N12zHb9tfw58TJ+nO1b3UoLyn11wv1Vb/SJLp9PTrH52tfdVuqc6Koyuq46tJ+aVNdL7SOjvlr+rJR/fIFhF9MAUI1impYlaphVapy2lcaJ68ycTTBfI5635kzR5o1beaACckmgD+OjQGGxBXShwL4KIJMPUPGSWjA28XRJx/iDfEckiRBTcMOHToINQvx1iXyGsY9Sw5jgF0AIbd9sG8SYAC3DhAmeCdJACCFpUlaoawPeklY4eaRdu3aOW/p888/Lw0bNnTvAa8qYA9gx7sEVAMK9QMgBGQDAAHdfACLyP/kttucR3bokKGSziK2z2Db+o5CPB2DhsaT8kLzQ3PNegBCwg0+CHcZ52K0Q7KUo9mwcaMrTeNuOZkxQ7bv2OEAY0i+kle8I2Xe89r1611iz8hRo2TBe++522Q+aLGCUd9/cQBhlNG0RtQ3mIxF8Szftq0+bTOuH+VFUV+X3w/NU92W+nKqR6k/HtX35bWvVOf5feVDo8ai+HautpHNRV7n6fpxc1W30tAcO1/llNq1srVVj9Js8rqXbHK+vlA/xENvxQGExjBmGGLfiPp9O6+M23jyuF+3V89eDsAAUPAMAvo4RgZU0aY+HmBGM2CRAxSS3AAwxEuIt5BaehwlMwY4fLlpUxk8aLDMmzvPgajdu3cn9x4W49kBhICnJk2auJhI7grG8zl92vRkHsvAmsQEbtu6TVYsXyFTp05174q4QDKviaN8/fXXXR1Abh7BSwowpmg0Hj4AHoBUP3j/AIN4BwF9CgLhAwx5r/A4Um7erLnMmzf/+BFxYF/ZwKsb57dVnN9X3Bw7lkX/RwkQqoEnw3XFqlUydvw4GT12jLzz7ruyecsWOXDo0Acypk2fqzwpR8D6XqdMnSoAwclTprgj+g9bXciyAoTZjG6Scd/oMgeefrLp8OdrX2nUfB1XauXg2Y8dy9a2+lRHaI6VY9z2bdvOjeJbGW0j6390TKnqU+rztW+pr1P7yPh6ouZZfqitOpWGZOJ4cfvQeVa3yitVmSha8QGhGndrWJUHjeJbmSTtLMbaAgqOPpcsWSIvvviiSyYBoABi1FuIx5BkBwpvU6pG4wtJPAH84AnDS6gJKBS6/v0f/uDk8IzhYXz66afdcersWbNdYWZAFgARwMX6zpNon922457XPCeAcP26dS7GkXuWL7vsMncEO3PmzKyAkLlHCo7IoQOHXG1FYi3fX/++zJgxQ7p16ybEAgL6qB9IjUPK8dAnSQQwTHwlx8IAO40H5B1yZI33FaAHCFSPIDz6fPAK4km8/Y7bhePl8ePGy/at27Pu2X6HwbZ5N8X+Xfnfg+1b/YHv6KMICBU47TtwwBVEJraQz/IVK5wny9XCK6zYtfD0GcqVFha66wK37dwp699/3yWKECNILUgyuzmqL9f9lVEdxpIAQjWSvgG1/SjDmYSfRE+UDPyoNUJjIV5ovq6nVGW0b6mOQZXv82xf2yFZHcuFokflVWcc9WXpWx06rtQf83WrXIiqrB1TfUp1zPZ1nlKVgVq5qL7K6Hy/b/VZHSpvx0O8cgaEXzweQ2iNJoYyZDiV58sGDGt6fhJZO9/KJ1iPa9XGjh3rPH4Aldt+elvaSwg45IPXEJCjiScAHTxeeLVI5AAgPvDvB9ztJ3jJAEUASj4AybvvutsBqFatWkmvXr1k2vRpsmrlKhfXyC0jgAiKOAPOAIoAtSJg0T6jvt9j4v5nW7lypfNQXn/99Q4Q/ujHP5IpU6Y4cIUePg78HT7i1iL7es+ePbJlyxZZsWKFUFtx9OjR0rlzZ1e/kXqGfJ588knnAaQUD2V48IriIcUbiteP94JXFQAM2OPDewFcKxjknXI8DAUY8n44isczSPII9QnJkk4/r/3+/GfO1rfft23r+1Ke9rPp8+V0vtLA/I8yIFSwQqzbvAULpG///i4D9t1581zMIYCxMiu56LExgIjbRXbv3etiBIcNHy5vdurkgOCW7dvlSBkBMf2+ypuWFBCqUQxRazxDbeZYo2vbOmZ5