Sti Geometry outside the TPC
Updated on Thu, 2016-02-04 11:47. Originally created by jwebb on 2016-01-07 17:28.
1) Is the outer field cage implemented in the Sti geometry model? Yes.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnIAAABMCAYAAADpwVphAAAABHNCSVQICAgIfAhkiAAAGWRJREFUeF7tndvzHMV1x2dB3CUQCAlsYxMwNhdLljERV4FAssQdIyHQBVAQ4m6DiUDGMsLcERgLvxKnKu8kzh+QIvwBIeV3V/kxVbzBi6HKxk465zuzZ/fs2e7Zndtaq/1O1/xmpqf726c/Pbt7prtnflnGhQRIgARIgARIgARIYC4J9GB1kGUurafRJEACJEACJEACJLDABI5b4Lqz6iRAAiRAAiRAAiQw1wToyM1189F4EiABEiABEiCBRSZAR26RW591JwESIAESIAESmGsCdOTmuvloPAmQAAmQAAmQwCIToCO3yK3PupMACZAACZAACcw1ATpyc918NJ4ESIAESIAESGCRCdCRW+TWZ91JgARIgARIgATmmgAdubluPhpPAiRAAiRAAiSwyAToyC1y67PuJEACJEACJEACc02AjtxcNx+NJwESIAESIAESWGQCdOQWufVZdxIgARIgARIggbkmQEdurpuPxpMACZAACZAACSwyATpyi9z6rDsJkAAJkAAJkMBcE6AjN9fNR+NJgARIgARIgAQWmQAduUVufdadBEiABEiABEhgrgnQkZvr5qPxJEACJEACJEACi0yAjtwitz7rTgIkQAIkQAIkMNcE6MjNdfPReBIgARIgARIggUUmQEdukVufdScBEiABEiABEphrAnTk5rr5aDwJkAAJkAAJkMAiE6Ajt8itz7qTAAmQAAmQAAnMNYElbVvf6/UaS4YQGmtQgARIgARIgARI4NgiQB9jvD1bd+RQRFjSl53k1EXO9778Mos1FJ278cZjDAmQAAmQAAksGoGwdGlRZd/pM8Vx709/ivoYEJxXP6O7odWIkzZysU06v2hXJutLAiRAAi0SiN0QN5WnZlOC4/m7YIpSutLtWnucUIsxx6jf0UmPnFxBWe8vfxmjH044oYjrGGbsAp5XT3sM4oJEaBs2abc2NBR3W1pHm45+KTfhvCCX5Eg122rHtq8vr9emnU9kT2SPPfbYwEFoes2obdu3b29NE/XfLGHTpk2taqqtbfLUz57dNmXaZfur9opsRXbmmWe2yle1q257X3wxliWceupYXBcRei1Y7bbar6q9jXvkUJklNoQl2QlfhmyJbKPLFE4cHD67RnUk8mQTTsmGIZWe8d0TwPUQu8CrlKz5r7zyylyrjp7NU1dDbVatbdu21bYHWqqzd+/eVnRUsw4fX7emjKxeE3vsddKWTW1w8na9G97No9qwERpvhDda04OQ/qAcCAcGurYOdfbfz97Psn8qcj7yyCO1Ppe23MGP3r8Vsffcc09jTSh9KCH7z0Jz48aNrWiqrVeEK3Lhtq5x1f1W+FYnul8NX21VF2KfSuh9VsyFtw5dQbybv0uzYTg1nJqd9sf/y9eJS8LfCCedlIUTTxxZY1po55NMODEbhlj6v1VcY0cuZfhfe39NnZoYj948u07MwASNCLTxYwQDLpWA5bLLLhv8wNX5wsOX27qwLsv+q6jWVVddVfkHExpYN4aNAzZaz6o2qVb274WU9iDU1vmXQmffvn21OKk9Pwk/aVw3CLwUXhrTGURU2DmcHc5THz58uHJ7+WLey97Lo44cOdJYy7ZTW9f6gV7hIP0y/DK3s6nuod6hXOe18FpjvYPZwVwD18m7vXcz68xVvWahgzxPSsDym95vskcxD+mfs0ydubqayAcbf9v7ba6dyabJzRL0tkjA8lHvo2wT7Pwoy2666aZG7aP1g62/6/2usFX+Nm3zS7JLci3o/qH3h+yicFF+3FT3vOy8ge4nvU8y68zVaatcrG8XeuOwfNb7LDsTfD/LBr1zTbT7RXSziThzvT//Ocvn45u1m8JnqCoXUu1FzAzHmyA9cXlA/HEm4Fh62YJ4waUr0sXWmIEnhWE4OQwD8qsdakssP+MKAtPynpYX9C6TgO3q1asH7TlNfrUFabF/pWyvklDVxlj6zWHzmM4km6w9SHuPrNslxPTLtLyO1m9f2JdrPfroo1NxipWLuH+U4M+V2aPlI4/dr6rhy0D+wxKwffvtt6eqk9fQY2gckZBvjxRbtTeVJxWPfO9JaKN+vwq/GtN5J7xTq66wR3rjxvSsnak6peI170/DT/MkOH5Ots9J0HOpvLF4zfN4eDxq58MPP5zHV1lU895w74jmtrAtP7777rtra/4g/GDMzhuDhBtvrKyp/GDT30vQ4+/LzuUS6vBUTpr32+HbA13EfVNCG7riwA10vyJ7X5HQhu5Z4awxvtBdvnx5Lb7Ko2x7WhgG6ZEbBJR7ggk4lqHV+HrKKSHIqgxiW28D0pxogi9rzMfxAjM6Fjun+wTmyY4/fnRdsiTIE6rpFY5b2TrBqZPuz1C6nnxyCGVrv+HQeMk11egaf9ppIZg11vhtxVVtcy23aj6b3mqcH85PXuSTyrgkXDKSF+lVe3VYHdasWTN2PqaJPNIbJw7clWO2XBOuCddKQJrrrrtucD6lI71xYxpbJPHNEmJtltJBWv2Bwf52SXhvv373hftyrZ07d060B+kekoAtln19DRw/KgFbmYM0YlvKpmfCM2N12C+J7Y+1rWNK51A4NGK35nk5vDzRDqv5VnhrzJ66Dl3MUVKH7r33hs5YrE4+zjLQ/SYOndWT4dWxOk9iXmaf9MaN6L0SXqnUBlbb1/t5Oalx1un39qSOrZ5eqxr3cCgcOT1Oafh4q3mP3CLZ47tD4cg10cTnf6OpN5w5W4a3p+zY5sM+Fo37XvjeYL9MI3ZONWRoVULIV1+WlhfLn4rzGnDkNO7ccG5je6F1Zh6GustD4chpOSnbSuPd723SKdPf57Lfdj1X5iPg3CQ/Y5KfUubj4FyZj4Rzzq+q2d79q7KUbvwkCoz1xtneMN23nqzftx6v37e9bn7f9sL5/VNCOliP3u9bz98CrQM3Ti0eW0d/VVjV+EOvHzq/vSBcENVO2Wnza28c4labD/p3QxHWrl2b/EL1dsR6464Vzesk+LSWrD8Xu0tHmlsl+LRlOv4HZ4ckxrpTQhUdpB30xkl+Ga7K8z8mIdbzoTZpGc88M3Tkng3PjpWNdDKkNhZfVjfVfrlvC46ndSY0rzpvlsXboeiZe+ed6XqtNG8bDp1q/Tr8eoyFOofWVssntW/TY1+GV0e0tb6aLqXj21TTvxpeHdGr6lTH2vj58HzeKwdnH+X4HtxJNlpbbe+xZYGblIceKm5UED/tgrQyXUFcuVFnTrXvuuuuAY8qmjI/Ls93kwRr5w1Bwg03VNZE2arz/YBQLIhbK8GWMa2dmk7zyvBqrvPNflkXhgtb0UVvHJy5c/u61plDeVUX5JH5cbltcOds3eHQnXHGGbX4ejugm+qN87/d6V/8U8x4nfcUTjbjet7DOGmkN877Jt6PsccxH0jjrM9Uh71nhGPRqdGKfSVkXRRHTi+mpWEYloXRcHoYhjPCMODCtqG4kyn+optaw4pQhFhDlcWhHfDB9B9O/XBNyoueONsbd0FxYQw+iOjq1y8Y1Uxp+/PojVNn7rtGV+9iL798ODxhL0XVkflxuR3ojUPAPhw5Pb8+rA/XS/Dlap19/JawZSztbZL4dgk+reXmz+F40BsnCXcam3aH3UmtmM4j4ZE8/WOi8bjReTI8mcc/9dRTAz1fr2efHTpx++Vn2usfkAwvSPDxZXX7RfhFnv4VY4t3Lmx+bxPyxhw6HX6cxqGz9jZ16KxWrDeuDYfOO3OeQYyXj7N2et44p+2C/SqL1bXXyLMiIvMsx66tSdpWT29G9komxP+DBHt+kpaet3m2hq25xt19zbvC0JGrUnerqb1xG/qa/jtjWjuRzurq99haicf3G25V9XwVTa9ry8C+vbFuomt/I84RoXMktGGv9sYt7/NppXeur0VHbnKLSxtW/FYwmv5iOxaPPcIu6+jLKjv2diCtjbPzIWJpVdufw7HvjdO7Q02LQYBYPsTZxaZZE9aMfMnZc7i3xfEVV1wx9qUSK0d749abOt8g+xskIL3OhbH2xHS0Nw6OnD1/Z7hzrH6peiHfDgnY7pJEu/taD8j2AQmI37Nnz1i9oBezSXvjnuiff0q2T0n4kQSf3mvs3z905NADg/SYJaX5fhZ+Fg5KiOl4LaTRnqBXjYYf/kM+v1h93zuFc3Y+mab1GnpstWIOVyxuGq2uHLpY3WwdUrbZeJve98al2q6KrjpzcOSgZ505HE+7IK3Oj9sb9o5cVw8GCQ8+GL3uy/ShuXVr4cj5ut4R7gi33z684SrT8Tz1O0G/I1QbN4KTpmmkylEN68x5m6vw1HJUAzfQF/bbCHF/J8Hqp+xKxWtedebgyCHOOnN17dX5cd6By7szGvTOxXgea3Gp9qoSL0wqfHKdMrLa4d2yoeCyYeSyIeiy4euyoe+yofOyaXF2iN6iOdp65OzFjA+i743DNFdN87VQhNQHAM2aOocvE518e5Gk83M4Lg4Xy+y40flxqqWXi9e2c0r8OUwo9nFeR794bW8cHDnku1G2uPv2wymqEavrbeG2sTLvkoQ/lJCyJaaDtNobB0fO5i3rqfBl4PgJCdjCkfuR0Xo6PJ3H26FVrZvqPP984cThODa8elAy/FyCL9fr6HkdXn3N2OEn6Gteu7X6MYcu1osV00Gc1Yo5bzHHbBqtWD7PBcfTLGX19XMIq+rZ3jiUY+c2Tmuf52iH5J+Rk3pt1dGTV+oM5n96fg88UNzQTFNnayMeePCfQe05v+224jNbVXPDhg0YWB279nFzeO21xfzbaTU9T+2NWyMnwABjEcqiiqbX9cOrdvSkia514FaJkJ2qU1cXThuCvwZwfPrpp+fxVRakt7/JZb/dZb/5Zb5CmY9R5puU+TRlvpD1marySLETnYpkjVKssY61OK3uLOqVaqSy+JhdvjfuayJg0309fD36QdM0KC+mizjfG3exS3tpuHQsr7Xf62pvnI/XBx7kXXJjX4Y27fXXF8Oq+uUMR86e3xQ2jRyX2YJ82hv3Q6djH3ZAOr94+7U37kFJuMdo+Z6LSTrojUOA/o+Nju9FsTZ5W/QYPXLY/7nRgUOQcgq8jg73vS753+hrvBneTPLVulmdWI9V7KEBzyWm1aZDF9OC3X5YN2VXzD7k9w6s5TVJC+d9G8irYkbiXgwvjn0+6ujacn4sV5oeT6Pl7dwjVzzy49rH9n6E++9vpKmfyzv6mrj5uvXW4fzWOnbiRhC9+tf1NfEg1TXXFNM3YHeVxbcTjnVKyXfCdyrXXctWXYyS+CkvtswqtiJtzF6NWxlWNrYXWoVLF2RblJdPPOo7c9PyLbPzWDlXte1i6YVFxSs2piIz5eTRi/4qT2HIyz/iqzzBIY8Kj6/yShKZVhhf5clVmY44vsrTJjKFMb7KU6rysMP4Ko8ly4PL8VWeTpVplVhbQSJKs15iF3ZZb9w3xMBvSEg9rWrtj2njsXn0yOHcJZL4UlltOnyBld2V2rRw6GK9cUijDzx4njY/Ji/jbtv2xukTa/I+KXkhQfFKAq+B41jd7Lycrf0022SrE7JjOhrn9fSH7SFXFuYXlS1ex/7A2nM6cd1r2TQvvDCcJ2eHVw/1bXpJttrrU6YDzdclqPab/fzT9DhZe2K9cUeDQ+eZ63EThy42X7CJQ+cdb9ho29S3X+rY1hVPQT8tCbEi3g7lp/L7eNWzUwlsGbtk8sGuXbsqfb9q/jvvvFMGVu+IflZvvrl4Ct3bkzpWzfXr1+d6/sEpzMW9+uqrK9mJsmxdMZXEPuhlHwBL2ZWKt7o6vHp+vzx8f+v5VP5UvNVFbxx65Vb2ddtw5nRIFQ6cLQvHy5Ytq8QX+fX3udimfscRH/vtR1zKX0B8zMdAXMovQXzMl0Fcyv9B/NBXKuokUS0sokVHrnDsunXk7IXc1b6/HmLl+N44OHM2nZ2H4fXscUzb9sYhrU8zrZ46dHiHnNdIXa6aDnNhdD6Mvn7E24IHHlJLrDydfO118LDDpMXq2VeP2Hi8zmHSYtPjRzf2+hF99UhMS/MfPDg6R057dGzdMC8Lw6l+UY3XXy8cOTu8+pYkxnnrtPj8emzrEnPovNOE9KnFasV61WJDp9NoQTem521LacXq6p1da3tZHW0ZNg/a7kU56XX0eJJtMRvtzYLOz2yih55pTDPQuaNw5qy9dWzE8OqtkhErtPzrhOpoojcOD1Fd09e8OhSOXNW6o2xbP9sbhxtd/x05ra1e17f5eeG8QblVNL2udeDOlpNnS6jDwOsWjwEGceEKPnhMsMp1gLR05NItK3xKviXT+dwZ9shNQgXMuEPBpFBd8fg21rPOkudW++uKFfLkan89+2z5GMm6cqV8vPrrqlVy59RfzzlHZjnIeu65xXuBymzwH3wc427O3tHppaBp0ZmP+RnTLF4fd6DF86rT5B6m8Tqp3riUqs2P1w/I/1zMe+MQqizeDhzr8GoVHU3r9fDurTqL19F5TtNq2fwvvjgcltMhu2l0VOONN4oX2freJZzXIcUyPWtLrDfOOlJlOjhntWIOmHXoqmhB1ztviFN7J2npeeR5663iXXveobM9nFX0Dh0q3gHo5zvap5Sn1bMMfc+vPj2NOlRZkF7nx/knufGA0H33Fe9grKppH3hAGTeLALa4Qdu8uXjpd1VNnR+nT8Zf3dfE+yzXrVuX61ddkAerdeY0TrdVNZFe8xbf3sNje5PeRNc6cygL71Joaq8OqWrv3LJ+PeDQLV26dCLfgv+wsyU+qqa9dOyRq9P+koeO3CRw+jISfQ3JpFeQ4E5IAz5YGoou8FX5k0Ya9NUj2BZvCyq3xn+Z6HHTp6Jsqb6McoviZ+2XR50vEs0DZ073y3rj4lbEezzwRvq6i2WDV4/UXSyT1PBqmbbmf+ml4bwrDK+iR26aRfO/+WYxT04dFM07bZtZHm06dLHeuL+lQ2friX0/v1AdumnYI43X88f4zw6Iq7JYDZ2biTg8Ra1PVNfR2717NwZWRxwCLauKnq035sjdIkEdOZzT/95SVxNz5GxvnC2vqqbNi7r63jidltJU14+yYDpN1XZXG2z72964FZJAHbom9mJI1fbGTcu3qA8duRR74VPxkx5VoiMXxRKJtB+UtvcjxU0VFbNDe+NauTymsqK7RFq/piW0pdPUjrbzN62X5tceJx1erWqnvQ5tLxh0ql6HVss7b1Xra7Wwr7apXU1ss8PTbejhgZYXDK+qddU203zWmbPn6rStzo/Tl2erRt2bIth4yy235NeGvh9SNfGQU50FWjo/Dr1xmN6hi/6Lrrq6/jpSnarXjy1fNeHMnScnVEvj69iKPJo/1hvX1F6dH5f3xhkD8YbW1FKUSUcuxacngPJbNmzrL0tM1lwysaTOpeIhkzqXim+ep9f7AkwSdagXvTxbnmfs9eujWxvX1vlPsk/qGQn7+v9guO361zaIGeeGgL12mlxH9p9vyzBp9lzvuZxBnWvSaolDl+3v7W9FCyLSe5gd6B2oZRfyW9vEocsO9Q7V1vJ6MryavS2hyWLtk9fhZO/33m/Fvh07dmQffPBB7XawdVIbt2zZkoX/CNmHvQ8b2Wg5yhPz2ccff9yKnb595JVN2e97v29sq9eVuXLZ/0hoY7HtLw5d9mnv01btlSHV7PPPP5+KL2yROXKmWmW/z6lzqXjIps6l4pvn6fX+txWe+TWQm1PnG9IgzTI6ciM4Igf2QxE53UpU42ZsxQqKkEA7BIov75A7PE2vbasF65rotakFW7rUa1JPbcWu7IP+fRL+VULTxV4jbVwvtl2wv07Cf0toY2mbp9pkddto95gu4trStu20LFuW/VFCainS0pFL8uk3TJnbmcpr4unITQGJSUiABEiABEiABCoSoCNXDuy48tM8SwIkQAIkQAIkQAIkcLQSoCN3tLYM7SIBEiABEiABEiCBCQToyE0AxNMkQAIkQAIkQAIkcLQSoCN3tLYM7SIBEiABEiABEiCBCQRaeWoVExGPtaWtJ3OONS6sDwmQAAmQAAnMkgB9jHLarThy5UXwLAmQAAmQAAmQAAmQQBcEOLTaBVVqkgAJkAAJkAAJkMAMCNCRmwFkFkECJEACJEACJEACXRCgI9cFVWqSAAmQAAmQAAmQwAwI0JGbAWQWQQIkQAIkQAIkQAJdEKAj1wVVapIACZAACZAACZDADAjQkZsBZBZBAiRAAiRAAiRAAl0QoCPXBVVqkgAJkAAJkAAJkMAMCNCRmwFkFkECJEACJEACJEACXRCgI9cFVWqSAAmQAAmQAAmQwAwI0JGbAWQWQQIkQAIkQAIkQAJdEKAj1wVVapIACZAACZAACZDADAjQkZsBZBZBAiRAAiRAAiRAAl0QoCPXBVVqkgAJkAAJkAAJkMAMCNCRmwFkFkECJEACJEACJEACXRCgI9cFVWqSAAmQAAmQAAmQwAwI0JGbAWQWQQIkQAIkQAIkQAJdEKAj1wVVapIACZAACZAACZDADAjQkZsBZBZBAiRAAiRAAiRAAl0QoCPXBVVqkgAJkAAJkAAJkMAMCNCRmwFkFkECJEACJEACJEACXRCgI9cFVWqSAAmQAAmQAAmQwAwI0JGbAWQWQQIkQAIkQAIkQAJdEKAj1wVVapIACZAACZAACZDADAjQkZsBZBZBAiRAAiRAAiRAAl0QoCPXBVVqkgAJkAAJkAAJkMAMCNCRmwFkFkECJEACJEACJEACXRD4f9P0CB74MpR9AAAAAElFTkSuQmCC)
Few notes. Sensitive layer in the BTOF is the gas. Inclined sensors in BTOF may require division of the volume ala the pixel detector, in order to place them in different layers.
