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un-hollowing a model

L
leebc11@acm.org
Tue, Apr 8, 2025 10:11 PM

I have several OpenSCAD models that I created as seperate parts from blueprints.

The parts nest together, and the assembled real objects have several hollow volumes.

I would like to make the overall OpenSCAD model solid.  (So that I can difference a uniform cylinder out of the middle.)

The shape of the model does not seem like the hull() function would work well.

One of the models is made form 5 parts, another is made from 2 parts.

Pictures:

I have several OpenSCAD models that I created as seperate parts from blueprints. The parts nest together, and the assembled real objects have several hollow volumes. I would like to make the overall OpenSCAD model solid. (So that I can difference a uniform cylinder out of the middle.) The shape of the model does not seem like the hull() function would work well. One of the models is made form 5 parts, another is made from 2 parts. Pictures:![](data:image/png;base64,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)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAuIAAAI3CAYAAADeED6jAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAgAElEQVR4nOzdeZzbd2Hu+0e/n6TR7Kv3PYkTO2RPnD0sWQiEC4etUAo9t0Bpy+WUWw6l5ZTbntMCve1tTw/0tECBJrRQtgBJWEIC2WzihMROHMdL7HiZ8dgznn2RRvtvuX/IGo/tsT0eS/pq+bxfL7080mikJ85Y88xX3yXg+32+AAAAAJSUZToAAAAAUIso4gAAAIABFHEAAADAAIo4AAAAYABFHAAAADCAIg4AAAAYQBEHAAAADKCIAwAAAAZQxAEAAAADKOIAAACAARRxAAAAwACKOAAAAGAARRwAAAAwgCIOAAAAGEARBwAAAAygiAMAAAAGUMQBAAAAAyjiAAAAgAEUcQAAAMAAijgAAABgAEUcAAAAMIAiDgAAABhAEQcAAAAMoIgDAAAABlDEAQAAAAMo4gAAAIABFHEAAADAAIo4AAAAYEDQdABUtlhqTBPJQUnSsraLZQVsw4kAAAAqA0Uc56Rv4lWNTPVOX++f3K/u0ZckSTeufrts69y/pSwrqMuXvr5QEQEAACpCwPf7fNMhUP4mk8N6offnGox1azxxtKCPHbIj+sgtXyjoYwIAAJQ7RsRxVg/v+rImk0MFL+AAAAC1jCKO00pl43psz73qHd9lOgoAAEDVoYhjVlPpcT194PuUcAAAJPWMvixfhZnNu6r9MlkWmxuAIo7T6J94VQdHtpmOAQBAWXh091fl+k5BHuvalfcoaIW0qHmNlrevK8hjojJRxHGKWGpUO/qfKtnzuV5Gv3jl66fc3tm4VNeuvKdkOQAAKIUXeh+WJLXVL1ZX03LduObtaol0GU4FEyjiOIHne/rxy1/QZGq4pM+5f3jrKbcns+so4gCAqjWRHNBEckBDsUNqb1ist1z2MdORUGKcrIlTlLKEAwBQ7jKZnoLND59NNDWsQ2M79OOXv6BEJlq050H5oYgDAACcweHDH5XvZ4r+PEcm9mjT/u8olhor+nOhPDA1BQAAQFL36HYNRXtOuX082iZfgZJkODiyTRctuE7NkY6SPB/MoojjBE/v/57pCNPi8d0aGPi2Fi/+LdNRAAA1oHdsl3Yd3TTLZ1pLmmPb4V9occsFaqprL+nzovSYmoIT9E3sNR1hWjY7qnh8j+kYAACU1PDUISWzU6ZjoAQo4gAAAGXmBy/+tekIKAGKOAAAAGAARRwAANS8RGKLEolTz7QAiokijrI2OPiIhoaeMB0DAFDlUqldSqV2m46BGkMRR1lLJvuUTg+YjgEAAFBwFHEAAFDTPC+qbLbbdAzUIIo4yt7w8GalUkOmYwAAqlQms1vR6NdNx0ANooij7B0+/KASicOmYwAAABQURRwAANQsz4tpYuIzpmOgRlHEURGeeuo35TgJ0zEAAFXHUTbLKc4wgyKOiuA4CQ0OPmc6BgCgyqTTz5uOgBpGEUfFeO65/2Y6AgCgykxM8LMF5lDEUTFSqVHt2PFV0zEAAFUikfiSfH/SdAzUMIo4KkY2m1B//2bTMQAAVSKT+ZV8P2U6BmoYRRwVpbf3cW3Z8remYwAAKlwy+Tk5zq9Mx0CNo4ijwvgaH9+nWKzPdBAAQIXyvMNy3f2SfNNRUOMo4qg4Bw78XP397KACADh3njegVOq/y3F+aToKQBFHZdq+/V8VjXLaJgDg3Pj+gBznUdMxAEkUcVSooaGX9P3v/4Z83zMdBQBQIXw/oVTq903HAKZRxFGxotHDGh3dZzoGAKBCZDJ3yvePmI4BTKOIo6L94AfvU2/vr03HAACUOc97RlLcdAzgBBRxVLRYbFAPP/wn6u5mCyoAwOx8/yk5zqfk+yOmowAnoIij4o2NHdCRI1tNxwAAlCHf/7U87zOSekxHAU5BEUdVeOaZf9Hu3Q/L81i8CQDI8X1Xvt8jSjjKFUUcVSGVium73/2Idu/+mekoAICy8aB8/5OmQwCnRRFHVbn//o9px46HTccAABj3U0kfNx0COCOKOKqK57l64IFP68UXf2g6CgDAmO9L+lPTIYCzooij6sTjo/rZzz6r7dsfMh0FAFByP5T0eUkTpoMAZxU0HQAohqmpYX33u5+U79u64oo3y7Js05EAAEXlSvqJciPhScNZgLlhRBxVK5NJ6hvf+H29/PLPTUcBABTdQ5I+Jko4KglFHFXvW9/6uLZu/bHpGACAonlQ0idMhwDOGUUcVS+bTet73/tz/frXPzAdBQBQcN+T9OeSHNNBgHPGHHHUhFhsRD/84V8pFIro2mv/D9NxAADn7UVJfyHpkKQxw1mA+aGIV6ism1IyEyv447q+O6f7OcmE5PuSJCsclhUMFTxLocVio/rqV/+Lksk/0uc+92OtXHmp6UgAgHnZLuldkjKmgwDnhSJegTJOUlsO/Uzb+x4zlmH0+V/Jy+ReAFvXX6GG5auMZTkXjpOVbWf1t3/7bv3O73xBCxeu0qpVl5iOBQCYk1ckHZb0X0QJRzVgjngFiqVGjZbwahCPT+rv/u6D+vKX/0QHD+4yHQcAcFY7JH1K0gclxQ1nAQqDEfEK4/u+nu1+wHSMqmDb0sGDW/X1r/+p2ttX6o/+6AsKhcKmYwEATpCQ9MeSepSbkgJUD4p4BeodZwS3UGxb6u7epj17tikandBnP/tt05EAACf4PyU9YzoEUBQU8QozmRwyHaEqBQLSjh0bddddy3TPPe/XRz7y/6ipqcV0LACoQSnldkL5iqTvG85SOF42IzedkiQFApaCjU1n/ZrReH9RsjTXtSscrC/KY+PcUMQrzM93f8V0hKplWVJzs/TYY/+hUKhO69ZdpzvueJsCgYDpaABQI1xJX5P0N6aDFFzyaJ+ie3dKkpzAWq24c90Z7+/L1/de+KuiZLl7/e/pwgXXFOWxcW4o4hVk39BWJbOF37IQJ7Jt6Sc/uVcPPHCvDh7cowsvXK877nib6VgAUOUeUG5XlH82HaTo4vEbJU0Ye/59w1u0tO1i1YfOPiqP4qKIV5Du0W1KZadMx5AkjY9fr9bGp03HKBrbzl2+971/VFPTYgUCAd1++1tNxwKAKvS8ctNQtkli+mUpHBzZphtW/yeKeBlg+8IK4XmuPN8zHWNaKrXYdISSCIWkaHRA//APn9Y733mzDh06oEwmbToWAFSBtKQ9kj4i6VFRwkvrZzv/yXQEiCJeMV48/IgOjmwzHaMmBQJSIjGhgYFDes97XqsPfOBu7dr1kkZH+aEBAOduUNJLkm6XdIekEbNxatRUesx0BIipKcCcRSKS70uHDu3TBz/4Ft1119t0882v0x13vE2RSIPpeABQ5qYk/VTS45IeNpwFvu+re2S71nRdaTpKTaOIV4DReB97h5eRYFDyPOnJJ3+sTZt+rF27XtSFF67Xu971QdPRAKBMfV25hZjfNR3EuHT6Cvm++frly9eWQz+liBtm/jsBZzWZHNZA9KDpGCfwvLDGxq5WR0dtTpexjk3qymalH//4P9Tc3Kpnn/2F3vWuD+mmm+4yGw4AysbDkr6p3EJMdv2SpGx2rRSwTcdAmaCIl7loakRPvvrvpmOcwvctpdMdpmMY53lSOi1ls5PasmWTXn11myKRen3xiw+ptbVdDQ3NpiMCQInFlFt4+W7ljqcvj92+cKqxRJ9+tf97uu2i95qOUrNYrFnmPN9T2kmYjjErzwsrk2HrIylXyBMJaWwsppGRIX3gAzfpU596r3bseFbj4yzqBFALBiU9K+ldkl6rXBmnhM/keW3y/TrTMaZ5vqeJ5IBiKRZumsKIeJnbP7TFdITTSqfbNTl5sRbIMR2lbLhubrqKbUt7927Xf/tv79Yb3vBOXXLJNWpsbNEb3vAu0xEBoMDuV65wb5H0kOEs5S2TuUae1ylZSdNRph0ef0X7hrfomhV3m45SkyjiZe6F3p+bjoB5cN3cKLkkPf74j/Tkkz9SQ0OzXnllizZsuF0bNrzRbEAAOG8PS9ok6YfKTUEBcK4o4mXsyVe/Kdd3Tcc4o1hsmWJTGbF536l8X3Kc3D7kuesxPfLIN7V9++N66KEv6Q//8B+1aNFKsyEB4JwdlPRfJR2WNGA4S+Vw3bXyvAWmY8xqV/8mLW1dq8UtF5iOUnMo4mVsZOqwJN90jDNynHq5jiWpfE79LDf+sf+F6XTupM6RkX6NjPTrk5+8U7Zta8OG2/W+931Gzc0dCocjZsMCwCmSksYl/Q9Jv5LkSoqbDFSRfDXJ9xulMpzOGUuPaiI5qIXNq2UFWD5YShRxoIRcN1fIbVuKx+MKBqVnn31Qzz77oN7xjk/ooouuUUNDiy6++DrTUQHUvOeVm/v9vKT/bTgLiu2Jvf+mZa2XqDnCjmilRBEHDHDd3EXK7UluWdIDD/wvSVJn51Ldc8+HtG7dzVq9moMWAJTai5Kek/Q15XZCAVAsFHHAIMfJjY57Xm4ueTAojY316/77P6fVq6/UkiVrFYk06gMf+GvTUQFUvT+RlJa0V9IOw1lgwnM9D+rOdR8yHaOmUMSBMuD7uUs2myvkti319GxXT892WZat7u4XFAxKd9/9cV1zzVtMxwVQNR6U9OVjH+8W631qW/foy6Yj1ByKOFBG8gs7HSd3CYUkz3PV07NTdXXSvfd+VPfdZ6mlZYE+/vHvyrKk5uaFikQ4wRPA2UQlDR/7+F2SJpRbeEn5BkyhiANlLJvN/WnbuWkrvu8qEHA1Pt6vz372taqvl2699YNas+ZmhcMNWrfu9UbzAihHTyq388kmSd80nAXATBRxoAJ4Xm6E3LKO70seDucWfG7ceJ82brxPDQ1tuu22D8uypCuueIsWLbrEbGgABr0iKX8g3NeUGw0HUG4o4kAF8bwTP85kciPlliUlEhN69NH/KduW9u17Uq2tS9Tevlz33PMX5gIDKLG/UO6QnT5JLxnOAuBsKOJABcuX8UAgdwmHc7f39r54bNFnWHv2PC7blt761s9p9eqbjn1lQJZlG8sN4Hy5On7g26+UO2xHkg5JypoIBGAeKOJAFfBnHMA6c39yz8toeHi/gkHpm9/8zen7rFv3Jr3udZ9QICB1da2TbfNSAJS/V5Qr4JL0d5IeM5gFQCHw0xeoQjMPDMrtvJIr6/n55Xv2PKI9ex5RKCTdfffnVVeX23Vl6dKr1dFxgaHUAE61X9L2Yx//iaSUwSwACo0iDlQ5182Njuf3KM8fHJT3y19+ZvrjNWter4ULL1UwKHV0XKTXvOa9BhIDte7bkrqPfbxDuaknAKoRRRyoEd5JWwUHg8f3Ks+PlHd3P6Xu7qcUDksNDZ3at++n0/d/29u+wbxyoChSkj4y4/o2SeOGsgAoJYo4UIPyc8p9P7fYUzq+V3leMjmq7u4npq/fd9+NCoVyjf2WW/67Vqx4rSTJskIKBiMlyQ1UrrSkzIzrj0v662Mf+5L6S54IgHkUcQCSTlzwmcnkRsql49NZYrH+6V1ZHn3096bvu3Ll67Vhwyemr4dCjeroWF+KyECZ2y0pcezj7yk35QQAjqOIA5hV/lTPYDA3Wu77ufnmgUBuznnekSNPaXDwqenrzc2rdMUV/9f04UO2HdEFF7y7tOEBI76vE0e9/1G5/bwBYHYUcQBz5jgnLvjMzy2fKRY7pM2b/3R6qottRzQ6evxgEduWrrzyz2XbdSVMDhRaQsenluT9h04s4gBwZhRxAOfE949fAoHjhwpJJy78zHPdlPbuvW/6eigkTU7uViBwfOHnddf9nZqaVpcgPTAfaUkfOOk2R9LzBrIAqCYUcQDnbeb88ryZ01hOLucjI8+dcP2xx+6RZdnT89Il6cYb/0319cslzfx6S3V1XYULDmhYx0+ozOuR9OEZ132xiwmAYqCIAygax8n9WTdjForvH99KMT/XPJudnP5c3qZNb52+T76g23aDrr763un7WJZkWWG1td1QlPyoJi9Lmpzl9t8WR8IDMIUiDqCk8uU8P8985sJPzzvx+slcN6GtW39z+nowKIVCTbrggj8+4X75x2huvkotLRsKFR0V4TnlSvfJ7pN0qMRZAODMKOIAjMiPjM8s3o6TH+U+cyGfyXWntG/f/zjhtvxc9cbGS9XUdOX07bldXHIfL1/+aYVCTHOpTAOS/v40n9smaU8JswDA/FHEAZSVk8v52RaDnkk8vlvx+O7p6zOnucTj22VZx+fM2PaJz7tgwUfV1vaW+fwn4Lw9JOlrZ/h8StIrJcoCAMVDES9TyUxMrueYjgGUhdkWg0rHp7nkDxqa7WtOV9yTyd0nXD95mkxv78d0+PD/Pf252Rw4IF1wwZ9r7do3zPr50z23ZTXJsjpm/2TFGJUUP8ev+YWkv5nD/RwxbxtALaCIl6lnun+ksQRHHgPzkT+MyLJOLNH5Q4lm28nlZL6fle9np79uNhddJAWDf6ZDs0w9Pt3ofW7KzO1qaPjtWT93OqebqnOmr8nv+T6frzu7+yRtmssdC6a/X+rokCKRkj4tABQNRbwMDUa7NRo/YjoGUHV8PzeKnj8tdCbPy33+5NuLIZ1+Qun0E6fcfvL0mJlmbu04U37R62xs+/Sl+nSPV85GR6XmZoo4gOpBES8zI1NHtHHftzUSP2w6ClBT8lsqzlbEZy4inWm2BaconssvN50AAAqLIl5GEpmofr7ry4qlR01HATBD/iTRud4u5cr7bKPO+ekxpRh5BwCUN4p4mYimRvT9Fz6njJsyHaVseAoqHWiSY0tOUPJCx86/syW5UsCSLE+yQlLQkQJu7vP+sR02LDdXeHxJykh1dlaOKyUzIfmur/TwuS40A+budAX9TPKnkZ7LzjAAUCi+7yuaHFFLPVu7lgpFvAwMxQ7psT33UsJPklS7eoJvkFpO/ZwlKb/xXP0cH29x87AC8nU0tlBddq8e+KftBUoKAEDlc7y0frLzH3XXug9pYfNq03FqAjMbDRuMdmvjvv/QRHLQdJSqNxBbICvgqzGcUGM4aToOAABlZzI5pN1HnzYdo2ZQxA0ai/frqX3f0vBUr+koNSOeqZfjBtUaiZmOAgBAWTo8/op6RneYjlETmJpiiO/7imcmNRrvMx2lZgTkaTLVpBtXvqztPSslHTUdCQAwD1PpiH6y40a53tzHE/PrNtoiMd266gW5nnKXY4uuPV+SWKAhSbH0qJ7Y+29606W/pyWtaxVg4UrRUMQNORrdr5/s+KLpGDVlReugAgFfuwYv0mSKLSsAoFI9feAyXbakR786cO57WsbSjfrOy28pQqrqknKm9ODL/6D/dMUntKztEtNxqhZTUwzoHduth3d+yXSMmtM7uUSHJpZqReuAbMs1HQcAME/L24bnVcJx7n6+68vqHdtlOkbVooiXWPfodm3c9y1lXBYLmrJr6CJd3DXLmeQAgIqQcSrwaNgKlXFTemrft3Rw5CXTUaoSRbyEesd26+n931MsPWY6Ss26pKtbbZGohqc6TEcBAMzT0Wi76Qg1ZSo9rqcPfF+HxnaajlJ1KOIl4Pu++if26RevfI0SbtjBseVKZus0nOBFHAAq1Xii2XSEmjOVHtNEclCez9TOQqKIl8DR6H49+PL/ZDqKYfXBlIK2q8sX71PIckzHAQDM02sv2qGOxqjpGDVn84H7tfvo0/J8z3SUqkERL4En9v676QiQ1FwXV3M4rsGpTrk+3/oAUKn6Jzu1tHXUdIyatGn/d7Rn4BnTMaoGbaTIdvZvUjLL4THlYCjeqfpQSs11CdNRAADnIe2EtLN/jekYNWvzwfu1s3+j6RhVgSJeRLuPPq3neh5S1k2ZjoJjRhNt2jeyUjeu2G46CgBgnlZ1DJqOUNOyblrP9TykXUc3mY5S8SjiReB5rnYffVq/2v9dpZ246TiYYXV7v1oicT1/hP1nAaBS/Wo/r+GmpZ2Ent7/fe3q3yTXY93VfFHEi+CVgc16at+35Pp8Y5abnYNrJfnyzuFYZABAeWkOsVCzHLi+o437v63xxIDpKBWLNlJgewae0cb93zYdA7Nor59Ue/2kOhsmFQj4puMAAOapq35Ei+v7TcfAMXsHn5Xv83N1PoKmA1STnf0b9eueB03HwGm4ni1JCttZijgAVLCQlVXW53TNcrG973FZVlA3rXmH6SgVhxHxAnllYLOe63lIGYe9wstVNN2kFa0Dmso0yLJtXXyx6UQAgHMVi0k90ZUaTS0wHQUzvHzkcT178EemY1QcingBZN20RuP9Sjtsi1fuDo4t1+HJRXr9BVvV1CSFGFABgIrheZLjSOvb95iOgpO4vqNtR36pzQfuV4bd4uaMIn6esm5aW3sf1st9j5uOgjlY1jqopnBST3VvUFubtGqV6UQAgLlwXSmRyP35/MAG03EwK1/b+x7X1kMPs3XzHFHEz9OWQz/VtsOPmo6BOdo/ukqdDROyLVeS1NwsNTYaDgUAOCvHyV0kaXVrj9EsOLOXjvxCz/f8xHSMikARPw+/7n5A2488ZjoG5mhJ87CWNg8pnqmX7wck5Yr4mjVSXZ3hcACA0/I8KZs9fj3jhnVhy6vmAuGsdnDy5pxQxOfB9339uvtBbe97Qr7YfaNSjCbaNJJo0+BUpzz/+Ld+QwNzxQGgXPl+7uJ5x29b0XxEffEV5kLhrDzf0SO7/0W+7539zjWMIn6OMk5Kz3T/UC8efkSulz37F6BsZNyQ1nYdUkf9pFrqpk743BVX5Ao5AKC8+L6UPGlDsl2jlyrl1psJhDk7OLJNP9/1ZSUyMdNRyhZF/Bw4bkYv9D7MdJQKNhDrUiJbrws7D5/yuQsvNBAIAHBaJ09JyVvZfOprOMpTz9gOPX3ge4qnJ0xHKUsU8XOQdhLaduQXpmNgnroaxrWsZUhWwNO2/vWnfD4YlDo7DQQDAMzKcXIj4ifbPXrqazjK1/7hrXr6wPeV5qyVU1DEz8Gm/d81HQHnIZmt04GxFbpkQY9ClnPK521bWrpUamszEA4AcAKPqcVV5cDIi3p8z32mY5QdivgcOF5Wj+z+F3WPbjcdBeehq3FCCxrH9crQGjnHjrs/WTAoLV8utbeXOBwAYFp+gebp1AcTuqyDn8mVpmdshx7Z/S+mY5QVivhZJDJRPbbnXh0c2SaxQ0pFOzSxVCPxNrmeLV+B094vGMzNF6eMA4AZZyrhkrS+c692jl1ZmjAoIF+TySFNJodNBykbFPEzSGQmtfngD46VcFSDrsYJRUJprWo7etb7rlghtbaWIBQA4JwMxBebjoB5Go336clX/11j8X7TUcoCRfw0HDejTfu/q31Dz5uOggLqGV+mWLpJVmBukw+XLWNkHADKzVxfw1Ge+if3adP+72gyOWQ6inEU8dM4Ph0F1WJ5y4BWtOZGwrvHl83pa2xbWryYBZwAUE6OxOb2Go7y1T+5T4/u/poyNb6TCkV8Fr945Ws6yMLMqjMU79DgVKduWvmSwvbcD2MKhXILOFtbpcDpp5YDAEol4CsYyJhOgfM0Ej+sH2z7G6WzcdNRjKGIn2QiOaRockQszKw+CxrHtLBpTM/2XqWMe25n2luWtGSJ1NxcpHAAgDlbWD+kC1v3m46BAphIDurHO76oicSg6ShGUMRnGIsf1cZXv6WhqUOmo6AI+qKLlXWDagjN/22wxYtZwAkAprXWxbR34lLTMVAgw1O92nV0k+kYRlDEj4mlRrVx/7fVN/mq6SgoIs+35PkBXbl477y+PhDIjYy3tBQ4GABgzuyAazoCCuzw+Cs6Oll773JQxCW5nqOf7fxnHZ3cZzoKimw43qGUE1Hv5JJ5P4ZtS11dTFMBAFP64/N/DUd5Gkv06/G936i5bQ1rvognMlF9/8XPaSxRW//ja9Gqtn6tbu9TJJjSRPL8WnQwmJum0tKS+xgAUDrRNG9LVqNoakT3b/t/NVFD2xrWdBEfTwzo57u+rPHEgOkoKIGRRJuG4+1at6BbQev839YMBKRFi6SVK6VIpAABAQBzYgU8tYXHTcdAEbheVg+89PcajPWYjlISNVvExxNHtWnfdzQY6zYdBSUSCaZVH0zrpaPrlfUKN4xtWblC3tBQsIcEAJzBmtYeNYVipmOgSJLZqJ7Y8w31TVT/ur2aLeKj8T71Tc5vwR4q02iiXS2RKbXUFf7FOxSSOjpyB//YdsEfHgAww1S2UUfiK03HQBGNJwe0af93NBA9YDpKUdVkEZ9MDuuZgz8yHQMGHI0tUCJbX5THDoWk+noO/gGAYlvZfNh0BJTAeOKoYqkx0zGKquaWmU0mh/XtLX8hnwN7ak7Yzsj1LDleUJJTtOexbampSXIcKTv3AzwBAHO0ZfA60xFQIr/c86+yrZDWdF6pQBWOctXUiPhA9KAeevl/UcJrVEfDpDobJrSoaURWwCv68wWDUl1d7mOfbzkAKBxeU2vKI7u/ot7xXaZjFEXNFPH+iX166tVvaSpd3W9x4PQGYgt0NLZQjaGkAiV6Fbes3DQV36eMAwAwX4/v/Yb2D281HaPgaqaIH40eYK9wSJIOjq+Q65d+RSVlHAAK4/KunaYjoMRS2SltPvAD7R9+wXSUgqqZIg5I0mWL9qmzYcLY82ez0uSklMlQygFgvg5OrjEdAQbEMxPauO/bOjS2Q36V/BCliKOm7Bxcq9FEm7Hn933J86R4PFfKneKtGQWAqrW+Y4/pCDAk7cT1s53/rGhq2HSUgqCIo2a01BVnD/H5mpqSxsdzf2YyptMAQOXYOnit6QgwrHtku+kIBUERR82wAq5sy9PFXT0FOeK+EFxXGh2VxsZyU1a84m/mAgBAxXu2+wFtP/K46Rjnreb2EUftmki1SpKsgC/PD6icDsBMp3Ml3HWlcFjq7DSdCACA8uXL05ZDP5EvT1ctv8t0nHljRBw1xbYcjSVa5Pnl+a2fzebmj/f1SbFYrpxXyXoUACiY6xdvMR0BZSDjpvR8z4+16+gm01HmrTzbCFAkazt71VZfPvPET8d1pWhUGh7OjZazqBMAjnt1Yq3pCCgTjpdV1k2bjjFvTBMVKBgAACAASURBVE1BTdkzfMGxj1JGc5yLyUkpFModDBQO507sBIDz8fjjuV/yV6+WLr3UdJpzt7B+WEOJhaZjAOeNEXHUjIWNo1rUNGI6xrw4Tm6qSjSau0xNSUuWSL/5m9KiRdLEBFNYAMzdv/+79NWvSps3m04yP6+OMyKO6sDYGmpGNN2ogOkQ5ymbzV3a2qQPf1haulTatk1KJHJlvaFB6ugwnRIAAMwFRRw1I+VETEcomGAwV8JnymRyl2g0V8YbGnK3h8OlzwcAxVQXTCuT4cUNlY+pKagprZGYwnZ1n57jedLIiNTbK/X350bLOTAIQDVZ177XdASgICjiqCktdVMK21nTMUrGcXJlPBo1nQQACmcs3W46AlAQTE1BTTk8ueTYR5WzawoA4ERZN2Q6AlAQjIijZqxs7deqtn7TMYxIJqWxsdzOKwBQ6Qbii01HAAqCEXHUjN7JJRW/a8p8eV5umopl5fYll6TGRqm+PvexbZvLBgBAraKIo4YExFbbx8XjuUWctp3bYcWychdKOQAApUERR01Z2jKoyWSz4g6zsmZKJHJ/ZjJSXV2ukNfVmc0EAEC1o42gpqSyETk+Q76nk8lIqVTukkgcv3ie6WQAcNxrunaZjgAUBCPiqCG+xpItkgJi15Szy87Y5TEelwKB3EFCjJQDMK17co3pCEBBUMRRM1a2HVVAvg5NLDMdpeL4fu6SP70zGMz92diY+3wgkJvOAgClkMg2mI4AFARFHDWjd2Lp2e+EcxKP5/4MBqVw+HghD/LKAgDAWfHjEsB5c5zcn66bK+OhY2dt2PbxjwEAwIko4gAKKj+FRTpewl33+Ofr6tgiEQAAiV1TABRZ/jCh/CWRkNLp3MVxjs8/z18A4GyuX7zFdASgIBgRR82IBHM7paSciOEktS1fuAOB44s/pdwc8/z8ctc9fh8WgQI42fMDG0xHAAqCIo6a0RKJKyBfqSmKeLny/dy2ifmtE0+expLNshgUAFA9+HGGmjE01Wk6AuZh5vxy1z39CHk4XJo8AAAUCkUcQEXx/RPLef62QODE2wIByjkAoLxRxAFUvNkWeuanuXjeibfbdm5qy2wLQ08u8wDKU8jOKOPxmzYqH8ugAFSt2cq26x5fJHryxfdzxf3kC4Dy8prOV0xHAAqCEXEAmCF/ONFM4fCpU2LyO7rMvN3ULi/nuvUji11R6V4autJ0BKAgeDkGgDk4uezmS/fMEXPLOrGIzyz1tn186ovnHX+smbcXKlveyXPpZ95f4tRTADCNqSkAUCQzp7fMNod9tvKcP/hotttnK9b56TTnmmu25wAAlBYj4gBQZmYr6KU4dZTFqgBQWoyIAwCAitJZP2o6AlAQFHEAAFBRWusmTUcACoIiDgAAKsrBiQtMRwAKgiIOAAAAGEARBwAAAAygiAMAAAAGUMQBAEBFWdPabToCUBAUcQAAUFFi2WbTEYCCoIgDAICKMpLoMh0BKAiKOAAAAGAARRwAAAAwgCIOAAAAGEARBwAAAAygiAMAAAAGUMQBAAAAAyjiAAAAgAEUcQAAAMAAijgAAABgAEUcAAAAMIAiDgAAABhAEQcAAAAMoIgDAAAABlDEAQAAAAMo4gAAAIABFHEAAADAAIo4AAAAYABFHAAAADCAIg4AAAAYQBEHAAAADKCIAwAAAAZQxAEAAAADKOIAAACAARRxAAAAwACKOAAAAGAARRwAAAAwgCIOAAAAGEARBwAAAAygiAMAAAAGUMQBAAAAAyjiAAAAgAEUcQAAAMAAijgAAABgAEUcAAAAMIAiDgAAKsb4+IXyfNt0DKAgKOKoSb4fVjp9hekYAIBztGfPu+U4EdMxgIKgiKMm+X6d0ukNpmMAAIAaRhEHAAAADKCIo2b5flie12g6BgBgjl555Xc0Pr7edAygYCjiqFnZ7AolEreZjgEAmCPfD0gKmI4BFAxFHAAAlL1o9EJFo2tNxwAKiiKOmpZOX6Jsdo3pGACAs8gV8QtNxwAKiiKOmua67XLddvm+6SQAgNPx/YB89g5HFaKIo+ZNTb1JjrPEdAwAwGlMTFyiPXs+bDoGUHBB0wEAEwKWp/DCYVmOo6DrKBTplO/Z8jwp6ObuE3Ikz5dcJ3fdcSXP9TV2sM9ccACoMb4f1OjotaZjAEVBEUdNCgRd1a/dP+OWuc0T9z1PkbZWeV7uuutqelqL72v6dseVdOx2zzvxPq6Xf7Dj95cky5ICgZOuH3vPKiDJnvGubH29tPngsfstlS5+7ZlzB0NSMCjZsz3HSRsQ2LZO2JTg5K853ddZ9ql7GQROeqxp43skebN8AgBO5Lp16ul5tyTXdBSg4CjiwDkIWJYWXloei4W2H8n9aS+SVi8ym+VcZRtadPLEfGeWiXJJSxrYn5U9fkhr146WKB2AcvLKKx8zHQEoGoo4gJLzGxaccttsY12upMl0Wi8+FtLGjWsUDrt673tfluQrFGJEHYXh+0F5XoNcPyPPr41RVzssBesk2VIqe/6PZwU8hYOF/7tznIgmJl5T8McFygVFHEDZy2SCymSCiselr3zlRl100aiuu65fCxbEFYnURnFC4aXTl8rzGpVKXafx8T/WS6P/poHkNtOxSuK63879mZV077Pn/3gdDVG9du2O83+gY3xf8j1pz94PKepk5AQH5FmePNuT66elAFtdoTpQxAFUnP37O7V/f6euvbZf7e1JtbamtX79uOlYqBDp9DqlUtdqcvL35TjLTMepCmOJFj24/ZYiPPJeqXFvER4XKA8UcQAV64UXlkqSmpvT6ukZ02WXDWvFipjhVChXo6Oflu/XK51er3SaXTgAmEcRB1DxYrE6vfDCEnV3t6mxMaP3v3+XgkHeukbOxMQHlUi8UanUNeLHHoBywisSgKoxNlavsbF6feEL10uSrr12QDfddFSNjVnZNsW8Vrhum1y3U/3990uSPC8iqc5sKACYBUUcQNVJpXIvbZs3L9fmzcv11rfu18KFCa1axbSVauV5TUqlrpYkjY19UpnM5YYTAcDZUcQBVL2f/OQiNTZmdOutfVq5Mqo1a6ZMR0IBRaO/oUzmEkWjHzQdBQDOCUUcQE2Ix8N69NE1WrJkSkuWxGXbvt71rgOmY2GeUqkrFI1+QJIUj98t328ynAgAzh1FHEBNOXq0SUePNkny1d/fpPXrx3TnnYdNx8I56Ot7QK7bJsdZaToKAJwXijiAGhVQX1+T+vsb9eSTy/XOdx7QRRdFFQ57amvLmA6HY7LZlZICikbfq8nJ3zl2a1hSwFwoACgQijiAmub7AbluQPffv1aStGhRQvfcc0jLlsXV2Zk2nK52pdOXynGWa3DwC2LHEwDViiIOADMMDjbovvvW69JLx7RyZUy3396vcNgzHasmeF6DJic/JEmKx+9SJnOZ4UQAUFwUcQCYxe7dHdq9u0N9fU0KhXxddtmYbrhh2HSsqjU+/odKpy9TInGn6SgAUDIUcQA4gx07OiVJe/a06he/WK4PfWivlixJyLYNB6twvh9QJvMaDQ39vSTJcZbJ9xsMpwKA0qKIoyb5npQYt0zHKDvhRl+hCCdQziaRCCmRCOmv//pqtbWl9bGP7VZbW1atrVnT0SqG67bIcZZKkgYGviHXXWA4EQCYRRFHTcqmAtrxQIvpGGVnwcVptS51zvnrGjpdNbTXzjzqiYk6ff7zV+uqq0Z17bUjkqQbbhgxnKp8+X5AU1NvVSp1nWKx95uOAwBlgyIOYNrwq3UafvXcd6hYsSGphvba22HkpZc69dJLnZJ89fU1auXKuG6+mUKel0jcrFTqZvm+rcnJ3zMdBwDKDkUcAM5bQI88slxtbWk999wCve1th3XhhVOmQxnjOIs1MvJXymYvUDa7xnScsjByIKSR/eGSPueCizPqXMPUKaCcUcQBnDd/aLW82JCs5nHTUYyamKjTxESdDh5sUl2dp2XLEvroR/cqGPQVDFbv3Hvft+X7dRob+5QSidvl+0G57mLTscrGxJGgujfXy82Udl1KbNBW73ORkj5nqVz+jikF66r33xRqB0UcwHnznaDksfg1LxYLKxaTRkYi+oM/uEl33dWvW24Z0QUXTFVVIc9k1srzGpVKXauxsT8zHadseU6g5CVcktyMJbdKD4n1q+efEWocRRzAeZuamlImk1F1jr2dv1/+cql++cul+q3f6tbSpUldc01lv3OQyaxVKnW1JiY+KsdZaToOAFQsijiA8zY5OalkMkkRP4tvf3uN2tvT2rFjVJL0pjf1a9myylnkOjb2X+V5jcpk1iuVusF0HNSo5cuXy7ZjklzTUYDzxnvJAAAAgAGMiANACY2P1+nRR3OH2rz6aouWLEnqE5941XCq00skXq+JiQ9LklKpDZJCZgOh5i1YsECWtVeMiKMaUMRRk4LBoJYvX64jR46YjoIa1t3dpJ6eRu3c2ao3vGFIb31rvyQZPa3T8xrk+xF5XoP6+n4o34/I95uM5QGAakYRR82ybdt0BEC+H1A0GtZDDy3XQw8tlyR95jO7tGBBRqtXJ0qWw/MalMlcqWj0vYrH31qy5wWAWkYRB4Ay8/nPv0arVsV1552DuvbacS1dmiracyUSr1M2u1quu5jTL1H2Ojo6FIlExO6FqBYUcdSscDispqYmTU3V7gmIKF+HDjXqX//1Am3ZMqFFi1Lq7Mzofe87XLDHz2Reo3j8t5RM3iLHWVGwxwWKacmSJWpsbBSv2qgWFHHUrGAwqPr6eop4gXj9F8tfsl+BUJWeIGLIyy+3SZLq6lxt29amt7xlQHfcMTzvx4tG/z+57hr5fptc94JCxcRppKcC6t3Cxp4AZkcRR01raWlRMpmkjBdAdios3wsoYDpIlUqnbe3d26IDB5r0pS9dqM9+dpcWL06po+PMCztdd4kkS6nUu5VMfli+H5HE+ohS8dyAUpP8fRfCypUrtXr1aqXTlbP3PnA2FHEABdHT06P2GzOqqzOdpLo5jiXHkT71qSu0bFlCv/u7PQoEpHXrYmptdWbc7xK57lJFo/9bUr25wEABhEIhtbW1KRDgV31UF4o4al4kElEikZDneaajAOekr69Bf/mXl0qS7r57UKtXu3rjG98oSUqn75bjXGkyHlAwzc3NWrNmjVyXvcNRXSjiqHn19fWybZsijor26KOL1NzcrFtu+RPTUYCCsm1b69evNx0DKAqOuAcktba2mo4AAJiFZVlatGiR6RhAUVDEAeV2UOGAHwAoP3fffbfpCEDRUMSBY5qaOMYbAMpJV1eXgkFm0aJ6UcSBYyzLUjgcNh2jonnDHAwDzDS4m22Ezsell17K6zKqGkUcOCYQCCgSiTD6ch780eWmIwBlZfAVSuR8rVmzRu3t7aZjAEVF40DZ8n1f8mfsZBKwir6HrGVZsix+P50vx3HOficAOIsVK1bouuuuk2VZuZ8FQJWiiKNsZcZGNPbir6evL3rDmxUowWh1OByW7/vKZs98YiFOtWfvXl1/o+kUACqZbdtqb29XOBzml3tUPYb+gFnYts0uKgBQYoFAQJdddpmuuuoq01GAkqCIA6fBXHEAKK3LL79cV199tekYQMlQxAEAQFm46KKLTEcASoohP5StgCVZlmTy5PlAICDf9+X7ftEXigJArbJtWzfffLOam5tL/tzDv94kL5OWJDVftE4NS9mGFaXDiDjKVnu7tHat6RS53Vs8z2PlPgAUQSQS0S233KKLLrrIyK5VXiYlL527+K5b8udHbaOIA3NAGZ8jPyBvYoHpFEBZGO0OiZeMMwuHw9qwYYMuvvhi01EAIyjiwByxpeEceJa8oVWmUwBloX97neQzpe1Mbr31Vq1bt850DMAYijhwDhzHUTqdNh2jbHmep97eXtMxAFSA173udSzORM2jiKOs2XZuwWY5cV1X6XSaaSqnkUgkTEcAUMZCoZDuuOMOXXLJJWW1CP6CC3IXoJTKrOIUT2zUUWKSRRiVZuFCqavLdIpTZbNZJZNJeSa3dAGAClNfX6/bbrut7Eq4lBv0KbeBH1S/mvmWO7gtoed+PKHkFGUchZHNZpVKpRgZB4A5uOKKK3TzzTdr/fr1pqMAZaOm9hE/8EJS2bSvuz7cWXa/iaO06iYuV6wAj5PNZuU4joLBoBoaGgrwiJUvFbV0YGP9We/X0OlpyWXMtwdqwfXXX68NGzbIsqyyfCextVW66CJpyHQQ1JyaKuKS1LszpSe+MaY7PthpOgrmaPFiKRot7GOGkksljRbksdLptDKZjCRRxiU5KUvD++rOej/7kK+R/aGz3i+daNSyZW0aGRlhoSxQgWaW8HJVX5+bCjk0ZjoJak3NFXFJ6t6e1H1/fESX3taka97UolBd+b44QAqHCztvr2HotZIbLtwDKre1YTQaleM4am5u5h2XOXAzAcVH5vYSVFcnLV26VJ7nqa+vT57nleWoGipTJpNRLBZTfDKrVLJwLzaeW7uvA4FAQK2trVq3bp2uv/56WZYlt0wPywkEpMZG0ylQq2qyiEuS60g7npxSwAro6jc2U8bLXGNj7sWyIPzi/UCIxWIKBAIKBoOqrz/79AzMXSAQkG3bWrlypRKJhKLRqFKpFIUc89bT06NkMqm+vj49/fTTx25tMZqpWlxyySV685vfXBFraMJh6Y47pFTKdBLUopot4nkvPx6T7/q64e1tpqPgDBYvlkYKUMTt5GIpU9yCHI1G5bquOjo61NTUVNTnqlUNDQ1qaGiYfhfCcRxNTU2ZjoUKceTIER04cEBbt25VLFaI1SKYaf369brzzjuL+hyp/gWKrOgv6nMApVDzRVySdmyckmUHtOGtraajoMhCySVStl6umynq83iep/HxcSUSCbW0tCgSiRT1+WpVS0tu9NJxnOlinmJYC6fx0EMPKZPJaGRkRIODg6bjVJ2VK1fqiiuu0PLlyxUKhYo6Gp48srBgRfymmwryMDBkajCsWF1EWm46yfxQxCXJl3ZujOnQzqQuf0OzLr6hgTm+VSgYX6FQYpVcqSRvl7quq0QioUQioSVLligcDvN9VSTBYFBNTU2KRCLT88gr4S1xFM/M//+bNm3Szp07NTIywvdFkSxcuFD33HOPmpqaSjJdzMsGFduzUs3rzv8k3xUrChAIJef7UmoyqMPPduia9sqts5WbvMBcR5oYdPSr747LdXytu6lRlk1pqiYBLywvayubzY2Gl2oFv+M4OnTokILBoJYvX65wuLALRXFcMJh7SVuzZo2k3DShaDSqbDZLAash4+PjisViuvfee01HqXqtra16//vfX9Ido4aHh+W5vtzU2XdnQnXKTNk6+HiXsonKr7GV/19QBM/8YEIBS1p/M/N7q0XArZOVbj+hjEUikZJOY8hms+rt7VVXV5caGhoo5CXQ0tKilpYWjY6OKpvNKpFImI6EIkkkEtq/f78kafPmzUw9KbLW1lYtXbpUN9xwgxobG0v6i25+4baXCSkba1ComX/XtSQ5HlTfc+1VUcIlivhpPfujCU2NuVqwKqzVl7P7RaWzss0KxlbJcR1JMraNViqV0pEjR9Tc3Kxly5ZNj+CiuDo7O+W6rqLRqJLJJPPIq8wzzzyjoaEhvfTSS6ajVL1AIKDXvva16urq0oUXXiipNFP9ZrIsS4FAQG6iQemBDop4DUmOB9W/tU3J8eoZyKIFnIbnSNsfi6mp3ZZlSStfQxmvWJ6t8MTl8jxPvu/LdV35vm9027tYLKbu7m5FIhGtYIJiSdi2rfb2djU2NiqbzUoSo6YV7NChQ9q8ebMkqbu7e/r/KYrr7rvv1lVXXSXf941P9woEAkqPtCncOalwB7vfVLuejR3KJm2lTirh69at0ZVXrjOU6vzVTBEPBoOybUuue27la2rc1cb/GNedH7K0+EIW21WigB+SnepU1sue8MPDsizV1dVNn4pZalNTU5qamtLk5KQWLFigrq6u6ZEeFE84HFY4HJbv+1qxYoUSiYTGxsaMlwqcmeu60+9kfelLX1Imk2GqUYmEQiFde+21uvrqq41vyRqNRpXJZHJTUzxPXqpObrp6RkdxKs+VDm3q1NRAnaRTfz62t7dowYL20gcrkJop4v/5P79Te/Yc0COPbDznr00nPP3sn4b1pj/oUlO7rbZFZz+WG+WjceDO6ZKVL+LlMCqez5PJZNTb26tDhw5p7dq1am+v3BeUShIIBBQKhdTa2qrW1laNjIwonU7L8zxGV8tI/iTV7du3a+vWrabj1JT8AME73vEOSTL+enlyhvyCey9ZJ9+1FLDN50PhOJmAMtGgBne0aGqgercArpkiXgiPfGVEbYuCeu372rVwNau1K8npirdt27Jtu2yK1/79+7V69WrV19cbH3mqNV1dXZJyi2onJiaUSqXK5vuiFh06dEgjIyN6+OGHy/Zo9Gq1cOFCLV26VLfeeuv0Xv3lIJvNKpvNyrZt+b4vy7LkeZ4Sh5Yo3DWhUAvvkFQLNxvQ4MstGttX/T8HKeLnaGLQ0eb7J3TLb7RRxitAKHaBvKwtKVfGPc+bnivueZ4syyrZNoZz4fu+enp61NzcrKamJnV1dXEYUImFQiEtWLBAyWRSmUyGaSsllE6n9cQTT0iSDh48qOHhYcOJak9XV5fe9KY3Ta9dKafv/XQ6rXQ6LUnTJdyyLPm+r+ThRQqu71HAKp+8mL+j21o1fqDxrPdrb2/Rhg2XlSBR8VDE52G0L6tN3xnXnR/qZJpKmQsll8l3LbmuM/0DJT8qnp+mEgqFyqqMS7ndVVKplOLxuMLh8PS+2Cid+vp61dfXT28zOTU1xXHoRfToo4+qr69Pvb3nf0ALzt3dd9+tBQsWqL6+XgsXLjQd5xT57Ucty5LrugoEAtMXy7KUHupQ87oe0zFRAH1bWzV+YG770re0NGr9+guKnKi4aqqINzU1zGvB5mwmBh395ItDesenFikcsRSuL68iByk8eans1EI58qZLeP4tbsc5Xsxt2y7bBZLJZFLJZFJ79+5Va2ururq6yjpvNaqvz+2YVFdXp/b2dg0NDSmTyZTFfNlKlkgk1N/frwceeEBS7nudv9PSamho0OWXX66bb75Z9fX101M+ymkUPM91XTmOM12+fd8/oYxLkucEZdtMJ6tEniuNvtqk4Vea5GYszbYos1rVVBH/sz/7mLZvf0X79vUU5PHSCV/f/csBLVwd1us/0KGWrpr66yx7AS8o1/FPmIoyU/62/FzDcua6rsbGxjQ2NqYlS5aorq5Otm2rro7pUaWSn8a0dOlSOY6joaEhOY4jx3FMR6sYsVhMIyMjkqT777+fXU8MWbx4sdra2vSe97ynLEv3yTzP0+jo6PT1mXPEJU2X8okXL1HnTTtNxcQ85Uv4wEutpqMYQXMsgKGejDbfP66b39Wm1oVMVSkHVrZZVrrthLKdv8ycmiLlSm4kElEmk5mef1jOhoeHZVnW9I4fnNJZesFgUEuXLlUikZguk9Fo1HCq8uV5np5//nn19/fr5ZdfNh2nZi1YsEBr1qzRhg0b1NnZaTrOnOX/jeXng+dfu2e+M2jbtlzXVnqkVXVdk0ZyYn7mW8ItK6Brr31NERKVFkW8QPr2pvX0/RN6/fs71Nhmm45T8+x0h6zkAjmec0IZl3TCCPnM2+vq6iqiiOdls1mNjIyooaFBdXV16ujoYMpKiTU0NKihoUG+7yscDiudTjOPfIa9e/dq79698n1f27ZtMx2nZtm2rTe/+c3q6urSqlWrKmIUfKZYLDa9ODPv5MWarusq4IaVOtpFEa8QEz31mhqq00T33OaDn8y2bd11100FTlV6FPECOrovrUe/OqL2JUG94bcrZ7Sh2ljZZtVFL5Wv46Pe+eKd38Ywb+bHgUBAdXV1FTfVIJ1OK5vNTh9M1NTUpObmZsOpaksgEFBLS4tc11Vzc7PGxsaUSqVMxzJmYmJCP/jBDxSNRnmnwKDrrrtOV155pQKBgJYtW2Y6zrxEo9FTCnh+sWZe/mMGIirH5OGIjm5rlZNi4LLmivg3vvH3uvXW3yjaiMBYf1ZjR7Py3FHd9t52FnGa4AelTOP0TimzFeuZizXz1wOBgGy7cl8U8kV8cnJS8Xhc7e3tsm277LZorGb5fekXL14sKff/ZGho6JRfAKtNNptVPB7XY489pldffVW+77MHuwENDQ0KhULq6urSe97zHtm2rWAwWLHfe9FoVPF4/JSpKPk/86Ph+ddux3GUGW1VvHuJGtccNZYbp+f7UvRIRIef6ZDvnd8vTq2t1bHHeM0V8fr6EuzJ7EvdLyVlBwO6/m2tamip3HJXcXzJTnWdMPVE0mnniJ88f9y2bdXX1ysej1fsISL5/5axsTFJuSPdm5ubFQwGKeQlkv97jkQiWrlypaLR6AnzyatFb2+vUqmU+vr6tHHjuZ9ajPMXCoW0evVqSdJtt92mlStXmg1UII7jTP8yN3OkO/86nR9gmblzSiAQkBWw5SYictMh2XX8MlhOEqMhZaaCOvxMR0Ee7w//8P0FeRzTaq6Il9L+rbkfuh1LQ7ridqYKlIalyPhVyrrZE4r2yQf5zCzkMwu353kKh8NKpVIVW8RP5jiOYrHY9E4rlmWx20qJtbS0qKWlRePj4/I8T5lMRslk0nSseevv79fBgwe1ZcsWTU4yH9eUq666SgsXLtTNN99sOkpBua6riYmJ6X8jJ+8dPnOEPL+PuOd509fTQx0Kd03IXjRu8j8DM0wNhtW3pU2ZGBtanKwmi/jHP/47+uIX7yvJc+3fmlAgIGVTnq69pza35im1k6cBzBz1nunk6/ninS/j1fbW+skn0km50fJKno5Tadrb2yVpeoeeiYmJivo+++lPf6p0Oq3R0VH19/ebjlOTFi1apFtuuUWSdPHFF1flybuu6yqZTJ5Sume+Zs8s3/nb81NVLMtSsm+hQq1TsiOV8++rWsWHwurfWtgSfvvtBpqp6QAAIABJREFUN6il5ewnb1aCmizit922oWRFXMrNiXr5ySkpIF37Zsp4seVHv/OFfObldCVdOnFhp23bamxsrKhdVOZq5vzdmXPj8wfXoPjC4bDC4bAikYiy2awGBgZMRzqt3bt3T087GR4e5tAdQ97+9rdryZIlCofD6ug4/tZ+pc7/Ph3f96f3DJ85J3zmqHh+Xnj+c/nXMNd1pwu6M9kk37ElUcRNSk0GdfjZdmUTha2ba9euUiRSHe/s1mQRD4VCWrCgU8PDo2e/c4G4WV/bHo3JdaSr39isUB1zdYtpZvk++Tbp+GLN2Up4nmVZam5urupdH2b+PeV3+QiFQqecWIfiCIVCCgaDWrNmjWKx2PQ0D5Oj5PF4XIlEQplMRl//+terruhVgtbWVoVCIS1btkxvf/vbJakm/j16nqeBgYETFtifPBI+8+9g5rt7J++iEggE5KbqZDemVOV/bWUpm7B04LEFysZtFfqUzKamBkUi1XN2Rk0W8RUrluiTn/xdffrTf1vy53758ZgsS+paGdbqyxmBLIaTF2bmR8JPnhs+2zzx/5+9Nw+T3K7uvb/apdq6urt6m+nZPdMztsfLeDdeMRgvBIKDTQJctiwkgSQvgbCFcMlzIeTyJGS7Tt5A8obchDw3cAMhgZsLJuwY78PY421sz3jW7p7eu/YqLe8fNdKo1FKXVJtU1efzPDXTpZZ++lV1lfTV0fecY1+mqqoVKd5ItaFNEehsEtTvIiAszPfV9JEDwOzsLFRV7eodmWKxiKNHj+LJJ5/E888/37X9EjUURcHOnTsBADfffDPGxsZCnlF3qVarWFxcXOMFt0fC7XYU4HzgxFzX7Lhpbr/61AXI3PJ4mC9rQ1Ja5nHq4UFU852RmLfeejX27t3RkbHDYEMK8bD56QNZcDxw/RsHMXVtf3icIoNNdHu1tg96a90sSdcvyZtBcEZDTQ8m0VnGxsZQqVSQz+eRy+U6GiE/fPgw5ubmkMvl8PjjJFq6yc6dO7Ft2zYAtQuxAwcOhDyjcFBVFUtLS1YJVgCu/nB72UK7YHdGxs2qRWSj6j6lZR6nH0ujuNg/EetOQ0I8JDQVeOTfV2DoBvZe3x+1MKOE3XbiJsid0XBnaUO76OY4DrFYrO9KzwXFjE45PfZhs7KygoGB/su9MH3kiqJA0zQrYtguTp48iR//+Mc4ffr0hrrjEwXe9KY3AQBGR0eRyWRCnk24qKqKxcXFNcnk9qi4/X83j7gzcm7+rh+PC1Hm+I+GUM1zHRXhu3ZtwYED+zo2fhhsWCH+ildcifvuuxtf+tI3QptDOa/jkX9bAScw2Hl5DCxHt/9bxUDtFjvP1z7aTu+3PVnTy0fu/F/TNCt5s1KpbMjIuB37bWHzbgFQO6GGIczj8f6+q2RWxTAMA/F4HCsrK03lLZh3ib785S9jbm4OlUoFuVyu3dMlzsGyrPVd2blzJ+68807rd8PD1HnZxCzn6fSCN8Ipzp0CnmEYyLKM8EMF/Y+hA8d/OITsGRnt9oM7SaeTGB/vr4vXDSvE43EFAwPh1/aulAx8/4tL+P4Xl/Da3xzB+M7+yAIOE3u5QlN4O8WzM1oOwEoQ8joZ6LpuJW9GIRIcNvbbxMB5TznHcWtqZHfy/TIvuvodhmGsromZTAYzMzOoVqsNbSvT09MwDAOHDh3Cww8/3KXZbkzGxsas78Ott96KqampkGcUXVRVhaqqmJ2d9RThbv5wezMfYG3wipqWdQ+twqCS4zHzZAq56c6X0RQEHpnMYMf30202xhnMg6mpnRgfH8HMzFzYUwEAfOvz87jtHcPYPNV/dWG7jT1R077MHhn3wr6dU0AyDINEIoHV1dUNHxn3guM4JBLn7VaGYdR5PyuVCvnM28D4+Diq1SqWlmpNS5wXPydPnsTCwgK+/vWv1wkXon3E43FccMEF1vO7774boijSnc0GVKtVLCwsuHrCnZ5vL5xRcPMOHR2Xu4NWZTB7OIWF57tnrc1kBvGzP/vKru2vW2xoIf7KV16Pb3zju5ER4pWigR/+8xKuvyeNrRdTRZVmcVpOzAO6vYKKfT0ArsvctgVqJwBFUWAYBgkcH5gXLyblctmKbJXL5bqTMREMQRAwOjoKAMjlcmBZFt/61rcAAC+99BJmZ2fDnF5fsmfPnroEy/3794c8o97CvHh0fu+9Ll7cPONOoe5M1mQYBrFYDBzHkTWlQ8wcSmHxBcpvawcbWohHkdyihge/sgxOYCgy3iS6rqNcLluWBbeyheb/bp5wt6i5M4JrJnDquo6lpSWK8AZAkmr2K0EQIElS3ftsVgohgmNe7Dz44IMhz6S/uOmmmzA5OQmgJvIymQzS6XTIs+pNNE3D/Py8Z3UUO86kTDtu4tyMhpvLFEWhOxMd4swTA1h8sfu5OW9+811d32c32PBC/Pd+7zdw6tQ0Xnjh5bCnYpFb1PCfX1jA3e8dwfBmKgHUDKqqgmXZNb5vZxKm+bMzEg5gjXB3bmfWrO33pj+dhOf5Oo+3JEl1lQ7MW9h2yJ9PtBNJkuoE27333ouhoSFrmaIoEIRaa24Sds2j67pVH9+Os0W9s229czmAOuFtH4foHIYOLLwYx9wzSWhlFjC6+37Lsohdu7Z0dZ/dYsML8XQ6hX/8xz/F297223j++aNhT8eiUjSgk9WtaZwRcLfkTBP7wdwuzt3GctsPx3GWGCd/YmuwLFsnzHmex5YtW+rubkxPTwOor95idgXtBIIghNrpkmgfmzdvXpPM99a3vtU14ZeEXfuoVquYm5uzRPh6UXATU3w7u2q69Tawr8eyLDiOo54HbcTQgYUjcUwfDO9O0Ac+8M6+/U5ueCEO1DJxP/vZj+ETn/hTPProk2FPh2gDZgt7s7SevZKK+RzwrpDiJaid/nHzuWlVKZVK5HnuICzLWmLK/Ntqmoa5uVqeh3lbWtd1LC8vt2WfiqKQEO9BLr744jXdYV/1qletWUZ0Dk3TkM/nkc/nPfNp7PYS87lfAe1c14ySx2IxyLK8JoGZaI6FF8IV4f0OCfFzTEyM4iMf+XX84R/+FR555FDY0yHagJkQ6JZw6bbMTXw7o+H2dZwNgsxa42YElaIx3YHjOIyPj1s/myXPYrEYgPMnegAoFAqBm+KQ7SjaXHbZZVbCqgnDMNi/f/8a0d2vEbUoous6FhcX6xqheQnuRj/bK6Q4G/fYm/kAsJpgEa2zfEJB/qyIpaPh9mq47rpLMTDQv4mhJMRtbN8+iY997DcwOzuPD37wD7C0RCfgXqZarQaKrnjZV9y2N5ujuCGKIuLxODVLCRGO46ymKSzLWnaEarVqLTcj6iYnT56kRNGIsmnTJtx8882uQnpkZMS66LJDojtc5ufnUSqVfAvu9VraO3FL1jS3EwQBoijSXawWWT0tY/qJAahFrvHKHWbfvp1IJNZ+x/sFEuIOJifHMTk5ji9+8c/w5jf/FpaXSYz3KqZYNq0KpnA2b5G6LQPqhbd9udc6zoZBqqpCEASk02mUy2VqHx4hBEGwEu94nq870e/duxeGYazxC1erVTz99NMNxyZL0vo06oB6xx13YGxsrO4OhgnHcRBF0bVZCwnu6GBawnK5XNNJ1fbcD/O5l0B3RsUZhsHQ0BDl6rSAYQDZaQknfjwIQwu/OdJtt12Dyy/fG/Y0OgoJcQ/Gx0fwuc99Gh/60B/i2LGTYU+HaJJcLlcnAOwVUtwi3V7Lg65jniBEUYQkSb46IBLhYkbITaFuIggCrr766jURdIZhLNFuGAYOHjxoLXfDuTyXy3U0ybSTJBIJDA66d7jzKjf3sz/7s2uWO99T+/pEb1EsFlEsFteIcKeQttf8dv7sJqDtVhTAO6/HLs6J5tFVBse/H40W8olEDJs3j/Z99+T+fnUtcsEF2/Dxj/8mPv3pv8SRI8fCng7RJNVqta7qhombT9wtodNtHbdxnOuZKIoCRVGQy+VIjPcpDMPgwIEDAOqtMHacy6enp7G0tOQqHNyiwo2Wu+ElaIOM7bb+xMQEdu7c6fk6SQxtLHK5XF2ZUT+dMddjPauKs6mPWR3FMIy6xmFEb6MoEt7whttw3XWXhT2VjkNCvAGXXroPH/3oe/Bf/+uf4Pjx02FPh2iCcrm8boTNXkHFKzFzvQi4M2nTvtz+u1gsBsMwUK1WycZAYGJiAhMTE+A4zlW4epXUc4sim5FGJ15je4nlIGMTRD6fR6lUQqFQWDcfx+/vvAS8n1yfVCqFVCpFwY4+4ed//i5cffXFYU+jK9DR1QeXXLIXf/Inv9fXyQL9jGEYKBaLdcLYT3lCE/t2zrb2jbyIzhq4sixblVUIgiB6lVKphOXlZeTz+YY1wZ0/+7nz4ufuj/kzy7JUKaWPeNvbXocrr7wo7Gl0DYqI+2T79kl86Uv34+1vfz/m5oKVPyPCp1qtQtd1q5yZvWShs+smAM+at07s22ia5tpEyDkmy7JIJpOQZRlLS0tU5pAgiJ7APMaZTbWc0esgVaoabdeou6bdMz44OAhRFOlY2sMIAo/XvOYVuP3268BxPFh249jbKCIegPHxEfz5n38Cu3ZtC3sqoZOerGJou4rhHRrkVGcOfhokZJlxlIRxlKVxoEXfqRnZ9vIuetUR9ypl2Chpc71oubnd4OAgksmkZ9IaQRBE2KiqikKhgPn5eUuEA95Rbzfs9ia7Ncq5nZ/KOPZtBUHo+2S+fofnOdx++/W4++6bIAjChhLhAEXEAzM1tRMf+9h78OlP/9WGTuDcdXOh8UotUkIKZ/irgDbl36iqCk3TIAiCFW3xsqI4vd72MdyWNxLlTvFvfy4IAuLxOMrlMsrlcrAXRRAE0UE0TcPS0lJdYx6TRt5vYP0qJ40i2I0qqXAch4GBAUiSRCULe5jXvOYVeO1rbw57GqFBEfEmuPTSC/Gxj/0GPv3pD0IQ6Fqml1BV1dU+4jcx0wunEHeeFBpVEBAEAbFYDPF4nLyOBEFEgqWlJSwsLLiK8GZYzzfutZ4ZIXd6xlmWxdDQEB0ve5y7774Jd9zxirCnESqkIpvk4ov34OKL9yCVSuA97/l42NMhAlAsFhGLxVzFt5ev2/mzM4HTiVclFaDeS+4cSxRFywfpXI8gCKKTmMeqXC6HbDaLarUaKDDRrEfcOYZ9Ll6WF47jIMsyHSN7mDvvvAGvfvV1G95aRBHxFrnuugP467/+AwwPp8OeCuETXdeRzWYtIW6PZjtLGNrx6wd3E95BT04sy0IQBEiSZNXJJQiC6BTVahWlUgnHjx/H4uKi7zKATk+33wopQH25TPs4XtuZ3nKO4zA+Pu5rfn7IVZJYrSSRrSahGmLbxnXCCRrEVBnSQAVSyl9BgH5EFAX8zM/cgte97lZIUufe715hY1+GtImrrroEH/3oe/BHf/Q5TE/PhT0dwgdmScNEIuEqyAH35j9u6zlZr+KKU+i7JYM6x2ZZFqqqetaEJgiCaBZVVVEul7G8vOy7WtR6tOIb98JeX1wURQwODrbcNMjOg9PXtWWcRiQms0hMZruyr6hy6aVT2LJlHHfddWPYU4kMJMTbxK23XgeGYfDJT/4PLC4uhz0dwge6rqNSqdSJW6+GPn47a7rto5HQXi+R0z4Ps82zruuQZZlEOUEQTaPrOlZWVlCpVFAsFq3lTiHtZhVpVGrQ7++cv/f62UQURQwMDEAQBLpL2INce+2leNObXgNZlsKeSqQgId5GbrnlWiQScfzKr3wk7KkQPtB1Hfl8HpIktdRgZz0h3u6ThdmZU9M08DwPWZbbOj5BEP1NNptFoVCAYRgolUod2UcQr/h6Qtz5XBAEqhfeo1x33aV4wxtuIxHuAnnE28yVV+7HX/7lf6POiT2CrusoFApQVdWzY6YzMXM9P7iqqp6Jn242FOetYGe1FbcxzP2USiWsrq5iaWkpcFIVQRAbB13XUSqVcOrUKSwtLaFYLHZMhAPrV0Fp5Bv3Gk+WZQwMDLRlfkT3YBgGV111Ee6993Ykk/GwpxNJSIh3gGuvvRx/9mcfx8jIUNhTIXxgGAZyuVydKPZq4uOkUdMeL5vJetvYcQp1txrnuq5jeXnZSrCiKgIEQWiaZvUmOHPmDGZnZz0Tx9cTzn6fryeuG/3Oq5ShmcApSRJGR0ep8VkPcs01+/Gud90DRaG7t16QEO8Q1157OT784V/DxMRI2FMhfJLL5dZEltfrrOmkURKn2/rtxBTkuVwOxWKxzvdJEMTGwDAMZLNZLC8vY2ZmBjMzM2sCAM3klzQTxfZ6HmQsWZaRyWQC7ZuIBldeeRHe/vbXhz2NyEMe8Q5y663XgeNYvPzyKfzpn/5d2NMhGmAYBgqFAiRJsiIvzqi2VwKn23MnzpNho6Y/jcZzg2EYy0Nu7oNlWcRiMYgilYkiiH7FtJuYQrzdtFojvJmETtOOQiVce4uLLtqFCy/chWuvvTTsqfQEJMQ7zE03XYMbbrgKsizjD//wr8KeDtEA0zMuy3JDn3+j6HjQ7pqNqqfYverrYa/HWywWreZALMsilUpt+OYJBNFPaJqG+fl5qKraVM8CE7dqKX6rnZjPAfgewysxk2EY8DyPdDoNnuepOlSPsXv3Vvz8z9+JTGYw7Kn0DHRG7gIsy+Kee14DlmXxx3/8eZTLlbCnRKyDWU3FrDFungi8POTmNo384kGe+xnDL6YQ1zQNi4uLYFkW8Xgc8Xjc+j2d7Agi+tjv0C0vL1ut56OYF9KozKGXSGdZtq5ZT6O8GiI6bN++Gb/6q29CLEZ+8CCQEO8SPM/jjW+8E4Zh4P77/ydWV3NhT4lYB/P2rqqqSCQSa5KE1uvAaf7eTqPqKH7qjfvBTVDb527O2+4hT6VSVrMgipYTRPQw7WZm9Hs9gtb5DjKWs4lO0Cj6erAsC47jkMlk2tqsh+gO27Ztwu/8zjvBshTUCQqddbvMvffeBcMw8Gd/9v+hWCyHPR2iAWZ0XFEUz3WaqY7iZ7/NCPNmhPTq6io4joMsy5CkWo3XWCwWeByCINqHruvI5WoBm0KhgHK5984XjTppOjtmmnYU8oP3Fvv27cTb3vY6EuFNQkI8BO67725wHIdPfep/hD0VwgeapiGXy0GWZesk0cjP7dx+vaROP97vZiPkbtg95CYcx6FaraJarQKoRfBFUYQoitQ0iCC6SD6ft5Iu8/l8x/bTrih5kN97CXNRFDE0NETlCXuQCy/chTe96Q6k08mwp9KzkBAPide//tXQNI0SOHsEVVWRy+XAsiwSiUSg6ihB/eBuiZ7N4hYhdxPiTkqlklWH2PShDg1RXXyC6AS6rmN2dhYALAtKK7Ra4aSVfQXd9/j4uNU1k/zgvcWuXVvwlrfcjaEharTUCiTEQ4LnOfzcz90Bnufw2c/+DQqFznU5I9qDGbleXV2FoiiWoDWjyCaNqqk0wk24+zlBuVV58ZOE6baOucwerZ+bm7OEfSKRgCRJvkQ9QRDnMfNFisUilpaWrOWdFs7dFOd+9suyLEZGRqhlfQ+SSsXxu7/7K5BlCaJIXcRbhYR4iHAch3vuuQOqquEv//IfKIGzRzCj46ZVxY5bAyDnc7sNpZ2WEz+4iW63qLnbLWJ7Ld9sNotsNgtZlpFMnr8lSbXKCaIes728yeLiYlciv36EdzuTLf3uh+M4CIKAZDIJSZJIhPcYmzeP4pd+6eeQSiXCnkrfQEI8Atx3391gWRYvvPAyvvzlb4Q9HcIHphjneR6SJNVFkO34acrjFObtqhbQqIJKO9A0DcvLy9bzeDxu3SGQJKlhLXaC6EfK5bIlvs27aL2Kn3rhTryqqzAMg3Q6jXg8TgK8B9m6dQK/8At3YnycOp22ExLiEeGNb7wTpVIZsZiMv//7fwl7OoRPisUiqtUqeJ5ft7JKEJqpwOImsMNIfMrn86hUanXyS6WS1ZBDlmUkEhRBIfqX5eVly3aiqqr1PYgSzUTJ28XAwAAEQUAsFiMR3oNMTIzgzW++C9u2bQp7Kn0HCfEIIcsSfumX3gRV1fDFL/5r2NMhfGJWG9F1vc6a4Wzy4/R6G4axpr64G35OWs025emkgFdV1Xp9mqbV3Z4fHh5uyz4IIizsCZZA7fNub1bT7wSpnpJKpZBMJjfE+9KPxOMKfu3X7sPICCXsdwIS4hEjHo/hfe97FwSBR0F6KOzpEAEoFArIZrNIJBJNe6WDJH4GxU1gewl45zK3bYPULHdedMzOztbZVsz6wSzLWg+CCBPnhXSlUsHCwsKa9dy+P6YNI2w6FQH34y0XBAGCIFjVligK3psMDqbwkY/8MpJJ6i3RKUiIRxCWZfGbv/kOfPmJM5jLnQh7On3JwJYydF2FbujQ9doJQlN1GAAM3YB+7qRx8nDwsXO5nNU+3i4om/F++7GluIlps1Om27rN4Dfi3uz4ps+cZVnE4/G62uUsy7omxhJEO6lWq3V2kkqlgmw2W7dOlEW3X7qRxClJEkZGRuqWkRDvLTKZNLZuncDdd99EIrzD0JmN2HAM7Spi8qoVsD4+/c0IcaAmxjVNgyRJEEURPM8HagIUBJZlIyMEvKqtBNm+VCrV2VgYhkEsFqu7yyBJknWxQxDNUCgUUKlUrO9OqVSq614Zle9UN2hXVFwQBCiKgng8Hlq5RKJ1BgdTuO++12D//j1hT2VDQEKc2FAM7sxh7JKsLxHeKrquo1gsolKp1JX4s//eTidLmrlFtN0EvNeyVmiHzaRSqdRFK8vl8pqW385SigRhksvlUCwW6z7blUrF+s75Fd29Fv0G2pd82ahjZiaTsUoTAhQB71VEQcA73vF67NmzPeypbBhIiBMbBAPp7QWMXroCTuzuCULTNKyurkLX9XWFopswb+Zk5iam3YR4K8vC9nDbE+NMzC6g9rnF43Ekk0kSBX2G19+zUChgeXl5zWfW/l3qlpDuRdFuJ4iFZXR0FLIst6Uvgm5oAAzoRu14aEBDbUgDOnTrXwaUR9IJWI4lEd5lSIgTfY+YKiOWzGP8ivnQ5qDrOlRVxdLSUl19bT81edeDZVnPJMxO0myVFpMgfm+/65pVaezv5erqKvL5/JoLh2Qy6WptMW+vE9GgWq261rBWVRXz8/PWMreLR/v/RD1uIjtI5JxhGPA87/k9aoXD5f8XZWPRe4VzX+Vt2n2QMN7WfRNEGJAQJ/oaJVNA5sApcGJ7/NjtoFwuQ1VViKIIhmHAcVzT0W+/tDNx0wuvBNFuEaTaSjabRaFQcBVwztKKDMPUjS3Lcuh3BPoFTdNQLBbrltmF9erqal21nW5aSIKM0evRb7+YPQEEQUA6nQYQngXlJPuvmNDvgoLJUPZPEO2ChDjR1wzsWoyUCLdj+lPdbuf66cjphZu4dApHN9HqtqzVyHfQRM2wMQyjrlOoiT1KriiK9V55JaeyLItkMrlhBbtpx7Lj9l4YhrFGiHutS3Qfe5RclmXIsox4PB6Jv4/OVDDL/ycyxk2I6dvCng5BNA0JcYIIGU3TLFHnbPizHmY03bmsnSdJv57xINuvt65fOiUE/IxrCke3998cg2XZuoocgPeFhpv1xln6LQx0XcfCwoLnZ8rrb2uu60ym9Xpv3d6XKEeYozy3TsBxHIaHh8HzPARBaFu1p3agMlnM8z+AwA1isHQdeG0g7CkRRGBIiBN9jaYyUMvn/KKcAS6in3hT7JgRKL8nuzAEQatR8iCRb6/9dOp1t3NcZ4tzrzKTqqquWT49Pe0q0L1EsZctx2ufXn8D53JN05oS4p2yhXRKBPfauN2AYRiMjIxAEIRI3K3yQmWzUJFFWTmLify9IFlD9Br0iSX6miPfjqFcrp1ERveWsfOGtbfBo4QpbhRFgaZpdSXW/G7vxEvQtZOg3TD97r9TTXyiVHvdDVMAO/FKqPOqVtFtQRsWUXg9UZiDF36TMyVJAnC+2hDQO2UIdbaE6fi/YFh7DaAmwp4OQfiGhDhBRBRJkiBJkmWF0DStLnHNTfj6iVx5WVraXX2l1cg5QfihkwI4yuK6nZiVnAYHB3v69epsAavKY0iVbwl7KgThGxLiRN+SzWbX2AN6EUVRrJNjtVpFoVCArusdv128niXB7/Z+122H59vLJhGFxDKi+2wUEd0KgiAgmUxaHYB7JfpNEP0ECXGibykUCqhWqx2zN3QbnuethClTZOTz+a7Ood3JoCatWkU6NS+CcKMXSxvarSiDg4MQRREsy1LdfIIImf5QKAThwu7du3Hy5EmsrKxYDSj6AfN1CIIAWZaRz+dRqVTA8/yaiJbba273+xBEBLfDmx3lxDEi+kRFGHcT83unKAoGBgbqEsP7gWMPKlh4qXZBMTYaw4HLQp4QQQSgP5QJQbjAcZwlEJPJJLZvH4COp0KeVfswrR9mUhXHcchms9A0zUrw9NvIp9WEzm6WM9xoIoroDt1uAtQNzLtow8PDfX0Bq6uAWq4d67VqdN5/gvADCXGib1ldXUWpVAp7Gl2DZVmk02lUKhWrhrM9uTMoXjWy/dIvkW+v1xwlwUUQdsyLc0VRIMtyyLPxz8rKCjRetdrYE8RGgIQ40bcsLi66du3rd0RRtBKvzMh4uVxGpVJpWdz6FeJB7CrdFrReUXmveXi9Dq9E1lYSXDciuq57dt2MwvsWlXk0QlEUxGIxAEAiUSvf12vWk8XFRahDKiCGPROC6B4kxAmiTzE9oUBNnOu6Dp7nsbKyUrde2JHnTtX0DtqIptPlFntBzLUDU1g7X6+X4A6KmzDuFbHcCcbHxwHUvsf9kgfTLLIsY//+/WFPgyACsbG/tQSxQeA4DhzHQRAEq316Pp9HuVwGz/NrOnkGOaH7FfKdbKLjNYeoi7Ner/QSdQHcyWh7GK/d/F4mEgnLfkL1+s/DcRwSiURLljyC6DYkxAlig2GetBOJBBKJBHiex+rqKoBanXKnKDcJ4pXuVKJlrwpuL3pZREVdhPcLZslSAMhkMj2w7066AAAgAElEQVR/8UYQRD0kxAlig8MwDNLpNACgVCpBVVXwPA9N06ykTyCYP7xVu8tGF3gktsIhKhcX8Xjcin6Lomh5vwmC6D9IiBMEYWFWWDDtKubzbDbbkf15RYQ7aWPpBaL02g3DiIxADYtWX7+f7Xmety6IZVkOPXeDIIjuQEKcgDOxvl/Ot4lEAoIgQNd1SJIU9nR6DtNXDtTfHi8UClY1mlaTw3rZmrGR2OhCvFMkk0mrwgnDMNTlkiA2ICTECSy+LOCF/4wDAOQBDZfd25noZ7OU8wy0sk8RYJy/pW9WEWhXtYaNDM/z4DgODMMglUohlUrBMIy6SLmmaZ7l0tphVwkKCUciDNwuWgRBsJaNjIyQ4CYIwoKEOGGRHFOx+5X5sKexhlNPyJh73l9Em2EYUPWq7sAwDDKZjPU8l8tBVVWwLAuO41CtVq065u3aX5DlbsJ/vfrmJNx7G6+ofVjVTUSxVgyb4zgMDQ3R54sgCFdIiEcYfX4ShnQSDNOdpgzjF5UhxnurAQQRHcxb7Ga0r1wuo1qtAqiVkTN/bkTQOt/tiLR7edJJPIWHeXfFr7gOKsTbLdDNCkQAIEmSVcOfIAhiPUiIRxh9YRMwwQBdEuIE0U4kSbK8+YZh1JVFXF5e9twuSr5xL4FOVqf+xa9AHx4errsIlCTJeh6Vz+9GYWrPFPaObaHvJdGTkBAnAAAn5P0YFKcxjBfDngrRh7Asa92qB2o+WYZhrAji0tKSZWPpBRET1hw7vd8w8inMi7SoiSj7e61pGh599FHcc8891jKe5yM3543K4OAgYvFNMAxjzZ03zWdvH4YB2IgpIsMAdNv8WQ5g6CPXd0TsY0fU071IeJWRoDHR/DgUmSRU6OBB3dL6BTPx0xTiZrdPoCba8/k8KpVK3TZeiaAbiV64SFmPqFZfYVnW+iyan0v7ZxIAdu7cGcbUiBZ59O/TvtZLjqu46LW5Ds8mIAZw+N+SKC7V7rRM3Z7D4FY6D/Yb0VReBIBzvtr5QYijC2FPJVSOShdDZE8grc+HPRWiS6RSqTXLSqXSmuTPUqnUrSn5gmo/r08UhDjHcZBluc4CJQhC3Wcu7DkS7WF+vrfPGQwL7H1NDi9+L47sDMm1foX+shHGMIDi8ckNL8QJAqh1G3RaAYrF4ppl+Xy+rdVaiN5EVVUcP34cV111Vd1ynucRi8UilYtAdIbjx4+HPYWWkRIGRveWSYj3MfSXjTC33XYlvvA/TyP70hiSu2bDnk5PYBgGTp48ieHh4bCnQnQBRVHA83ydoBJFEYZhrGk2tLi42O3pEV1ieHh4zefAMAzEYjEkk0kS3ARBRBYS4hFmYmIYWtWAukJdIYNQKBRIiG9gzKRQpxAfHR21apzbKZVKyOfzrol3LMtC07SWLCcbMfKq63pT75nzb2B/nkgkkEwmPddzqxEfi8UCz4HYeBgAVFYCEDGPuI3aZ5wyNfsREuIRR9d16BUO1TwPId6ZJA2e5+oqWkSRVXYIA/oCmC4msBL9hZkg6hSI8XgcyWTSVThyHIfnnntuTeKeU+QDWJNcamejCXE3JEnyvCgxhfTIyEidmA5aU54gTHK5nG+LmsrKODTyBlyKv+rwrJpnx44dGBo6DR0zYU+FaDMkxCMOw7AoLSqYOzSKzP6zEJPtF+OxWAzptL/M8rB4RrgCm9SjviqnaJqGfD5PbaSJtrBv3741y9xsEKurq4G6eZbL5Z6tBCMIAiRJWrdLqVNQDw4OAnCvwb5ex1OCaIaXXnoJxWIx7Gn0HGJhW9hT2HCQEI88tRq7+VkFiS1iR4R4t1kpJPGDwwegZc/CKOfQqEzjqVIi0PiqqiKbzWJoaKiFWRKEfxiGwcDAgGuk3C0KD9SEuK7rrpHdIOMA3o2HzLsAbsu9XoeXRcc+jl2Ie0WmqYIMQfQe0urawAPRWUiIRxx7N8KZQ0lIg2VIid6tCKHrLP75sbfjzCkd1TkRRn4eMPR1t+FHJLDxLk2QILqE2YkxiIB2E+iAt4D2GsdLQHuNQxFrop95euTnEMP656GNwvXXXxj2FDYcdGSNOAMDtWiwrusoZ3kc/uoAKvne9UYaAGazE+eeaA1FuJ2fMNf7XjeXy2F1dTXg7AiCIIhe56WXXsLMjH8vdVac6OBsWmdifBzbtnXeMpJYvAHDqdGO74eoh4R4xHnrW++CYRjWQ1cZ/PSrMrJzvSvGAcMmwP2/jqCdP3vVf0sQBEE0j67rvo//K9Ik9Ih2lTZhGLbjd6TYagqsRreewyDanz4CwPmDivl/aZXBsw9w2HOLivSmsGfXBMa5gyTDAgxT61zkgyp4zGAc4z6zxsvlMgRBoFvqBEEQG4R8Po+FBf9N8I4NvxoqF8PKqojvPzjSeANDh15cxoUXVTA20R95EFx1ALGVK8FXqexvGJAQ7xGsiPg5z/jqWeDwt3Tsv4PBwHiPRccNAwzDgmG4QMUIVQg4xUxi3PAnxEulEmRZjnxpRoIgCKI9ZLNZzM3NBd5uaVnENx9qHNky1DKq86t45kkOb30Xg4F079955aqDECpj5/JGekxP9AEUKuwBWJat1RM/FxE3a6OuzBp45F+qKK724IGAAcBytYh4A9Sl49AreQDAojGIl40tvneTzWbrEl4JgiCI/qRYLOLQoUO+1z+RvgErckDvtWEAuopjR3l84asHAs4werDVJJTVS8AwDA4c2AVFobK/3YaEeMQZHh7AW996l2eJsMKygX//41X8nz9fRmG1N6qpGLoKMBwYlq/ZUxqhlmuJnQBUcMgacVQNf7cENU3z3dQhDDZv3ozNmzcjlUpRgxKCIIgWWF1dRaFQ8LWuysrIiePQ2GCdqw1Dh6FrYDge8zkfVpYIw1aTSM3eBU5PgGEYJBIKWTlDgN7xiOPsIKfrutV224yQGzqweEbFD/9pBUcPFnpAkLM1Ac7xaOY22Al9HGd1/zXCl5eXA++j00xNTeH666/H/fffj/vvvx933XWXVc6ODoQEQRDB+dGPfuR73bOJ/ZgZuCrQ+IZhWEEhhpfBCHKg7aNGbP4GAAyVJw0Z8oj3AGNjw9izZzueeup