qsNfS/lJqdWtc5SnupUfR3VOnAxjIZ0hnurJplfn+nJ+X/X51JcL9ZUH1bbq8fvKV6pzfDnbt22dl4Ra3apDKfP9tsrrmO0rT9e1c+2YP0fHQvyKAwgxlNZIhgynL6NGN44fGrPrWB1xsoz546nSKXjHBg4cKH/7v7/JrakEEz1KJukEcKfJJxpnCPAD+OAdAwjh8QLsUDYFwAQAAvRQ/JpjVbyGlF5BjsxbgFbLli1dTN7EiRPdLSvr1q5zJVy4DQUQl/E+7TOnnoMj8AULFrh1uB+Yeom//OUv5J135rj5hw4VuKvtNm/a7BJBRo0a5W5jef6F552377nnnnMgEPrUU09JgycaOA8gSTTsGS8ggFf3DcDlXeitL/R5Tp4XkMcHQKgeQt4LIBDgzIc4wTvuvFNIQiE2kSLWDgwGni3ju9LvLeI7jHxPVq+2VYfqVD40jqfzouSOiQPcH5UYwjgggZEH/FGqBm9hy1at3HHyuvffd56uDzvIiXs3GWOFhe7O4ekzZkiXrl2lfceOsmzFCnfdHO/wg5w9nPGcMaA2V0CoRlCpNY5qWH3qy4bGlaeyUOUpVZ6VsTyVgyrf8rStYyE9oblx8joW0u3ztK9r+HN13O4rG091KY3SacdVv+rWMUv9tvZVf5QO5ReXso79qB67vuWpbIinc1TGp8yxPNWhVMd8OfgqYyn88gOEp50uX7zhi5KuQ+gbU9vXtlLfqFq+NdAqFzfuy2tf5yi1fI+HZ27f3n3O28mVdcQQAmzwDOIJAwThDQMU6oejZDyIAEdk9QMoAhRyvIw3DUDIsagmonDcDDgEdD3xxBMuIYP7lDmarVO7zv9v70x+7CquMG4Gm0FmkC2GBQoskRyJRVhAdmGVHUaBsECJ+AeCBAsisNkmEts4EiEgMZhgGw9tk2Cb0LgZjDF4aE9tDES0B2g8gA0CYxtbFf3K/TXHx3Xvu+/1iN9pqXSqzlT31a3X9b1TU/rzo4+mxx9/PLFZ46l/PJUWLlyYXnjhhfT888/n6/R6enrS2jVr8i5frqjjOj1AGQc8X3fddXmam/WMTO2yxk83sAD4mPJlKlsRQOrkSB2ifzwfdvaOYaJ7AF8AHruCAYAAYkX7BAQBfiQigQLIAEGmlImkwmN6mJ3Jn3GG3dFjZ28bce+hCMj03tql3nedPbpev8Sr82EB4exZadq0acUEIOau4KYD5s9ZD1DIjmR2IXO49cuLF+eo4fYdO9IRNqD8OHXv2B2vdmfqlzMEdw4MpJWvrsrRwE2bN6fDR47kNmHtZTcAQbXvWABCP3BqkBRfA6ioldu85NZOefQkb2ojW0/ly/JLPNUnPdVrdUs8q6+8qLcVH1ryZfWlIxsvE99Tr2frUd7btFtWHfJnqfclXcuXPjzJRa2ez5d0Sjxv17QsX1Dlra34opMKCLnnNx874wdPlS1lMLVl8hpgxW9Vll7Jto5n7Wxe9YmeSXkqlx3DTKECkAB4AEOAEQAQIMjRKCTAIYARmaZOAT8kwBKgEHDJGkMibky5EnEDKAISmYoF/CkB3uAB0ti9TBTRyjJofOyxDPQAlGxwAVwC1HgedkVDAXJEJ9nwQt2sdcSX9c9nQ8axOjyPopsCgQLAfF6AHp+FtiCvMwNF4QMSoQBAgCB52gCgyUHVmzdvzkfWjEQ+7ftS+zehde9P9lW+S3z5ky1UPKsvnpVbGwHCRx5OswIQngN4iQhyP/LnQ0Np90cf5fVxTI3+t7c3X7n25aFD+dYNgYQLjXKjCPcMs0O4d9269NqaNYl1vrsGBvIOYjaQdBMItO+3XUCowVADoMpQyyNvZcpLx8rFk46o1RHPU9l6XZVLcsnky5fFF7Vy+ZPMUi+zZZuXDTzlRUt6knlasvc6viz/olZe8md5yltKXglfyouKZ+uxeemVaJV/LmRaAAAPaklEQVSe5bebp56STRUfXf9s4onKFjppgHD69OnpPECoAVSDp6V28PR8laVTVRYfWtL1culZvs/Lj6FMYxLF4vYNzvhjGvD++7m15LcZHAos6X5kGy0EGApAElkDGAG2AIKAQ/JEzwBYmk4GsAHwAIFs2ACsKapIGYBIIg8IBMjhi2nYvDlj7tzskygeQJA6mOZFh2lfbABmAFIAIHZEMXk2AKCmwQG49hYXnh+wKWAroIcteU0Fk+c54JOomzqJXtKGrFscWSeodta7UVm0xLc8+/5k46nVtzLPL/myPOmLJ1+2bPJ5DWEAwnPAoB38ybPGkPVy7EzmyjV20L7Z15c2bdmSdu/ZkwHS1998kzdYnPoZbkYB2LETmAjovv3780YbPueb69Yllmy8/8HGPC387Xff5bbw7dNt5dEAQj+wamDUQOnlKtsBVrwStf4k9zzvq64sW9FWPqvk4ltaVa90JFe5jvrnq9NtV1bnuyQTD2oT9dqy1ZOsybN5H96PfEhP5U6p/Ht7y/d51S2KrfJed2oAQg2UohokoeJZauUlHcllY3VsXnLROhk68isqO1FrP5xnnd7Hez5OS5cuPQsMf39/nh4FLGk6GWBIAlApUigwRbSQ6WQia4A1EtE0gBjTrIA4omoCcVAib+gBtIjeAeoAgQKC8FiHiI6mbQFi+AJsAs6QCaBRRo81j0QzFeXUcyvaqc0zPC9gER/Yqj6AHjyAIGBWawyRI+O5AZzcXLJ3cPDcI3eq2lxtL2rfAbySndeRbR2ts7GyUn16Du/f6QYgPH/TRB3AIXJI9OyzwcG0fsOGtOrfr6bFr7yS1r/3Xr4e79DhwxlYEUFjU0pHU8zDd/4ydd2Rfc36N8Af18gB7r46dixPjXPkzsDu3XmzGruEOaNxw8aNaf+BA/kz1LVHN8pGCwirBkY7UGoAtYNwyc7KS/k6Gysr5eUPGXlR8UW9rfieentvp7K18zaSeb4vV+mJL2rrVN778mVsLa9kJ56tR3aSiUrHU8nrqHxa6v20U7Z11dmhJ7m1KeWlBy3ZTTogHFlDaAdLO8BqMBVP1OqPR76deqp0xR+mbD5hAwhHsACKAHaaIrZRNqaWKQPA0AEMamqZiBuAS6BQAFIAUVO22CLTGkX0AXwAO4AXgA2/+APIwWetI+COCCbPcMcdd4ysedQ6SPia4ubZqQdbRRcBpyQLKLWxBIBKAvSxFhI9nm/u3XMT6yA5//DEiRPnbxSpe79q4zodZOgptdK1+iXdpnXKVvV6O1s+M7ypJCKEtRHCWtBDdO3779PWbf2pZ9WqvN5wydKl6fU33kg7du7MgIvoGyCMxBpF1uQRdayackXG3ctrX3/97Bq9kycrdaueDd8AF+rLdZ84kc9Z/ObbbzOYZVPIylWr0qIlS/IzE/VkzeT3x49f8LuEq9qsKb9TQGgHRuXtACmeqAZXlaHSF7Uy5etk0rG+xLN2Pk/Z8mRT8mNlNl9lb3Wa+mvqq8q3/zxV/rye96dylb2Vl3RKPNlAVb/Xs2XpeDtbbpK3Pr2+6vA6viw7y7d5yS2ddEB43tV1TQZPDbRNqR14m9qgJzv/TCrLly/LVvbDeqx/I2LIFCgHQrNJgls6iMoBtCzYAswJeBEtJC8wB4giSgdwAyhCKZO0LhEeCSBHIpoH2COPL+ykT3ne/HkZaHJ+onxTj0ApgI9oH9O/gDpN90IFAqHI0COPLpFIpq+ZbkamZ//1nXdmYMju7C8+/yK3CW1z3q5htaWlw+05Ej0utX9Jx/NUtu/J5iW3tCQv8bCp4lfIIkLYXoSwBBoAX9zCQeSQBEDkXL53169PCzkc/bnn0ivLlqXVa9emjZs25TWJ3KlMlC6f1cc//jNnRhJ14OejPXvSP595Jkcivz527DzQam3IY4c/bNkUw7mKW7ZuzVO/PStX5l3BbPR6bfXq1L9tW8KnnpljZACPP8cp79I7GU/eWAJCOzA2zbcaYJFLx1LxxfP1Wb50pWNl4lVR6Yq20vNy2Yl6+ViV6/wjK8mb8uwzVvmSTslnnczqKy/q7eB7mXRKtKm+9dnKxuqW6px6gLA0WDKwKtnBuVW+NCC346dk36rOOrnxx8vgeJihL4ZS/9b+fJMHaw2J3BGxA7gB2kiAKKJxgDIifZQF6ATeAHUkrT9UJBGKvvhEF4kiQpERJaRONpcAGFkDSB1MFzP9zMYSEusJSUzvQrWmUdPBlqKPXNPS+MtT3vfelyOBrIXi/MK9g3vzOYKnT51u/X713kwbjgCukqz0HmQr6nXkx/NblUv+Srw6PyZCOHv27OIOY3Yed9Mu4zEBEsMAkXt7Dx45ktiAwgYNNqiwW/vDTZvSG729afGSJenFl17KU7SU1/X1ZfC3eevWvHGFCOOG999Py5YvT39bsCDfqMJUNL6279qV1zByG0jfW29lf0T8Xly4MAO//6xenbgxhE0h+/fvT0NffpntDh4+nL46ejRx+DaRyDH5vDVT1Bei/9EAwlaDI/+jWw2w0vGDaxPf1sbXI3vxVa6rz+rIt7VXXjLROr50SrRUn9VrJUdXOqLWvlUem1Lydta39Ot0vKyqLL/yacuy8TzpluSSiUpH1PpSHpnNS9dTr0PZJvmZVEA4Z86cn3YZM1h2OiBXDbR+UPZl1Vll3y6/5L+Bj1McJfH10fTJJ5+kd95+Jy1atCg9+eSTeWcxUUEihwBEooaAOAAdIIvondYaAvAE9hRJBOiRKKMPoFSkT+sDidoB/Ijo4Y/pZNbzAeiY2lVizR+gkTJ5KCBQgBEbfBHtpI5777s3y9ns8vcFC1LPip68M3Lfvn35tpWRTSIdttlIdLBB+2bdTurpxEbP067tMCBk408AwtFHCluBHyKJROQyqDt0KH22d2/erMFU7c6BXYkDsQGB27ZvT4BCbuAB1HHo8/wnnkgrenrykThsbtnS3584CofUv2NHBn74+fjTT9P/Bgcz+GSTCMAvRyG7DLS1ehejkXcKCP0A6QdQDZAlvuU18SN9PwCLD5VMvDq/XiZbz5df0ZK8SX3SGWta9zyt6pIt1KcqW6vndeTP86vK1pfNV+lbvq/Ll6VbxUeuOpWXjai1tbqSW2p1pwYg1CA6Fakf2H1Zzwy/JCvxZFNBeUGsNxzYNZBvJ+G4GKZcmZ5lbR6gDYB3991nN5UAwpSQA8yg8Ji+VV7gj8gdAI4EoBOwgxL9A+wB/gB+igqihz7gkalg/Mo//gCQ2HAO4RPz56dnn3k29fb25g01xYOyq9qrok3aBoDeTwfvYVR1tltfAMIpGSEDwAEaWUcIICSS+Pa772aQx7RuXhfI2X8R4ZuU9zeWgNAOjHbArMu3srFy8kp1PjuRVfm19Xu/dTKvO9py07qsns3b+uFbmS3bvLUhL5m19TpNy2PhS88hWle3dCwlr9TEtonOpALCX86Z89PB1H4A92UNsKJWXuJZ+Wjzrfwjr9PxMl+ueT7WHR4/fjwNDQ2lDz/4MK1YsSL99a9/yUDtgQc4juZslE5r+wBsADQBN0UCkQsESg5A1Po/5ABOZAKImvqFoqsII4AUkElip/CCBQvyTS3cu3zgwIEcAWwJplq1WU2b1Pq2bVuVt76tjuVX5aUvWqXXAZ81hBEhHP/oYDsRKSKJHP/yr5dfzremMOWc1/dFlG9SAKB/d2MJCOsGTGQajFvpleQauL2PUtnzSv6a8Lwfykp19t6uSreJrypbz1ed3qf4Vt/zbNnmrc145SeqPurxdXmeyiU9fX7JRMUXnVRAyJTxvsG96fSpHxPryLjxYyRRruNZudezfury1ofV83yVRaWrMlQ8UclU9rROXpIZHle2/XD8h3Tw4MG0bdu21NfXlyOJTz/9dL5NhHMIidYB8jiaBlD4yMMPp4f+9FAGiqznY9qZKWKmodl8wvpBkjalsEYRObuBuf1k/rx5+Zq65cuWp/7+/sR1dtwjDIhp67Obz3GOXRXft1tdWT6gTfVa6db5qZLpOay8xLPyH0/njTX56rqag6nn3nNPGtizJ4MSRaiCno3UjUc7sMEDEMiaQ6KF41FH+Oy8XXk/RG2vuuqqynW3uvWHpTicYkA6efLkSL6O10qGHyXpirbD97qU5cfTOtlE6dp67PPoc