TOF trays are under the path
![](data:image/png;base64,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)
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)
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)
The (red) support structure BUND, its daughters are all aluminum.
![](data:image/png;base64,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)
The cross section isn't too uniform. 2-3x more material closer to the edge. But also closer to the active detectors. So let's just approximate this by uniformly spreading the mass out over the mother volume.
Except for the water pipe (negligible) it is all Al.
Start with TOF proper...
Volume = BRMD
Mass = 0.367702 [kg]
![](data:image/png;base64,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)
BRMD is not much in the way of mass.... well, except that we have ~30 of these suckers, so no... we cannot neglect the mass.
... so strategy here is to mix glass, supports and gas together for the sensitive volume. Maybe leave the front face on...
General Strategy for Representing the BTOF to Sti
We should keep in mind the use case here: improve projection of tracks to the active layers of the BTOF by using Sti to propagate tracks and store the track parameters (helix) at an appropriate position.
I would suggest that putting the detectors *themselves* into the model is not needed. We should be able to get good track propagation if we account for all of the material which is *in front of* the detectors.
This will significantly reduce the
Next would be the GMT detector...
![](data:image/png;base64,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)
Basically, the yellow box is hollow, and contains the GEM foils near the back. The bottom of the yellow box is 0.95mm of Al. Quite likely to be negligible.
So... here is the general layout of the BTOF detector... zoomed in on the top module. Shows (what I assume to be) the cable tray inside the radius of the detector.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABXIAAAR9CAYAAAD7k7/5AAAABHNCSVQICAgIfAhkiAAAIABJREFUeF7s3UmsNFt+EPjMp/c92vpAmG7XglUXSJbugiXSu2qV5I3FZBeTMQYjoPAKA8a43q15cs2Dq1wChPEG+zHPNhizQLBh010lsUTq27Jk14LVu1XGLD6V7TJkx8l7435xI2P4R2REZAy/rPqUL2M4w++cEyfin3Ejd4eNvV5//fXBajxkWqlQQ6Y3ZFrK1r/LDNkOQ6alTbVpm4D+1iZUvZ5btUvbUm5tQtXruVW7RJYOaTdkWqnsQ6Y3ZFrKFulZ1dsM2Q5DpqVNq9srsnTIdhgyLW0aab3qbYZshyHT0qbV7RVZOmQ7DJmWNo20XvU2Q7dDdS7zXvrGG28cXtl5ESBAgAABAgQIECBAgAABAgQIECBAgMCsBQRyZ908CkeAAAECBAgQIECAAAECBAgQIECAAIHdTiBXLyBAgAABAgQIECBAgAABAgQIECBAgMDMBQRyZ95AikeAAAECBAgQIECAAAECBAgQIECAAAGBXH2AAAECBAgQIECAAAECBAgQIECAAAECMxcQyJ15AykeAQIECBAgQIAAAQIECBAgQIAAAQIEBHL1AQIECBAgQIAAAQIECBAgQIAAAQIECMxcQCB35g2keAQIECBAgAABAgQIECBAgAABAgQIENgfshcGAm0C19fXu6985Sttm1lPYPUCxsLqm1gFgwLGQhDKZqsXMBZW38QqGBQwFoJQNlu9gLGw+iZWwaCAsRCE6rDZzc3Nzh25HcBsSoAAAQIECBAgQIAAAQIECBAgQIAAgUsICOReQl2eBAgQIECAAAECBAgQIECAAAECBAgQ6CAgkNsBy6YECBAgQIAAAQIECBAgQIAAAQIECBC4hIBA7iXU5UmAAAECBAgQIECAAAECBAgQIECAAIEOAgK5HbBsSoAAAQIECBAgQIAAAQIECBAgQIAAgUsICOReQl2eBAgQIECAAAECBAgQIECAAAECBAgQ6CAgkNsBy6YECBAgQIAAAQIECBAgQIAAAQIECBC4hIBA7iXU5UmAAAECBAgQIECAAAECBAgQIECAAIEOAsdA7t3d3XEX7xz0A+PAcaD5OJAfXzk1O/HhYz4xn2zlOGBecLxzvHO828rxTj1jxzvzQsxJf+Jk/uw+fyaz/SF75Qca7wTqBG5vb3dXV1d1qy0nsBkBY2EzTa2iLQLGQguQ1ZsRMBY209Qq2iJgLLQAWb0ZAWNhM02toi0CxkILUI/VNzc3O49W6AFnFwIECBAgQIAAAQIECBAgQIAAAQIECEwpIJA7pba8CBAgQIAAAQIECBAgQIAAAQIECBAg0ENAILcHml0IECBAgAABAgQIECBAgAABAgQIECAwpYBA7pTa8iJAgAABAgQIECBAgAABAgQIECBAgEAPAYHcHmh2IUCAAAECBAgQIECAAAECBAgQIECAwJQCArlTasuLAAECBAgQIECAAAECBAgQIECAAAECPQQEcnug2YUAAQIECBAgQIAAAQIECBAgQIAAAQJTCgjkTqktLwIECBAgQIAAAQIECBAgQIAAAQIECPQQEMjtgWYXAgQIECBAgAABAgQIECBAgAABAgQITCkgkDultrwIECBAgAABAgQIECBAgAABAgQIECDQQ0AgtweaXQgQIECAAAECBAgQIECAAAECBAgQIDClwKtTZiav+QpcX1+fFO4rX/nKybK0oLxt3XaVO1tIYAECXfp4l20XUHVFJHAiUOzjdcd74+CEzYINCOj3G2hkVQwJmCdCTDZauUCXOaHLtitnU72VCZT7dqqe64fhG3l/yF7DJyvFJQlUDba8/Pmgu7293V1dXZ0EcYv1rBugS7JQ1m0LNI2FJJP6eD4W0uem7Y2HbfelNdW+7gLdvLCmVlaXrgKO/13FbL9mgbp5Iq+z8bLm1le3pv6ddMrXBE3bl7elS2BJAl36dpdtl2QwRVlvbm52Hq0whfSM8ygPoPLkUV5frEp52xlXU9EIdBZI/btLH++ybefC2IHAhQSa5oCqIhkHVSqWrV3gzTffXHsV1Y9ArYB5opbGig0KuH7YYKOr8lGgPBeUrwnK64ts5W2RtgsI5LYbbWaLfADVDaTi4KvatmlwbgZRRRcrUNW/U2WK46G4TdX2ddsuFkXBNyuQ+nfkmG4cbLaLbLri+v2mm1/lHwTME7oCgafBq+J1QPELPtcPesrWBKpiRUUD51Hn9wjPyD3fcNEp1AVtF10phSfQQyCNhUjgqkfSdiGwKAHjYFHNpbAECBCYXMA8MTm5DGcq4Pphpg2jWJMLiCtNSy6QO633InKr+oZkEQVXSAJnCpiAzgS0+6oE8vHggn1VzaoyBAgQGEzAPDEYpYQWLOD6YcGNp+ijCogrjccrkDue7SJTNtgW2WwKPaJAeUykH3jyIrBmARcka25ddSNAgMD5AuaJ8w2lsG6Bd73rXY8VNF7W3dZqVy1Qvoau3srSvgLHZ+Te3d0d9/e+bYfyXVf557xflDtZ23L9adv9aQ3tXx4T5TFQ/Gw86O9rnkfzvl4e1+UxYRwYB2seB3X9uzwO6sZLefz4bLysabzU9fvy+KgbR8aD8bCW8VB1/dDW7+vGiXFhXCxxXJTHgLjSsP049Yn9IXuVDxw+Eyh/g5LuQqz7ZrG8LT0CaxAoT0D5t+lpLFxdXT15nm7xm3bjYQ2trw5Fgbo+bV7QT7YqUB4TbfPCVp3UezsC5TERmUOa9tmOnJquTaDu+iGvZ12/r1u+Nh/12Z5AVd+uWpZk6pZvT625xjc3NzuPVmg2spYAgQ0KtJ2EbZBElQkQIECAAIENCZTPhVLV/Yn4hjqAqj4KRMdCeTvjRSdam0C5j5sXLtfCx0creBEgQIDAvUB5gnISpmcQIECAAAECBAgQIFAnUL5+ePPNN+s2tZwAAQJnC7gj92zCZSfg9vVlt5/SDytQPgkTxB3WV2oECBAgQIDAMgScAy2jnZRyfIG2sVB1/eDHkcdvFzlML9A0FsSVpm0Pd+RO6z3r3PLBV56M8kJXPQfUgJ11kyrcGQJNE1VK1ng4A9euqxEwDlbTlCrSQUC/74Bl080LGC+b7wKbAnD9sKnmVtkaAXGlGpgBF7sjd0DMJSaVJptiMLYcxG2ajMrbLrH+ykwgFyj35/LnfLu6P5Wq254wgS0JGAdbam11zQWKPwZLhQCBZgHzRLOPtcsSKPfn8ue8NnXX1HXbL0tBaQnc3+RU7M/lvl03BpJdeVue7QLuyG03Wv0WdYOqanndsqrlq4dTwc0LVPX7tKxq+eaxAKxWoKq/GwerbW4VexDQ73UFAnEB4yVuZcv1CxgP62/jrdawqm8ni6rldcuqlm/Vs6ne+0P2atrAOgJJID3n5+rqCgaBzQsYC5vvAgAeBIwFXYHAvYCxoCcQMBb0AQJFAfOC/kDAvDBWH7i5udm5I3csXekSIECAAAECBAgQIECAAAECBAgQIEBgIAGB3IEgJUOAAAECBAgQIECAAAECBAgQIECAAIGxBARyx5KVLgECBAgQIECAAAECBAgQIECAAAECBAYSEMgdCFIyBAgQIECAAAECBAgQIECAAAECBAgQGEtAIHcsWekSIECAAAECBAgQIECAAAECBAgQIEBgIAGB3IEgJUOAAAECBAgQIECAAAECBAgQIECAAIGxBARyx5KVLgECBAgQIECAAAECBAgQIECAAAECBAYSEMgdCFIyBAgQIECAAAECBAgQIECAAAECBAgQGEtAIHcsWekSIECAAAECBAgQIECAAAECBAgQIEBgIAGB3IEgJUOAAAECBAgQIECAAAECBAgQIECAAIGxBF65vr7eNf1LGd/d3R3z985BPzAOtn4cyA/GW3dQf/OB+cB84DhwfxwwLzgeOh46HjoeOg4UjwPmBf3BvGBe6DMvNMVm83Wpb+0P2Ss/0HgnUCdwe3u7u7q6qlttOYHNCBgLm2lqFW0RMBZagKzejICxsJmmVtEWAWOhBcjqzQgYC5tpahVtETAWWoB6rL65udl5tEIPOLsQIECAAAECBAgQIECAAAECBAgQIEBgSgGB3Cm15UWAAAECBAgQIECAAAECBAgQIECAAIEeAgK5PdDsQoAAAQIECBAgQIAAAQIECBAgQIAAgSkFBHKn1JYXAQIECBAgQIAAAQIECBAgQIAAAQIEeggI5PZAswsBAgQIECBAgAABAgQIECBAgAABAgSmFBDInVJbXgQIECBAgAABAgQIECBAgAABAgQIEOghIJDbA80uBAgQIECAAAECBAgQIECAAAECBAgQmFJAIHdKbXkRIECAAAECBAgQIECAAAECBAgQIECgh4BAbg80uxAgQIAAAQIECBAgQIAAAQIECBAgQGBKAYHcKbXlRYAAAQIECBAgQIAAAQIECBAgQIAAgR4CArk90OxCgAABAgQIECBAgAABAgQIECBAgACBKQUEcqfUlhcBAgQIECBAgAABAgQIECBAgAABAgR6CAjk9kCzCwECBAgQIECAAAECBAgQIECAAAECBKYUEMidUlteBAgQIECAAAECBAgQIECAAAECBAgQ6CEgkNsDzS4ECBAgQIAAAQIECBAgQIAAAQIECBCYUkAgd0pteREgQIAAAQIECBAgQIAAAQIECBAgQKCHgEBuDzS7ECBAgAABAgQIECBAgAABAgQIECBAYEoBgdwpteVFgAABAgQIECBAgAABAgQIECBAgACBHgKvXF9f75r+pTTv7u6OSXvnoB8YB1s/DuTH2a07qL/5wHxgPnAcuD8OmBccDx0PHQ8dDx0HiscB84L+YF4wL/SZF5pis/m61Lf2h+yVH2i8E6gTuL293V1dXdWttpzAZgSMhc00tYq2CBgLLUBWb0bAWNhMU6toi4Cx0AJk9WYEjIXNNLWKtggYCy1APVbf3NzsPFqhB5xdCBAgQIAAAQIECBAgQIAAAQIECBAgMKWAQO6U2vIiQIAAAQIECBAgQIAAAQIECBAgQIBADwGB3B5odiFAgAABAgQIECBAgAABAgQIECBAgMCUAgK5U2rLiwABAgQIECBAgAABAgQIECBAgAABAj0EBHJ7oNmFAAECBAgQIECAAAECBAgQIECAAAECUwoI5E6pLS8CBAgQIECAAAECBAgQIECAAAECBAj0EBDI7YFmFwIECBAgQIAAAQIECBAgQIAAAQIECEwpIJA7pba8CBAgQIAAAQIECBAgQIAAAQIECBAg0ENAILcHml0IECBAgAABAgQIECBAgAABAgQIECAwpYBA7pTa8iJAgAABAgQIECBAgAABAgQIECBAgEAPAYHcHmh2IUCAAAECBAgQIECAAAECBAgQIECAwJQCArlTasuLAAECBAgQIECAAAECBAgQIECAAAECPQQEcnug2YUAAQIECBAgQIAAAQIECBAgQIAAAQJTCgjkTqktLwIECBAgQIAAAQIECBAgQIAAAQIECPQQEMjtgWYXAgQIECBAgAABAgQIECBAgAABAgQITCkgkDultrwIECBAgAABAgQIECBAgAABAgQIECDQQ0AgtweaXQgQIECAAAECBAgQIECAAAECBAgQIDClwCvX19e7pn+pMHd3d8cyeeegHxgHWz8O5AforTuov/nAfGA+cBy4Pw6YFxwPHQ8dDx0PHQeKxwHzgv5gXjAv9JkXmmKz+brUt/aH7JUfaLwTqBO4vb3dXV1d1a22nMBmBIyFzTS1irYIGAstQFZvRsBY2ExTq2iLgLHQAmT1ZgSMhc00tYq2CBgLLUA9Vt/c3Ow8WqEHnF0IECBAgAABAgQIECBAgAABAgQIECAwpYBA7pTa8iJAgAABAgQIECBAgAABAgQIECBAgEAPAYHcHmh2IUCAAAECBAgQIECAAAECBAgQIECAwJQCArlTasuLAAECBAgQIECAAAECBAgQIECAAAECPQQEcnug2YUAAQIECBAgQIAAAQIECBAgQIAAAQJTCgjkTqktLwIECBAgQIAAAQIECBAgQIAAAQIECPQQEMjtgWYXAgQIECBAgAABAgQIECBAgAABAgQITCkgkDultrwIECBAgAABAgQIECBAgAABAgQIECDQQ0AgtweaXQgQIECAAAECBAgQIECAAAECBAgQIDClgEDulNryIkCAAAECBAgQIECAAAECBAgQIECAQA8BgdweaHYhQIAAAQIECBAgQIAAAQIECBAgQIDAlAICuVNqy4sAAQIECBAgQIAAAQIECBAgQIAAAQI9BARye6DZhQABAgQIECBAgAABAgQIECBAgAABAlMKCOROqS0vAgQIECBAgAABAgQIECBAgAABAgQI9BAQyO2BZhcCBAgQIECAAAECBAgQIECAAAECBAhMKSCQO6W2vAgQIECAAAECBAgQIECAAAECBAgQINBDQCC3B5pdCBAgQIAAAQIECBAgQIAAAQIECBAgMKWAQO6U2vIiQIAAAQIECBAgQIAAAQIECBAgQIBAD4FXrq+vd03/Upp3d3fHpL1z0A+Mg60fB/Lj7NYd1N98YD4wHzgO3B8HzAuOh46HjoeOh44DxeOAeUF/MC+YF/rMC02x2Xxd6lv7Q/bKDzTeCdQJ3N7e7q6urupWW05gMwLGwmaaWkVbBIyFFiCrNyNgLGymqVW0RcBYaAGyejMCxsJmmlpFWwSMhRagHqtvbm52Hq3QA84uBAgQIECAAAECBAgQIECAAAECBAgQmFJAIHdKbXkRIECAAAECBAgQIECAAAECBAgQIECgh4BAbg80uxAgQIAAAQIECBAgQIAAAQIECBAgQGBKAYHcKbXlRYAAAQIECBAgQIAAAQIECBAgQIAAgR4CArk90OxCgAABAgQIECBAgAABAgQIECBAgACBKQUEcqfUlhcBAgQIECBAgAABAgQIECBAgAABAgR6CAjk9kCzCwECBAgQIECAAAECBAgQIECAAAECBKYUEMidUlteBAgQIECAAAECBAgQIECAAAECBAgQ6CEgkNsDzS4ECBAgQIAAAQIECBAgQIAAAQIECBCYUkAgd0pteREgQIAAAQIECBAgQIAAAQIECBAgQKCHgEBuDzS7ECBAgAABAgQIECBAgAABAgQIECBAYEoBgdwpteVFgAABAgQIECBAgAABAgQIECBAgACBHgICuT3Q7EKAAAECBAgQIECAAAECBAgQIECAAIEpBQRyp9SWFwECBAgQIECAAAECBAgQIECAAAECBHoICOT2QLMLAQIECBAgQIAAAQIECBAgQIAAAQIEphQQyJ1SW14ECBAgQIAAAQIECBAgQIAAAQIECBDoISCQ2wPNLgQIECBAgAABAgQIECBAgAABAgQIEJhS4JXr6+td079UmLu7u2OZvHPQD4yDrR8H8gP01h3U33xgPjAfOA7cHwfMC46HjoeOh46HjgPF44B5QX8wL5gX+swLTbHZfF3qW/tD9soPNN4J1Anc3t7urq6u6lZbTmAzAsbCZppaRVsEjIUWIKs3I2AsbKapVbRFwFhoAbJ6MwLGwmaaWkVbBIyFFqAeq29ubnYerdADzi4ECBAgQIAAAQIECBAgQIAAAQIECBCYUkAgd0pteREgQIAAAQIECBAgQIAAAQIECBAgQKCHgEBuDzS7ECBAgAABAgQIECBAgAABAgQIECBAYEoBgdwpteVFgAABAgQIECBAgAABAgQIECBAgACBHgICuT3Q7EKAAAECBAgQIECAAAECBAgQIECAAIEpBQRyp9SWFwECBAgQIECAAAECBAgQIECAAAECBHoICOT2QLMLAQIECBAgQIAAAQIECBAgQIAAAQIEphQQyJ1SW14ECBAgQIAAAQIECBAgQIAAAQIECBDoISCQ2wPNLgQIECBAgAABAgQIECBAgAABAgQIEJhSQCB3Sm15ESBAgAABAgQIECBAgAABAgQIECBAoIeAQG4PNLsQIECAAAECBAgQIECAAAECBAgQIEBgSgGB3Cm15UWAAAECBAgQIECAAAECBAgQIECAAIEeAgK5PdDsQoAAAQIECBAgQIAAAQIECBAgQIAAgSkFBHKn1JYXAQIECBAgQIAAAQIECBAgQIAAAQIEeggI5PZAswsBAgQIECBAgAABAgQIECBAgAABAgSmFBDInVJbXgQIECBAgAABAgQIECBAgAABAgQIEOghIJDbA80uBAgQIECAAAECBAgQIECAAAECBAgQmFJAIHdKbXkRIECAAAECBAgQIECAAAECBAgQIECgh8Ar19fXu6Z/Kc27u7tj0t456AfGwdaPA/lxdusO6m8+MB+YDxwH7o8D5gXHQ8dDx0PHQ8eB4nHAvKA/mBfMC33mhabYbL4u9a39IXvlBxrvBOoEbm9vd1dXV3WrLSewGQFjYTNNraItAsZCC5DVmxEwFjbT1CraImAstABZvRkBY2EzTa2iLQLGQgtQj9U3Nzc7j1boAWcXAgQIECBAgAABAgQIECBAgAABAgQITCkgkDultrwIECBAgAABAgQIECBAgAABAgQIECDQQ0AgtweaXQgQIECAAAECBAgQIECAAAECBAgQIDClgEDulNryIkCAAAECBAgQIECAAAECBAgQIECAQA8BgdweaHYhQIAAAQIECBAgQIAAAQIECBAgQIDAlAICuVNqy4sAAQIECBAgQIAAAQIECBAgQIAAAQI9BARye6DZhQABAgQIECBAgAABAgQIECBAgAABAlMKCOROqS0vAgQIECBAgAABAgQIECBAgAABAgQI9BAQyO2BZhcCBAgQIECAAAECBAgQIECAAAECBAhMKSCQO6W2vAgQIECAAAECBAgQIECAAAECBAgQINBDQCC3B5pdCBAgQIAAAQIECBAgQIAAAQIECBAgMKXAq3lm19fXT/L9yle+0liOLtt32bYxUysJECBAgAABAgQIECBAgAABAgQIECBwIYGucc4u27dt+2p5g9wgX14O6A6xfV3aF/KXLQECBAgQIECAAAECBAgQIECAAAECBGoFhoiJpsTr4qJV6Ze3ffJohRS0LQdua0ufreizfVN61hEgQIAAAQIECBAgQIAAAQIECBAgQGDOAn1iol1jrlX1fwzkFhMr/ncxGlz8777b16VdVTjLCBAgQIAAAQIECBAgQIAAAQIECBAgcEmBIWKiqfx1cdGq9Ku27fRjZ10ix5fElTcBAgQIECBAgAABAgQIECBAgAABAgSGEOgaE+26fbSMr3ZNuOv20YLYjgABAgQIECBAgAABAgQIECBAgAABAnMU6BoT7bp9pM77119//RDZMLrNm2+++bjpu971rsf/jiyP5mE7AgQIECBAgAABAgQIECBAgAABAgQIXFKgLvaZl6m4/txyvuMd79id3JFb/oW0tuhxefurq6vKcnVdXpmIhRcTuL293dW14cUKJWMCFxAwFi6ALstZChgLs2wWhbqAgLFwAXRZzlLAWJhlsyjUBQSMhQugy3KWAlsYC5GYaDGuWt6+bl3d8tTQT56R25RgVa/oun1VGpYRIECAAAECBAgQIECAAAECBAgQIEBgKQJdY6Jdt69zeAzkdk2w6/Z1BbCcAAECBAgQIECAAAECBAgQIECAAAECSxDoGhPtun2TwTGQ2zXBrts3FcA6AgQIECBAgAABAgQIECBAgAABAgQIzF2ga0y06/Zt9X+la4Jdt28rgPUECBAgQIAAAQIECBAgQIAAAQIECBCYs0DXmGjX7SN1f/KM3LYfNisn2LZ91cN5i5Vo27+cn88ECBAgQIAAAQIECBAgQIAAAQIECBC4pEDXmGbb9tEY6qvFSpcjxfm6PLHy+vLn8vZl0Lrty9v5TIAAAQIECBAgQIAAAQIECBAgQIAAgTkIlGOa5c95GceOoT65I3cMmKqIc1pWtXyM/KVJgAABAgQIECBAgAABAgQIECBAgACBOQtUxUrLMdRXqzaqq1SXbYtp9N2vrhyWEyBAgAABAgQIECBAgAABAgQIECBAYAqBrrHNrtvndWjbb/Q7cqfAlAcBAgQIECBAgAABAgQIECBAgAABAgTWLCCQu+bWVTcCBAgQIECAAAECBAgQIECAAAECBFYhIJC7imZUCQIECBAgQIAAAQIECBAgQIAAAQIE1iwgkLvm1lU3AgQIECBAgAABAgQIECBAgAABAgRWISCQu4pmVAkCBAgQIECAAAECBAgQIECAAAECBNYsIJC75tZVNwIECBAgQIAAAQIECBAgQIAAAQIEViEgkLuKZlQJAgQIECBAgAABAgQIECBAgAABAgTWLCCQu+bWVTcCBAgQIECAAAECBAgQIECAAAECBFYhIJC7imZUCQIECBAgQIAAAQIECBAgQIAAAQIE1iwgkLvm1lU3AgQIECBAgAABAgQIECBAgAABAgRWIfDK9fX1rulfquXd3d2xst456AfGwdaPA/mRf+sO6m8+MB+YDxwH7o8D5gXHQ8dDx0PHQ8eB4nHAvKA/mBfMC33mhabYbL4u9a39IXvlBxrvBOoEbm9vd1dXV3WrLSewGQFjYTNNraItAsZCC5DVmxEwFjbT1CraImAstABZvRkBY2EzTa2iLQLGQgtQj9U3Nzc7j1boAWcXAgQIECBAgAABAgQIECBAgAABAgQITCkgkDultrwIECBAgAABAgQIECBAgAABAgQIECDQQ0AgtweaXQgQIECAAAECBAgQIECAAAECBAgQIDClgEDulNryIkCAAAECBAgQIECAAAECBAgQIECAQA8BgdweaHYhQIAAAQIECBAgQIAAAQIECBAgQIDAlAICuVNqy4sAAQIECBAgQIAAAQIECBAgQIAAAQI9BARye6DZhQABAgQIECBAgAABAgQIECBAgAABAlMKCOROqS0vAgQIECBAgAABAgQIECBAgAABAgQI9BAQyO2BZhcCBAgQIECAAAECBAgQIECAAAECBAhMKSCQO6W2vAgQIECAAAECBAgQIECAAAECBAgQINBDQCC3B5pdCBAgQIAAAQIECBAgQICeSkvMAAAgAElEQVQAAQIECBAgMKWAQO6U2vIiQIAAAQIECBAgQIAAAQIECBAgQIBADwGB3B5odiFAgAABAgQIECBAgAABAgQIECBAgMCUAgK5U2rLiwABAgQIECBAgAABAgQIECBAgAABAj0EBHJ7oNmFAAECBAgQIECAAAECBAgQIECAAAECUwoI5E6pLS8CBAgQIECAAAECBAgQIECAAAECBAj0EBDI7YFmFwIECBAgQIAAAQIECBAgQIAAAQIECEwp8Mr19fWu6V8qzN3d3bFM3jnoB8bB1o8D+QF66w7qbz4wH5gPHAfujwPmBcdDx0PHQ8dDx4HiccC8oD+YF8wLfeaFpthsvi71rf0he+UHGu8E6gRub293V1dXdastJ7AZAWNhM02toi0CxkILkNWbETAWNtPUKtoiYCy0AFm9GQFjYTNNraItAsZCC1CP1Tc3NzuPVugBZxcCBAgQIECAAAECBAgQIECAAAECBAhMKSCQO6W2vAgQIECAAAECBAgQIECAAAECBAgQINBDQCC3B5pdCBAgQIAAAQIECBAgQIAAAQIECBAgMKWAQO6U2vIiQIAAAQIECBAgQIAAAQIECBAgQIBADwGB3B5odiFAgAABAgQIECBAgAABAgQIECBAgMCUAgK5U2rLiwABAgQIECBAgAABAgQIECBAgAABAj0EBHJ7oNmFAAECBAgQIECAAAECBAgQIECAAAECUwoI5E6pLS8CBAgQIECAAAECBAgQIECAAAECBAj0EBDI7YFmFwIECBAgQIAAAQIECBAgQIAAAQIECEwpIJA7pba8CBAgQIAAAQIECBAgQIAAAQIECBAg0ENAILcHml0IECBAgAABAgQIECBAgAABAgQIECAwpYBA7pTa8iJAgAABAgQIECBAgAABAgQIECBAgEAPAYHcHmh2IUCAAAECBAgQIECAAAECBAgQIECAwJQCArlTasuLAAECBAgQIECAAAECBAgQIECAAAECPQQEcnug2YUAAQIECBAgQIAAAQIECBAgQIAAAQJTCgjkTqktLwIECBAgQIAAAQIECBAgQIAAAQIECPQQEMjtgWYXAgQIECBAgAABAgQIECBAgAABAgQITCkgkDultrwIECBAgAABAgQIECBAgAABAgQIECDQQ+CV6+vrXdO/lObd3d0xae8c9APjYOvHgfw4u3UH9TcfmA/MB44D98cB84LjoeOh46HjoeNA8ThgXtAfzAvmhT7zQlNsNl+X+tb+kL3yA413AnUCt7e3u6urq7rVlhPYjICxsJmmVtEWAWOhBcjqzQgYC5tpahVtETAWWoCs3oyAsbCZplbRFgFjoQWox+qbm5vdqz32swsBAgQIECCwcoH9ft9Yw+fPn+9evHjRuI2VBLYgYCxsoZXVMSIQGQvuIYpI2oYAAQIECNQLeEZuvY01BAgQIECAAAECBAgQIECAAAECBAgQmIWAO3Jn0QwKQYAAAQJbEai609UdSltpffUkQIAAgbkJmJfn1iLKQ4AAAQJNAgK5TTrWESBAgACBoEDVhWBwV5sRIECAAAECMxKIzum+iJ1RoykKAQIENiIgkLuRhlZNAgQIEOgvEL2g65+DPQkQIECAAIGlCUTODwR7l9aqykuAAIF5Cwjkzrt9lI4AAQIERhSIXICNmP0sk2Yyy2ZRKAIECKxCIJ9jthTcjM6rWzJZRWdWCQIECFxIwI+dXQhetgQIECAwnkC6aIr8G68E3VKOXuR1S/WMrX/ljH3tSoAAAQIE6gRmNr/Maf6NnLfMqbx1TWw5AQIECIwr4I7ccX2lToAAAQIDC6z1IiavlztyBu4wkiNAgAABAiWBJZ9LRMruXEKXJ0CAwHoFBHLX27ZqRoAAgUUJRC5MFlWhroW9y3Z4W9edbE+AAAECBAj0EljxvBs9pxLw7dVz7ESAAIGLCgjkXpRf5gQIENiGQPSCYhsaakmAAAECBAgQuLxA5PxMsPfy7aQEBAgQKAoI5OoPBAgQINBbIHIB0DtxOxIgQIAAAQIECFxUIHquJ+B70WaSOQECGxIQyN1QY6sqAQIEogLRk/ZoerYjQIAAAQIECBBYr0D03FHAd719QM0IEJhGQCB3Gme5ECBAYDYC0RPt2RR4SwXJnteX2sdFzpYaXV0JECBAYEqB43lQej6u10UEIuehzoMu0jQyJUBgIQICuQtpKMUkQIBAm0DkxLgtDesJECBAgAABAgQIXFIgek4r4HvJVpI3AQKXEhDIvZS8fAkQINBBIHpC2yFJmxIgQIAAAQIECBBYrEDk/Fiwd7HNq+AECNQICOTWwFhMgACBKQQiJ6BTlEMeMxB4W1YGf+o5g4ZQBAIECBDYhECad71WLxA91xbwXX1XUEECqxEQyF1NU6oIAQJzEoieNM6pzMpCgAABAgQIECBAYIsC0XN3Ad8t9g51JjAvgVeur693Tf9Sce/u7m8R8s5BfzAetn4cSGMgnei99tprje/Pnj07Hu29c+jUD75x73XpcfbsV7Vbp3Yz3jd9vDtWPns53jtu6AeBcfAwv1x8nnuYb41b47bruI1cB+TzwqX7ufzFb1Jf1A+W0w+aYrP5utSm++wbpUN+oPFOoE7g9vZ2d3V1VbfacgKrEIh8E//8+fPdixcvVlFflZihQDrPyP7U85JT83Ec/EpWjt/T7GMsNPtYux0BY2E7ba2mzQKhsfAwv1x8nnuYb5trZC2BfgKhsZAlfclx0K9m9iLQTUAcqZtXZOubm5udRytEpGxDgMDiBSJB2sVXUgUIECBAgAABAgQIEFiEQOT6RLB3EU2pkAQmFRDInZRbZgQIDC0QOQEaOk/pERhbIPVrJ+5jK0ufAAECBLYm4Lxxay2+/PpG+6zzxuW3tRoQiAoI5EalbEeAwKQC0ZOWSQslMwIECBAgQIAAAQIECMxMIHrtJOA7s4ZTHAI9BARye6DZhQCB8wSiJxrn5WJvAgsV8Ny+hTacYhMgQIDAIgTuf/dmEUVVSAJDC0SuwwR7h1aXHoFhBQRyh/WUGoFNC0RODDYNpPIECBAgQIAAAQIECBCYsUD0mk7Ad8aNqGirFhDIXXXzqhyB4QSiE/pwOUqJwAYF3pbV2Z1CG2x4VSZAgACBSQXSfOtFgMBZApHrQ8Hes4jtTKBSQCC3ksVCAtsRiEzA29FQUwIECBAgQIAAAQIECBAYQiB6rSngO4S2NLYiIJC7lZZWz80JRCfNzcGoMAECBAgQIECAAAECBAjMRiB67SrgO5smU5ALCgjkXhBf1gT6CkQnur7p248AgcsLpHHuZPXy7aAEBAgQILAOAefP62hHtdi2QGQcO3/edh/ZQu0FcrfQyuq4GIHIxLSYyigoAQIECBAgQIAAAQIECBCYUCB6TS3gO2GjyGpQAYHcQTklRqBeIDqh1KdgDQECBAgQIECAAAECBAgQIHCuQOT6XLD3XGX7jyEgkDuGqjQ3JRCZADYForIECBAgQIAAAQIECBAgQGDhAtFrfQHfhTf0woovkLuwBlPc6QSiB+3pSiQnAgQIECBAgAABAgQIECBAYE4C0diBgO+cWm25ZRHIXW7bKfkZAtED7RlZ2JUAAQL9Be6yXd/Wf3d7EiBAgAABAhUCaX71IkCAwIUEInEIwd4LNc6CshXIXVBjKWq7QOTA2J6KLQgQIHBBgRTAdaF5wQaQNQECBAisWsAXpatuXpUjsHSBaExDwHfpLd2//AK5/e3sObFA9IA2cbFkR4AAAQIECBAgQIAAAQIECBCYTCASHxHsnaw5Js1IIHdSbplVCUQOQFX7WUaAAAECBAgQIECAAAECBAgQIHAqEI21CPie2s15iUDunFtn4WWLHjQWXk3FJ0CAwGgC6TjqxGo0XgkTIECAAAECBAgQ2LxANHbjumQeXeWV6+vrXdO/VMy7u/uH9XnnkPeHNNBfe+21XdP7s2fPjr3cO4c19YP80K1f69ej9utvPPWdev599qvad9T2NT+u6vzAvOB44XjR4Xz/YX6Zel5L1y3HdirNr87njN8xxq95Qb8ao1/N4XjVFP/J40NTH9/XlF9TbDZfl/rWPouoH/IDjXcCdd/EPH/+fPfixQtABDYvYCxsvgtMA5C+N3z4MZapp+njPPArWf6/p7mqxkKzj7XbETAWttPWatosEBoLD/PLRea2VPzC/NpcG2sJ9BcIjYX+yduTwGIEmsbC1PPAYtBaCnpzc7PzaIUWpDWtrgvSrqmO6kKAAAECBAgQIECAAAECBAgQIDBfgUh8SrC3uv0EcqtdFrU0MgAWVSGFJUCAAAECBAgQIECAAAECBAgQ2KxANNa1tYCvQO6Mh0S00864CopGgAABAn0E0mMV/PlnHzn7ECBAgACBagHzarWLpQQIEFi4QDR2tpaAr0DuhTpstKNdqHiyJUCAAAECBAgQIECAAAECBAgQILAKgUgcbgnBXoHcgbtjpGMMnKXkCBAgQIAAAQIECBAgQIAAAQIECBA4QyAa07tkwFcgd4IGPiMLuxIgQIAAAQIECBAgQIAAAQIECBAgMBOBqoDvVMHdV2ZioBgECBAgQIAAAQIECBAgQIAAAQIECBAgUCMgkFsDYzEBAgQIEJiDQNW3vXMolzIQIECAAAECBAgQIECAwLQCArnTesuNAAECBAgQIECAAAECBCYS8IXoRNCyIUCAAIFJBARyJ2GWCQECBAgQIECAAAECBAgQIECAAAECBPoLCOT2t7MnAQIECBAgQIAAAQIECBAgQIAAAQIEJhF4dZJczsik+KcwU/0CXFtx/XlOm5D1BAgQIHC2wNvOTkECBAgQIECAQC5gXtUXCBAgQGBEgTxWOHbsclZ35KZKl/+NaHxe0nfZ7umfFwECBAgQGEvAPDOWrHQJECBAYEsC5tMttba6EiBA4DICE801F70j152tl+lbciVAgAABAgQIECBAgAABAgQIECBAYFkCkwVyhwjapjTGvkV5Wc2ntAQIECBAgAABAgQIECBAgAABAgQIbEFglEDuEEHbLeCrIwECBAgQmKXAfpalUigCBAgQWLqA+WXpLaj8BAgQIHBhgbMDuVMHbad6eHBTu6S7go/lmOj5F01lsY4AAQIECBAgQIAAAQIECBAgQIAAgQsKZD+qOcVTBF65vr7eNf1LBHd39xHL11577RjALL6n9c+ePTtKTfL+zZf55OW61Puzb0xY76l85TNNP+a8WOfjwU77Lbb9JpmnhuwfD/NMmnfTa6r57tmvmt+M84nO64YcL1OejxbKfRycK6jH4o6PF2pvTmfODw/zy1TzWT5/mtfObDfjrdNx3rygvzkv2OB55O19vz9nfmuKzebrUt/aZ9HiQ36gKb9PfbdtOf/Kz1kgd/dt00S5K/N/WPh4R24Wcd/C6/nz57sXL15soarqSKBRwFho5LFyaIH0PerDPNMwXQ+a63F++1qW5NubkzUWmn2s3Y6AsbCdtlbTZoHQWPhalsbbp7uWe7ye/XqW73c0l99aAkMJhMbCUJlJh8CMBTY1Fh6u28a+Zru5udk9PlphlkHbqg6ZBXF3WTA3lXdsoKrsLSNAgAABApMJbOTLwsk8ZUSAAAEC2xQQxN1mu6s1AQIEVijwSgqILiaIO8cG8JzcObaKMhEgQIAAAQIECBAgQIAAAQIECBBYlcArq6qNyhAgQIAAAQIECBAgQIAAAQIECBAgQGCFAgK5K2xUVSJAgACBFQmk5/p5ESBAgAABAv0EzKP93OxFgAABArMUWGYgNz0nN3t5JMQs+5RCESBAgAABAgQIECBAgAABAgQIECAwsMAyA7kJIfvBMy8CBAgQIECAAAECBAgQIECAAAECBAhsQWC5gdwLt87hcNjt/Jr4hVtB9gQIECBAgAABAgQIECBAgAABAgQuJHCX5TthfFAg90LtLFsCBAgQIECAAAECBAgQIECAAAECBJYvcLzhc4KXQO4EyLIgQIAAAQLnCngu/LmC9idAgACBLQmYN7fU2upKgACB7QgsN5CbfvAse06uCXo7nVVNCRAgsEmB79hkrVWaAAECBAgMI2AeHcZRKgQIECAwC4HlBnJnwacQBAgQIECAAAECBAgQIECAAAECBAgQGF9AIHcI4/RgYy8CBAgQIECAAAECBAgQIECAAAECBAiMJCCQOxKsZAkQIECAAAECBAgQIECAAAECBAgQIDCUwCoCuZ6TO1R3kA4BAgQIzFLg67MslUIRIECAAIF5C5g/590+SkeAAAECnQWWHch9+MGzzrUecoe3DZmYtAgQIECAAAECBAgQIECAAAECBAgQWITAxHHBZQdyL9yih8PhwiWQPQECBAgQIECAAAECBAgQIECAAAECkwtc4DezBHInb2UZEiBAgAABAgQIECBAgAABAgQIECBAoJuAQG43L1sTIECAAAECBAgQIECAAAECBAgQIEDgKDDlX+y/8vrrr++a/qUCPXv27FiwWb5nz8lN5Uo/eHZ3d39P89Tvz74xY5+5tptyzXM8aZfWdjkeDDm1Os1yvlhyu/3u+3nmtddeO/a/see5Z79qXjPOZ3reN8NxfByUMyyX47Dj2Cz75cP8MvY8ls+Xzx7mT+PBeJhyPJgX9Lcp+5vj24X720M8cIh57fr6etf2L/WtffZv+Q96/WZWiyygO2UEPD84pwDyLsWPJ364cZ7/VO/Pnz/fvXjxYqrs5ENgtgLGwmybZjMFG3uuO85rX8s4395Maiw0+1i7HQFjYTttrabNAqGx8LUsjbePf912nMu8CFxIIDQWLlQ22RKYUmATY+EhHjj2NVrebjc3NzuPVhiqF1/gAcdDFV06BAgQIECAAAECBAgQIECAAAECBAjMW0Agd97to3QECBAgQIAAAQIECBAgQIAAAQIECBBwR64+QIAAAQIEFiHw9UWUUiEJECBAgMA8BMyb82gHpSBAgACBQQXWcUdu9nzc9LrYs5BW/nzcQXucxAgQIECAAAECBAgQIECAAAECBAgsXeAC8cB1BHJTw6cfPPMiQIAAAQIECBAgQIAAAQIECBAgQIDAmAIX+q2s9QRyx2ychrSn+mW6hiJYRYAAAQIECBAgQIAAAQIECBAgQIDAygUEclfewKpHgAABAisR+I6V1EM1CBAgQIDAFALmzSmU5UGAAIHNC0x9g6dA7ua7HAACBAgQIECAAAECBAgQIECAAAECBOYusJ5AbvrBs+w5uRf7wbO5t7TyESBAgMAqBMxzq2hGlSBAgACBkQTMkyPBSpYAAQIEZiGwnkDuLDgVggABAgQIECBAgAABAgQIECBAgAABAsMLCOQOaXqhX6wbsgrSIkCAAAECBAgQIECAAAECBAgQIEBgfgICufNrEyUiQIAAAQIECBAgQIAAAQIECBAgQIDAE4FVBnIv8lykt+lZBAgQIEBgZIGvj5y+5AkQIECAwBoEzJdraEV1IECAwHwF0l/kXygOuK5A7sMPns23pZWMAAECBAgQIECAAAECBAgQIECAAAEC3QXWFcjtXn97ECBAgAABAgQIECBAgAABAgQIECBAYPYCArkDNNHhcBggFUkQIECAAAECBAgQIECAAAECBAgQILAEgUvEAwVyl9AzlJEAAQIECBQELvIseC1AgAABAgQIECBAgAABAhcVePX1119vLMBXv/rV3bNnz3bf+ta3lvH+bfflTBe5b7311u5tb3vb7u7ubvT3hPjsG5lT9r9FeQXb9Vi/JfWDYL0W06/VZzb9Lz9gGg8LmhfWNH4K80zqi2PMb8fj/a9m7fu1bD5L7/979fvu17Ltvr1+fd1+lld7clmuy+6Xs0Hzex/GTc140b7Lbd+m46B2fdqu4Xkhu14aY/5K132vvfba8VRtzddlrl/mf7197ISpH7p+Xk4caU3XCzPqd6seBw/XZUPOZ+985zvzw0ft+zve8Y7dPlu7vucCfDOrVfbDZ1Pe4ny8O+qCv1pX28oDrXj+/PnuxYsXA6UmGQLLFTAWltt2iyt53S9uf8d9Tcaa447z2dfatZ7/cjYv/F7zQruULdYuYCysvYXVLyoQHgtvH+867fEvVlrm0GidbEegj4DrhT5q9lmjwKrHQppnsuuysa7J6vrDzc3NzqMV6nQsJ0CAAAECYwikST/yb4y8pUmAAAECBLYsEJl/64LAW3ZTdwIECBC4uED+ZaVA7pBN8bYsMRP/kKLSIkCAwLIEIheIy6qR0hIgQIAAge0JmM+31+ZqTIAAgZkL5Hf/vjrzcioeAQIECBC4vIAv6S7fBkpAgAABAgTmJBA9N3h4JNKciq4sBAgQIHCGQDr+X/DYvs47crPn46aXX/U+o2PalQABAlsQiNxxE71Qm8prbuWZqt7yIUCAAAECEYG5zZNLPNeIONuGAAECBCYVyGOc670j9+EHzyZVlRkBAgQIzEdgbhdy85FREgIECBAgQGBuApHzlgveATY3LuUhQIDAVgXWG8jdaouqNwECBNYuELnQWbvB2PV7eyCD59k2LwLb2YTA2gWMhbW3sPpFBYyFqFT/7aLnQAK+/Y3tSYAAgRkKFJ84IJA7UAOlhw57lMNAmJIhQGC7AtELlO0KTVPzQyCb22ybq8B2NiGwdgFjYe0trH5RgehY2EcTtF1vgcj5lGBvb147EiBAIAnkPz42tcZ6A7kPJwgpuHop3KkbU34ECBCYrUDkgmK2hZ9BwSoutsxvM2gXRSBAgACB2Qg83lRTnjOdg1S3UdSl7FmdmqUECBAgMLZAeoTsh3e79QZy/7esgr+e/UvvXgQIECAwjkD0ImCc3JefavTiqHyH7Nh3M0XS9ye0y+9/ajCMgLEwjKNUli8wl7HQd850TlPdB6Mu0XOa6lwsJUCAAIEagfJf/683kFsDYDEBAgQIBAWiJ+7B5Da1WfRipnyxWYcUCazW7dtn+dcednp7n53tQ4AAAQIEKgS+9rDs7RXrhlxUnjOHnmudH1W3VsQlen5UnYOlBAgQIJAJCOQO3Q3S5JQmMZPU0LLSI0BgKIHIifZQea0xncjxPXrRmHzKF5xtZlPOMV9rKMwvZ+t+b8N6qwhsRcBY2EpLq2ebwFzGQnmejMyzad6Ozt2R9JxrVfeWqEvkXKs6B0sJECAwrkB5jhk3t8rUBXIrWSwkQIDAQgWiJ8gLrd6oxY5eNAx5oTdqhSROgAABAgQIPApkP06d/Tp1NUjN4pONowHfaHrO206IjwsiLtHztuocLCVAgMBiBTYRyPWDMIvtnwpOgEAuEDmhpVUtED3RjwZoUy7RC7TqEsWXave4lS0JECBAgEAuUDV/1gVxy2rnBnyjwd6Ub/R8oqo+5XJv7XPUJHoeuDU/9SVAYFkC6YfOvi3798baH63gB8+W1TGVlsAWBaInoVu0idQ5cnIuQBuRtA0BAgQIEFi3QPScKxLwPTfYm6SHDvhG67fuVj6tXdQlck55mrolBAgQGFWg/ENnKbNN3JE7qqrECRAgUCcQPXGs23/Ly6Mn04K0W+4l6k6AAAECBIYXiJy/RYK9qWTnBnzz85zI+Y67e8/rC5F2j56fnlcSexMgQKBRQCC3kafbykM2UVdFy7ulYmsCBGYvEDnRm30lLlTA6Alw5IIlr0L0wuXcKs+p3VNZopbn1tv+BAgQIEBgKQJTzdXRfKIB3zrf6DnO0Hf3pvJE61hX9jUuj5r8n2usvDoRIDAXAYHcubSEchAgMA+BthO0X5pHMWdXimhQsUuANlUyegFzDkhbm5+T9sj7egb8yMCSJ0CAAAEC5whEzzEi51FT3t2b6hw9B4vW8RzHpe37n7ICf2dLoSNt3pKE1QQIXE4g3cg52St/Pu5DhusP5Kbn5GYvF7uTdTEZEZingJPM/u0SOdHsOo9FLw76l/p+T+1+rqD9CRAgQIDA7AUW/1eRkfOV6N29dQHf6LlXl8c5pJ4RSTdSv9n3soELGDWJnIcPXDTJESAwc4HXX3/90PQvK/7h2bNnxz/WWOz7f7sv/1tvvZUFzQ+HMd+PTv/fwr0q2vv58+fLbf+K+iy6P6vP0+NRGm9ffxh3E7w//3+eT5rf8XgyVr2ix/VD5vtWVo7oezTdc7Yb02Us76HTffAbel6LHh/NCws+LzKPDHpem8ZCdNzYzrhZ7PVU4LjRZV4Y+nrs0dX5Qex4lF0Xn3U86nJemM4fA/3n8Tp66POlC6R3keuFc86ro+1ju/PGzQb9uswL4ePEpR0f4n1Dz2MpvabYbL7ujTfeOKTvz/Lv3LL/XOnr17N6ZXfmTnHr8+K/Da7pAtkA3L148aJmrcUERhKIflM9UvZVyT7/pWwsfOfMx0L0m/uuR//IHRdVaF2XzbDdu1ZhlO1r2nXoue04jwX6xvPbbCxczXwsjNIQEiXwVMBY0CMI3AuEx0KaZgb+k9TaazDnFNXds+ac4mTjurt7TzasWRA4n3iyZ/Rcc+btOtvrhWi71zSnxQS6Cqw5jjT0PFZl+zi3FR6tkAVyd+t/tEKVxhTL0uTiQDmFtDyWKDDzk69Zk0aOK11PmlOFoyfO5+Bo92q9SJumPcvtOkWbVZfYUgIECBAgME+BvnPl1s5RovWNPM6hKdgbOVcptlm5/ep6WSTdaB3r8ljj8qhJ9Nx0jUbqRKBJ4BJxvtLzcVPxBHKbGsk6AgS6C0RPELqnvO49oidM0RPcXCtyojuErHavVoy0a7L7P6p3b1ya+sJY7RtJ93mWvxtyG5vIyo0IGAsbaWjVbBW49FioOkeqWlauyDeyBdH5urzv2j9Hzu8iwd7kVBfwjZxzHPcvYEfaNZpupI5rb+dy/SImkTFTTtdnAgQGEdhGINcPng3SWSSycYHIhL5xosrqR09yIiek5QyiJ6jl/bp81u7VWmO2a3WO90snaPP8z4Rq/0y1qXzWESBAgACBBoFR/xS1PEdGz63Sl6mRbcvp19Vza+dO0fpGA751rhH/rsHelFck3bRdtJ515V/b8qhH9BMoQc8AACAASURBVJx5bT7qQ2BEgW0EchPgw3NyR7SUNIFlCkQn4WXWbtxSR05MIhcG5VJGTyjL+3X5rN3rtSLtmvz63EVbl2uwzb/whS8cU3jve987+PMFy0Vru9i+vb3dXV1dlXfzmcDmBIyFzTW5CtcIXHIsFL+E/PznP38s4fv276spaWlx9Fwtsp27e+vNo+eekfOwqe/uTbWKnKtF61ivtL41UZNIu69PR40I1Ao03VSznUBuLY8VBFYsEJ04V0zQq2pNJxLFPxuMnNCXCxA5CSzv0/Wzdq8Wa2rX4h592rU6x/ulgTZPF51Nk3UK3KZX/t6UnXUECBAgQGDLAu9739MAbh7YzU3KX1S+f//+dq7ouYG7e9st27aInMdOfXdvKnOkD+TnfG2PGYnUsc1pbesjJtFz+bXZqM+2Bb7ttPoCuacmZy1JJwZNF+NnJW5nArlAZKKjdSoQnfybTtRus2SrbkIMBOtOC9RxiXavB4u0bfK7wF205QvIYiXyi83yRWe5ouWLzvJ6nwkQIECAAIH0GNbTk7jotdnnPve5WsJQsDftfZp9dZqR7dzdW22XlkbPiSPnh2Pc3Vt3vZDXKHrdEK1nvdS61kQ9Iu2+Lhm1WatAxQ+dpapuLpCbJvKqCX6t7a5eCxSITlALrNqoRY5M2JGT5qpCFk+22r5hr9o/sky71yuN2bZ1uQZOsCMB2pR8U5DWfFTXAJYTIECAAIFhBKJzbd+AbzH9D+w/0F7o6PnokHf3bvU8M1LvMe7uLV8vlNu8/Lmu1wTOR8NB7bo81rg80u6R64s12qjTIALReWWQzCoS2U4gN/3gmefkVnQBiyYTiEwokxVmQRlFJ9noCVGx6pGTo3OptHu94JhtW5drsM2r7srJL/Aid9FeenKvq77lBAgQIECAQLVAdO6OBHw/+9nPVmeSLQ0Fe9Pe0XPbyHbB859NBgWj5+qR89Yh7+6N9gFtWzvWGlcM2e6NGVlJoLvA4zxTM763E8jtbnfeHpED/Xk52HsuAtFJYC7lnUs5omMkcnJaVaeag17Vpr2Xaft6ukj79m3bulwDbV4VoM2Te//7Xz4jr/jf5eyiF3rl/XwmQIAAAQIEli8QOQ+IBHuTRFXAN0//g/sPtmNFz6Wi2wXOpTYZ7E0tETnvj97de07At9yW5c91vSbSttF61uWxxuWRdk/1jlz7rNFna3Waup3TDakVL4HcChSLCDwKRA/cyF4KRA9u0ZOOsm30JKS8X5fPTe3+S1lC39klsZVtO3b7VnEF2zwSpBWgrQK2jAABAgQIEBhSIBLsTflFAr6f+cxnaosWCvamvaPn3ZHtgudlocBnbc0WuiK/hmi7XogGfKsYov7ltix/rko7LYum33S9VJf2mpdHPKLXUWt2Ure4QMMTBQRy44zdt0yD2WDt7jbFHpED7RTlWFoekf4cPUmoqnv0xKFq38gy7d6sNHb7VuUeaPOqu1XypD7wgZfPohOkrQK2jAABAgQIEJirQCTgGwn2pvrVBXxTHh/af6idIHoOH90ucI63yWBvaonoNUno3DxrkKrAcMS/qi2rllX1nkj60XpWpb/GZVGPSLuv0WfudZpRfO9JIPf1119/QvfVr361lbK4T932fdJtzbjPBg+3JfvBsz54C9oneoBcUJVGL2p0sohO7FUFjkz2VftFl2n3eqkp2rece7C964K0xQBt8b/L2UQugMr7+EyAAAECBAgQWIpA9FwnGvD99Kc/XVn1ULA37Rm9HohsFzxfDAc+K2u24IWR65uqIG60yhH/unasW17MO5J+2j5Sz2id1rBdxCN6fbcGj5nW4fr6+knJvvKVr7SWtLhP3fZpm2MM9buy5LK3qjjrMZBbDrTmuefLq3ZsLeHDBlVpD5FuNP+T7RpuTz7Z1oJ5CUQOaPMq8eVLEz3ARybiutpEJ+i6/duWa/dmoUgbn9O+VbkH2rzurpB0kREJ0kYvWqqKZxkBAgQIECBAYGsC0XOnSMC3LtibTEMB3+i5Z3S7wLnnZoOB0Wul0DVD1iDlwHDEPnWMqrasWlY1MKN5ROtalcfalkUtIu2+NpuR65PimeUgbsoyX1YXoI0UqyrdqvjpyaMV8qBtVQC2nHFkm+I+Ke2u+5TzXMLnNIlGJsgl1GWSMkYPQpMUZkGZRA7K0cmzrtrRSbVu/7bl2r5eKNK+ae9z27hYgmB71wVpP/jBlz/KUfzvciWjFxrl/XwmQIAAAQIECBA4TyByHha9lv3Upz5VWZgP7z9cufxkYfQ8NrJd8DxWwPekFV4uKAdxGzY9WRXxr2vHuuXlTCJ5uL58qhb1iF57lttk45/zoG1VALZME9mmuE9T/PTVYmC1eOdtcae0TXFdNBhblXZTuuWK+rwCgeiBYwVVHawK0YNodMKrKlhkEqzaL7pMuzdLRdr4nPatyj3Q5unui6oT93JQtvw5zy5yYVBVNMsIECBAgAABAgTmIxA9p6s6b6yqxVkB3+g5cXS7wDmxYG9VKxaWha5lsgYpB4Yj9imburasW14sbjQP16tPGzniEWn3lq6z9NXFGGfxztv033mgNr0X10UDuMXtvvqfs8fcZo+GrYufvtoU5a1CjgZxq/a1bEUCkYG+ouoOUpXogS8yQTUVKDp5NaXRtE7b1+tM1cbFEgTbu+5P5D70oZc/flH873Iloyf05f18JkCAAAECBAgQWKdA5PwwBXs//OH2O3Q/+clPViJ9ZP+RyuUnC6PXUJHtgufXAr4nrfByQTmI27DpyaqIf1071i0vZxLJI+3j2velXNQiek1cbpMFfO4aP40GcbtW/fhoheLdttEE8n0WF9id8gfPltqBqwboL2U94zujvWOD20XaOjqp1PFFJ5u6/duWV7V72z5bWp+38fOs0i9qKn5uG5eTDbR5JECbkq0L0kZOwMvF8pkAAQIECBAgQIBARCB6rhm9u/esgG/0XD26Xd25evF6YavXWNF6R66jqzpanX1527q2rFte3j+ST7Su5bTX+rnoURdH6tvulzR7KHOfZ+B2eQTDsYoPccu66u6zQGy0C9el8bj8v/7X//pkm9/3+35f5bq65a0ZDLXB/50l9H/tdv/lv/yXoVI8Sef3//7ff7/sP2Vv332y+jILUlm8uglE2+7crvTQXboVLri1dm+GmqqNi6UItvcP//APn5Q9neT+1E/91Mny8oIxj2/lvHwmQIAAAQIECBAgMIXA43V2Q2Z/+S//5cq1P/3TP125/GThudd2xQSD5/0712wnzfBkQeSaLcV38jhMc2pP157b3tq4i3a3bSPt3i3Fs7euus5+17ve9Zjum2++eZJHcf3Jyo4L3vGOd+zS9wsngdzyXbZNd+xWPQc3L0fdurrlHcvff/Nfz3bNItzRbwf7ZPT4jWL6NmLsbxuK33j0KWxgn+e/9Hz34jvrbkMMJDC3TaJtcjI6OlYk8g1exySfbD5B259TvIvvG2nnjm38/DYbC1cNYyHQ5rXPCQv82VkyHfPYdfE2U4DFCNze3u6urq4WU14FJTCWgLEwlqx0lyZgLCytxdZb3ujdvZ/4xCcqET760Y9WLn+ysOEaovV6oSr1wDWEP/Ovgissi1z7tSTRuLqhzRv3y1dG2jhtu6Jr/MniSGO3fSGuV74WLz8+oemO3eK25e2ePCP3q9kzch9e5fjpG2+8sTs+WqH46hLELe/r8wgCKxrEI+hUJxkZxOcehFPO0QNxdSmbl2r3Zp9IG6cUhmjnvCR5ezc9WiHbtipIW34uWPlznkV5UmhGsJYAAQIECBAgQIAAgbJA9Jy6S8C3nObH9h8rZ/vyc/F6IXo9Etkuev251WvJaL0j15KHrEHKz/mN+De1Y9O6Ym+K5BOta30vXdeaiEek3TuqdAnidky6cfMngVxB3EarYVdGOtqwOS4/tejAix4g60QiB866fSPLtX2zUqSdz23jcgkCbZ4/j+vXfu3Xdt/+7d/+mMJHPvL0BxiqgrTlE79y9j4TIECAAAECBAgQIDCtQPQcPRLw/fjHP/5Y+P/xP/7H7nf+zt95/NwY8M33iF7bRLcLXNus6a7Pzr0mcj1eDuJGM4nYp7Sa2rJpXV6OaD6RukbrtvTtohaReERmcakgbmqGx0DuFoO46YAcPXif1WejHeasTBa8c3CgNB7sotWPHvCi6RW3087tapG2jkxc7TndbxFs76ofTSgHaPPPz59nj1Z48fLRCpMcQ6L1tR2BCwsc59WaP1N8LFrfE+M8gT77f+hDheyzMn7qUzGpPnm1pdw1zQ98oC1F6wkQiAh8+tPNW6W7r/q8Rthv/7GPPb1GaTuuFsvdpTxnbLvPyuQcqE+Hsc8SBSJ9vRjsLV8vFOucAr7l9H58/+MxluhhKrJd5Dppy9e30bqHrm+zBimf/0X8m9qxaV2xN0XySdtH6xvrqcveKmBxySBuwj0GcjcXxE2/APfwnNxl97CZlz5yUEtViB6EmqobPUA1pdG0LjCYm3Zf/bop2zrHDLR59LlX5aDtsVvWXNx4/tvqe7MKjiVQPoEdK58h0h2rrH3S/exndzvB3CFaVRpbFmgL4iabND5r5v5GunP2Swn3ybOpQPlxJpLuWNs2lc86AisVKF47NF0vRO7u/fEf//FKpVDAN3ptHdkucL11LOiWr5Ujde9z/pdco/5Nbdm0rtjLonlF6lvZe9ez8NJB3CR58ozcph8260qf0sqDxOm9+DmlNWReXcs29vbpQB45SI9djtHSjwTuogeNtkJGDypt6VStdyCqUnm6bMq2TjkH27sqSFv+YYLy57xidUHadgxbEBhOoGqOWEXf7HuyOhzteSmNUf4x0jyvlvYmQKBK4JygbCRwOmSeVWn1XVY8RrXVY0XHs9XOw337gf0mEYic61X1zarC5QHfYpof33+8atOny6LX6dHtItdvW77ujtY9ct1d1boR/7a2bFuf5xvJK1rfqrosbFn5B8vOKX6X+Omr5btxy5/zggwRdK1L+5zK2ndggbqDR/kHnqIDval4kYNA0/5N6zZ08GhiaFxX19blnYZo6zzNQJunPzcqn7xUBWSrlkVOjMrV85nAWALlfpzyOeS/gpxdCB+yP531mpHAGMGJodJ0V+6MOoqiLE4gcjdusVLnBHNTOm2B0CrAvnlWpXXusvy41ace5+Y98f6HD37wNMf0KJ6Huu/Tsbf0cq5ZFvF5DIFoP6s616wqz8dK55yhYG9KKHodGNkucB14LPuWr+OjdY9exxc7Q9S/rS3b1qc8i3mV40jFMkXrW9znwv9djmmW787NizdEgLecV7HqJ3fkDu1Svgs3pT9EUHiocqaDX/RA2SvPNMjm0EGjg71uYN5m9bjqIBA9UHRI8nHTOXj2KfeU+0Tau66t+5Yz0ObFHwHIsymfWJQ/p+1GHaN962u/zQsUT54P6UfvSkG7x6Dt5qU6AgwV/IxmO1Z+Y6UbrZftCBDoL3BOYLXvvn33619Le7YIHKoea1MO/qa/wvzc5x5Tcs7agmr1oALR/hYJ+BavwfJ0P7H/RHt5o9eU0e0C15SziK+0y4y3RSQeEokHVJUw4t/WlsX1TXGkSF6pjJH6VtVlyGV9PYNlyMfoV/9z9lSD73r9yV5V8dNXqxYG8zpuFtk/sk2XPHttm56JW36t5Tm5kU7VNtjKNk2fowOuKY2qdXMYoFXlmtOySFun8l6gvctB2qqAbNWy6AnInJpBWbYhkE+oxyBtxatuecWmm1k0i/EcvfturEDrWOm6K3cz40hFBxSIHg+qsjwnsNp33y775X/hUVX2CZYdap7hOUHWs8vi8P73vyxTVfA3W5sHe2cxT85OUIHGFoj0u0iwN5Wz/FeRoWBv2jF6fRrZLhqP2HJ8IVr3aHyh2Ekj/pF2jGyT8o3kF63vmYPt3DttI/unYO6TV/qNr9Jr9DtyyxlO9rkqcDtZ5gNlFB1U0QHQVqymAdJ0S3xbumn9RAMrUpTZbhNp76HaOkdoavOHbcoP2y9/zpMqB2kjJwyzbQsFW7xA1closU8e/xrjwx9urOdx/VhBucacrTxLINJmkW26FmKMNFMZioEdwdyurWL7LQsUg7hdAqRFs3xc93nMwLl5brntVlj3Y7A39aNi0LdYz/xxDl/4wpO/RGs7n1khlSpdSCB67VbVJ6uKXAz4prQ/uf9k1WZPl0WvdaPbBa51Nx+niMRpInGKcuvm9m1xpEhbRraJtHUqY6S+5bpM9bkuhllenj0BaB2B3HLFpoLum090IEQ6bLQM0Y4dTS/fbs4DoWtdxtp+xu1dDsqWPyeS8rLoJD8Wp3QJJIG2k8hykHb/qU89gSuvf7Kya0DujO332TOhiy93OC2wf3dt/2gVi+mOlUe0LLYjsESB8rjpG1hNde+7b9/9yt5DpVNOd+Of95/5zBOBymfmTmX00MaH9773JMfystZzoD5fPJzkagGBaoHotWBbP02pf6T0V2+hYG/aMRoniWwXjZNsOe4RrXsk7pGOT0/Ocav72ZOlkXaMbJMSXUl7Ly+Qu7Sgbeos5Q4d7WSBPh3uiJG0ytsUB+wvZSu/s7yBzydtW0UyZHun9AMHn3Lwtfw5L2Z5eXRirqqmZQSGEmg68TukHyHJXvn7SZ7lC/eHDcqB2xTYLS/rfPdtTV55mfafqH+uWD7WBG5PWnBZC1r6QK/KtKWZnsVYd0dXrwztRGCFAqUA3WMN8/HVJ9DVN5jad78VNsvcqlR33tt4HlJ8dEKXfhTcdp/uyP385x+pykHctOLwnvc0U6ZgcJbf/otfrN2uru61O1hBoKNApI81jbVidr0CvtFr8Oh2gWvwWd/t2bH9em1eFfAtx5HaznOrMo7Yp/0ibRnZJqUVzbOqvBMsm38gd4LAbTqARA40vdsj2lnKGYzVeaoGWDnvrX8uB9/rPPq2bVV6wfYuP8Kg/GzalLQAbRWwZXMQaDphy++Eqbwjps+kP0aFs3JEArQp60PpbtsxiiPNCwmM0R/HSPNCPLIlMHuBvsHVqfcrQvbNe/aNMb8CRq8LG89pxvzCLdgXDjc39bgP6/Zf+lLtNlGH2gSsINAiEO1jTWMtz+LDpUemfWr/9K/xaosSvZ6PbBe8nt90wDcai4rGY4oNG/GPtGNKs7xdJO3aTta8ItK/yynMK5A7QdC2DLBLeVY8PPhkux4L0oGpslHG6gTRQdGjLqvaJXJQKA/ccwECbR4J0KZilAO30Qnw3CrYn0BEoOqYV/zV5ye/AB0NXA29XUNF9p88fX5XeYwJ0DYArn1VtC92deiarrtyuwrbfksCdXfjlg2CwbDybmc9ZiElFrwz8yRfC2YnUD4/aCpg5fnR+973dJcuc0Fb/w2uP7zxRn2xC+v2P/mTJ9t1qf/JzhYQ6CAQ6WtVY6wqi14B32hsILpdIDaw6WBvarhobCsS2yl2hIh92j7allWdrM+yjrHQywVyOxa0j8Vs9ol2lqYCRztyUxprXxcdxEMOymDbFh/2/omaP7cWoF17B11f/dIJ05Nfas6qePwcuRCJbJPIht6uoRlSEDdyotiQhFVrFYj2w671PyPd4/gTEOoqbvuVCxzHRfFHztrqm8Zgn3HUd79UnnP3bauT9bMUqDpeH/trOZg7y9Jnw+Td7z4tWWnZ/stfNi+dKlkykUDVGKvKOhrw/dDD49xSGp/ef7oqqdNl0ThDZLtgnCEc8Dwt7TqWROJk0ThRUSTqfyHFaQK5cw3ajnQn7klb5p2rqgNFOt5JghtcUGVXZogcEMv7NH0ODN5igDYlVRekLS6PTjJNRbOOwBwEykHcY5nOCExNWafjOPzoR6fMUl5LFRijTw+Q5uGzn12qqHITGE2gUxA3L0XfwGo+jqcOBI+mJ+E5CHS6TmjruxOvP/zYj82BUBkINApEx1gk4FsM9qZMQwHfaMwiul0gZiHY29glXq6sijk1xfKCyYY2K8YmA/HTcQK5gYxDlRlyo6qgbT44Ip1/iLII2p4qVg2W062GvbU92N6Ru2jLgdvoxFBVRcsILEmg6m7ccBA3GsQaeLu2OxgPpV/OXVJ7KGtcYHHH6fQYhbqXRyzUyVi+RYG2Ryp88IOLUTEfLaapziro8Qvxhi8Cjuct6YfLFvRqO9daUFUUdeMCkfPFSLA3MX6wMP98Zv+ZmGw0kBvZLhj/EPCNNc0oWxVjk1Wxy5RpIc56fiB3jkHbVMly5Vs6uElnhO4YCdK2tEvnUgUOUsVfvfxkxfMw8zzdRdtZ3w4bEji5G3fgoOvFgsIbakNVXYbAPvuFdHffLqOtlHK+AvvsT2Qrf0hzvkVWMgL3AhPfVXvC3jF/d+WeCFqwYoFIsDdVf7SAbzSWEt0uEEvZcrA32t5duvyxbxTbp66tUtvkMc7s0ebdArlLCdomuTqA40gq0KY6pX/lwG9hE/9ZITB1kDZyUMmKGQnSloO3YwzICjGLCKxGoPJu3DnXLhpknnMdlG2zAmmOOo65ukcpuCt3s31DxQsCDXfjHoO4DXc9ciRwUYG2QOlFCxfMvFQHN0gF3Wy2GYHIHJTGzWca5rIc6wPZF/z567P74GO2mmJjxVaIbBeJy/hL9G59O5mWY5Lltih+vtntXnn99dd3Tf9Sgs/+27Njws++nr1nr4u+ZwHXZ78jK0fx/a3sc1axZ8X3VM67bHmG8uy10vtbbx3/jOXZs6f1ubu7O9Zv6Pdn33jIZwnvWYD22e/Oylt+/+7S8rJ31efkn7dD03u5fSo+p1+XvLm52aX3x3bL26/wnoK0n8suatP7W1k7p4Nm2/vQ7S29ccbRXFyPnTp7zaU8lyhHuhv37jd+494hvWcnHk8+J5/i+vzzGNv9+v03jHfR9/Jxvrxfeb3Py+zvK2vXfN67++Y379uj/K6fXrSfHjPPXpc4Hsu34F4e9w+fH8fP0sdJuX5Lr4/y3x83yudLZZfIeVbb+dXY69Px7zd/874+2Xu6K3frx8P7WcG8sPV+0KX+kbhFimt8Nvti/4tf/OLxvSkukgK+785+kDC9n8TDKuItqc8e42dt71Vxn3I8rhhPKseRinGmJcTHksdDObu0Z3KMbl9sx8fY7HUWp635l9JOsd/72O5S7rYtR6ZTLfJX3bcD+bfw6dvC9KqqaxYYjnxTUsgt9J+Pt9HP4VuJM+6ifX77fPfi6kWozo8b1bVHKZUUnM1fn/rUp1rzGKOdWjO1AYEHgdvb293V1dVmPU7uxs2Pq20iM9hun33BUzx+HOtSei5ueZu2am15/WzHQtWdq4W7F5baZo135aZKpWctel1EYLZj4SIaF8i04Q6m1dyNW/UosBk+191YiPf/J+dTD9eq+89//vQ85X3vu0+07a7yc9enXM5No7D//stfHuXaOi582S2Nhcv6yz32OIf3F84d081woVdTPK4igcY4UiReNKM42hhxqMd4YTlGmT8xoHhcfriefuONN7JHK5R3qMCfbFHV4w2aOkpVw5eDtqnwv9EQwJ2sciNmFAnQpuybLLsWr8q+lEY0QFsM3o4xOLpWzfYECNQLnDwbt37Ty68pBY/LQdvLF1AJCMQFjvNj00m2RyzEMW25HoGGIG6q5GrOK9N81hZkW0+rqsmDwCEP4qbPbX3g3PUDq3tW7sCgkiPQUSAy/z0GEVvSfhLw3QcCvtG4U2S7QNzpWPw5BHxbHGtXV8Vk82V5LLO0c7dn5Nbm3GPFEEHblG06qSlerPcN2mZQx29G53aSFAnSRgZAtInqBsrzLIHCDbkfyp43ll6f/vSna1MWoK2lsYLAIgUWdzduSfl4t+0nPrFIe4UmkASOP3yWArZzO1fRPATmJpCd0++zXwn3A2dzaxjlqRSoCcIe79AtBnMrd+6wsCafxxQGXj/La+sOXDYlsHaBaOwrGvB938Px6vP7z7+kK8WRnphG4liRbVKidXGsYoYzC/ZGXR+rkAd3s1DcNIHcsYK2qSIpcFsVwZ7JqEuDo7KBIgHaVIdox43UN9C58wBtSq4pSJuviw7+SPFsQ4DACgWKX7Q1Ve/M7falx7JUHZsEcZsawLolCBz7dXZh/+QL7GLB07ohL/qXgKKM2xVIj1FpmDuq5oFFY7UF2RZdOYWvEqjrw+Vry8N733u/uz5SxWgZAQJnCtQdi8rJlo9N5fXpcx7sTf/9JOBbtXFaFo2HRbYLxMOOxagI+EYN6qox9PJxArnlwG0bahVo3SMSZhy0bWyccuC2zaQxsdLKKr+K/T+Y3ZmQXk2/hlgM3hY7q+f8VIBaRGBjAqM9VqHhQnxfuOu/aQI9VD0/cGPto7rbENhnzzM73pXrRYBArcDxbtwVPBu7toJWbFqg6XyoDFMMrBze855JH9Hg8Qrl1vCZwLoFqo5N5ThSJNiblFLAN6X3hf0XYmiR+Fpkm5RbML4WK9g4W50fyC0HbVM5m4DqUIZ6RMI4Tuen2mTSlHqdV2GfPECbFjUFafN1VQOsqQjWESBA4PjnccUfU2oIvj5qtWyzf3i2YdMx6RD4AcQhW8dzdIfUnE9a0ZPGS5e4aSzkZUvbHMdjXTDXXbmXbkb5TyFQ9aOGD/keg7jBx48s5tjgy8opetWkeZx8Od5yztS3cF3HwuHmpm9W9/uV7go+zlfB8XhexvYmQGAJAtHjQWR+fm/+1whZxUMB32hMrrxdICY3tX23QG7XoG2qTVWly0HbtN0cHpEw5XNyq1wqWj9yF20xeBsdGBVZWUSAAIFagZMLjtots8N+doEdORYdGp6x3ZD8sKtGunAatpBS6yRQugvveBHZ8oNItenPtH8cx1cK2Na8XDjXwFi8CoG2MR2Zf3KITvPQGMGoYJr7j3wkNK+uooG3UolSwPPS1e4ybo5j8N3vDhXZXbkhJhsRIFASiByTIsHelGwe8A0Fe9MO5UDuCK3zWPaeTxxoDuSWA7dtFaoLTpYDt3MI2o7QGI1Jlmw+8HChyxAmfAAAIABJREFU+dmGOwpSeu6ibVS1kgCBCQSOJ+xNd+OWgmS9g2YT1KWYxfEE4WMfmzhX2c1aYKaB2yqzpkcs1N6tW5WQZQQWJtA0x3