5AOergZi+cZMzL5Tx8tNZ7LhcQnpExMCIiKlr/TbD6aa9xahdYLA8wLJAE9cN03oGGXYZElNtvDfDQLlcBqAE31EbSSaTeN3rXgcAuOGGG1zLUQmCYOUCMAxDlV8IgiB88NJLL/m2IZb5AcwnL2lqP4ZaAWCAEeNgpN6tMsLnJ8HotbsBDMNgbCyNZDLcc+RGhYR4DzA2Nozdu7fi0KFnwTAMNE2DYRiWUDP940BNdD730CpYlkVyUMbp5yrgOB6XvSaOgVFvO4ehazAC1PRuDaNmTeEEMKwAA6XAI8waGewxTvgS4gBQqVQQthD/7d/+bVxzzTUN11uvgyJBEESneeKJJxCPxzE1NRX2VHxx5IUjOPZk1XfgoibE9wNaGQBgaFVUTv208YaGDqOSBwwdjBQHq6RbmXYosKUh8Mu7IagjYHQRnFC7Czs2lkYi0dsR/l6FhHjPYNRZVOwHHHudcTulnIaXnyxBEASszBiQFAEcx4Pneey9mcXoLnN7BjB0/Ps3hvD1M2W8//ckX0mU68EyBrzudHF6AQZvgBE4GKIAQ0XDxj7GwvPgMrsAzoCh6zCg4wn1AtwiHwLjI5rPsAa6G/Wv58Mf/jCuvvrqwNvZo+L2dujkJycIot2Yx5WZmRl885vfhKIo+P3f/32wLGs9osji4iIqFX9eb5WVcHjLu+oXGjr03NnGGxs69HIOYFiwUgKsnGpituHBVOIQpq8CZ8TBchw4njv3d2XonBIiJMR7hHQ6hWQyjnK5bPm5zEi4+QWy1xp3essLKwaqBQM8X3s8+XUWPM9DEAQMDcUQHyyjkjOwPK3jIx9KQxhqvotXIl7FPa89ib0XZNf8jmN1/O4b/rjJkR9rek7ACnScDLzVwDgAA9B0Fvo5C40BBppa+1nVDJtQZqFp505UhoGqev79T40Bq9VTnvth4zkMbvIXBTfbk/N8/YFTENxaohuO5/qaAy7Pa2DgXMasse/zHOqWlZbp8EEQ/YCbCFtZWcHKygre/e53AwBuueUW3HzzzZiYmIAg9G5ljcd2fRRlYRCw2Vj0os88Il0DtApYOQU2PgJwvfE+GBUZjCaCP3FTrVoZd/48wjAMtm0bxe7d0e4u2s/QmbRHuP76y3Do0PNYWFgCUO8Tt0dNTZFufsH8XuVeFJvDEWkFy3priZ6pZAV3veqMqwjvRW56Z3sOtKfwJZxaJ+ASvwS485KBtuyrHuddADcrT6Wpkc8cTMCoOMdzt9UwDMA6ljMMA45du24tOrM28sZxrOudGo7jXFN+WZexGYaB660aloHuupx1TyfmHFclqE3NbYza99A9ksiyDJTKTjAgKxLRfYJEQb/3ve/he9/7Hu69917ccccdHZxV51iK74HGrY2cl1/4jq/t9XIOhlYFp6TBKmkwTLS/t0ZFgpEbAha3gKtkAI6xrI+mPjB/JsKDhHgPcf31l+Hpp19AqVTzVJtfJLs1xSm+3cS4/TnP88hkMrUnhg7oOhgXAeOXidESLrlwpentid5h0+W5sKfQVtyMS16XpWob96sWFwGjXqi7WQDWu7BmGGbNXQ0AYFj39dezGDCGyzhgXN8MVmc9Cx8xmsc4LuvX5u82iPfrrX/OYmesN8Vhr/GVr3ylJ4X4YvIivDBxHypc0qp8EhS9tAIwDFhlEGx8qBZdjijVU9uBSgJYGasFR86pPXugjmVZyLKIzZupo2aYkBDvIS69dAqpVBwzM7XQqim8gdqJySpn6JKw4hUh13UdhUIBkiTVSgpG1ANIEP1KQXk27Ck0xiu9IjJFfRjk1Wm4q3yvLbyG8h8d9F6TWfdpVwnwN7p8+J3g2PU7EWuahi9+8Yt4y1ve0uLEustyfDeK4uiafKTy8UdgVMsNtze0KvRyFqycBpsYqSVq+umD0SJLhSG89PKtuCXeOPBRnh9A+cwoWI4Dmx8Bx/Fg2fN3ys2H/XksJmFsrBN3Ywm/kBDvMSRJtKLg9qiW3Sdu/q5RYo0p3guFAgYHBwGWB8OwddH1oOTnZJw9nEJm3wpYjm53EQTRDQwsVo+EPYme5wczn6rZFS4s4vUf8hZnPHcIP5o71nA8w34V4OOCQB1RAbboZ6p1bLumhMkD61ffuoT7ElT23+pmBwMwrigCPiyZhmEAOgCmAIZ7EAz/GBq1YqlWGagud4b8wcAAh7/7wduxdzAGxJ+HrjJQK+fvHi29MIj86QHwPF/rQQERrCFCEASwwvkgnV18A7D0Ac/zkOX1L7yIzkNCvMf4+Md/Hb/wC+8Hy7J1kW+z0Y+JpmkQBMGzUL+byGYYppZ8oquoHTWDH0AMjcHzP9QwM1PC5F4ZDBgICpCgO18EQRCRpqzXbIWMCMTF9WwXhrVuW2nS6cFLBviGRVMK5x6twKB2biyfe6zPN783gQcfabL7JieAz1wAfjQF0xf24nfjWFnJWIUWeL5WBQ0cB/A8GJ4DK7B1d8rNJnF2O4r54DgO11xzQXPzI9oGCfEe5NprL8P3vvdQ3TJnwiZQE+Nm4pzdmuIZ6eZlMKxQiw4YRlO3Uw3DgKqqOPjNVZx6QgLLMkiNApOO3gnmFDI7AKW3KkARBEEQREO2TeZx+NkBrGabiDqzfK3fBsMCTOMeH3bR7bShALCEt12ET05ShCwKkBDvMRiGwRve8Cr84AeP1EW67V84u9g2feO+xhZkQFBgqCUYutZU0qbdo27OYfUs8My3174OABjZacCtFOueGwGe7pgRBEEQPcr+fSt45InhpoQ4w/JgOB5pGbgqPbf+urZIt1ugzekN5zgOHMfhggvGAs+LaD8kxHsQhkFd+SEAdfXD7dVT7N03G3HNWBnHZQYrq5Vz9pQmDh62MLofj/ncUfd1smeNujwYs9pCegLYfWNkMsQIgiAIwhUpvxt8dQDuZWMbwHJgeAkJicWe+AqqtiGcUW4z0l23ueN35jbmsr17N0FRKNoVBUiI9yCbN4/jV37lPvzFX/zDGg+YiaZp4Hm+bpnZAMiO/fdDkgpRTsBYmAO0CoBY4Lkx7Pm6pE7fehCWz7h72JfPGDj1lLt4n7rFwPBWt0kBUrypaRAEQRBEIAydATQBlVwSWpVHM0Kc4SUwglKzqABQVRWGYVhC2u28b8Lz/BpfOMdxtSROloUg8BgYiNV6MxChQ0K8B+E4FhMTo5iYGMWxYyes7pr2Lx4A11KGhmFA0zRrPZ7nUa1WUanUmrqwsTSgVWFoalOVU8wLA3uEvp0YOoOqR3L84f/rXi+dEwxc+jPedwTiw4CcaNsUCYIgiD6ntCxAK3vYN8sJSIuX4VsvVvDi2WaSWhmAE8EKMnYka+fmEydOYGVlxSrC4OwXAtSi3WYAzlktxe4Nv+CCcYyOUsnCqEBCvEe5+OLduPHGK3Dy5BlwHAdVrbUYcQrfRrYUTdOQy+WwvLyMdDqNvaMiZl4UYailcwmbwYR0XuWwwEjWvr2wJ5d2Gq3K4ImvePvdx/botVb2LggKsOlCssIQBEFsJPQqg6Vj3hGalZcTKK+IrsGmWCyGLVta6FjJCWDEGFgpjvsmXqyzpdhxRrzdqqWY0XHzkUrFMDhIt4ijBAnxHua66y7Hww8/iWeeObKmIopTgDuTKL0qqFw+DvxAiMGoFms+8QbNHZwslRicLPNIMgxUVV1jj7Gz3kGqWyIdAGaPsJj1KEEsSMDSKftc7D8z2HZARyLTydkRBEEQnWDlRAz5Gfn8AruVU2WQPdWcYLXqejfZ8IfhBLBSAozgbQ91a9IDoE6U2yPiZqnDdDqOkREqVRYlSIj3MLt2bcXYWAbPP//SGmuKaQ0xSxiaQtxuTTFLG9bBAExsEHp+HoZWAdNE6RL+3LhmlL4Z2m1paXa/agWYfub8xQ0cyair0yw4yXBtVjEwbmDq1sZJsgRBEERnOPqAd2WQapGHVjp/HmzHeadYLGJ4eBiiKIJh128y5AkvgRXjYMTahcDCwgJmZmbq/OHOgg2m2HaKcNOuwrIskskYpqY2tfwaifZCQrzH+dCHfhlLS8t4/PGnUD13/4plWSsablpA7A/gfMTcFOXz8/PgeR6iKOK+AwP4X98/C0MtwxDjgQ9OgihAkiRomram8VAruM3Da+xOCHm3MQvLDAB3m012jsGZp89HRAzYAi7nVo8NAvvvXv+CRUl1pZMyQRBEZNCqDLSy14GvdiAtzIs489iQ+2/Nu8M+O1v6PWc0usPLsiwkSYJqMChVmwjEMBxYKQlGGcQHdvwUAFCpVFCpVOr833ZbilOAmw9BEOosKsmkgni8YecjosuQEO9xBIHHpz7127jrrl+0rpI1rdaFy4yKu4lwO87f87wARpChl7Jg5QGAC/YxKTMK4mISanEZoihaiaCdYL2Dp/13nba6uM7DcOmczNij60BuHvjJ3wvrjn3hqzXw0vrzT08aEOj4ShBED1DO8iivrH/cy5+VsPhC0vP361obbesEick0U5zAiSjWWswfPJHDj48sBRoPAMALYGNp7BhkkRDqhbzdamJGu+2RcXtCpt0bbtpSrrhiR/D5EB2HhHgfwPMc7rzzZnztaw9YXzzgfNTb+TAj5vbnhmEgn89DEATEJAE7RhM4NpuFoVdr9UwDHKBO5SWwehxydW5de0qjMdspnsOyungRZD7Pfrvx13Tzfg1S/Jx1Zp2hJy/RfLSCJgiCCE5xUUB2Wm64XmFOQn5WCTR2p4/h7RpfFEXIsgyhELwhHgAwvAI2NoRXb1pEWqigVCrj7NmzVmTb3h3TKb6dtcNNQc7zPLZtGwlae4HoEiTE+wCe5/Ha174S3/jGd6Gqal0JQTumMLdHxu1iPZfLIZlMIiby2DUq49jMMoxyHgwvIWi/e0VRUF1WrdtpzRCGeO5mFN0vfuZ0+il/PsfVGQbcmkDUWvEuyAb23Ny8x58giP6gWmAxfXD9UnfmMaeS41Fc9JdX1I+isFwuIxaL1YT4+gF/dxgWbCwNNp4Bw61YY87OztaVLbRHw73Eufl7nuexY8cY9uwZj1xAiqhBQrxP2LlzC975zjfic5/7J3AcZ9lBTJ+23TMOnK8nbn5hzWUm20eT2Du+jOeXV8HGBoPqcLysTSDDvIRyuYx4PI5yudyGV7mxo+hA63NaeNk9SuMcl2ENLJ9292cyLsJ98lIV4/ucPpzGRPAtJoieoplD3qmH0ygsuCtFu78aqHmsK7nGUiFqx8uwAjmKomAur+Mrj0wHH4DlwSVGccumAi5MrcLQDDz++ONWVNv0gtub+dgFuCm87SJcFEUMDcUhCM1F6InOQ0K8T5AkEW9/+z1YWVnFF7/4Nau2uLNaij2Rw8SMiDMMg+npaWzZsgWSwCGmKDBmV2FUi2CkYB1vyoaAeGoApdKqFaXvBmsEZYfrlUft5AM0Nyf7BRpQa5xUWPTnvweAI98VceS7weY0sEnDBTc2lz/AyzhnxSGI3scwgNJyc6fjI/+RAYz1v/Pt8D6HSTPz7/RrdltflmUkEglogoylfPBumlxiBPF0BpMpBgqnoaIB+Xy+VoHFI0nTnphpF+w8z0MQBOzaNYZNmwYDz4XoHiTE+4y9e3chkxnC9PQsNE2zhJWbV9ytoophGCgWixAEAZnhIcROLaNUXALTRPWUijIObXYW5XIZgsd9Or9jtiKmO3lSCdo9NMi6YVhjunkCXjnD4fF/9vaJrjeX9GYNY/vqT3RM0Ns2LDCyi+w3RPNUSwyy080lXdg/rbrO4ORP/HU67DWR7Ge+7VonTDRNQzwehxKL47EzheADsBzYxCguGhNwy+gMNA04e/bsmlb19si4/bmzWoogCEgmY0inqXlP1CEh3mfcfvuNYBgGn/zkX0BVVVSrVSsSDqytpGIKcnsS58rKCjKZDHYOsXguncCJhVWw8QqYgGU5XtY2YRfzJCqVCkRRdBWWfoVsswfhdgjlsLziUT7x+JlbJ9+35dMclk/X32oNHNFigcJCkIh8sPE3XVKG0Dhvjegw+TkeyydFBP371T5O629TybNYOhYs6bB+H90RsUHHaOWuWrvX7RUMw4Asy5BjcfzLw88H3p5VBjEwPIprxs7XHn/22WfX1A53tqt3VkoxSxbGYgr27t2EsTFq3hN1SIj3Ia9+9Q348z//AlZXc1BV1RLfuq5bSZzOhE27KFdVFfl8HrIs48CuYcyefRZqaRkGPxr4AJrJDCOfyyEeb89VuXP/3RDJ7TxpBL0waPf+u4l93lFMgjV04NTBYBeXQf4WubOcS2JsizBNRP5dxgi2emdFmW1HgVb2u3olz6G4VDvVdeO7F4YlohPbRGn8oITxemVZRjqdxpcfmQ0+IMuBjWeQTA/hwOAxAMCRI0dQLpc9BbgZBbfbUMxIuSAIuOyybRgdJRHeC5AQ71M++9mP4R3v+ACq1arVuIdl2brkTbOZj1m+0C7Iq9UqJEnCaILDXVduw1cPzoGRUoAgBzrIPa1egInyw9B1HYIg1F0ENINTyLb7gNuMUHbOo91Cs1nxHhXB6yRqJ+1OsXKG78hrbWXMZrftF0FKNCaK72uULiTc1tV1HaIoIp5M4fnpU4H3z8aGwA1tw/suOmONt7S0ZAXPGIZxTdg0o9/234miiFgshqEhsqT0CtSvr0/ZvXs7/uZv/ju2bJlYU7YQwBr/uKZp1v+apqFQKKBQqPncErKAFJuHXlyqhREDUOFi4BMZrK6uWo2GnEknbsvWezRDp8cPsi+/63R6Hq08ukUnX0MUBYdJJ+bc7Pth96gG2c9GJIoXE1ESsc2sHxT757UbD6BWQnhoaAh/98MZLOQCJmkKCrj0FmybnMCQWMtZee655zAzM2NFukVRrIuKmwLcbkcRRRGSJCGdTuKaa3aC56lKSq9AQryP2bdvF97+9jeC53lLYKuqaolwt7ri5v+GYVj+co5jccNFk9CLSzCqxUCR1goknDA2o1wur9vcJ2qELeh6QTBGTfA2cwegk3/nboms9R7229l+5uO2fZD9mfsI8l6a+wnyfjXz3kbx7xc1wnjNfj7DnTzWtPqaDcOAIAhYUSWslgMegxgWbHwYF27L4Ld2HwPH1BrrLS8vr6kJbo96MwxjCXDzwXEcBgeTuOSSLUgmKTmllyBrSp9z4MDFOHDgYjz22JPnRDVnWVLML7kZCQdQZ1OpVCqQ5doXOiHz2J5mcDw3Dz4tIYj5tSqksVJJI14qeVZPCYrfg2dU7RlB6fQJsllLzkalXe9VK+NE9e/ld15u63VSjLd7feexpRtCv137WG+csN/XXsIMZg0NDeGxmSpOLZYab2SDERTwQ9tx6w4Ww7IKwwCWlpYwPT0NSZIgimJdRRTTjmIvVWhGxiVJwthYGkNDwUoNE+FDEfE+Z8+eHfjEJ/4f7N69o650oT0ibtpS7F02zUehUIBhGIhJPK7cmcZkogq9kg8WFWcVVKQhlEolKyG01SiG3/13KyLb6Qh6FC8oohaBjjrtit518zPdDaIY3W7m7kEvPdpFpz8jvTB+LBbD2bKEJ07kAu6cBTcwiet3pXDxcM3OUiwW8dxzz9WVJzQTMs2ot/nc3rBHkiQMD6ewdetwy6+H6D4kxDcAO3ZswRe+8EfYtGkMqqpa9hS7AAfgKsQrlQry+TwAICYJSLJFGLmzMPRgNpMFYStOFWPI5nJWlL3bbDShDETPPtIMnXoNUX7NbnRTGLdykRB0G6IzdOMCp5fHb8f7Uy6XMTI6hgqjBPaGM7EhyBNT2DI2iPQ5b/i3v/1t5PP5uoi33Q9uLjc94edF+ACuumoH4vHmatoT4UJCfIOQTqfwD//wJ5bwdiZn2h/OBj9268rlu0axJ10F8nMwdP+JmzrDYWn4aizka4mgXgfBqAnHTs8naq+3mQvd3ykAACAASURBVDn16mto9XUH3W+r82437f4cd2ubKIr9bsyp2yKzl9ZnmOBe8qAP5/iGYWB4eBiaOIB/+FHASimciNj4FO7eK+H1E7Vtl5aWUKlUrPFN4S2KYp0AN5fJsgxJkpDJDODaa3dBEMhp3KuQEN9AxOMxvOpVN1hRcbdum3bhbRfrhULBSra8Ytcw+NI89HI2cCR4kalVUHEmgbVCJ0VgFCPdURS+QemH1wC0L6m2XWLdLhoaCZNWaXasbm1jbtfpbaIo9Ds9frN/v2ZFb7uPEe14P1mWxcjoKJ6ZDViEgBPAD+3A3Zek8aYd8wCA6elp/PjHPwbHcVak2/SG233hpgg3RfnY2CAuv3w7ifAeh/56G4hUKoGPfOTXwTDAd77zE6iqap2w7Z013RI3dV2HqqpWsuW+UR4HZ06D4UUwgv/OcquJKZysHEWsmIUsy5EUuq0SNfEYtfkArSWHtvv1hPH+ROW1N7t/8/+g31834dRojGa2sW8XZI7dEOHdEL1B1w/y92z2QqqThDH+0NAQHjyu4puH5wKNxcYzEDbtx+t3LQEAzpw5g8ceewylUgmyLNeJbnudcDMybtpRFEXBli0jSCSoQkqvQ0J8gzExMYqPfvS9KBbLeOihg1ZpQ7eIhL3bpinEzSv0nWNxGEwRTy7OgUlNgPFbRYVhsMQOY37+GMbHx8Fx4dQ67eSBuxMVSFoZr53ziYoQ3Ijbh/ne2/ft9fN6Is4p4L3Gdo7j9Zq9lts/6+vts9E2jdY3142iEA+6jdffk6jhfE9UVYUkSZicnMQ/HT4dbCw5BWH8YvzipSokrvY5Wl5eRi6XgyAIntVRnCJclmVMTmaofX2fwBjG6f4LSRINKZXKeO97P44nnni67srb2anLzNK2/y+KYs22Yhg4tqDi8EoShjIMMD5rARsGkpVp7BZOYzAVD3yybQdRi9BEbT7NbtPpsbr9Otpl4ej2GO2+YAg6ntvFXzfvAkR1m6iJ8CiuH3SbTs7HbV2e5zEyvhn/90gFT7y8Cr83XBgxjtTW/Xjn9RncOFEEDA0vv/wyHnroIeu8ahfb5nNTeJvLE4kEtmwZwf79k+A4chf3AyTENzi//MsfweOPP2V96e3Z2qbwtj+cDUI0TcMTpyo4qY2CVdKBDnKjpRewJ5lDLBZri0UlamI2avPpxlhhWy56NWIdhb9lkKhwJ+fRyrbd2m6jCv1eXr8dlhpd1yElBvHorIjHj+f9D8SJGJzcg7e8YjNu31Gzfx49ehQPPvhgXUKmXXybPyuKYonxWCyGyckMDhzYHuh1ENGGLqc2OJ/5zIdx883XWMmb5v9u3Te9xPKIXIGQPwWjEuDABGDFSGJ2uWh50qOE06rTzEk0qv73drw2r7G6STteRyvbt+O1B9nW7fW282HS6ue2HZ+pKG/XLyI8KFEbv5XPeDOUy2XEYjFUpOFgIpzhoGS24r9cP47bd5yvNPbII4/U3X12esPNCLggCJBlGYqiYOvWEezfv6Wl10FED/KIb3AGBwfwwQ++GyzL4oc/fNSKcgNr/Z+6o1yhWflk81AMHFvCo7NnYLDbwAj+apmWlXGcrPBQll7C2PCA53qdPAF0Wzz6oZ/nFIXXFkbUnGEYX97ndu6zFZrJK2jHHLspwru1TTNEKZIcdP1WLoiDbtNJnOOLoojh8S340sHVIKOAS40jdcF1uP2Cs9Y59Mknn4RhGHV3m51C3IyKm9Hw7dvHMDU1AUEIJ6+K6BwkxAlMTIziIx/5NZRKZTz22FPWQdFeS9wram2Ki/G0jANGCY/NT4NPbQLDi772XRIzeEEXkSy8iHg8Htkosp0oiMlGRGGO7Z5Drwk953bd3ner+BHjYV6g9aNo75agbrSd86IxSkI/jPVZlsXk5CQ+/+N5nFoq+x6HTWQgbr8O77+iYC07dOgQnn322TpfuNMTbreqJBIJTE5msG/fJogiSbZ+hDzihIWmaXjf+z6Jhx/+aZ1n3Lxit/vGGYaxPOOmWK9UKlgoGDi0FIcaGwPDSf4OgIaBBLK4VHgRyWRyTeS9GXolit7PY4VhT2jnGGFv38wY3bj4Cftz1qoAN//3e9HvJV6bqRLjtU1QgdzKBV6ULxCisL6bTSueHsH/fqqC6VW/NcMZsMlRjO69Dr9zHYOpgSJUtYpDhw7h8OHDViUU8zxrNuexPxRFgaIo2LZtDJddtjUSwRWiM5AQJ+rQdR2/8RufwMGDz1iNA+wC3P6zPXHTMAyUy7VIwWwOeDabQlUeATjB1wGEr2axuXQY20fikKTG1pZOHZR6QcD3qhDq1Ji9uG2Q7Z22lk7Np51Nttxox/vldwzn+9WsRzjKkXoS4J1d38qPkgbw/RMcXl7038KeTY5jct8VePfVCi4bykHTNBw6dAiHDh2qi3bb29TLsmwJcjMxc+vWMVx++dZAr4HoPUiIE2tYWFjCZz7z1/jhDx+DJElWGUO3cob2h9mxEwCmswaeyw1AVUZ91xgXq8vYoh3FZJr3FOPd9gWGPWYUIsPtHC8Kr6eXtu+0N7eV7bo1frMiutX9R9n6EsV9dHpOnY6CO9cvlUqANIAHp0UcXfDfPZOJZ7Bp37X41WtlXDVSK0bwxBNPrCvC7UJcURTE43Fs2zaGvXvHyY6yAaC/MLGG4eFBvO99vwhdN/CTnxy0DlJ2n7i5zG4j4fnax0lVVYwoGlgs4aerLNh4xpcYrwhpnGQuALd8BJPDnNXFsx30SgS9X6Lm7Rwn7P23ex5R3V+7aZd47mcRHtUofRTXd9tmPatPK5+bbDaLsbExcEM7cPTwUf/zjA8juftGvO96BhcPFwEABw8exOHDh9eUKDQtKXYxrigKNm3KYGpqM9LpOInwDQJFxAlPlpZWkM3m8YEPfBrz80t1UXGnX9z+s6qqKJVKMAwDCyUOh1aHwMYzAMv7s6noJezTDmF8eKDlAyoQTbtJFKOQUbyoCNN24ubH7fR+mx0nCt+Rdo4R5uuJqjjuxjbNju/XPmVfvxFBO54699HK+oqiYOfeS/DJrz6Phay/5Ew+OQplz634/ZsNXDiQh2EYOHjwIJ588kmwLLtGiNvrg5v/j44O4RWvmIIs+yt2QPQHJMSJhpRKZbzrXR/CzMy81fDH2W3TKcYrlYrlGV8oAs+sDtQSOHl/CZycUcVe7SmMp2Ur0u4kimK2F8Zp95hhW1V6bQ5e64Vd3rDRGJ28q9Srn8NuRaed3mU/eHn+2xlFjuqFQbPrMgyDgYEBDG3aif/21SMoVnz0uGBYpIbH8O7X7MPt+xJWvtShQ4fw05/+tM6G4vSEm2JcURSMjQ3jxhv3gmV7+04YERwS4oQvTp2awac+dT+ef/6YJcbX84vbxbiu65hZVbFgDGJZ3ASdU3ztU9Lz2IVjGE8yEAR/SZ+tEgVB14kxozZOq2OF9XrM9bshmoOIr3ZFkLtph9mIAjyIvWK9bdyw38HZiPaVoNu4ifCiIYMdmMC3n1nGmcWij0E4DIxtxbtuuwB37aud13Rdx6OPPlonwt1a1cdiMev/zZtHcNll26AoFAnfiJAQJ3zz4ovH8dnP/i2ee+4oRFG0RLj5cBPj5XIZpVLJSuKcUQdwVN8C8BIYND5oKloW23AMm1Jc28R4FAVzFKP7URHd7RojbOHfqUhgVO1RbvsJ+zPVjs+Acww/F0lRj7hHbR/dFuGlUgl8fBjfPQ4cX/JZPpcTIWR24v1378KrdvHW5+Cxxx7D448/XhcBNwW4+b+iKIjFYhgZGcSuXRMYGxtAIiH7nj/RX5AQJwJx7NhJnD27gD/4g79CqVSpK29oj46bVhWGYVAqlZDP11oCGwZwqhTHCWYrGEEBwzQumSZpOcQFHZcnpiFwrZdYC1uUdnL8sIVOu+cRhQucoCd4N2EWNRHe6rZBxm33floVtW53Nfxs20xk2rnvIERRIEdtH+0Yu1AoIDkwhH97gcN01qcI52UI4xfit169GXft4WtlDg0Djz76aJ0n3O4BN4W4aUUZGkrj+uunkE7HA78Gor8gIU40xbFjJ/He9/4+VFWzbCpuUXFTjBcKBSuBs1SuYE5L4SQmATEJMKyvA2qKLeLKxEnIArem6U/UhXIUo/CdGCsq71OrlpMwL9Z6SYi7jRG1z3oj200zjXmC7juK2zSzXZTWNy+Omm3MZBgGqtUq0kMj+F9PqZjN+vCDA+CVJFI7r8Yv3ziC27aUwULHCy+8gIceegiapoFlWUiSVFem0PSCx2IxKIqCgYEUbrhhiqLgBAAS4kQLHDlyDPff/4+YnV3A6mrOtdmPPTLOsiyy2Syy2SwAYKYkY5EbQ1EaBVge8GFVSbF5XBKbRrJNVrqoiYZ2jtGJMftFsPeaaO7EmK2KpG5F1JsdI6yLlH4T7c2sH0QgA8GaSZnVVFr97rEsCyExjK89U8bJxYqfQSCnRnHfK/fjXdcOWFHw5557Dt/5znfWJGPabSlmg57BwRTGxjK48MLNSCQaN64jNgYkxImW+c//fBCf//yXkM3mPRM47YJ8cXGx1iwBtZrjp7AZc/xmMJy/iiqDzCqm5BkMSM11A4ySIO3U+FGxA7Rr+zDnYd+m2STNdtxqd+sW2QqtWifaMYd2jtOq+G7HXPpRhAeNOgfZRzOi2txPK+srigIunsH/eSaP52cKjQfgRPBD2/CWW6fwzitqAlrXdRw5cgQPPPCAqx/c3qQnFotheDiN/fu3YXJyONDcif6HhDjRFn7wg0fxmc98DrpurLGqmCLc/NkwDKysrKBYLEJVVWi6gTPGOOa5TWCkOPz4xgewgpSo48L4PNgu3R7vxPhRE8ztHCfsMcLef9Dto+S97ZV5tONioh3bR9UaYt/Obdv1Shn63V8r9b6DbtPq+KVSCcnUAB6ekVBmFRw+sdJ4eymJ26/aiYv37MJduxlwLPDyyy/j+PHjOHLkCHRdX1MRxfSBK4oCWZZx+eW7MDSUwtjYQOD5E/0PCXGibTz11BE8++yL+MIXvlLX9MctKm4YBlRVxdLSEsrlMjSDQQEK5vnNWOXHwLAs/FhVJoQVXJo4C47jAt0KDUIUvdhRHavXxG+rY3hFy5uZSzdFWbvxM2YUxXerY4QRAbd7nINuE3Rfndym23NSVRWpVArfOsrg2bP+/OBsfBi3XXMR3nPTMNJKLUB0+vRpPPDAA7VKKzwPWZbryhOaIlySJCSTSVx22Q7s3DnW1N1bYmNAQpxoK9Wqin/91wfwta99G/l8zX5iNvkxhTjHcQBgCfLZ2Vmoqgpd11FRDZxgtqIkj0HjYj4OvgZGuRVcFJuFLHCREHE0VvfHaeUk3azlI+z3MQpC3GusTt7picJnLoy/V6PtqVqL93qawSA9PIrvHNVw6EQODUUPyyOzeSeuuPIqvP+qMmSBQT6fx8rKCr72ta8BgCW+zSi4oihWYmYymcDg4AD27duCLVuGqUkPsS4kxImOcf/9/4hvfetHYFn3GuP2R7VaxdzcHIrFInRdhwYeJ5RLUOLT8FNVJYN5bFEKyMhVCC6Bh6jcku/GWO0eMwrjhB35bHacZtYNEukMSqsCqNOWL/t+ovb9arctxA1nDkKULS9RFOzO90xVVUixBJ6YYfHwSX9dMhkljYv27sEf/9xmKGLtZDI/P4+vf/3rKBQKdX5wQRDqouCyLCOZTGJqahL7928NNHdi40JCnOgof/u3X8aZM2fx+ONPe5Y2BGoH0EqlgrNnz1qJnGVGxiI3joI4igqf8nVQ3iHOYyq+ZEXdW6XTwiNqYqPdY0XhDkU7Tv7NlDUMw5biZY+Jyt9zvXGjdjHajs9ut+9aRFVQB93G7b0L2oGUYRgMDQ3hRycM/PDFfOOdcgL27NiCKy/ZizdcmsRYTMfKygpefPFFHDlyBIuLi3URcPPneDxuJWRu3z6GTGYQU1MTvl8rQZAQJzrO7Ow8Pv/5L+HRR5+yfOOmTcUpxsvlsiXIDcOApmnIMUmcjV0IVUz7sqpM8MvISFVskbORuH3fiTE7ees/rDH6ZQ7NjNNJ0d7sNp0eK8riO8jdifW2b3b/Ud6uG5/VVr4/qqqC53m8lFVQ4tP48ZHFxtsraeyc2o8P3jaIizbVWtUXCgX8x3/8B06dOlVnQ7GXJDRrgyeTSWzfPo6LLppELEZlCYlgkBAnusL8/BIWF1fwmc98HouLK5Zv3E2MM0ytAdDp06ehaRo0Tfv/2zvXGLnO877/3nOZ+8zO3m/kckmJpEiKlBiZli1bUiQ3jQPbSWunTYJ8CdCiFyBoWhT9lBT5kqJAULRxAQNBYiOWXSUwJKWyEjmKLcuSRUuiTFqVyBVFrXjdXS4vy93hXuZ6Lv0we87OzM7eZudG8vkBBGdnzvu858z1f57zf56XvBahoMe4lvgllLZxtttUNvtD1xmJZJrmY21U/HYTK/WM0y77sdUY9cqa12vuRoypd6xGfg7rlfneypWGajFakYFv5/fbep+TtebY7klsNBplMhfn7z9IkSlsJG8Uevdu/vS39zPYk2AkUbz3hz/8IdeuXSOVSvkC3DRNotGob0cJhUKEw2EGB/s4duw+IpEgwaC5pX0XBBAhLjSZTCbLH/zBn1Ao2MzPL1b1jUPxy9Vrc3jt2rXi4glAWu/iZuQBnEAMVxnrfmkrXBQujyau0hXI+zG9+PWmnURlI2K2WsyVvn61xindvtb3Qjs8D82aq9Y4zdjHeoreVp5QNuv1rJegbtRJyXY/C9lsFjc+xN/8YgnHBWe93VQ60Y5O+vY+wn9+upuj/Q6FQoHFxUVOnDjBuXPnVi3Q4wnwaDRKOBwmmUzw1FOHicXC6Lp0RBFqR4S40BJOn/6Yl19+nfHxyywsLJXZVaD8y3x2dpbFxUUWFhZwHAfLsliI7OZ2bB+uEd7wC1zD4UhkmkQQEsYmVlDbgHYTtfWM105xWrEva1kSWmk1qXURoVr3aTvZye1Sb4FcLX6r35vNHlvtmDcjppt1kridz5bjOOi6zmxOp3twlG++Pom1rgIHPRTj84dHOXZ4L189XFxi3rZt3n33Xd5++20MwyizoniZ70AgQCwWo6srycBAF/v3D9PVFdvy8QpCJSLEhZby+usn+OY3nyeXy1ftqAIrX7xeV5Vbt24BsBAcphDqZikyCpqG2qDveIeR5WD4Bp2BwoY9XVud9WxmzFaJiso4pQuDbGc/Gl1YWe9Y7W5LaZYYr5dIblTMOy1rvpVjL/3MtGuGvtr2iwWNT1I6E0sBpm9b6wcwghhdo/yLR4f4D18Y9I/57NmzzM7OcvLkyVXL03vtCD0x/vDD99PT0yGrYwp1RYS40HLeffcDLl2a4rnnXqna2rD0x6FQKDA1NcXc3BwANjpps4dsdCfZyI4Nv9xjKkPctDgSnyGgt2dWutGx20WYtUOcelhb6hWvntvWY1y9xq8Vo1Gfl1qtERvFa+b47b6nm/leacUY27bpG9rJd9+ZZXJ+Yx+4FuvlVz69nycfHOazIzohw+Xy5cu8//77TE1NUSgUyjqilLYkDIfDxGIxDh8e5YEHhpt+lUi4+xEhLrQFuVye69dv8eKLP+L48V+s6RuHYlW8ZVlcuHCBbDZbLOjUgjh6kLmex3DMGMXk+NpfmFE9T7eZ40h8BlBs97u1nYRyu8dqhTXAy7jXGqcdrmq0SohvN0a9hfFG82z2/lpiNTrGRs/VRkvSb3feRo/Zyrhq2+XzeWKxGK9d1pjJGtyYL2wQRGP3wUf4b/9sB13xEMmwhuu6zMzM8Pzzz5PNZle1I/REeDQaJRqNsm/fDvbtGyIaDYkXXGgIIsSFtuSP//h/Mzt7m5mZ1CoxXvoFncvlGB8fp1AoYFnFS5OWGWeu7wksfWP/OMD+6Bx7wrcx7uGFgNppn9rtmBqVtd6Kb7eV9qG73d7RDicqrXh921mwV1oHHRdu53UuLxicmNw4A94ZD9MzNMJ//53D7OgMALC0tEQ6neaFF16oKsC9THgoFKKnJ0lfXzePP35wy/suCFtFhLjQtkxMTPONb/w1ly5NoZRalSGHlS/52dlZLl++TKFQQCmFHeljMTJKNtiLrYU2/DHYF75FMmDTH0y3lShtRMx23Kda41TLdNcj09xuC/jUMqaV4r0esRv1OWyXz7cI8OpjSsc5jkMsFuP01RyvXtq4ba0KJRgY3MHv/8pO/smDvUCxm8r58+c5d+4cFy9eJBgMout6WSGmZ0Pp6+tmYKCLw4dHSSQiW95/QagFEeJCW/PJJ5c5ffpjXn31bebm5ld5xqFcjGcyGa5evYppFvu5LgUHKZgd3I7t2/CHwVA2o+EFegJZegPZll3SbkTMuyGj2co4a1lbaom11W1rHXOnCfF6z9lu4rte+9Nsi1It7+v1xqx14lwpwE3T5GraZM4K887FNDlrnc+fEcLo2cO/emKI+3bt4MmdxaujJ0+eZGZmhjNnzmAYxqqVMT0hXuwH3svDD+9hcLBz08crCPVAhLhwR3D27Hmmp2/yzW8+X9U3XvolnkqlWFxcZGZmBgAXRTbUTy40wO3QyIY/LFG9QEwvcDgxS0S319yuHX7cmxGznU4E6hmr0cK5nrFacVLYKLHYKJFfGbeRwr6WMa16PZpxArcZAb7ZOTOZDJGuQf7xbJr5gsGtpXW6oWgGRvce/uVjuzi2t5fPjugoipLmxIkTvPPOO7iuu6oTirciZiQSIZFI8KlP3U9nZ5xkUrLgQvMRIS7cMdi2zcxMitdfP8ErrxzHslZEcuUPgNdvfGJigsXFRQA0M4SjBbgeO0LOSOKq9QtvQppF3Cjw6eRNNEVxgaA2EreNiNtO4mU7lpN62U22sv1mPN/tbieo1/h6+srXm2O9v+sdv9axrboyUev7fDPv482M2+ycXvx0JktHspMXz9osFHTms846A3UiXUMc/dQj/JfHQ3RGTSKmolAocPHiRV577TW/ZqhShBcFeJhkMsmhQ7sYGeklEgk0/P0qCGshQly4Y/nGN55lcvI6k5PX/fuq/QB6HVag2P4QwFYm0x3HsFQQSwttONeu8AIj4SU6zAIazoZf2u0kChoZs51OTLYrsOst/Bu97XatMu0sZKvFagff+kYxWn3yUwsbralQ7/lKx9m2jdJNbizaXMkmeG8yt95IujqiDPX3ENj5S/zPL8eJmsXPwNzcHNlslmeffRZd18vEt3c7HA4TiUTo7+9ix45+Hn54tKb9F4R6I0JcuKOZm5vn+ef/kUuXprhyZXrNTJTruiwtLXH79m0WFxexLAulFLlQP/NmPwtGL7YyN5zvYDxFTM8zGMqW3d/uIqZeMeqRVa41RrUxrV68p5Z47eYl3+64esdshq2lnnHa4YS21ue5VVdobNsmFApxZiqDivbwk/H0umMD0Q5+7egQnzqwi197uB8ofvYXFha4cOECY2NjXLt2rawLileMGQqFiMVi9Pd3MTDQzaFDOwkGN/6uF4RmIUJcuCsYH7/M+fMT/N3f/YTFxeKXejWLg+u6zM/Pk8vlmJmZ8Ys6b5sDWCpATouSMofWnSuo2QyHlhgMZegJ5Mrm2irtnOVrJ9HTbr7wRttcaom93XHbHVtLzHb2Pa8Xo1Xv6VIrx3aeg1YJcNd10XWdm7kgF1Nw9qZDOr9O285Qgq9+Zhf7Rgf52rFB//6TJ08yNzfH0tIS58+fLyvCrOwF/uijDxAMhujt7RAPuNCWiBAX7io+/vgS+XyBsbFP+MEPfrrmdl6GXNM05ubmSKeL4t3WAhTMJNeNXSxpiXXniuoFIrrNsc5bBLR1/IwltEvWsdHxWiXiq2Xea4lV67z17AV+pwnxZmSymz1fvcV3rXHq8bq04n1RmQUf3r2Pb71+haxjMrO4dhGmCid57OgBfvfRHvYPd9ARLrYuHB8f59133+XmzZvYtr1KgJcWYT700H0MDXUzMNAp/m+hrREhLtyV5PMF0uks3/nO9/n440t+lrwUTzTZto3rukxMTOC6LpqmYWPgoDgX+QzYFg4arqrexzag2ShgOJTmgfg8pub6lfuN+gFol2z1nSza6xVnqwJ/I293LftQj7H1GNcMwVNtjka99u0ivtcav9kTv1ZkwB3HQWk6BUfx82md83NgGCYL2WoCXBEKGIQTnURHP823fjNOKGgSC2rkcjkymQzPPPMMrutiWZZvQSn1f4dCIZLJBLt3D3H06B4CAQNd37j3uCC0GhHiwl1PNpvjz/7sO6RSi1y/PuPfX2lZKW6bJZVKkc/ncZyVLPesMURK72NRxXFZ/8fpSEeKDj1LT8jCdbfeaaXe4ni7nuzS56mWY9nugjuVY7a7P/Wi0XPfqf7wdvNfN3uO7Z5EtfLkuB7vH8dxCIfDjF2ZQ8UGeHU8u85AjUg8ycGdSX7j8YN86aFeXNcll8sxPV2s+fnJT37CzMwMgUDAX4jHE+HRaJRkMk53d5JoNMoTTxySZeiFOw4R4sI9w/j4ZU6c+ACAn/70lN9BBVaL8sXFRXK5HI7jsLS0hK7r6LrOlDZCxg0yp/WBu3aPcUM5HErM47oufcEccXOdy7BtlhGuR6x2O6Z6ieBaTwKaJarvVCHeyCz3RnHb4b2+XQHeavHt/Z3KaVy8VaCnp4cfnVsiv9YiPHqAzx4YZKSvg/6R+/m9Rzv8hz744ANmZmZ45513/EV4qi3EE4tFOXBgF8PDPYyM9NV0DILQDogQF+5Jfvaz97hyZZpXX33bF1eVYtx1XWzbJp1Ok8vlyOfzABQwmdN6wHW4rg2RdYPrztUTyBIzbI523gZ349aHG7Gdgq2N4rZDjFpi1csbXuu89fSG1zpmO+OaMbbZ3uitjG/mlZV6WnmaOX6tbQuFAl09ffxgbIHbeZ2p+XU+C2aE/feP8rVP9fHp/f3s7F4pnjx37hwXLlzg3LlzWJaFaZpl/u9IJOJnwY8c2UNPTwejo/2bP1hBaFNEiAv3II1oPwAAGTVJREFULOl0hqmpGwA888z3uXr1hv+YJ8Q9LMvyveS3bt3y788bcQoqxIfqENh5cNcu2uwK5MF12RVNszu6fruuSu5Gwb2WhWar8dtB/G922834w7caux7jtjtnIy0kzXwvrDf+XhTfpdtXjtM0jQ9ndMZuWASDYSZThWrDi2Mj3fzhbx7hvoE4HYk4o90B/7Fvf/vbKKVIp9Nks9ky8V26CM/wcB+PPvoAuq6TTEYxTWNLxyEI7YoIcUEAstk8s7Mpvv71/7NsTUmTyxUz4J4o90SU4zhkMhkWFhb8YiALHVyYVDuYcZK4rkPerd6rVsNFUy6f600RIoupq6pdV9pNfNcrTrvYTZqVOa+HqN7u4j2bHdMO1pbNxm6kt7vRvvF2vjqw1rZKKbKWIpu36Bzaw7femMJyFU61t6Zu0pcIYnbu4Muff5DfPRomHCguP7+wsIBSih//+MdcvnwZx3HKvN9e+8FEIk4iESMWi/LLv3yESCSIYUjxpXD3IUJcEKrwyivHOXfuEmfOjK8S4pW3FxYWsG3bX1IZwDVCnLN24zoFFt0IeXft7E1PMMfe6AJKQV+ogK4amzVtdLx2EutbjdUO3vBax7VSRLeDT7od5qrHyVwrX4/K5yWfz6MHQly6VSAQMHl/JsBkao3aGKUz0Jvk/oE4eucu/uSro8SCReF8/fp1bt++TSaT4eWXX8Y0TX8FzMp/kUiEXbsGGBnp58CBnTUdhyDcSYgQF4R1+Nu/fRXHcfjkkyucPz9RVYw7joNt22QyGQByuRyapvk/aDecThbsIJPuEK5tAWt/5PbHF0mYFqOxbFnXlkYLlFZfLq81Tqu94WvNXes+bGdcq7PZ2/WJNzqr3g7Ce72xrfoMrvXcXL6tmJzNEIh0cOrq2pY7FYjytc+OEItEOLJvhKcOdPqPpVIpPvzwQ86dO8f09LQvtk3T9D3gXuvBkZEBBga6iEajHDokAly4dxAhLgibYGLiGlNT17Esm+9+9+98kVyaLff+5fN5v9DTK/AEuEEvmoKbdgfXCwlwqnsqg5rDQDiP6zocSGaIqiyatr2WXNUEaz2sHfUQu/eCNxw25w+/U7zh7ZbJXS9OO1m8GrFf2/kMVo7NWPDWZDGLfW1JsZBfI7ZmcPTAKF89NoQywzx9eIBwYMU2cvz4cX/ly4mJiTK/d6n9JBwO8+STD6HrOj09HSST0S0diyDcDYgQF4QtUFz45xqnT4/z93//Bq7r4jhOVUHuZcoB0uk0juMQCATIuQY51wTX4UThQdxCBpzql3tjho2ubLqDNp/qnse27bYpXmtFnK3G2kj41yNePbdfa0wzurI049gaEXO7mfhmjm3VycpGJwCnrmlcSGk4Lsxl146vRbr4H793jMHOMB2xCIOdIf+xa9eu8dJLL6FpGouLiwBlvb+9zHcwGOTQod0cOjSKpml0dsaaZkkShHZEhLgg1IDjuLjLHVK+/vVnmZ9fJJ3OkEotlFlWKsW5bdt+/3LXdXFchaYpJhnmSjaOW8jiuIqMU+kpX1lG6LH+JaIqjVKKgOYS0ley81D7D3U9rB3VBGOriirbQSg2w2Jyp3vDNxOrmfta75PXVp7MVo5xHIe8q5O1IGcpvj9ezGIvf3OUD9YMhjrDBIJBHnvkQf7TF0cB0DWFbdukUimUUvzgBz9gcnLSt5vouo5pmmU9v5PJBIlEjL6+bj7/+QNNrQcQhHZHhLgg1IkPPzzPz372Ho7jcvr0xxQK1qoMOawI9EKhgOM4aJpWZj1Zsk0+SvfgOjazdoS8vfYP1lA4y65o0Zs+HMnhLsdbj1Zmp+uZ2a2XP7ze9ppa4zZzzHbGbSdGo0TqZudu1MlZO105qtwfy7IIhsJ8OJ0ln88zmUtw+fYag3WT3u4ujuyIoEV7+I9f2sdQcmWdhMnJSebn55mfn+e1114r63ZSWnzpLbize/cgoVCY/ft30NfXscakgnBvI0JcEBrAj370Nvl8gQsXJjl79gKO46zKkJf+Xeo5L+Wq1UXaUqQdkyvZDrALrFXsebBjCce2GIy59AZzNXm4q9EIf3m99qfZseqd3d9O7FrHbGfcWmNbXShaLVYjr4i0y/t5rf1xXZdgMMi1jMnZydtEYwneubJGn2/dRE+O8OtHEvR3hBgd2cGvHoz7D6fTaX7+85+jaRofffQRc3Nz/oqXhmGU9fqORCKMjg7S15ckFouyb99QzccmCPcKIsQFoYHcuDG7vGiQyzPPvEShYJWJ8mriHFay5rquo2kaOUdnxoqAXWyReGphANuq/sOaCNgkjAKuC1HT5kjHvB9rK7SbdWGrMdfartbi0K1u3ywby2YXCSod0yrPdCNiNaowc6056jFPvU5cSv/OZrMEg0HevmqwkAPDNLidN7gxn68MAygS/bv4r7+xBzQdPdrDL42E6VhOfn/00UecPn0aXdcpFApcuXLF93t7FpRQKOQXXD7++GGi0TCmadLVFScaDVWZUxCEaogQF4QmcePGrC+aXnzxNcbGzuM4NpZl++IcWCXQYbXYyKowrutyOdfJuYVYseDTdUuc5EU0XCKGDbh8ZiBHUltayaKt00axVrFb74x5ozuqrGdvqTVms7avdcx2x9Zb7Dai2LKZQrkVxaJKFRfScYGFHPzDBQPXcVCaxkJ+9SI7uqZQRpBf+cxB/s3To4BCDwTZ2RXyv2sAvvWtb/lrIuRyOT/zHQgE/NvhcIhgMMTevTt55JG9aJoiHo9su7OTINyriBAXhBZy8+Ycf/VXL+I4DjMzc6TTWV+IV1pXHMfxs5m6rq/KbKZtg7dSg7iFLOAwXzCxqy57BzujeR6IL+DiomuKZMDetJWlVcWg2x233Tgbbb/dYtlmjKnH+HqMa7Q3fK34d4Jdpdrz5DgOhmFwc8nFsmyCoSC/uBHg4xtVst1KEQpH2dUdQJlhjM5d/K/fuZ+e2EoB+K1bt8jn82iaxtjYGCdOnMAwjLKCS0+Ax2JRenqSBINBotEoTz55WDLeglBHRIgLQpvwxhunmJiYxnVdbtyY5cKFyapivDRTrus6ruv6CwgppTBNE4D3UknSuQK4LnP5AKm8BlWyvoZyOda7SMGy0DWdoWgBwy1s2cpSjbuxMLSeY1rlud9uhrZdbUulse+0+JXxbNsGM8L5WwWsgkU8HueH4wWsamvrGCH27ehib38YpQcZ3rWbf/dkf1msM2fOoJRC0zTeeustZmdnfeFd6fkOhUIMD/fS3d1BZ2cHjzyyt67HKgjCCiLEBaENuXr1JmfPXsB1XXK5PK+88rMyX3nl7dLLwt4PaynXs0Fm8wbKdVmyDM7eDoNdzTsKu+N5TDeHpusMRGwGQtktF362wr7QqLlridkuQn+7czQiRr1iNVJs17MgdbNzuK6LaZpMLppcms1jWxZuIMbYtSq1IJqBFuvhtx8doDdmogJhHrqvn4d2xvzY09PTjI2NoWkajuNw8uRJNE3zV7QsbTPo+b2PHXuAQKAoznfu7JMFdgShCYgQF4Q2x7JsPv74MuBy/Ph7jI2dx7btMiFemikvvZytaRqhUPEyslf4mbcVN7IBcC1w4ae3+shl01UXFYqZDnHDAlyiJnxuKEc6nfbtMaW0uqNKPcRsI/qg3+lj6jm+1njNtpo042TOW3X3zFyEa4sAxYLqVE4nlVn9WVShBD3De/ijX+1BaTpaMMqRnTFiwfLP4csvv0w6nWZpaYmbN2/6lpNAIICmaX67wVAoxMBAN48+ehBd19A0neHhbvF6C0KTESEuCHcQ6XSWXK74A37x4hQvvPBjbLvYiSWdzvqreZYWfCql/BU+4/G4/0PrPZZxDHRNB1zeW+znwqyLk50H18FxFfbyN4TCJWK6OMu+c03BV0YXyeWK2XMAU7nA5rPntWS6W9GzezNFna30XDd6rkbO2epMfaP2z7NHKaWRX/4Q2bZNd08Pf/H2YvExIGtr/mcMpREwNExdoXSTw4ce4I9+fU/xMU1HN0y6wgrLsvw5/vIv/xLXdTEMA13XSafTvvgu7fMdjUYIBgPEYjEee+wQPT0JDEMnHA6u3nlBEJqGCHFBuEv48z9/jny+uEjQjRuzLCws+aLcW9WzslViJBJB1/Wyf6WcX4xxds7EzadxccnaGqmcVjV7DvDk4BLKzmAaRZ96MmhjKKdp3T2qbVuPFUMbse16Y+rdwaXWcfXMDjfas92oebaSjXddF1sZzCwWjdy5fI5QopcXz2SqBNBQZojRngiJkALNRO8a4bce28UX9obK5pidnWVpqdjxaGpqyl9Mx7OXaJrmL6oTCASIRiMMDHT71pOOjgRPPXWkTs+IIAj1RIS4INyFvPvuGSYmri3bVlwuX77K5OR1bNte1cPc+9/70fZEoKZphMPhMr/5zazB2Gyg2JnFdci7BuMpA6w81RYaOtCZI6JyfhZ+MOYQ0wtYloVhGBtaQxolgjcq5mz0/LWOaVWnmVZnravFanTnlY3mymazRKNRFuwAl2ZyQPH9m9Oi/HyiSv2FZqJFkjz9QAeJoAI9gB7v52vH+rm/N1C26fj4OAsLC353pLGxMSYnJ8vsJV4GPBgMYpomg4M9DA52YxgGnZ0Jjh6VAktBuBMQIS4I9wCXLhWFuOu63Lp1mzfeOOkLcE+cV3ZoUUoRDAZ90arrOolEoiyupQKcS5lFIe46WK7i+I0O3Nxi1WLQoZhDTM/7Qhxgb9IioWe3Ja5aXcxZa9x7SYhvNU4zfOGbLcqcn58nkUiQskKcWS6ezGazxKIx5u0AF5eF+EoQDRVKYHTt5vc/Y2BoCnQTLdLJPz2YJBEq92G/+eabZDIZv45jfHycpaUlDMPwBXdpZxNvIZ3Dh3cTj0cwDIP+/i76+pJ1e24EQWgOIsQF4R4jm80xNXUTKIruTCbHt7/9ku8v9/zklZ1ZAAzDKCsKHRoqX8LaceFqJohyLDRV/GrJ2orvnw8XxbljrdqfjqBDUFlQshjRI/0FOo0M+XzeLzYtpdEL/Wx2zHZW6axlzJ0mxBslpuudoS+9PT8/T2dnJ7NWhDc+KVpK8oU8gUCAnGMwm67sH6hQgSh61wh/+s+HCJsK0FBGABVK8NCAhq6V1xg8++yzaJqGpmnous709LTfWtAT3d7S8V6hZTAY5Itf/DSBgOFv192dwDQNBEG4cxEhLgj3OK7rkk5n/dsvvPAaExPXsG0L23ZIpzO+97yyS4vXGs0T5wMDA/7ldM9vruk6OVvDdVcETNYN8L2zJm5uHte2lueGtKWB62BqzvLKny5qWaA/vUcjziKZTJpAYPlSvio+GtKrNVdeTav94Xfjoj/12mYrbDWe915NV3QCzOXyaOEEL551KrZVOK5G3lHEwyYBfXk+P9O9iz/7zSGSYd3bITTdIB7SyKTTZXPMz8/z3HPP+Z5uwzDIZrN+MaXXUjASCRONhtE0nVAoRCIR5Stfecw/1uIVKrNplhxBEJqDCHFBENblzTffY3z8CpZl+SJ8enrGLwYttbiUes69f4ODg2WdWgA6OjpWCYr5vM4/XIniZG6DnYNl4b5Q0LmZBuyCf18pAc3l8cElHNv2u7cAREzoDrtYloVt274VZi0h08zsdjNFdTtkn+sRZ722eq5bfJ1N02Q+rzGfW3kt8/k8tu2QTCZ5+WOHfLU6Y724CuWe3hBd4WXhqxuocCf/+undPLhjpT+3h23bXLlyxb9f0zSy2SwvvfQSSikMw/BFtqZpvs3E83cnk3G6uzt8n3dPT5LPfe7BbT1HgiDceYgQFwRhy5w6dZbp6Zs4TlFsX7w45ReHlnZnqfShe/f39xdX/StdJbS7u9sXNKWi6+qSwZkZDTe/BHah7LGxGZ3bS7mqfvTuMOzvsslms+SWLS6lUvBALyg7T6FQ8C/1V9KotoV3khCvR4x6ZM09y1QgEEALRPjFREknEtclnckQjUSYWDSYnK8SQNNRgSgD3R08cV+4ZGINFYyhRbv44qFO9vasfh84jsOpU6f8FWy9+958803/veNluz3x7d0XCATo7u5gz55hDENH14uCfGCgi/vuG1o1lyAI9xYixAVB2DaTkze4dm2mLBP+wQfjjI9f8X3npQIdWJVB7+jo8L3n3jamaTIwMFA2l2ma/u2PZzUWMvlithx8obRUUPzjRQMnvwSFLLir06D3dboop9jBRSm13Et9GQWH+nX6QgVyuRyFQjG+b4mpYCstCO+FfuNejM3GyWaL1qhQKETaDfHzycpaAoXjFN8vgUAAzQwzNp1dHUg3UYEYerSHf/u5BPFgyfzKQAXC9HUl+PSu8Oqxy/t8/PhxFhcXV50Ujo2N+WJbKeVnuitFdzAYZPfuIXbvHvAtWslknOHhnk09F4Ig3FuIEBcEoSGkUgssLKTxikJdF44f/398+OEFCoVC1a4tXlFoafa8tKWi9zjAwMAAXV1dZXN6nlvLgelFVex37tpFA7qiTGx/532H1PzicivG1UI9EVSEdAfHsVcWMVrDHvHlBwwMO+2LdsuyiEQiVbdvpsd3O3aZ7eynbdssLS0RDAaX+1pHyaow//f9xerbL/el1zUdC525TLWfJQW6gRZKMjzYxx9+sb/KJhrKMNGMIPf1mJj66mPQNI2zZ89y6tQpAN+y5GW2b968Wfa3l+X2upeYpukXUA4MdPPEEw+h1MqJh6bpRKMhotHVRcaCIAiViBAXBKFpFEW3uypb/NxzP+batZkSC4uDbTvMzc2v2ftcKbWq5aLH4cOH0TRt1TyekDIMg4LtFjufL29Tra/535xxuXJzadkWk/e3rcTQFTNpBa5dLEp1i4Wma21fSjSg+NpBjVwuT6GQx3FdbMvyPfnFKwfgUrxqsBUUCjahp1OplC8k9WUB6glOwzAxzGLrvL9+L0umsImfDKUt/6eD0uiNGegaWCUW/7Ld0k1UMIoW6uDgrh7+4InVNQTFQcX7TMMgYBQ92V42vbSoUSlFPp/ne9/7HkCZ9ag0y+1dQSnNahf927HljLeOrmvLfbp7eeqph8t2R9NUVUuTIAjCZhEhLghCW2LbDs8996ovSAE/a55KLTA9vSLcvccqi0W9x7wlwV3Xpbe3l97eXv9v7/9S/284HCYWi/n7UtoFphq6rvMX7wdx80u4hSyuXfStu7YFy3ab9ah8/IPry/vuFu0YZcLeuw1Vi1dX36d8Abtyl+ZNvPy4tryZvnxbQ9c1HhlerzWeWhXWj60HUEYQLRhFC8b4959L0B0pvzpQ+nxX49atWywsLKyELdnWy2J/9NFHfPLJJ/7j3v2mafrWEu8Eq1Ro67pOX18nyWTcH1daTPmFLxxd57gFQRDqhwhxQRDuOKambnLu3CVs2/HbIq5k2l2OH3/f75ZSKsi9DLOHJ9A98Q5FUR6Px32x7o31sqilmXePXbt2EQwGq+7rRiIeVoSlx/c/Ws6E2wUUbrGVo+viejYbL9Pu2qvFrLNyfEpTxay4VjH/8t9K6ShNK2auve00A6XpmKbBbz1U3UvtHdd6nUyAsuNOp9OcPXt2ZReWhXhlP28v5oULF5iZmfEf92xHsFInUCqwPb+2d184HOLhh/cux/T83jqapjAMkz17Bunp2doVBkEQhHojQlwQhLuODz+8sCzS3TKB7d1+553TTE3dLCsg9QS6939pVr1UfHtjSrfp7e31xXTpPLBilSg9AahEKcXAwAAjIyOrHqvsIlPJRpn69bLOG4lpL/b4+DiTk5OrxpberrYfpfuey+WYmJgoy4SXZrG9+bzHSxe8KRXcnpVkeLiXI0fu859fb4x32zSLYlsQBKGdESEuCMI9x+3bi+Ry+RILt1t2G+Ctt04zNnahrJi0tF96aaZdKeVn16FcrHuis/S+Ukrb8lVbRbR0/FbZSsFlZVa+dHw6XSxEXWu7au0fK0V2aR93T1CX9tv2bCTDw308/fRRPBf5imiHFTtMcXGbeDyy6eMTBEFoR0SIC4IgVGGt9oNrkUot8OKLP/UFd2W7RsAvvIQVO0ylVrZtB+9kIJ3Okcnkqu7PRsLcawW5lhgvFcMeSikikSChUHD5b9D1cuFdmkUvjqekELJo/QDlZ7cNw+BLX/oMsdjaNpdKZPVIQRDuFUSIC4IgtCmffDLJ+PjkKg/7RquAlmbrN7KnlFpFdF1n376djI4OrLm9IAiCUD9EiAuCIAiCIAhCC1i/5F0QBEEQBEEQhIYgQlwQBEEQBEEQWoAIcUEQBEEQBEFoASLEBUEQBEEQBKEFiBAXBEEQBEEQhBYgQlwQBEEQBEEQWoAIcUEQBEEQBEFoASLEBUEQBEEQBKEFiBAXBEEQBEEQhBYgQlwQBEEQBEEQWoAIcUEQBEEQBEFoASLEBUEQBEEQBKEFiBAXBEEQBEEQhBYgQlwQBEEQBEEQWoAIcUEQBEEQBEFoASLEBUEQBEEQBKEFiBAXBEEQBEEQhBYgQlwQBEEQBEEQWoAIcUEQBEEQBEFoASLEBUEQBEEQBKEFiBAXBEEQBEEQhBYgQlwQBEEQBEEQWoAIcUEQBEEQBEFoASLEBUEQBEEQBKEFiBAXBEEQBEEQhBYgQlwQBEEQBEEQWoAIcUEQBEEQBEFoASLEBUEQBEEQBKEF/H8BpttxxaLXcgAAAABJRU5ErkJggg==)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlYAAAF+CAYAAABAslTZAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAgAElEQVR4nO3dedAk+V3f+c8vM6vquZ++u6e7p3t67kujGQkkZiQkQIAw4iYMNrsrFljbwbLGIQyKxbsRe4R3vWwYbBysd7HlCAyB7dVyeFkjLLAAgRgdSOiaGc3V0z3dPd3Tdz/9nFWVmb/945d3ZT1X5/NUH+9XxExXZeXxq+d5KvNT398vM421b1gBAABgAw7WTvW2uRUAAAC3LYIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0JRt0AAKubv/QVnXn+X466GdgmXmtcDz3zv4+6GQA2yVj7hh11I3D7iPpLisKlkbbh8plP6OyLvz7SNjTJ2lBxuDzqZmAb+a3pUTehUY9987+Q53dGtv2gPSPPb49s+7hdHaydSrC6g/RXrmpp7tUt3calUx/X5dN/uKXbAICNOPTIj2tq12Nbug1jfM3se9uWbgM3G4LVLefNVz4qqblfz9L113Tp9T9obH0AAMd4bd392N9qdJ3jM8c0u/8dja4TTSJYbZv5y8/p4sn/cMPrufT6xxpoDQDgVtSZOqzp3U/c0DqM8XTsbR9uqEUoI1htyOLVl3TyS7+0qWXD3py6i2cbbhHuNC8c72ppKZYkeZ7keWZgHt+XBqdKQWBqpxtP8pP1+L6RSWbyjNtGHd+XjBlcW+DXz2+MkV+zLs/Lt1eaP2lL/bry9g6uz72f2ulD1lX3MzRG8uoaJvfe61aWtimOrWxhDzpsXWZIm+p+5qYwfX4x1kqXXTRuzOTORza1XGtstx58+n9tuDW3k9ssWMVRV72Vy+ue//RX/7nmzn923fNbG8vG/c00DVuk14u1sOyCRl1sMEYDR69hB9jqsW/ueqz/9OxCZT6jVmtwed8z8v0kmBSmB4FRdtwuvNAKzEBDAl9qtwaPqp5JQoaRbJx3BPteffjwPbf+6vup22a6/iBZT3EZb8j6XVvrA1ErqAt6xq2rJjD4/vAAE9SsK21jMKRdwwKfm167SH24GRK43Lrq37ufhkpb7qwfti7Py9tqrVUcF6bXNDINblZ1wa08e7qu2tDqGVWHE/jJjLGV4sLKi78bm0w3Jn//1konTvcGN7IBVvW/g/S1fv+WPBzd1jZ60sE9T/2spna/ZV3zdibuqv0M3zpuoWDVW76kxWsvrTrP8vWTOvP8r25Ti3Aj3rzY18WrUekAIbkDRPUz5b6p5wd+ozwInXyjr099flGSO6hXD96tthk4CHfagx/aTsvIq8znGandKk8zxqjdNgNVhTRYVdseJKHCyMgrVHOqwSd9T3XBxDOSHxj5lepOXfAxyTbrqjbt1YJVMPiePK++yiTVV7+MV99+tw2TB48C3zMDocCtbLXq1/Bg5fn166sG3uK66tq1WsXKG7KuYntjq+xv2/MGg4/kAk51ulX9Z8CtJw9hpc+NqXnP6a+69vdtFFU+eF7xC0gptOUriGObhaDS35cdnNdaN7+K76USBtP5ojj/+6/OZyWdLAa3NBOW3n9h/urPpmBhKc4CJ25e97/zf5bxar69FhjjaceBp7epRRt1EwWra29+ZtWz05bmjuvKmU9sY4uwlrPn+zpe2Om5nWm+c4sqO7E4ttnO94VXuzp+qicjWzqgtwKvdIAyRmq380BhkoNIK3DhoXhAabWMgsoRptUeDAedjjdwvBnr1AUaMxDCPG8wbLnpJq++FF5Og1U1tLQqwcQdTI2Cmv1J4JvakOH5g+/NGFNbrcq2mf4cs/8loafm6nW+Nxi2snXVdId5nhkerIZ1W9YFq+T5asFqWCXN9+pDZeDVh0rXrVg/fUjBamiwqmuTMYUQUtmrmpo2WTu8ylr3vrKNDDSyfpsDl3+2NdPtkOmSFKeNqVmPqTy3lXltzXzFNmShqTih+FySMbJxcaHKQ5tX1rL2Ji5cDhVGxRk1oBi80tVcnQvVDwfnxegYE+jQoz++6jx7jny72uP7tqlFRdsYrOKoqxN/9QtDX1+48jV1F99oerPYAGutPvHpRUVR/uvv9fNvgHHsugmiZOd08UqoM2+6rtEocq+FYR6sYlseCxPHVkHLHdzTrodWq3zw7rRMaRlj3DzpeJT0IBgEngsjhWXbwWBVpNXyBsLBWGcweHRa3sA03x+swKTVktLBOJ1Wc2ANfBcoqgfpIBispLn21oW2+gpN4Nd3lw3rXitWuIqvmiFdfoE/PMC0/MFQYDS8+27YeC1/SIVJq6xrrTFWtRWrYePLzGrddPXtMtWfSVqZqguCRnmD1go5WWNr0pY0POkNqfiV3kC6jkrwHxqg0teGBbEhTamdb1jgKs4nDQaw6rrSeepCka2Zt/o8rg9jssrCmrXVadL8QuQCmbXZtGxRm1fyZN3+8vwlUtjNYGbf16nV2TEwvTW2W0fe8lNbuOUtClYvf/ofqLt4rjI11vL1EzeyWtyAlW6sT3w6Hy/U7eXfzuLYqh+6MR6Xrkbqh1Y2toptHqyster1rKI430eHkVUvGf+QftNuFcYUpaFIygcpd1om76ZQUmUqHEjS7qT0eOQVxwsVlws8BZUqS6tVPkh7vnHbq2gXqlBpu9LusKK0MubmU7bxtNsva7PyilX6vtODdTCk6hPUVJWMkcZquimNWX/FSkp+B3UHSpMEovWu36vvvpPyMVal7sxVKkl14VIaPvZptXUZDW+XPyQQDRsXJRmZIYEoC+3Fg2n2d1CTTmrba4YHqMLfVCaW5A9Z/9ASWuV5VikqJJUsQG0gnNVNrwtlQ+ctBsoNHFLqwttqXXjVIFYV17xoh0yPVR/SIlt+G1H+M83CWOz2ob3kxIIo2YcqqeRHhe0tr8Q6d4EANgrGa2ls6sjA9B13Pa27H/vbDWxhE8HKxqFWFs5kz//od/6B9s+crXym6MjeSlmgsWnp2w1ofe10X2fe7Mta98GVpDCUeqFVHLtloliKI5uEJ7euKPlXVuqH7jXJ7TdWVmxWWncVq7zy4Ht5KAqCpLJSqAwYTxrvuJmLQarYLVQMYq7aYFyFqvAHFfguRBS7cwI/6UpR2pY0UJT/EtNQlla30uNNNUQZ47r4il15RvWDtLNKVnV6TXdXPpC8Mt2vr5S0grw9kskKDHVjhIZ1r0nu91EdJzR8PFF9UPG84ZWhugqaC9a1s7vxRHUVq8IA7sFtDFnXkDMMpXIALr8w+PtKk/rQLrbacFq3nsSQ9tYPsCqsf12VrDUC2pBFBqdtoGJVt3xdFav4gamud1g1rTjPalYLb7GGt3Fg3WnZfch2itPTBFVcT/ZvYXo6X6zyvFH+ZVOSFNrSOuLQhTQbuy+1UeTmDaM8iJ290Fe/bwtNcb0B2GrlP+5dh79Jhx7+L/NXg3F1JvavsY4NBKvFqy+pu3hWYe+6Tn7pFzfcXGxet+dOr46TD+LcQqwzb/YVRi4IrXRjRbEUhe5DGkZW3a5VbF1ICiNXcQpDN7+1bp1xUn2KIqteaLOQlnb5xXF+IPbSsU3tPAgFvilVRzzPZFWjtJqRvm6MCwbV0OT7Ru1K9abdcgO9i1+6s8qXUXZWUt1Yp7G2V6psVUNUOt5poHJj8hBVvARA3dlseXdg+SDle+Wwl6obVJ9urzLJBSgv3062blMfoopnwRVfDYK0sFJepi6sZF1rNcdHb0jwSbdbfWVYJWlYCBy2/mFtTds3LFBqWBeep/oXVqvgDAsbw4LVWgFqvfMX/11r/rp5V1tHqZK1yjqyeZPHdV12dW1bq4o1TDWUDVturaC1roU0GJiK04shqm569tyW1xMXlkvnjytBrPhfEsDiZN+rpFsxjq3iyO2XrZX6kdt3X5kLFYVu35zup3ucMbmtxmfu1aGHf1SSNLPvbQraszVzrRGsonBF517+N5Kka29+WktrnJWHZl27Hqnbt5pfjDV3PUpClAtL3V4SmsKkEpVUscLIhauVbpwNIO/33TehMLL54ySERZEtBQlr3UE57YZpJWOB0vDUbplSJSO7xIBJK1juQJmOUal2S/k13XNZFcvk6/S8pDvQSw/8Kp215xmp0x48YqUVqmKQCQrbS4OTXzMWJw1h6bbTadWwkFZMBs7IK2y3GBaCoP6YGNSNU6oJXNJqg78Lwaoa8oaMs6o/42xI8DFDxmsNuVaW8erndz/3mu2a4cFqWFXKDQivX2bYtaFUOLM0n3lwUmn+YQGt7oWhFZ/B33Fp23WhaLXB6HXrH5hWmbxa0MrWPWQ962mHNNjm1X626w1bW2VYFqmbXg1X6b+2Mk81NKViOyRwqRy+4uT1ZHocucfWWkVh0rMQ5V+cw6RnYWExznow0rGv2B57jn5AEzPHdOCBH6q8Uh+ssmL+yS/9oi6f+vhWtg01lldiXV+IdXku0vJyrOWuG9/UC6263Vi9vs3+i2IXllzIchWpOJK6oVWUVqf6ybegOB9XlQUoz3Pjmvy8G8/zpHbby8JAemadl1SK0q45LwlS6QHZjUnKA5BRzRgqMziOKO1CzLqdCuEiG4xsKpUnU6gaFfiB6i9L4OXdajKFKo3y9XtGA1WodL7qWCLPSy+joMGqVWFi2g1ZGypquseMVHsavtJtDglFA7MbDbS5uN2qYg9RaSyJcd0QVXFcH4hMLFkzOL9nJGvzLeTjsY1UM7+RFK/SxTXsEg1Dizqe226xzcMyjMyQ6dLwwLVaoKmbtzp/6d+aI3zxjRXnrfnZlf4over0mnlj47a5nrbbmherbR4W5KofltUC37rD1yZS2sAidpVVmdIs5UXSLj5Tnl4MV3FlejotLjzOApbJxn15UT7Ni6yCSLKxySpZ/eQLdbvtqduNtbQc6+LVSEvLDMPZLle/+nvy/THNL6zogac+uOb8WbC6fuHz5VNXsS0WlmJduhpqfjHW4rJVrxdrecVVo5aW3TeUlV7epReG0krXHf663TgLUL2+6yL0TN4F12rllypoB25MkefnlwVIKz7pWW7p2KT0TLj0zLJi5ac4kLl4Pad0AHLxtP26KpbnmYFuPd8zeXeWJJm8IqbKtNJAcpNUlIpjkrLQVAgDhcCTxsD08g0DYceUuweLbawNOgPVnPTnVVmvVgk5Nes1hb17ab9uyzOnr3leeWxHulGbLTd8m4VcVapmFmXrH2h/3RHKfVuvGy+cBvbB6bWrXzX4rHd68aSFja0nf6H4+8wmVzOHycO7SX72xgzOl65j2M+iFEIKX0Bq+UlQqs6TbnegupSm3PK2ip+f8nKVX2LdoP2695gGwWFdkauF06EhrcHj02oZbbXQVXzNFh5YuZ9NtdJV+s+6YJZVsZJwFZiskmWskYkkxdaFrNioHVq1W67noh34CgKjy9cidXscr7fXsq6c/+q65syCVRhZnb9MfXG7zS9GujIXaW7eVaeWV2KtdGN1e3kXYD9MKlV9Nzg9HYgehja5mKS7XpOfVGuyQJWEnfSK4MWKUuAbtZPrKLnXvCx4pBeoTA8mrUJ3oYwbs1Ts2vKLA9mTA0Y6oNqtv1ztSith1QNX8WwuU5iWSt9PqSJTE4TSael60gfVMT5GLkjW9myY8nNVp5l8XcZIi0vuqvDp7yC9AnlaQRsf8wau9TWczQ7KRkblq2+7B6XL9xR25tnJB9b9jqcnk3FohcZbmx9fawNWTZhx7Rk84libH/tPn+tlg+N93+gTz84riqXpSU8TY57GxzxNjnsa67ifx1jHXTtsx7SfrcSYwe0Mu77W0GP20IPmakfT1RWveTR02FLyQ033oq+d7mVfCKQ87KdjJfPrnhm1Avea+yzmXaxZl3UlvPi+KRWovJrxd8W/9+yzmVVe85X1w9gNdUo/e8a48WvpFyS5z7rxy8uZZCxb6edRWC7bbl04TKvFlWVLCxZ3BtkfbGWZ2lBX84GuPrY1yw3MvIbiziXNfdn6kwelsVmmPF7LKg9X1iTVLetOjLCSiY0USSaw6oRWQeCOBcbzhl6eBDeHIef1YLsYGS13Yy0sxS5UrVgt92J1u6782+3FWbCKk4ObSULS+JjJBoT7vpuWVnrS26V4vrIB465alK+j3U4Hn5vsOkZpd1xQOLvNvZbv+LNuxOQaSunZWcWqThaUlB+oS/emK3Sv5Tv9wuD4wk4+raQlsym9Onu6nDQYeoqPS2HKDO46S/vdwv4we5w8d8HFTTt/KdSlq6G6XXfR0xNnejpxpq+ZKU+z076mJjxNjHuamvQ0M+npnsPtpDKo7N+Bs/CyQFMJfzWnsg2vdNVMt66LrxSuknmL77P6vtfj3IW+jp/qSVb6N//fNY2PGc1Oe5qZ8jU2ZjQzNez0udxKN1Y7GUPnxvnlb8YkB6y66lcTbrQaJg0Pc/fe3ZYxRucv9XX+Uig/OQFkfjHS62/0NT5mNDnuqdPxNDFm1Gl76rSNjOfGJgZBeg20tMqcp4K6ALpa+1Zz+WqkMLJuGyb/UuIXxlBmz5O1Fau9xfGQxUtgFNsYWavri3FW6VZhbKUxkvELFwE2kil8WUovrpr9zVe7aIvBLfuv8EEvPVb94+yHV6n+1YWy9SqWgtMPnJHrBkw/fLFcpSs969FL5o3S+bNvWG4YhaROPHxMIm4OBKsRm5r0FIbS9flIi8uuUrW0EquXVKxim48HavuuGy2tPLXbbsfVDpIrdgcmu2ZSJxk3lVYPWkkFKa2mpAOy03+z4JX8RXiFqlS6E03HH6VhyqvsHNP1pOEnDXBZgDJ5dSkLU8mXuCgqh4Xiwar8r8m+IBZfKyqFoqSKk+7ki18g021Uu72qoSVttyQtLsc6/npXX3lpRS8d7+rClUjtljQz5Wt2uj5EWOsCyOS4p7ExT52O0UTHZF2bgW+y4FysHEhpV185FKXrrHv/adfgesLRsC/tw8KVLbSj14/1yc8t6vmXV/TZLy0pjqXpKV/jYxs9+tQLgvRq8Ca5UK295a6I/dGPzSnwjS5cDnXhcpgFzbSCtxnpxXittVmVK7WRQFx0YK8rXdcuvt6gtta2Yynsus+h9d3JOum+KUj2T34yJMGY8lhLvxKczl7oJ/un5Mtgeispr/CFLRm6oMIXv6w6nX37K+xIvHz9blumHNRkyhW1mjN/88eFgCYzpAez0CVrC//adIdkSqEq3ef5LenaXKT5RcZX3cwIVjeB5RWr6wuxFpYiLa24KpWR2yGMtfIw1Qrc48B3zzvttBvB/Zd+w2y38gO2O0stf55WkvKqVLrzcsv6hZ1TGqbSkJRWs/Jpha44L7mUQ3LXG2Ok5W6sL72wormFSPMLkfqhNDXhaWrCdQNNjHuamfL08L1j2eUf0lBTDAjZPiuZWPq2XuwhKAaSwrrS59UBzXUhpNqOfJrrjnvtVFcvHu/qytVmus2D5HeaXiE+iqT5pfiGwlWtmqpVuu7q4uupWn3ys4v6iy8s6eKVrU87fhLerbX5bUq20I1Wq37rD+b05RdX9OrrXU1P+pqZ8tZVuduIKJJ6PaupSbNq22rVVbrWud3Nhq+vvrwiPzlRphUYhaHNKuXGKLv2WXrGsDHJxYz7Vr041uRk/vObGveyLzv55V+S7VrJxJKJ0/2EzapsVlanzvUVBCY7O9lPzoROz3BN96G+r7yC5ic7gzR8paGq2J1ZOuHAlnda1YpZMnlAVhpP503ClScXuHz33uaXYoLVTY5gdRN4++NjevG1FS0uxer2XJfeWMeo3XJdA522yaa1ksqUC1NKHrt77qXjrdKKVtrdlI6BSgesF2+bko7fKN7/Lt3BBb7R3Hzsxu1YKY4keck4nuQAl+68MsnDK3ORjr/e09kLfV24HOrytVDdrrRjxtOOWV+TSahaXPbVC5c1kYy5cdP9LMwVg066vWoVKttsJWhU91HF5dw0k+3L6oKZKtOi5ISCrZDe9sbz3Jgk4xlduhrmV7svNKo6XqrazqFVqyElqrogFcf1Y5ustfrKiys6dba/gXfXDGOM4jge2g221rJb0yb3r7VWz7/S1a/8xmWdPtdXGFrtmGk2TFUtr8RaXI51YO/gbvyGQ9UmK1Vh311T78LlUJ/6/JLGOkZjY15yyRSj8TGb7dPWE+fC0I077fatdu1w73NmSGW4ZEhwuWtvq1QxL/2bPXb7t6tXIl29HqnVMmq3PTfkwkuq+UFhLKdx+15Xti9UxdK36BeGLWQVMpNtb+DnWA1YyQfaSrp8NdSLx7trv3+MFMHqJjDW8TQ75evCpVDTU/kg31bgxlGNddzjTtuo3S5UrgI3vsrz3HRXlUq6AdNvW0oHsavU9RT40oUrkeJeerBO97nV5/l0o7TLbvCSBHXddr2wbu82qNe3agVWrcAoil0Fb3LCvcdipalYsci78PKwkW3NVucpt604EHwjwUym/npaTSpWDe/a29Kbl/rZ9crycVGDlaeq4d1866tauXnrKyGjPBspiq2WV2xtBaiuetSUuvUWixSvvt7TP/vXl3X5WqSVrh16wdMmtQKjnTvKG6oPPxuoUK0nUFUmLK/EeuPNvnzf6Pf/5LouX4s0PeVpesJTFHuKratUb5ZR/Rm1tVb503TV/FUWrSy7czbQzll3iAxD9+2r+qO8vhDp4pVIgW80MW7UTm6/lfYU9PrWjX1Nh00kZ2kbk1wcOOumrKlqFUXS5Yt9PfvZxTV+ALgZEKxuEt/5TdP62J9K84uxJifcYNbJCT8JVkZjycDWIA1YrfxfY4y6vTgbLN7tWS13Y80vxLoyF8laaWLc6N67O9n20mpENqbHpmeilashpR2JKbxQ+fRX552Z8rRzxr/hm5SmwXK84ymMrBaXYi2txOqH1eBUH7CGhiStHszqlgt8o3uPtHThSqg3L27PgJ+9uwKtdGNdvR6VwlXR0PFWQ6pWtV2C6xyXdTNoqpnrfb9rdbOdPtfXb318rpE2bUS75l6TN2QToeoTzy7o7Pm+Pv7n85qZct2e45scP1bbJCNNTfmaGF9jnTeQ9euuMtQPXXU6reIvJ2dxFodNSFadtqcDe4wWl2Lt2hG4cV2F9V2+FmXDNPykF2F+IXa9EEF+NwuvZbLrBbquUZUqXOcvhPrCFwlVtwqC1U1iYtzT+79xSl/62ooWluJsXMb4mOfCRdvLQkanbbTScwPc4+SKvStdK2PcxUFPnOnp9LlQV+YiXbkWKQytdu/0Nb8Ya7zjutzGOkb7drdK4cQkZXD3WU4qObYQwtLxliYtTKs0b5nRscMtzS1EunC5mRAy1nE/k+UVd32vMFK27mFVqOLlAFarXlW70orLpfNZK01N+Hrq0TFdvhpuy/giyVUax1qelqI4O0u7OubqRrsENxLYjhxs6YVXVzb+RhrgGanTGXaT5Xob6QbcTNh67pWVbb+3W5AMBSi1qW7GJrv+ChM+88VF/eVXlvWxP5lX0HJngm6FTttbPUDeYPG0uE84f6mvhSWrdsudINDrWXWS4RdrhdiJcc91IVpTatK+3fkvKd3WgnHXHwxDd2/WK3OxgsDda7V4clJ6ctD5y6Gee3GZ+wfeQghWN5HpKV9vf3xcL7zale9Ls9OepibyU/cnxoxOnevL990Nl90HzZZuOCwZ7d0V6PS58qewH1odf72XBbaZKU+eZ5JxD66rMQ0PXjqOSm69cZzEp6QUnt481PPSEJKHseLBuNXy9PgDYzq0v6U//NS8Tr3RzJ5hZtrPulp2zvi6cCXU1TnXR1g3/iqujKEqvs9UHA+ewh5XwpWbT9q9I9C3vmtKX/eWCf3yr13WDe/d1yH92WcX/NT6gtCwcFXbJbjOqtX+PYHe+44pnTxzdQPvoBleclbrKI1y68ZIgaeBv9VNh6r1BKrKxK++tKKPfPSqXj7RlZE002q+39MrjAut1VCFqte3+ovPL2pszJ2Zazx3Uk07cF8+1+J7UtBOzzzMQ1VpiJQt/7szGXuXzjIz5X5V3Z7V1euRxpMvz6+c7EpGWlpyd+TArYNgdZOZGPf01kfGJLlrJY13jCYnPF2ZC/XGm7HCwmUJ0rFOJi4Hq8lxT9/w5LhOnO7r888tK4rqP5S9nrsGUye5Yvv4mCtNX1+M3VgeJSEkqWJZKTkDOAkscfUgbks7ZWtdhe3gPk8//IEd6natPvoHc4M3Rd4k3zeamXJnGUYHpa8dX0kqd/XdfOkgdSU/q2L7q8uky8WVZdL3vWs20K5Z6R/+zD6dON3Txz65MPSmxFslC7/rCEj109Z3lqTbRnnZo4db+tn/ao8+9YUl/c7H57SwhWcpWWuTS3KsPbZsvWq799ax6rpZ6m4QvhXyOxqUtzcYlramShXHVr/4kUs6fa6vS1tQrTXGvcdOO31eU1bdpPSzvbDk9g+f+9KSjp/uaTLpYpycMK6av87LhRhT/NKVV/fL28s/o8UvRK47Pp9vYsxTL4wVRdLFy6Hm5iPJiArViBkvUKs1KUl62/v+R83sul+e317Xslmwmt79uHq6qpXFi1q8fmZrWop1aSVX1T18wI207IdW05O+lpetllai7EbM05N+9q0qC1lJBcv3PT1wrKMHj3X0qc8vaiW5Hc5qjHFXcL97xlenbXQluW2CtVaLy25v4Jn8gFw9Wy8LX+mDpK5irTTW9jTWlv72D+/SG+f7Ov56t7GLPqYXNn3wWEcvvdatGVxdDlhGedCoO3Mwf2xrl1Hh8fSkr7c+Mq63PjKuz315yV2vqOM1Poo0VQEAACAASURBVMA7rbKV2pC1q9D9WXhfg/MVjrnJxPUMhK9jJE1N+vqO90zrO94zrX/10Su6MhdpasJkN4+9UVHsxv1F8fous1Aflm4s9KwngL3v6SldvBIqjt2YmiYYk99aqtM2tYO3t7RKVTPPpSuRu5Bxt7kQ7WVnMbsvlbWD1Df5p1T8bJ8629O1+Vj/6qNXNDnuZZd68TzXBbceaZjyk2tmFW8vVa1KSTb5UuraH9vC3RRMej0/40JW8pq17lp223FJEQw3s+t+tTrTmt3zkB5/+qc3tY4sWD38zD+UJF0+90W9cfyPJUmnXvw9xfH2n1aNelbSxcuRzl7o68q1SHt3+9ox7avdNtox42vnjO8+uNbIGJuFnWfePql+GOv46z03CHydiebQ/pZaLaM4tjp/KdTcvDu9Ox3sLqUH6/JBPW1rdT7PcyHr4L6WDu1v6fS5nqLY7ViHVdU2wveM7j7Q0qlz/SHBplJ+KYWofK7qoPjVBrYXQ8w73johyXUvvHqyl1xrzNxQyLLWDaLt9W1+U20NhqbyMjXVqZr5NjLWaq188hM/tEuSO/CcON3TiTM9tQJpLLmMxvKKzS4dUZUOCE7FVkk4cy0a2h20SeutVlWnmaHzGf3N79qps+f7+v0/ndfySqxn/2qxdBuctbTbRjtnPTdAuuWuvJ4OAl9r8PywBq+nSrWRef78880Nnp6Z8pOxnp4mVztj8AZD1amzPf3V88v6088u6ur1yN0+aYPSk4T8ZLB5+gWnuJ20IlatTC0sx9ktBI3SW4xt7j1h63TGd+muY98sSbr38b+uqR1Hbmh9A7/i3Xc9pd13PSVJ2rH3IcVRXxfPfE7nTn7yhjaE5r14vKvAN5qd8XVgT6ADewONdTzt2uFnt6px35Dc7SoevndMxrirh0t23febGh/z9OCxjuYX3W13otjqxeO9wrgfm3URFr+VFR9LrvLgFULY4QNtGeO6eJa7sVqB6/a8kRJ4ELiu0G4v2nBYKu4ki++hdOX29PWBdebvs90yevSBTrbM9aS0n96uxY0Rqv/Z90Ora4ULhC6txFpaqhyh13mgXVfX1ia7jcwq7Zid9vRk0p2dTry+EGlp2WbXVzNKB+9K1sal6witdztrSe9xtx7rLWyZoU+cv/beKRlJB/YGWlyK1U4u8Osu2lu8c0J+twTfd39HvX4SPleksWTs47aGqjW29eQjY/rKi5s7acFaNxD9nsNt+b60Y8bPrqVXv8CmNlPqgvuV37is46d6+sqLK5qZ9jc0wL7dNtqz05fnG4133A3ss6ERA6HK5k220sJSrOsL7vpX3Z5Vp+UGv7e5v99N555Hf1Azu+5NgtV7G1vvqtn5yEPfJUnaf/Rduvctf0OS9Ox/+G9kLbXKm81yN9aVa5Gmp9ytLjodo04r/8brSuwuIIyPGRl5knG16ihKqyGrf/B3zvrau8tVxXbvCPTG+b5Onum7fXoasNwW8zMIvXJQiZN5ihf/9H2jqYnkm2Qyb7dn5Xl2XQNI66Tjp6rde1IeltJuh3SHWT0LcHCsUT44om6/X39wrrwHK0WhVRRa9frS0nLhHmnJdsLC9b/Wf+PmQdcXIj3/Sjc5ZbzQTq88KDi9mn7xfVQHiFe/ZQfF6+6o5ubYXn4j4XQb1cqTZ4yqt0HM7j1ZaEvpucr3ppMG77mYBrdiW6q/m8Ebdw+/NlvWDmOGv65yO9/1tgnFVtlJFWvp9awu9/J5PU+6Nj/4y9+yQ7Nx15q6+2C7OKnkviNtffe3TOtX/92Vda3ynsNtPfnoeHYHhyBwXeeraqDb72OfvK4vPr+iP//LRS0ux9nQivU4dril6Ul3ckyn45UqUHXVqXSzX3t1RfOLscY6XvZ3MDHmqbVN4++wfpMzh/Xke/87SdL0zmNqj800vo11FSXHJ/dpfHKfJOk7PvgxSdLJF35XJ174bclKK0sXG28YNi+MrFqx+yY8NZGMl5oLZdwJwckgYGVdhVFktbAsLa1EGl+MdehAK7lScv36Pc9o945AO2d8PXxfR5//yrIuJbd4cV2R+dXNo9gdkAbGYyVlH5PMY+QObOn1qaJIWlp2FTKj/Erx+/YE2r8nkKzroswOZlZa6cV68fiK8ptYuPew0V3b4nLsqimFaUPXUSmKVA/g/+nZBZ1Iwmd1B1/8Blu971sQ5BdFTMfbFLdRPNU+vTVR9jy5RYdNutTS+0GmvMpzYzRwQkH1gFAdoB345bFZvm9L42N8rxw00oNrkefZgWnG2IG2VXdSNfekHlRJPYPBqvzzLt58OF28GvAGAlylHdUwaozVWCdI1j8Y3Ir3m/PkAm+hyQPhsLzuVUKecWO9rs5trPTb7Vldu748MD2KpbjQVf+j37+jVLkpfa6T9zk96en+ezoDF0rt9db4ppAMGVirmm5rAlgYWX36r5b053+5qLMXVn/vnbarjk+Me7prT6B3vnVCMkpOQHHbzrrea7r5FpbcHSnOnOvruZe77k4ZbU9T49LYWHpleYyaMb46E26YwmPf8NPad/gdkvHUak9u6XY33Nvb6kxLkh546oN64KkPytpYn/mDvy9JWpw7paX5c822EJuXhidPOnqwo/Exo/nFSHPzsftGfN3dQj0NOrGkhSXp5ddcN9/RQy3NTLmrwO/ZNfin4vlGLU/6urdM6DNfXNTV63FencqboDjZI2UVomSedis54GjwwFB8bIw7a8cYo6XlWCdO94a+5bHKQNRTZ/vZIGi37XzMVzqtOOTMWuljn5zX62/01C8MLyxWYIq3BJLKF2pMr7gs5TfAzn4O1WNKYbvVW8hEsbKzDAe6HAv/d6upXtOqHHIwKnn1rbbiVa3EVYPnKhU0N60clovz7tsdZNdQGlyuuN1K2W3woa7OhaXKW/Uq6sOKTK+cqDuRZG0zU152Y+i1jI+5W39ZuRudP/fyytCxbQ/e09HOWTe2651vndBD93ayN5C2cvDMvrwyNTcf6Uxyr8H/+GfzstZtP/3yipvH9K77NDaxR+OT+/Tke39+27d/w8PojPH09Hf+E0nS+VPP6tLZLyiO+jrx/G/dcOPQvN07A919l6dWSzp5ui8/MLpyze04jTHyZLOgk1ZaJseN7jnUlpfcFqfTNrrvSKe03scfHNNXXlrJwpq1bqxN9m22MG86bXLcW/c4r6rjp3rJgG63J4zjvFxfnPbsXy2p18/PKuuHcTZPOparOKg6jOwNdb8Bt5virV2q6ipHbrq7S8L1hagUvKrzW+tuibNSuE7T9YVY1xfWdz+8XbN+Nvh9cSnW/j2BWi3prr2B5o/E8jx3UsBYx9MPvn9GUxP+Oq41NTgI/Xf/cE5vXgr1xRdWNDvlaXoLbqyNGxO0JnT0ke+VJB2679u0Y+/Do2tLkyvbf+QZ7T/yjOI41OyehyRJZ179Q1164y+b3AwaYfTwfR2120aLS63sbumf+/KS0m/a6ZmFC4vS86+4i9V5xlVliqeV75p1g+V3zfpJF5ULS9OTmz+da2Ep1pk3+4qt64aw6Vgw6wLTyTd66vaKgcnmgSmd1rdDd/wAttbkhDvjrxhaymOVXHf7ShKsymHGfdavXItW/QxfmYt0pVBNu/uulu6+K692tVtGU8l+6NLVKBuysHPWz8d1pm2rDEK3kv7oU/P64vMr+uTnFjU95Wl2E2cVYus98OQHNbP7AR26732jboqkLbpAqOcFOvLQByRJew69Xd3lq+qvXNdn/uBDW7E53CA3KD2Q50l7d/k6da6vL39tJbuJs+flY7KsjI4ebGU7IUlaWIyybow1B6cOcW3e3fqmH0o2tlrpuW+8UewCUmxdhSlMBtr3uXgecFvotD112sUxTekFYV2Xe3otMxu7bvu569HQ7seqXt/qSs21xeYXYgVB3tc/O+1rz65A1koLS5H+7e/N6eLVSK+e7Orkmd7AEAOM3uyeh/TEN35YkjS946iC1sSIW5Tb8itqTEwd0MTUAVlr9YEf/xNJ0ktf+IjOnvhT2TjU8sL5rW4C1skYac+uQHt2Bnry4XFZa/X7fzqvla7V7LSnA3vyMRtNXAE7jq3OXQq10rXq9ay6PZuFKIITgHbLk7VWYZQHrNkZT/1QyT4j3tSFhsPISoXexoXFWGfP93XX/pb+6M8X9MaFvs5dCLf0jgK3in13f4O+/tv+0aibMcAYs+4roW+3bbtUmTFGfuDG5Tz6zp/So+/8KXWXr+jLf/YL29WEdYvjvi6c/syomzEyxjPuonZWev97pnV9PtK5C6G6pTN6bryPbbmb3kS6ibUBuDMkF0D2pPmlWMsrze09LlyJ1AvZGxUZ42XHbqzPSK8B2xnfpXe8/+YLVt2Va/r4r3/nqJtx0/A8d8+8uuvq3Ijq6eoAANzqOLQBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANCQYdQMAALiZTI57evjejuYXIs0ttNRuGU2Oe5oYT/6d8DQx7qndMpoY8zQ+ZtQKjMY6njpt97jTNgoCI9+XjHHrtdYqioystTJGstZNw+2FYHWLO3xXS9OTnjrt/AMdRdJK1yqOY62sWLUCo0tBpHZg5HnKPuyBb+QZyffddEnyPOngvpYevndstG8MABqyd5ev8bFCB42VhsWZmSlPb314TG97bNzNWpgxLjyu5qE4mWCtspW74JS/HsVSr5/OZ2WtFMVW7bZLXlMTXha4ZK1iK8WxtLQSK4o28cYxEgSrm4wxkqwUxlZhKMWxVRznH9Ads77abaP9e2Itr7R0YF9LgW8URW4+yX1w+6HVwmKsqDBNkqLIZtNi67aRSuc5sCfQfUeWFcf5juD6QqyVFbegTdaTiiKb7aSOHW7rnsPtLfrpAMDGHT7Q1r7d+eFutSLRKCpIvZ6VZLRj2tfstO/2qVbqh1ZhJPUv9Uv7XNzcCFY3GSPJGvctJYxc8Iki983FWveNZmrCU5gEqTQMNenNS6HOvNnPglocuw93yloX3FL9vs12VJPjHsEKAHDHYvA6AABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANCQYNQNAAAAzWl1ZjS9455G1jW981gj67mTEKxq+H5bRx/5vkbWdeaVjysKlxtZFwAAa9lz11P6+m//R6Nuxh2LYFUjaE3ord/44UbWdeH0p7W8QLACAOBOwBgrAACAhhCsAAAAGkKwAgAAaAjBCgAAoCEEKwAAgIYQrAAAABpCsAIAAGgIwQoAAKAhBCsAAICGEKwAAAAaQrACAABoCMEKAACgIQQrAACAhhCsAAAAGkKwAgAAaAjBCgAAoCEEKwAAgIYQrAAAABpCsAIAAGgIwQoAAKAhBCsAAICGEKwAAAAaQrACAABoCMEKAACgIQQrAACAhgSjbgBufZ22kZF039G23vX2CfXDUbcIAHKnz/Y0Pemp1TKSJM9IxpgRtwq3K4IVNm160tPOGV/f9S3T2r3D/SnNL0bqh3bELQOA3ErP6rmXV7Lnu3f62jHta3bal+cRsNAsghU2Ze9uX+9/z7T273R/QkvLsSQppFoF4CazsBSXnl+ZiyRJD93b0dGD7VE0CbcxghU2bGrS13/2/TvU9o2uXotG3RwA2JRXTnYlKx09RLhCcxi8jg376R/fLc+KUAXglhbH0vFTXb1+tjfqpuA2QsUK6zYxbvT3fmKPLl8O1e0yjgrArS+MpFdOdGUkHT7QEmPacaMIVliX3Tt9/cj37dD16xGhCsBtJbbSi691Za1098GWyFa4EXQFYk3TU56+7d1T8o20sBCvvQAA3IJeOtFVzAgH3CCCFda0c8bX7lmfMVUAAKyBYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFZbrNuzo24CAOAO4fltTc4eHnUz7mgEqy02tffdo24CAOAOMT61X4++86dG3Yw7GsFqi73r235y1E0AAADbhGC1xayVLlwOR90MAMAd4K3f+OFRN+GOR7DaYq32uL7jh/7xqJsBALgD7Nr/xKibcMcjWG0xYzzN7DykyRkGEwIAts7M7gckY0bdjDsewWobzOy6T/e99UdG3QwAwG3syff8vDwvGHUz7ngEq22yvGK1tByPuhkAAGALEay2yd33vVtHH/zmUTcDAHAbeuDJ/0JTO46MuhkQwWrbTM3s1cTUXlnLBUMBAM3xgzHN7H5QQWti1E2BCFbbKg4Oy5rpUTcDAHAbuefRH9Ch+9436mYgQbDaRk89/UPae9eDo24GAADYIgSrbXZ1LlIc0x0IALhx0zvv1cF7v2XUzUABwWqbPf3tH1a7Q3cgAODGjU/u0859j466GSggWG2z3fuOaWL6wKibAQC4xRnjqTOxa9TNQAXBagS+4Tv/yaibAAC4xXUm9uipb/rvR90MVBCsRsBa6fpCNOpmAACAhhGsRqDVntLDb//gqJsBALiFPfqOnxx1E1CDYDUCQaujo/e/Y9TNAADcwvYfeWbUTUANgtWI9KOOFrszo24GAOAW9Mx3/R8K2lOjbgZqEKxG5OCRJ/SOb/qxUTcDAHALMp4nY8yom4EaBKsR2rnvMc3u5krsAID123/kGY1P7R91MzBEMOoG3Ml27X9cs3se0tzll0fdlKH+1t/9nzQRXNHS2V8fdVMAYMu1Dn1YQdBWNP+sork/HnVzau0/8i5NTHE9xJsVwWrEtqKU63merCTPSrFsMk2SrKyVvu9v/owefeJdktylH1K2cqcda6UDB49o4fJX9AWCFYA7gDf9tPz2pLzJJxXs/ZHyi9V9pKT+pd9W/8rHB1+UZIxkra19bfOMWzFuWgSrEXvre/5bzV15VdcuvLDhZWd3HpIJJiQrxbFVHLvpP/p3P6LOGIMaAWCzTDAjE6x9gpF/+EMaO/yhoa+HCy9o8dQvy7OSlZVJ9tPWSuHKBSme31C77nn0B3TPI9+3oWWwvQhWN4GlJStr7arVq/13P6XxiX0KI/fNJ7bS29/9Qe098MB2NRMAsEHB1KOaffRXa19bfPP/Vff685Jc0IpjaenalxQtXdzOJqJhBKubwN0Pf79e+8IrsjYsTX/imZ+Ujd0H7siD36zZXUdG1EIAQNMmD3yvJg98b2nawsU/U2/xjCRp8epLunL2k9lrE9N36cA9797WNmLjCFY3gcfe9l06+aVfUhS6YHX/Ez+iHfuf1IGj7+J0WgC4g0ztfY+0N3m8/4JmD75f15/9F1q5+LLGp/Zr3+F3jraBWBPB6iZx/kqg/bvGdPTh79EDb/sJBa3xUTcJADBC7fF9ao/v09e//yHFYVde0B51k7AOBKubxI//7B+OugkAgJvQ2MTuUTcBG8AFQgEAABpCsAIAAGgIwQoAAKAhBCsAAICGEKwAAAAaQrACAABoCMEKAACgIQQrAACAhhCsAAAAGkKwAgAAaAjBCgAAoCEEKwAAgIYQrAAAABpCsAIAAGgIwQoAAKAhBCsAAICGEKwAAAAaQrACAABoCMEKAACgIQQrAACAhhCsAAAAGkKwAgAAaAjBCgAAoCEEKwAAgIYQrAAAABpCsAIAAGgIwQoAAKAhBCsAAICGEKwAAAAaQrACAABoCMEKAACgIQQrAACAhhCsAAAAGkKwAgAAaAjBCgAAoCEEKwAAgIYQrAAAABpCsAIAAGgIwQoAAKAhBCsAAICGEKwAAAAaQrACAABoCMEKAACgIQQrAACAhhCsAAAAGkKwAgAAaAjBCgAAoCEEKwAAgIYQrAAAABpCsAIAAGgIwQoAAKAhBCsAAICGEKwAAAAaQrACAABoCMEKAACgIQQrAACAhhCsAAAAGkKwAgAAaAjBCgAAoCEEKwAAgIYQrAAAABoSjLoBADbGSrLW5s+tKT2PjZGVLSxRfu5ZqTC7jJEUl58Xl1Zle5IU+UbFuYLAyJjCNjwjr/Rc8owprcPz3HylaaY8zRjJ98vvxffLbQv88jr86nMveY+VeYrTfK/83BjXvlI7vMH1rrZdY/LtGlNev2ckmXy56Qm+4wK3C4IV0JCpSU8TY152APWMZJLjpZHkFQ+81qoV5M89z6THWVmloSNZ1pSDgbVSP8yfL69UQk8Ul4JRFNlSkIpjKS4+t1ZxIVhZaxVF5e1FhdfTdRaFledRrMo2q20oPx/WNjvQttVfd+9ncL1e5WfonpcD3GCwGgyC5XWu/nrdOkvbTKYd2BPoR39wp0qbM+XuBDOw7vzvRTXbqXssSfccamtqkhAHbCWCFe54xkiPPtCRJEWRO7hbSf1+foQuhh5J2UHQ2rxScehAoOlJP5nuDvjW5o+LB/xiELFWpSATxXlYsNYqrlSYwrAmOSif31afl4KIKs+rrw8GlboAdDMr19Jufm9eCvULv3oxC1qpujCVPdZgaFotUKW+7d1TumtvvtsvxDNpyDJVB/e39MRDY+ubGbgDEaxwW5mZ8vXgsXYSVmxWbXHBxiqOkopM7KomsXX/PnzfWCngRJHNglBcCDrFx5LULwaiQmWoGmDiSrWmqFotsqsEm9WWrW6nuqyUdCNqjXkqz6vrrLbhdpQG4mKYsbZaOVzr9cHnUnmZtdowbNZkVcNfH/LaH31qQVIlhG0wXO3fE+jR+zuVxgw8zJ5ZK33w+3cOdNkCtyuCFW4Z+3b7euS+McXWKgxd8HEVJpt1PXmetGPaV5R0NYVR0n1UCETFik+YzFetGtWFqmo1Jyw8LnZtVeerdqNVu+UGKkqFeavL3gzVpIHgNeKgZcyN/xzS5deZedwyKueQ1YLQsOWL4WggLFU2UA1yA+vb4PbzdthyuFrD+Uuhzl8q9EXXBqtyRfbU2X7p91T373/9n+/SrtnRHpKe+MYPKwioxuHGGGvfuP2/fuKG2DjS6y/+np7/zK8oCpcbW6/vSSs9q37ojh+9fqx+36rdNvq6x8cVxclYnbjYdZZ0q8XKqk4uVLlxQWnXVtp9FkaD3XLpfHFhvjRUpdWsdF4XytxrxUAWxfXhqzqftVZhpZuvWtUqBrewNLbJloJVdexT+nPIn9uB8UdrjZWqjo3azPiq4ntKl0m7U4tt24oxVsPmqa66OsYqnzZ8nJXnaSDIDIyb0tpjtdYzzqr4XMVpNe1edflVugerBubdRLdgZh3hqvo3Uv23085Pskjnt1Y6crClH/vBnVl1OY7deMZe3+rilXBgjOFm+K1xveXpD+nuB/+ajOevvQAgSTpYO5VghXV77bn/Ry99/iPq9+YbWd/OWV9RZDU25unew22FoVU/+S+KlO1I86pUOVSlB9QoXj1UZQf6mlAl5cFqtVBVDBxp2LBafT7JBZdqJSuLiNUqWVwOUgMDwiuD0KNI5XUPHLw2Hqyq47eiaDCkrBWsquEofW+rBav0cd17aCJYGSN5GwxW6fNV59Fg+BoY5D7wvDL/QMCphJ6Bdq2x/DrDVaPBSlq1S3CtUJX+m44RzP4e4vxvO06+SI2PefrRH9ihmSlfvj948sZGtTozeuTr/47uefT7b2g9uBMRrNCAE8//tp779C/LxuHaM6/hbY+Oa3LCUz+0WaiKYjdofKOhSsorNllQUv4NtxyMbNaNV6z6FIPNsHFVxVAlDYadYjCJK9sshoY87OXL9ivLrnWmXnH5uupWdf1p4Dl2/+N65PGvz6YVxXF18PtgN9tAV6BdfYC8lHZzDa9g5Osa3Fb1Ug916x4Ylza46k0FEM8YDeSNmvzx73/rN9XtrrhlNnl24LDn21W1GugOvIFwVQ1W0mDFaljYKoar9Hn62YnjZPxjLB27u62jB1t66L62piY2V2Xy/Y4ee+bv6Z5Hvm9Ty+NOVx+sGGOFDTn22A9K1uqrz/7SDa1n3+5ArZYGQlVxQHkaqvJvqyoEn3J1Y72hSqqsY8j4qWoFJHssDQSPfJn6UGU8X9/zw/+D4jUCQmmb2f/y9pVmrx6YatY3GIDcv4fuvk/H7ntMaM6DDz+ufq9XG0aqYUyqqB189QAAA3xJREFUqxYNt+a4qUL26y1f0Gf/+P/UF19YWWMhx9riGK/KWCu7RsOGtEW2emame1YcY5Vts/A8f5w8MfnynqxilUPridM9vXKyq1deb+mvf+fswHXG1uPxZz6ko498z4aXA1ZDxQobFkd9nfza7+q5Z//pppbfs9PXfUc7MkYK++VQ1Q8HQ1VaFUrDVHrGXhqYiqEqLFavaipO6WB1Nz3vaiiObXrn+z6k/YeerK16DIaXQhUm+1/huVwl4MDhhzf1swI2Io66unrxhK7NR2vPnDDDnhUe/sZH/rG++uXPrG+FtV2C5Wrl+v5drXKVfvbd/uDo4ZZ++AM71te+xBPv/jkdefi75XnUF7BZdAWiQdbGev1r/14vfPafK+wvrXu5vbt8PXisoyhSVqkKk9J+GJVDVRQXurNMoGDsQHbZBNl8fFAaslQIVg889WM6eO/78vZu4L15ni9TvYgQcAeLwlBxtb91nf7p//Zzev3ky4Upha5Bm382bWx19o1T+WuqG3NVCVdpJTu0uvtgS9/7rTOaGF/9sxu0JvX40z+tux/6AJ9z3CCCFbbAa1/9qF78wr9U2Ftcc949O309fF9HYahS918UWXmdg2pP3psFqXRAdFoRCjr7deypn97qtwNgRPr9vn7xf/mZUuU3C11JwHruy5/X3LWrpTFXacAKQ6sH7mnrW981pZmp+jFXrc60Hv66v6Njj/3ANrwj3P4IVtgiJ57/HX31L35Rq9WF9u7ydf/RjqyVvLH71Zp9Z3aGXBxZjc0+pqm979y2NgO49Xz8939LF86/kZ/5aV3F+jd/7f9Svx8pjFy4ev97pjVZqVwZL9Bb3vX3dc8j3zuStuN2RLDCFnrtq/+3nvv0L9e+duj+b9dDj79XrcAotpLfuUvtqYe2uYUAblef/OP/qDiOZa30737z17Rw+Tn9je8uj7l64t0/xyUV0DCCFbZQFPV08oXf1fOf/mel6QeOvltPvvfn1R7b2MBSANiMC+fPaWFhQXt3lQelT84clue3RtQq3J4IVgAAAA2pD1acEgEAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQEIIVAABAQwhWAAAADSFYAQAANIRgBQAA0BCCFQAAQEMIVgAAAA0hWAEAADSEYAUAANAQghUAAEBDCFYAAAANIVgBAAA0hGAFAADQkP8f20ObKoOMnJoAAAAASUVORK5CYII=)
SP
Sanjeev Prabhakar
Tue, Apr 8, 2025 11:12 PM

