大神帮忙看下
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/x8aZfqu5uM+qPK5WVZp79+80IRP6aN880aWxulv77v13P8+qrpi+uqqrAthEba5aVpJ/+1P/lAQCYTpKSzAi7ZWX+jfrX3m6ST3PnSp/4hFmHK1u3mgdNH/yg9OMfS2fO+L6N3l7pvvtMEmnlSlOGceWZZ0yTxAMHAi9f1NSYpNUvfuH/8gAAABIJq4C9/LJks5mOxG++efR05yh/NTVmhD1/XXSRGZnHsszTUFfa2qQFC0yNryuv9H8bF14oPf+8KVC667S9o0MKDTUdp3vraN6V884zSbe5cwPrtB0AgOkkNNSMDvjMM/4v+z//Y2ojHznivknea6+Ze/aJE8P72vTVoUPmnv7669JLL7mep63NlEGamkwH7f5avdo8DAsNDWxQGAAAAGmWJ6zCwqR//mdT7d1f7e2mINfUJK1YMXp6d7d5Mnn8uEkmhYb6t/6rrjIjCB0+7H60oJ4ek3Bqbzf9WYSH+7cNu93EmZBgtuVKb6+pySVJ69aZpgj+2LDB7IOuLlO4BgBgJuvtlZ5+OrBBWdrazEOktjbXtbcnS3e39MILpln/FVcEVr5obDT7wNNohAAAAJ7M2oRVWJj05S+b6vD33BNY0sqTvj5TYI2Ols4/379ET0SEdMklprDqcHiu7v/MM6b54NKl7vuicCUszBQoT540tcU8NVuoqjL7JzbWvwJ0SIhJ1nV1SW++6V/TCAAAppuGBnM/Dgkx/UT6Ky7OlB/mzPE8SuBkePppU0u6tdW/zxIWJqWlmbLMiy+a5BcAAEAgZm3CaulS6f/9P+nznzej5eTnj/82XnzR9P0QHu5fP1Zz55paSStXmoSVJ/v3m4SVZUnLlvm+jZgY09xv1SpTKPXkrbdMYbWjQ0pO9n0bkZGmWcDSpWYbvb2+LwsAQLDV1Pg3//79Jll1/Lj00Y/6v72bbzbN9JYtC34z+v37TYfrISHmPu6rOXNMze/lywNrFgkAAOA0axNWTnffLT3wgPSd7/i3XFSUGZnvvPPcz3PwoLRmjamZ5GnEn5E+8AGz7tWrTR8Tnrz/vkk6RUVJn/2s79u4/HKTfLr8clPDypPGRtOXRmys9KUv+b6NCy80ibRrrpGee8735QAAmI5aWqTHH5c6O6XNm82DG1/NmSP9/d+bGk3/+7/mIZE7Z58tLVwY2CjE8fGmX6rUVM/zvfeeeei2dKn06U/7vv4rrjDJqssuk155ZfT01PX/rrPOuVlh4XP9CxwAAMw6szZhdfy4VF4u7dljklWdnf4tn55uhqw+91ypuNj9NvbuNUNP/+M/mlpN3kRESNddZ5oC/M//SLW1nuc/edI0aXzjDSkz09TO8iYszIwu1NBghrh+7TXP87e1Sf/2b6Zz16uv9q22WEiISaAdO2b68nr2We/LAAAw3RUXS3/3d1J9vZSR4ftymZmmG4GrrpIefND9fK+8YmpfV1VJt9zif3yf+ISpPXXkyGAfla40NZl7f2ioefgWF+d93WFh0qZN0tGjZpTE6urR83R2vKeUC78l+7WPKXXdv2l+/GWSbdYWRwEAgAeztoTQ3S3deaf0xS+aKu/+WLBAuuMOU4PK4XBfC6q3V/rBD8wT16VLfasB9dGPmo7KExJMM8WeHu/L3HefqWkVFWU6kffmmmtMITo5Wfra13zrW6q42HT+3trqWy2rSy81tcpWrjR9hbnrOB4AgJnk7belv/3NNOu77z5p7Vrvy9jt0g9/aO7lTzzheWS95mbp4YfNg7ZPfcqMKuyrlBRzD3c+sGpo8Dz/vfeah27r1km5ud7Xf+21pnzR1yfl5bkuXzQcfVKSFBISoSVnfUjrL79Pl298UOes2KqIyMW+fxgAADDjzdqElWT6iejrk37+c1OI82Ukv5gY6a67TALKZjPV9j11in7qlCmEtrZK3/2u9JGPuN/OdddJhYWmY/PcXPOE0hdtbSYxdvKktHGjaVLgbhvr1km33mo6gs/P916Dy6mzU/rqV00B/NprTY2xsDDX865dK/3iF6aW1be/7b1ZIwAAM8XRo6Z/zIoKU8v4kUfM/d2V0FDpwx+WSkpMjaxHH5W+/nVTdvDk97835RbLku6/X7rgAu9xrVhh5o2ONsv98pfel3GWL5qbpa98RcrKcl++uOIK6Wc/Mw/c/vu/pUOH3Kyz5U11drw/7L3omEQtP//Lsmf8UWsuKdSiJdfIZnNTyAAAALPGrE5YdXdL69ebJ5plZaYvq8xM6ayzTGJq6GvBApPs+da3pI9/3PTr8N3vmkKmN88+a56ynjghPfSQ9Ic/mKepsbFm3evXmwTPo4+amki/+Y3pA8Mf+/dLv/2tGZVv715TmLXbpXnzzDYuuMA0HXz0UZNwOnXKt9iHeucdk4C64gpTGH3kEdPflnMbq1aZbTz1lGma2NRkPi8AAFPZyHt+ZKR5KNXSYv4/cro3ra2mFndFhbmvP/qo9LvfmRGAY2LM/d9uNzWlHn7YPHB69FHpP/7Dc99VTqdOmXt5Z6fpy6qyUvrJT8zDqJGxrlgh7dxp+pJcscLElpfnvXaV0759pnwhmX8ff9x0ixAXZ9a/dq1Jfj3+uEmENTaaMoh7lhqPPel6ki1EC5dcrdWX3K20jD9qxfn/pOgYP6vBAwCAGcMmyQp2EMEWGWn6ovroR00nqRdeaJJYQy1dagp35eUmofTSS/4NOR0RYTohvflmads2U1PJ+fTx3HNNAe9XvzJ9ar39tm/N9EYKDzfJtg99yNSGWrFi8HOce64p4BYXm+RYTY1vhWJX20hIkK6/3tQCu+CC4dtobTXr/93vTM0qmgICmEy33GKaMSUmmusR4IuRI/KFhZlEkGQevoxsnr9ypW/rjYw0HaR/8pPSF75gzsuh9/6DB02tpAcfNH1KdXf7F3dMjBn8ZetWKTvbdKg+smbTOeeYe/Ef/2i+G/v3m5pT/ggPN7FnZZla2kuXDr/3Hz0q7d5tykeHD3vvF3Tu/HW6OO1+n7ff3PSSjtQ/rIZjT6qv189ORzGt/PjHpnx9xx3BjgQAMBWQsBohMtJ0eHrkyOhpR474l6RyJyrKNAF44w3z97p1ptZVIAkkd8LDTb8W7e3m7w0bzBNPfwup3raxevVgAXvFCvM0ubl5/LYBAP4gYYVAXHihf/MH0tQ9Olr62MdMjSXJPPD505/8H/TFnblzTbcABw8Of3/VKvOwbTzKL5K5919yyeD36/LLzSAxfj2gsoXInvFHv/us6j3TrmPvP6r6Q8XqaD/s17KYHkhYAQCGImEFAJgxSFgB00PKhd/SWefc7Ncyp5pe1PuHS9R4rFyW5aEDUUxbJKwAAEPRoyUAAAAmVcPRJ31OWB2tL1Vd7W90uu3dCY4KAABMJbO603UAAABMvuaTL6un28twiP3CI+NpAggAwCxEwgoAMGXExZkOr4MlJMT0ZRgfH7wYgNnAsnrVeLzcp3kXLr5Kq9b8q2Sj2DqVJSSYvtpCQ4MdCQBgpqBJIAAg6MLDTb8lzc1Sba104ID04oumc+vDh80opx0d0plx6rYmJMRsc84cackSM9La+vWmM+lVq8zIZ1/4gvTAA+OzPQCjNR57UssSP+bTvAlnf0Td3U16982fTHBUCERysrlev/ee9M470ssvm9dbb5lBi1pazCA9vb3BjhQAMJ2QsAIATAllZWYUtbPOktLTh087eND86PE3keUqMXXRRSYxdf75pkbXuedO/GcDMNrJE8/rzJk2hYXF+jR/0vIt6uk+qbqDv57gyBCI6Ghp5UrzuuGGwfcPHZK6usx1nEQWAMAfYcuXBzsEAMBs19dnfuS4s3y5eblLZL36qvkRNG+edPvt0hVXSHa7SU4FmpiKjzfbBDBRetR1+imFzf2wJMmyTquvt12hYYvdLrFiVa7mzT2l9pbSyQoSPkhIcD/Nee09/3z3iax9+8wDiZ6eiY0TADC92GprZQU7CADA7Pbmm1JamjR3brAjGbRvnzR/frCjAGa2l/Zl6Cc/u0uS9JEbfqmN9kdUUPhztbS470guJKRP//TFb+qS9U9NVpjworZWuuaasa+nq0vauVO6446xrwsAMP3Z5s4lYQUACK6QEKm83PQj5auDB6WjRwebCb7wgul/qqvLPLlftmywX6pAalnl5EgPPuj/ZwHgu5DQSK3d8IRkhei1lz6qMz1Nio5ZoZWrf66wcPcZ476+br3z+lfU1vLyJEYLdxITpdde833+Q4dMU8CDB6VXXjE1ZA8ckD7+cdNpOwkrAIAkhbW0BDsEAMBsFx4uvf++64TV0MTUSy+ZH0WHD5tO2js7hzchufBCafdu8+PpxRelRx4Z7McqNnZ0B+ueElmdnaZ/FQATqUsnjj+jrs7jajrRJElqaXlX7e1f1vrL71NYuOtqlyEhEVp+wY/0yrPb1N5aM5kBw4XTp12/7yox9eab5nrvqv+qbdvMtR0AAIlO1wEAU8TVV0v790tVVd4TU/7o6zO1rrq6pBMnpOpqz4msSy8dn6YtAHxz/Mjjam0eXj2nrfUt7X/+K1p3+c/cdsoeFhardZfdo5erctTZ8f5khAoPOjqkvXulxkbviSkAAHxBwgoAEHQ9PSZxFB4+eZ3uektkdXVNThzAbNd4rFxy0UNFa0u1DrzwT1q34V6Fhsa4XDYicqHWbbhXr1R9Tt3dTRMcKdyprZUWLiQxBQAYXyHBDgAAAKepMEKUM5EFYLK470615dQBHXghV329nW7niY5J0trLfqrQsDkTERx81NFBsgoAML5IWAEAAGDKaj75ig68+DX19XW7nSd27iqtueRuhYRETGJkAABgIpGwAgAAwJR2qukFvfpSnsek1fz4y5S6/vuy2SjeAgAwE3BHBwAAwJR3srFKr718myzrjNt5FiVcp5QLvyPJNnmBAQCACUHCCgAAANNCU8Mzev2V78iy3HeWtCzpJiWn3DqJUQEAgIlgk6eeLgEAAIApZvHS63Xh+gLJQ/O/t6vv0nuHHpjEqAAAwHgKlfS9YAcBAAAA+Op027vqOF2nxUuvlbvmf/GL09XRfljtbW9PbnAAAGBckLACAADAtNPe9ra6Oo5pUcI1budZlHCNWptfV8fpukmMDAAAjAcSVgAAAJiW2lrfVHdXoxYu2ehyus0WosUJ1+pU03Pq6jw+ydEBAICxIGEFAACAaautpVpnuk8pfvGVLqfbQsK0OOE6nWh4Sj3dpyY5OgAAECgSVgAAAJjWWptfU++ZdsUvsrucHhIaqUVLrlHD0b+o90z7JEcHAAACQcIKAAAA017LqQOy+nq0YOHlLqeHhcUqflG6Go78WX19XZMcHQAA8BcJKwAAAMwIzSdfkU3S/PhLXU4Pj1igefGXquHI47KsM5MbHAAA8AsJKwAAAMwYp5peUkhIuOYtuNjl9MioJYqdl6qGo09IVt8kRwcAAHxFwgoAAAAzyqkTLygsbI7mzl/ncnp0TJKiYxLVeLxckjW5wQEAAJ+QsAIAAMCMc7LxWYVHzNfceatdTp8Tt1Lh4XFqanRMcmQAAMAXJKwAAAAwIzU1VCoycpHi5qW6nD53/hpZfWfUfPLlSY4MAAB4Q8IKAAAAM9aJxmcUFb1UsXNXuZy+YOEGdXc1qK3ljUmODAAAeELCCgAAADOYpaaGCkXPSdKcuJUu51i4+Cq1t72j0+0HJzk2AADgDgkrAAAAzHCWThz/m2Jil2tO7IrRk202LU7IUPPJferseH/ywwMAAKOQsAIAAMAsYKnxWLnmzE1RzJzkUVNttlAtTrhOTY2V6u46EYT4AADAUCHBDgAAAACYDJZ1RtWvbFdTwzMup4eGxWjdZT9VdEzSJEcGAABGImEFAACAWaOvr1uvvXybTp541uX08Ih4rdtwryIiF01yZAAAYCgSVgAAAJhV+vq69epL39CpphddTo+KPkvrLvupwsLjJjkyAADgRMIKAAAAs05fb6deffHraj65z+X0OXEpWnNJoUJCIyc5MgAAINHpOgAAAGYpy+pRw7G/aL/nnaAAACAASURBVH78BkVGLRk1PSp6mWLjUtRw9AlJ1uQHCADALEbCCgAAALOW1dejxmN/UfyiNJf9VsXMOVeR0Qk6cfypIEQHAMDsRcIKAAAAs1pfX7cajj6hhYvTFRG5cNT02LmrFBoSqZMnngtCdAAAzE4krAAAADDr9fV1qeHYk1q4+CqFRywYNX3egovUe+a0Wk7tD0J0AADMPiSsAAAAAJmO2BuPPalFS65ReMS8UdPjF6Wps+M9tbfWBCE6AABmF0YJBAAAAPp1d53QvudvVcfpepfTV625XQsXXzXJUQEAMPuQsAIAAACG6Oo8rn3P3arOjvdHTbPZQnThRT/QvAXrgxAZAACzBwkrAAAAYISuzqPa99yt6uo8PmpaSGik1lzyY82JPS8IkQEAMDuQsAIAAABc6Ox4X/ueu1XdXY2jpoWFx2ndhnsUFb0sCJEBADDzkbACAAAA3Og4fVj7nrtVPd1No6ZFRC7WusvudTmqIAAAGBsSVgAAAIAHp9trte+5L6mnp3nUtOg552jtpT9RaFhMECIDAGDmImEFAAAAeNHe9o72P/8lnelpGTUtbt6FWn3xXQoJiQhCZAAAzEyhkr4X7CAAAACAqa6764RONT2vJcs+OCo5FR1ztmLmnKvGY09KsoITIAAAMwgJKwAAAMBH3V0NOtX0kpYs26SQkPBh0+bErlB4xHw1NVQGKToAAGYOElYAAACAH7o6j6n55CtasuyDsoWEDZsWN2+1JKm56cVghAYAwIxBwgoAAADwU1fnUbU0HzBJK1vosGnz4y9VT/dJtTa/HqToAACY/khYAQAAAAHo7Hhfbc2va8nSTaOSVgsXX6nTbbU63fZukKIDAGB6I2EFAAAABKjjdL3aWt7S4mXXy2YbOgC3TYsSMtRyar86O94LWnwAAExXJKwAAACAMeg4fVjtbe9o8dLrZbPZBt632UK0aOl1OnniWXV3NQQxQgAAph8SVgAAAMAYnW6v1enTh7Q44VppSNIqJCRcixKu1Ynjf1NPT3MQIwQAYHohYQUAAACMg9Nt76iz4z0tSsiQNJi0Cg2N0qKEa9Rw9An1nmkPXoAAAEwjJKwAAACAcdLeWqOuzmNatOSaYe+HhcVqwSK7jh95XH19XUGKDgCA6YOEFQAAADCO2lreVE/XCS1csnHY+xERCzQ//mIdP/K4LOtMkKIDAGB6IGEFAAAAjLPWlmqd6WlR/OL0Ye9HRiUobu4qNRx9QlJfcIIDAGAaIGEFAAAATIDW5lfV19uhBYvShr0fPeccRcWcpcbjf5NkBSc4AACmOBJWAAAAwARpObVflnVGCxZuGPZ+bFyKwsLm6GRjVZAiAwBgaiNhBQAAAEyg5pMvyyab5sdfOuz9ufPXqq+vSy0n9wUpMgAApi4SVgAAAMAEO9X0kkJDIjVvwUXD3l+w8Ap1dR5TW8ubQYoMAICpiYQVAAAAMAlOnnheYWGxmjt/7bD3Fy3eqPa2Gp1urw1SZAAATD0krAAAAIBJcrKxShERCxQ3b/XgmzabFiVkqPnky+rqOBK84AAAmEJIWAEAAACTqKnRocioxYqbe8HAezZbqBYnXKemhkp1d58IYnQAAEwNJKwAAACASWXpRMPTio5epti55w+8GxISoUUJGWo8/led6WkNYnwAAAQfCSsAAABg0lk60fCUouecozlxKwfeDQ2L0cLFG9Vw5M/q7e0IYnwAAAQXCSsAAAAgKCydOP43xcSdpzmxywfeDQ+fqwULr1DDkcfV19cdxPgAAAgeElYAAABA0FhqPF6u2LjzFTPn3IF3IyIXau78tWo48mdZVm8Q4wMAIDhIWAEAAADBZPWp8dhfFTc3VdFzkgbejoo+S3NiV6jx2F8kWcGLDwCAICBhBQAAAASZZfWq8fiTmjt/raJjzh54PyZ2uSIiF+lEw9NBjA4AgMlHwgoAAACYAiyrVw3H/qJ5Cy5SVPSygffj5qUqxBamU03PBzE6AAAmFwkrAAAAYIqwrDNqPPoXzV94qSKjEgbenxd/sc70tKq1+dUgRgcAwOQhYQUAAABMIZbVo8ajf9GChRsUGbVk4P34xenqOF2n9ta3gxgdAACTg4QVAAAAMMX09XWr4diTil+UpojIRQPvL1pyjVqbX1fH6bogRgcAwMQLCXYAAAAAAEY709Oi/c9/eViNKpstVKsv/qHmzl8bxMgAAJh4JKwAAACAKaqnp1n7nv+yTrcdHHgvJDRKay/9iWJiVwQxMgAAJhYJKwAAAGAK6+lu0r7nv6SO04cH3gsLn6t1l92jyKilQYwMAICJQ8IKAAAAmOK6uxq177lb1Xn6vYH3IqOWaN2GexQeMT+IkQEAMDFIWAEAAADTQFfnce17/lZ1dR4deC9mTrLWXvoThYbGBDEyAADGHwkrAAAAYJro7DiiV577oro6jw+8FzdvtVZf/EPZQsKDGBkAAOMrVNL3gh0EAAAAAN+c6WnViYYKLV56vULDTM2q6JhERceco8bjf5VkBTdAAADGAQkrAAAAYJo509OspsZKLVl6vUJDoyVJc+LOU3jEPDU1VAY5OgAAxo6EFQAAADAN9XSfVFOjQ4uXbVJoaJQkae681ZLVq+aTLwc5OgAAxoaEFQAAADBN9XQ36eSJZ7Vk6QcVEhopSZq/cIO6uxrV1lId5OgAAAgcCSsAAABgGuvuOqFTTS9oybIbFNLf8frCJVfpdNu7Ot12MMjRAQAQGEYJBAAAAKa51ubXtP+Fr6q3t6P/HZtS131f8xduCGpcAAAEioQVAAAAMAO0nNqvAy/+s/p6uyRJtpBwrbnkbsXOvSDIkQEA4D8SVgAAAMAM0dz0kl596evq6+uWJIWGxmjdZT9VdMw5QY4MAAD/kLACAAAAZpCTJ57Tay99U1ZfjyQpPGKB1m24RxGRi4McGQAAviNhBQAAAMwwTY2Veu2Vb8uyeiVJUdFnad1lP1VYeFyQIwMAwDeMEggAAADMQB3th3S67V0tWvoB2Ww2RUTGa96Ci3T86OMDiSwAAKYqElYAAADADHW6/aA6Th/S4oRrJZtNUdFLFRuXooajT0iygh0eAABukbACAAAAZrD2tnfU2fm+FiVkSLIpZs65ioxeqhPHnwp2aAAAuEXCCgAAAJjh2ltr1N3ZoIVLrpYkxc5dpdDQKJ088WyQIwMAwDUSVgAAAMAs0Nbyhnq6T2rh4qskSfMWrFdfb4daTu0PcmQAAIxGwgoAAACYJVqbX1fvmTbFL7JLkhYsSlNnx/tqb30ryJEBADAcCSsAAABgFmk5dUB9vZ1asOgKSdLCJVerreUNdZw+HOTIAAAYRMIKAAAAmGVaTu2TrD7NX3iZbDabFi29Ts1NL6qr82iwQwMAQJJku/L6f2A8WwAAAGAWCgm5WiEhV5o/rE719v1GltUQ3KAAAJAUEuwAAAAAAARHX1+F+vqqzB+2KIWGfko2zQ9uUAAASAprPXViQjfQ1t46oesHAAAAMBa1WhDfrti4D0iKlaWbdOzIXerrawl2YACAWcy27rKMCW0S2NbequLd907kJgAAAACMgWVJD/8xRFUvmAYYZy+z9IXP9ioqMsiBAQBmLZoEAgAAALOczSb9/Uf6dPkl5ln2e0ds2vNAqHp7bUGODAAwW5GwAgAAAKAQm3TTR3t1yXqTtHr7oE17fx8iiyGaAABBQMIKAAAAgCRT0yrr73u1fnWfJOnA6zY9/MdQklYAgEk3KmFV8tv/Uslv/2vM/wcAAAAw/YSESJ+8qU9rUk3SquoFm54o5zk3AGBycecBAAAAMExoqLT5E31KPd8krZ74W4gqn6U/KwDA5GGUQAAAAAAu9fba9Mu9IXrrbZtsNmnzP/Rq/RraBwIAJh5NAgEAAAC4FBpq6dOf6tXK5ZYsS/rdQ6F66x1qWgEAJh5NAgEAAAC4FR4mfWZzr5afa6m3V9rzu1DVvUfSCgAwsaZtk8DKghzVbrlf2UncLAEAAICJ1tUt/WJPqA7V2RQTI315a68WL6J5IABgYgS9hpVlVaogLUfFdb7f7CoL0lSesU21WTtVOUlj7Fp1xcpJS1PaqFeBxxjqinMG5rEqC5RWUGnWZ1WqIKdYdZYly6pTcY7n9QAAAADBFBkhbf3HXiWeZen0aekXvwlVc0uwowIAzFRBTVhZlQWy28uV4bhT2mFXQaXnhI1JbqWpPMOh/PR0bXdkqNy+1a9kl09xWXUqLjDJJCdbUrbudxQqMzVXJQ6HqqqqVJiZqULHdqXb3NfySsreLUd/nHuTtsuRUT6QtDLqtXfrDunO4etxFQMAAAAQTFFR0uc/3aezlkonT5kaV6c7gh0VAGAmCkrCyqosUFpamuzlGaqqyle6LUnZu6uUUW5XWlqay8RVXXGO7PZyKVMqzTPz2e15Kk1NUe0Ou9eaTj7FZdWpOCdNW/fWmW3u3aq0HC9JI8fO0bWuhiWkJJstXflVu5WdZJMtPV9V+enDpm+8c7BpY0AxAAAAAJMkOsrS5z99RksTpGMNNv2yOFTd3cGOCgAw00xqH1aWVamd9jyVZhaqJHmXsoqqR82fmluibbVZyitNVW7J/dqc6NBOe55qcku0OzvJ7XasumJtzSrTppKx92tVV5yjrKJqpY7Y5kD8A+9kqtCxRbU7K7Rx+2Yl2Wxmnp1Sfn76wPwqdCg/3eZi+WEfXCX3m3V4igEAAACYCtrabbpvd4gaGm1atdLSZzb3KjQ02FEBAGaKsMncmKlpVKV8SVK6qrLdzVmlqnzn/9O1vSRXW7OylFbkae2ZKnTcP7xZXWWB7HmlyuxPGHljWXXauzVLZZsKlZtZq2TtUFrOpmGJpKGJpcqCAkmJSlat6iQlSVJ9rZS8cdjnrSxIU05tie7frFGJKbPdSu3cWut7DAAAAECQxc6x9IXP9Om+3SF6822bSv4Qops/3qcQiqwAgHHgMWF1pX2DXnx5vzo7u4a9HxUVqUsvXqdnHM/7vcFRtYwyC+XYnqS9W7M0WOHK1K5y1pSyJWVrt/vslklMlWd47EvKF7b+pombrTrt3VmrpM33qyp7xDqri5Rld2bOMlW4XbJnSDsdUnq6VF9Rq+SNm4ctkp5fpXSZZNSw5fuTV4n+xgAAAABMAXPjLH3hM736r1+G6eX9IZoTI/3dDX3iOSsAYKzc9mGVsdGur3318/rut3IVFRU58H5UVKS++61cfe2rn1fGRntgW80sVFVVlRyOQmU630sZ7My8JDfF51U5k1Uj+4WSZPqLqqryqXbVsOVsScrOz3Zdo2lYp+v979kzpHKHLKtOFbXJ2pg4fBHLqlNxcX+/Vv2fvaqqSo5ttcqy75TD3xgAAACAKWL+POkLn+nVgvnS01Uh+tszQR+IHAAwA7i9m7yy/zW99/5RXbBq5UDSypmsumDVSr33/lG9sv+1yYy1f5TAwc7VPSWrJpPNlq4tybu0desO1Wa4aLrnqJBcJPds6fn9Iwi66dcKAAAAmAYWzDc1rebGWXr0iRA9/xJJKwDA2Li9k5xqbtH3vn/3sKTV0GTV975/t041twS21dK8wVH+/FjMZkvXdkeGyu32wVEGPSSrnKMRuhp1MHBl2tG//bwhwSdu3qaU6hRljMhLWVad9tYmm+aN9bWq6f/szpfdXq6MoTXNAAAAgGkofoFJWsXGSg/+X4hee4OWAgCAwHl89DEyaTUuySrJdZNASarfq5y0NGUV1bhd1NmRuaMwUyrdpeK6CR3kcMBA31vVKdo2okmgVVesrfZyZZQka5d967CY6vfuGahd5dhTpk0ljoEmgeaVrwAbVgIAAABTyuJF0hc+fUbR0dJvS0J08BBJKwBAYGzrLsvwmPEZ2gxQkt548239+w+LRnXE7k5be6uKd9/rcR7LqtPenRXauN2/kfBMEqlcGY7tY+5wPRCVBQVShpS3K3lgFL+hMdnr92pnxUblZyfJqise+P/w+E0ts9TcEu0eMg0AAACYro4ctennvwpVX5/0xZwzOmtpsCMCAEw3HhNWI/uskqSzz1rqV9LKl4QVAAAAgJnlvSMmaRUWJn3lc72KXzA5LSMAADOD2yaBI5NV3/v+3aP6tBo6eiAAAAAAOJ29zNLnt/Sqp1v671+HqrUt2BEBAKYTtwmra69OH9Vn1cg+ra69Orij8wEAAACYupLOtvS5Lb1qbZd+8ZtQdXYGOyIAwHQRmnBW8vdcTXj7nVr1nDmjX+75n2EdrHd2danquZfU2tauR/70hNcNdPd06x8+9pHxi7hfZUGOKpL/Xmvn0ZEjAAAAMFXNnyclJ1l6psp0wn7RWkshHod+AgDAyyiBD5c+5nI0wFPNLXq49LFxCcCyKlWQluPXaH+VBWkqz9im2qydqrRoCw8AAABMZSuSLX1mc68O1UvF/2s6YwcAwJOgPtuwKgtkt5crw3GntMOugkrPySeT3EpTeYZD+enp2u7IULl9q1/JLn9UFqR5jQnBNdOP0XT9fFZdsXJyilXnIqEc6DQAADC9pZxn6dOf6tMbNTY99EiouN0DADwJSsLKqixQWlqa7OUZqqrKV7otSdm7q5RRbldamusf6HXFObLby6VMqTTPzGe356k0NUW1O+xKSysY19pWdcU5ylOh8tPH3uTQsupUnDN+iQerrlg5aWlKG/Fyrn/k9IH3+/d7TnGdy7icf49cpzNR6HJbLqaNPBYjt+vuc/i7f6byMRqPdY7n55tstqRsbUspUtZOx7hNAwAA098FKZZuyerVC6/Y9PiTtAsEALgXNpkbs6xK7bTnqTSzUCW5NcoqylNa6fB5UnNLTOIqL1W5Jfdrc6JDO+15qsktUVVVkqR85eePXHO+ttcVa6t9q2pL7ld20th+4Ft1xdpRlKJCh31M65kotqRs7a7KHvjbqiyQvTxD+ek2s4+zipRS6NDudJusumJtzdqq4pL7tVmSUlOlsgrVbd6sxCHrtKw67d2apaKUQlXtHt6Zvsk9ZarQsV3pNpvZXt5OZTi2K92WrvyqKm23KrXTXt7/3vD97yivUW5hrsp2me0m2TzH6cvxm+rHaKxmwuezby9Upn2XirfYRx3TQKcBAIDp78ILLGV/ole/LQnVnBhLG+1UtQIAjDapCStbf3LD5JvSNSTnMkKVqgaSUunaXpKrrVlZSivytPZMFTruH5YsMYmVUmUWOvyqpeLYUyTlloxKvJikSpGq+/9OzS3R7uwkl9Oc26wrzlFWUf+7eXaZ/JxJxmUn2UYtNzQx5AvLqtTOPA0kNur37lJpZqGq+j+vLSlb2zKLtKuiXpuTJWmTtm0q0x7HZm0fmgtx7FFRdaYK7/cxQZKarCQf4yuv2aQt2zdKu3aoon6zspM8x5md7X3Nvh4j53Gw+hNqybk1Kuo/Hs7j5/UY9Z9Hwz5+/7KBHvdAP59kmgkOhjN4vgx/X8PO+8qCNJUn56qmyBmrb+dZIPvTyWZL15bcXcra41B2/vAkaKDTAADAzLD2Qkuf/HivfvdQqObP69XaC0laAQCGm9SElTSklpXzjcxCObYnmdo9A1mb4T/sR9YoGrXO/hpGviZ5vMVXXpqqTSWJo6Y59gzWCBr1mbJqtc3hMDWQrErttPfXFsreLcdmU3updtvwxJnrWka1fsXrMNmqgc9eV1ut1OThCZ+k5FRV19ZJyf1/b9ykmj0OyT44X31tjZS5Tem24cmWzEJHf2KrVHl251FLVW7JdiX5sr8d5arZtEVJtiRt3CTt6E9IeYzTSyrM3THydBw2J5rPUFRbqKqq9P4k1B5Vbt6udG/HKK9GuSWOweTVrmTduTkx4OPujadzsLIgTXkyn2Gk9PzBRK85l3aqckhSqrRMKnE4lNSf3Cp3bFe6h3xQwPtzyHmRuHGTUovKVbndPur7Geg0AAAwM1y8zlJ4eJ+io4IdCQBgKpr0hJUkKbNQVfnp5gfwzv73UnJVcr9pLlZXXKAKH1flTFZVuaiJYUvPV1XVqPaDPkhR8uhcgZKSU1WaZzc1g4Zur75WNSpVqX1oLZxU5XrbjKNcpam5Kgmw1ZdVWWCSF/72cZS4Wdu0VXvr73Q5OWlosmXg3SFNAvub78lLbSHLqtPeXaVK2bbdbNZkrFS3ebN/8brk4hh5PQ6ZKnRWK0tKVqr8Sw6OEuhx98noz+dMZOW6OWFG1wTLHDY9c9vmgSRjen6VvNZdGo/9mZisFJWptl5KH5mHDHQaAACYMdakMlwgAMC14CSsAmSN6CfJU7JqIiRl71ZVtrMT8byBxJvqalWdOphwmwwmGaRRTfhc1VJyVZvJnpGivD0VA8mHxOQUqaxWdZbd+2dI3KhNqWXeg6yvUFm1VD3QJE6SUlVRv1kbfYzTLx6OQ6D98dts6crIzFNell2mRepg7TIrCMfdnVE1wQKorTfKBOxPAAAAAAB8EZyhOUrzBkf582Mxmy1d2x0ZKrfbB0cZ9JCsco5O5/8obTWqrfcQR3q+HCW5Si0tN6Ph2TOUWV2kPW4GNrPZkpScItWMXGlSslKry1RR35+A2jG0LyvP6vfuUNmmLa6bUpXuUnHd4IiBu0pTtWnjiOo69i3KrSnTQNqp/zPs2Ovhgw9svEJl1a5roQ2frUzVmYWqqqoaeJXkSmUV9b7H6ZaLY+TlOHji7hhZdcXaVZOrEoej/zPsHqxVFuhx94mrczBJyanVKnK1wfpa1Qz507HH93PJrTHsz+FxuTlXAp0GAAAAAJjxgpOw6k9iOByFwxst1e9VTlqasopq3C050HG7ozBTGpLwGC+mRk21yipGJC6sOhXnpCktzbzsWUVKKTQ1vWw20zF8TZ59YHpaTrHqhlRDsW/JlYqy+qfnqLjOki0pW3fmSkVZdtntWardNmJ/uGFGkKtW9cD60gYSc7akbN1fmKKirP6kXlaZNrloumezJWnzthRVVw9+7u2OQqX0r9Nuz1JRdaoGKzyVKs8+dJ3bB/o1KhhIPjrnKVClVaeKsmplZgyvAZaYnKLqoj1yJG72KU5/jpEvx8ETd8doW0qRsuxD1plWoErLCvi4B/75krT5/hLl1uSNjiUpW9syqwf2567kXJ/OJW9xjGV/Ss6kpev+5QKdBgAAAACY+WzrLsuY0MY9be2tKt59r8d5LKtOe3dWaON2/5pWjWwiOF6czam2jfN6p+p2p6PJ2lemXygNG1GvsiBNu5KHj4g37tudAeeC+X7uUrKLRGSg0wAAAAAAs0NwaliNYLMlKTs/2+9+gExtq/xx/0Fvaj7VKG/nWNpCYSIF6xiZjs+llAluqzYTzkHHzjyVZm5zmXQKdBoAAAAAYHYIKGHlzA/FzZm5Y9AmZe9WofIC6P8Kk2VSjpF9i3JThzSHtOepJrdE+f6OzBiA6XwODoxg6aKPuUCnAQAAAABmD7+bBNpsNl1w3tmaNzdm4L0DbxzS6Y5uWS76tvGlSSAAAAAAAADg5HcNq9g5UVq3NlV33XWXvvnNb0qS2k93uUxWAQAAAAAAAP4K83eBBXPnaNWqVbLZbLrrrrt04I1DExHXtFVXnKOsomrvM2YONnsynUznqdTzAsM6/h7JqiyQvTyDplQAphWumQAAAABc8buGVVhYqFJTUwf+bj/dpTkxkUq75Hy/N15ZkOa2fx5P06a2FOWWOFRVVSWHo1CZqbkqcZi/nS+Ho1CZQ5YwncdXDZtn9Mt95/J1xTmy55VKpXlKS0sb8spRcd3U24eWVamCtAJV+lArz6orVo4P8/qzzvHY3pi3kVOsujFsI9jfj7riHKWlFajSqlRBWppyiuuCFstU4mm/zITjPjG4Zo7FWK99llWn4pzBfZBTXBfwOsfrOjxqvTPguzPTr5lc+1ybzOM+Ud8/r9utK1ZO2vgdH84l12bzZ5/o75E/Zf/KgsH75ch9OdPP3cm+j830/Rmo2fjZ/UpY2WzSkkXzFB8fL0m67rrrlHbJ+Vp7wbkDzQN9VVecozwVuuy82tM0V4YWuKfKzh+oAVBdpKz+DrvTxvnL7fzcWbXbRv1YcxRmSuM00pqzMBLoDzpzwRn7sRn5wyotLU1pBZXel6ssGPGj1PdzxdNnD3S/2JKytS2lSFkBjgDo6vsx1mPkr8TklP7/JSl5MH/tYl8PFgCs/huOq+lmucG4RxaAhxYQRi83+L1yniPO5Ybvl8HzxVMsrpYbWJ+X7bnbL9LEHPfh+2X4cfc0bbLPF19wzRw08po5lmuYp/NAkuTYoyINJgl3Zyd5/3zD4vH9B/JUuWYGei8ZC0/XBndlGG/H3dP+dHfNHL3e4cfP43VjZDxD9tlkX/s8lfsm4r4dKE/7RRp9T/HG0z3WG0/nhMdtjrjP+SrQ5Sb7XJJG7Nf+H4Jjue4GytP5OVGf3Tlt1PUnwO/YRPBc5nRfdpwI6flVcjhKlOvi+zzp10EP1+SJ4O165u7+4e588XYvnirXAk+fYaJM9rVgqt9T/UpYxURHSpJiY2MlSR/5yEd099136+6779bSpUt9Xo9VV6wdRSkq3G73a5rLdVmV2mnfId3p+uIx0eqKc0ZfICp2yt7fXCWzcEjNAWVq2+bEcdluZUGa7PYd0p0OOTLKh8VQV5wzbk1dLKtOe3fUalv/j5mSXKlox16fs7pWZYGyylKUOY7HxrlPq6qqfPqMtvR8F7U1UpXs5XeZZVVqZ1aRUpzHsGSTyrJ2mkSJh2mSOQaeCqD27YXKLN3l9xfb1ffDWywTJjVZzl2YkjzkvB5SQ6Ykt0Z5dhOLs1aM87tQ6HAM1IKpr61RaqpUVlEvSaqvqFVKZqpqausHVjvsuA+tPWMWHHVOWnXF2ppVpk0lo88XT7GM3p+5qsnbOnis3GzP637R+B53yRScnJ9t5HfT3bSgnS/9uGZ6Wd7FNTPQa5jk+RyRpPraGiklWUluaqONiq+uWFvz1P+dqZKjUMrb6v3zTaVrppO/95Ixc3Ft8FSG8XTcffke0VOoRQAAIABJREFUu7pmejt+Hq8bQ5dzuDgek3Tt87TPxnLfnjAe9oujvEa5hbme7ymj1uf6HusLt/fRMbAlZWt3VdX4jp48iffRuuIc2XclD9bs3Z2tJJttTNfdQPhyfk7EddDVPSfQ79iEcnFO+FJ2nHSTeR30dk2eCC7vYybZkafCId+Z3cpOsvlUJvJ4L54C14Kxluv85cv2Zts91eeEVXRUhNZecK7uuOOOgfdaWlpUV1enxx57TEVFRT5v1LGnSMrd4vJG6WmaK+aH526N028av1QWpCmrbJNKRt4ANm4f+OJllJuaAnZ7uTJc9KfiMrvs9jX4NMwUKs3FwJae3/8DrFjFOWnaoTvdFr6dmWNfnz7YbEnK3j1YqElMTpGqa+X8WTHyid3wpzOV2plXo9w7tyjZ1codO13WohiarbVnFcmH3m28rnOo+r27VDqkJoXb7TnKVZqaqy39h7e+okzVKlW5w8s0SUnZu7WtNmtYdn4omy1dW3Kloj3+Zcddfj+8xDIRbOn5/RfyJGXvdl9QTdx8p3JTS7Vrrw+Fh03btKm2QnVWnSqUoS0uTxqXC2rbpjL5uSvdMufH4JMHW1K2tmVWDxSIPG3P234Z1+PuiqfEg3NaEM4XJ66ZY7xm9ht5DZPk07VP0sB54HyinlVUPaRp5IgaF67WWVer6syMweNiz1BmdZkqhn7FXS03la6ZQeDu2uBPGWbYcQ/0e+zL8Rtq4JqSpOSh13JHuUpTN2ljoufPN/D5x/H4edxnY7hvTwRP+8WyKlVes0kb7Ru1SaOPwfBrhevaUC7vsb5eC4bEUZBWoOL+a8LQ5eqKc2S3Z8lcJpw1XwefortrHuVpubrinOE1F/qv6c5tTua5ZFmV2lMk5d652WvS3uV1dzz5cH6O93XQ3T0n4O/YBPF4TngoO7qrLT9y2sjfGp6WCzhOjffx83xNnghuP199hcqqM10mRL2ViQLa3sC6J+daMJbPEAhftjfb7qk+JayioyK0/sJk3XHHHYqNjVVbW5u+8Y1v6I477lD+v9yh+3+1V38qe9qnDVpWpcpLU7XJxTfK07SpxNmcaFdyyUD2dajaPVsHLnLlGc7Md4bK+5u52HeWD8xr6/8SOn+sFWZmDmTLS3IzB/p28fQ0zLLqtHdXqVJraqU7HT416QhUfW2NNKSwO/RprKmJMphZdezMU03unW4K4qXKK88YWE5FO1Rc5ypbm6uRlbNcFZo8rXOogQtS/7fL0/aG1jxw/tDOzZRqaus9TnNKz69SyaYyZbl5+pm4cZNSS8t9b07j5vvhSyzBYrMlaaBGrxcpyXZtTK5Vxd49qk0efdMbPO5po37UJm3cpJoRV0hbUrbuzJWKsuxufwS7UldbrdQRj1CTklNVXTt4q3C1PV+N13F3TnM2bRyZCHI3LRjnC9fM8bhmOmMffg0z3F/73J0HSdm7+/dZqunQftT+8nA9HXL+1u/dNaLze9fLTaVr5kCkbu8lU8/I4+7L/nR7zfRw/NydL87v3bbaLPOdLM9w+V32ZLyPnytjvW9PKke5ajZtVJItSRs3achDEZMIGl5bwfW1bPQ91nM5yP19tFRF/U2lHYWZqi7ao0rLUlL27oHmT4O1IHYPJG3cNY/ytFzi5m3Dk6T9P3b9qU07budSfa1qUjcpuWLwHuQqyef6uju+fD0/x/N75Ms9J9A4J4u7suPIWvZDa8t7KvubaYO1WxymGuq43SPG6/iNxzV5vNRXlKl6SE0oj/OOKBNJY7sXT/a1wN1nmEjutjeb7qleE1auklW33367DrxxWM++/JbePXxM7x1tUlt7px+bTVGy233letrIdrrB6rDUqivWVnueVOj+R07ylvv7L3IlSt5lV1pajvbW2wc6CXZsz3C9bqtOtfLtCy8NPtlyPsWqri41P849PBVwVnEOpOq2VVmgrJHVCIccl6FPKKzKAuWp0MMPwSGZ+MSN2pRardo6jcrWDot9xA/VklypaFjVQzfrHGLUEzIP23MaKDjuzh5V68HTNKm/0FYo5dld3OwSk5WiGvn3vXb/3fEWy1RWV2vOnMSNySorkjJcHI9hVYZH3pQTN2ubdmlkRa6BH+Wbyky/SGPspNDb9nxbdvyO+9DOxx3baof90Pc0TZq884Vr5nhdMw3XT/ndX/u8nQfuuV6nLT2/vxmS2W87tGlYh/jersNT4Zrp/V4y9bir3eFpf7q6Zno7fu7Ol5FNPgqV5//1dJzveZ6M5b49GZxJc2cTl0STsRpofllemhpgcsTz98/9fXTIcknJox4UjiebLV0ZQ2ot11eU+V8LcjzPpeoi7dKdA8mJFBcPOye8dtUQXs/Pcfrsvt5zAo5zEngqO9ZXlKl6yDFz1pb39ltD9bWqUenANdLudURiP43X8RuPa/IkG1kmGpd78SRfC1yV6yaSx+3Nonuqx4SVu2TVvtdr1X66U5P5nRjZlnwin4h7jCMpW/eb0rTHzu0sq057t5ofRcrcJO3w5cdy/48vtyNbFfQ/GTAXqfIMhxwlucrMLRm2bwae3hdmulxPIMyoWho2TPxAVeKSkU8o6rV31+AIXMOqhecUa7zyrokbNynVjy+