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Vrl//oknd8EETiYNumoqhVVjlb6XDFiqcbmitbZ19fyAV3fu8/zp0Vn9GcmNESM5l2rf3Sytb2dgOag0FAOxsESavI57mCYbZkiaKiaMzNTYkc+UxVWMxplCn8CCGnB/O6DwkhhBDylzVQbp6+FoarcGxDeV15qbG0NBoYs7glEEFrhrawbE8euXB25L2X19aV544dXBEqa8yomYV8LG8sH3Bo4DDnetH5l8dior7GKS4tHTvl4stu+IRhVW37tjz1wL9WNYz+59sf//Lta9/x4e+gVfzJW95TGkfXdQ8f2huxOYR8z67VyFxkTuehA7aFY6ddJnVh/94Dk6c2o7Befu5XIPsbq5lRgCY70t320+9+dP/+jdmcRAMMNIAjbE/qgqdtS4chMC5lsRcpLy3FuDjyiap8vU1j/WahUz0JIX+BGkTaCoQQQshfsPpevAhszlobioTnGAxEaAnmFMIg4ioW6pwSnBVCCY4vypJMKXR17ujuZTVjLlx61c0/+eaNk5vjntTZ4b5U3+6iipk3//1tM2ac67klkqEOpW2vHBzqfvbZX699cX1jy4x4Mn6448CLL64DHBk31n32sV93dwd2jCuue/qGMseWR5vObdu3s6KuNhKr2te2JR2kKsobjGL72zaNbooYE1W6YBkW0Up77dmRsKU5ZrRxWCEQAsrHtM55/461z6jMjmKdMwKktqIMREVZb//gsfeXJZ9PlbyYoUGn8COEEEIIIeQtZH+r2TbHRF27parUZsJSgnHLtwvaNcX151iR0jBzUPYf4TkfrEAGWqEA0FrK4Z7OgWOby2qmxpMTjO5AYzzb6jvSFi2bMWf+Na+sfmbtmmd2797e1zcSBtnRzSLqiUAeWrtx30hWRh02qp5VlNiOZXL5zmQMixPCBm1E9kff/cJwKtbblzn3nAla9T+/7Bdjy+KFdJc0qaKKmsxg3EGlGOREMm7SCWFPa4hx4RsBoVVbO/a8uqk3AMDM8+rv+rcPnNXqSgkcGbjIQl2eKO0d6Rs8J27QlK7M0tBT+BFCCCGEEPKW0DZJ75oKMVc0lFYyIYHlOZcFhl7R4tbZF+tYS6CtIgal+aMHln/b+H1MGGNsqXKu4NpkDmx7avq5Uxde8N7nfvvpcU2eny+sX/vbb3//J+1H+11HVlSI2lIxqhqMcUBDJm8crosjrDIZ9U3gcVAhLwTM9bTjaNAWU8a1Qqs4U5rIjWqAXGrTh9594UgmWDpNdBzcUyik33HTZx+5q2Mku7+uZdzkJZ891vHirlWPltrZbIDFyQkT57wvWjV247oVY8bMLS6Lrt96aP640VqCHWWBUhwMWizmRjnLDy6J+6Wi+uERpAtLKPwIIYQQQgj527Zzkt41xZQnImVFTLhpYzzN7JTEhrGX1Ey4eSgzeNc3PlrID1/+jvePm3W+TE6IDK0IQxkqgRx1yEHleo9skZmOmfPnPXF/SToIGA9l/vCounBKCzdSgXEC7QNALo9S2ZZAFJqrUOog5jJUIACYMAYg4mqtCxIMamZp1AqZYrar5k8FxZgNIcDRJ35x2yU3/MvVH/g+ZwGiClR89Uv71q3afs35rY2tFzTNuM6LVT95/3ceferBO36+aufWZdwJuJCu7ShZQHSFMH7gI7cYV67NMpOgM4J1vxqm9qPwI4T8ddDLLyGEEPK/UX0TddtkU5qwSooswwVnCDqQpmj0tHcV1y/t7N781ds+PbXeffuims62e8vKvXj1rD27lrUUK26Y5lDIIQorwnKrHv/Bkys29/f1jKkvscDxpamMcx2okGGg85pZShtwjJQyDNG1YsmySNTxnIgbdQVDBRhm8yqdHg7liAHFNI+gQg62xWSouTKe4xm0bZWy/AN3/PstxVWTxk6YG+R6Vjz/3OHD+668YNKsRdeUjrpCcef2r936ypaXPvS+qxFxzcpnxjQkLLB1aIRtgYmZIAda2yKmjUTMSs1yzU7/wkj5KrrFH4UfIYQQQgghf4uOVeudU3TMtZNFrtIWFxgUYo6dDUOfO6Va4JHDe+ZMKjlvSlWMqWQT79vzxOSLvvZgpz26REMYKKMMtwDtMJcK5Z6W6tzCKQlugjAQKEw+DKSyNHMlj5SV1dbWtBSXNDeMnposH6OkLYRAi2njaq0QQgOAyLQOLGEPdG/JDgz2HtnU272rd+CQxjyi9qXynAzXjswHjZUyp9e88PjyQh6ryooufM/COef9k5Ws60+3e1blJZdfN3FC6dgJ5xptdm7ddsHcEg5MgWKIQktu6TAMw7AgCxrBOIiKmYHFMTBQvpraj8KPEPJXZf7gsUFa3JMQQgj5s/WV6VWLtWezyhIOinORZzqB1ghC3BNm6+ofzzzvtukL3pHt7/TNUSENAyiLZfPD+5lX3DXUnSi2IAgN+GhMxPLyJhxVZ0sV+nmQnOWMZ8fKJs2Y0TT2nPLGJagQhaOVYQIRMdSB4VxJHfpZ17FAuGBAaS2EraWOls4oLsP6cecA2qDTuZGBvTsePHJ4Q3ffIQ/R4loAixk2a2yCAfradHUPbd+x6XDnw7/85R2XLV7ynlv/tXXSDKYiqeGebHqwrqzGqJyJRv1QRSLBYGihKNeQQ244xLRSTBvG8v2LYwDUfhR+hJC/du8RQggh5E2UiZjl5ynX4smYA8wwY5jmDEIEIXUYYVjupbe/fMf0K7646OrPPH3HB6Y0Ry2LZzPZIglMyZCLUGsOaFkqnQkEuJyZIGS50HNiUFPbOmHmu4ur5jKGGnRB8YiFSmth8TAMLctyXNv3c7ZtceEgWmC0NCEwSxtAVgBjGI8ayZRRhlmsuHna4k9PW5gbSvcf2frQwe1P5nIjnDNpAmFYRHgxndr+0re2tQ29b0l1acmRX/z4A/MvubF1/CWb1z1fVmKjVNzjKZ9HbU+GeUyMqyofv37N/SXFQZgLlTEouJQAoPoWRSOHguhRSbsHhR8hhBBCCCFnPI1m2QWSMZMs0jYTwgSAJhRoo0aJthsGKiIME6bzwDP3TLnko0uu/9S6x34ysTxfnKjX0eShPQfmN3oWRiRwHUIk4mQKkA1EpKh8yriLq1vPj7llzAgUbMOW9c8/vjI1NJgvZBCFAYM8YNI2WhsuJGPMFFALNBxAK1SAiMAVhJwh0xagMhxlAI5j1VQn5i5cNG/RB6ecfeuRnc/s2/3YwLE9jmYuRw3QUh5tWRQVCJYtR9fwqBjRjG94cdmk2mLbzSmViIswYDEsn9Yw5VoDbqI7PXjg/grLC4wT8MNMelr7Guz2dyRa7xgSefrlM4UfIeR/G73yEkIIIW+yl+Yo34HyIuRoccYCAxqsseOv4Rj0HNqVCY8m3AI3LMGFTL+8ZX3pjPnvGjPr2gP7V82ddvkrGzfFigtepFGGKUQUPNafTluJ+JwFl9a1vhMEAHpGS0T47b3333vfg37eR24kWmCMNhqEQcmECRjjBam4EAaNMcCM4QYAUQJyNEZxwQwwrTVIYxji7r3i2RWbbrzuHdfedGPd+Evrxl/Y37Fux6ZHu7u2lzkmH6Zs5thWVBYMt5J1dTMKftC2/+DcK2t8Xzm2hTYkaieXj78WwHlpxYNnLblsZX/7kaENCRjm2kUGeZvLfJ47XvuV8ZZfp2iRTwo/QgghhBBCzmCHGlR7gy7yUDBjQIfSF3akedxZjbNvdB131LxC76GXO/Y9G2aP+oWwOGYynau6DzdUjJ7XOHZemOt97Dc/uPbsBjR5Bu5IkJccx8+5tHnyTWDHgBWMcpEDANvftuv5F1a1jq5asLAFLK9zb8pzoHViXVVznJsYYhgW0rFkVKY5R8l5qFAGwLjiGBi7WPT3pKNRq7O9sHPb0UDJltF1gTq8cVPw4gurJ8+YNX7SWKnskubFi5rGdRx4ed+qe5XvgK2UUrawtOh97Jdfb5lwneVmHG3HHeODrmp6p9e4ICPV1z/xDpnrbSj35l/y94/ec1vcbudapgvpAjKPRWQ+l2uIHj0vUvccXexH4UcIIYQQQsiZaSih18yVERs9mxkMBGccUCodhug6bmfHPsWy9aPPqWxZMtS31x/YdmT/Czaqg+sennd5ff8AfuUzH7xoZjQec6SfH/SzTunoaXNvjJVPLciCx5QxHjKQMi+Ed6yn145YF10+ffz40p/9eOOhzm7OWUH70+bOdK0AMZTS4jovix1kCEZwsEExzUJpfCat8rJoVjmPPLJ/34GjjLH+gfwHPzUpUTb80rPhSM9RmNhscWEAGUs2jbqooWL69k2/7Nj3SpGjjciC4mVxteXlH05pLI47KRPEnfqZidGLB0f82z5xQ1NJ+LaLRvUcfLKsado5F3/0vu9+YGqrMcxxDPPDgAvfl2pwZjxxMEwcDGmHofAjhBBCCCHkDKPRrJoXIpq4p5EzZFYQsGKPBZA7vH9d8/gNtTUTP/p3V7Y2Fk+ZfO7Zl76fV46tHHeBP7D/WMfOZx6568HHXrhoXsP4xtK06ssrb8zUi6onX6FZVBrfElxK4BwAAVEDQDqd9v2CHxSOdfR0dw1OnzRKQ2LPnq3tO9tHjytHiyN4gBYPkYmC4YEyTPEoR2NBaNAKlNzd1rmvvXP0lAkqzB/Z23GsIyuVSWfSfi6HwIzijAGircMsS9RPXfLF6von2tb/JptnRVFHFdITmz2OCdDajyZHT7ri8N6d//G1T80el7ho7oQgGEmJXHqgI1k9sz+tjbCtwBEm0F46l9EIkoHseFt0/I+HOaUfhR8hhBBCCCFnlsN1eiQBiYhBBmCUkUII2w8458wV+ZUrvnP20tu+9NVvL3v4W/ESnff7n3rwSWGG6uqbX1i+JiF6P/GuyUUWz4ZBTdPbE01LnUgSDGcGbeAGtGEglULQwKNGqfkL5m3esvWen62qrysdTPUve7YnUhRrbklUjqkHYRuQyK2BfKqjPZMOrBFfAEJlJN9a7ZQUxyXkwFiNDWUlCb1h9bqRTKo4Hrnv3k0dx0YmjBk7btYcZAjoa811YBh3tTEMVfmopYsbFncdWt3R9gQonyNwNBJt8GpTGfOrH3/lPW+vbSguY6pPiVhZ/ZLi6kmHD27qHx5SstYxQd5klR8B5htpcv4Ij5QcW+TVL8/TbvP/xT/96U/TViCEvCFKq2wuK4QQXPDj2KuQ4WsAwKkfjzv1MSGEEHJGM8ac+vi4cNlKvf/QG/2rCrZ56tzAFmC74DDlcNSI6GgN2hY2Z/mSvOw8un3Swusmzbyqqmnav3/lY70HVixuLmBuV3kiN7Gposzlw9l0+cz3xhveZltRzgWgRDSIoDVmRlLDA92uxQvAU0MdvQePgOE79u5v23O4qjpx1tkN11w25dprZyMMuI7oHvTvfLznJ+uTy/Pz27M1aVV3KBz98NHKZTuGX97ZNa2ae14Qt70lS6ZPaE04FvT0ZTZuOViaSJw1f4pnWahsbjlKyaHefsZDz3WNEgAsQDtRNqZx3FIB/FjnLnBExNcRdSyH1vnXfm6g52hZXIiKBaWjLy2qW7J/35av/OM/XLywNuZxOxbVXmmQ6bcApSwYmVeMhXXR5HZf+G94mZd8TcXI9AmvHq0wRGQM8ZRDGvb745s/hHj8++z1jnhOPcg5rY52aMaPEEIIIYSQ08XaaSEAeFbgGKN1IgV5x40kE82ubWVSA4HyfWGY33vo5V+2zL5128Y13R1t77l0lMAAuVNdXMytbHfKlDdfkqg+C5ExBG2076uOjvYVTz+zYfOWQ0eOInCtAwEshxi1bUtwW+Bl54y79dNXODgkbMvXBTTi4J6Ru1eIA1Vn+2VW1OSLDqwo9HcagOqm83pjrd325P98fOW7pvmzZqDRmfGTa0aNrrzhFvmTby5fuf7gL379kFQPa21CJQ0YjgAANbVNC+ZMufSyy6qra43RmmHN5EuNW35443cLdhGC8ts3mJYlU879uCdELgwEDzetffRb//HVqxZWNFSUVLbObZj47p5je+/7yWfqK7IaOAhH5gcc7h24Ojr+7jSt8EnhRwghhBBCyBmgp0S112nXkpYNwoiQZzaUSn4AACAASURBVMqq5px3+W1evAmQy2Bg/+7n2rf+1oTZQ/s21E+9etyss6ZPH2MxqTUIzgXPDY+IeMP8sonnCCM144V8HgXftX3vf91xV2f3kXhcXHTOzIgdHQ6CGFOKac8SiaQ3eUb9lPEJrY9wHslIn4FJ+8FPV7uLzjk78vIrq19a7g8fQuxJRiKB8LoPbDCJCbMXzJ92zmXPvrSqOHKsvLEy4gxYNvO1c8uHz1tyyZxjHf3dXSOpdKAUMsYQuJZ6195dy55evmHtxvfecuOc+efYgoORlc0LUacObHzEsTKWM7T6N18vqphaXNPY2zP44oonDnfuuPayKc2N01tmvc0tGgcQVDVPj8VblG6zmMoXnFDndGYgWVY+NNYq2U2X+lH4EUIIIYQQctp7eXqIaDyhAo3IEZzSc6/6nLZq16z6TcQtmjpnyejJ11Y3z1zz6DdVcGjX2nvGLP5oLh0Z6Rtyqxym1VDaT9bPbZz73lAhGKXCjOvZ217Zfvdd/6XQv+7dZ196xQwLs6ik4sWOHmagApMAbRTPIyppIr6KRTBVUPLuhzLT5l/ZWuPMuWrxy/f8swxYV0UyX8hrI9NDAe95+YZvfGEkhxMXLHlgxd0fbkwbDZq5ng5FPD59spk4MWaMxZmljULUAAZA51OLn39+27PLd/7y5w843J191txQMsuyy8dexjHfvvWZIlZorQ6ODWxetW15xh+Y01x5zdJLE61LK2rmOpbYuPqRO3/+wy9/7XtX3/i5O79906gaJZhQXORl4BSyR871kntCmvT7f6Br/Aghb9jxa/w4F0LQNX6EEELIm3ONX0+J2jFOuUJ5AowAzWHmrJvK6hZ/4ePvfHn17w7uXLnlpSfiglWOnVfbMHHzi89bpveV9as2rF+/YFqZ4TGjApac2DznBgMJ2+LScAZq/doND933ILfUNdfNOuf80SgLNrcFprm2mAVSBYLlGZdhMBKqrGtzIyVj2ec3Da70l06p50k3WuLx9M5VU//ui7t7RGXcitY0VMy8tC42svTi67Vrd/cNbSg08K5VTU1JbVwMe7klwTA0xmKcASAohkYgY8BcqzBmfFk0UdpzLL19+7ZkcbymrolzI9BESieGfgipTteyojHVVOeNGTVlwqyF9bNuiRa1WMCB669/+eMT6xjovolzrurtOtLdc8BzfaN5KLXWvhdPuIPK69f/8w3+VrvGj9F/VEIIIYQQQv7qXpoeAhhLGKVBKRGN1Yyb/q6da5/u6dp/4ezkwilsYsvI+pfuPLTunki82UtOzGVGeOHA25dUeJ5WKiyIiolnv5c7NZYVKuUDwu6tu59+4nnL5m97+7xZs6uYHLaZwzQ3GEMWrFyzJadkCIapkZgX9UQC/MBmkAlxxa7iQSVW7ezf2pNuz/ipWOWEUnjnTZd7KpXIZ+bOm1rqJncOyxfb+jZ15HqNt+JwFQPphIPoOEYNIqQAM1qnjMkw9BmCMWAMRw75THbJ2dXX3DA1GnOffOK5tu3rjdbGaKOwYeolgVUUaukKHgHWPPeDiTFvG0oN33H7xz743ktSfnjrP3w4ypUc3tm+5+lLb7xtuFCiUTEDFjCpgiAMO87xDP1WmcKPEEIIIYSQ01ZPiRpOGAu1JYxhwIDNXHK9l0w+8/wjkyeVoJAI2hRYbdLqbHuaMVY9dtqejpGGilhVcSwMjVJ61PyrmFXLEZUJkFkDPd1PPvOsEP6SC8bPOavS48q1Xc5HQt0PGCDXTz600gORkwXNjDQhE8pYJoQe4GrbiGuDHmIle7uCLZ2+VdS05r++c/AXX+3uOXz4yO7D9/ybKClvO5Ldm2dHtTB+uF1VKp8ZkQ0gFppEYDzACOceMq5BBTKjoWCw4IduxE2gyY1rdZZeMpEzeOZ3Kw7v3weAjCsOTrxprgLtcNcAO9D2lFHid/f//MD+bddckOzb/LvJ069Micowk2vb/Jj2h4uKanr6FDOGg9bKGc4MqwgbHGvRvkThRwghhBBCyGlqzbQAwTgC/BAlYszlWjdJaT7/L3dcd9NH7USjj8Ua0GOKRYBxv7v7aCofoskxns1pq7x5fnHVLFBah4qjp4xev2b1SLrnwgub5y0o4zgiJVeBbYxl23ENEVnIjErav7v95wnb4dzJ5IbDcCTt+4x5fQeP+smmaCRaFuExYTp2rul+5YWewUxmYGBqY8205sru/r49mzcc276hhLNyEZZb3E3Wtm0+gjxksguZUCoXqqwfppTMogk5Y1obpdAA5zYC2BbgtCmxsxc3S1W4555ftW3bbkwBhKhsXJAJ48O5rHAwMbQ11bP3qls+M6GhuSma7Tv43Eh/5w3v/fKBzkKQPvKNz163ecNGx7IAlAKtmc4X8n4YdixxaV+i8COE/AXRpdSEEELInyxvm+GEQWYYakCmEYJ8/oG7P377bVcf23to9PjrL3/vnVMXfJDHK3xm6ia9B9F78olHG2o9Ll0TFlvxUS3zbkRwlUBgAJId2rNzzbqNixeOnT2nRoC0eERqBbZmHAOZkeHw2lcOTWttYF0jLz2xMfClZ0nBM45VKKgwlw3jltsYE0sqXXZsRXhgfYJlwJiKBBzrS7X35Gzbsv2U6X4Z2p6YU1fSVGziItE1kgoCbYsBoUPOAsFCSyjGJGOSoRRoBAchhgthXoERViTiRs9aUDp3UW3vYOaJh5/Yuv1QoBnnZZVNU6QtlI+a5zt3P24K/uSFF+48KpkY3rnhhz/58Tc27RkwgT93YuH8s5yyMivQChgYlIxD/8iQirB0Dac9isKPEPLmKCoqot4jhBBC3iy7myUACC5CZBxUlLnS8caVYEV83w9++O4ffvtDuUzQMvnqC9/z05pZN42ZfPFjD/yQq4ExFaUhYD+GY+dfhRhDRDAFDSbrq4d+81gmn1mz6eijyw5bVjxQI44d9WUeghFkwcqnXjmw58C4iyf3J6rLyqIamDQBhIFjwJFD0Uq3KNdTlZCJKI4qKpo+dZqMlWW5EhFHBOgAZ2C8klETp0xvLUtWlXk1jDmFTFWlyYAOVAXyEUAvEwwZ4Crn+6EZKiAaT6mBUGc4GF5wlVZKh+tXda95sS3q4oHOIw/cd//QUD+zrMTYS/O8whKBo4VbOJLpfHbWOTd0pEq0b1j/Nsvfdf3SeltIqYyNFgs5F6hBMcAQMfQLUqnBVrptAYUfIYQQQgghp58dLSEDAyYUwigLy5unXfuR39QvfE8sOXZKteelNn7nn694+Nf/qXVs6sxrUZlHHr7n7Nk1yEPF8o3NZ8VLphrQACHnEcbNC8se2L5zr9Jm/749K5/esnd3j5ZWRha0H6TB3ru/F46uLs8fffzejTXnT6ybVsbwGCqJtptSOSms+vIyNtIutFskRH8ebHQmzp8jMmpgOHTLhXZzw1JPnDXNiTpDTAqT1bGI6DkwaUwsCrm8GgwVWLI7waOBKuQd/uAPlv9i8Te3vLKF85jLivMg0csLHuxqDx548JW2g0PDKZ9z98DB/csffxQZel5lXdO5vRkRMK6NOXZwnVGw+MJ3bzuUyeflwrGVgguBljHCGAzDkCEyzo1BZgAYDKZzvdMdRen3emirEEL+TDTtRwghhPzpBuM6sMHiAAhKMS2xKFnpRlvmLf44O+f9Rw5t3bd5efTY2nTXb7735ZVLzvvA7r2biiPpykQZ4yqvvNGT34EoAEIAS5sA0F63dmcgg2w6N7pxzP4DB5c/v+vvPjQXdfZ3j74Uht261z8/lnnsUHbeWZmurBBMGOZpoUfSOccFx2RGjN0YS20bUTt6jsGx7KWjrbff8GHM5u9/+On542qTVkyVJa963wfXPPv0yx1qg06lLFFXfNT1gAEgGghCjTiC/Qkd9zwsSCcLKhaP5PNptOJxwQNZyPnBzpc6B1LZhsqyo309HASitWr1xmvf/W5Eu3zUnP7ONVy2R4xA6Hjq55984Im186d6lpcIg8AWed8PdCgdiyOYgtSggBshIZSa5f0sQCxdJ4oPS9q1KPwIIX+uMAxfPwCpAQkhhJA3aFdTAABSG2FxlBhz9KrnHnvkoecbRs26/n0fq6yfXdM8L/SzHW3PH257Ztvab2474C+cXu4ynsvp+klLRKLeD/O2cHWggOUNs9o7uhLF1pTpNcPHstx2N287ItUMWw0kSsvHhVs3bM3s1VZQMJGB9siIGeysTlZFHDvLPfTBAFO2v/+Secn/2LLbj48qSmsFlifsa279zIYdBzp698l88I6P3qwkSuP1ZFQQ+um0vHTUPoDKgXy21OHSDnOmOmm8LBzTheJrPzbrsp0H3l8rPJcVgl6AYovZnNlb1rVJhyP360eXzpvZtPy5wwf3txuNXCCAXTH20oG1d3lgIhY2xQZuvbJacGW0zhupFQPhoiX9MAhBM5sHOWkABJqAMSVlIQi7ZtoUfq9Fp3oSQt4wrfWrd6ql1COEEEL+vPBrUYiGCwZKCSsItEwmoKUhy/w13/ji9f/5+Ztf/N29jiVap19x4bt/1DrvYxNGuQnH01AAu3T0jKuDQGpTYIwhBy6KDJjGhsr9+ztjUbvzSG9qeGTX3oO+UmjHwt4B7OwOg2BnFsuL/YE9DZXpwRcfb3OdTBhoNOCEftpXgpWNbVWtwfMWD9Nu6YY12x97auUP71leWj/JcCfHvW2dg/fd9+j2tkMDhudNbGzmt4vnFeVyI+Ux4xuzc+XIDz9y34Gu9LIn+8LAcngqrBd3/2qrMSMRx9XaTvn5mMu2HurNDmT6eoenNTTs23Wkra2turICmchns1LrospJurQl7QwHyjjGjVlCaBt16DHOQVqgbQ7cKIGIynClbZTSoM1ZGOJIOp9uEHS252vRJiGEEEIIIeSvI+1pADAMmEHB0FesqLx+7sKrOPfuufv28WMCFw/vXPeLp5+6u755+pXvvPnJx+6vi3HOVEGp0ZPmKYhzwWyWBBMy5MYYDuaKq656ZeuOn9+1XIeyvKo2m8sND2SwGIbXbocyz1ZubUmhodjftj2bsEvyknccDrNRXRqJFKExYTiQdxTkrj9bfPXxhzNVl6znkc5chVWeqKicFga2i1Zn7eKdKdnndntVNd7A6o9cuINji+NmtY7njHp5+f5pq4fu/P4L77p54d3f2XzONU3lrvd05+GpK6qKUodf+faqsptnX3XDeT0jmbrSyJ5DnbsOdAhteRFx8003GzCRmBtKg1yWjz3/8Po9PCgID3Ihd0smYL7XLgwGBTuTCZQMArS0xlCicJTSoQ45aMO5SRf8CoB0HS8+rGgHo/AjhBBCCCHkr6+j6nicIEODiImSxmtvvd2XVXs3vtR3NJg6dcFF1386EhkTDGx+4Kdf+um33jfcz2c3l3Nb5v2i2rHnCifCEFWg0DKAqFTGEt6kGdPvvPtHT/7m8XlLpvz0p4909x+V+YxdFs+n8v0jMenDaEu5ea+uVD+0zZt+uG/LxhRGdLcdZbaTlcbkB0Mf0354NuqV4/vU4g8MFrJFJn2Ye2r8xS7jXSNhFuxsSbz+2GOfumJDRVkJ00NCQFfBL7HkdbdN2DC7um9bz4fvf2lS1Gq/YxsvQtVkPv9vT93+yaVdeVnLbCnzWskJoxs/eOvXn3zm+ZgTW3rZksqqmjBUmlmCo9YsXlwZiTYxdSBTGAiNN2XG9W5xHWeAzAoLGQWZfLpnZLAvyI8U8keffOqJGO+GUAvORnwJAMONgsKPwo8QQgghhJDTwqFqaYzhRhgTFjS7YPFVIJp/8K8f3bh+Zev44suv/RrzyocyPXZ8xtJ3feWX3//IZQui3PaVhrrGqVa0xVcKQ9+2I4iWMdqy4oGfs7hdVVF34623cG5Z9qOusKVM2yhKp405suxAd+g3slhOgzDosKDp2GAANucalfLRiptwgAlX6FKfF9sYXLg7hrc/MbRwqHqOZZgAoxVIYcWPrLm4Ys1735e1wLFFEAYKmFdtyxDCBK9c+na+6JLaf/r+luVhvrQi7HmuP+mWQ1J4FfyliUX/+u4JKNKMC+RO4+gxH2ptCpR0RAyMtiwWBhnHsUBbjJWW1s7rGjoYEQJC3L/pkZzbXFo7a3RLXagY44lkeXUsoQXjyuQff+iVvNUTAROGYBj0jWTYWK9ppU87GIUfIYQQQgghf2UaTVeZBkCEwFJ2zgqaZl69+oXfblj//MVnubMXXW/Fk3d+9yu/e/K3n/nEB+Ys+VAq7zFhhGYpaU+ffAHj2uOuEYCARmtEo41G4SJDNGAzjkyrfBAAxGNFgfFnXDfjzr3DEdQvc9bZPzDYlxl2oodrraJ+GfVtABlR4HOIKJebDDMmZNwx/MYLU9ep59dsXLeu08ry6iIpq+KdV747jHl5lysDfDAoKrbzYAYyMilYDHhfQaGL8J8fbrn81o37pY5Ojec2pj7+zlm93elMvejvCxPl0YTjGB2G4FvKdS0PAAA5AjhuAgC4DUrp8uaJe/dYxYHIgt/b8dyWPbnyqrrRn/jZd776ye371nFmjW+d+onb/t2LVNaMGrVn83ZeFiplXG1nc4GqioYeWHnayyj8CCF/KbTcCyGEEPI/MhwzAKDBMC6kVCWxiAPRA9u31dXa0WjVhMXXp4ZTTz/54KWLosIUULgjORYYwZmKeGWxomrGBAAowzgiMDz+JszAhKGyLA4I2uBweqQoHi+t8BioRBGfM79m3/YumznMiaGV6a+J3jnXbeyS43emJ7aLHI9sr0yMPTQwKuDDHKSy9q4PHh2KsqJowoPrS9y0E1ghHDtoPbppsDcdzjxfLjk/mbR9AMzkTSSSZ5DR2rEBOtvN479t/+7XzvrFA3uP5ex5c+OW0gOp4fyo6M8e3/CpW84uTUa7+3psHgkN2K97PGE0iOJE8ajM0U22XRR3ccG04pTvB/7AjPnjrOKht192U+PopZzl//NLH3p+1XOLZgitGEOjjErnFQBkKnmSzvak8COEUOMRQgghf12DCQ0ADDGXx7hj/DyaIH/5lTcH2fazLnwnYMkP/+MTrdW82BHJ4hrOVf/AoAXFErC0rMWO1gIwY4w2nCOAAWO0QdRGCSFAG6N1IQw7jnWNb20S3FfSRFx1wVWjenuGKmNVXtC/LScjoLTWR6vcfTX2ywU9PZi+qPmcTf/nSw1dJqpB2jp2bKB2W7tmTCjdw41CUBosYcYFoth1+2eMkhhjckhqDJjjABZUaHMnyJc/8dPVZz+U+qcdQ2cvrXjX2eNr65P/5zubnTKsCArPPLXzM+9fOHrcqB3rd+Zzedu2gb1OkjBgALykckpv11qmwBYyn0tFLN7dfvC8i25afP41bqyhbeML//K1z9osfclCG4xBDYyLoUABIgCMNFL4/dEmJYQQQgghhPwZEPFP+KmOSgkAYMDylARlIFz22L+UVjR++As/q510cWfbxlXrlrVOKi6tnzRmziWrVjwR9YxRQaixumEKgNCgjQbOAEACgtKaIQouGEMDhgmxe9tW2/Zqql2t80bllMpb0WDirKodBzt3jbCjQ5avLa611DKizaCLOzoOHmzfsnmS9/Iku9vRQrGI1CGEvgi0kBnQTAFYaEs9JDQy6fK8RsW08VgYc7RUTGrPGB5xuq68uWHFjeWzl9T96kh4y8+XffybT12wNPnyymMp6fYN67u+snxMrZW3nHVrN3MWvv4m5ShlWFo9oQDaQMCYce2ohgY7HlOQcFjpz7/zT1/8wodHN/iLZkUdkK4AE9paM87QAA6m89lSdgbtDP8LaMaPEPLnoWk/Qggh5E8yUKQBAAERDUMICsHGDU/t2nakrmH8sZGe1c+/OHase8GVn6sbdf5wtv8H3/vGgmkRZruhtivrJ0uphYUaFANuQKM2jDFENMYoJRmyUMqDBw4Yg2Nbo8pIxn0buC/5+BklTz920OE+cunGrSHLhDlbZnOQlR9cdN3P1vx6pN75XUJ4c5PNh/IVW5XvYnEBFKJjmVAqCCFA5irwjdm4x8RWqOpkjR3xipIRkCAB2kf8fHa4O2USo9xLzy6ZPZS67QcjO6uytzy6q2Q4VbS5UM944v4d7R9Jlrje4d0b4Jyz/pvNI5lAN1LtRhp4vi8XFBy7dMk1/6ZYrHPf5m985XN+vuf8s6KOLbVWwsZCaCQoGWjLMn7OhMqk66l0KPwIIYQQQgj5axuOGwBQ2kjfeA7jTHNhBGvbtXV7Xqr5U0281Bvuzq1/8QcPPfLL0ZXQVFokQ21HkiJeExoGoBlqAA4AyAANAkAofVvYWhtEtmPHTgbh7PkVAD6iAa0N2JYTNNYnxVD2WL8VIGhQZavzP/vWf3V2H3v84YcnVE668W3XZweH//7ntx2Y6Bx2WGcUm/fk5u7XTgEAnQ1Czw2Qo8ow5j3VnX/yyBHDC4bHOKKRNpiUxAiy0AQj0cgGHbvg6gXTe7eu2zac8YYXn9U8f0r9kSPZVUfTn7tq1JoXju480IVoAF5nikxpUFpZCkvKpw+3P2s5OuuncmHuiV/d8cBv7p08mo2fmUCjteG5fAhgS1RuVOdzJpQgBMvkwooi73++vot5C/wmm8KPEEIIIYSQ/20hP1EajBvbRqlBAmM84USdUjPieHmunVDqX9379UxWzpgQGVVt28rmGMRKGgEczgCRAxhABCMMIBgDAAyPn9+olMa2vftmTm9KxjQiaMUEIphsxLFB+TLPXNfhjiV8vyyWLGtsTP5f9u47Tqvqzh/493vOueXpz/ReGGCAoXcUUSEoxh6NJSEm2Y2/JLvpWZPsZuNuetsUE02yMcZUExNL7BUpIiBKEaQODAMMM0yvT7v3nnO+vz8GhkFlNsX8frqety/HKc8Deu+D936e7znfb2Vt4/59K69/dy5AmorJX1v9jCzNWmpjR6qc7XPVzD2+1RO74cc/XvPuGx/vaV2mrbgNiYGcBnCJaYROGyN+UEAsLXQ8sJJOLiis94LmoiODZycTn/7dRfG485P/3nvQ7ywaHy+LR2bMrNr+cmNTa8f4yrJXHx+OQiOAhRguD7TPMaAgd9u3Prd16/a3X1CRCCsLeaAwFnZDGiwRLrcj27ZtC9m+55GwwPMlACiBllmbZIKfYRiGYRiGYby+iP7cmJGzTz5SgQq4sHhpVenFK78WTzYwv/u3d3w6bgXjxi9aEBZeYPd2tB3a/0htvkMC8wurQAFwKSXnHImIMU5EyND3clxwqSRjrLOtlTNWNyEZCVspP+UKVwUZDX2pwXA0ZAcWWMIe8nN6X3r+zOV3/+SOivp6F6En1b/mybXt6cESmfRhKBf4SiJD6ElaL7rO6gcfVJw/eNF5g7+7p0ixdtCSmBQ6poIsWIdjYXcwmwikJZliMCh0TVYrwGvuWfylnx36+E9e/O4HpygpDxKlu3soIqbVJXbt7W/dtW185SWvcYA0ASiN2WhhZZclVDoUZfrySxZ/+t//m6FgaCEjAJ5O++GIpVSKQXDnr8+d3WA5tkx7GkABQDafuUN/WX8XhDPu0HvDbt4zwc8wDMMwDMMw3qCCk7fhGphgSlvq8nfeEkqMa9qzs2p