Your models looks great, but your question is not very clear

On Wed, 9 Apr, 2025, 3:42 am leebc via Discuss, discuss@lists.openscad.org
wrote:

I have several OpenSCAD models that I created as seperate parts from
blueprints.

The parts nest together, and the assembled real objects have several
hollow volumes.

I would like to make the overall OpenSCAD model solid. (So that I can
difference a uniform cylinder out of the middle.)

The shape of the model does not seem like the hull() function would work
well.

One of the models is made form 5 parts, another is made from 2 parts.

Pictures:


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Your models looks great, but your question is not very clear On Wed, 9 Apr, 2025, 3:42 am leebc via Discuss, <discuss@lists.openscad.org> wrote: > I have several OpenSCAD models that I created as seperate parts from > blueprints. > > The parts nest together, and the assembled real objects have several > hollow volumes. > > I would like to make the overall OpenSCAD model solid. (So that I can > difference a uniform cylinder out of the middle.) > > > The shape of the model does not seem like the hull() function would work > well. > > One of the models is made form 5 parts, another is made from 2 parts. > > Pictures: > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org >
JB
Jordan Brown
Tue, Apr 8, 2025 11:31 PM

It isn't quite clear which hollow parts you want to fill.

Maybe copy-paste those images into your favorite paint program, and add
circles and arrows.

I agree that hull will not do the trick, because it will not leave any
concavities.

It looks like dropping in one or more appropriately-sized and
appropriately-positioned cylinders will probably do the trick.

But if you have the original OpenSCAD models... why not modify them? 
Presumably they difference away the various hollow parts; make them
(optionally?) not do that.

It isn't quite clear which hollow parts you want to fill. Maybe copy-paste those images into your favorite paint program, and add circles and arrows. I agree that hull will not do the trick, because it will not leave any concavities. It looks like dropping in one or more appropriately-sized and appropriately-positioned cylinders will probably do the trick. But if you have the original OpenSCAD models... why not modify them?  Presumably they difference away the various hollow parts; make them (optionally?) not do that.
CM
Curt McDowell
Wed, Apr 9, 2025 5:21 AM

The approach I typically use is to add (by union or implicit union)
filler shapes (cylinders, hollow cylinders, non-uniformly-scaled
spheres, rotate-extruded polygons, etc) that overlap (by epsilon larger
in all directions) the hollow voids that I want filled. If you don't
have the actual dimensions, it can be done visually, sometimes
painstakingly by trial and error, with panning and zooming. It shouldn't
be too hard for you to position and size the fillers since you're
obviously having luck generating and viewing cross sections.

Regards,
Curt

On 4/8/2025 3:11 PM, leebc via Discuss wrote:

I have several OpenSCAD models that I created as seperate parts from
blueprints.

The parts nest together, and the assembled real objects have several
hollow volumes.

I would like to make the overall OpenSCAD model solid. (So that I can
difference a uniform cylinder out of the middle.)

The approach I typically use is to add (by union or implicit union) filler shapes (cylinders, hollow cylinders, non-uniformly-scaled spheres, rotate-extruded polygons, etc) that overlap (by epsilon larger in all directions) the hollow voids that I want filled. If you don't have the actual dimensions, it can be done visually, sometimes painstakingly by trial and error, with panning and zooming. It shouldn't be too hard for you to position and size the fillers since you're obviously having luck generating and viewing cross sections. Regards, Curt On 4/8/2025 3:11 PM, leebc via Discuss wrote: > > I have several OpenSCAD models that I created as seperate parts from > blueprints. > > The parts nest together, and the assembled real objects have several > hollow volumes. > > I would like to make the overall OpenSCAD model solid. (So that I can > difference a uniform cylinder out of the middle.) >
JD
John David
Wed, Apr 9, 2025 9:37 AM

The parts are interesting, actually I find them fascinating and have to ask
what they are for...  I remember machining a part for some commercial gas
heaters that look a lot like the part with small rings around the edge, but
my guess is they are more for something like mixing air/liquid to help with
laminar flow, but I could be wrong...

Anyway, back to your question.  Like Curt, I would suggest making each
parts with the pieces you are interested in being parametric and write it
with basic shapes coupled with unions and differences.

EBo --

On Wed, Apr 9, 2025 at 1:22 AM Curt McDowell via Discuss <
discuss@lists.openscad.org> wrote:

The approach I typically use is to add (by union or implicit union)
filler shapes (cylinders, hollow cylinders, non-uniformly-scaled
spheres, rotate-extruded polygons, etc) that overlap (by epsilon larger
in all directions) the hollow voids that I want filled. If you don't
have the actual dimensions, it can be done visually, sometimes
painstakingly by trial and error, with panning and zooming. It shouldn't
be too hard for you to position and size the fillers since you're
obviously having luck generating and viewing cross sections.

Regards,
Curt

On 4/8/2025 3:11 PM, leebc via Discuss wrote:

I have several OpenSCAD models that I created as seperate parts from
blueprints.

The parts nest together, and the assembled real objects have several
hollow volumes.

I would like to make the overall OpenSCAD model solid. (So that I can
difference a uniform cylinder out of the middle.)


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The parts are interesting, actually I find them fascinating and have to ask what they are for... I remember machining a part for some commercial gas heaters that look a lot like the part with small rings around the edge, but my guess is they are more for something like mixing air/liquid to help with laminar flow, but I could be wrong... Anyway, back to your question. Like Curt, I would suggest making each parts with the pieces you are interested in being parametric and write it with basic shapes coupled with unions and differences. EBo -- On Wed, Apr 9, 2025 at 1:22 AM Curt McDowell via Discuss < discuss@lists.openscad.org> wrote: > The approach I typically use is to add (by union or implicit union) > filler shapes (cylinders, hollow cylinders, non-uniformly-scaled > spheres, rotate-extruded polygons, etc) that overlap (by epsilon larger > in all directions) the hollow voids that I want filled. If you don't > have the actual dimensions, it can be done visually, sometimes > painstakingly by trial and error, with panning and zooming. It shouldn't > be too hard for you to position and size the fillers since you're > obviously having luck generating and viewing cross sections. > > Regards, > Curt > > On 4/8/2025 3:11 PM, leebc via Discuss wrote: > > > > I have several OpenSCAD models that I created as seperate parts from > > blueprints. > > > > The parts nest together, and the assembled real objects have several > > hollow volumes. > > > > I would like to make the overall OpenSCAD model solid. (So that I can > > difference a uniform cylinder out of the middle.) > > > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org >
TH
Tim Hawkins
Wed, Apr 9, 2025 12:37 PM

Can you not enclose the models in a union statement and the diff the void
from that?

On Wed, Apr 9, 2025, 05:12 leebc via Discuss discuss@lists.openscad.org
wrote:

I have several OpenSCAD models that I created as seperate parts from
blueprints.

The parts nest together, and the assembled real objects have several
hollow volumes.

I would like to make the overall OpenSCAD model solid. (So that I can
difference a uniform cylinder out of the middle.)

The shape of the model does not seem like the hull() function would work
well.

One of the models is made form 5 parts, another is made from 2 parts.

Pictures:


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Can you not enclose the models in a union statement and the diff the void from that? On Wed, Apr 9, 2025, 05:12 leebc via Discuss <discuss@lists.openscad.org> wrote: > I have several OpenSCAD models that I created as seperate parts from > blueprints. > > The parts nest together, and the assembled real objects have several > hollow volumes. > > I would like to make the overall OpenSCAD model solid. (So that I can > difference a uniform cylinder out of the middle.) > > > The shape of the model does not seem like the hull() function would work > well. > > One of the models is made form 5 parts, another is made from 2 parts. > > Pictures: > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org >