qabfr+xOyxOQUqTTP1ArJTzc/jmtMG2pP04Ya3G/3T1hBx9dYgsHfWExfGOZJcmJyyrBaTd7YM1JUtKfC5TTztLdQmdVFXpsOjqxNJbmudeVpe0Fhz1Cmu+/DkGmTfb5wzRz7NXNop5/+XMNG+f/s3X2QO3tdJ/p3z/w48nxFYYElvUQlaFj3sCBod2QgxyXi9WqvroTrBMdrZhmft9ebW7dqJ1VO1Z2qTWrratAoIs46ubWjmeuJKButRTaKkYF0LwgqLsYlcol2VECRh/PA4XBm+v7R6aSTdHc6z52Z96vqV3XOdLr7+9Tf7v70t7/t10ZmYAeCdV3H+R7QCXABFKY+cyJtM55L1s2t3hc5jgPXn7O9jL3yIR8H60/XbRnn7bXoXaHheF1OTpfR9ns100OYzvezkA/sebtauCjHljZX4VziKk77+7eDac5LgIX73YDW2T7tgOm0c86m0xnUIteOE4wu2hNfK66s7XwUWIj65CCvyLldE01sZ9Pn4il9QZA8LNO69+cmLOdUz4CVX7DqC489vuBu/RrjehvqrPOTAMMnkH7RbGfUWEt2rZuwKbRizn1oSZ/R7Yxse94n/rPm16hmreju+AHT66Lj+J12YY8WiIxEzEeGhVcymGjG2gXKbcXKuhhFvH/RZk065z2HlXZRRtvrfW3nNp2/H39C5rc/OQkFjqGTzm36LesbzNfj1dH0uoFu9Ea5HB8B0uJnnjYRlFZMz5SWhcgHUDsNNLyW97roBJgw1RpiO5zI0DSqOHMbQjttf77pWEK9j/Obv8C5bAPthX1m35x9ph2Qc+3DxvnV57xzXHhs0+4zPUdHhLXPnEimz7nExSr7TDeu9b7gcQwEqb/x9uIoy4D96YhV9X1OC563/Syz3q3RH6WRgHlNtV8LFBGNtwPNTeJ7jp2jTbixXzuc9TUPv/Wsr1w1cHXZRH2eV2uW1ZYie0hheJNvn++d7TpQv+ti5vYStH0uIe/jI1u8zjkLpdPDuvpPr2u5qIjp1/6rDPwstR+cv09eaj3IB1DjdeQ8vlrneU00ZtZzMYC19QVB8+BmqdeRTnfonHrP7Y+rDFZZEcsczq56yIyNkvJb5mXwKXT7Dzl58KWpIDcnvW5n6m+8JPI6atUs0sWoY8LeDsppGa5T0LfLSMv9JUoJeceiVsGa36XikWYrauneKDvlNCSPOe+V0nHA3Lizniy1AbSRk4eDYq3yzeBIKSPXz29cVaGgG3DLdcf24lBr59YBKWZwqjaQ7m9TKZWg5Kz5a0ZGYADWl3LO9/tfcPDZJoYdj1obPYoEn/0JQgLHtS4OB/Xp3KbfMqujsSLO3u3YHq48ywcG3I4P/3ROt8gx4MrZzuMqappdR6PHal2uA1BQ0g7Q7QBwf+troN4/ti0KStoxnLUpCCL2j2Io59qIweoI5dzoQG6lpPW/WuKVlmMkxAzOS13IY+WZEQWYhvf+glpWvU/0fSPHg/eyaW13avrZZ/paVZ/p1YdZ3Ps+/3Ywjdc2R/thpaSN1YFXPxyePtPvXBLEMvvMadcwnueuOft9v/rzbS9j50p73Vlu4lfW942U2fzn7anpX1K9m6aBq0YbytFonUaiMbRzF9D2j7F/XgMO05Ake6njnOd5jgX8roOA6edRL/KBirO03W9a292P9EaPI5frb7f17DYjJ2PI5epz9bnLu34SsX+q4jAtwy5qZ7v273enpHHG9hL0mF5W3v3Mf4xNt8zjyO/aUfC5lgOmXfuPtgm7L4xgepufZmltd8E+eZnnMUEQsX9eQlfOQRqeQKx+Apee10THcm+hczGwnr7A/7pu+bGGoPu7S+dU4f5XJCfCWtLLX7y0YNXDjzyEauUtI3+zJsLr4sjtC1A+y7aBUS3gau/Yt8MwzRaKRSCfTwwaCVwa/fgNd1ytTbwKaRpVFK/2kHc5CZmtAoo4Xu6nhmkprHo/Q7Q222sv23583HWs90nsMykIHjvbjfVH48xWwfqE/Iw3qHe5Ld3lvN8GrL/lusvledfy7hqwWia3gBXQH+rWPXL9lLjfMqLbYDBB3RxtnMfH9mK9E82Hx852Y/2Rk9+Dh2nuclu6y3m/DVh/y3WXy/Ou5X1jASvAKuxm0v1k5beMaJuZrYL1+dkFOgoeH9uH9U40Hx472431R06tgoRc3X0E7DR3uS3d5bzfBqy/5brL5XkX877RgBUREREREREREdE4z68EEhERERERERERbQIDVkREREREREREFCq3ImBlGlVks1UY5vxvN7YKEgqtlb4dSXNg3bq7DeViVLOQpAJaZgsFSUK2agRadhvyPi/m/W7mfV4ss3C4y/XAvDPv89rWvM+LZTY7ltnsWGbhxzqatPaAlWlUkZUkSJIEScqiagQrTL/1BDGDo1gZ6aI2V5qMahY5lEYmHjNNA9Wstb/xCl9FHrjeeurWbBX6+xn9Z9fxvHmYV6vgTMfo/sLU5lchEo31/0tENB582drbxBrLxbmvwb9Ca7D8th8PfmW9ijbvXDa+z3UfD/Pub939hHPZRJmFqL0AY+3bcfE30e4dx9g8eQjbcet3XlmFMJ3Dneutpc8OSd6ntcFVWGvep+Rv7X3PNlzvTimzMPUT86637jJzrrfp/mXe9dZ+bK77WmrJ5/B5+91F7i1Wco/nUy7bEPNYa8DKNFsopsuIlTToug6tlkIjXURrSgQxyHrycQlK/WzmDtc0qjgpx1A6lkf3J58ApzWoYzfLpmng8qSLI81KS00FyieXU6Ogq8z7bV9vmXUrJPLQdX3wT9NKUBBHVJw/D4tI5IdpcbalIO1sXW1+peJR2N8IikUjgZettU1soFyUfhvUdX3iKyDry/t8fd28gpT1MvM+WNYqIN2IQXHsc931Pu/+1t1/Dpa5llm42otRzUI+i6LWT49eyUAUBGu9HFDq/13ThuWz6DkgDMct4H1eWYUwncMH67m0z1UIY9792uAybarvccvfRvqeLbjetXm1ibD1E/Out84yA8LVv8y73vqOzQ1cSy35HD5vv7vovcVy7/G8+0j/mEd4YgLrHWGlNVGPqzjol2HvqoE26mhOCyAGWE8QEjhQgfLFbNFI7aIMqAdICMMopCAkkNcr2I9M/l4QRGQq+cHvI9EY0O7CmPzpzHngequv23G9yzPUlSNkRGH+PCxTLApREAK1s3W1+VUREvn+TaSITEUfeRLgt8xO7zraxCbKZZr15X3Ovm5OQcp62Xm3ghcdqKcHiM6YlmWae38b6D+9yyw87cU0W7goA+rpPsSJ9i4iGq/j7LJn/a/WRD2ewl4EKz0HrO085qZ/XlmJMJ3D4d0+VyJkeV+rDefdad19z7Ze70614X5i3vXWWWZh61/mXW99x+aar6HXcB83b787673Fcu/xvPtI37SEKCaw1oBVr9sZdIitgoR0IwVVATrd3lLWi+ylEK83A0dSTbOFZj2O1N78R1Kv2wGU5NSDd9V5v+3rraJuBzc1/SNj3jwswuzP0SRJ1v5qLk8tBmlzaWebaPNhsY42sSn1nOw7jHYTeQ/a163aMvOuFXPoqKehCkjOYhP9Z9Ay22h76XXRiacQvTocDMO358ET+kHwo24akiRBbiYHo68WPQeE5bgNel5ZhjCdw4H1HtNhyzswvQ0uy6byHiR/q+57tu1616vMwthPzLveusosjP3LvOtt4thctVWfw+ftd+e9t1jVPd42xi42Mul6qyAhhxL0SmamCPXU9SJRxNDBbPGFGMbfRArKbBWQ9hga6WVleb/t662gbr2i5PPmYR5WZLs/XPSoi7Q8OWTSt52tuc2HyhrbxLrYN9Mjw/TdhtGuOe/z9HUrs6S8m60CciihkhHdV9ki6+o/g5ZZKNpLu4wznA6G4sfKJ/3X/qy5GnIoQdd1lJAbmd8KmP0cELbjNsh5ZdnCcA7f1DEdhrwHboNLtq68B83fOvuesF/vTiuzUPYT8663hjILbf8y73prPjbXaVXn8Hn73bnvLVZw7tjW2MVaA1aRaAyo53AWrUHPJ2CaBqxgmv/d87zrrZJRzULOASXtONBTnHXn/bavtyjrHd/RaPfG25mchDLWMc3azmh+bm1i0yJ7KcRnPlnNzi/vt7ENmqaBy7M6UM9Zo2zkNMrt/lOyBb/Msk7r7LOClllo2ktcxWn/MbggJJBU2ugaAHpXaLSVwcWafFyC0i7jQlteeYbhuB1wOa8sU1jO4Zs4psOSd9e0rbgNbvp6yS1/6+p7tu16d7B/vzYR0n4iPGXW25r+JTxltpbdje57hefwefvdMN1bbHPsYr0jrOQkFDiGqmkXKLcVJB11aM+qPzJLfYD1AFivAcw8emT2g8qoZq3o5CwnxVXn/bbvb8l1q12U0R6Pds+b9z7X/M3COZcKArazNbX5aRbO+zzW0SYWtGi5aBdltB1tYmBNeZ+rr+tbWZtYQt7Hn4ppmjXZpFLSBq+HLWIVed90/xmkzELTXiJ7SMEKQgHWBeNZ3TlJqiNvvS469gSq857Hxmz6uB390eh5ZZqZ6yEk5/BlHNPbmnfP39zCereN52+tfc+WXe/afNtECPqJcJdZJJT9S7jLbJbtultbmY1xy8O8/e5C9xZLrKNVxS7mXW/WtnsvWIqXQxASOK51cZiWUQYAxKHWzkcKrtftzLUe0J+cSzmaaTK4pJLD2VUPGccQT2vG/Bzq9h9yMuqwOqZj8RIn5TaANnLy4BdQSprrp7/Xlffbvr9l1S0wvHlRa/LEOvPk3S9/fibaWVxF7dyaJNiKyE9vZ+to837tepCOGfO+DOtoE+suF9M0cHloPbkDMNImRra7jrwHbINeFj4ePMp6mXlfNC1eVpH3sPSfnnkIVXsRsX+q4jAtQ3Kkw7pgzOBUbSA9KDPnsvnOY6E6bn3OK0HMWg9hOocvapvzHrQNegl73v3yt+6+Z1uud33LLIT9RNjLbFF3sczWfS01b5lNq/d5+91F7y2WVkc+feSxrPmkJTwxAeH+VyRXOiTi4UceQrXyllXuAoBd+WeI1s5nimKaRhWH6S6ONv36Anli3bq7y+XCvDPvdy3v82KZhcNdrgfmnXm/a3mfF8tsdiyz2bHMwo91NGojk66vglbMzTWhmSBmcKp2kCsu8ZuXtFSsW3d3uVyYd+Z9Frch7/NimYXDXa4H5p15n8VtyPu8WGazY5nNjmUWfqyjUbdihJXZKlifps4n5t5GqyChmQw2RJHWh3Xr7i6XC/POvM9rW/M+L5ZZONzlemDemfd5bWve58Uymx3LbHYss/BjHU26FQErIiIiIiIiIiK6PW7NK4FERERERERERHQ7MGBFREREREREREShwoAVLY1pVJHNVmGY879l2ipIKLRW+pYqzYF1e3uxbmfHMgu/u1xHRjULSSqgZbZQkCRkq8bK9mWaLRSkAloLlHPYmEYV2RnyZP0+HG1l2Wnxa0t+x9gyjj8iIiIgZAEr+0QrSRIkKYuqMXqiM1uF/jIJ0hJOhKZpoJq1tjd+ch/Z19iFi9+yVkFyLBvNg+82fdLim4cpZbbO9QQxg6NYGek5v0xgVLPIoTQyQZxXuTj/PvhXaC2cB663+bodLJ/jeA9TmW3LequoW+eyiWN3zjzMaxvKbFp/tg1lFqRPdjump+Z95LwZfNm6+yy/Mlt3/UWisf5/iYjGJ5fb5RY0kDVRzgGDOWY/yOF1TeS/rlXWswZe5l3Pc3tz5v228GtLfsfYoscfERGRbSMBK7cncqbZQjFdRqykQdd1aLUUGuni4DdGNQv5LIqaZi3XKxmIwvwz35tmC0X5BDitQR07CZtGFYc5oNTfl1YCcoeX1sW1zzIASOR1K326jpoKlE+mr+eXlql58CmzTawnH5eg1M9mviA3jSpOyjGUjuXR/U0pF6WfFl3XA31NIYxlti3rrbNu5znew1hm27LeMut2sKxVQLoRg+Ko33nzMK9tKzO3/mz9ZWbg8qSLo/6x5zyPBeHVJ087pj3z7jxvasMy91tmW1ef5VdH666/gXgUYv8/Y9HIyCKt2YFaUoHGVfAHf3F1UHc1tYOcHDQPcai1+dpSaEzJuyBmUNH1UHyNaSVp8WlLfsfYvMcfERGRU3hGWGlN1OMqDvrXh72rBtqoo6lZF4MXZUA93V8oSOUkCAnk9Qr2Iy4LjS7aShIJe19yEkq7gavelGVuYlErzT7r+abFj0+ZbWo9QUjgQAXKF7M9VdMuyoB6MCwfLFAuvjsKX5lty3rrqtu5j/cQltm2rLfMugXsQEMH6ukBosvIw7y2qMyWnoc5CYKITCU/SF8kGgPaXSzyUtn853AR0XgdZ5f9E6zWRD2ewl5k2jI7L2s6H/nV0brbPAAhke8HBEVkKvrYKLEWmp0U9uQ9pDB57TI6Stx9NFFk/xSqs+wBQCsO1vMauRXZSyHuaEujI8+Go6KMahaynEa5DdRz8sTorNE0Bl/Pa3/jy+R0GW2Psh3PuzMtzu0Z1Syy1ao1wixbRbUw+huvtNgPdKv90anj5Tm+nnOZV1oW2Z9fWwL8j7F5jz8iIiKn0ASset3OILjTKkhIN1JQFaDT7QG9LjrxFKJXh1MviJam3hxcqPUuz1APuMw5BD7dSKHmfIrut805+JbZBteL7KUQd+R1GtNsoVmPI7U3e2TK7aJ0GXngehus2zmP97CW2bast8y61Yo5dNTTiZv7efMwr20qM8C9P1t3mY3rdTuA82HLFK59coBj2m09oX+TfNRNW4GEZnIwMstvmdM6+iy/Otp0/U3Qmuik9iAKIvZSQMMRsWoVJORQGo500/Ou9S4IIgZvigEA6sg1k/0RZCpQPnE9H2sX5cGDO9Oo4jDdQKqmDdbr5A5RNUyImQo0zRrJNhx5V0FGtNLiHMlurWeNePJbzxrpNhw5qFnD3Iej9UZGwanwGuw+nvdEXh/sc1y73EVSK0Fpl9GI1lBT4+h0e75pscuz3D3qj8ZX0C5fDNqvdjFMp67rqGTEqWnxK+tp+wvC7xib9fgjIiIat9aAlT2fiSznUEcdOVl2fUKUQwl6JTP6ZL5dxhlOByf3mMcF0bjx+QeC3PgKiXx/2LeVvhOkoARYBthPYfsXUkddpPtDx6ettwjPMtvUepEoYuhgtuvxGKIzxDTsm5WR1y9neM0idGW2LeutoW4BzH28AyEss21Zb0l1a7YKyKE0ciM1c1qWLOxlFqQ/W3eZAf3XOj1eXxw3NQ8ex7TfevZ8RHYQpYTcxNxXbstGrKvPgn8dbaL+xpmmgcuz+uC1rogVsRpMTdCsx6EeTK/rScqwjUT2kIq30R1carVRTlvXPbmOOniI17tqoK0cDYJQgpjBkeJczycfjus6v9FQI3pddBzXndZ1aN/YKLilUZKwNjkWAPVLi7XisDzF6EjwTIzGreBuwDk7gSBl7b2/QPyOsbmOPyIioqG1BqzETGU41wSUwdwTlYxovXZQz+EsWoOeT8A0DVgPJvsn+biK0/7jekFIIBnwwkZI5B1PC3Xfmyi3tOq6jvM9oOO4gPVbNkJOQnGcqAOvF9DUMgvJeusQ2UshHuCiaFvKbFvWW5k5jvdtKbNtWW8e9g0x6rn+jZjj9ZxsFVhzO9uGMnPdv6M/21RajGoWcg4oacfBX190mOiTAx7TI+v1rtBoD2+m5WNrtMqFNmXZmvnV0abb0ojeFRqO1+XkdBltvykNPMyWB2sOK62mIt4u4+RyscjF4HXj2vTRUCOMLtqOuajGR20F3/8S6m+BtAyuo5NN1w8bEBER3TaheSXQCu44nkJpFyi3FSRlWE/sMLwQNY0qzupxRIPFnhZiTUDrNU+L9zIrD5NzagRazy0d/SeKI/MS+JWZnwDrLbS/XneOYNxiT+C0izLaLmU9YdV5v+37W0fdznu837ayXvf+llC346NlRl7PqWQQmTfvfvnzswVl5makP1t3mcEKVqXLMc9gVZBtjuRhhmN6si93lFeviw6c6/ktc/59xX2WXx1toP68WCNtSiMP8Wqq/VqgiGi8HWi+Ia2Y9s6DR/4EMYNTNT543cx6VexsZH4pZ5uwX72beHWy10VnZHejI6w815OT3gFNMYp4P3BnX595jdryzXtQfmkJSEjkrWBdgNftppX1wvyOsbmOPyIioqF7m06ATRASOK51cZiWUQZgPZU7718si9g/VXGYliH1f6+UtJmfjDlZX/xxDMPOyaj3t3ss93B5aI0MsPdVcXx+3HvZ2DbjKmrn1iSzM63nSIs9wWWv67xEC1Jm3oKst8j+7OHnQYNx1tP2HM6uesg4RsDNUkfOst5k3m/7/tZRt/nEfMf7bSvrde9vWXW7aB78uOVv0f0qxs+tAAAgAElEQVSFoczGzw+j/dl6y8z6Ql4bQBs5efii0rTzkX8evI9p3/XEDE7VBtKDvDv7Ar9ljvyvpc/yq6P11p8X0zRw1WhDORqNtESiMbRzF9D2j7F/XgMO05DsSoKCknZsvdbWLiMt90s6rqKm2dc2AFB3tJVh/ibeztw/glLO4ezyAIlMBuelLuSxcnHWn3yg4iydhlR2Ls/gSCkj118vrqpQ0B3Zj/t6CRzXRtvgoK2NtTOlVIKSaw436Jn3sbbraBMHPnVh9S/uafGL60zsr7+vxJS05BPeZb2MqaX8jrFZjz8iIqJxwv2vSK50JsSHH3kI1cpbVrkLChHrov4M0bELz6nrGVUcprs4mvP1E1o91u3txbqdHcss/FhHRKvld4zNe/wRERE5heeVQLoVtGIOdcfknkFZrwt0kCvy88dhxbq9vVi3s2OZhR/riGi1/I6xeY8/IiIiJwasaGnsr4Pp+cRc64uZCkrILWWuDlou1u3txbqdHcss/FhHRKvld4wtevwRERHZ+EogERERERERERGFytaOsGoVsoMvnhARERERERER0e2x8YCVabZQkGYLPrUKEprJI3TTxamf8yUiIiIiIiIiou2y0YCV2SpAlptIaqfAiTx1rggruCWhmex/RlpLoikfcqQVEREREREREdEtspGAldkqQJIkyM0kdD2PhCAiU9GRbMqQJMk1cGVUs5DlJqAA9Zz1O1nOoR6PoXsiQ5IKHG1FRERERERERHQLrHXSddNsoSjnUFdKqEXPkC63J34fV2s46qaRq8eh1s6xH9FQlHPoqDVUMqLnfkyjisN0A6naOT+hS0RERERERES0xbbiK4FWMKqMyfCWk4KSdoyEMAxWma0C5FwdSklDPsEgFhERERERERHRNri37h0ORlnZf1BK0I5FXB6mMRxwZY2uskdKCWIGFT3jvc1WAXIzORKsIiIiIiIiIiKi7bT2gBUAQClBzyes4FWx/7eYitr5PkRBgFEt4CrgpuxglZ5PTCwTEnnoen5pySYiIiIiIiIiotXb6FcCZ2V9JXA4ubpfsIqIiIiIiIiIiLbTZgJW9dzwK38zrCYICRxrSTRlefiVQZ9glf01QrevDhIRERERERERUThtJmCllKDrOjStBMX5994lspKEdLnjuaogJJDXdWglBaifoWowGEVEREREREREdJuE4iuBpmngsniFvWNrDqugrAncm0iOfR2QiIiIiIiIiIi2VygCVkRERERERERERLatmnSdiIiIiIiIiIhuPwasiIiIiIiIiIgoVLY2YNUqZDnhOhERERERERHRLbTxgJVptlCQZgs+tQoSmskjdNNFtEwGrYiIiIiIiIiIbpONBqzMVgGy3ERSOwVOZBRa/sEnK7gloZnUkE8kcKwl0ZQPOdKKiIiIiIiIiOgW2UjAymwVIEkS5GYSup5HQhCRqehINmVIkuQauDKqWchyE1CAes76nSznUI/H0D2RIUkFjrYiIiIiIiIiIroFhPtfkVxplOfhRx5CtfIWANYIqaKcQ10poRY9Q7rcnvh9XK3hqJtGrh6HWjvHfkRDUc6ho9ZQyYie+zGNKg7TDaRq58iIwsryQ0REREREREREq7XWgNW8rGBUGZPhLScFJe0YCWEYrDJbBci5OpSShnyCQSwiIiIiIiIiom1wb907HIyysv+glKAdi7g8TGM44MoaXWWPlBLEDCp6xnubrQLkZnIkWEVERERERERERNtp7QErAIBSgp5PWMGrYv9vMRW1832IggCjWsBVwE3ZwSo9n5hYJiTy0PX80pJNRERERERERESrt9GvBM7K+krgcHJ1v2AVERERERERERFtp80ErOq54Vf+ZlhNEBI41pJoyvLwK4M+wSr7a4RuXx0kIiIiIiIiIqJw2kzASilB13VoWgmK8++9S2QlCelyx3NVQUggr+vQSgpQP0PVYDCKiIiIiIiIiOg2CcVXAk3TwGXxCnvH1hxWQVkTuDeRHPs6IBERERERERERba9QBKyIiIiIiIiIiIhsWzXpOhERERERERER3X4MWBERERERERERUahsbcCqVchywnUiIiIiIiIiolto4wEr02yhIM0WfGoVJDSTR+imi2iZDFoREREREREREd0mGw1Yma0CZLmJpHYKnMgotPyDT1ZwS0IzqSGfSOBYS6IpH3Kk1YxMo4qsJE0t72VoFSRIkvVvHfsjIiIiIiIiou23kYCV2SpAkiTIzSR0PY+EICJT0ZFsyp6BDaOahSw3AQWo56zfyXIO9XgM3RMZklTgaKs+0zRQzYYjQJTI69C0GtT4plNCRERERERERNvi3jp3ZpotFOUc6koJNbWDdDkHqT76m7haswJXuTjU2jn2IxqKcg4dtQZdFwHkkc+PbzmPY6OKQ/kQ3do5MqKwphxtJ0HMoKJnNp0MIiIiIiIiIiJXwv2vSK50GM7DjzyEauUtC23DNKo4TJfR9v2VgpJ2jIQwDFaZrQLkXB1KSUM+sVgQywq2NRFVOyiXrZTE1RoqGRFAf16tqIpO2U7nMD3j6bfTM22bXuv57U+8PES6PF5SVvAvIwpoFSTk6pPbm7a/8WXOdNrpyQ2Cj6N1YZoGLg/T6B4tZ39+6xERERERERHR9lvrCCvAMcrK/oNSgnYs4vIwjWGcZRhgAaaPCDJbBcjN5EiwajXqKHdL0PVEP2hygureMJ31BlDTNIiCFRhqaseQxSoO0w2kahoqoh28OkS1do79iPc29yMaiukujjTNCnqZLRRlaz2//eUzFWj77gEioP+K3nF/ubMMzZbv/rSLMmIlDRWXwFCrICEHKw9BWXl1Lxe//U1LJxERERERERFtv7UHrAAASgl6PmEFG4r9v8VU1M73IQoCjGoBVwE3ZQer9PxksERI5KHrE+8PLkBB6Vi2/jOyh1S8jK4BoD/QSDmy0g9YgaEEAKPaQFs5QsURfDtSymgaACI+20QXHdRRl53vTMahOlPjsr+59fz3J0bjqOdk1Pt1ZzPNFpr1ONSaPNvurnzKRfTe37R0EhEREREREdH220zAak72K3RJ+1U7n2DV1jO6aMeHQbxN70/MVKBn7Anzc4Og46p47m/d5UJEREREREREa7eRrwSinht+5W+G1QQhgWMtiaYsD78y6BM0sb9GuJKv5WkXKLcVJKcMLIrspRCvn6FqWGkwjSrO6nFERZcfO7cpJ6G0y7jQZk+aIIiIxoBOtxd8pYD7ExJ5aDUV8Xqz/1VGEdF4G+UZExq0XCb2t0C5EBEREREREdF2CM8rgQDQu0Q2XUYbcah77qsKQgJ5XcdxqwA5d4bqgbzGuYvqyA1eRbPm2Zo2b5YgZnBe6kJOyyg71suIAkzTb5sJHNdUHKZlSPbGZhhZJB+oOEunIZWH292P9EbnCsvJqMOetNx7fxGMrddfx0qniP3zGnCYhjRY0Zp0XR5fb2R/fuVi+OxvsXIhIiIiIiIiovALxVcCTdPAZfEKe8ezBR3GXxFcpVXsa53pJyIiIiIiIiLaFqGYw0oQRGTy3l8B9F4vgfwMX6YjIiIiIiIiIqLwC0XAKgys0U5ec2rF8W8efNOaU0REREREREREdDeF4pVAIiIiIiIiIiIi22a+ErgErUJ28IU5IiIiIqKwMU3gQ38i4GMf51ylREREs9p4wMo0WyhIswWfWgUJzeQRuukiWiaDVkREREQULo8+CvxKbRe/8Vu7ePzxTaeGiIho+2w0YGW2CpDlJpLaKXAio9DyDz5ZwS0JzaSGfCKBYy2Jpny4spFWrYI0NU0UXqy/u8M0qshmqzBcAth+y4iIiFah8zEBb37rLj75KeDHj55A/Gt5DiIiIprVRgJWZqsASZIgN5PQ9TwSgohMRUeyKUOS3IMMRjULWW4CClDPWb+T5Rzq8Ri6JzIkqbDU0VZGNYscSsgnFh/CbZoGqtnlBk9Mo4qsJEHq/3Nu26hmka0ak+v0y334b1hm49tzbtcOFLqt67bMTovfeuNpGk+vX/6CWGb9bYpRzU7kfbRcgo1M9Ktbt+WDv4/VzXg7tv8/SHtZdZsQxAyOYmWki9pE/v2WERERLdMTTwC/9Ts7+I8Xu/iaqAn1B2/wvOduOlVERETbaa1fCRx8iU8poaZ2kC7nII19li+u1qzAVS4OtXaO/YiGopxDR61B10UAeeTz41vO49io4lA+RLd2joy4WJDCNKo4KcdQ0uSFtrMqptlCMV1GrKShkhBgGlUcpg9RDZL3uIra+T5EQYBRzSItF1HSjpEQM6jomeE+WgXIzWQ/4JNAXtdxbLZQlJtIasdICEI/LQCgWNsQBGu9XLH/G+/1bFqzA7WkonF2BWPfStdC+UP46y8Is1VAuhGDEm8P/2YauDzp4kjTkLDr7+QSe/369CL41K1fWe8DQDwONKy6iTjTZxq4PEyjHCtBryRG076hNiEfl6DIZ6geyBPtxG8ZERHRMnziUwIuf30Hf/dp4PXKDV7xshv4nJ6JiIhoirWOsBL6N6t6PgExU4Gu6xP/KhkRibwOXa8gIwoQhASOaypQTk+MEHH+k9NdHGmjAQ17pMaso3O0izKgHkzcSI+P8HCOAPEa/WGNDEuj3B6ODHOOjJkc/TJ9pFjv8gx1ZTh6SBAzOFLaaFz1ZspnZP8UaryOs8vR9UyzhWIOKB3PGfCJRyEG+JlpttDspLAn7yGFBuzkL5o/r/prFdxH/QCz1W2QenffZ7BRgFb5d6CeHiDq+LsgiMhU8oN8RaIxoN3F5Fi6adse1u30sk7hKNXAxfjgJO0C5bYSvI2soU0IQgIHKlCeSKz/MiIiokXcmMCVJuDn3raLJ66Bf3N0g1e+nMEqIiKiRa11hBXgGGVl/0EpQTsWrdEag8Ek1ugqO/g0PkJkYpv9ESPjAYp509esx5GqRSaWaRfDER4TeUoPR75YeeyP/shUoO1bo1G6R9rIK2ruo0a6U9NodNuIR0dv/8VoHO2uAQQKC1gEQUQ0Nvl3rZgDStoM5VlHTrZrNA61duw74me4oyY6qQOIgoi9FHBy1UMmIy6UP7/6S+R16P3ReVZZF9Hqj/DxqlvAp96NKg7TDaRqGiri5KifVkFCDiXoemJim77FUrRGFB5HgEuf3/W6HUA5mqndj9etb1n3o2XiXgqdCw2Qh79z7tuoZpHuH7xKSYMVw9pMm4jspRAvN9E6lifKxW8ZERHRPD7/kIAH37GDzscEvPTrTXyPco0vu2/TqSIiIrodNjPpulKCruvQtBIU+28xFTVNg67rqKkuURQPdrBKz08GBYREHrquzzGPUQzRyXgHxGjcGiVVaI0u6HXRQR052TG3VpDdaE3U4yoOQvTmmtkqzDH3k4JSv+60WgqN9PSJ8E3TwOVZHbF+QUf2UtarZ0uZh8y9/pxzeMnpMtqOZZ5167Osd9VAWzkaCaweKW10jWHgTJ2xcu3yr2SmBOZaBaTLsZlGwc1XtwAi+zjCGS49BriJmQo0rQY17vzrhtpEJIoYOui6pdVvGRER0Yz++58JePMv7OLjXQHf/R032P8eBquIiIiWae0jrBZhjs174xesWgUxU4GesQMfOSvwlk8ARhdtx9xQK0+Hy8gStxEo05imgW4HiCUjg/+/PANK5wtE0CJ7SMUb03/Xu0KjDbRzsiO4F8dVbx97S8qf0+A1u5qGjDg5ms2zbqcsWyY7YIN2fXRut5yM+vjcY+XYYI6o4NuerNugbUlOxpC7uILa//9INAY0ujBMeXqbD2mbICIimscXHwfq79zBH/7RDr7yWcCbvv8aL3g+vwJIRES0bJsZYVXPzTYSqU8QEjjWkmjaI5mmBKvmncMKU0ZhCIk8tJqKeL1pzUkkJ6G0y5Pz/AzSbb161xnfqBhFvG3N02NNqD066sdLZC+FeP1sZB6ss3ocqT2XYUU+tGIa5baCZD+G0bs8QSM1OffTTHpXaLTdRziN/qyBdn+knf2vpgKNq94S8udSf70uOo7/1S7cy3qibn2WeaXTiqGIiMbbM82ZJPS/lmmXhz1qSSlp0CuZuYNVgHfdBi5r+QBqp4FB2Knf5k+8hl2N7HyNbaLXRcdjhJ3vMiIiogD+0hDws2+9hz/8ox18/UtMqD/0BINVREREK7KZEVb9ESqm2UKx6Ph77xLZdBltxKHuua9qT9x+3CpAzi3/q1+CkEBSyeGsP3eObfBVNEeUQxnMBWRNDH+YliHZC8dGXMkHKs7SaUhlYDhHVwanagPptIwyAKVUgpJrTk+jmMF5qQu5v974nF8A0C7b+xqm9dhagLRcHqZR63+FzajipNxGGy7rydrIvGN1uQ77K3BWrGt8vqJzx1xebusdoNtoQzkaHe0TicbQzl1A2z+emj/PsvGoP+t1vTJy/W3GVRUKrBFWfnXrW+++9SBi/7wGHKYhDRqFMnOgycmuI6DtKG8rPX6v+fnVbT7hnQfTMZu7IIjYP4qhnGsjBjt4XEJRdm4zDnVQ5JtpE/Zrmm5l7LeMiIjIz80N8O737OB3/2AHOzvAv/z2G8iv5MTqREREqyTc/4rkSh8LPfzIQ6hW3uL7G9M0cFm8wt7xbK/Ujb8iuCz262JHS95uWPd727Ac7yarPzhD1CWQ5beMiIjIz6f/QcDl23dg/LWAZ325iTemryG+YNOpIiIiuv0280rgGEEQkclnZp7/yRptlV96UEIQMzhVO8gVg7/OReHB+rubtGIOdcck+EGXERERuTFN4P0fEvAzv7gL468FvOTrTPzbH75hsIqIiGhNQhGwCiMxU0EJuTnmv6IwYP3dLfYXEN3mtPNbRkRE5ObRR4FfeXAHb6/v4okngO943TW+/3+9xlOezOsKIiKidQnFK4FERERERGHw0Y8JqL1jF59/CHjWlwOZ11/jn0QYqCIiIlq3zUy6TkREREQUIk88Abzzd3fwXt16ASH+tSbe8F3XeOpTNpwwIiKiO4oBKyIiIiK60/72kwIu376LT34KEATgf37tDfYSN9jh1IdEREQbs9E5rFoFiXMMLcg0qshmqzBMliMRERHRLG5M4Erbwc//khWseuYzTPzI4TVe880MVhEREW3axgJWRjWLHErIJyavBoxqFpI0GswyjSqykgRJkiBJWVSN1QZoTNNANStNpGOwvFXop0WC5AgYjfxdkiAVWgvlwZkOt20KYgZHsTLS/CIeERERUWCff0jAL1/s4rfftYMnroEXv+gGP/EjN3ihyIeAREREYbCRVwJNo4qTcgwlTZ5c1iog3YhBibeHfzMNXJ50caRpSAgCjGoW6ZNL7J3vQxSW//jLNFsoymeI1mpQT9Loji03qlmkGynUNG1k/6bZQjEHlPrptLdTPZCxH9FQTJcRK2moJASYRhWH6SKi2jESAfKglDTX4B4AyMclKP39ZEQ+DiQiIiLy86d/JuDt9R184TEBOwLwrd9yg9e8iqOqiIiIwmQjI6y0izKgHkwEaqyATwfq6QGijr8LgohMJT/4fSQaA9pdGCtKnyAkkNcr2I9MLjPNFi7KgHrqFiwTEY3XcXbZs/5Xa6IeT2EvYv+3ioN+jK531UAbdTSXMDBKEBI4UIHyBUdZEREREXl57IvAg+/Ywa88uIsvPCbgmc8AfvAHrvHAHoNVREREYbP2gJVpttCsx5Ham4wGacUcOuqpa6DIqdftAEoy0Mikpet10YmnEL06HLyil61aoTMrsKbjqJuGJEmQm0nolQxEQbDSHItCFAS0ChLSjRRUBeh0e4F2W8/Jvq8SRvZSiNebaHEuKyIiIqIJf2kI+NlfvIcP/rF1+fuirzbxb3/4Gl/1Ql47ERERhdGG5rCKIToWlDJbBeRQQiUj+q5ptgpIl2MoHU++Trg27TLOcApd16FpJcTKJ6ga5mC+qRxK0HUdJeRG5rcCrInmcyhBr2RGRpF5sYNgum79q6lAOV2cDExFooihg4DxLyIiIqI74foa+K+/v4NfPN/FP3zG+gpg6oEbvOngGk9/GoNVREREYbXRrwTaTNPA5VkdqOeskUlyGuV2f1SRI+BjVLOQc0Ap4LxPKxNXcdofBiYICSSVNroGgN4VGm1lEEyTj0tQ2mVcaP3XGOs5nEVr0PMJmKYBa9DVlOFkYyJ7KcQZmKIFPf440Hr/Dj72cb7/QEREt9fff1rAW8938Xt/sIMbE3j604E3ff81XvuaG2zyUpKIiIim21DAajTgMj6KSNNqUOPWROP2K3VGNWuNrJojWGV/uc/ta38zi+whBSsIBVgTyJ/V44gOBoY58tbrooP+MjkJBY5XIbULlNsKko6BYkHSqV2U0bbnxXLqddFxGblG5PToo0CjuYPiz9zDu9+zg+trXq0TEdHtY5rABz60g5992y6Mv7bOdV/zVSZ+4oefwIu+iqOqiIiItsHavxJojUjK4eyqh8yU1/9s1lcF2wDayMn1wd/9vpzn1Ot2Zkqj9XW/HAZ7ysmoD/YnYv9UxWFahuRIh/V1vgxO1QbSaRnliWUJHNe6OBwsi0OtnY8E39zSaZoGLg+tEWfWaipqLl9H7F010FaONjvyjELrs58DrrQdvP+DO7j3JOCBV91AeuUN7nvSplNGRES0XI88Cry9vouP/Ll1TSQIwLe8+gapJEdVERERbRPh/lckV/qY6eFHHkK18paRv5lGFYfpLo42/WrfLWEF2M4QrZ33g2NElk/+nYD3vG8HH/qwgPueBLw6cYNvlm7w5C/bdMqIiIiW76N/IeDBd+zioYet/3/aU0187/fc4MVfw1FVRERE22btI6wAQBAzOFWzSBc16PnEJpJwq2jFHOpKCTqDVdT3Vz0Bv//eHfzZn1uBqtd88w1enbjBU5+y6ZQREREt35eeAN7Z2MH7/ttwtouveqGJzOtv8MxnMFhFRES0jTYSsAIAMVNBqSCh0Ar2Wh+5s7+uyMAfmSbQ+dgO3n0l4ON/KWB318SrpBs88KobPP3pm04dERHRavztJwRc/sYuPvmp4d8e2LvBtz5wg51QfF6IiIiI5rGRVwKJaHluboAPf0RA8307+NtPCNjZAV75sht8y6tv8OX/06ZTR0REtBo3JvBebQfv+r0dPHFt/e2pTwW+919d42tfxFFVRERE225jI6wW1Spk0T3gnE10d33pCeCDf7yDP3jfDv7hM9aksi9/qYlU8gZf8SxeqBMR0e312c8BD75jFx/7+PA68IWiiczrr/mwhoiI6JbYeMBqngnDWwUJzWQJSBfR4sTtdMd84TFA/8AO3qsLePgRq+3/s5eYSD1wg+c+h4EqIiK63T78kR38xm/t4AuPDf/2mm++weu+5Qa7u5tLFxERES3XRt/sN1sFyHITSe0UOJFRaPnfbJtmCwVJQjOpIZ9I4FhLoikfomqs5ia9VZCmpok2axl1ZLWrAlrmZuo6aB4+/xDwzt/dRbF0D7/zezt4+BEBXxczof7QNb7vDdcMVm0506gim63C2FA7JPJrg2yfFAaPfRF48Dd38au1YbDqKU828QOZG3x7isEqIiKi22YjASuzVYAkSZCbSeh6HglBRKaiI9mUIUnuN+9GNQtZbgIKUM9Zv5PlHOrxGLonMqQlBxyMahY5lJYyIbxpGqhmlxf8Mo0qspIEaeyfvf3x5YO/98s9WzVc02X///g27UCh675clo3Xxfh+vfIxa/kss47mtWjdBsnDp/9BwG/81g7+w8/cQ/O9Ar74OPA1X2XiR//1NbJvvMYLnr/6G0ijmp2oo9H6ywYKHE9rg62Ce1tyC+qZrQKkQsv3ePBrn+ts13Y+x39rVLOQ+kEAQczgKFZGuqjNUDNTytvnGDOq2Yn0OPPllu9tKOtlltdd61v92uAq2ifRLP7SEPAzb93FB/9keL4UX2DiJ37kBvEX32wwZURERLQqa30l0Hr9L4e6UkJN7SBdzkGqj/4mrtaswFUuDrV2jv2IhqKcQ0etQddFAHnk8+NbzuPYqOJQPkR3hlcLPdNpVHFSjqGkyQttZ1UEMYOKnhn8v9kqQG4mkU8IVhmny4iVNFQSAkyjisP0Iaq1c+wDQDwONK5g7O8j4timaRq4PEyjHCtBr4x+cdC6P1JQ6r9+abYKkHNFJLVjJIQE8rqOY7OFotzs/220/LVmB2pJRePM2q8o+KczSP2FvY6CmJaHv/4bayL1//5nAm7695viC0x827+4wYu+en2jHMxWAelGDEq8PfybaeDypIsjTUNCEGBUs0ifXGLv3KpfXx5t0KaUJr8c2gLQ6faAhDjxe7/jAfBun+ts15e1c+yfqmikT1Dds9q4Vf+AWhuWmXxcgiKfoXogL96PLXKMxVXU+nVpVLNIy0WrnLagrIP2IW7Yt/q3wWW2T6Kgrq+B3/2DHTSvdgbnQgDYk01822uvcY+jqoiIiG6ttY6wEvoX4Ho+ATFTga7rE/8qGRGJvA5dryAjChCEBI5rKlBOTzz1dv6T010caaMX5PbT51mfumsXZUA9mLg5GH9q7Xyq7fVE2xoZlka5PRwZ5hyNMvlEf7aRYqbZQjEHlI6toEfv8gx1ZThiRxAzOFLaaFz1+mukcJRq4GL8Ibl2gXJbGWxnqngUk6ED9/Q1OynsyXtIoQE7GdPT6W/WOhp/7c/63VhZa8VAdWsvm1a38+TBNIG/+LiAnzr9IMq/tIsPf8QKVj3zeSZ+YP8aP/q6X8G/z3yTx2iMAqr9kVBB8zCN1b46UE8PEHX8XRBEZCr5Qdoj0RjQ7iLYVj3aoA8xGp8hvQjejsetsF0LYganKlDuZ9yq/9ORPksQEjhw/GYRix5jtsj+KdR4HWeXo+uFuayX4a72rX5tcJntkyiIv/s08Nbze3j3e4bBqic/Gfj+773Gd7yOwSoiIqLbbu2Trg9GWdl/UErQjkXrCfRgAIc1usq+kRt/6j2xzf5T8GVMvm6aLTTrcaRqk2M/tIvhU+uJPKWHo02sPPafaGcq0Cik6PgAACAASURBVPatJ+zdo9GRI+5PwrszpVcr5oCSNsi70W0jHh293RGjcbS7BuyIg7iXQudCA+Th73rdDqAcDUfL9CtDKWmw7rPqyMl2rcWh1o6nj6QBAK2JTuoAoiBiLwWcXPWQyYj+6ZxyuzZPHU1XR65Zgq7n+/UwHAnjtU3Rp26nGc/DjQn82Z/voPneHRh/DQDfBAB4zrNNfOsDN/j6l5gQelUcphtI1TRUxLERHhErD+VuCbqe6I/UuEBr3xqVMW+5aEVrdONxBLj0+Z2z/QTh1gZt9Zw87B/6I31spmO0iQxMtKHx42G69bbryP4RFDmHQlRFp67gSJtsw5G9FOLlJlrH8kJ92iLHmJMgiIjGJv8e9rJe1F3sW21+bXBZ7ZPIj2kC7//QDn77d3bw+JeGf4/8YxNvTF/jK561ubQRERHR+mxm0nWlBF3XoWklKPbfYipqmgZd11FTXe6OPNjBKj2fmFgmJPLQdX2OOY5iiLq8qyRG49ZImkJrdEGviw7qyMmOubWC7EZroh5XcTDnAAWzVZhvDqfIPo5whkuPB+5ipgJNq0EdGdSioNSvH62WQiM9fbJ70zRweVZHrF+Ykb2U9crMUuYam7GOpnKMgIjsIRVvo2ssus1pYvgnzxfwgT8SUHrLPVz8mh2sAu57BvCG777G//Fj17j/n5rYEYDeVQNt5WgkkHukDNM5kgcxCmf1zZMHu31VMlMCiK0C0uXYbCNtfNqgUtKGoy4rGYiCgEg0Zt1wa9Y8dk2tHwhwSe9sx8N627UgJHBcUlAvlxEreXzhNBJFDB10lzNQaCW2oawXcbf7Vvi3wS1on7TdHnlUwH/6tV38xm+NBqsS33iDH/3XNwxWERER3SFrH2G1CHNsLg+/YNUqiJkK9Iz9qmHOCrzlE4DRRdsx58s6WDcsQOl8NEjg9iTd7Ym7nIwhd3EFtf//kWgMaHRhmPL0PET2kIo3pieyd4VGG2g7R8wgjqvePvYCpnNWnnUUsm1+8fFdfDEqo/Gzu3jsoWF5P/MZX8Tj+q8i9lMH+IYXLq8tzZoH+4YY7froPHM5GfXx+Y3KscEcPLMYb4NB9LpA9CCJ7oUG5zuKXsfDTNbVruUkFADJFU+/FrQvmMY0DXQ7QCwZGfz/1pT1HNi3Em3OR/9iBw++YwcPPTz825O/DHj9v7zGP3sJv1BJRER012xmhFU9N9tIpD5BSOBYS6Jpj2SaEqyadw4rTHl6LCTy0Goq4vWmNQeSnITSLnvOyWO/UtMZ36gYRbxtzT1iTWJdRtt9ExN6lydopCbncIrspRCvn43MkXVWjyO1NzYcST6A2mlgcGvUz8OJ19CAkZ1fodF2H+E0+rMG2v3RdPa/mgo0rnrB0+lpxjpyrDO1rPtzzowHFNy26Vm3Hh55VMC73r2DYumb8NjXpQbBqqc91cR3vO4a/6f6t/jap/8Cfv5XJxuTV5nNch/qXi4uv+t/udOuN3tUiFLSBqOeFglWAZhsg9N0mrjoRrEXkZFEE1fAYISJ1/Ewk1C0a/RHbE5PxzRLSQsArZgeOR5uVVm77fPO963wb4NLap9ETl96AvjP79zFL//KaLDqHz8PUH+IwSoiIqK7ajMjrPqjO0yzhWLR8ffeJbLpMtqIQ91zX9WeuP24VYCcW/7XigQhgaSSw1l/PhDb4EtPjiiHMpjfxJoY/jAtQ7IXjo24kg9UnKXTkMrAcI6uDE7VBtJpGWUASqkEJdecmkbr62JttGFvb5iefCKD81IXcn+bzvnATMeM2IIgYv8ohnKujRjsYGAJRdm5zTjUQRGMz7Ny7pivaxh4rMt1WK+4HKDbaEM5Go36RKIxtHMX0PaPPdM5zbx1dKCeDco6rqpQ2s75wrzy57dNi3vdjubjM58V8B5tBx/4oIAvPQHYsWJz5wbflgReJZm47z4TQAT75zXgMA1p0JiUwRfaPOvW51o+SB5mZbdBoO0oN/cv/HkZb4O2kTms+nmXxSji7TI6qZp1TEU7yJXbUEr+x8OxrHm0T2sOrDC1a5v96uei8wMJPu3F1i67lJm1AGm5vyCuoqb1v0B3y8p63F3vW21+bXBZ7ZPI9jefAC5/fRef+vvRNiW94gbf+W03uLdV7wIQERHRMgn3vyK50sdWDz/yEKqVt/j+xjQNXBavsHc82yt1468ILos9+fnRkrcb1v1uo20pq098SkDzvQL++E93RoJK990HvOolH8av/fTv4E3v+d9DnQdaH6tPO0N0wcAL0bz82iDbJy3TjQlctXbwrnfv4Pp6+Pf77jPxeuUGL/16jqoiIiK660Lx3EoQRGTy3l8B9F4vgby+/PmrrM/PZ5EuamubH4tmE/Y66v6VgN9/7w7+/KOjN3W7uyYS32jigT0TT3vqS/CSR//v0OaB1k8r5lBXStAZDKAN8WuDbJ+0LJ/9HPBrv7mL/6872pae/1zrK4DPefaGEkZEREShspk5rLaAmKmghNwc81/RuoStjm5MoP0/BPzCL+/iree7I8Gq3V3r9YZ/9xM3+I7X3eBpT7XSHLY80ObYX6Zj8JI2xa8Nsn3SsvzJR3bwM2+9NxGseuXLb/BjRwxWERER0VAoXgkk2mbX18CHP7KD5vt28IlPji7bEYCXvfQGr30NP8VNRER312OPWROrf+hPRgNV9z0J+FffeYOX3X+zoZQRERFRWIXilUCibfT4l4A//KMdvKe1g898dnL5S//pDVIPmHjOszl6ioiI7q7uXwm4fPsOPvu50WDVc/8R8H1vuMY/4nmSiIiIXDBgtWRGNYu083NsXpThqxXjX4PyWMH6UpzH5NxmqwC5meTrGmvw6BcA7f07eN9/28Ejj04uj7/4Bq/7FhPPfx4vwImmYZ9JdHtdXwO/+wc7aF7t4GbslPgN//wG3/XtN7jvvs2kjYiIiMJvo3NYtQqS59w9fsvCLQa1pkHXdWhaCUpcRU2z/t/+p2klKI41rMnj9ZHfTP7Le954GdUs5FwdqOcgSZLjXxZVI3xlaJotFKQCWub0tJlGFdkAv51lm/Pu73OfB377XTsovvke/uvvTwarXvTVJn786Bo/kLnxDVaZRhXZbBXGAmnd9PFhVLOQpAJaZgsFSUK2amwsLWHiVy63od5Xg33mIhbt+0zTQDU7LINs1Zh7m8vqhye2ewuOndveZ7rl7+/+HviFX97Fu98zGqx60j3gDd91gzd8V/Bg1abrb17rrPdVHX9T92tUkZWWVz88j7q7y3lf9XEU9F4DsMrQPl+Ol+Vtb7vrPo/d9vKc113M+8YCVkY1ixxKyCcmbyj8lrlxXnCHpfAHIwDaZaRleeRmYHn7sPKd7h5N3KxpJQVQjpby6XH7YmTeGzqrw1m8bsZvrCRJglRoTV+vVRi7KQ3eVkyjiqN/8b343970X/Dvf1rAlbaDxx8f/c3nP/th/Mn7C3jaA09AfMH0bQpiBkexMtJFbepv3bgdH4vW0awi0Vj/v0RE48O/T5b18ALA7J9w3JZb6w3TPX4B7LxAmFxveFzZbcReb7Rchu3FLy1u6w22N2V/XuUCrKbeR8tltN79lq27vQTBPnNovM9cpA/zawcAAO0CZQyDhJWMOD1/I+kJfoM8b7ks+9iZ91yyCL++wesaZlq9+5WnV585ud3R+vPtN8bT4yiz0fwJePLnnoHy2+6h9zejx9Nznm3ix4+ewDf88+DzVbme83yu+/zKJSznykF6xs4p0/idY6fxaxO++xw7zwU173rrPo8CY+XavxFcpN+dl1/7XFXe7WUT/c+cx9gq+F9zel87rkIir0PTalBdjud1t12/PnkVpvVnXucPr/Yy7Vwclr7ALw+rsu6+IOzn1I0ErEyjipNyDKVjeaZlrtsyWyjKJ8Cpe+exakY1O9lBXBUh919XUUqOkQNQcLQfWcp+WwUJsnwCnGrQks2RNBjV7NJedTFNA5cnXRz1b2ZqKlA+uQwc1TVbBaQbMShLrBu7THVdD5RHIZF3Ga0RR3TKfdlf9f4UP1kQ8RWv/nU8L6JAEHZHlu9+/s/xtJc/gV9480vwzrdF0EgXBxd/RjXrewEqH5eg1M9mPrDdjg/TbKGYLiNmt7VaaiQtKxOPwi7CWNTRrh0jZGpqBznZSos9KsY+FkqaNhgF0+t2EI8DjaseAKB31UVMiaPT7Q02O1LvztEz1ooTbdI0qjhMN5CqTbYXv7RMlqeKTu5wWFce+5taLlhuvQPWhZOdt/Fj02vZxtpLH/vMKeu79Jnz9mGAfxsBgF63A8SiED1Go02kz6jiMIf+MaNDKwG5w+n5m9bu1tln2mY9lyzMpW/wu4bxq/cgx7Fbnzmt/nz7Ded6mkt9xKP4ykd28fHn/DSe+cln4/EvjebnSX/zPjzv26/xvOcGLzLPc55HmfmVS+jOlQC0ZgdqSfU/p0xsz/0cG4TneXQBgphBRdcDP2QOZI3nUaOahXwWHY7srWQgCsJC/e48grTPVfSDbueceY+xlXJpE0GuHdduTW03UJ+8Cq7nMSvYkUPJccxUkBGFQNdEvufiEPQFi17XzSrI/pbelkJ+Tt1IwEq7KAPqgeuJ0m+ZG+vGs4Il3dPMpFWQkG6kUBs/AewdDw68ZNMaKSDLTSRd5lNxjS57/hs+DbMuKq3OQEjk+zdgVVSzEk5w6nnxbUeOgz59EAQRmcrwoiYSjQHtLuzbivEndqNPZ1oo5jpQTw8Qddu4VnQdReGM1srpMgLMbjN1m069yzPUHSMpRvf3c/jEs78G7/tP9/CW//gyfOm5DwBjRbX7NBPf99Ia3v2ZDyD7nSYEAehdNdBGHc1+sFvMVHDUTY9E550EIYEDFShfzBYddz0+tCbqcRUH/WY4npZVEBL5fkcuIlPxvlCN7J9Cjddxdhng4iF1hFT3CoZp4ApJHLg2GtcVcZRqYMai9GS1j+GTB0HM4EhpDy6I/PY3rVyWWu9u/AIP9rINtBcb+8wF+8y+8T4MQKC+D8CgHdhP1NPltuPVyLERF27bNLpoK8lhvchJKO0GrpyHuNt6U9rdWvvMDfDqG2a5hhmp93mP4yD15zToU0REnX251kQ9nsJeZJi//yf/Rjz4VhGff+qrRzZx7x7weuUGP5h8G37+/51tBIBb/fmWmV+5hOxcaZotNDsp7Ml7SGGyDkb7CvfRUK7n2KB9gSMdBamAar9PcK5nVLOQ5TSsbsIe+Tp8iu71epTfekY1Ozpyod+n2/tc53nUNFu4KAPq6f7UoL1rv7tMAdrnsvtBr3PO3MfYivi2CZ9rR6/R8uPLxu81/NabO51Ydv3598mr4Jm/3hUabcU1IDrtmmiu/Q22vZ6+YJE8zCPI/paZ9204p649YGWaLTTrcaRcjii/ZWFiv050Fq0Noq9O3YvDQSfXTNqR7ySa/ddc5GJz8FuhfxDaN2slRRlEy2uqMpjbxe9pmGkauDyrI97pAqdaoFc65tXrdgDHxa7zaaw1EmUYWdWKOXTUU48L8TpyzeRgPZRPUDXcorUqxgdnuV00+W3TadAh9Y+uwf5+WsMv/fL7sf/Gd+H+V7wRf//xyXL+whMP4Z/c+0l84gVdfPkX6kDshRAFYXATrioYeaqTyOuopRpIezz9jOylEK83g79O43F8OEdIeKVlUwRBxGBE7xSxqIy9aBdXlxfoRidPesN6lyZuasW9FDpjPaQgZnCqAuW07HkT7MbothEfe4QqRuNod4enCrf9BbWsereX2a82jgeCvJZtor2wz1xGn2mnfbQPs3j3fV7tQMxU+mUWtya0nygvn/7U0X57l2djk9+7rxek3a2rzxyk1PNcEj7j9R6kPD37TJ/682ov9nF31E1bx2QzOTiWH/8S8J//yw4qv7qLhx8ZPd6e/ZXW3I6vfPkNxL3XLrX+3PiVS+jOlVoTndQeREHEXgqOhyJWIGh0tIJ7XzZ5jvW/DvI+j9ZR7r8qrZUUtMsXaJkmxExl8PrTcBREZRC08Xo9ym+9yP7RaJC0f7M7y2japfUFvS468RSiV8NzkFuQz73fXa6g7XOZ/WCQc8686VwXr2vH8VH2ztHyfvca1rLh6BbNGoa6tHPEsurPr09et95VA23HSCjf345dEwGLnYvX3Rd45WGVvPa37Gsiz32H4Jy6oTmsYoh6lpX7svH3dDc1YalpVHEo54CS901O9OC838nVED2TIUlZXPbkwSTB2nHSfdumgS6CHfDA8MmW/RSr3a5bN+c+TwXsIc7zDN02WwWkx4cROurF+YTCbBWQQ8nnRtARiY/sIRVvo2tgIlo7kvaxG9WaCpRHhh56bNNh/AnZE+97Lz7wjT8P8w/v4VdrO/ibT3/FxH6fInwSH939KN78fz0FL9t558iAq8FFZSXjOiJCzFSsVy5kl5NdJIoYOpjtuPY+dqalJcyMrtVyIntRNMpA0qX+R4YMj5+UI/s4whnGB3INbspTDWtepAUnKZy2v2DrLq/enZOPa0fdkRt9v2XA+toL+8xl9ZkW96f83n3ftHbgzX2bQiLffw3JKrcTpEYmxJ/WD4ehz5x+Lgkfr9EdfuXp1mdOqz+v9jL+ykcJOUjZKj70t8DPvW0XrfdPXk6+9OtNqD90jec/t1+uSz7n+fErlzCcK+2guf2KS8SKWA1ev2zW43MGR/yPP+/zqGM9MTrxoHCZBCGBpGPUcu+qMfsoyGW2pXYZZzgdBCdiLg87Vz66ymFq+1xS3oOec+ZO5xr4XTv2rhpoO+rMHi0/7V4DvS46qA/6SHnqF4lntKz68+iTV/Wa2jKMXxMt5Vy85r7A7bpulXz3d4fOqRv9SuAsxt8lX+UTcd90iBmcW1fTvpPbmaaBy0PrpghKCjgJcrPcv/ny/LJVof9kwOqkmkkNWk2FotZGymbw9L6kuG5nHtZXtTDymfjBUOLa+BOKHi7Phl/gGhkWnq1iWXHXyF4K8RkOVOu9XesJ2WOPAc337eA/vEfFi79Cwuc/M1nmT/+yR/AX7Z/CX73oC/jNn/xq7OwYsILJEWt4Zj1njRjJJ6wb587k+9XDcjtf2YVO0LRswqxpsebCsJ4kR6KxkVFN08jJGMoXV67LrKe9JSjt8tRXB8dHUwHuo6789rcRchKK1/HgWLbu9sI+c/E+0znp58kiT/n92sgM7ECwrus43wM6AS6AwtRnTqRtxnPJurnV+yLHceD6c7aXsVc+pH9Xwuu++Dk8eHYPn/r70Xq6twt89/9yjf3vucaXBfwK4LL4lUuozpW9KzQcr8vJ6TLafq9megjT+X4W8oE9b1cLF+XY0uYqnEtcxWl//3YwzXkJsHC/G9A626cdMJ12ztl0OoNa5NpxgtFFe+JrxZW1nY8CG+uT5eNg17irEOQVObdroontbPpcPKUvCJKHZVr3/tyE5Zy6oYCVX2Ncb0OddX4SYPgE0i+a7Ywaa8mudRM2hVbMuQ8t6TO6nZFtz/vEf9b8GtWsFd0dP2B6XXQcv9Mu7NECkZGI+ciw8EoGE81Yu0C5rVhZF6OI9y/arEnnvOew0i7KaHu9r+3cpuP3H1N+DM/6H7sovvke3tnYwUOPP31i1Se+9AW85LX/P3vvH+bIUd77fntmMcYGYkPWu9gSCIIIWpsNJAbUyhmsZY/MeRKjkMTy3VGYJBoyJ+TYq+Tq3uTemYvnnmfsR3Oe3OcoRLYhyZyzA3duNBsrEKKYkFhsVs4YtQjOD4y9CgiwjITj9QIG7AXH7KjvH62WuqXu6h9qtVoz7+d59nnsKVVXvW9VvVX19lvVu/i9zL/gZ578Iv7ju64bfiYfRRyKsEqN8nr39egZmnbT1EZPjcb4MFEXFnb6hFmE9YSluowEv4B0o4yyXnq7iYaJC1OlENv+RYZiq4ANrRBao/KY9XCg3Qdh3V+gTJtAfyGb2cWmzZQdcsJWXvXGWBNWe9q940LnmbKN1o2O8KrNHKomYy7RYJw2UwvNdh9xHANm2m+wv0i6fPa7wJ/8yU/ihTedhDjwsb9XXS3i9qVdhN8u3e+oYly2TwlLLx6aK6Xoj5zKYV5My8cC/QiE6qbuJmHOsTb6hBbysUOrxzxY+aSvXJWxs11Byc7RGqf6km8OMfQ3+fJ8r1wnmLK7GljuL2b7pwOyD0a26M05I9VTB7fsp95aLuAHe6/BR8fr+HHUDir+bnKNK+NoO/ALSIdKyOh8tU53TTSA1bkYgGu2wKwMWji6jlSyj+bUAxaq7AiSxzKDjZ02kgNRUqw0PXqfQpf/kOF7X5oyszlpNxuGv9EjslJDsZBCYj2guLC3gXyCR14rQz2PBN9NieewokiqZqX7XTZ16ix5LbU7ZSOfQFizQCCeWzYpjTbSm6U6gDoyfD8oVtJvEkvxPDJdeUPpNOJomnxySfG8ENLFU9KA9Cexli4j0X1mPJdDPCPdX6OKwACkL+Wcmu9+wYHxTADfPvdXOP2130ck8E5UHtbW8e6lH+DKn7yAy/74NIJ3Z/BS7p1YLn4Ni732VD4zguViUydNMjSSx1m/H8vhylY+MKA1PjiOXRcjRhkDmij7eSiNoiC3kXqslvgSgDhywgKaDQDap756lLpjWyKOnLAMpU3kOD/ml4LIZ+oIQjKEfEYdyB3PCd2vlujVZRkRfxKnck3wA/pM+jmILf3yzOJUuw/ZPtV40E8z6ruG9SebyWRcNlNePKWLWisBbdvH7gdG6D1TbYfjOWGgDfTssHdsJmsuMYOTNtNoDaPX7nbtPqv9mP2lOzffnv6v+Mfrl3HgwPCn/t5yRMSt8V1cfrl22WOzfSqdsfTijblSFFvYKdcRX1K3qS8QRD2zBWF+GfOnisBiAuGwnKqY83TnWIC1DgKM51E9+IU0NhKy3ZSeO+9rq8eRxvpbK5/s+OGjQWQyJVs217n1kx/za2ksJnjIqpbXCYCR3TWoo8X+YnZMOyU7C/tjzBgnxxFr7cgx1nKA/l5Dagd1n5BtoQ/Gfd4Ix/ruwH4JUPddw3o4OI9xnB/zp3Jo8hmE+xOIZCewrbsmWubbI83FgDu2gL2uc97XYLa8/TSnckdvjI7Vxf38xedQ2LxP9TfpIrwmlrS+AMVImwZahSx25paZBkMUq1hfB1ZWIr1OAo1OP7jhDqWLQ0chxVYB6ztzWNGYhMRqFutYdvZTw1PGU08DlYdn8aXHOXR0evpLDgCRd3Zw0892cOUV7tRLavcNBIrWjr1M+/jY71C7D0M2kzADjZ3J8sILwKc+PYN//tJwYP7sLHDLzbvg36ERVdWF2o8YRKxmpU/IW9yg7ue+tJ9l3wtQ+znLftbnfpN9Ig4roBvq1lzS/JQ4K40gjBBF4IknOZx9eAZf+ar+YJydBd55o4hj/2EXr3yFixWE4oI6G32cxsf0Qu1OEPagsTM5vv4kh/v/YhbPfnc47eqrRLz/tg5817KXktR+hBLWiwcj9nNf2s+y7wWo/ZxlP+tzv8k+MYcVICm7EtWerFhpBKFFRwTqX+ZwdmcGrW/q9xuOA97+NhHHb+rgqh9z/2saYjUrfX52BENB42P6oHYnCHvQ2JkMl3aBz1ZmUHl4Blp3MF//ZhGJ93XwssvZ8yi1H6Gkmg0jU9KOgDViP/el/Sz7XoDaz1n2sz73o+wTdVgRhBNc2gW++KUZnH2Yw4VvsR1Vb32LiOM37eLgq12sIEEQBEFMERe+xWH7kzP45lPDc+rMDPDzN3fws+/s6B4BJAiCIAiCcALXL10nCKd48UUO//BPHP6+OoPvfZ/92xtCImLHOjh8jfsRVQRBEAQxDYgi8PlHODzwt7P40aXh9KuvApK37uK1PppLCYIgCIIYP+SwIqaOiz8Aqp+fwec+z+GHL7Bf777pjSLe827j+zUIgiAIYj/z/EUOf16aQf3L2vNq6CdF3Pa+XVzxMpcrRhAEQRDEvmX4cy9TiNgqIJUqoKV1yYJJqtkwslVyangNZds++12g9JkZrOcO4LMPzTCdVW94nYgPpnbxgffv4hsfe+eea9u90OdbhRTC4SyqYhXZcBipQstU2l6Q3S4k+/6U3S6kM/eYdl3/61c4/MFHtJ1VHAf8XKyDXz2h7ayadtlHgWTfn7LbhXRmHdKZdUhn3ofayBquO6zEVgGpcBjhcBjhcAqFljlFs/Jx/iSWgnkk1gVbdWoVUsggp7p4TBRbKKSk8gY7wzhkoHz6bXvijQ/gzru+g9/PH8DnPj+jeUxBxn8d8IGFXfznX9/F618nDrWtWM12y1H/k9vYrgx2qWaV9VCX56U+Pw58gWD3v/wIhMynOS27YZ9wUS/Ksnr/stVeuuuyuzweWLoeR59Xpg2W6fZ4sFue23ZCmTakM5f7CzDQhxWLP1ZdpmEdYjQ2WXOHFV78EfAXD8xgszCL5y8Ot/MrXyHitxZ38a7X/n/4AO8N2ZX5XLHLHml3o/lhHLgqu4F8rs9H02AnDHTmlJ0wy17QmTLfpO2L3Xyuj02310s2dMaSwa7dHWX/MJZ9HGvdM+V+DVcdVqJYxXoij2BOQK1Wg1CMoZxYR9XAu2gmH7+cQ7y0YdkYi60CVvNB5JZ5dXn8KrBWRHpgsyyKLWyvNrEkSHUppoH86rahh3Scsu/VfE+2OHysMIO/+9H9ONQ5hE5H/zmHrxHxayd2cftvXMKbfkIEx2m3LRdZQa1W6/0ThBziCCHgty/DKERW+nVR9iUz/cytPj9WQgHI3wgKBnym05yU3bBPTEAv8W4frNVqQ18BcU92e7bOLmZ07aTsvbRqFolyEHFFmW63u93y3J4be2maOnO3vwDSgo3fCKDYLbO2mYSf45h6mZZ1CGtsAvpzhxW++W8c8n88i9oj2kvBN72xg9/5rV281vc5T8kOaPfBceC1dgfY84OTTMq+aMk3kfloCuyEjF6fcMJOmK7fHtEZ4C37Yjefe2NzAuulEfZqWjLYtbuj7h+c3cfp20i2X8M7+34W7kZYCRWUQmks13iMdgAAIABJREFUdPXb3imjjhIqRs5FE/k4LoKFNJDfsuapFLbyQHoBEcWnbjgugpXaJuZ9w7/nOD+Smyu93/sCQaDeRGv4p5ZloHxAa+ezOH/w2/h0/gA+8j9nUf8Ku4v++KtFJG/dxW//1i6OvFlUfbFIq20HaW9voBRfQtLP2ZfBSYIB+DnOVD9zq8+PCy6y0t1g+pHcrKneErDS5Po6Jfsgyj4xCb0Y4Z7sNm2dTczo2mnZRbGK9UwD6bUFBCzWxUlsl+fy3AiwdOZufxHFKrbyQHptHv7BPs3Sy5SsQwZRzVVadOcOM4giUHl4BvduzGp+WXeGA/7T8Q5Sv9LBlVfAc7Lr9cGx4DHZXWXCsitx275Mq50wxIKdsMwe0ZnX7IvdfO6NTZfXyS7s1ezaXav7B2f3cfo2klmXKfEXuOqwajcbPWNZzYaRKMeQjgONZtuRfL65GEKlimkvqyhWUSmFEJuzP8razQYQjxoO7HHLPu35rhM53H/Xf8XvP/aHeMvP/CEuPcvW59VXAbf+wi7+t9t38VM3iJgZ+LmZtu1teLqjxq4MoyB272gKh6XyihpvNHp10+hnk+jzXmEcsg/2iUlRyvDMUNlJyG7W1o0bJ2UX1jNopNc85ZC0wiTmRrM6G3t/aTfRCMUQ2FnsheHLd92x9DKN6xCtsWl27hjku9/j8Ccfm8VnPjujGbX8ylcAS7++i2Nznd686jXZ3Ry3XpMdMJ4fnGJSspuRb9z2ZdrshJ7O7NoJO+wVnXnRvtjNN4mxOW5G3asZyWDX7trdP4xrH7fX/BMTuXS9mg0jgxxqm0lL3mvDfL4AgmjAmn8hiMGTSGYRq1kkdMIm9Rib7FOa75J4Ga7tXIu77noG/7h7N6687Grm7w+8DPiFn+vgd0/u4u1vEzHD7MHsttXzoNuV3Q6S17sbSrrURIIfDotk9jOX+7ynGIPsE32bDfkNyUAIv1aorMuy27F1Y8Mh2cVqFhnksJn0a2eZItyaG83qzLX+Us9jA2u9UPxgflW1kGTpZZrWIVpj08zcMcg/P8rhDz46i68/qW3fgj8h4rc/uIs3vE77OV6QfVLj1guym54fHMYt2c3K5+Z85HU7YaQzO3ZiVKZZZ561L3bzuTw23cSqzszKYNfu2t4/jGHu2Iv+CVcdVr5AEChlsBEoorYSgSi2IDna2Ltnu/nGSauQAp8BcsKyqTc8bsvu9Xw/fAH4u7+fwdaTeQQvvRE/EK9lPv+KKy7hZV/eRui2HyHyjg5mZ0czktL5X7UnfOL9jI8iPmC0rPYzwj5afWLS+OZiCFmeyKzDkn0v9kFRbGF7owSUMgiHw+D5BPL17hu0Eb/a4iZu2iyzOnO1v4TSWOu+Bue4CKLxOpottl6mbR1iyi5pzB1KfvgCsP2JWZz+5CxeeGE4neOAm4918IH37+LlV2pEdHpE9kmMW6/Irlm3Mc8Pk14Tacnnln2ZNjvRK5/VJwzsxMhlT73O2lNjX7yjM1eKU5ftkOxaMti1u17aP+xV/4S7EVZ8FHEowtiELeTrcUQV7SvfuK+6wd5EPgDSEQHL0SPWB1yrkJI8l1YmzHHLPiXlveum9+LOj81gPXcAf/t3M7j44pXMx17+Umkh/Xu3FvHkEw28wVLIk37bClt51Ac94XZl76KpTysIFZRCMcjFm+pnLvV5I0aW3Q4Oy67ZJ0ZkVL0IW3nUFX2ih0uy27J1XcbWJxyQffCNmSBIF1HGc0Lv4u5RGIfsk54bzejM1f7im0MMechXP4itAjZK3UtSWXqZsnWIKbs0MHcoeeJJDn/4RwfwL1/Szv/ylwO/8au7OH5TB7pN5hHZnRi3lvuZR2TX/Y1Ou2sxLbLLDMrnqn2ZMjshw+wTDDuhxf7Tmc+T9sXbOrPyXG1c09kAWjLYtbsj7R8cbKNx+Sfs5nPSz3DAnDTOwHERLBebWEzwyAMAQkgXT6mU2m42bOUDuhd3xZcsXRQXjWewsdNGUhH+Kd2mn0FJ/kOGRwmS0Vr2b2M1XwdQR4bv/QLxnKD56W+3ZPd6eRe+Dfz159+F8E3LeLFp7Ce97CVA5J0d3PSzHVzxMqBV+GtH2hbob2zSRX4ojx3ZZbT0yWKon4XSKJ6SLhCWvPXG/cyNPs/q1716WJTdCZySHdDvE27rRRRb2F6U3uoBUPUJ1XPdkN1kH9Rj5PGgo2snZR+1LnqMQ3YvzI1MGVzuLxznx/xaGosJHmFFWdKCkaWX6ViHABbskoaduLQLlM/O4KHPzUAvMODAq0T8zuIuXvFy4zp6RfZRsd7PvCO72flBD6/LzpLPffsyHXaCqTMTdoLFftTZqOxHnbm9XrKrM6N2t2t3R90/ONZGDBu5zAuMukyJn+HojdGxhkQ8f/E5FDbvG2cRAOSOsYFA8ZQlD6fYKmAx0cTSHjru4iXaT3GoPDyDx+qc7qJZyYFZIPz2Do79hw5e3l1EU9tqs5/1QrKT7PtNdruQztzDK7q+8C0O25+YwTf/TftZHAccf1cH/zHKiKqyiFdknwQk+/6U3S6kM+uQzqxDOvM+1Ebm2TMOq97lXSsRy3lbhRQSzSVbeYlhRBH42hMczj48g69+3dxAmpkB3v62Dt79rg6u+jF1GrWtNvtZLyQ7yW6VaZfdLqQz95i0rkURqD0yg0//7Qx+dEn7N1deIWL+lzsI/oSzS79Jyz5JSPb9KbtdSGfWIZ1Zh3TmfaiNzLMnHFZiNQu+Eh2p0arZMCpRc+GLhDaiCDxWlxxV33zKbGgj8Na3dHDzMRGvulrjM6HUtprsZ72Q7CS7XaZVdruQztxj0rp+/nmg+Jez+NeGft43vE7E/K0dvPIVzi77Ji37JCHZ96fsdiGdWYd0Zh3SmfehNrLGnnBYEZNld5fDP32RQ+VzHL71bfOD5oYjIm4+1sGhg9PxRS6CIAiC8Br1r8yg+CkOF3+gP/8em+vg5mMdzLj7qR2CIAiCIIiRcPXSdWJv8cK/A//wjzPYEWbw/efM53tzUMTN7+7guteQo4ogCIIg7PDii8CnH5xF7RF9R9UVVwAnfmkXP/lGmm8JgiAIgpg+yGFFWOb5ixw+93kOwj/M4IcvmM/3E68X8Z53d/A6Py2cCYIgCMIu33yKw/YnZ3HhW/q/eZ1fRPLW3aF7IQmCIAiCIKYFCg4nTPOdZ4FPfXoG638wi7/7e/POKv91IpZ+dRf/+dd2DZ1V1WwY2So5tLyG2CoglSqgZeZTjzpQ23oTalvrkM68z15tI1EEzu7M4N7/wXZWtZ6o4uivPYyPvCeMVKE1xvpUkQ1nUR1Bz15DbBWQsiCT9Htv9BWn69IqpBAOZ1EVq8iG1X2JNcacGH8EQRAEAXjMYSVPtOFwGOFwCoWWeqITq9luWhhhByZCUWyhkJKeNzi5q8oaWLiw0qrZsCJNLQPzmYy6MGUw0JkT+f7tPIfTn5zF7+cPQPjCDC7pfH1okNccFvHr87u4/Td28cY3GNerVUghg5zq8jg9vSj/3vuXrZqqlxs622v5OH8SS8E8EuuCqWcNYqVte+k2xruXdDYt+cbRtsq0obFrUwa7TIPOjOzZNOjMjE3WGtOGsqvmTfNpbtssls6car9nv8vhjz82i785M4NOR/s3L7tcxK+/7TS+/uXPYmbWh0Bo+Dey3sw6sob0bNKZI3adHHprInZeSddWHS928+k+z6bsewVfINj9L/9QX2KNsVHHH0EQBEHITMRhpfVGThSrWE/kEcwJqNVqEIoxlBPrvd+0CinwGwEUBSm9tpmEn7N/K74oVrHOrwJrRaQHJmGxVcBiBsh1yxJyQGZxW1pcM9IAILJSk+pXq6GYBvKrxvlYdTGUgaEzPR6rf8UwnygCTzzJYfNPZ/Hhj87inx/lYHaNNnPxKbzu3btI/+YuQj8pwkwzia0CVvNB5JZ5tXwGeol3ZajVaqa+tGBXZ5QP4JdziJc2LG+27LStnfHuRZ1NSz4n27aXVs0iUQ4irmhfuzLYZdp0pmXP3NdZC9urTSx1x55yHjODnk02GtO6sivnTaGvc1aajFs2i9VGTrSfKAL//OgMPvzRWTzxpL4d9F8n4nd+q4M3H/wKEArA3/17MOBT/U6oNJDOpYHyjvkXf6F0r+2K6QYyvFkZQkgX7fUlz2AgO+dPYrNW88SXmsZSF0ZfYo0xu+OPIAiCIJR4J8JKqKAUSmOhuz5s75RRRwkVQVoMbuWB9Nr8SE4qJRwXwUptE/M+jcRWE/V4FBG5LD6KeL2MnbZBmhbBgFRnRj5mXVgwdKbHY/UZPFC6VjdfRwTOfZnDR0/N4o822Z/IHuTqq0Qk3reLD751Gf/vw5/DjIWmErbyQHqhrx+MoBdmQdZ1RvkkOC6ChTSQ37L2xtRq29oe7x7U2bTkc7JtAdnR0EB6bQEBJ2SwyxTpzHEZbMJxfiQ3V3r18wWCQL2JUQ6V2Z/D/QiEStjY7k6wQgWlUAxzPqM0WRZ3bBazjUZsvx++wGH7E7M4/ckZvPDv+r+b40V8cHEXV/2YCC6y0nUI+pHcrA1EiVVRacQwx88hhuG1izpKXDuayDe/hrRS9wAgrPfy6UVu+eZiCCn6kjryrB8V1SqkwPMJ5OtAKcMPRWep62g+n155g2l8Io+6jp4HZVfWRfm8ViGFVKEgRZilCihk1b/Rq4v8QrfQjU4d1OdgPmWaXl1GKY/VlwD2GLM7/giCIAhCiWccVu1mo+fcqWbDSJRjSMeBRrMNtJtohGII7CwaLogco1TpLdTa2xsomUxThsAnyjEUlW/RWc+0AVNnGpy/wOHP/oLD91+4cijfyfceQOvR7+LDH5nFx7dn8WTL/Kaic+ASfvHnd/G/n9zFjW8V8dp3HUdIIasRolhFpRRCbM66Z0prUcrCqs4onzqfby42/ra1Od69qrNpyedk2wrrGTTSa0Obe7sy2GWadAZo2zO3dTZIu9kAlC9bDNC0ySbGtFY+rrtJXmomJEdCJdqLzGKlKXHDZrHaaJT2+3qTw4c/OosvPqav+8svB371xC5uec8uDsyaqKxQQSM2Bz/nx1wMKCs8VtVsGBnk+pFutRXNduc4P3onxQAAJWQq0W4EWRrIr2rOx8JWvvfiTmwVsJgoI1YUevkamUUUWiL8yU0IghTJ1o+820TSL9VFGcku5ZMinlj5pEi3fuSgIIW596P1VFFwaegFuw/KHlmp9cocpJ5vIirkEK/nUQ4UUUyH0Gi2mXWR9ZlvLnWj8eOo57d6/VfY6tezVqthM+k3rAtL10blmYE1xqyOP4IgCIIYxFWHlXyfCc9nUEIJGZ7XfEOUQQ61zaT6zXw9jw2s9Sb3oM6CaJDB+wfMbHy5yEo37Fuq3ypiiJtIA+S3sN2F1FITiW7ouFG+UdDVmYIXXgC2Ts/ixRc57IovwQG8BNVsGL+LP8R//+D78dVLn8Irnz6I8xfMO6quvELEDbM5fPv1bYTfLvYXy74AgmjA2n4qiIAFn4a8WVEdv7RwzMKMziifBi60LQDb4x3woM6mJZ9DbStWs8ggp9pIWa6Lw3hdZ2bsmds6A7rHOnWOLw5iKIPOmGblk+8jkp0oOWSG7r7SSlPhls0Cu42stN+lXeAzn53Fn3x8Ft/9nv7vfNeK+O3fvITr32z+XqjtjVLvWJdP8lj1riaolEJILxi39TDxfh/xzSEWqqPZW2rVkU9I655MI917idfeKaMeX+o5oTh/EktxZT6GHIp1HSsaSkW7iYZi3SmtQ7sMRME5RjwK6ZEDDlBWXaSMfX36AyrnmT8Qkpy7Ju/sBMzoWr88U7DGmK3xRxAEQRB9XHVY+ZOb/bsmEO/dPbGZ9EvHDkoZbASKqK1EIIotSC8mu5N8KI217ut6josganJhw0VWFG8La8xNlFZda7UaTs0BDcUClpWmgo8irpioTecziaHOunRE4M8+NYsL3+7/7cqd/4nCKz+Lmw/8LEqfmcEPxMOmyxVnOnjPuzv4P377G5j9egFvfP119oVwCN9cDCETiyKzOqN85vKNDRvjfVp0Ni357CBviFHKdDdiiuM5qQLgcj+bBp1plq+wZ5OqS6uQAp8BcsKy+eOLCoZssskxrcrX3kG53t9M88tStMqWYJDmMqw2stp+z3yLw30bB1B5mH1vZOQdHfyXD3TwqqstVLS9g7LiuByfyKPOutJAB2t9ULrDSiimEarnsbo9mueid9y4aBwNpaLVRF1xF9Vg1Jb58h0YfyPUpbeOjlY0P2xAEARBEHsNzxwJlJw7irdQwhby9TiiPKQ3dugvRMVWARulEALmfE8jIV1Aq3dPi36aJMPwnRqm8mnVo/tGUXUvAUtnCio7Mzj3r+py3vaOP8GV37oKP/iBqeIBAJddtouXfu0v8ZZf6eDd7+rgsn/8uGZ50ttDq8640d7ACVt51DV0PYQJnY2i6z1fnhtta3e87zVdu12eA207GC2jOp6zmYTPruws+VhMgc60UNkzt3UGyVmVyAd1nVVmnqmSwcKYHrblCn21m2hAmY+Vpvz7mG0Wq41Mtp8oAtV/mMEf/tEsnnpav6jLXwq8/7Zd/MLPdTA7a+2YlRRpk1O9xCum5WOBfgRCdVP3DQnrCf0+qCMf509iLR3qHTeTjoptqO6XUvYJ+ejd0NHJdhMNVXHqCCvdfHxU36HpDyDUddzJ6zO9qC2m7GZh1cUkXGRFctaZOG5npOuRYY0xW+OPIAiCIPocmHQFZDguguViE4sJHnkA0lu5U93Fsh/za2ksJniEu7+P5wTLb8aUSF/8UYRhZ3iUus9d5tvYXpQiA+SyNhWfH9dPG3hmKI3iKemSWUv5FHWRL7hsN5VLNDM6k/jyVzk8eHbYLyly5n2Vs7MiIu8QcWwOuOLb38NiIoz7dMoD+uHnZp1x0tv2DDZ22kgqIuCstJFS10ZlGenMrq73Q3lutO1KxN5432u6drs8p9p2VBlYaMk3anle0Nng/KC2Z+7qTPpCXh1AHRm+f1DJaD5iy6A/ppn5/EmspctI9GRX2gJWmkJ+V2wWq42M2++554Hip2bx5a+y63jtYRHvv62DV7/K+n1AotjCTrmO+JLa0+ILBFHPbEGYX8b8qSKwmEBYbiTEkROWpWNt9TwSfFfToTSKgry2AYCSoq/05Rs6nTm/hHg+g43tBUSSSZzKNcEP6EXZfvxCGhuJBMJ5ZXoSS/E8Mt18oXQacTRV5Wjni2C5qO6Dvb420M/iuRzimUr/gbqyD/RdRZ9YYLSFZF+068Ly6wyV1y0rYlCXlYi+rp24Woo1xqyOP4IgCIIYhDt6Y3SsNyE+f/E5FDbvG2cRhA7feZZD/o9n8cMX7OWfmQHe8dMdHL9JxCtfYf7C2nV+A4GBhadhvlYBi4kmlmwePyHGD7Xt3oXa1jqkM+8zDW107ssc/vwvZ3HRINo5fGMH7/1PHRzwzGtGgmCPMbvjjyAIgiCUeOdIIOEoL74IfHx7xpazaoYDfuatHfzuyUv4xVs6pp1VgPR1sJLick+zSMcFGsis0+ePvQq17d6F2tY6pDPv4+U2evFF4JN/NYOPb7OdVZddJiJ56y5+8RZyVhHegzXG7I4/giAIglBCEVZ7EFEETn9yFv/yJeuLhKPXd3DzMREHf9zGkYNqVvq0+ErEcl6ZajaMSrR/9ITwBtS2exdqW+uQzryPl9uo/RSH059QfwhFi9ccEvErt+3i4KsdLZ4gHIE1xpwYfwRBEAQBkMNqT7IjcHjgb2ct5Qm9qYP3vFvEaw6PtTsQBEEQxL5EFIGzD8+gfHYGnQ77t+/46Q7iP9fBSyiqiiAIgiCIfczULoWq2RSaC3QufpCvPcHh0w9ac1b9zE+JuO0XDVbPBEEQBEHY4jvPSpHPT7bYa5bLXgL80ns7eNtRmpMJgiAIgiAmfoeVKFaRDad6n9s1gxSmv4RmYt3wc777ie9+D/jT4ozlr7784xc5fOazs458LYYgCIIgCAlRBP7pixw+/NEDhs6qQ9cAJ39zl5xVBEEQBEEQXSbqsBKrWfB8BVFhDVjlka2yPSaSc0u+UyKCZSGKCr9oydllhWo2bFgnLyC2CliM/D7+6M9mcfEH9iLOKg9z+MRfWXd2eQ2xVUAqVUBr2gUhCIIgppofvsCh8Ocz+LO/mMW/v8j+7Y1v6+COpUu4xsb9kQRBEARBEHuViTisxGoW4XBYupCxtoII50dys4ZohUc4rO0kahVS4PkKEAdKGel3PJ9BKRREc5VHOJx1NNqqVUghg5wjl62KYguF1HidXy8PvQffO8/hJQeAl14GvOxyEVdeAbzi5cCPvRK4+ioRr37lc7h08UlcfP7reP65r+C579fx/e8+hgNXiXjD60Q8+2/ncXvivyEcDqvaQW6vVKGlKY/8/3I+Oa/sYBz8u5RnOG2wDQfL7f29VUBK45mA9HWnpWAeCfoCF0EQBDEhvvoEhz/4yCwefZy9zHrJAeC293WQ+IUOLnuJS5UjCIIgCIKYEly9w0oUq1jnMyjFcyimG0jkMwiX1L8JpYuS4yoTQrp4CvM+Aet8Bo10EbWaH8AKVlYGn7yC5VYBi/wimsXR77USWwWs5oPICfxIz3GT5x7/NE78j6OIcCzZXwbgut7/9b7i8ju7vbbx5QR8JPJ/SlFbiUUUiqcwDwChEFDeQWt+Hj7FE0Wxhe3FBPLBHGqb6q/BSL6nOHLCMiIcJ5WXWUdUWEaEi2ClVsOyWMU6X+n+TV13odJAOpdGeUMq189xUj0TeQRzAjYjnKqecrvzyznE+Q0UFni644wgCIJwjd1dDn9zhsOOYByxfPDHRbw/sYvDh9ypG0EQBEEQxLThqsOK6zopJH9TBLWk3i9rqPWcUhEsF9NYTCQQzrOeHkdOOKVyekgOkhLiOWufpRa28kC6OORAkZwjedTlErvPFbtOl0C6gXxeSg2li9hM+tEqpJDo/g0ZHpJ/TnLGze0sYhUxBPN5lEJppIN55EuK5+qUp1UXIG5aPqDrPMyg55Rrb2+gFM+h1n