5R42Ehu7evy1o/Xs7I6v1ZPPko8ySwdL7/UoWdQHSrb+m1eclHJrL2ViS89S62e5d9yyy0tv0f6PqXC3zTPk3IrevHFF6drrrkmR5mISJ2T/jhchirvdZqWR2tfVY+ebbz8V9U7zCdqZyN9TOEC/IjeAQIBcwC92267Ld166615E8rtv7o9X1F34403phtuuCFdf/31OV177bX5XcyaNSvddNNNiXuNAevYMzXNOkT8av2hopA8Q8fvZ5La7Zx+1qKNJ1qX98lh7Zdddlnll/IXN9+cfsctMg8+GGmC2uAPLJcgcs4tQRNUZ7zf5v37N3fdlS699NLK74zGIjbWsbSF77Wo/Y57HmXxRK2+/EjP67TDl678e1/iq05brsvLj2gT3Tqdksz6Jq+ErvLS8eWSP8uTneXV+bUy2VgfyluqvPQtRWbltmz5sinxJPNUuvIp6vVUtvriQWVnqeVbXeXlS2Xpz5w5s+X3SN8nj/0odwwIcQoo5JcdwDDS2LbB1VdfnXi5l19+eU5XXnlluuKKK9KMGTPyP89LLrkkKfEeSJS5QQYd7OLdjO07adLHAYO8C33pPJ0+Y0aaGd+Z+H8R/zNH+gD/2y666KLK74y+Q+jpx2+T72LoTPz/v2jzyW1zMIC+L63omAPCVhWGfFrjlxNtFW0VfSD6QPSB6APRB6IPTEQfCEA4LTraRHS0qCP6WfSB6APRB6IPRB+Yun0gAGEAwohYRh+IPhB9IPpA9IHoA13eBwIQdnkHiF9rU/fXWrybeDfRB6IPRB+IPjBRfSAAYQDC+FUYfSD6QPSB6APRB6IPdHkfCEDY5R1gon55RD3xKzf6QPSB6APRB6IPTN0+EIAwAGH8Kow+EH0g+kD0gegD0Qe6vA8EIOzyDhC/1qbur7V4N/Fuog9EH4g+EH1govpAAMIAhPGrMPpA9IHoA9EHog9EH+jyPtAIEJaUghctEC0QLRAtEC0QLRAtEC1w4bbAeVfXXbgfNT5ZtEC0QLRAtEC0QLRAtEC0QKkFAhCWWiV40QLRAtEC0QLRAtEC0QJd1AIBCLvoZcdHjRaIFogWiBaIFogWiBYotUAAwlKrBC9aIFogWiBaIFogWiBaoIta4P8Asr1ell7nUgAAAABJRU5ErkJggg==[/img][br][br]For each picture, which measurement is shown?
Based on this information, what measurement(s) could you estimate for each picture?
In the previous activity, we looked at pictures of circular objects. One measurement for each object is listed in the table. Your teacher will assign an approximation for pi for you to use in this activity. Complete the table.
A bug was sitting on the tip of the propeller blade when the propeller started to rotate. The bug held on for 5 rotations before flying away.
How far did the bug travel before it flew off?
The field inside a running track is made up of a rectangle that is 84.39 m long and 73 m wide, together with a half-circle at each end.
What is the distance around the inside of the track? Explain or show your reasoning.
The field inside a running track is made up of a rectangle that is 84.39 m long and 73 m wide, together with a half-circle at each end.