84YXvuDWeH3cdhxA9P3P37V/v7RVlScmJhYpnEs9yFpdKIyKCAhCkAVABMA0CWQ5I9PT2MOHUluh0jmwLADIaWJgXSFsFXBIhxKQLqmO//MOOP0bcgp70ULa/1/7uraFouCIRP9wx4Dm8yMEUt20PtEODbamf/foXN6780P7GQ+XldotEKaXgWiiN2m539aLPfnj9D+5grQMakIGKBeEelnEgWV5ufX7luPc9dOSzP9t59dSa3o2Hu7k6drAnCAuO2N3VCQBaawAg0pwLqRRjCMyz0dHayS+q2RXYSZH1tBfPDrUeburv7cvl0rlMf19f59BguqZ28sIlK5xwQqNlOTLnAUNBmgBAOmheaSb4GYbx+iGziMIwDMN4i18JCf7CfmfDsxwAABgJxjg4sbKaH333yw8+cHdtdfjWX6xJp1u+fvPNMpDhcGjf7v0LZ9iusJRUsUQ+QwcAGENABNJAGgAZMsFBkmaIoBQReX523KQEYVYqdARDFgBmmGDMAqZdRw8xUOG5IStkV2fGlau+3RlGYRGu4s0D2XyIOyrX3R+zAi/raEfycMRa9dgzTz76hB2O2XOmPlPQWbErCCX0pBaZk6x5YuXOtdsqKqtV+0tSsxApZSEnT1nplj245p6WcejuKRCJQz0W4GCv/cWPPbKgpSs7oeZYV27kmDDGhz9BQED3xPEULuNRUlmA9J69L67+2a+ACcuOlJTU1NZNv/DSq0sqJqTSqUd/dYuWQTpN4RDzlM75+i86g2MU+kzwMwzDMC09DcMwDONvhQxYgJFYdDDtHTy0Z8kcKy8v8LPZpx78U3PzS2fPDCslz1/gFMaFUuQrHk0UATCtaHg3H4FGYICgiRAZaEXAkKCvty8RtYtKkLE0gqW1JJ0DDIgcBNtzh1zknBIwLq0gN14WbWpuUzNDDmkSYDk8C74GZvVlpGtjjhFQtsoe2J9m2aAomd/U2C7PE3uq2d5zeUEHVb2YW3H5Jb+45cfphkkwb1rvvqYLB4Cksi3HkaE1DzQvuDe1fwnb19SzuUj4gxRNZTssa6gqr6iibN/+l6RSgnOtFCBqrdmoFZVEhIDRWIK6uwBYKOy854MfLq2aWlg+myB+/Nj+h++/a9PmDUePtRXn0YRqO+JgKqM5PxEhU6WsqNG8xE7manMIDMMwDMMwDONvCm+IAIB/1TYwksBIJRLRcNjNZobCNoAUbjieHeqrLoY8K1sRpcKQdpjtKw0uc5wEAB/ZTEjEAIAxVFoBIucCANAWnZ2dkyZVEIUYhmxmKSkRkUARKGEjSTfEw4Udft2BPu5jSnklYVcwYIr5+3LQD5qFezJRwR1HeZICtANRqdvbWyZMnOYLizOd8p0YaZAsOlRQfe6KAaD//OlvnXje4aH+Sl+mGDFNSmtPZt/+9S9J4wAAIABJREFUvjn3XxI+XoCXzaucnCieK5wPXTlvqML5h9+9Y+6cSYO9A0MD/UQ0nPqG/5MAAEECAOOoVc6NCOQBaLemevK0eR8uq176wF2/+acbln/u41fv3X7PjPKOd51jz51hlxehzSAWdjQhMAykCkL4l51E/N9c9zMVP8MwXg+m9GcYhmEYfxWGkOZAoQSC/cGPfC7uDGkKaeZMn79i6qz6sGVL5W9Y/ctCFkRcIXiMiA8nIgCQSiMyANRaAnIgIlLIUCvV09U9sT5fMF/rtE/AkDHmap0DLpmb06CiETs22Hf1lmDI6t9ds6Pq3NnZjuZyr6xwVqnfOnBf66ZEQQQD31ciIqQOxODTPSUFFVuObBtXWy3mS2F7/YhJ1HmB09bW8vDRNTflF+4cOlQ7PrmxgR/ocESXVSYFOlhQ0v+5L8/58I9378TUN1Y2PPlo5xPHDkdKY4louKqwb2vUbW7cN33eQsE5ADDGiIiIABiRBmSMW0BxrRERW48d3N/6XRDhWNJd+f4POBZ3bYjFHUaUynSte+R3ftAdaF8rwVENpv0SE3ZM8DMM4/9VHDSbqg3DMIy3HET880t/GkBw7Ghr/fpN7wqFI9F4PBYvPLR/TzRRGIoWF4yvS+aV3nrrj1cstBkAFy6eHNhAgIiMIQAiECAy0AREDHmggSHYVkZRgkGAoDRlpcwISw9lIOe5AUum7bKo2uuqtNZqzsHOne7eKeFE6fbVTclw17iq/KmUs31mM2KyjyxxXA7s6c6/stqfrNqC4xkEO9BhjWlgLbr3c9d/hD/90M51awryI2428XxVIlotQ4Ox2doLQfn3L3tU1RQuWFRyX0ffp+/ZHdufPrIsj+49csvyXzhnzwQrMtDfR4AAoLUaHkMPAECIDAIZWIILHlEKAAFFqqoYmGAE3FNeT/9glodyQWlV9bSZ0+sevucZGfSEw5wpFXh/VguC4d/qNU8W/q+r/pngZxjG6xjzDMMwDMM4gdVV/3kpkWyNarADvO6elOrqBM5YJqMIkFCkpB9knJKIjnLXU+gBAgCBRGAAwE5mE4ZME2jSnKNUxDjTmkIhLngKKAtADDxA9IJY7/GEDZN8f920imlP0SHNlGbIQC/YedjjrEtjRwqXbj34ji1ia/3AuuIqLlUheQNrBiWogfFDYc480gLDXiZwODEuh6YFNz10y3VFC0SybFx3kCXb6dB+LWAmEw1HB/0eKkjsac+tnBz/3dPHUnlWS28utCtNPcpCGPLSce4EfkCkAdjJTDvMR7AsYQEEfpAWtpKeKzAy7dxPEJHgIvB9YTmIIvA9y7YGvAGJPOOJUEgiQ8Y1mj1tJvgZhvH/Ng4SmrqfYRiG8ZaBiMMb8FhNxZ93oURiYU8NuWGWtBUjzQWSBa6lNLm19WcvXP6J27/3uZzutxiQTBNJRCI40QATNBEDTSgYEjFAEswjbTPkts2yirsYtqhfSp7StH9PyZQZK6+cHL37dr1s5fs3/eHBLFiuDgJOHheW0gni/5DOZBhYIGc3Ounj3XNeTv+6Ln799TdseWnrC2sb+QUxjzACQ8BsrkVWkWY6Xhfck37B3ehfu+DS9t6+AhXqRe3bWqezYdf7xM/nfO03Hbc8c/gT75vZevjofieel2RrGuQVX726u7P3nt8MEuecCyJijGlNjCEpjcyWmjgDhICpbAAhoFyQG/z+V2483tEbZHU2nVLkpTxFirRKaU1cw7QpDqIIpLYFE4z91WfwtC/wtUq4b8J6oAl+hmEYhmEYhvH/DUPwg0x5ednCRVc/+dR9oNun1M6aOu+qX/38m7XlFvnMjdQNDFkph4ryMCCFyEZW2SAQoUYUDAhIAyIA0XCPF8EAwEaPYyhQoNFe/1i4Ye7i44e6LXHk7HNX9B5ukhIl9y20QEtbcY0YRvAEMsbJV1mQEQo5A6HKFoRw8vjx1OC+9qLzi1NWLkUiDCFgKSQUCBQIFtJBheQl+XPyY/1tKSl3e8hBsIyaHFhtVyyJPvRY75b9LV/7yPzbf7rvuZ7BqdPixUW5nqMZFMLiAvHUQAWtNSAAAh+OW+T4Xho0aVCWlTepzKvM98jPIilNWmquPMWI90nuoPB8nZXEkGUDlYg6AIF5gZngZxjG38ws7TQMwzDe2kaKe3/b9RQZKmL2pLPef98jz1rQaYUTJVMu7+r/XnVpNptq54zFk0UZ/7iWgZS+lGkhYqP+HUBrjYgAGpADMCJEBEBiHEF7yDljIYV+3dTiqnFzLIvQhw0P/27hFZcOxJJHKut4MlFsiVhpLKS1r72OgXTgg5/KtqMa6upPyvRFnfIPt90uU/2fdQrpoWPPLYi8VBVNYs5r1CzBnJgmbgVMOVUOk+zmVXcVK0cusiwSGQondGtjd3zvU8fs3amts+TG7YO7dnR0LopNyEW5THsamM0BADSNrFslGl58SpohJwkofC/NGIHNkiX1Z13/eT/d0dd+2PM6ujpe7upqTg/2d/d0Usrzg5wmBVqwk6ML8prVGAd+cFr9GGcW/tdt8zPBzzAMwzAMwzBef6y8dIyfRrMnQwWBENA31A2CIvHSVOeuwYEOIVC4RZ4+kk4PIKPquvGHXnpxfJklPcoMHI/kxRgDTZojjrRSI9AAHAAQbSBgDEgjwxAwqSQqnUmW7Gg7urlm/LyBoYHu335zsPePH79+MZuwuLyyMlQ0jtJ9IhLWUgBnhCT9IDvU9/3l7xSgIyg/NKR94SqtWYuuOpae3jD08rh8Zlc20PgNO57vnyFDioZioq1nx4Tygq7x/cxTWY1FVqYvE37uV41T7urgJdRfZH/z7sYUaS5T2RZCtzjEOm0OwhIAQEohYwCIyAARcThRk5ZaBSlBpADihVOkpiDAkqpZxEM1De8AKQG11FJm93z5sx8pzEsDJ1AQ4ibmvOoFaQ6BYRiGYRiGYbwuRleIWEnRGI+MjAQ/JApEJqWV8qoq6waH5NBQOwNRUBzvT/uKNOlseeW4wQxJhZzRUF/LyIhzfdpvLUgRATHGAIALoRRXzPIDYCg5WQWxWCb1RC5NoSTmV9e17z66Z+ML+z7/8Y03vnPbXV/17LhP4JEPqLnMWraVQ1CkfMEQUDIKBwyUlZAspMWindaKVSnvwIG2Z7fWhkuUZD4LxQJ5PNfTEK1iyk07nAsny+PxECx9V+VPZ1krLq2Lt2DftsMZ5g0+k6ledeQnn1+dEbEYatdxGUMY2Rt5Ym/eif+4INOL2iOlAkmhvLqB/tb3XHvBR24899d3/mcmyD34h5+uffL3qUCRqH9pX48fAKJWRJL+52KdCrvwqrLeqS/P0OpzeMsfjKoKnqkw+EYrGJrgZxiGYRiGYRh/ByHnz3kUAXBLgcr1tu6eNGmSp6FvyAPITpw0taR0avW4RUEOJzUs7O0nXwrHUv29zQCAQAxheOA5Y8PrPBlyRCAAIE1CcI4RC3UgfQLp8LgAOXGy17T/N5xb9Z+6tTt/iYWx2ouqqhdT932PHXv6wa6Xt4SE8APU2mEKXOAyZreGXM+N5fJC6Sg4+c5ALJyL2gMhR4pkuYJIZ+ecaedNWDdQPDCUQdbe1xmOl/ioLCSpspluCOxwflkwblnNXsLHf3X2yqumfue6hsUTyoWgMAt4WqU445xrTYiIjJ1YOjv8gQAAB/uabE6CI+N2NL/y2K7d40vgvDnu3Gn16PX/8hc/eOT+H+7b+tTxI3scQSHOSXHiTHECgHCPHuPI58qK3lKvR1MDNQzDMAzDMIzXA+LI8DhEZPl5Yzw2lmUjjwwUhV3I9PVMmXXZjR/51pSGOlL2Ndd/RkGKgUIejagUIIqQLbP9PV1HQSvgAMDx5DpPPLXzXgNwrZSwnVwmoymwLaGVVkwSDflZKK1pbNz2SP30S8Kf+sZL3/+Ss+xC/8WHSqeKlm3P5KXmbL7noctu/jqA52sey0/O/od3Fxbk2cUTYjE+viBPkTuYHhjoTw8N9nTt3tZ83+Pvumr5jofuXblX4sFUU1mwKploOKf+sZ2PsxInw6yB3urWVEdFBBMo98ue1s4KG+LHBsRe1v3t26+d08Cf3R4VkInE4lopxjkg0MngCgwRgYD39x4USIQI6IhwtPHQjqJCS0tWWDqxuXFPPKIm1+Hc+Qsfv/++wnyLpLKIKaZtywUA7o+1A1M79qhTN7qT5+hTOsqZu5S/KXYDmuBnGIZhGIZhGH8XbOI4faB57McQETHijPV3Ha6dEdRMW0Gue7j5xZZ9+w61tBw9dqi3s9XL5lK5VM6TMW4P9ncDSSIGyIfXfBIRgALiAKBJceDcFo4b6us+IlSUeADc9oJei5Xbdr/NfSrbuXMXmzb97fGpDd33rs9RlLp3TTm3pjPUPGVc9OnbvhR0dpROnrVw5f+58D0fyLOJlAad6jm+1SuqLS+bWAU67Q0li0oee3T1ml/dNzunXAKd01ObWQHLOlf2V+6iHu1zHq5pmDfQtL1uTuf27r5INPTg0119xwfXKJySiI2fWmhZuf4uq6+rv6i80rItLSUSR0AiYoKRkoAABAP9bZbSCMMTLLB+9nkdTeuKSvLiJWX7G18oyovEwkVMlO052BSOMQ0KiEhhxLUAwB0aK/jJaARPj+1nXPb5v4IJfoZhGIZhGIbxtxrp8DlcHDqxXW3CWMFv/DHeVKkQQGshNaxb+6ef3n5v3+BQTqUithWO6mQilIiIumJdmhRAhYLJrEDd30K5XhbNI7IAtAJOpDjYyFApzblLSmvyJ9TV3nHHqndeMzFHhYE8yJRwqBdt7kvIS/jM2fqdL6z7xJe/kpo/f/03vzUh2xM+mrIKMv0toUjT8cxg96G1mzs727E7RVG1+N0fk8kDLm+/fc26T130VY5px47HmZzaP3BOyhOkAS1k4BEkkW+4854F7X51Y/ByicR5oqDosvauX7spNZDOrGnT6QIIFfIGLMpH5fnRl7bsqp08vSA/DwCYEADAT1bVJIAADVpi3zFfAOUcW7b3NO9qmDxv2r/9gTkYAF/8tuVc94+bUC8s0dq0Kz9pB0xy1DZjIZfxzFjrPAcnjRs5WaO3853YuQevvXNvZEffq9t+vvEzogl+hmH8NYavZ2agg2EYhmGMEQXF0rPk46vP9ICSPt5UqQAAmZI+WOHeunFaOBh1bCkpxoVg3BYcSAvStuAhxqSfDYTb2fZycf35WmvBUSspTs5y55xprRlnqEQ4EguFws9v7J5xtrYwBpDhTszz0zIAyyVIyUTZsz/6/meuvuIzleOLW1c7SqlMXiqLfsX5Zdjc193OWrc///avf+P41vUHfntbXctTA9VuSyK/Y0ZrrqOzZsqEoVghzJ6ZySvheXYyGo2Hi5woh8GOIKsoxfy+xnAWo/nR8vJpt/6ou7GxjZF9qGtg4qKSQ4/3zPv4jBy079uRCNJYP7HiDEePgdJB+hjIVEyzIcr5Ir7l2W8nC5bNufDGo8d3f/uLX/jMp/914bKVzAqeW/34sdaWsuJQOASpQZRax8N28uBYsxxypUWvTnSj+7WMmtyOo3u6jEp9b7IXpAl+hmH8naLhm+G9L8MwDMN4nTLe6IF+I0W/sSc6xNIn8oMQSJqU5OVl5Vo7jsUAsqCQY5YxTRgPkHIySyqwKGaj33ZkS8HEZcgYIFpcAYAmRRoZ50QagCFiOBzlgH3pEoQBC6NgOb5UnDPHTg7lOu9f3XfF1amEs+73d/eUV1/d8NkVOx/5FRsMCosjes6ifMfuSzWXeu09m76R7lU1dr3TlkOdu3J8ijasSZbJtn1NHGd/5bbbgDLMdiEXkAg8ZQlpN4SFJCI/aznh3S89d+dt1198ZZMdL59cPvWOX2xuvK/n7dOrls2fNIjiSOfRDHMKSxOveXA4ATB+vHkzt9JWBjQLjV/4wZee/Xlz4313/fHO3qFcWTH//Z3/lslGMzm5Z/+h2VPtiK0DH7jFVKAtwfOa/TEOfrq2/NT5gldW/MY403/9T03wMwzjzZvs/sxvGoZhGMZbE588YYyfFvVzACACRkKzIOtbV173pVjpQqlSQkhEUoHFuCu1x7iLlP3Fdz5WGG+OA+tu3ydQBwRSacFAa0BGWmrgHBkDAK0or7AwL5m3afOxOYvKiqMBcCsXaFRK8SyyCGWPJMMsAmzle55/7uXdD267cOUnvjHQ0nTo0Xvqa1Z0tlvt6QfGs8Hig1s0L+xZ+fnnqW2iN7CoeEd/292hYu2g8/h2d/zsOsSY5/vCcRHDQgVWhEvpAwQA7m9+fJOOb7juA31RMfSsn1ddrb/9rdn5ZRNd5nuqNZMJ7XhpMBGLz5o874xhGtVQTzOSziJzEvmJmrPOu7r+6fu+cNGiIyLo90CndNr30tkhb3q1JZF5HikNnKHrOAAQ7h5rqWe6rmp00hu94PMV9b7hb8BIPRBw9AiHMcY5mOBnGIZhGIZhGP9LvKLW94rGnhhysSCPevpe87khHxND2B/TfgDEmR0Onnr8l4VlOweGMoJHUgOpaMTu7G0Tocil1306FoqFIuX9Ay35+ZDK9PS1748WT0EmSGoUtiaNHLTWI+Ur27amTZ36wBNPbNtUeOEKGQQCQFoO93IS7eTObR3lJbELL8hCJrhwplw4ad0f//SCDq5acv5Vz/3oh+jlhrJ2e5a8dkhm+9duuJ3e2dDXxsZ79YfyE0fkg3NT/xjn0dyQdMLM4eTJIdKOK5xAZoWgJ//06P6Dd1x1RXt+cTYiuJ9WvhosG+8AFiAdy2KRbccPbE+3HfevumQqnWGBkAxSINK5ntYoj2aFN9TTtnPdT2eed+Py93xn0z3fzHRuzAX9SrscVSyGQynwpeYMGYNcQMmoDQCh3rGCn58XZ/jKrXqv3tr3ikx3+qa+07Liqx/whnsb4qabbjJ/Yg3D+Msucgz7B/qFsIQQgnPOOWOcMcYYw+G/Tm99PPK/UcQ/eymFYRiGYbyZndgMT6SPd+iX953pYZ5N7UXasiEcQh3IjvYjmzdvPLB365FDm4+3vXD0yA6BcNXV/5xMlj71p1vvue+u0iLMj9hMMC+nqibMJbAQ2ImSFBHjXBNprTjnRBCKxnfs2DHQlZ0yI+mEOGcSSDGmAOLrNre9sEEW5cfKKzzGALQ3YzqbMHXzA+tfThbPmL/yE3Ove1e8tKLjQOpAR9YZcOTMGYeCRn74gsrIgg3+sfKys8cn6opKA+HEteZCWAyAkD/x8H1PPf7N2bPuXva24wVhaQcqLVN7DuVtWh+ZWltSWsp8WeCILMnIH37bpyz2/uvfqSJJh7/WaHFuN+9+xBo86CBkAs8m2XWsuXryOaFIcfmk2b0DmZ7O9rA9lMvpgFxCsgSQZl6ABFSen8xr1cV75ZkO++Ckcb2LZo26W2GIePJeZvimhnPOTt7ecM4544wzjowxRMb5ieecdscDcObWL28EpuJnGMbfdmEzh8AwDMN4a3vlBr+TAYCIAJEvnh/c9aczPbe8m2+DQErFCThBMsSSNcA5MNAYLlm2/Ia6KdcqoK/c9O49+3csPztZWaJ8SSEOva07gnQnhquQCxUo4AwUAQciQhiOJLqismLhvLmrnnpmzTOhS68stZlChlmP9uzYH+WDdWdl9h+027vjl10iI9aQH3RFreQn33W8O3fbqscf7Olf1rBw6dLv3JHxsg984T/eV73saObcSDYVhO1PNXwz7sbARhVoX2ZzUnm93hP33t6fW7N82eELFyluaS9ACoczsuu5TRPveTAXD8mhrO3lXG5LrpOrnx7o6BxavGyhFckD9trpiBSprp1AviTJlNScTRg/KRwtfuRXt00/96yzL/pUaWHdptU/ZHaP9EhwL+txAOSoEXnIEcW7M2Ocsv4Z9a9Y4Xkqo525xDf6O68R8F7Z+uUN9wa3CX6GYZjsZxiGYRh/l0CIiNaCWbkzP6ZggAEAErO5VpqQbMJAAYyrmrT0mlsljzU2v/yFf/t4QTx9+fmJopBje3bgagqUsPtbD+ysnFkqFeOCIaLmePK6TEoFjDEAOP9tF+zYufPFLT3TZ1r1tSHNHcfhDdOtdetbL7ykb+P6XFnllXf+esM/rHQjbkqqtETOQiVXX9Yh2d3Pr//TrXfMdK2G+e+7gSUr6/PQywPQ/XYkGgBnurcnDZueuLe1bUsyvOPKK/vRGXJYSKIG7TNh9/re0/fWNjfLa67JthwQ9z7c+B9zlgU6OzSon9rci2Fr8YUXgiNseu37iI4jz9u5Fm1FstnekMuO+0FJ7RzF2b2P/mbnvieuuOqGqfOvs2N5qx74CsIx0IyYJg2co4UWAMSOj9XSMzWhBuDVXTpfuYvvtCafr9rN94YNeCb4GYZh0p9hGIZh/B1jHpxc4Qmjy4CuO8YYd0thchAH4pDVgIxx4XPOlpz/iUlLrmWa/fEn33zokXvnNzjjy5KObXturHj8zOamFgHdIfIOvHxvxdSlxGwBMLzOUykp+PDtPSetCVR+fmzhonl/uv+p9Wtz5e/NE5BxuO1Y6qMfW/DdW3Rp8dDis/LuvW/6+74I/3LNxgUztE/hqGrJ2pEowaJzMufI59Dasmn7H3//s3LOixgr0uQy1AidSnUlY21zFnoXFWa4IkTMBJEAwOVZL0c795U8uS523fUTfX5k+Vzv9t3uddfPkNIDjNz3yPG+joF3vuOy8kQxKZUjX0gmuE3aB7AAgWFGKzd15Ekb87nus9zagpoZdoaX1C7t6e6dVj9h/rzafdvXahWZPH/FVf/nlu9+8YbxhSTAlxx1APl5EZ7RzuBYdybZ8pKR1aUI+Irs9xpzHfC0MH+mfi5v8EYvJvgZhmHCnmEYhmH8HQOhuPA8/8xj3Bfstp8+y1cSHUf4fuDaOKXh7N6OwZtvurGn98ClS8IOc8PJkpLaObOWvNcO1fT0/vD4gfvqiqOu3d204766me9VDJEU4wyRaa2Ha33IGBJIRcsvuqT9WPsLm18sqeAXXWTncioadsCXS5bWr3q0zVN9B1MlueTij/5u/tmPPPVP173cMCkZgKsDnZY5JxxilJk/wz9rTq8GSyMDBqQY08CZ9JjSOeC+LaUkh6QOwk5y/371g3sXNHYvWFCzu6o6vjGTvP/h9PKL59SMiwDo55/Nbnj26PSpM8+74AJE8rV2bQEgpOcJxyEiTcDQ6WjeYMk2VJAhEauZkTdtZUIDQygO6U9+6Tc21wBZJUMa+aEDx15uTJUmY2ELMlkQyOIRt3TjGEVW6DxvwWsO6Tu9SQEMf3laS88zNyx4U1T9TPAzDMMwDMMwjNct5hHAcLHvxDQ/AP62c+BHvzzTU8p6OABwRqQ1Q0BN9/zu23948qXqRHDRudFIPG/azKvHz73GDRVrJbc/+/hjzzxVEE7VFBcKlWrZ/+z4mVczjA2/Gzsc+QBAa2IMNQFyZhO74KLz9u1venZN34SJlZPGe54MMx4dPwljkDvW5HVkHbcw5Mbqt8PE9926ZW7x5mtXNJ4/bzAmNEqQ4KZEOA5dRB5qhtomUIBaE7OlzWzmK2ZFXc/3128MPbBu0v7eubG8+YOFls4eFBrOXVH8w592X3BtEcNI4/70E48fiURKLrrk4pDtEijLCoBCGoEJBAKAgMAmP9t/bFNSxQMaYGi9vHPbvU+slYrFRJxhBi3u8Ci3YsxyiPkbn11bVy1cOyN9xhi4VgQAincGY5yjvjkNr27deXKfHpw2ueH0cHiiZ93JLAhmqadhGIZhGIZhGCOpQtTXQX4e9L72UAdL4aRm3lhHjq1QW4i5Y+0v1teJBfUVDbOurj/7emI2Z6HNqx7+9S9u6eo9fu7bzqopG58LOiK+G3GzTdt+M37uBzX5luAjwY8xJCLGmO9Lxlh1bf1Fl577y58/8PC93cUfLQs7MmJTzAoXzB3/wvoudfSAKJ4FoTxPWaHCBXv1jJv/cLj4rr1Tag4umH34vLMoqnqDkCU4IQjt28g18iBQAlEOdiVWrbM27q/Y1VXjR2Y60TpWgB3gRRQ2H0wHsqKkxlt+0Zx8O9E32PfkY6njx/tXvnflpKmTmGZSBkIgEBIB5zYo0kxYHHsObGZ+GzEtweZWOil6qy0iSw5lGzVhfzdYHNK5IBtkgkDGOEyoDoFUANIWVJAIu93Kyo61KCk9rgJHlmW+ujHnK/b0nd6w89Xj/t5Er0QT/AzDMAzDMAzjdYl4+Oo9fsNFP+v6y4Mf/+pMT5x4TDTWKSm1KwJEzIvg/DmLzrvmViW5l+l75Hc/ePSxh4gNzpo94V9Xfq+sZqmfHfrxf12zeEKeo4K+Iy+oSReJRB2A0no49TE4WYliRMC9QFnzFp7TcqjtqVUbfv8L/YF/qteyLxSyUjl/wwstvLK+ffejoQkXlERLJYohEVF5k7t0fedgsGpN9lsP7i+3uvLdrOPmHDfNeKAVz2Sifi50JBXrgyLMn2Bb4VChJRRJz2eWna/dru2/iSWHLIt7uaIVS/u9jHz4j6ntO1rfvmLp0guXEiAKJrQNAJ6UtkVAFnBEDV5fU/uR9QnhE/LAziuuvTK3b6+F2zDolTLiay9bLDRk0oMUEnbgsZxSHvhZIEFMa3QtUf5Ceoxz1HneAmD81J49ONWQ8xWVvVeMpnrFCs+xJ1S9MQOhCX6GYRiGYRiG8XfJgSPxz77+ijGCX1Efcz3wkZNQoJACq/Voc89Q16++/9Xnn1tfkAwWzC+cd9Z7py18fzhaBNLKZlN7D/ROrwwVhzkPgp3P/Xb+Jf+ByABAEwxv8yMiRBQ2ZD3GLYxH82648QOd3T0vvLgzEqLr/3GcA71hK3y4TZBbXTP1LNbxe+5V+3nn2hDmyDyGDoBgrh+d2RdyOwmJtMgAICOtJBA4zA5rSzLGuKXAk4ESwmJurrc12/2SZVmd6dKXtvUuXKgVJX5x35FHVrcunNVwzQ3vQc1RcD9IWzyscoHlaAaCEIiIAXUcWMt1ByeXZIkiAAAgAElEQVThST9ZtTBcfcGk6qWpto0HXrxXppuEH7VhYMgTE6edc+DgvkC1aUhRgExaPqlkOAoAySY5xkkZWed5pkLfSOxj7OSARIBX1Qbf6BnvNZkB7oZh/OVXshMD3Efmt/OTI08Rh4e4mwHuhmEYxlss473m94noRA0w5ARbX4bW9td+OmA4h0cqtOCIwAn8AAbv+vndvd2N82fnzZ416+3X/HPVpEtsq+D51Y9UTii/45Z/DcHgxOp82/JJAaIPQRAqrOOMndhkiAgAWiutMpyHEDTnHIHNmjdj38t7tu442t8HM2cXabQXLM3b9+Su7vDs5XW7v/bvpYMHNjUdaCIW0m7E0aCQKW75RIwBEdPANIBGBsiRY4a0jdzWFGhPcg0DjZXehvef37GxSRTWXxZX+6++toC7iYfuG/jTI/un1E/98Efen4gVUgBKSSFISS5sAeQDOMgw0DroP9C5/5GEK7kSDPiu/S9t2vhc5bjagrIZFZMuygWys+uwxX0emrDg0i+nfb5q7QslBRyk5qQ8ZOX5RWUbs4mjZxzkEMSiLe9cgYiMDd+wnLh7GTW3/dTo9pMfORu+zeF85IEMR32KyEb1fXkjz3gwwc8wjNcx+DET/AzDMAxjdPAb+YiVZfKBJ870yOQQ7quTASPXQmFpAFZXpKqqC+cvWbH08v+MhBqeX33/Fz7/yYsufXugY3f++LtXnFsYEo4i6bA4RxrsOxQtO1vYNmeCQBPB8HVZgmNxFQQkSVqMUIlxEyftbjy4c2tjX58zoyGUJ9i8ZYkHf7/lugtitfVw9sK8gvXbp655srz1BeptznnH/WAQkCFHDpwzBAiQCEgqmbH6WpyO7bH2F/MHN14+rfkj12Q+8O5kwzS2+mmVyrTc8+XikvzIAw+1PPTggYk1kz7ywetLS8cBY8LmKhgUwiUuvCCwiAGhoiwyu/3gWpbewRUXzGXaS8QwLrIvrHnkyKHGvKqZFeMX1NQtGUgHNdOXRPKqv/ivHy/L8/LDoAhzQkbdeNhyJ/wpzfQZT0frFUuztZWM4XBBD/GVwY+zkZuaUcFvVCzEkbDHTtztMMZGBsC/wYOfWeppGMbrf5kzh8AwDMN4azqxthMRhz+e/BKI2PTJY7R4YYQLd1jrFwQKAg7ENEfQc87/QP3c6/s6B778xXcdPdq08h0X1zWcf/Pn3rVwUijMLJWcUFYzten5u8viQtixpk3fn37B57Wwg2zGcmNSpjW4tuAAluOeSKHChcrKsi/9+2e+/LX/Wr1qXzDkf+AT44qiYn5p69nLl1qin2O0u6nrHYGSXd2UatOHIhmu9oFuE8xjLMuEzzhXOhZ4jlYTUY9HZUnniarINR++woOICxSA11DcWFmhndLld/5822OrmiaMr3//h2+orK30kdsIpLTt5GkEoCBsC1IADBFsHWS8tvWOz8G2FWYDUKCDfJdNr0v0Bfvu+8F7Z85dsfDyj85Y9lGB7K6ffkHJ/uryBFEGmCcUFiYShVtzfKxlntC7aPboYHayk+eJ+t3oQQ4jsfDEGk/Gzrj/b9Spf4O/qW0qfoZh/OVXtVMVP865eFXFb3jVg6n4GYZhGG91I71eAIAYA1vo514804OTQ7hjiiTNOSfGidmqtbXl8P7eL3/pE0XR1JKzCy+79ms9nTt+/+s733ZuXcPC99cv+ZCdN+X5desKS20/EBGWOd7SUjbxHAUMOWdAoIAJrjWNDJdHRM45Y3z2nDmN+3e+uP1oZzub0BBfOL88GvMQQl5W3P/TzWcPEoSVzLII80JaFVlsCgUNSs4KgrmeP1t601BOYapMApLFhd7vZ8e/a3pRSHtc2joST+hQvOj+B5tWrT4wqXrixz/2qboJ45AJjoggAQmQgQaSinGOnPnS04D7nr+Tp1u0yARWQkSrM6wg56PF0loOBUqUF0WOHWlc/fQDs896Zy7T8vWvfmn+9GheFKRUmijsxF3LHfdIRnhnfPe547z5gzMmnyr3jbpz4YyfXLz5P6/zfFUOPG3L4Bv5JoeZP5CGYRiGYRiG8Td6zXv909/xBHHlRWPdlxPO2iOkRo4cuQrQwlz75ufuWn62vWQmm1A1003U3vqdW5YtmH/Ru79fOO3i3t727/z7jetf3JTq8/PtwFYyRrsPbvxvwQURIVrcAgAYXoo4mmXbpSWFn/q3L06bPmPV2t0//PY2X+cDcq1Y4wE/SOd+ZNHhLCPOctIFdFxfOp5wA84BwCLgwIBZWkhLBJxaFTynVDKUUCQcyMuydEX1pM0bO9eubZreMOujn/pIdXUxAGQCBYEPAL6WvpTIgFs2aQg0cbCP7Xws6N6hFbDkWZVzP1E276OTzv3o+LP/SSameyJqM2TBQEURv2DpEtvhP/vB1wrzdEUJC3zP4lwwNxlJJvf6zqAe4/B2LVt0WkaDkZWaJxdtnlb3e0V579Qgh9caAYH/4yvhDfESbT/ebv6gGobxF2GcHT7S7Lqu4zi27ViWZZ0s/514j4zxk2+HMVPxMwzDMN4iRnb0EREQAYAm0lrT8Eetldb+T34tf/LrM/0KGumei70gRNFYYIOwLJezNGPhvLK5S6/6ViqrO9sai8pq1q66f/9La5XXMW1Kw/RZi6NRnh3q6enZn+f7zJIqUZtfdWm8chpjFkOkUZfdkQqkJtDSD3T6pa17Hnv4ySNHD82cWXzOOaXJfNj8/RcnPL37+YvGLb9qWra/x01R1gOuFGpCIgaAFmpbEOMibD/xTPO0pw4dyrMbPv+2sy6ctH/f4FNrWl56uae6pOLKyy6dOXeaE3KRuYCIoJA0oa0BtPI5Z4gctd/f2dS1695sX6MrglDVOZFx1z75+D06dbwwEc+rmVI/4yy/t+3Ai/fqwS3MKiic+v7Gxt0PP/DLty2KceWT9v1Ahd1kyAlNu61/jPF9vXOnHv6Hq09r64KM8+Ha3onVS8OfCC74yRYGp1Y2CT68AfDEGlDOT+30gzfHBj8we/wMwzAMwzAM43V0ImIBwMgcP6KRZpvive8cI/gxwsVbrNXnBNJncVdnwY/zeDYny+rn5ojFIvL3T/3uqaefXjwrf/bk+OwF/1I04UJuW62tnVVTypP9/fuf+Vo+9oSG2nobf0PsfflVswBoOIVoTcNZ5cRvpDQTFoe8hWctnjdvwbqnH/v9Hx96Ys3es+rL3/HJBXcc6frchy/MrxGxyHTpdxLLt3iOAJVm+kTQ0QxA64wsqFi1/siyH727pDzvOz9sWrd+b