0+509iKZ7Hxk4b8wEAiGEpVsaWMI9lpR9P2EK+HkfulEnnXigAv8n6VRoxLCzPARur2GnPI+ln1zOZlJ7McREspDeQ2BKQpE8qEwRBEC5w/gKH05+YxVNPG//2bUc7+KVbRFx22fjrRRAEQRAEMa24/pXAXpSV/Id4DsKyX4rS6XlfJIeOHB3D+ZPY1Pdu9SKF2NFF5utXKYUQK/qG/r6eaGJJEKRoIbGKdb4bgeQDgBLyzRxqtUjXUbaF6vwyIslNCPNSFFJzSe04awGo55tYEnIAn0E5VkQxvYrVZhuifweLiTJiRQGbfnUk0bxP0IgyalqSU5C8VT2dtZp1hAJqV5I/EEK92QIC3f+fi6GxJQB8/3ftZgOILyHCcSrnXDwndB1bJWR4ubVDSBeX4TfTTkIFjdgC/JwfczFgteuQYtZT4QrzzcUQyldQXeYd6RcEQRAEoYUoAsIXZvDpB2dw6RL7twcOAO/7uQ5ufFsHNDURBEEQBEGwmcyl6/EcarUaBCHXjwsKplEUBNRqNRTTQdOP6h1r04ik4SIrqNVqNu6hCiLgG/hTu4kGSsjwivuzVD+IIyeHHvkDCJktKh6FlCuE2Fy/0PZOGfX4kspptxSvo9kCIFRQCqWxYPPEoljN2rufyzePJWxgu62d7E9uQhCKSKuEjyPXbVehGEM5YXxJvii2sL1RQrDbCL65mHQc0codZb4AgmigqVNXgiAIghiV7z8HnPrTGfzlXxs7qw6+GrhjaRdv/2lyVhEEQRAEQZjB9QirURAH7jtiOascp9VEPZRG8dT8UITQNH2QTnIGYegIn1aUklY0Ex8NIrO1g3T3/32BIFBuoiXyxpFTvjnEQmXjSrZ3UK4D9d4RSgAIYac9jzmT9SQIgiCIcXLuXzn8eWkWF39g/NufukHEL8d38VI6AkgQBEEQBGGayURYlTI6UUpsOC6CZSGKihzlZOCskr8yZ/3rfBqROXwU8XoeWzY+PsdxfgSCQMNCuI9vLoZQaaMXjSS2CtgohRDwQ4rgqpex0+46oFaVd1mxaW+vohxbGDomp1eeMuoLAMAvIN0oo+d26uplVS/sSlX4Dsp1jei1oZ+VUe9G4cn/immgvNM2X892Ew2tSDmCIAiCGIEXX+Tw56UZfPy0sbNqdlbEL/78LuZ/mZxVBEEQBEEQVplMhFU8h9pKRIqYWlf8vb2NVCKPOkJIz2lnlS9uX65mwWec/xIcx0UQjWdUl3jLf5cuf+cRlv/Yjbgy4xPhF9LY6F0c3710nVUPfxKnck3wCR7SXfPKe72SWEuXkeimxXM5xDMVwzpIXz+sow71BfbSZe765YktpX78mF8KIp+pIyjrRchhnVc+M4R0T3WDd1idUtwB1ndYlvgSpOODC2iW64gvqSPAfIEg6pktCPPLDL30kY9U0v1VBEEQhFm+/xxwYBa44grt9NY3OWx/Ygbf/o7x3PKqq0Us/C8dXHt4isKwCYIgCIIgPAR39MboWFdSz198DoXN+5i/EcUWttd3MLc8fNyOnU99RNAp5EvMlxx+LuEOUr/YQEDDkUUQBEEQevzFp2fxhoCIn7q+o/p7pwNUHp7Bg2dnTF0D8JYjIm6N7+Lyy8dUUYIgCIIgiH2AJxxWXqRVSCHRXHLnfizCUarZMDLIUdsRBEEQprnwLeC/33cAN75VxK2/sNv7+3eeBU5/chZPtoxfgMzOArfcvAv+HSJdrE4QBEEQBDEik7nDagrwJzeRQ8bG/VfEJJG/gEjOKoIgCMIKf3NGip768lelj6mIIvDIv3D48EcPmHJWvepq4L98YBeRd5KziiAIgiAIwgmm6iuBbhNZqYHcHtMFF1lBjRqNIAiCsMCTLQ6P1aV3eN9/jsOTLQ6f+/wMHn3cnOfp+jeLSLxvFy+jI4AEQRAEQRCOQQ4rgiAIgiD2LaII/HVY6hRUAAAgAElEQVRZHXD+xx+bRaejk0HBzAzw8zd38LPv7FBUFUEQBEEQhMOQw8phWoUUEvm68Q/j/WNrg1/M08mAHOMSeLGaBV+J0lE4giCmCrKZxKSpf4VD8xvqfmLGWXX1VcCvJHbhv46uDiAIgiAIghgHE73DqpoN694RxUrzNkGkiwJqtRoEIYd4KI2iIP2//E8QcogrcnBcBCuKdO1/K7obr1YhBT5TAkoZhMNhxb8UCi3v6VAUq8iGs6ia+NSS2CogZeK3Vp7pRHkjl5EqoDVCGZMeH61CCuFwFlWximw4jFShNbG6eAmWXvZCu48HspmjMKrtE8UWCqm+DlKFlu1nOmWHh547xrHT6QCfKVtfCoXe1EH6Ny+ZdlbtdZtJtk8bN9t9XOPPsNxWAamwc+1DfUmb/Sz7uMeRlbV/NdufLwd1udf7rtvz2F7Xp132o+wTc1i1CilkkMNKZHhDwUrTQrng9oryexEA9TwSPK/aDDhXhiR3ork0tFkTcnEgvoSkf/QzCvJixO6GTjI4o7fN4MYqHA4jnK0a56tmBzal5vsKS3a7euH8SSwF80isC6Z+P4jW+Bi1jaziCwS7/+VHINT/+7Cu+wsAsTvhaKVL+fr1HlwAKxcIw/n640ruI3I+tV76/YVVF618vecZlKenF2A87a7Wi7rdWWlu9xczkM3sM2gzR7FhrH4AABC2kEffSbiZ9BvLp6qP+Q2yV2ymci755dv+G575lvk25zjpCOCvzXdwxcvM14FlG/TWMEbtztKnns0cfq66/Zh2Y7A+ivnXbdvHWveNY962C0svwPCcYgRrjjWC1SeYZQ7Mc2axm8/tvgQM6LW7ERzF7tqF1T/HJbucNmR/bI6xccBec+qvHcdBZKUGQSgirTGeXbeDDJs8Dozsmd78oddfjPZ1XrEFLBnGhdu2wOtz6kQcVmKrgNV8ELll3lKa5rPEKtb5VWBN23iMm1YhNWwgdtbBd4+rxHOKyAHEsTTvc6TcajYMnl8F1gQI0YqqDq1CyrGjLqLYwvZqE0vdzUwxDeRXt017dcVqFolyEHEH20bWaa1WMyUjF1nRiNYIIWCwLxPFKtYTeQTlNizGUE6sS44SRhogtQFrAcov5xAvbVge2Frjw6guYyMUgKzCYEDRrxURMsV0AxleqoscFSOPhZwg9KJg2s0GQiGgvNMGALR3mgjGQ2g0273HqtpdGT0jZRzqk2KrgMVEGbHicH9h1WVYn2k0Mov9ttIpz1AvcLbdAWnhJMs2ODb10ibWX7qQzTTIr2Ez7dowgN1HAKDdbADBAPwmL2ASWwUsZtAdMzUIOSCzaCyfl2ymzHv/HwE38v+X6Wf92CuB31rcxbsiNu+r0rANrDUMq93NjGMtm2nUfky7ocwnaLSHS7aPpbNR5u2xwdCLUGkgnUuz55Sh52nPsWbQnUdHgPMnsVmrmX7JbAoX59FWIQV+I9CP7N1Mws9xI9ldO5jpn+Owg1pzjt0xNlY0+oSZtaPruGkHjWzyONCcxyRnRwY5xZjZRNLPmVoTMfd1HrAFo67rrGKmvP02p07EYSVs5YH0guZEyUrTQtp4bsKhPY0lqtkwEuUYioMTwNxyb+BFK1KkAM9XENW4T0XTu6z7r/82TFpUSsaAi6x0N2AFFFJhrGJNd+Mle47Nvn3gOD+Sm/1FjS8QBOpNyNuKwTd26rczVaxnGkivLSCg9XBhXTOKQumt5RN5mLjdxvCZStrbGygpIil0yxMqKIXSWOg2b3unjDpKqAgGaQD8yU0sNRMq77wSjotgIQ3kt6x5xzXHh0FdxgEXWekacj+Sm/oLVd/8GtKhEja2TSweYkuINXfQElvYQRQLmp1GMyOWYmVYVKUuUv/ov3ng/Eksxeu9BRGrPCO9ONruWrAcD3LaBPqLDNnMEW1ml0EbBsCU7QPQ6wfyG/VEvq44GjkQcaH1zFYT9Xi03y58FPF6GTvKIa6Vz0s2s8uLT87i+8+ZW2v4rhXx2x+8hNf57S3E9GyDlTWMqt3tjmMz7aekZ1P8CChtuVBBKRTDnI8tX09+B9uPqbMR5u1xwNKLKFZRacQwx88hhuE2UNsK7WgozTnWrC1Q1CMbzqLQtQnKfK1CCjyfgGQm5MjX/lt0veNRrHytQkodudC16XKZbvYlUaxiKw+k1+YNnfaadtdJTPRPp+2g3pxje4yNCWafYKwd9aLlB9MG9xqsfLbrCafbj22Tx4GufO0dlOtxTYeo0ZrIVnm9Z7tjC0aRwQ5myttvc6rrDitRrKJSCiGmMaJYaV5CPk60ESj2vK9KmluLPSNXicqe7ygq3WMu/Hql91uuOwjlzVouHu95y4vpeO9uF9bbMFFsYXujhFCjCawJpo502KXdbACKxa7ybawUidL3rArrGTTSazoL8RIylWgvH/KrKLS0vLVpDAZnaS2aWM9U0jNI3dHFKk8ZeSBvtNNxoNFsM9NkIis1FGNlJHTefvrmYgiVKuaP0+iMDzN1mRQc50cvoteAYIDHXKCJne0tNAPDk16/3cNDm1r/XAyNAQvJ+ZNYSwP5BK+7Cdai1awjNPAK1R8Iod7sTxVa5ZnFqXaX0+SjjYOOIL20SfQXsplO2Ey57mobJqFv+/T6gT+52dVZSLrQfkhfDHuq6L/t7Y2By++183nJZgLApdmrcPFff2jqOQDw1L9xqDw8gxd/ZDqLowy2uxl96tpMRvvp9Rd53C01E9KYrEQ1xzILJ9tPj1HnbVcRKmjE5uDn/JiLQfFSRHIEqaMVtG3Z8BzLXgfpz6Ml5LtHpYVcHPX8FqqiCH9ys3f8qR8Fsdlz2ugdj2Ll880vqZ2k3c2ulWhax/pSu4lGKIbAzuKQs24w/7DddRaz/dPJcWRmzrFbT7fQWzsORtkro+VZa38prR/dIkhhqI5FLjnVfk7YZKdo75RRV0RCMX87sCYCWPs6Y9y2BXoyjBO98vbTnDqhO6yCCOjqSjtt8JzupC4sFVsFLPIZIKe/yQksnOoauSICGzzC4RS223zvkmBhOar9bLGFJswNeKD/Zkt+i1Wvl6TNOeOtgBzibCd0W6xmkRgMI1S0i/INhVjNIoMcYyOo8MT75hAL1dFsYchbq6r7wEa1mAbyqtBDnWcqGHpDxihPprdw3EwORT2w0oDuoi0HZHiNyc4XQBANWBvX+mPHqC5eptWUeo5vLoByHohqtIcqZHhwUvbNYwkbGAzk6m3KY2XpXqQRLyk0Ks9cXufaXXn5uLDUVG30WWmAe/2FbKZTNlNC+y2/vu0z6gf6aD+Ti6x0jyFJeltFTHUhvpEd9oLN5Dg/rr71QcweuNL0Uzoi8PfVGXz4o7N44skJbAh0ojtY+tSymUbtp9dfBo985JCxbk8dnvNYjDJvu4HsNJePuPgkj1Xv+GWlFLLpHGGPP/15VJHPHxh6UegkHBdBVBG13N4pWzpZAcDZvlTPYwNrPedEUONl59ijqxQY9k+HZDc759iupwuw1o7tnTLqijaTo+WN9hpoN9FAqWcjecMvElvEqfZzwia7zOCayHhfZwKXbYHWum6cMMvbR3PqRL8SaIXBs+TjfCPOrIc/iVPSapp5uZ0otrC9KG2KEI8Bq2Y2y93Nl+6XrbLdNwOSkapEBQjFNOLpoko3vbf3ubjmc+wgfVULqs/E90KJi4NvKNrY3uh/gUsVFp4qwCm/q28uhpCFgSqd2zX/hswXCAKljBQVshKRNscN6Qw1K01JX2+nxrbQMVuXSWC1LtJdGNKbZF8gqIpqMoKPBpHf2tFMk9725hCv5w2PDg5GUwHaUVes8iYCH0Vcbzwo0tzuL2QzR7eZyks/rdiwIVh9xAKyI7hWq+HUHNAwsQDyks389rOA8AV7y5/dXQ5/L8zggoWL2kdFq91HGcem20/ZXwaOfPDL5uyp2zgxb7tCewdlxXE5PpFHnXU0UwcvzfdW4Bfke7uq2MoHHbur0BahNNa65cvONOUSYGS7axI3+6fsMDWacyZdT7OMsnYcotVEfehrxZuuOCst4SGbbOaInNaaaOg5Fvd1jmNgC8zI4CRul6eFV+bUCTmsWJ3R3Y5q9X4SoP8GkuXNVnqNhWhT2oQZIKxntENLurSaDdWz7b7xtypvq5CSvLuDA6bdREPxO2FLjhbwqTzmqrDwzSSGurGwhXw9LonuDyDUXbRJl87p32ElbOVR1zuvrXym8veDb8hY5fFRxKEInVQ+k5XWpXdfj56haTdNbfTUaIwPE3VhYadPmEVYT1iqy0jwC0g3yijrpbebaJi4MFUKse1fZCi2CtjQCqE1Ko9ZDwfafRDW/QXKtAn0F7KZXWzaTNkhp2nDBmG1p907LnSeKdtM3egIj9rMB/9uFru77FwcBxw+BLztaAc/f3MHS7+2i//79y5h+X+9hF997V147y3vdO2rxJrtPuI4Bsy032B/UejSpD1VMS7bp2TEeZuFk3OlFP2RUznMi2n5WKAfgVDd1N0kzDnWRp/QQj52aPWYByuf9JWrMna2KyjZOVrjVF/yzSGG/iZfnu+V/dqU3dXAcn8x2z8dkH0wskVvzhmpnjqMc82pRG8tF/DDeO0/TsePo3bQvk12tB34BaRDJWR0vlqnuyYagLmv08MlW2BWBi0cXUcq2Udz6gELVXYEyWOZwcZOG8mBKClWmh69T6HLf8jwvS9NmdmctJsNw9/oEVmpoVhIIbEeUFzY20A+wSOvlaGeR4LvpsRzWFEkVbPS/S6bOnWWvJbanbKRTyCsWSAQzy2blEYb6c1SHUAdGb4fFCvpN4mleB6ZrryhdBpxNE0+uaR4Xgjp4ilpQPqTWEuXkeg+M57LIZ6R7q9RRWAA0pdyTs13v+DAeCb6hiddVI8ijlEex0WwXGxisdeeymey0iRDI3mc9fuxHK5s5QMDWuODXU9jRhkDmij7eSiNoiC3kXqslvgSgDhywgKaDQDap756lLpjWyKOnLAMZWtynB/zS0HkM3UEIRlCPqMO5I7nhO5XS/TqsoyIP4lTuSb4AX0m/RzEln55ZnGq3Ydsn2o86KcZ9V3D+pPNZDIum6lnwyS0bR+7Hxih90y1HY7nhIE20LPD3rCZ33yKw798SZ1/V7wE32tnETgs4trXANceFnHoGhEv0VkhOWkzjdYwunOXTbvPaj9mfxmYK+W8VjbxY7N9Kp3Zn7cN6+9Qu4tiCzvlOuJL6jb1BYKoZ7YgzC9j/lQRWEwgHJZTFXOe7hwLsNZBgPE8qge/kMZGQrab0nPnfW31mkxj/a2VT+4zfDSITKZky+Y6t37yY34tjcUED1nVyn7NtrsGdbTYX8yOaadkZ2F/jBnj5DhirR05xloOMFr7q/uEbAt9MO7zRjjWd0e0yU7OYxznx/ypHJp8BuH+BCLZCWzrromW+bbuvs4sbtgC9rrOeV+D2fL205zKHb0xOlYX9/MXn0Nh8z7V36SL8JpY0voCFCNtGmgVstiZW2YaDFGsYn0dWFmJ9DoJNDr94IY7lC4OHYUUWwWs78xhRWMSEqtZrGPZ2U8NE44gtfsGAkVrx16mfXzsd6jdhyGbSZjBqbFz+pMzuPgD4NrDwHWvAV5zuIMff5UUUUWMD7J9xCBiNSt9Qt7iBnU/96X9LPtegNrPWfazPveb7BNxWAHdULfmkuanxFlpBLEX6F1QZ6OP0/iYXqjdCcIeNHamG2o/QgnrxYMR+7kv7WfZ9wLUfs6yn/W532SfmMMKkJRdiWpPVqw0gphmxGpW+vzsCIaCxsf0Qe1OEPagsTPdUPsRSqrZMDIl7QhYI/ZzX9rPsu8FqP2cZT/rcz/KPlGHFUEQBEEQBEEQBEEQBEEMMqGvBBIEQRAEQRAEQRAEQRCENuSwIgiCIAiCIAiCIAiCIDzFnnBYia0CUqkCWqL9043VbBjZ6lhPRxI2oLbVZi/opVVIIRzOoipWkQ2HkSq0TKXtBdntQrLvT9ntQjpzj/2sa5KdZLfLtMpuF9KZdUhn1iGdeR9qI2u47rASWwWkwmGEw2GEwykUWuYUzcrH+ZNYCuaRWBds1alVSCGDnOriMVFsoZCSyhvsDOOQgfK507ZiNdstR/1PbmO7MtilmlXWQ12el/r8OPAFgt3/8iMQMp/mep9wUS/Ksnr/stVe+l4fDyxdj6PPK9MGy3R7PNgtz207oUwb0pnL/QUY6MOKxR+rLnthrmLNHePAS7Ir87lilz0iu9H8MA5cld1APtfno2mwEwY685KdsJvPbZ0p803avtjN5/rYdHu9ZENnLBns2t1R9g9j2cex1j1T7tdw1WElilWsJ/II5gTUajUIxRjKiXVUDbyLZvLxyznESxuWjbHYKmA1H0RumVeXx68Ca0WkBzbLotjC9moTS4JUl2IayK9uG3pIxyn7Xs/nZNtykRXUarXeP0HIIY4QAn77MoxCZKVfF2VfMtPP3OrzYyUUgPyNoGDAZzrN1T4xAb3Eu32wVqsNfQXEPdnt2Tq7mNG1k7L30qpZJMpBxBVlut3udstz23720jR15m5/AaQFG78RQLFbZm0zCT/HMfWyF+YqQH/uGAdekx3Q7oPjwIuys+YHJ5mUfdGSbyLz0RTYCRm9PuE1O2E3n5s6A7xlX+zmc29sTmC9NMJeTUsGu3Z31P2Ds/s4fRvJ9mt4b9+vhbsRVkIFpVAaC139tnfKqKOEipFz0UQ+jotgIQ3kt6x5KoWtPJBeQITreyg5LoKV2ibmfcO/5zg/kpsrvd/7AkGg3kRr+KeWZaB842/bQdrbGyjFl5D0c/ZlcJJgAH6OM9XP3Orz44KLrHQ3mH4kN2uqtwSsNLm+bvSJSejFCPdkt2nrbGJG107LLopVrGcaSK8tIGCxLk5iu7wJ2E99nbnbX0Sxiq08kF6bh3+wT7P0shfmKi26c8dY8Jjsen1wLHhMdleZsOxK3LYv02onDJmwnbCbz02dec2+2M3n3th0eZ3swl7Nrt21un9wdh+nbyOZdfHgvl8LVx1W7WajZyyr2TAS5RjScaDRbDuSzzcXQ6hUMe1lFcUqKqUQYnP2R1m72QDiUcOBPW7Z93q+cbRtb8PTHTV2ZRgFsXtHUzgslVfUeKPRq5tGP5tEn/cKbvSJSVHK8MxQ2UnIbtbWjRsnZRfWM2ik1zzlkLTCJOynWZ2Nvb+0m2iEYgjsLPbC8OW77lh62Qtzlfw3M3OHE3hNdjfHrddkB4znB6eYlOxm5Bu3fZk2O6GnMy/aCbv53NKZF+2L3XyTGJvjZtS9mpEMdu2u3f3DuPZxe80/MZFL16vZMDLIobaZtOS9NsznCyCIBqz5F4IYPIlkFrGaRUInbFKPscm+1/ONoW31POh2ZbCD5PXuhpIuNZHgh8Mimf3M5T7vKVzsE27BdSPKVCH8WqGyLstux9aNDYdkF6tZZJDDZtKvnWWKcMt+mtWZa/2lnscG1nqh+MH8qmohydLLtM9VZuYOp/GC7JMat16Q3fT84DBuyW5WPjfnI6/bCSOdedJO2M3ngs48a1/s5nN5bLqJVZ2ZlcGu3bW9fxjD3LEX/ROuOqx8gSBQymAjUERtJQJRbEFytLF3z3bzjZNWIQU+A+SEZVNveNyWfa/nGxXp/K/aEz7xfsZHER8wWlb7GWEfrT4xaXxzMYQsT2TWYcm+F/ugKLawvVECShmEw2HwfAL5evcN2ohfbXETN22WWZ252l9Caax1X4NzXATReB3NFlsve2GuGkJj7nASr8g+iXHrFdk16zbm+WHSayIt+dyyL9NmJ3rls/qER+2Ed3TWnhr74h2duVKcumyHZNeSwa7d9dL+Ya/6J9yNsOKjiEMRxiZsIV+PI6poX/nGfdUN9ibyAZCOCFiOHrE+4FqFlOS5tDJhjlv2