The track is 9.76 m wide all the way around. What is the distance around the outside of the track? Explain or show your reasoning.
This size running track is usually called a 400-meter track. However, if a person ran as close to the “inside” as possible on the track, they would run less than 400 meters in one lap. How far away from the inside border would someone have to run to make one lap equal exactly 400 meters?
Kiran bent some wire around a rectangle to make a picture frame. The rectangle is 8 inches by 10 inches.
Find the perimeter of the wire picture frame. Explain or show your reasoning.
Kiran bent some wire around a rectangle to make a picture frame. The rectangle is 8 inches by 10 inches.
If the wire picture frame were stretched out to make one complete circle, what would its radius be?
IM 7.3.4 Practice: Applying Circumference
Here is a picture of a Ferris wheel. It has a diameter of 80 meters. On the picture, draw and label a diameter.
How far does a rider travel in one complete rotation around the Ferris wheel?
Identify the measurement as the diameter, radius, or circumference of the circular object. Then, estimate the other two measurements for the circle.
The length of the minute hand on a clock is 5 in.
The distance across a sink drain is 3.8 cm.
The tires on a mining truck are 14 ft tall.
The fence around a circular pool is 75 ft long.
The distance from the tip of a slice of pizza to the crust is 7 in.
Breaking a cookie in half creates a straight side 10 cm long.
The length of the metal rim around a glass lens is 190 mm.
From the center to the edge of a DVD measures 60 mm.
A half circle is joined to an equilateral triangle with side lengths of 12 units. What is the perimeter of the resulting shape?
Circle A has a diameter of 1 foot. Circle B has a circumference of 1 meter. Which circle is bigger? Explain your reasoning. (1 inch = 2.54 centimeters)
The circumference of Tyler's bike tire is 72 inches. What is the diameter of the tire?