21h5D3XXnPhZZciIEdLalK+b1sCgQIUFgJkPTtkK0LUQfPWPx47+ExceC5a/WlWVnPBD75z07i89JJpVdzqHxzYve2+tcuu+3bx1VN++o33TqxI793wnQ3bOy85p0jmsoKJjAosxw674eqHU2MPbW+7fNlp2/MAX1ncgxOtXmDUOAccWdgJp1UAR5/okc/f4KkPzB4/wzD+mkvaaV09zR4/wzAMwzhjCjz1OREAkRAEQFt2nukZ8TTrj+ueCHMcACSgwHVC7a2Hs4OZL978uYHupkvOz6uqLJ+14EMlEy8OZP8XP/mPTz/8k469GxYsvjJaWLVx01Ml+XbEEv09Tcmi6YoJzvlwED054+HElj8ZkEYAnbZEqLKmesGiOV3HurfuPPD8xiOR6oLlV9dFrChSf0pGHYshKQ2ASAIZw+Fci6BFvKL4np3NkUjVLbdtONDYevacCR/75OcXnHWW4JYvtSZiFDgOIaImITiTgWc5NoDCoGPnmjv6Wje7bIDIZZCxI3aiavGzqx5bPr826VDgUciRjuUPDGUSFTO3v7CR+12F0Wx1dRQ8aXMtte9plozkuT26alVmjLuK3rlTe86e84py33DJb6SN54ke5chGdfUc2e03ak8g4uhBDsP3N8gYvKJhjAl+hmGY4GeCn2EYhvEWiHsnm3meCn3Dy0CBAFhDvfzTE5DNnenppV1szyQVECRsBBCIOsqGtr20r7ScFk8piViJOYvfX9Jwfnd/x+c/fUPM7n/HhbWVJQq1TtYt2rB+Z2WJjIis9tJHju1OlMwdzjSIp1YkAkCgpcVzqLiwWACScycSir1t+dJELLlr9/6jLf1bNg3kxXhxeSQaykctgdmaBAEAIAEntDiGssD2bW7assVfvXFPNOK+6/IrPvLpTyWLihC1VtoSAgPfsgUAZXKKWxbTmgumCFK9R3eu+1Wqa2MIBy2IEAMLwBJuqGBGXrR0YGCLG0NHsKxPEqUORQsq5+3YtF5nWvMTtgxyLtpK5RQLbBF1LHv83UNWZqxyX9OHr9eRMCKMGjp8CjLkjCM7ufLzVFsXxjkfafmCJ+f3nRb84M3R1mWYae5iGIZhGIZhGK9/9gMAHFUIGv6EMcRwSPzLB8d4ruvj/O1CBmwoUD7HgJCh21DB6ssc32WT33ZjccNlXV0DN3/yPaWR1Ir5+QnSYUWhglLO7HSmLz2YIeVKtGKZo7vX/Gf/obWkQRMGOgDSRESaBArEMLdISWWj4Mg0MoXsksvffssPfrDkrNlHjh3/6rc3fO+/9vQPeb7OaQAgmxRDTKJOSEmDQ8F3vrnjs19Ze7S958Jzl3z3e9+97gPvDUgBAAJxTgg+d2wFQpETCbkC/SwwANZ38MmdT35F9m4Ko5BBJEAlCSQAUuBlj8+/ZGUkf6kfhEiFOfqknbx4vUB18HAjc4WUUnDywPfIIoxHnHDB1myoW41xMNsuPs/LT546BSPvTI/u7IknY93Jn4z+EuFUhxd4w89sMMHPMAzDMAzDMP5/hkAYFQLFxctwQu0YT5ncxEs6MZW2USkOFChOVoCMpo5fVlp7QWfbgc9+9OqypD5vfjVzWTepxITL86vPTw1279m7J5qwfO2DygFCjNL7tv58x7pvymy/QOHLNIJPAIiB1EAkGHOJAMF3BHGlmeAFRXn/8ZWvf+kLn64ty3vmmd2f+ueHDh2z8cRizTzKZonljrWKz3z6oWdX76wtq/j3f/v4TTd/uqqiKjeYdbnFKdAoPI8AHQAGgWY4HDvtkOrc+sy3tj1/p5ftAOlITZYtCb0IakG27+muIy8KzM674IZo3aWZiJt1qyIVZ5VMWbJn+/qWlqMl+baNXElhCQ5Mhq2Q0y0rnsmOcRiDWLR9xeKRsDaS/NgrMt2oQuBpGfA123ye6gt6WhEV3vCrmcxST8Mw/vIL2GlLPblZ6mkYhmEYfw468TcQEc5s0Pc+OsaDa46xg3U6q1h+xJbkC0dpZXW0t3b3pb/7jS9MroLz5ya4H0PXqZp2ceWMG/r601///D9NrKDJE/IcZmktkTQFfS5PDA12Nh94hlMuv3iKAosQGXAGAAwRgYCU5gw5ICh/wLKZDqCkrI7xVC7r7Wtqe+H5Q+cum+ZGYiRJWCyn4eabH9rZ2Ddjat3FV1yyYMlFlrAFJ8t1pQwYszUEXNjDl3nGNUJOq75jB156+alb+jt22DgYti2GCOiBQMZCXBEit1whvVTTrr2l46c6hVOLa84rqFqaXzW/ed+Or33x38+ZEy+OA9dInOcCzxYxxlj9Hf08GOuAN//jVV5p0ejdfZzx4XDHR9ZzntjfN7zEk43c15y4uzm1629UpfBNNb7v1K2XGedgGMZf6vRxDrZl2Wacg2EYhmGMHtcOo+Y6EMDwRIfhoQ6atFKatPa/9WN994Nj/IJ9Cf3EChWysaRIE8U5WI6T6hyKDPYNzaxPchVVFquf+e7iGZekpfzqZ290/LZ3Lq+JReIWt5SXTmVTCCHPG/IDQkGDXs6KTKyff23RuKmMIsiYL33GHUQAAgYKQIK2A5np6Ut//MMfb+06Tkghx/W84F8+vOQd71oMOucH1NTU9X8+9PNIpGgok0JQ5SUVP/zv24uLYoiQSQ1Go3EgAAwC0kCWzbD7yIYdz/9uaGBfHAKOYSCOjGwHARDIcWyXALklBUOXhbLEdx3yI4VTa+sXBTq3dcvaNaufXjInf+aEKEovm/ElB61QMKv6DwPxQ2PFvsFJ4w589D2MsdG7+05GPHZiisPwP0fGNnAuhDg52EGcaOwynANPrgwdKQTC6cHvjX9jYyp+hmH8xcaq+J14I8xU/AzDMAzjNWLhSIsXAoAFs/R9j4/R5SXkoeNBSwmRZhZ3XddjKpGMsKKkAIoHjj1p7pUl0y6UOfafN60Er23lJePCxEm7TEjtK8khp70g0EIEIKVQkMu1HD60sfXgficSDkVjlhVTBAwkQw+RQQAkfOChn//kJxu2bJo7b2p//1AmnQNQ6QFqbu7atvXorp3dzz176NDhLgAdcviieQ0v79oTgsy0uQ02d2zbDWTAgQEwjqz72IZNT35vz9b7LdVpBwoAAF0uhLBAkwDlWpxbVi4XOFp7jmA2D9lOrrYihJnBLZuf3Ltjvcwef/u5FXUlrvakUgGGtFLCQitvS6Zwqzf2Ad930z+S45ycyHCq3MdGyn0nx/idbOBystx38hvD5b4T0Q9PC34j5T54M/TzHGbm+BmG8Tpdz8whMAzDMN7aRm79Tyv9ISLRcEgYHugHiIwhEXLLoh9/TV7/z2P8mvUHeWsldZaC4ww5Cm2mZMCFFYKQX1pzbtGkS3p7gy997pq8UHDV2yfapMNO2FNSqzQw1BpQazfC0kO2Uh7yjFBWTPNs98YNj2xJJCprJ5xdN30Fi9cGijOG2gKtA0Q20JNBjVPqi1/euTsWzesb7G7pSQ9ubycCYJbv5XJKxsIF6XTH1Jnj1z23tbN90LaSvqeFpRlktT+0b/ujB/etzQweC3EdY5afgkgopIAYI6lzpAQHtG1gzA+kF7HiNg+j0tpSgW8zxKoiVlFSPpQlPwAkmUsNhh0royjnoQDhHvXKVmXGPhfN77tSxaKnLc4EPG17H0OGbPhcsFGb/BBh1OiG12jrMrJf8BUn/Y3PBD/DMP6qmEcjb1cahmEYhnHGHDgSAkfWBBIiEg5/YBPH4QdX0u13jfHrnLeOrztfdyG5LEQx35fMtRyV4/t3vsDdybf9X/buPUrSsz7s/PM871tVfRvNRaMrNyEZgZAVwAgwl3AxYGMc44TgTexNnBPO7rJJ7GQ3yclmEzs2yeYP54RlncTr+Ky99tqxT9YxZB0TH2NjJ3hzjPEFWCMuMkJCAqSRZiSN5tKXqnqfZ/94q6urqntaM5Jm1F39+ZzDqKanp6fnZWD6q99z+VcfvO7I+re+9qZeDjGmfglVt2pyXaVmuNr0Qm9tdVh3B8Mw6K8v1TGUsppyfVXur538/GdOfu4Pf+/fXHXslltuf+PzX/zWlcMvKGGxhI1v+45v+djv/NbP/syvx6pzbnjyumuP/e2/+b7FpeVOrFfX1qpO+F8/8IGvPPDVunf4g//yF+pQvf2db69jU8Vzf/Kpj3zxC7/12MP39Dq59Dd6IXRCN8em06sGsV9K6sSSm1hVdV3n4fBsk+rlxcNl0B/GVFUplNLtLPXXhwsrMTf9TsmLi53Tp9fqTu6XwdpqU1d15+Twpl94Iu76Fchjr7z98Vf9qelTPLdarp39Td3nMHVMwdal7ZvzvW2Hu+zTP5D2+AGXKlXpvq/cu7iw2Ov1ur3RHr/RovjRJj97/AA40EYLOze3+YUQcintTr/Nf4x2+jX9/uD7fyj8wWd2+Wg5lo9/Sz51bXjetUtLKylt9JZ7deiULz2y+vDDG2/75puXm1g6oVqsBk23Uy0ud2J//ez6IOTBxiBsrPf7wxxyLv1Bf70Z5DIYDIbDQck5D5phLoP1QQxx4fDhozc+/xuPXXfnNbe86nf+30/83M9/+OTJk3fcesv/9A/+8c0vekF/faPuhNSEnOpHHj3xT37wf7nri59fXsnvePOrv/ElVz1y4pPnHn2s2RgcWh6mEmNIVV3VMcVYpTrFFKsqVqXudroxx24nxVSqqg6xV0KnW5dY51TFXlruxsHSyvJwUDUhhNBfPb+60c8xDs9tnBsMqnQuv/AnH613vbVvcGjlcz/y/WWh11bf1CLP8SEum7v72u18dV2lNLu7r73cb/vuvsljXSZ7XvgBwk/4AXBAwy/sdMTLZvflpj3vpWmaRx8f/sW/Hh87vcsHHFbl196V+4vhhc85vNTtpBjqXreKaaHkbndpo/SWerk9m6RT1SHG/nDQ3+iH/vB0zrGsh/VmLVarzfk6l7AeV4fnN2IOw9zv95tq2PTLcCMOYtkYliZX6yV0q2OHVrpLy9cfvnq57jyn2+10u4spna/ScPXM+pnz9z9++rHmzPn14eNVyb2Y69SkarHqVE0eVnXoVIsp5lK6sQrdTs4b3SOHci7dlEYb56qqSiGmFOuqU1dViLFOVa+zUFedVIXUKWmYB00eluFavzm/Wtb7Z+P54Qt/4kmqL4Rw1/t/oH/10cmtfWkccG0Bjvby1VWV6qpuD3dpwy9tvqXa2v53wUvbw/7Z3dey1BMAAC6X0fLOEMY7/UZvbJcThhRKKceOVD/6D/J/+/d2+6q9id/2a+k3viN/5cEzN9949HB3oWwM80JnvV4OJS5V50JY2qE/Y2wvj0gplNLEEFPIwzg4fP2tV9/40ofuv//hRz4z6J+uS12l/vkmLFRxddjEQRqmxx5dLSf6JzaGTYyxU4cqhbpKMcQ65m6nVFXOKXXq0unUw6Y0dZXqUJXuQq/ppM5go9+pcwhVt1pphqvLS3k4qNMFyqPkGKt2ctaEMD4vM/XjxqCJTT/0B2fTar7pIqrvvr/yZ/tXH53c2pdmFnmmzfwbX0OVYhwd4hKnln1ubvKbubNh8r/W/cUF7gAAcEU7cLT5bPNG8ZRSesXt4e+8b/ef29uI3/4r6ZpHwn0PPX62v9rrdkMpg1KGqQnNzlHV7iUsOeRQYhlUpYolNnFw9fO++SWv/4E3v/vv/tbvnUqh0wxLSaXEpRK7OcblpVhyKU0dY07D2At1GIZSQi4hVKFUOZSSB9VCFcog9PvNkatvfts7/+lfft+/e+O3/O2vniz9ftOtU6/TSWE46PerWDVlmPPCbklSYgi5hBxik2MJIazn0qs7g/VyZu1sOtfc9L+ffNLqe/Cdb2q39k3sykujnX6bsRdT3FzDOd7qV01t9WuPfRmfTX6B69v345894Qc8bY54AYCLqb7N9pssiXFs1N/zrvDffM/uH6Fu4hs+Fo8/HO89cearjz5e5+pQtVE11Uaodnz/ppQqlRTarGqqknKOTUjXPP9VOS3+p9/+eFWl3NTdTjNo0ne9+79/x7vf/4KbX31mo8pVWA+DQRXDcnetmxaWjuZqYfno4YWrji0fOR47K7lu+jnEUOpQbnju82562bf2jt168ze9+6ojL+8PO8OQN9arXreK8VxVhVCqkHb7ciGmEEIoJZQSQ6lLrnqL1bkzzdnVMwtf2Xj+T5x60uo78+IXnnjHG8a1Nj6lc/Oqqa3Ea/uuGvfexD/i+KL2ncZ98cIlvy9Y6glc+v9xVP6vAwAuNftiaK9zaBdftkd7ltE8KpYSS0zv/QvNZz4X//CPd/kwqcQ3fKx89s7wldvWB4NHb73hcKezkeOhEJrt71xKae8syLHEEupY1ktTLRy79rm3bTTNH3/6d597fadbD9bXm6p35Pm3v7vUR//Df/zYffev3/y8ztLS4t//4V9JSzc25dG6ORQ7G8OcS+6kVH7wb7xn8dD6Yi6HU9UM00Lnuhh759ZOLNXXft8PfOBf/8hfuv6GU1XK/X7s9mIMpT8IS4vDCz+ZXEoIMeYSS+jEUIUST5964vHz5xbu27jx5x6LT/avmM+8+IX3/I3vjVU9rr6tvJ4+vHNmkefMuG+8o2/Hcd9+/wNo4gdc+t9cybksALB75cULHWkWty0f3OqTbif92PvLnX/qSb6CL/FlfxDv+GQ4fW7j0/c9ujEY1KVz4S/3Y2zHbbEKoZRYjhy/NQxzJ+X77rn7+OGQ6tVUl6NHXxA7h1IafulLX7jh6lQ2cpVjSMuDteH58/3HVx/dGHZL6H3xi5/54mc+9dgT62sbqcQwKMNqYWNxeSnFzsc+/OE/+sT/vbC08Of+0t/72iPVRlkLqRr2OymkuqpCHFzoMyylCSGU0XrM2OTBycdPPrF67qpPnrvx5x990uobHFq5731/oa2+9imGia19E1O9yZsbJhd5jl7EqZHfBXb37eedfsIPeMZY8gkAO0bgzKs4OY+a+U+3E/+3J2+/EMLNd4c3/4eQVvOnv/zIqXOPXOC9cswxtpv9Ql3CoKR4w013xm6vrsrJk6euXukOhynH7nOfd0eIMQ/i/Q88cOyqtFDX6+ur3/2uV33H22/9s2//5l/81z/aTZ2NUw/89b/6vf/o77939YmvHusNyqBJIfVL7B4+WsLamVNf/dVf/rk6dL/hFW+74TmvGjaHcmxCqNpRZxleuJFiFcLonJv1jXOPPPbo8In1a3/+1PFfeyLmJ6++L/zD9+Veb7xoNk6s32xft5c4bN3fsHmqaErj+x22ii+MtwbucH/fPru/QfgBAMAVSr7J2942z3QJs/O+MLEs8VLa76rT4a2/XK5+KHzp64/c/cDD/eHscsqYQimh5DYBUy5NqsLxG28f5Pjxj334yFVVM6hD6Qxz59bbXjPo53vv+kSvG9c2qn4cDkJ48Yu6L3/xodfdvnT98xdCU0pcPnK4fsXLene8dDHGsNQJIddNqWLvmhwWNs6ulubBT37sJzaatb/yN3/8kVOHmjjoLZSN9UGn7oXS3e05hVRyWN1YO3N+rXff+o0/9vDSlzae9LffVl9zaGU865upvrbxJo/rbLuvHfqNf2hrGlhVaWLmt313X9yH1/cJP+ByMfcDgJn8C9vmflu3gU+dPrl5VXinLh/84fzKO570g9fD8NqPlpd/PJ964twnP3fvg6dODcqwKVUIsSohl6pfqmEqpZQ6DDtVVZrjK8dvDyX9we/+xg3HY8z9TohysnkAACAASURBVOxXC8vHbrlzodf76K9/6PixuFA3KaZuJ+ZhqatmmKrOsAmdKtd1CbEaliqUkMNgGPNCvy7h6OLzqjI4O3y024mf/8z/U589E5rBu7/vf77/kavWykZVD8MgVbGfS0kx1SmF3MTcT6mpUiohdHMupVkfbPSHwyMfeezanzlZreYn/Y3PVN/o6Y1nddPHeI5nfTtu7du+yHNm3Dduvn3959AJDcDTy7wi9gDgEgpwfLd7GA+OUgo5t9f6tXUUqhC63eaDP5z/x/enP/rsk37k59wbjj/YfOF16Uvx5AMPnX7FbS9YrBbW4mqv7jUlD5t+rPLZtdStDx277sYS1jsp/MkXH3jZrd3FlbUz57rXHL9p2HTrsnbXXXcdPVTnXEoJOYe6isN+SXXMeaMZbCyuLLTH0sRYcg6h7vQHwyql5SOLJYSXvuxbb3ruu198xxvP99NyqG694/Xf9IrvvPeL//65R6omnctVr5erPAyDKtadbk4x59SU0O3G9RBDyd0vrx/95VP16eZinmR7mkuq680zOLf29bWH5WwW3Xh7Xxqt7KymtvZt3dK+eR7MzCLP8X9PYX/e3TfJxA+4ZMPB0EMAgKeef7ss+GxHUSHGGKtuN/yLf9y897+6mA/bWw8v/+386l8dhrPD3//sl7/wlQcGg5Vmo1+VYcwxxU7VDf2yOhgOQ1iKabnubSwfbc6eDyH0XvDC2+uwOBjmrz309aNXpaYpMcTchDqmkkOIcdBfrztVVaUm5xDKMMe6SqUMulWIpVpcOVTVvbd91/e9+OXfXuojDz74+U/+zofX18vbvvtvhe43rDU5hlRKb1iHps45DUpoYgmppIVuXacqrQ6P/czD1/zUwxdfffd+/3+d6jpO3tgwXrHZxlw1s6dvtKEvjTb4TW3tmwjEuIOJaN/XTPyASw+/4TDsOuUrocTg5E8A2Iq9dtA3ftG+atd25pxTSjmElHOJsbQjrBCaEFIpzXv/4vDQSv1j/+fF/EJHHw5v/IXB125LX3nVuVNnzl29snL4UK8Tq431QapzU1bPn3u0f/aRtHLo+/7q3/rCp38+dL9+7KpbXnrndw2r+Csf/qml3rBT1+vroapiHJRSQoyl5DIc5hCqKvVSTCGkEkqIZSHk2MRuXdW9lf7G2kc+9NO//1/+4z33fj2mtdteeP0dd9weure9+73/8N/9i//u5utyKGf7w4VeHeqUOjEtLixUdVVKWfroY8u/fTrmi32SD/2ZN5/49jdNHuXSTvgm7u3bOrBzuvrGg740u7Vv20meYZzlYYdFnvs0AoUfcLmUEqL6A4CJWigTV/mFEGIIZXITYBsyIeUQYikpxVJSFULz3X9m8PLb67/zT+Jjp5/0F0olPP/z+blf6D9yS7rnT58/vbra61ZHV3p5GDtxafX8Y7/3m//sde/80Ve+7ltf8ZrXp/UQlrqxXh70z/3bf/OLNz2nE5tQ1zGXklLIgxJjyDn0ugvNxnBtsNqtq/aQzqaJTanqOvdWFga5SnXnNz76q9cdevAdfzovdZeqvPHRX/pHn76n+yf33H11tXHT8SP1QlrM/W69uLR0uNvtllIWf/3Rpf98Og4uYb/Il//a95y949aZ5Z3jTX2T1Tea6FWTU77x2s7RXDDOXPcQpw9bnc678ff27+hP+AEAwJXLv632C2HmSvewOfgbbchqQqhGc7/yopuGP/uB6kc+mD5118X8QqmE6+/J13554+Q3pC+/ofPIMKcUl7vdThqcOvH7P/b+73r169/zmrf++frwcn8Yzjx26of+h++th48999peMyxVqvrDEqtYBqWtnPPnzqduvdI7lHMZNrnXjTGUpgq5VAtxIcaVKqb++vp1L0gL1XqzvrjUGw7Of7nXbHz7G5aPdo/XnYWVxcWjy4spVfncYPmXTnTvOhf7l5B8g0Mrd//QXxuuLI2rbJfqm9nRV00c49mO+Nrq2zzgJU3epjh7kuf0Zr99veBT+AGX0fjvNgDgQiHYLvgspeScS4yxxJRCKTGlFHII1eh9m2NHhv/8B8O///Xuv/zZi/zwqYTrvpSvvWfjzHXp5K3Vwy+LMYYqVi+68fRdn/rxD33ox3NZGjTDE4+evOFoevM3dQehlFj6JeZYRstOUywlxLTR75/pdGKnk0IJMYXchFiFFMJSN3/kF/7Z73/iDx9/7EQv9ULT6/TK6qC/snD4G1+Qjx49cvzw1QvdXikl3X1u4dcere5fu/iFna2Tb3711//8t8W6qjaTb3SAy7j64tYazonlndtmfVu3OGyd5dl+kHbJ5/aTPOfqz9qJh074XxxwqTn3wNfuX1hYXOj1Ot1ut9OtO3Vd1VVdjddWpJi2DqgOMW47DksQAnBg/xqdfFFKaV+14ZdzLqMELDnn9k1NbnIuuWma3OQml3vu6/zdf5oef+JSf+mmDmeeUz34ys7Z53ViDCnGQbO+3t84218fDoe9Jp1vmtCkcxt1rvP6WolNyCX0m3j0mqsHg1tzLH/wRx970yuWQoy9OqaUU469qvn81+urVprj14RjCzHllUOH66OHjh1dOdzrdmIM4cH17kdP1Z89e0kjvtbg0MpX//K7zt5x63gJ5sSdh6MB3fjahnaN59ZtfBeovrQ59xvf2jdZfVuLPLfd17ffv3QRfoDwA4BnIfza1+PwCyG01df2Xill3H5N0+SSc7MZgU3O/X76ld/s/quffWqfQ1OH1WuqMy+oHnl5Ly9XbQSu9tcH/eG5jf759WZ9o1ldHwyGYTgMOcQUSwghpVDXcbFXulWIIVRVWF6ou3VaXly4anml1+0cP3ps9Nf/+ab3qbP1F85XD6zFc81T+yRPvvnVJ/7c23O3M7O2c7Qyc2J5Z0yxqqpxzW3e0p52nPVtXt8weueJyxNHZ+pMn+4yP1+6CD/gqYdfr9frCj8AeBrtl3Mev6lsGs36ymj+t9V+E3O/pmnCQw93f/CfV/d99el8MoPFuHp9tXZ9vX5Ndea2hRjj1lgtxhTjmdWN1fVBjKFdGnloqXd4ebH92z1NvFt971r3oUH37tXqgfV0vnk6n9Lajdc98N53bzz3+pm7LsbX9MUYJ5d3jmd9aaelnls3tk804OgqiDhVfVu7+6bHffPxRYvwA55++HXqTkf4AcBTCL/R0G+6/SYWfO7cfqMVoLk0TRM/8Ue9D/wfT2Hl545yJwyX0vBQGhyuQojDY1X/mnrinsEYQqhXS+9rGyGEtF7qRwapn9P5/Iz86oNDKw++59ueuPMbY11NXW84Pnhl82uMbcmXJpdzxji6tm98wmeceIfJ6tta3jnReWG+Fnm2HO4CAABX1Dgkpm532DzoZesdNg/5LCW2h7zEHGPMW+8Qcwihee0r1/7ty9J/+t3eT/7i08+/NAjdJ3L3iRy+NrzCj+XEd77l5NteFxZ6aTr5xpv7ttZ2bo78xoO+7fO92ZsbJvb1Tc0qd62+efr31MIPAACetQLcfrPf1I3hKaUcSighbV7ykEd3PFQhbP4j5Bibt77h/Ju+ufrPn+j95C9Wp8/sr+dw4jvfcurtrw8Lva0LDccLO+NW8k0O+tLEYs/Jod/krG/H6tv8qFuLPGc2883roiThBwAAeyMCQwht/k22R0oh5xhKmm6/3I6kcowxxia2+Zff1ubf7/V+6SP1V762x3/Lg0MrD333O86+4rbS686M+HZMvhBDmrp1feKQlslB33hT38Sr8c0N4+qLs7c3TB3oMn/5J/wAAOBZ7b1S2m/H3x8vOBwd/bLj3C/lEKoYYzv3izHknJqmCZ2Y3/b6c295bbrr7t5Hfqv38U/uwd/1uZfc8vC73rJ+8/NLlWKYOKwzhPHxLXHrivbR0QHbk2/rhJfN6ovjt46vbZi4569NydlFnhPVN89/0hzuAlyqzcNdFnq9BYe7AMAz8ndr2HazX9i83G981ufWHQ9bt/5NHPdScsmlaZrNWwBz0+Swtl798ReW/q8P7YUB4Ppzrn/8jXeevvOOfNXKzKUJUwO/raWecXLKF2KsqtGRnnFzuBc3q27n5Z0pbd3XcKHqm9PTXGaY+AEAwJ4wM/crIbSJ0lZeu+YzhRCrlHPZPvqLOeaYt0Z/IcYY8/JS85pXnHnVy8rjT3Q+87neb/6X3h9/8Qr/vs695Jaz3/TSJ+68I1+10v7m0sSALY5vz5u6qS9O/DvkqbsbJqZ8aaL6ppZ3Ts762nWdKY4KcHaF57bqm1fCDwAA9krybR34GULcjMAQwij/QgilhJxTClvBl2OMud3rF3PMIbY7/5qmKSXFmGMMJaXm2JHBm1+78abXhGFTffHL1b339z75/y189u7LFXu3fcParTedv+2WjeffkHu9id4b/X7DxG66qd19k723dQRLmFnb2f7AaOi30wLQ8VUNKe60qW9i4BgOxqIk4Qc8HcUjAIDLFIEhxlDKeCo1mX+xlJByCKmUktr2CznH0A61mqbZHP2VtnFKKe0kMOYcUpXvePHw9hetfcdbw3AYTz1ePfBg9fDJ3t339u76k+qJs0/hcx5edWj1tpv7N1zTv/bqtRfdNDx6OFRp/NupNl+FyZsSwnSFTd0aP3EWy3QBzqztnJ0Abhv0zRzlksbTxYmnekC2nwg/AADYS703PfcLbeZNxEmbfymHmMrodveJ0d/oSsCmKTHFlFOOOaecc4wxpZxzLCXENgFTLlUqN147vP6aQSlr73xLKaWEEk+fjRsbpZTO107E86vjz2pyI2IIYf1FN4UQcrfbXLU8eSV9O9mb/O7oRZgcs8UQtg51Gf2smLZO8txMvvH6zF2SL2wu5oxbw78UY2h/+sxlfWHzzoywbYXnfBeg8AOeOeZ/AHAZOnCyVcJE/7Vb/koMMVY553b0l3OOVWlDbXLl5+Z60FTKaPFnzLk9MCalknMuKbWHyIRjR9oDZvrXX1M2tX/Rz0Rg+6q68G9hhxcxTB3rMv3PlHYe+o3XbFZV1R77uX0L3+w5Lps/eevXmg67g7CvT/gBAMBejL3JrJqa+22u+WyDcHzNQwyh5FxCGZ/4UrWXQFShHf2llHLO7crP8Tkx7WAwpZjz6C0ppnbcl3NuTxVt26/9ZNrvhG1Dv8k0vZj2m1nkOd6+OO6/yRnd1p0Om5O+cfLFyW19W5sCp85x2UGYWt4ZLfUEAACe3QIct9/olr/N9ps86nNUZCmNT3yZHP2VUmLMOZfxMsdSSi7tms+Uc7v8s5SSU4rj2Esxj5pvc9C31YGbFTj+PEfvcIE1PzHEmeQL269w2FzkObEmM0z23sw9fuPka1dyjod+23f0hRB2uKL9IJWe8AOeAU/6b/gAgKfZfu1fuDvs9wvbRn8hhJRiu0OvSjmX0hZjjjHkEka1F0ppmqbEUkJp9/5N3hO4OdtLpYT2w5bJ2d/W9G/264ELfVUwNeWLU2+J287ynOy9ieSLYbL3NvNuugBHP323Qd9Ec4aDerGw8AMAgH3TgeOjPreP/tpAi6WMD30po619OaZ2GWepYgxt7MUUUy45z3yEUfylOM68yQ8+mXmTiz93+ZzD9Ohvp9iLk2/dXOIZ2uwbH98yNdObOOxl60DQ6QsbpqJup9I7aHM/4QdcZqXdkA4API3e26n9ZpImjNeIbh76UkrMIaTN2Gvzr5QSUyo5p5LyxMLO8Tc551LSZviNJ4Fbiz1Hf8OXiw6/6dHf9tibvcQvbEVgGAddGDXhVPrtMDmcPr0z7DDrs9QT4CmWHQBwBfJvZtnn5C1/bfKNErGqSinjQ1/apZtt/k0M9WLOpV3/2a72bH+JPLHlL4SpnzGRebOHu2zPv22DtanuilvHukw04EzAbYbd+PiWi0m+ML6mb/zL79Sfwg8AANij+TfZfuP8iiGMV35OzeZSald+jvNvctHm7ABw84dTSbPHeE4c8RIu8WDP7dG1teXvgje5b1vV+RSSb6fTOw9y9Qk/4Bli6gcAV6r9ZiJw9JbN9gvTBVjaDYE5l1DaxZ+bA7/pAeDEKS5hetYXJk7vHC/33Ky+6S8Hpm+hmEqwbdc5hIm1nlOX+e3Ue6Pv7Zp8YWJt50EOPOEHiD0AmKv2m/k7OY6bcOI9R+03sfgzxFjC7KktU5k3GYGbeVcmDvS80LivHRLGMLvtMEyP/iZPeQmjywjD7r03+gjTsZdS2p584QI3s0tB4QfoPgDYl+03+5a2bSY2/oUd9/6VEksJMUxM+MrMTX2TERgmbnGYucxh4mXZLbRmF3zuPPoLU1E38Q6zy0QveILLhaoP4QdcngB0kicAXOb2CxdYWrl9+jc1+tuMxvHdDzMzwBCmrmuf/O7MRQ4XSr4d8y+GnTf7hdmWC5O9F3c6kPNJD+3cOT6Fn0cAPLPRp/oA4NnKv620m5z+hamTP2c2CrbHtsQQxwXYZuM49mIIM1v7JpPvYsJv+316s3vzptdzbn+HXZIvHPjjOoUfAAAcxPzbGuuN36ftven2mxkAtoEXxys82w87WuoZwratfTGEXcLvQmdpbp3qudPF7mGH8z8nwm+n3tvl10L4AQDAnNfgZNdtv/N9MvnG77k1NtyMujj66aOL48vWFRJhMwJ3/zQmXodtnbbTYs4wvU9vYrHo1Ccv84QfcGU54wUA9kbpTcTYBff+jQpq2w7AyZ8Ywg5X9sWJIJyqvTj1E3f8fMJOE7kd9+9N/dBOEbnLqk4RKPwAAOBgReC4xLbn0IV2AIZtd0WMh4Fhc/fg7MeZqr+LitLd22+Hj7brwk7JJ/wAAED77VZHkzsAZ96tTL6+0K19pVz8J7P76x1Lb/feE3vCDwAAmM227W/feofJiJo4uGWmxGZi8lLTa4dJ3QV6b/fDWiSf8AMAAC6YSTtm20zObZ/ixQvE3sXM++KFP61dPs8LpZ3kE34AAMDTisPtR8JsnQg6Y/tU8Ml+gYvp0mC+J/yAvcmJngCw7wJvh7/QdzoFdJf3DE8pxi71KE7JJ/wA3QcAPMNB+CRXMlxMEO76cy/mo4k94QfMQwduPwkaANhT+bd71D2zu+98VSD8AACAPRqEF3+Rg8wTfgAAwJykIHtf8ggAAACEH8CTctALAIDwA+as84rSAwAQfgAAAAg/AAAAhB8AAADCD9gDbPgDABB+AAAACD8AAACEH7CXWe0JACD8AAAAEH7APuUydwAA4QcAAIDwA/ahEnba2Wf6BwAg/ID5qz8AAIQfAAAAwg8AAADhB+wZMUYPAQBA+AEAACD8gDnkqBcAAOEHAACA8AMAAED4AXtCsbATAED4AQAAIPwAAAAQfgAAAAg/AAAAhB9weTjeBQBA+AEAACD8AAAAEH4AAAAIP+BZZKMfAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhB/B0OOETAED4AQAAIPyAfaaMvwEAQPgBc9l8AAAIPwAAAIQfAAAAwg/Yq8qOLwEAEH4AAAAIPwAAAIQfAAAAwg8AAED4eQQAAADCDwAAAOEH4DIHAIC9qvYIgEt160tu9RAAAPaF97znPT/9Uz8dTzx0wrMALtV999+7sLDQ6y30ut1Ot9upO3VdVXVdVVWVqpRSSjHGFCe0P3H7CwAALjdLPQEAAIQfwAXZ2AcAIPwAAAAQfsA+VaamfUZ/AADCD5jX/PMIAACEH6D+AAAQfgAAAAg/YC8y6AMAEH6AGAQAQPgBAAAg/ID9w7gPAED4AQAAIPwAAAAQfgAAAAg/4AopE9/OvhUAAOEHAACA8AMAAED4AQAAIPwAAACEH8BTU8bfAAAg/AAAABB+AAAACD8AAACEHwAAAMIPuBKKM18AAIQfMFeZ5xEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AOeAYuLi7v+uNNeAACEH7DPXXP8Wg8BAED4AXOuuKoPAED4AQej/zwCAADhBwAAgPAD9i3zPgAA4QccvPjTggAAwg8AAADhB+xDBn0AAMIPAAAA4QccJK4BBAAQfsBeDzePAABA+AHzrGnypWWi+R4AgPADAABA+AEAACD8AAAAEH4AAADCD+ASOLMFAED4AQAAIPwAAAAQfgAAAAg/AAAAhB9w+TjjBQBA+AEAACD8gDlQ2tmf+R8AgPAD5ij0AAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHXBFOfAEAEH7AnPSdwAMAEH4AAAAIP2BuGP8BAAg/AAAAhB+w7xjzAQAIP+CA9J8ABAAQfgAAAAg/YH8qW+s9jf0AAIQfAAAAwg/YX8z4AACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIP4CnpOz4EgAA4QccmBoEAED4AQAAIPwAAAAQfgAAAAg/4HKxoQ8AQPgBAAAg/IB5UaZemwUCAAg/AAAAhB+wLxjtAQAIP0D9AQAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIP2BPK+5sBwAQfgAAAAg/YF9aXFz0EAAAhB8wz7rdrocAACD8gIPFdj8AAOEH6D0AAIQfAAAAwg/Yk4z9AACEH3BwAlADAgAIP2B+Km90fbvUAwAQfgAAAAg/AAAAhB8AAADCDwAAAOEHXBGOewEAEH7A/pdz1ngAAMIPmGeDwcBDAAAQfsCBYewHACD8AAAAEH4AAAAIPwAAAIQfAAAAwg+4PIoDXgAAhB8wt8nnEQAACD8AAACEHzAPjP4AAIQfIAcBABB+gMwDAED4AfsyBwUhAIDwAwAAQPgBe5FJHgCA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAxgrpQQXOgAACD/gYKehRwAAIPyAeSw7uQcAIPwAAAAQfgAAAAg/YO+wthMAQPgB2g8AAOEHqD8AAIQfIPYAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8gDnlnE8AAOEHyD8AAIQfoPEAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIP2DvcpUfAIDwAwAAQPgB88P8DwBA+AGKDwAA4Qfsh8wrJRS1BwAg/AAAABB+AAAACD8AAACEH3BldTodDwEAQPgBB4kjXgAAhB8AAADCDwAAAOEH7HmWfAIACD8AAACEH7D/mfsBAAg/YL4yr4g9AADhBwAAgPAD9qOy2w8ZAQIACD/gIJSh+gMAEH4AAAAIP2B/K6Z+AADCD5ijyPMIAACEHwAAAMIPAAAA4Qc8+9bX1tsXm6s7rfIEABB+AAAACD8AAACEHwAAAMIPAAAA4Qc8c5zpAgAg/AAAABB+AAAACD9gL7PaEwBA+AEAACD8gPlh/gcAIPwAAAAQfgAAAAg/YA8oxbJOAADhBwAAgPADDgSjQQAA4QcoOwAAhB8AAADCD3h2mfoBAAg/QOwBACD8AN0HAIDwA/ZLAIpCAADhB8xx9Kk+AADhBwAAgPADAABA+AF7hYWdAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEH8ClcKInAIDwA3QfAADCDzhIHViKVgQAEH4AAAAIPwAAAIQfAAAAwg94htm8BwAg/IA56zzHtAAACD8AAACEHwAAAMIPAAAA4QfsBTb8AQAIPwAAAIQfAAAAwg/Yy6z2BAAQfgAAAAg/AAAAhB+wFxXLPAEAhB8wn70XdtrZJwIBAIQfMH/1BwCA8APmTIzRQwAAEH4AAAAIPwAAAIQfAAAAwg/YUxz1AgAg/AAAABB+AAAACD9gTygWdgIACD8AAACEHwAAAMIPAAAA4QcAAIDwAy4Px7sAAAg/AAAAhB8AAADCDwAAAOEHPIts9AMAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAng4nfAIACD8AAACEH7DPlPE3AAAIP2Aumw8AAOEHAACA8AMAAED4AXtV2fElAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPwGUOAADCDzhg5ScEAQCEHwAAAMIPAAAA4Qc8u6znBAAQfgAAAAg/YC4Y/QEACD9g/lKvCD4AAOEHHJgG9AgAAIQfAAAAwg/Yfwz6AACEHyAGAQAQfgAAAAg/YP8w7gMAEH4AAAAIPwAAAIQfAAAAwg+4QsrEt7NvBQBA+AEAACD8AAAAEH4AAAAIPwAAAOEH8NSU8TcAAAg/AAAAhB8AAADCDwAAAOEHAACA8AOuhOLMFwAA4QfMVeZ5BAAAwg8AAADhBwAAgPAD9ozrr7/BQwAAEH7APOt2uh4CAIDwAw4yp70AAAg/AAAAhB+wxxVX9QEACD/gYPSfRwAAIPwAAAAQfsC+Zd4HACD8gIMXf1oQAED4AQAAIPyAfcigDwBA+AEAACD8gIPENYAAAMIPAAAA4QfsH+Z7AADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEH8CYwzoBAIQfMJ9yzh4CAIDwA+aZe/kAAIQfAAAAwg+YJ+Z/AADCDwAAAOEHzIHSzv7M/wAAhB8wR6EHAIDwAwAAQPgBAAAg/AAAABB+AAAACD/ginDiCwCA8APmpO8EHgCA8AMAAED4AXPD+A8AQPgBAAAg/IB9x5gPAED4AQek/wQgAIDwAwAAQPgB+1PZWu9p7AcAIPwAAAAQfsD+YsYHACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4ATwlZceXAAAIP+DA1CAAAMIPAAAA4QcAAIDwAwAAQPgBl4sNfQAAwg8AAADhB8yLMvXaLBAAQPgBAAAg/IB9wWgPAED4AeoPAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AP2r06n4yEAAAg/YJ4tLS2FEIo72wEAhB8AAADCDwAAAOEHAACA8AOedbb7AQAIP0DvAQAg/AAAABB+wJ5k7AcAIPyAgxOAGhAAQPgB81N5o+vbpR4AgPADAABA+AEAACD8AAAAEH4AAAAIP+CKcNwLAIDwAzQeAADCDwAAAOEH7BnGfgAAJ8OukgAAG+NJREFUwg8AAADhBwAAgPADAABA+AEAACD8gMujOOAFAED4AfOlGTabyedhAAAIP2AeDZuhhwAAIPyAA8boDwBA+AFyEAAA4QfIPAAAhB+wL3NQEAIACD8AAACEH7AXmeQBAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD+AsVJKcKEDAIDwAw52GnoEAADCD5jHspN7AADCDwAAAOEHAACA8AP2Dms7AQCEH6D9AAAQfoD6AwBA+AFiDwAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg+YU875BAAQfoD8AwBA+AEaDwAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPAD9i5X+QEACD8AAACEHzA/zP8AAIQfoPgAABB+wH7IvFJCUXsAAMIPmFN1VXsIAADCD5hnMUUPAQBA+AEAACD8AAAAEH7A/uCIFwAA4QcAAIDwAwAAQPgBe54lnwAAwg8AAADhB+x/5n4AAMIPmK/MK2IPAED4AQAAIPyA/ajs9kNGgAAAwg84CGWo/gAAhB8AAADCD9jfiqkfAIDwA+Yo8jwCAADhBwAAgPADAABA+AF7SJn5JwAAwg8AAADhBwAAgPADAABA+AEAACD8gKfPmS4AAMIPAAAA4QfsR8PB0EMAABB+wFyH33AcflZ7AgAIPwAAAIQfMD/M/wAAhB8AAADCDwAAAOEHAACA8AMut1Ls5wMAEH4Ao0b0CAAAhB+g7AAAEH4AAAAIP+BZZeoHACD8ALEHAIDwA3QfAADCD9gvASgKAQCEHzDH0af6AACEHwAAAMIPAAAA4QfsFRZ2AgAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgCXwomeAADCD9B9AAAIP+AgdWApWhEAQPgBAAAg/AAAABB+AAAACD/gGWbzHgCA8APmrPMc0wIAIPwAAAAQfgAAAAg/AAAAhB+wF9jwBwAg/AAAABB+AAAACD9gL7PaEwBA+AEAACD8AAAAEH7AXhBjnPp+scwTAED4AXOphJ129olAAADhB8xf/QEAIPwAAAAQfgAAAAg/AAAAhB8AAADCD7isHPUCACD8AAAAEH4AAAAIP2BPKBZ2AgAIPwAAAIQfAAAAwg8AAADhBwAAgPADLg/HuwAACD8AAACEHwAAAMIPAAAA4Qc8i2z0AwAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/ACeDid8AgAIPwAAAIQfsM+U8TcAAAg/YC6bDwAA4QcAAIDwAwAAQPgBe1XZ8SUAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg/AZQ4AAMIPOGDlJwQBAIQfAAAAwg8AAADhBzy7rOcEABB+AAAACD9gLhj9AQAIP2D+Uq8IPgAA4QccmAb0CAAAhB8AAADCD9h/DPoAAIQfIAYBABB+AAAACD9g/zDuAwAQfgAAAAg/AAAAhB8AAADCD7hCysS3s28FAED4AQAAIPwAAAAQfgAAAAg/AAAA4Qfw1JTxNwAACD8AAACEHwAAAMIPAAAA4QcAAIDwA66E4swXAADhB+xri4uLU5nniQAACD9gzlxz/FoPAQBA+AEAACD8AAAAEH4AAAAIP2APctoLAIDwAwAAQPgBe1xxVR8AgPADDkb/eQQAAMIPAAAA4QfsW+Z9AADCDzh48acFAQCEHwAAAMIP2IcM+gAAhB8AAADCDzhIXAMIACD8AAAAEH7A/mG+BwAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AGMOawTAED4AQAAIPwAAAAQfgAAAAg/4Fllqx8AgPADAABA+AFzoLSzP/M/AADhB8xR6AEAIPwAzQcAgPAD9p+myR4CAIDwAwAAQPgBAAAg/ID9x+4/AADhB8xJ3wk8AADhBwAAgPAD5obxHwCA8AMAAED4AfuOMR8AgPADDkj/CUAA+P/bu5/euKozgMPnzp2x08gRgUULlYAIQRcICbEwoi1NFVEkNkh8Gr4EXVSilZBKt+1HqFCkLthmhSqxiipWJV1UatMq2G5m3i5iJo6Z2LHxnTnnvc+zGM/YCX/OwtJP7znngvADAABA+AFtiof7PY39AACEHwAAAMIPaIsZHwCA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QdwLrHyLQAAwg8YTQ0CACD8AAAAEH4AAAAIPwAAAIQfMBQH+gAAhB8AAADCD8giHnlvFggAIPwAAAAQfkATjPYAAIQfoP4AABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8gLHb2dmxCAAAwg/IrO97iwAAIPwAAAAQfkDjwjPbAQCEHwAAAMIPAAAA4QcAAIDwAzbOcT8AAOEH6D0AAIQfAAAAwg+okrEfAIDwA8YTgBoQAED4AXkq7/Dx7VIPAED4AQAAIPwAAAAQfgAAAAg/AAAAhB+wFq57AQAQfoDGAwBA+AEAACD8gGoY+wEACD8AAACEHwAAAMIPAAAA4QcAAIDwA4YRLngBABB+QNrkswQAAMIPAAAA4QdkYPQHACD8ADkIAIDwA2QeAADCD2gyBwUhAIDwAwAAQPgBNTLJAwAQfkBW+/v7FgEAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADOKuIKB7oAAAg/IBxp6ElAAAQfkDGspN7AADCDwAAAOEHAACA8APqYW8nAIDwA7QfAADCD1B/AAAIP0DsAQAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AFJuecTAED4AfIPAADhB2g8AACEHwAAAMIPAABA+FkCAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+QL08yg8AQPgBAAAg/IA8zP8AAIQfkMBsNlN8AADCD0guIkqoPQAA4QcAAIDwAwAAQPgBAAAg/AAAABB+wIBc8QIAIPwAAAAQfgAAAAg/oHq2fAIACD8AAACEH9A+cz8AAOEH5Mq8EHsAAMIPAAAA4Qe0KE76kREgAIDwA8ZQhuoPAED4AQAAIPyAtoWpHwCA8AMSRZ4lAAAQfgAAAAg/AAAAhB9QkTj2FQAA4QcAAIDwAwAAQPgBAAAg/AAAABB+wPfnThcAAOEHAACA8AMAAED4ATWz2xMAQPgBAAAg/IA8zP8AAIQfAAAAwg8AAADhBwAAgPADhhbhPB8AgPAD8tr7Zu8sjWjBAACEH9A4ZQcAIPwAAAAQfkDrTP0AAIQfIPYAABB+gO4DAED4Aa0EoCgEABB+QOLoU30AAMIPAAAA4QcAAIDwA2phYycAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHcBZu9AQAEH6A7gMAQPgBY+rACK0IACD8AAAAEH4AAAAIPwAAAIQfcMEc3gMAEH5Ass5zTQsAgPADAABA+AEAACD8AAAAEH5ADRz4AwAQfgAAAAg/AAAAhB9Qia7rvvtNuz0BAIQfAAAAwg8AAADhB9QobPMEABB+QM7eK6tO9olAAADhB+SrPwAAhB8AAADCDwAAAOEHAACA8AMAAED4AYNy1QsAgPADAABA+AEAACD8gCqEjZ0AAMIPAAAA4QcAAIDwAwAAQPgBAAAg/IBhuN4FAED4AQAAIPwAAAAQfgAAAAg/YIMc9AMAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgCP5dEOAADCD0jaeoIPAED4AXmbDwAA4QcAAIDwAwAAQPgBtYqVbwEAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAe5gAAIPyAkZWfEAQAEH4AAAAIPwAAAIQfsFn2cwIACD8AAACEH5CC0R8AgPAD8qWe1gMAEH7AKPJv+QIAgPADAABA+AFtMegDABB+gBgEAED4AQAAIPwAAAAQfkAl7PMEABB+AAAACD8AAACEH1CPOPJ6/LsAAAg/AAAAhB8AAADCDwAAAOEHAAAg/ADOJ5YvAAAIPwAAAIQfAAAAwg8AAADhB6zHs88+ZxEAAIQfkNnWbOvkPxDufAEAEH5AJioPAED4AQAAIPwAAAAQfgAAAAg/AAAAhB+wDm57AQAQfgAAAAg/oHLhUX0AAMIPGEf/WQIAAOEHAACA8AOaZd4HACD8gPHFnxYEABB+AAAACD+gQQZ9AADCDwAAAOEHjInHAAIACD8AAACEH9AO8z0AAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPYMllnQAAwg8AAADhBwAAgPADAABA+AEb5agfAIDwAwAAQPgBCcSD2Z/5HwCA8AMShR4AAMIPAAAA4QcAAIDwAwAAQPgBAAAg/IC1cOMLAIDwA5