vV6ew20rbOVRH/SE25W9i6Z8VhAqKIVikIs31c9c6vNGjCy7HdzoEyMyql6ErTzqij7RwyXZbdm6LmPrEw7IPvjGTBCkiyjjOaF3cfcojEP2SdtPMzpztb/45hBDHvLVD2KrgI1S95JUll72wlw19CP13GGEZV17RHYnxu20yq77mz3Y7jKD8rlqX6bMTsgw+4QH7IS3debzpH3xts6sPFcb13Q2gJYMdu3uSPsHB9toXP4Ju/mc9DMcMCeNM3BcBMvFJhYTPPIAgBDSxVMqpbabDVv5gO7FXfElSxfFReMZbOy0kVSEf0q36WdQkv+Q4VGCZLSW/dtYzdcB1JHhe79APCdofvrbLdn3enlOtS3Q39iki/xQHjuys+RjMdTPQmkUT0kXCEveeuN+5kafZ/XrXj0syu4EbvQJt/Uiii1sL0pv9QCo+oTquW7IbrIP6jHyeNDRtZOyj1oXPcYhu1fsp64MLvcXjvNjfi2NxQSPsKIsacHI0sv0z1WsucMM1nXtHdlHZZplNzs/6OF12VnyuW9fpsNOMHXmQTvhdZ2Nyn7UmdvrJbs6M2p3u3Z31P2DY23EsJHLvMCoizf3/UP5jt4YHWtIxPMXn0Nh875xFgFA7hgbCBRPWfJwiq0CFhNNLO2h4y57DWpbbfazXkh2kn2/yW4X0pl77Gddk+wk+36T3S6kM+uQzqxDOvM+1Ebmmcil6+NAWM/YuuyM8yexlm4gs+7g9zAJR6G21WY/64VkJ9mtsBdktwvpzD32s65JdpLdCntBdruQzqxDOrMO6cz7UBuZZ09EWInVLPhKFLWViO1nVLNhVKLmwhcJ96C21WY/64VkJ9ntMq2y24V05h77WdckO8lul2mV3S6kM+uQzqxDOvM+1EbW2BMOK4IgCIIgCIIgCIIgCGLvsGeOBBIEQRAEQRAEQRAEQRB7A3JYEQRBEARBEARBEARBEJ6CHFaEY4itAlKpAlqi/VOm1WwY2epYT6kSNqC23btQ21qHdOZ99nMbtQophMNZVMUqsuEwUoXW2MoSxSqy4SyqI+jZa4itAlIWZJJ+742+4nRdWH2JNcacGH8EQRAEAXjMYSVPtOFwGOFwCoWWeqITq9luWhhhByZCUWyhkJKeNzi5q8oaWLiw0qrZsCJNLQPzmYy6MGUw0Jmb+Th/EkvBPBI2v1rQKqSQQU51eZyeXpR/7/3LVkeWgfJNvm176TbGu5d0Ni35xtG2yrShsWtTBrtMg86M7Nk06MyMTdYa04ayq+ZN82lu2yyWztxuP18g2P0vPwKh4XRZb2YdWUN6NunMEbtODr01ETuvpGurjhe7+XSfZ1P2vQKrL7HG2KjjjyAIgiBkJuKw0nojJ4pVrCfyCOYE1Go1CMUYyon13m9ahRT4jQCKgpRe20zCz9m/FV8Uq1jnV4G1ItIDk7DYKmAxA+S6ZQk5ILO4LS2uGWkAEFmpSfWr1VBMA/lV43ysuhjKwNDZJPLxyznESxuWF+Riq4DVfBC5ZV5dnoFe4t261Go1U19a8KLOpiWfm21rZ7x7UWfTks/Jtu2lVbNIlIOIK9rXrgx2mTadadkz93XWwvZqE0vdsaecx8ygZ5ONxrSu7Mp5U+jrnJUm45bNYrWR2+3XIxSAv/ufwYBPlSRUGkjn0kB5x/yLv1C613bFdAMZ3qwMIaSL9vqSZzCQnfMnsVmreeJLTWOpC6MvscaY3fFHEARBEEq8E2ElVFAKpbHQXR+2d8qoo4SKIC0Gt/JAem1+JCeVEo6LYKW2iXmfRmKriXo8iohcFh9FvF7GTtsgTYtgQKozIx+zLiwYOptUPo6LYCEN5LesvVUTtvJAeqGvH4ygF2ZB3tPZtORzq21tj3cP6mxa8jnZtoDsaGggvbaAgBMy2GWKdOa4DDbhOD+Smyu9+vkCQaDexCiHyuzP4X4EQiVsbHcnWKGCUiiGOZ9RmiyLS/MRq43c7vMAuMhK1yHoR3KzNhAlVkWlEcMcP4cYhtcu6ihx7Wgi3/wa0krdA4Cw3sunF7nlm4shpOhL6sizflRUq5ACzyeQrwOlDD8UnaWuo/l8euUNpvGJPOo6uh2UXVkX5fNahRRShYIUYZYqoJBV/0avLvIL3UI3OnVQn4P5lGl6dRmlPFZfAthjzO74IwiCIAglnnFYtZuNnnOnmg0jUY4hHQcazTbQbqIRiiGws2i4IHKMUqW3UGtvb6BkMk0ZAp8ox1BUvkVnPdMGTJ1NMJ9vLoaQQlYjRLGKSimE2Jx1z5TWotQJGSjfBNvW5nj3qs6mJZ+TbSusZ9BIrw1t7u3KYJdp0hmgbc/c1tkg7WYDUL5sMUDTJpsY01r5uO4meamZkBwJlWgvMouVpsQNm8Vqo0m33xBCBY3YHPycH3MxoKzwWFWzYWSQ60e61VY0253j/OidFAMAlJCpRLsRZGkgv6o5Hwtb+d6LO7FVwGKijFhR6OVrZBZRaInwJzchCFIkWz/ybhNJv1QXZSS7lE+KeGLlkyLd+pGDghTm3o/WU0XBpaEX7D4oe2Sl1itzkHq+iaiQQ7yeRzlQRDEdQqPZZtZF1me+udSNxo+jnt/q9V9hq1/PWq2GzaTfsC4sXRuVZwbWGLM6/giCIAhiEFcdVvJ9JjyfQQklZHhe8w1RBjnUNpPqN/P1PDaw1pvcgzoLokEG7x8ws/HlIivdsG+pfquIIW4iDZDfwnYXUktNJLqh40b5RkFXZ5PK5wsgiAasrceDCFjwacibFdXxSwvHLDyns2nJ50LbArA93gEP6mxa8jnUtmI1iwxyqo2U5bo4jNd1Zsaeua0zoHusU+f44iCGMuiMaVY++T4i2YmSQ2bo7iutNBVu2Syw22gS7TeIKLawvVHqHevySR6r3tUElVII6QXjth4m3u8jvjnEQnU0e0utOvIJad2TaaR7L/HaO2XU40s9JxTnT2IprszHkEOxrmNFQ6loN9FQrDuldWiXgSg4x4hHIT1ywAHKqouUsa9Pf0DlPPMHQpJz1+SdnYAZXeuXZwrWGLM1/giCIAiij6sOK39ys3/XBOK9uyc2k37p2EEpg41AEbWVCESxBYxqzf8AAAqCSURBVOnFZHeSD6Wx1n1dz3ERRE0ubLjIiuJtYY25idKqa61Ww6k5oKFYwLLSVPBRxBUTtel8JjHUmUfyuYFvLoaQiUXRtOhsWvKNDRvjfVp0Ni357CBviFHKdDdiiuM5qQLgcj+bBp1plq+wZ5OqS6uQAp8BcsKy+eOLCoZssskxrcrX3kG53t9M88tStMqWYJDmMqw2mnRfUtHeQVlxXI5P5FFnXWmggzUZpDushGIaoXoeq9ujeS56x42LxtFQKlpN1BV3UQ1GbZkv34H2G6EuvXV0tKL5YQOCIAiC2Gt45kig5NxRvIUStpCvxxHlIb2xQ38hKrYK2CiFEDDnexoJ6QJavXta9NMkGYbv1DCVT6se3TeKqnsJWDpjYSLfSOW1mzaccaO9gRO28qhr6HqIccu+18tzo23tjve9pmu3y3OgbQejZVTHczaT8NmVnSUfiynQmRYqe+a2ziA5qxL5oK6zyswzVTJYGNPDtlyhr3YTDSjzsdKUfx+zzWK10QTaTw8p0ianeolXTMvHAv0IhOqm7hsS1hP6MujIx/mTWEuHesfNpKNiG6r7pZR9Qj56N3R0st1EQ1WcOsJKNx8f1Xdo+gMIdR138vpML2qLKbtZWHUxCRdZkZx1Jo7bGel6ZFhjzNb4IwiCIIg+ByZdARmOi2C52MRigkcegPRW7lR3sezH/Foaiwke4e7v4znB8psxJdIXfxRh2Bkepe5zl/k2thelyAC5rE3F58f10waeGUqjeEq6ZNZSPkVd5Asu203lEs2MzvQxk2+U8uTwc7POOOltewYbO20kFRFwVtpIqetJyr7Xy3OjbVci9sb7XtO12+U51bajysBCS75Ry/OCzgbnB7U9c1dn0hfy6gDqyPD9g0pG8xFbBv0xzcznT2ItXUaiJ7vSFrDSFPK7YrNYbeRu++khii3slOuIL6k9Lb5AEPXMFoT5ZcyfKgKLCYTlRkIcOWFZOtZWzyPBdzUdSqMoyGsbACgp+kpfvqHTmfNLiOcz2NheQCSZxKlcE/yAXpTtxy+ksZFIIJxXpiexFM8j080XSqcRR1NVjna+CJaL6j7Y62sD/SyeyyGeqfQfqCv7QN9V9IkFRltI9kW7Liy/zlB53bIiBnVZiejr2omrpVhjzOr4IwiCIIhBuKM3Rsd6E+LzF59DYfO+cRZBeAhpUb+BwMDC0zBfq4DFRBNLNo+fEOOH2nbvQm1rHdKZ96E2IojxwhpjdscfQRAEQSjxzpFAYk8grGdQUlzuaRbpuEADmXX6/LFXobbdu1DbWod05n2ojQhivLDGmN3xRxAEQRBKyGFFOIb8dbDaSsRWfn9yEzlkHLmrg3AWatu9C7WtdUhn3ofaiCDGC2uMjTr+CIIgCEKGjgQSBEEQBEEQBEEQBEEQnoIirAiCIAiCIAiCIAiCIAhP4UqEFUEQBEEQBEEQBEEQBEGY5YAbhXzt3CNuFEMQBEEQBEEQBEEQBEHsAehIIEEQBEEQBEEQBEEQBOEpyGFFEARBEARBEARBEARBeApyWBEEQRAEQRAEQRAEQRCeghxWBEEQBEEQBEEQBEEQhKcgh1UX8fxZ3H/2/KSrYQrx/Fnce+9ZnBfH+oFHgiAIgiAIgiAIgiCIieDKVwL1eOCBB0bKf8sttzhUE+Dxhy7gSOIaiOJ5VO67B2eeBo6euAu33cDh/Nn7ce5IAscOcbr5z5+9F/ecebqXxwxyWRei5vOcP3sv7nn8ehy/5nGceyaKQ4dMZSMIgiAIgiAIgiAIgpgaJuqwAiSn06iOq1ERH7sfpx99FHj0UQCHcfzkSRx/6BwOXrgPH/rQ09KPzjyKM0dP4O7bbtB8xqFjd+DEhXtx4aC5MiUHF3D85Angnvtw9uTtTIeYKD6G4p2n8czxk7j7jkMQzwP33VPEwbsSuIEz5+wiCIIgCIIgCIIgCIKYBrijN0bHeq7s+YvP4WvnHtFM80KElSieR6VyAceO9R1Rj91/Ly7cJDmQxPNnUTx3BDfhIWaUleRQOocjDAeSMnrr8PGTuOPYIUXe03j08HGcvD2KQ4r8vTSN5x09fhzPnDkDKJ5FEARBEARBEARBEAQx7Uw8wurmm2+2le/BBx90pPxnKkWcOfM0zpwBcPQETh6s4NyR23HkoTvxoZ6X6Ayk2KubcEznDN7jRcnhdJNGWt9RdRjHTxzH4dNn8PSZe/ChM4ofHT2Bu266gPvuvBM4fhK3R9HNcxQn7roLt+k5waJHULnvHtwLcloRBEEQBEEQBEEQBLE3mLjDCgDa7Tauu+46cDaPtj3++ON44oknNNNe//rX4/rrr9dMEx+7H0UkcOLoQ0AigeufqeC+e57G07gTzxw+DODp3m8PM6KYzp+9F+eOnMDRZy5opnPcIRy7424c6/7/sbuPaf4OAO5QpEWjR3Hm9KM4fadWfFWvZjh+8i7cwThOSBAEQRAEQRAEQRAEMU14wmH1jW98A61WC29+85tx9dVXW84vO6QGnVYsZxUAcDfchtvFx1AsHpEimA4dw+13HUSlchDHjh3qHQe8jRG5JDu9br/+AooV/TrKl7JLHMbxk7cjeqGIO08rnFEDd2RxN9yGu+++Tbtc8Twq9xWBBPvuK4IgCIIgCIIgCIIgiGnDEw6rcDiMRx55BF/4whfwlre8Ba95zWssP2PQaWXkrFLeJwUAjz5zFEevOYgjB4GDB8/hQ73zgGfw6JmjOKFxN5V4/izuO3cEd9x2CKIIHERF88t9onge5y5cj5N33Y5r8AwqxXM4cg3w+EPAibvuwg0c13V86dd3qNx7Hsf1Bhe1EwRBEARBEARBEARBTCOecFjVajUAwNvf/nZbEVYySgcVy1kF9I/pHbz/fuk4IB5H8c7TqBw/iTtuOIS77rpJciwl1Jegy4iP3Y87Kwdx8vbre887cj1QPPfM8D1Xz5zDhYNHcIjjIJ6X/vsaPI6HcKR3N9Xj54AjieF6Ss6pC4h2HWbnz96Lex6XnF9a9SIIgiAIgiAIgiAIgph2POGweu1rX6u6w2rwQnUrF7MbOaqUiOJjOIcjSDxeQeXgQeDwcSQOPqSIrgLOPHoGGPh63/mz9+KeC1HcfccNquddc+R64J6H8FhUHY31zLnH8eiZM3j0DCAdB4xK4VVdD5VcD+2L1Y8gceIh3HPnnQCku7TuvoMuVycIgiAIgiAIgiAIYu/iCYeVz+dT/b/dLwda5vFzAIA7zx3BCZzGmaeBR8+dwN1334bzZ+/HuSMJ1ZE7+Rjh49efxN23DTuNuEPHED36IZwuHundRcU6Dngk8Tju/9BpPArg6Im7NKvIHTqEQ4duw10nD+K+e87gmoPXOK8HgiAIgiAIgiAIgiAID8EdvTEqjrOA5y8+h6+de0Qz7YEHHrDtnHrwwQdxyy23jFI1PHb/vagcvAbXnHkUOHEXEtc/o7rXSqJ7QToqpu6N+v/buYMTAGEYCqDBccR5uo0TdQiXEHdwinrwolJPPVTkvWtCyPlDUsoaed5irPy8uvXkiJSmav119r7E+We9fqYIAAAA8AfdA6sWrYEVAAAAAN/T9SRQ4AQAAADA09B7AQAAAAC4OgCgJF49+eNHUgAAAABJRU5ErkJggg==最后一步怎么没有更新标注显示?(defun c:bz()
(setvar "cmdecho" 0)
(setq en (entsel "\n 选取尺寸标注"))
(setq ZONGBIAO (entget (car en)))
(setq OLDZIBIAO (assoc 42 ZONGBIAO))
(setq OLDZIBIAOY (cdr OLDZIBIAO))
(print OLDZIBIAOY)
(princ "\n")
(setq Y (getreal "\n 是否要更改尺寸?是请输入1.不是请输入0:"))
(if (= Y 1)
(progn (setq NEWZIBIAOY(getreal "\n 请输入新尺寸:"))
(setq ZONGBIAO (subst (cons 42 NEWZIBIAOY)OLDZIBIAOZONGBIAO ))
(entmod ZONGBIAO)
)
)
(prin1)
)
本帖最后由 飞雪神光 于 2023-10-19 22:04 编辑
42 是实际测量值 不能改 你这个要改1 文字替代 或者改 13 14 谢谢
http://bbs.mjtd.com/forum.php?mod=viewthread&tid=2844&extra=&highlight=%B8%C4%B3%DF%B4%E7&page=3 (defun c:bz ()
(setvar "cmdecho" 0)
(setq en (entsel "\n 选取尺寸标注"))
(setq ZONGBIAO (entget (car en)))
(setq OLDZIBIAO (assoc 42 ZONGBIAO))
(setq OLDZIBIAOY (cdr OLDZIBIAO))
(print OLDZIBIAOY)
(princ "\n")
(if (not (setq NEWZIBIAOY
(getreal (strcat "\n 请输入新尺寸:<"
(vl-princ-to-string OLDZIBIAOy)
">"
)
)
)
)
(setq NEWZIBIAOY OLDZIBIAOy)
)
(if (or (/= OLDZIBIAOY NEWZIBIAOY)
(/= (vl-princ-to-string NEWZIBIAOY)
(cdr (assoc 1 (entget (car en))))
)
)
(progn
(setq ZONGBIAO (subst (cons 1 (vl-princ-to-string NEWZIBIAOY))
(assoc 1 (entget (car en)))
(entget (car en))
)
)
(entmod ZONGBIAO)
)
)
(princ)
) 感谢各位大神,目前可以更改,还未学习到VLISP.
另外附上论坛前辈做的改尺寸,以及将修改尺寸变红。
还有一个问题就是,能否将修改后的尺寸按照新的数值重画并更新于屏幕?
ferious 发表于 2023-10-20 08:54
感谢各位大神,目前可以更改,还未学习到VLISP.
另外附上论坛前辈做的改尺寸,以及将修改尺寸变红。
没太懂你的问题 图片里是修改的标注文字替代 且已经更新成功了 你要是想改实际测量值 需要去改13 或14 就没必要去改组码1 更改标注并移动基线
(defun c:gbz()
(setvar "cmdecho" 0)
(setq en (entsel "\n 选取尺寸标注"))
(setq zongbiao (entget (car en)))
(setq zibiao1 (assoc 42 zongbiao ))
(setq dim(cdr zibiao1))
(princ "\n 标注实测值:")(princ dim)
(setq dim(getreal "\n 请输入新尺寸:"))
(setq oldzibiao2 (assoc 14 zongbiao))
(setq oldzibiao3 (assoc 13 zongbiao))
(setq pt1 (cdr oldzibiao3))
(setq pt2 (cdr oldzibiao2))
(setq X1 (cdr pt1))
(setq pt2(list(+ dim) (cadr pt2) (caddr pt2)))
(setq newzibiao2 (cons 14 pt2 ))
(setq zongbiao (subst newzibiao2oldzibiao2zongbiao ))
(entmod zongbiao)
(prin1)
)
感谢大神指点
(defun c:gbz()
(setvar "cmdecho" 0)
(setq en (entsel "\n 选取尺寸标注"))
(setq zongbiao (entget (car en)))
(setq zibiao1 (assoc 42 zongbiao ))
(setq dim(cdr zibiao1))
(princ "\n 标注实测值:")(princ dim)
(setq dim(getreal "\n 请输入新尺寸:"))
(setq oldzibiao2 (assoc 14 zongbiao))
(setq oldzibiao3 (assoc 13 zongbiao))
(setq pt1 (cdr oldzibiao3))
(setq pt2 (cdr oldzibiao2))
(setq X1 (cdr pt1))
(setq pt2(list(+ dim) (cadr pt2) (caddr pt2)))
(setq newzibiao2 (cons 14 pt2 ))
(setq zongbiao (subst newzibiao2oldzibiao2zongbiao ))
(entmod zongbiao)
(prin1)
)
(defun c:gbz()
(setvar "cmdecho" 0)
(setq en (entsel "\n 选取尺寸标注"))
(setq zongbiao (entget (car en)))
(setq zibiao1 (assoc 42 zongbiao ))
(setq dim(cdr zibiao1))
(princ "\n 标注实测值:")(princ dim)
(setq dim(getreal "\n 请输入新尺寸:"))
(setq oldzibiao2 (assoc 14 zongbiao))
(setq oldzibiao3 (assoc 13 zongbiao))
(setq pt1 (cdr oldzibiao3))
(setq pt2 (cdr oldzibiao2))
(setq X1 (car pt1))
(setq pt2(list(+ dim x1 ) (cadr pt2) (caddr pt2)))
(setq newzibiao2 (cons 14 pt2 ))
(setq zongbiao (subst newzibiao2oldzibiao2zongbiao ))
(entmod zongbiao)
(prin1)
)
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