L0ncADABB+AAAACD8gDeM/AADhByTrPBs9AQCEH5DbYrEoxnwAAMIPGAvTPwAA4QcAAIDwAxoVD/d7GvsBAAg/AAAAhB/QFjM+AADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCD+BcYuVbAACEHzCaGgQAQPgBAAAg/AAAABB+AAAACD9gKA70AQAIPwAAAIQfkEU88t4sEABA+AEAACD8gCYY7QEACD9A/QEAIPwAAAAQfgAAAAg/YE1ms5lFAAAQfkBmly9ftggAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/IBhhGe2AwAIPwAAAIQfAAAAwg8AAADhB2yc434AAMIP0HsAAAg/AAAAhB9QJWM/AADhB2hAAACEH9Be4h0+vj1UHwCA8AMAAED4AQAAIPwAAAAQfgAAAAg/YB3c8QIAIPwAjQcAgPADAABA+AHVMPYDABB+AAAACD8AAACEHwAAAMIPAAAA4QcMI1zwAgAg/IC0yWcJAACEHwAAAMIPyMDoDwBA+AFyEAAA4QfIPAAAhB/QZA4KQgAA4QcAAIDwA2pkkgcAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/ACWIqJ4oAMAgPADsprfnz9BGlonAADhBzTr/vz+48pO7gEACD8AAACEHwAAAMIPqIe9nQAAwg/QfgAACD9A/QEAIPwAsQcAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHJOWeTwAA4QfIPwAAhB+g8QAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/oCbT6fTIJ4/yAwAQfkA6XddZBAAA4QeMlfkfAIDwAxQfAADCD2gh8yJKqD0AAOEHAACA8AMAAED4AQAAIPwAAAAQfsCAXPECACD8AAAAEH4AAAAIP6B6tnwCAAg/AAAAhB/QPnM/AADhB+TKvBB7AADCDwAAAOEHtChO+pERIACA8APGUIbqDwBA+AEAACD8gLaFqR8AgPADEkWeJQAAEH4AAAAIPwAAAIQfUBG7OwEAhB8gAAEAEH4AAAAIPwAAAIQfAAAAwg+4eI72AQAIPwAAAIQfAAAAwg+omd2eAADCDwAAAOEH5GH+BwAg/AAAABB+AAAACD8AAACEHzC0COf5AACEH8BhI1oCAADhByg7AACEHwAAAMIP2ChTPwAA4QeIPQAAhB+g+wAAEH5AKwEoCgEAhB/QtMVicVLgqT4AAOEHtO5g/8AiAAAIPwAAAIQfkIONnQAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB/AWbjREwBA+AG6DwAA4QeMqQMjtCIAgPADAABA+AEAACD8AAAAhB/ABXN4DwBA+AHJOs81LQAAwg8AAADhBwAAgPADAABA+AE1cOAPAED4Aal0XWcRAACEHwAAAMIPyMVuTwAA4QcAAIDwAwAAQPgBNQrbPAEAhB+Qs/fKqpN9IhAAQPgB+eoPAADhBwAAgPADAABA+AEAACD8AAAAEH7AoFz1AgAg/AAAABB+AAAACD+gCmFjJwCA8AMAAED4AQAAIPwAAAAQfgAAAAg/YBiudwEAEH4AAAAIPwAAAIQfAAAAwg/YIAf9AACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfwGN5tAMAgPADkrae4AMAEH5A3uYDAED4AQAAIPwAAAAQfkCtYuVbAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfgIc5AAAIP2Bk5ScEAQCEHwAAAMIPAAAA4Qdslv2cAADCDwAAAOEHpGD0BwAg/IB8qaf1AACEHzCK/Fu+AAAg/AAAABB+QFsM+gAAhB8gBgEAEH4AAAAIPwAAAIQfUAn7PAEAhB8AAADCDwAAAOEH1CZO+QwAgPAD0iQfAADCDwAAAOEHAACA8AMAAED4AWsRyxcAAIQfkMzTV5+xCAAAwg/I7MqVKxYBAED4AQAAIPwAAAAQfkCjwp0vAADCD0iVeZYAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB+wBm57AQAQfgAAAAg/oHamegAAwg/I3n0h/wAAhB8AAADCD2ibeR8AgPADxhd/WhAAQPgBAAAg/IAGGfQBAAg/AAAAhB8wJhFmhAAAwg8AAADhB7TCfA8AQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADWHJZJwCA8AMAAED4AQAAIPwAAAAQfsBGOeoHACD8AAAAEH5AAvHIFwAAhB+QJfRO+RYAAMIPAAAA4QcAAIDwAwAAQPgBAAAIP4Dvz/UuAADCD0jSdwIPAED4AQAAIPyANIz/AACEHwAAAMIPaI4xHwCA8ANG0n8CEABA+AEAACD8gDbFw/2exn4AAMIPAAAA4Qe0xYwPAED4AQAAIPyARs3nc4sAACD8AAAAEH4AAAAIPwAAAIQfsFGx8i0AAMIPGE0NAgAg/AAAABB+AAAACD8AAACEHwAAgPADOBc3uQAACD9gpBEYkhAAQPgBAAAg/IA2GO0BAAg/QP0BACD8gKbs7OxYBAAA4Qdk1ve9RQAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgDHhWe2AwAIPwAAAIQfAAAAwg8AAADhB2yc434AAMIP0HsAAAg/AAAAhB9QJWM/AADhB2hAAACEH9Be4h0+vj1UHwCA8AMAAED4AQAAIPwAAAAQfgAAAAg/YB3c8QIAIPwAAAAQfkAjDPcAAIQfoP4AABB+AAAACD8AAACEHwAAAMIPAABA+AGcV7jgBQBA+AFpk88SAAAIPwAAAIQfkIHRHwCA8APkIAAAwg+QeQAACD+gyRwUhAAAwg8AAADhBwAAgPAD1s4WTgAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg/gLCKiuNcTAED4AeNOQ0sAACD8gIxlJ/cAAIQfAAAAwg8AAADhB9TD3k4AAOEHaD8AAIQfoP4AABB+gNgDAED4Aeuzv79vEQAAhB8AAADCDwAAAOEHAACA8AMAAED4Aevjnk8AAOEHyD8AAIQfoPEAABB+AAAACD8AAADhBwAAgPADAABA+AHj/D0y8ZsEAED4Aan1fW8RAACEHwAAAMIPSMKj/AAAhB8AAADCD8jD/A8AQPgBig8AAOEHtJB5ESXUHgCA8AMAAED4AQAAIPwAAAAQfgAAAAg/YECueAEAEH4AAAAIPwAAAIQfUD1bPgEAhB8AAADCD2ifuR8AgPADcmVeiD0AAOEHAACA8ANaFCf9yAgQAED4AWMoQ/UHACD8AAAAEH5A28LUDwBA+AGJIs8SAAAIPwAAAIQfAAAAwg+oiN2dAADCDxCAAAAIPwAAAIQfAAAAwg8AAADhB1w8R/sAAIQfAAAAwg8AAADhB9TMbk8AAOEHAACA8APyMP8DABB+AAAACD8AAACEHwAAAMIPGFqE83wAAMIP4LARLQEAgPADlB0AAMIPAAAA4QdslKkfAIDwA8QeAADCD9B9AAAIP6CVABSFAADCD0gcfaoPAED4AQAAIPwAAAAQfkAtbOwEABB+AAAACD8AAACEHwAAAMIPAAAA4QdcjIP9A4sAACD8gMwWi8WDN270BAAQfkBuug8AQPgBOvDYnwitCAAg/AAAABB+AAAACD8AAADhB3DBHN4DABB+QLLOc00LAIDwAwAAQPgBreq6ziIAAAg/AAAAhB+QiAN/AADCDwAAAOEHAACA8ANqZrcnAIDwAwAAQPgBAAAg/IAahW2eAADCD8jZe2XVyT4RCAAg/IB89QcAgPADAABA+AEAACD8AAAAEH4AAAAIP2BQrnoBABB+AAAACD8AAACEH1CFsLETAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8wDNe7AAAIPwAAAIQfAAAAwg8AAADhB2yQg34AAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg/gsTzaAQBA+AFJW0/wAQAIPyBv8wEAIPwAAAAQfgAAAAg/oFax8i0AAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg/AwxwAAIQfMLLyE4IAAMIPAAAA4QcAAIDwAzbLfk4AAOEHAACA8ANSMPoDABB+QL7U03oAAMIPGEX+LV8AABB+AAAACD+gLQZ9AADCDxCDAAAIPwAAAIQfAAAAwg+ohH2eAADCDwAAAOEHAACA8ANqE6d8BgBA+AFpkg8AAOEHAACA8AMAAED4AZv3wvMvWgQAAOEH5BfLFwAAhB8AAADCDwAAAOEHAACA8AMAAED4AesQ7nwBABB+QKrMswQAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/IA1cNsLAIDwAwAAQPgBtTPVAwAQfkD27gv5BwAg/AAAABB+QNvM+wAAhB8wvvjTggAAwg8AAADhBzTIoA8AQPgBAAAg/IAxiTAjBAAQfgAAAAg/oBXmewAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB/Akss6AQCEHwAAAMIPAAAA4QcAAIDwAzbKUT8AgJpM4633rQLt2X29XH+rvPFa9/I1iwEAAKeEnyWgSbe+KLe+KA8GS+9eL2/vljff6J5+ysJUJpZfOosBACD84Pxufl5ufl5KiWeull/9orzzdvnJS90PLlmYzYXeKd8CAGDNuq9f3LUKJPTytXLjZ+WXPy3Xnu+mvfUY2nwxv/OPry9tX9ra3t7a2ppNZ9PZdNr3fd9P+n4ymUy6yWQy6b5VSjn6evj7qDMXBAAYhIkfSd3+qtz+qvz+j6WUeHAg8Oe73Y9/ZGEAABghEz9G5t3r5b0b5dVXHAi8WCZ+AAA1M/FjZL5zILB7/VWrAgBAbiZ+tOSd+3/fc1kIAAA8sfc/+OA3v/2dB7jTjJuLe6oPAADOQfjRjE8Wdy0CAAAIP9K6tdi7U+bWAQAAhB9p/WHxH4sAAADCj7Rux//+Wg6sAwAACD/S+vX8XxYBAACEH2n9M+ZfGvcBAIDwI7GPF/92qQsAAAg/MvtLfGMRAABA+JHWp/O7xn0AACD8yOxP8V+LAAAAwo+0Pp3f3SthHQAAQPiR1p/jnkUAAADhR1o3F/fuFOf7AABA+JHXJ4u7FgEAAAAAAHKYXJ2WUkqJI37YPfr5vC7qn/Mk/nbs/2G3f/j5w8nq9xERH/VP9t+4ffj3tielXJ+U8u3n1w6/fnbk3/9ZKeVGX8pzk1L+D73U92dON7sHAAAAAElFTkSuQmCC)
DESAFIOS DE LA FACULTAD DE INGENIERÍA CIVIL Y MECÁNICA DE LA
U.T.A.
Señor Editor:
Reciba Usted mis respetos, un saludo cordial y mi gratitud por el honor
concedido para contar mis experiencias del paso por la docencia de la hoy
Facultad de Ingeniería Civil y Mecánica de la Universidad Técnica de
Ambato.
En el transcurrir del tiempo, la Ingeniería Civil y la Ingeniería Mecánica han
venido fortaleciéndose técnica y científicamente dentro de un marco de
responsabilidad y aquellos principios de honestidad, integridad y veracidad
profesional, sin embargo el avance vertiginoso de la tecnología, los
múltiples problemas técnicos que esperan de la participación de los
ingenieros civiles y mecánicos, determinan que por nuestra parte demos
una entrega más decidida y firme que permita a los profesionales ingenieros
reclamar y dar al mismo tiempo la cuota del consenso ciudadano que no la
podemos negar; no solamente cuando el país necesita de nuestro mayor
aporte técnico; no solamente cuando la solución de los problemas
determinan mayor preparación; es cuando debemos redoblar esfuerzos
para actualizar y reforzar nuestro conocimiento, sino porque es nuestra
obligación hacer de esta tarea permanente y porque la hora de los pueblos
hoy exige el concurso efectivo y real de todos los que tenemos el privilegio
de tener una cuota del saber en el consenso de nuestra sociedad, porque la
ciencia es patrimonio de la humanidad y no de determinado grupo o
persona.
Los comienzos de la Facultad de Ingeniería Civil y Mecánica de la UTA,
resumiendo de una manera breve y sucinta, tiene su origen en el Instituto
Superior de Contabilidad y Auditoría y que luego de una ardua lucha y
gestión se transforma en lo que hoy es la Universidad Técnica de Ambato,
creándose en ese entonces distintos estamentos y facultades, y entre éstas
la de Ingeniería con tres escuelas: Escuela de Ingeniería en Alimentos,
Escuela de Ingeniería Agronómica y Escuela de Ingeniería Civil; que más
tarde se convierten en tres Facultades: Facultad de Ciencias e Ingeniería en
Alimentos, Facultad de Agronomía y Facultad de Ingeniería Civil que más
adelante se incorpora Ingeniería Mecánica, siendo por lo tanto ahora la
facultad de Ingeniería Civil y Mecánica.
CARTA AL EDITOR
Ing. M.Sc Wilson Medina Pazmiño