ikwsIaU3GfCEQCF3MgqyznG2+8LFopSO3LxTm0mjIQWJ9A5bGooprRgO970uNnstdP7H+iIpV5LXoZyC0HbVM5+wRuy0HblM4SArdV9R+orfIOVuxAeQA32vkGKopkCBAg0Fmg8W7cvnc6di7FdDu44JjOetM5nRk0Pp4/NNyVe1znh8823cVWWfmWGyCcV6+y1VdXqeN5xtqe4fylL+12xWBuodXclbu6LqxCBBYlED03qAr4RvftDZLHITvemfvKLu2Y/qWgbflfsTTpjtLyv6rS5kHbVJD8X9V2l1yW17n4ntd9xHKlTlD+N2J2kiZAgMDZAicT2pnBp7MLJAECSxNIY6bq3wD1SHflehEgcC+Q7sb1IkBgJgKl88WT88mZFFMxCBAgkAuUY3WjB3FTxnkcsipG2dA0r9bedVv3mIRiYh2jxg3lGG9V1Z22dXcaR+o8XkmlTIAAgdkJrP1u3P0nPrE7fPSjs3NXoGEFlhLgOXS8gzadYB7v7PLDZ8N2GKnNU6DhbtwuP3BWrNz+Qx+aZ12VahsChUcQ7LPj+KGhjy8CxF25i2gmhSRAYIYC5Rhlik2WY5mF+Osrj1Uo321b9fD94l22cwziVkWxy3cZ50Dl+maf8wj8DJtVkQgQIDC5wMndE+7GnbwNZHi+QNW363Nddn5tpUCAQBeBuR4LqsrVpV62JTALAXflzqIZFIIAgfkJPMYeK+KSx9JWxTHzeGe2+tXj4xKqXnN/rm05Op1XtqouaVmpnu9/+HPEz9XdxVKXjuUECBAgsNtnd400/eDMHInywHTxDtz03+mu3PTK/3zm8PGPz7H4ykSgUqD1rtzKvSwksB6BvnfjrkdATZYmkJ9vpHI/npuka9PCc3PTHbrpVdx2CfXc/+RP7g7vfvcSiqqMBAgQmJXAzc3NsTyHm8PuS+kvHPJXfjNq/p5t9vLHzuZ4h21e8DODtu9Lf6qY/T+9Pv/wwyB5AHdpk+PL1vRfBAgQGE/g+OfaDc/fnNOx8/Ei6CMfaQQ5pPUVdxXPqS6NFbCSQI3AsQ83/fBZzX4WE1iDgGP4Glpxu3V47L+lHz87noOlY3vDuVhav//CF454cxkHx3I0/OjZ8fyy6i9/t9sF1JwAgQ0LFI+H5b+GfSM/lt7Hd18Gd99Igdy5BXBHCNrmwds5TXIb7quqToDAEgUKAdAp7sYtT2SHD3+4Vu0YoD3j5aLiDDy7zkYg/fBZ7bNyZ1NKBSEwrMDxbtxSAGzYHKRGYHyBti/Pa0uQgqLvfe/96rpnrKdg70/8xJMkxg6kPrkrt/Ac4Np6WEGAAAECJ19yla+HHwO7mdXLO3IvBVcO3Oa3C9eVp/SIhOPdtg+vFLAVtK2Ds5wAAQJxgbHuxi1PSIeaH5o5Lq+4ezZeA1sS2JaAu3K31d5qey8wdkCKM4HZC+TnSnV3uaZg73ve87QaefA3LS3st//iF59s13d8td2VO3tTBSRAgMAMBMrH4Pw6OgV0pw3kloO2CacpcFsK2r43TToPXzp+4eHPSARuZ9DDFlCEcvDo2PXqTngWUB9FJDCmwMmdIT0Cqsc0sjulyq+6wG15O58JEOgucLwrt/yIhYfzpe6pXWiPJc7N//2/73a/63ddCKxHtks0TtUszUX77E5cd+P2aH+7bE+gKdhbWHd4eD7jI1AeAC4Ge7PnNna+hkp5FNNI54hLPQ5tr/eo8cQC4hYTgy8ou/y4mZ6lO14g98ygbfI8Bm4fXilwmwdv0yIH/wX1uAmKWj7gHf7CX3iS6/Fz+QLAScQELSOLJQo03Y27+8xnFlWl/Sc/+fRYUHHh4MfNFtWkCtsgkM6Njl+ilIO5DftYRWCJAscgbsXxfIl1UWYCdX355Pqm7vEJUcJSQPXJbn3X1eWdfqin4Vm5dbtZTmDLAsdzuB/4gacEaa4rLdv/i3/xZJu6Y8iWLdde91de/67Xd03/EsCzrz87OtS+/45sfRa4fVZ8z/rbs7ey5cX3u4d0Xsvesy/mnhXeU9D2R3/0R4/B22fP7rf78pe/fAzepvfUOd96663H91Seu7u7Y7m8r9vhtddeO16Ypvfdn//zu7s/+2fv33/wB3e7LEB7l70fsuVvZcuP72l56he/9VtP37/1rfvPD++P2+lHxlGH48gRq8P2Szs+HcdZqt9v/Mb9+2/+5tPPwfGSH8cf08nT6/r+6/cPcr+reN9/6lO717KAVQrW3v3Ij+x2n/jEyXtx3kjzyNLaQ3nXPb+N0b7Hfv7Nb96PW++TOBwzyV6Lcc+PpwvuH47nrn/GOH4ex3HwPGeK7U6ufz/3ud1dCo6W3vfZudBr2fVy+uGzs867suutu/J5X/F8MFv/eH4XdSqfTz6k/3i+GU1nYds9zgsLK/cU/Xpu42xO5Xnr+77v/nyiGMdI47IU13jrT/7J3eFP/+nd8f37v393l73vss9P3rPlT+IoMzu+zcl9Tv3++vp61/Yv2e2zHztrerhBfgx6+d71Ttv7XJ6k857Sc3p+YuIHsJ9WypI2gdvb293V1VXbZp3XF79pPvy5P1e9f/qGuOpVtzxtW7euavmbb1albhmBSoGxxkJlZpdYWP7RmMKYOf7IWZc7oKqef1s1Bkv13H/608clnfK6hNXG81z9WFhw+y76rtwux5iZtNFt9miFqyU9WuH+ADsTve7FcDdud7Op9jAvTCXdP5/82uvkubnlJOuOxaXr9vJuxc/Huejd7365qJzmT/5k0+6LXmcsLLr5LlP4P/Nn6vMtj53ilmeu2//rf/2Y2hjXXsZCfbP2XdP+aIUBgrapcAK3fZto+fsdJ/B0B23xVQjkHB7unr1kTY9lbDoAXrJw8iYwocBxLGTP2Hx8lYKu546T/cNjGdrSOWR32noRINBf4DjGlvZs3P7VtefGBNrmkI1xqC6BTgLR8XM8Jyw/M7dTTg9fyBcfr5DOKwvXXK7BOoLafLUCx7FQfqRCXtuR4xSHh7uAj9n9qT91n2tFnvuf+zkxkxn1wJd35PYJ2qaKlG6WbAvapl2iE8iMnDZZlPwb21T558+f7168eHHiUGzL4wGo+E1SKQj0uPNQy1OCQ6SVpbHP7srVL0+a14IKgTV/q9gUyO18N26FnUXrEljzWFhDSx3H8xKflVtx8TD39ljcHbkLNM77gLtx5z0azAvzbp9LlO44F9Xclbt/eHziJco1dp7GwtjC60n/MYZSNzfXLS8SNG3TZ11wn/3P//yTGEoxfpQXrxxHEnM5v+/e35GbB3AjD1io+Av3lEj+Sg3nMQnnN8xUKVQNtDzv9MyV4rdCt9nzja5+22+7X10XPC0WPLLNVBUN5HN417sCW9mEwHoFToK4paqadNfb9mq2TgF35a6zXbdeK3PR1nuA+i9N4DhmG3707Hj+2RQ0WlqFlZdAR4EnN8J13He0zVMsp25cNqw7/Ik/8bJID/vfZr9PdPXwG1jHNP/4H9/t/+2/rS2640EtzZMVr9Y+IbclaJtS+eIXv3j8V3yBj8FPsVVVoDY9DDt/pWBt5WtuQdg04Kco01/6S7vdz/5sJYmFBDYnUBhzx7txHx6LsDkHFSawZIHsB2S9JhDIfkcg+yGBCTKSBQECBJYnsM+ehft4V25DEGh5NVNiAmcKlB9BeWZylbvPacw9lOXwx/7YaVHzwHFh3f4XfuFkO/HGe5JXH2VKgdvinbb5NoK2J/3oogvKgdpD/kyTVKpskBSDtk8K2hQUbVo3RG3HTv/MMvpW+ExAuxMgQIAAAQIECBAgQIAAAQK1Ase4Q9MPnNXuOeCKpiBv07oBi/CYVEV+hz/6R+9XF+8OzpelNdny/S/+4pPSbCXQ+2r+jNs3Sn/yUA7a3jtFnr8wRqtK8zjQiw+iTp+LgdsiUVOw9Jx1FYOrMvDZlEefphw6vYYyeMRCA45V2xEojbmtTIjbaWA1JUCAAAECBAhMI3DyeIWKa8ppSiIXAvMRuHgQ9xyKscZwXboNyw/f+71Pa/LOd95/fgj+7v/9v1/l41tezQO4X/rSl54AuHA/p2fPdN+mgGjdusLy/T/7Z/W/phipcl0ead+mdZG0z9mm/OgGj1g4R9O+KxPwWIWVNajqECBAgAABAgQmFnjyeIWJ85YdgdkJDPlIheLdqn0qWhckTWk1rQvktf83/2b3/37P97zc8pyy1pWl6/JAuZewyat5AFfgdgnNNV4Z9//8nz9J/KQ/ZM9/O/zcz+12bbf/TxmQ7ZNXOWhbQ1p5p3HNthYTWIPAccx/4AMnX6qcHAvWUFl1IECAAAECBAgQmEyg7q5c55mTNYGMZiJQ+UiFcwKcl6pXKRZzrFfxx86ycqXxfVvxOwInjwitemZuVb26Bm37xIuq8p3hslcdPGfYKhVFOrZT3aMUKrbPF+3/5b98srauvQ+lQG5DkrWrjmn/4A/Wrq9d0TTAmtbVJnj+ivSIBcHc8x2lsGwBd+Muu/2UngABAgQIECAwFwF35c6lJZTjUgKVQdxLFaaYb12AtKVsdbGllt3Cjzo4CfgWn49bzqSmDn3LWE5+bp9f/tjZ3EqmPK0C+3/1r47bNHXOsZ9qXH62y/6f/tPdoepPBaYMyNbl9ff//qlpFrCtex3SIxa8CKxYoDg5Ht7/fnfjrritVY0AAQIECBAgcEmB4zVr8Xd50jVb9jkFePNX03XtJcsubwJDCBzjJE1332aPsjx5/cAPnCwafEFTmWoCpPvsr7VHjzU1lauEkF/Xnjwzd3CseSQokDuPdoiV4iFwm2889sCJFerMreqCrinZDuv2//AfNga060q5z4K7h7/4F09X53n/0A/tdj/zM6frLSEwY4EnAdr3va+6pFkfPwZvi680WT70fXfjVrNZSoAAAQIECBAg0E+g6q7cw7vffZ9YOg/N/7si+f2Xv/y4VMC3AsiieQvkf7lcFxjN/kL6UBXIbfnL6ccA5vd//0XrX36swtSF2doxQSB36h62xfyaArItHvt/9I+OW7QNzMM/+ActKVWvTuke/8Sh4c5cj1iotrP0MgJPgrTvfW9lIQ5pedO4a1pXmaKFBAgQIECAAAECBC4ncPgbf+Nl5j/2Y08L8nDn3v5v/s3H5W3Xj5eriZy3JnCMJ1T91fIDRPq9or79NbLfY7C3x6M6j0WsCT5vrR3nVF+B3Dm1xhLKUhEA6hPo3P+Tf/JY26aDzyG703bs1zH/hscopEcs9Knj2OWW/voEHifZm5vaQOzhPe+pXfcoUjFOQ+seNjrejdvhT1nW1xJqRIAAAQIECBAgMLTA4000DXfe9srzIdB0+NEffbl7MfBbOq/d/62/ddzO+W4vbTt1EGgL4k7RDyP9/MnNQt/3fR1qWLNp0/VozS4WxwXWH8h9eCDy/t/9OwfqeL84a8v0nNziq+rAcfjH//isPAbf+Wd/tjWYO3ieEtyMwJOJMT0brGZiOzQEcB+xavYNrT9n3820looSIECAAAECBAisSqB0R+Hhr//1++rlgd+KGxj2f/tvPxJUXc+uykdlRhNouhP3mGkpdjJaQVoSbuvjxevZlqSsHlrgD/yBY4r7//gfj+9vZPGE1QRyj990fO/3PiVrC1oMDbyB9PbZc1vKP3BWrHbbAWDORPs33/SIhTk30EzL9ngXbX5nQcVx51D+YYe6ulTs+2TTpvVN61IiTetL65Y8jutoLSdAgAABAgQIELi8wPE8s3hufPkiVZbg8CM/cr88lTf/7/KW6TF9f+fvHJc6fy7j+Nx2N+4xtjKTQG5ba3Xt3/uf//nRfwytrcxrW3/47u8+Vin7291lBnIfAyff8z2PwYmTIG6p1Q7vfOfa2lF9BhZIB6fjwbbmebkesTAw+MyTe3IXbfE5XC9e7Ha//bc/lv7xBxrSkqZgadv6mezrR85m3jEVjwABAgQIECCwcIGqHz0btUoVd9yG80vn6HX7p2vHv/pX75P6a3/tZZLpeuH588f99j/1U4/rugbEwuW04awE2oK4qbD6wqyabJ6Febgbt1y4Wd+R+ySQkoK2D69D4b+PB9W2AEi51j4PJ7Ay++PBND0vt6ZfpWCu1/IFHr8MKj47K1Wr0J8P5R9RKK0/UWgbC03rm9YNmO/+c587KXb5BOLwmc+cbGMBAQIECBAgQIAAgaEEyuefKd3itX+eT+X5eFUh6gKtVdsOvawl0JuuKw9/5a+8zDUP/FaUef93/+5xuyqfoYstvXEFlvJIhcEUmsbBYJlIKBeYTSD3SdD2j/yRY/kOD++9m6smGNc7PTtuQ6Dlebm7H/qh3e5nfmYbFgur5ZPjSPHHDlI9ikHacgC3tP6k2ucEWsdOO1Xt858/KXLVCeAh+xEzLwIECBAgQIAAAQJzE6g6d60qY2XAt3zeX7XjpZbVBbgqlh9++IfvS5kCvxWB3rRy/9M//ViTqNmlqr7ZfH/wB+urntp1IY9TqK+ENZcWeOX6+nrX9C8V8O7u7ljOId7Tgfe11147fuOW3ndZsPbuD/2h3eEP/+HdW3/wDx6Dt3f/63/d51d+/5//83554H3/i7+4e+0//Ifd7hd+YXf39/7e/fuA9RjKY5Hp/NZv3bfDw/uzZ88G6x9z8UjPy7371rfu61V+z+qd+u8Q42Eu9V1COfLjxl06wclO1v5/9u4kyZHkvBd4IK1Mm3cR3KCx6C0pPi01mowiVTJRwwGw0w00mOaRlFlLomSmwbTjeII+QpyhsRKlt5AWwkMgK9DIyIhw4Cvkh8F/MEuCFQ4PD/95uHvXv9GRr953/8DT/abaL3bl3fvmf/7nefy69268jv+8KzmrvPv8f//3/nz9q//z4Twfyg/Huz8ftztVPnb8qL2f+sM/bBa/+7vN8XuzC2433S9G6953zxjr/iHuiy++ePHu/rzcvtWNOU+e7gPzYGodOOwL/jlzTzHl5Lh11P1hflxiHRj9597f+Z2m+aM/ajYf3n9q9yiDxR//cXN4//BN19m/D3Tr19zfF84oP+wLpfP1f88c+1z394jh30N3f97+9m83X/z6rzfb3/qtZrN7b3Z/fvHeHd998eiQt1iXU/elfU7Q51WD3GTT5Qi75+JeYh7c0nq6z/W6+2yY0/nnomeXMxxeZbM/+Umz6n/+8z+b1e6ney12C+HuXwm8zWv035btQtvjb8a9arn7N1NTr4myxfe+d6jxht2Zuqoqjrdt2yyXy+e+/vIvf9nnfkz+6Z9uymHs3usu8Kz7o/vm7fB1dA8udt/KPet8w3P580GgH6/DLxUY2kzM/aMTDGt8+ecL123/67+aZf+M3I849+L3f3/0mt1ToywO3qDAi33hBq/PJRHIEjAXsqS1c+sC5sKtj5DrOxaY/Pvi2C82K0Umg/J294zcZfeM3O51Zt1XozRXf6ps6vjgehbf/vaHS3yzSOhVdx75QHdPbY+/jTs2DmfkJpP36Nh5rwn7cz/33Prxdf37v++P2RcuPzDr3Re63uTRCodQpgtt3+DVB7d94GHZeQPkM0+5X7QSFpSpxay/3O03v7n/v/377L80KPWxe3zCcZg7CO22Y0Fv6ZyVlR/WguOH/48YTAa43Wc/Iiz9qLoj13nqocUf/MGrjw7nx/b3fu/VZxwgQIAAAQIECBAgQODtBYb/bD7V4tjfP7fHf7dJ+Dvw1LXt/64z1v7U8e5ER2Xb3/iN51P/5m9+2cTI+Rbf+c6+/FSzyet98IIXIW7X1+E4nBHi7r1/6ZdeivVj8+H44l/+ZVbUeM3y3HXhRwW5x4va8CbZzoW43Q1YCmc+sC6+//0DsOD2ru+12Ysf2yCPK2y/8Y39H/v3Q9ncfTRXNns1XxYuds/Lnf0FZ91/ztI9uqPC1yGk7R/YP2Kw/y2uc+MwV9adb658rmzkWi5xqPsNu/9n92/X/1/3m2iPXq/Wv4lv217iGpyDAAECBAgQIECAAIEcgeE/54+1Ovy7bP/3hf3fha71GoaIx9dxZtn2W996rt2/j/Rp8eHvxKd4jVS//0Nf//psHxa75+JuzwxyZ0+4K9z+4i++/shxEP+hfPGv//r6c4Mj1Y5bUeY2P3BWkPsiuO2eZ7v7ueRr8YMfHE4ntL2k7PXONdzUhley/bDg7d+ngrkLHu+u55xFqvvsvs6v/drw0h/2z4eAtn/Y/oT//revTpQdcObK58q6E5TKz/gXQqcM1mL3LNrha3ivbHfftPWfhwyV/JkAAQIECBAgQIBAvQLDvzNM/X1h7O/Gh19w9hZ83d+nRr5hu28qUjZTZ9t9walrq3sfe324ju6LUt1raDZW5VGO7UPcqXGY6OQ+gxh+I3fis4fDE21sf+EXvqw58Zlm95nFv/1bqYWz+1E8oQ+EBCaD3Beh7Ve/uj/59sP7WMByHJDtb9LdLy8rvfrgVmhbkrqP8uHG1P2nBaP/ecFYd6ZCu7c+PnYtg2P7+/NBHqNwCGl3D8Xfv0Z8X/zDxEj5gWeubOLcJ3Bf/COL3S8+GHsNN9Pt7tu2XgQIECBAgAABAgQIEHgLgeHfP8baGP6duv9M90vOUl9Toe3U8e7iTig7fEFq+Pfro4Cx+8Xj3esUr1STYGP30o/tz//8dPD/oe9j9+f2Z382KKNaVOAQ5B4CnmFoOzxzKbwZfv7oz4sf/nD/J8HtDNIdFHW/abF/jY7l1D1yheOLv/u7y4h2z8ud+reLl2nho85ymL+731J6eI14v/gHgJHyFxdRKv+oKz6hcreZF66h+220w9dwo9yOfNN2WMefCRAgQIAAAQIECBAgcG2B4d9lpq5nNFA7/rtgV3Hq25dTJz31+AmB7eip5uodVdi+f//8p/6/ip3oR/93/VPNRq/prQ9+xOMUFv/8zy+ubvRRCm99/YPzb7tfbDYYj8XuF5t1Y3B8T/o9Vm87MO+aPrj9yleKock5l9KFtsPn5N70BDunc5V/9lbGcfH3fz87Et11bj/827zZD55YuNiFuWO/4KxbsN7S5BDSHj+Evrvmo5BzO9y0CwHoiV2+2scWf/qno20PnbcjQe5oRQcJECBAgAABAgQIECDwIALDvxeNdWss7O0+tx3+vXKscunYXCgbKQvU2f7qrz5fZf8+cs19ZnCK10j1kw7t84Ddf408fC12Ie72H/9xePikP09d79SY9id98RiFk1q63IemrvlyLThTLzD5aIVRoplwaPJ5uUd13jrwGr1mB+9OYPHd785ec79AbC/1bdvZ1r4s7Nrd38PD/wzkxPpjH9ufr/9toccfOJo3oxvtzFwca+dWji3+7M8mL+V44d/+yZ9Mfk4BAQIECBAgQIAAAQIECMwLnBKszQWDh19yNt/MeGkgmD3l0Qyjjc20dfhl6d/85uuqx49z2GUQp3i9Psn0kUufr2vp1HPOjev+PN1jFCKvkW9Hn3pNkebUGRc4L8gdP8fh6HFQux/MwXNytyc8N7fQhOI7FljM/NuoFyHeP/zDzfZyf50nPGKhXzgnN78PQexoiHuJ3nfXmRz2Lv78z0ev/MXYTnzTdrSigwQIECBAgAABAgQIECDwZgKnhnBTweD+l5xd8jUTyoaC3hPPt/2VX2mab3zjZU8GoWWfZ5xkNpN9XJJr6lwnXeOHylNj2xXvH6XgdXMCpwe5yaHQzUm5oFmB7jcxjr1ehHhXXszGri907G//9kWYu9+8vvWtF6eaDHBDDV630uIv/mLyAl6M78y3bSdPoIAAAQIECBAgQIAAAQIEblrglGBwNhA8579qPTF8fQU2VW/qeHeCM8q2X//6c5Nd6Nu9PgS9++PHoe+d5R6njO0z1eK534P/9TzcUZY3PXh6kFu6DEFvSeihy0+d/I+CcHhe7p3f94u//MvRIXkR0E5803a0ooMECBAgQIAAAQIECBAgUJ3AqZnAVOC77X+5WUnujPD1cKpIna7yXL3j6/zwuY95Lm6p29cuP3V8r32dNbR/uSB3pzX85Wb7X3jmcQo13EfV9XG/iF36PyM5R7Hw6ITFX//15NlehLQz37adPIECAgQIECBAgAABAgQIECAQEDglEJwKe7vmtu/fz7c6Fb5OHe/OFikbqXNK3+YvXimBssBlgtzuBv7wOn5O7ljzpfKxOo4RuEmB7hELg0cqZFzn4m/+ZrSZFwHtX/3V6GccJECAAAECBAgQIECAAAECtyxwaiA6Ffhux365WdfhkfD14BApO8rCmjt7pMItj79rmxe4TJA70cZ+8v3Mz7wo9Q3dCSyH71PgO9+5WJi7+Pa3Jw1ehLQz37adPIECAgQIECBAgAABAgQIECDwQAKnBL5TYW/HsB3+grNImNud6LvffSBVXbl1gTcNcm+9866PwCUEFrtv5pZ+W+eiC3wnXv3ms534pu1ENYcJECBAgAABAgQIECBAgACBGYGPDnv7X27WtTES9C5238TdCnJnRkDRpQUuEuTun4Xb/8a+S1+h8xG4cYHu3h/7t3wvvkU7823bG++eyyNAgAABAgQIECBAgAABAg8rcErY23W+9Pf+hwXSsZsSCAW5ix/96BDcdr3ZPUBh8rX4wQ/8wrNJHQWPInDqwv8o/dUPAgQIECBAgAABAgQIECBQk4C/99c02rfb12KQu/jxj/dX/+LbhWf0Z19v8Jxcv/DsDEAfJUCAAAECBAgQIECAAAECBAgQIECgeoGn1U9+0hx+/uM/mtXgpwtiv/jiiz3UZrOJvf/v/z7X6953zxT54mtfi50n2r56vD/m/nX/uH+O7p89hvspvh+YT+4f88f8ebB1wL4Q/PvBg90H4b8ncbAv2hcfbl+0L9gX/H3xI/LDivfF1WrVlH66e2ux+9k/GeFNvyJ+/I3c7uHQ3et733t+9793IdC2bbNcLu/iWl0kgbcIjjeHAAAgAElEQVQUMBfeUte570nAXLin0XKtbylgLrylrnPfk4C5cE+j5VrfUsBceEtd574nAXPh8qO1Xq+bpy7AfdMQd3fd3XNyvQgQIECAAAECBAgQIECAAAECBAgQIEAgJvAUq3ZerbGgeOy3/Z13Vp8mQIAAAQIECBAgQIAAAQIECBAgQIBAHQIpQe4Y5XbwC9DGPuMYAQIECBAgQIAAAQIECBAgQIAAAQIECDTNu7dG6L95u/2//3ff1OL73z80uX84rxcBAgQIECBAgAABAgQIECBAgAABAgQIzApcPMgdPjLhEODunpO7fx7v7OUoJECAAAECBAgQIECAAAECBAgQIECAAIGhwEcFua9C2699rdnufg6vxeLwf/tAd3gB/kyAAAECBAgQIECAAAECBAgQIECAAAEC8wJnBbnHwe32p3+66X6ao7B2vqnuo4v9t3K9CBAgQIAAAQIECBAgQIAAAQIECBAgQOB0gckg99W3bfvg9vRz+yQBAgQIECBAgAABAgQIECBAgAABAgQIXEDgEOS++LbtV7/abHc/h9fct267b9hOlc+VXeDinYIAAQIECBAgQIAAAQIECBAgQIAAAQI1CLxrPgS226985aKB7OKHPzz49Y9T8FCFGm4pfSRAgAABAgQIECBAgAABAgQIECBA4NICk49WeNHQ1DduPxw/Dm27el1wK7S99FA5HwECBAgQIECAAAECBAgQIECAAAECtQo8B7mFoHaIs/jRjw6HhLZDHX8mQIAAAQIECBAgQIAAAQIECBAgQIDAZQXejT7f9ijYHYa2XfO+bXvZQXA2AgQIECBAgAABAgQIECBAgAABAgQIzAm8eLTC4sc/fvFZ37ado1NGgAABAgQIECBAgAABAgQIECBAgACBHIF3fXgrtM0B1woBAgQIECBAgAABAgQIECBAgAABAgTOFXjXBbheBAgQIECAAAECBAgQIECAAAECBAgQIHC7Ak+3e2mujAABAgQIECBAgAABAgQIECBAgAABAgQ6AUGu+4AAAQIECBAgQIAAAQIECBAgQIAAAQI3LvC0Wq2auZ/u+jebzb4b3jm4D8yD2teBfk2v3UH/7Qf2A/uBdeB5HbAvWA+th9ZD66F14HgdsC+4H+wL9oXIvjCXzfZl3b212D0j10Ny+5XW+6RA27bNcrmcLFdAoBYBc6GWkdbPkoC5UBJSXouAuVDLSOtnScBcKAkpr0XAXKhlpPWzJGAulITOL1+v1x6tcD6bGgQIECBAgAABAgQIECBAgAABAgQIEMgV8IzcXG+tESBAgAABAgQIECBAgAABAgQIECBA4GwBQe7ZZCoQIECAAAECBAgQIECAAAECBAgQIEAgV0CQm+utNQIECBAgQIAAAQIECBAgQIAAAQIECJwtIMg9m0wFAgQIECBAgAABAgQIECBAgAABAgQI5AoIcnO9tUaAAAECBAgQIECAAAECBAgQIECAAIGzBQS5Z5OpQIAAAQIECBAgQIAAAQIECBAgQIAAgVwBQW6ut9YIECBAgAABAgQIECBAgAABAgQIECBwtoAg92wyFQgQIECAAAECBAgQIECAAAECBAgQIJArIMjN9dYaAQIECBAgQIAAAQIECBAgQIAAAQIEzhYQ5J5NpgIBAgQIECBAgAABAgQIECBAgAABAgRyBQS5ud5aI0CAAAECBAgQIECAAAECBAgQIECAwNkCgtyzyVQgQIAAAQIECBAgQIAAAQIECBAgQIBAroAgN9dbawQIECBAgAABAgQIECBAgAABAgQIEDhbQJB7NpkKBAgQIECAAAECBAgQIECAAAECBAgQyBUQ5OZ6a40AAQIECBAgQIAAAQIECBAgQIAAAQJnCwhyzyZTgQABAgQIECBAgAABAgQIECBAgAABArkCT6vVqpn76S5ns9nsr8o7B/eBeVD7OtAv0bU76L/9wH5gP7AOPK8D9gXrofXQemg9tA4crwP2BfeDfcG+ENkX5rLZvqy7txbb3atfaLwTmBJo27ZZLpdTxY4TqEbAXKhmqHW0IGAuFIAUVyNgLlQz1DpaEDAXCkCKqxEwF6oZah0tCJgLBaBA8Xq9bjxaIQCnCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBQQ5GZqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAUFuAE0VAgQIECBAgAABAgQIECBAgAABAgQIZAoIcjO1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgCA3gKYKAQIECBAgQIAAAQIECBAgQIAAAQIEMgUEuZna2iJAgAABAgQIECBAgAABAgQIECBAgEBA4Gm1WjVzP905N5vN/tTeObgPzIPa14F+na3dQf/tB/YD+4F14HkdsC9YD62H1kProXXgeB2wL7gf7Av2hci+MJfN9mXdvbXY7l79QuOdwJRA27bNcrmcKnacQDUC5kI1Q62jBQFzoQCkuBoBc6GaodbRgoC5UABSXI2AuVDNUOtoQcBcKAAFitfrdePRCgE4VQgQIECAAAECBAgQIECAAAECBAgQIJApIMjN1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgKC3ACaKgQIECBAgAABAgQIECBAgAABAgQIEMgUEORmamuLAAECBAgQIECAAAECBAgQIECAAAECAQFBbgBNFQIECBAgQIAAAQIECBAgQIAAAQIECGQKCHIztbVFgAABAgQIECBAgAABAgQIECBAgACBgIAgN4CmCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCnwtFqtmrmf7mI2m83+mrxzcB+YB7WvA/0CXbuD/tsP7Af2A+vA8zpgX7AeWg+th9ZD68DxOmBfcD/YF+wLkX1hLpvty7p7a7HdvfqFxjuBKYG2bZvlcjlV7DiBagTMhWqGWkcLAuZCAUhxNQLmQjVDraMFAXOhAKS4GgFzoZqh1tGCgLlQAAoUr9frxqMVAnCqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBQQ5GZqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAUFuAE0VAgQIECBAgAABAgQIECBAgAABAgQIZAoIcjO1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgCA3gKYKAQIECBAgQIAAAQIECBAgQIAAAQIEMgUEuZna2iJAgAABAgQIECBAgAABAgQIECBAgEBAQJAbQFOFAAECBAgQIECAAAECBAgQIECAAAECmQKC3ExtbREgQIAAAQIECBAgQIAAAQIECBAgQCAgIMgNoKlCgAABAgQIECBAgAABAgQIECBAgACBTAFBbqa2tggQIECAAAECBAgQIECAAAECBAgQIBAQEOQG0FQhQIAAAQIECBAgQIAAAQIECBAgQIBApoAgN1NbWwQIECBAgAABAgQIECBAgAABAgQIEAgICHIDaKoQIECAAAECBAgQIECAAAECBAgQIEAgU0CQm6mtLQIECBAgQIAAAQIECBAgQIAAAQIECAQEnlarVTP3051zs9nsT+2dg/vAPKh9HejX2dod9N9+YD+wH1gHntcB+4L10HpoPbQeWgeO1wH7gvvBvmBfiOwLc9lsX9bdW4vt7tUvNN4JTAm0bdssl8upYscJVCNgLlQz1DpaEDAXCkCKqxEwF6oZah0tCJgLBSDF1QiYC9UMtY4WBMyFAlCgeL1eNx6tEIBThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBR4d9zYarV60fbnn38+eS1v9dnJBhUQIECAAAECBAgQIECAAAECBAgQIEDgigJvlYmect59kDv8YG/RHx8GumOfv8RnrzgGmiZAgAABAgQIECBAgAABAgQIECBAgMCowFge2n3wEpno2LnHzvvq0QpdaDsMbkev/sPBt/rsXJvKCBAgQIAAAQIECBAgQIAAAQIECBAgcA2Ba+WnT8eJ73Eoe/z/jz8z9vlLfPYa6NokQIAAAQIECBAgQIAAAQIECBAgQIDAnMBYHtp9/hKZ6Ni5p877dM43auc6pIwAAQIECBAgQIAAAQIECBAgQIAAAQKPJnAr+en+Gbm3cjGPNsj6Q4AAAQIECBAgQIAAAQIECBAgQIDA/QvcQn66+OSTT7aXpvzss8/2p3z//v3h1P2xueOXvg7nI0CAAAECBAgQIECAAAECBAgQIECAwFsInJJ9XqrdTz/9tHk3liYPf1Pa1HMZpo4vl8tX1zh2rPvQ1PFXJ3DgqgJt2xqrq46Axm9FwFy4lZFwHdcWMBeuPQLavxUBc+FWRsJ1XFvAXLj2CGj/VgTMhVsZCddxbYEa5sIwP53KOKfy0/742DNyu/EbHl+v183TcGCHFzEW9A7r+DMBAgQIECBAgAABAgQIECBAgAABAgRqELhWfvoiyL3WRdQwwPpIgAABAgQIECBAgAABAgQIECBAgMB9C1wzPz0Eude8iPsePldPgAABAgQIECBAgAABAgQIECBAgMCjC1w7P90Hude+iEcfZP0jQIAAAQIECBAgQIAAAQIECBAgQOB+BW4hP331jNzSM3HHHtB73JHj8nM+e7/D6MoJECBAgAABAgQIECBAgAABAgQIEKhF4Fr56bthmjz8cz8AUxc49fmxgTvns2P1HSNAgAABAgQIECBAgAABAgQIECBAgECmwDDTHP65v5a3zk9ffSP3FISxi+qOTR0fnnPqs8PP+TMBAgQIECBAgAABAgQIECBAgAABAgTuTWAqJ506PuzfWH76bqzysOLYn8+pd85nx9pyjAABAgQIECBAgAABAgQIECBAgAABAtcQiGab59Q75bOhb+ReA0ybBAgQIECAAAECBAgQIECAAAECBAgQqFVAkFvryOs3AQIECBAgQIAAAQIECBAgQIAAAQJ3IyDIvZuhcqEECBAgQIAAAQIECBAgQIAAAQIECNQqIMitdeT1mwABAgQIECBAgAABAgQIECBAgACBuxEQ5N7NULlQAgQIECBAgAABAgQIECBAgAABAgRqFRDk1jry+k2AAAECBAgQIECAAAECBAgQIECAwN0ICHLvZqhcKAECBAgQIECAAAECBAgQIECAAAECtQoIcmsdef0mQIAAAQIECBAgQIAAAQIECBAgQOBuBAS5dzNULpQAAQIECBAgQIAAAQIECBAgQIAAgVoFBLm1jrx+EyBAgAABAgQIECBAgAABAgQIECBwNwJPq9WqmfvperLZbPYd8s7BfWAe1L4O9Kt77Q76bz+wH9gPrAPP64B9wXpoPbQeWg+tA8frgH3B/WBfsC9E9oW5bLYv6+6txXb36hca7wSmBNq2bZbL5VSx4wSqETAXqhlqHS0ImAsFIMXVCJgL1Qy1jhYEzIUCkOJqBMyFaoZaRwsC5kIBKFC8Xq8bj1YIwKlCgAABAgQIECBAgAABAgQIECBAgACBTAFBbqa2tggQIECAAAECBAgQIECAAAECBAgQIBAQEOQG0FQhQIAAAQIECBAgQIAAAQIECBAgQIBApoAgN1NbWwQIECBAgAABAgQIECBAgAABAgQIEAgICHIDaKoQIECAAAECBAgQIECAAAECBAgQIEAgU0CQm6mtLQIECBAgQIAAAQIECBAgQIAAAQIECAQEBLkBNFUIECBAgAABAgQIECBAgAABAgQIECCQKSDIzdTWFgECBAgQIECAAAECBAgQIECAAAECBAICgtwAmioECBAgQIAAAQIECBAgQIAAAQIECBDIFBDkZmpriwABAgQIECBAgAABAgQIECBAgAABAgEBQW4ATRUCBAgQIECAAAECBAgQIECAAAECBAhkCghyM7W1RYAAAQIECBAgQIAAAQIECBAgQIAAgYCAIDeApgoBAgQIECBAgAABAgQIECBAgAABAgQyBQS5mdraIkCAAAECBAgQIECAAAECBAgQIECAQEBAkBtAU4UAAQIECBAgQIAAAQIECBAgQIAAAQKZAoLcTG1tESBAgAABAgQIECBAgAABAgQIECBAICAgyA2gqUKAAAECBAgQIECAAAECBAgQIECAAIFMgafVatXM/XQXs9ls9tfknYP7wDyofR3oF+jaHfTffmA/sB9YB57XAfuC9dB6aD20HloHjtcB+4L7wb5gX4jsC3PZbF/W3VuL7e7VLzTeCUwJtG3bLJfLqWLHCVQjYC5UM9Q6WhAwFwpAiqsRMBeqGWodLQiYCwUgxdUImAvVDLWOFgTMhQJQoHi9XjcerRCAU4UAAQIECBAgQIAAAQIECBAgQIAAAQKZAoLcTG1tESBAgAABAgQIECBAgAABAgQIECBAICAgyA2gqUKAAAECBAgQIECAAAECBAgQIECAAIFMAUFupra2CBAgQIAAAQIECBAgQIAAAQIECBAgEBAQ5AbQVCFAgAABAgQIECBAgAABAgQIECBAgECmgCA3U1tbBAgQIECAAAECBAgQIECAAAECBAgQCAgIcgNoqhAgQIAAAQIECBAgQIAAAQIECBAgQCBTQJCbqa0tAgQIECBAgAABAgQIECBAgAABAgQIBAQEuQE0VQgQIECAAAECBAgQIECAAAECBAgQIJApIMjN1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgKC3ACaKgQIECBAgAABAgQIECBAgAABAgQIEMgUEORmamuLAAECBAgQIECAAAECBAgQIECAAAECAQFBbgBNFQIECBAgQIAAAQIECBAgQIAAAQIECGQKCHIztbVFgAABAgQIECBAgAABAgQIECBAgACBgIAgN4CmCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgIPC0Wq2auZ/unJvNZn9q7xzcB+ZB7etAv87W7qD/9gP7gf3AOvC8DtgXrIfWQ+uh9dA6cLwO2BfcD/YF+0JkX5jLZvuy7t5abHevfqHxTmBKoG3bZrlcThU7TqAaAXOhmqHW0YKAuVAAUlyNgLlQzVDraEHAXCgAKa5GwFyoZqh1tCBgLhSAAsXr9brxaIUAnCoECBAgQIAAAQIECBAgQIAAAQIECBDIFBDkZmpriwABAgQIECBAgAABAgQIECBAgAABAgEBQW4ATRUCBAgQIECAAAECBAgQIECAAAECBAhkCghyM7W1RYAAAQIECBAgQIAAAQIECBAgQIAAgYCAIDeApgoBAgQIECBAgAABAgQIECBAgAABAgQyBQS5mdraIkCAAAECBAgQIECAAAECBAgQIECAQEBAkBtAU4UAAQIECBAgQIAAAQIECBAgQIAAAQKZAoLcTG1tESBAgAABAgQIECBAgAABAgQIECBAICAgyA2gqUKAAAECBAgQIECAAAECBAgQIECAAIFMAUFupra2CBAgQIAAAQIECBAgQIAAAQIECBAgEBAQ5AbQVCFAgAABAgQIECBAgAABAgQIECBAgECmgCA3U1tbBAgQIECAAAECBAgQIECAAAECBAgQCAgIcgNoqhAgQIAAAQIECBAgQIAAAQIECBAgQCBTQJCbqa0tAgQIECBAgAABAgQIECBAgAABAgQIBAQEuQE0VQgQIECAAAECBAgQIECAAAECBAgQIJApIMjN1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgKC3ACaKgQIECBAgAABAgQIECBAgAABAgQIEMgUeFqtVs3cT3cxm81mf03eObgPzIPa14F+ga7dQf/tB/YD+4F14HkdsC9YD62H1kProXXgeB2wL7gf7Av2hci+MJfN9mXdvbXY7l79QuOdwJRA27bNcrmcKnacQDUC5kI1Q62jBQFzoQCkuBoBc6GaodbRgoC5UABSXI2AuVDNUOtoQcBcKAAFitfrdePRCgE4VQgQIECAAAECBAgQIECAAAECBAgQIJApIMjN1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgKC3ACaKgQIECBAgAABAgQIECBAgAABAgQIEMgUEORmamuLAAECBAgQIECAAAECBAgQIECAAAECAQFBbgBNFQIECBAgQIAAAQIECBAgQIAAAQIECGQKCHIztbVFgAABAgQIECBAgAABAgQIECBAgACBgIAgN4CmCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAk+r1aqZ++nOudls9qf2zsF9YB7Uvg7062ztDvpvP7Af2A+sA8/rgH3Bemg9tB5aD60Dx+uAfcH9YF+wL0T2hblsti/r7q3FdvfqFxrvBKYE2rZtlsvlVLHjBKoRMBeqGWodLQiYCwUgxdUImAvVDLWOFgTMhQKQ4moEzIVqhlpHCwLmQgEoULxerxuPVgjAqUKAAAECBAgQIECAAAECBAgQIECAAIFMAUFupra2CBAgQIAAAQIECBAgQIAAAQIECBAgEBAQ5AbQVCFAgAABAgQIECBAgAABAgQIECBAgECmgCA3U1tbBAgQIECAAAECBAgQIECAAAECBAgQCAgIcgNoqhAgQIAAAQIECBAgQIAAAQIECBAgQCBTQJCbqa0tAgQIECBAgAABAgQIECBAgAABAgQIBAQEuQE0VQgQIECAAAECBAgQIECAAAECBAgQIJApIMjN1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgKC3ACaKgQIECBAgAABAgQIECBAgAABAgQIEMgUEORmamuLAAECBAgQIECAAAECBAgQIECAAAECAQFBbgBNFQIECBAgQIAAAQIECBAgQIAAAQIECGQKCHIztbVFgAABAgQIECBAgAABAgQIECBAgACBgIAgN4CmCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUyBp9Vq1cz9dBez2Wz21+Sdg/vAPKh9HegX6Nod9N9+YD+wH1gHntcB+4L10HpoPbQeWgeO1wH7gvvBvmBfiOwLc9lsX9bdW4vt7tUvNN4JTAm0bdssl8upYscJVCNgLlQz1DpaEDAXCkCKqxEwF6oZah0tCJgLBSDF1QiYC9UMtY4WBH5n+W0AACAASURBVMyFAlCgeL1eNx6tEIBThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBQQ5GZqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAUFuAE0VAgQIECBAgAABAgQIECBAgAABAgQIZAoIcjO1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgCA3gKYKAQIECBAgQIAAAQIECBAgQIAAAQIEMgUEuZna2iJAgAABAgQIECBAgAABAgQIECBAgEBAQJAbQFOFAAECBAgQIECAAAECBAgQIECAAAECmQKC3ExtbREgQIAAAQIECBAgQIAAAQIECBAgQCAg8LRarZq5n+6cm81mf2rvHNwH5kHt60C/ztbuoP/2A/uB/cA68LwO2Besh9ZD66H10DpwvA7YF9wP9gX7QmRfmMtm+7Lu3lpsd69+ofFOYEqgbdtmuVxOFTtOoBoBc6GaodbRgoC5UABSXI2AuVDNUOtoQcBcKAAprkbAXKhmqHW0IGAuFIACxev1uvFohQCcKgQIECBAgAABAgQIECBAgAABAgQIEMgUEORmamuLAAECBAgQIECAAAECBAgQIECAAAECAQFBbgBNFQIECBAgQIAAAQIECBAgQIAAAQIECGQKCHIztbVFgAABAgQIECBAgAABAgQIECBAgACBgIAgN4CmCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBR4Wq1WzdxPdzGbzWZ/Td45uA/Mg9rXgX6Brt1B/+0H9gP7gXXgeR2wL1gPrYfWQ+uhdeB4HbAvuB/sC/aFyL4wl832Zd29tdjuXv1C453AlEDbts1yuZwqdpxANQLmQjVDraMFAXOhAKS4GgFzoZqh1tGCgLlQAFJcjYC5UM1Q62hBwFwoAAWK1+t149EKAThVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBQQ5GZqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAUFuAE0VAgQIECBAgAABAgQIECBAgAABAgQIZAoIcjO1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgCA3gKYKAQIECBAgQIAAAQIECBAgQIAAAQIEMgUEuZna2iJAgAABAgQIECBAgAABAgQIECBAgEBAQJAbQFOFAAECBAgQIECAAAECBAgQIECAAAECmQKC3ExtbREgQIAAAQIECBAgQIAAAQIECBAgQCAgIMgNoKlCgAABAgQIECBAgAABAgQIECBAgACBTAFBbqa2tggQIECAAAECBAgQIECAAAECBAgQIBAQEOQG0FQhQIAAAQIECBAgQIAAAQIECBAgQIBApoAgN1NbWwQIECBAgAABAgQIECBAgAABAgQIEAgICHIDaKoQIECAAAECBAgQIECAAAECBAgQIEAgU0CQm6mtLQIECBAgQIAAAQIECBAgQIAAAQIECAQEBLkBNFUIECBAgAABAgQIECBAgAABAgQIECCQKSDIzdTWFgECBAgQIECAAAECBAgQIECAAAECBAICT6vVqpn76c652Wz2p/bOwX1gHtS+DvTrbO0O+m8/sB/YD6wDz+uAfcF6aD20HloPrQPH64B9wf1gX7AvRPaFuWy2L+vurcV29+oXGu8EpgTatm2Wy+VUseMEqhEwF6oZah0tCJgLBSDF1QiYC9UMtY4WBMyFApDiagTMhWqGWkcLAuZCAShQvF6vG49WCMCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBQQ5GZqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAUFuAE0VAgQIECBAgAABAgQIECBAgAABAgQIZAq8Gza2Wq0Ohz7//PNh8eHPx5/rDl7qs5MNKiBAgAABAgQIECBAgAABAgQIECBAgMCVBa6Vn579jdzuQochbmc3dmzq+NQ5rjwGmidAgAABAgQIECBAgAABAgQIECBAgMBHCUxlnx+bn74IcqdONnXl3bdwj7+JW6o/963dqTYcJ0CAAAECBAgQIECAAAECBAgQIECAwC0IlPLP4TVeMj/dB7lTKfGw4eMLPQ5lpwLasc+fE/wO2/dnAgQIECBAgAABAgQIECBAgAABAgQIZAvcQn76dG6KXEK69PlK7SknQIAAAQIECBAgQIAAAQIECBAgQIDAWwlcOu+Mnu/waIXh13zfquPOS4AAAQIECBAgQIAAAQIECBAgQIAAgXsTuHZ++m7qsQj3Bul6CRAgQIAAAQIECBAgQIAAAQIECBAgcGmBW8lPF5988sn20p377LPP9qd8//794dT9sbnjl74O5yNAgAABAgQIECBAgAABAgQIECBAgMAlBaYyz66N47JLtvnpp582r76RO/YLyo4bPeUZDsvl8tV1jh3rPjR1/NUJHLiqQNu2xuqqI6DxWxEwF25lJFzHtQXMhWuPgPZvRcBcuJWRcB3XFjAXrj0C2r8VAXPhVkbCdVxboKa5MMw2u2/vnpKf9t/yncpih8fX63VzeEbuqQM89lXisWOnns/nCBAgQIAAAQIECBAgQIAAAQIECBAg8CgCY1np2LFz+/vu3Ard5y/RcKRddQgQIECAAAECBAgQIECAAAECBAgQIHDrAm+Rn54V5A6/0jsG9hYXOdaOYwQIECBAgAABAgQIECBAgAABAgQIELglgbfMT896tMJxSHt8UVPPfRj7/CmduSV810KAAAECBAgQIECAAAECBAgQIECAAIFTBMby0K7eJfLTs76RO7zY4QWUvo07/PzwfP5MgAABAgQIECBAgAABAgQIECBAgACBRxEY5qEfk5+e9Y3cDnCqsXOOd5+d+vyjDJJ+ECBAgAABAgQIECBAgAABAgQIECBQn8BU7nnO8bH89NU3cqdOeEx+ymc+5vP1Da8eEyBAgAABAgQIECBAgAABAgQIECBwDwKnZKOnfOa4r6d8/uxv5N4DpmskQIAAAQIECBAgQIAAAQIECBAgQIDAIwkIch9pNPWFAAECBAgQIECAAAECBAgQIECAAIGHFBDkPuSw6hQBAgQIECBAgAABAgQIECBAgAABAo8kIMh9pNHUFwIECBAgQIAAAQIECBAgQIAAAQIEHlJAkPuQw6pTBAgQIECAAAECBAgQIECAAAECBAg8koAg95FGU18IECBAgAABAgQIECBAgAABAgQIEHhIAUHuQw6rThEgQIAAAQIECBAgQIAAAQIECBAg8EgCgtxHGk19IUCAAAECBAgQIECAAAECBAgQIEDgIQUEuQ85rDpFgAABAgQIECBAgAABAgQIECBAgMAjCQhyH2k09YUAAQIECBAgQIAAAQIECBAgQIAAgYcUeFqtVs3cT9frzWaz77x3Du4D86D2daDfCWp30H/7gf3AfmAdeF4H7AvWQ+uh9dB6aB04XgfsC+4H+4J9IbIvzGWzfVl3by22u1e/0HgnMCXQtm2zXC6nih0nUI2AuVDNUOtoQcBcKAAprkbAXKhmqHW0IGAuFIAUVyNgLlQz1DpaEDAXCkCB4vV63Xi0QgBOFQIECBAgQIAAAQIECBAgQIAAAQIECGQKCHIztbVFgAABAgQIECBAgAABAgQIECBAgACBgIAgN4CmCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBQQ5GZqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAUFuAE0VAgQIECBAgAABAgQIECBAgAABAgQIZAoIcjO1tUWAAAECBAgQIECAAAECBAgQIECAAIGAwNNqtWrmfrpzbjab/am9c3AfmAe1rwP9Olu7g/7bD+wH9gPrwPM6YF+wHloPrYfWQ+vA8TpgX3A/2BfsC5F9YS6b7cu6e2ux3b36hcY7gSmBtm2b5XI5Vew4gWoEzIVqhlpHCwLmQgFIcTUC5kI1Q62jBQFzoQCkuBoBc6GaodbRgoC5UAAKFK/X68ajFQJwqhAgQIAAAQIECBAgQIAAAQIECBAgQCBTQJCbqa0tAgQIECBAgAABAgQIECBAgAABAgQIBAQEuQE0VQgQIECAAAECBAgQIECAAAECBAgQIJApIMjN1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgKC3ACaKgQIECBAgAABAgQIECBAgAABAgQIEMgUEORmamuLAAECBAgQIECAAAECBAgQIECAAAECAQFBbgBNFQIECBAgQIAAAQIECBAgQIAAAQIECGQKCHIztbVFgAABAgQIECBAgAABAgQIECBAgACBgIAgN4CmCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFPgabVaNXM/3cVsNpv9NXnn4D4wD2pfB/oFunYH/bcf2A/sB9aB53XAvmA9tB5aD62H1oHjdcC+4H6wL9gXIvvCXDbbl3X31mK7e/ULjXcCUwJt2zbL5XKq2HEC1QiYC9UMtY4WBMyFApDiagTMhWqGWkcLAuZCAUhxNQLmQjVDraMFAXOhABQoXq/XjUcrBOBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBQQ5GZqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAUFuAE0VAgQIECBAgAABAgQIECBAgAABAgQIZAoIcjO1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgCA3gKYKAQIECBAgQIAAAQIECBAgQIAAAQIEMgUEuZna2iJAgAABAgQIECBAgAABAgQIECBAgEBAQJAbQFOFAAECBAgQIECAAAECBAgQIECAAAECmQKC3ExtbREgQIAAAQIECBAgQIAAAQIECBAgQCAgIMgNoKlCgAABAgQIECBAgAABAgQIECBAgACBTAFBbqa2tggQIECAAAECBAgQIECAAAECBAgQIBAQEOQG0FQhQIAAAQIECBAgQIAAAQIECBAgQIBApoAgN1NbWwQIECBAgAABAgQIECBAgAABAgQIEAgIPK1Wq2bupzvnZrPZn9o7B/eBeVD7OtCvs7U76L/9wH5gP7AOPK8D9gXrofXQemg9tA4crwP2BfeDfcG+ENkX5rLZvqy7txbb3atfaLwTmBJo27ZZLpdTxY4TqEbAXKhmqHW0IGAuFIAUVyNgLlQz1DpaEDAXCkCKqxEwF6oZah0tCJgLBaBA8Xq9bjxaIQCnCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBQQ5GZqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAUFuAE0VAgQIECBAgAABAgQIECBAgAABAgQIZAoIcjO1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgCA3gKYKAQIECBAgQIAAAQIECBAgQIAAAQIEMgWeVqtVM/fTXcxms9lfk3cO7gPzoPZ1oF+ga3fQf/uB/cB+YB14XgfsC9ZD66H10HpoHTheB+wL7gf7gn0hsi/MZbN9WXdvLba7V7/QeCcwJdC2bbNcLqeKHSdQjYC5UM1Q62hBwFwoACmuRsBcqGaodbQgYC4UgBRXI2AuVDPUOloQMBcKQIHi9XrdeLRCAE4VAgQIECBAgAABAgQIECBAgAABAgQIZAoIcjO1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgCA3gKYKAQIECBAgQIAAAQIECBAgQIAAAQIEMgUEuZna2iJAgAABAgQIECBAgAABAgQIECBAgEBAQJAbQFOFAAECBAgQIECAAAECBAgQIECAAAECmQKC3ExtbREgQIAAAQIECBAgQIAAAQIECBAgQCAgIMgNoKlCgAABAgQIECBAgAABAgQIECBAgACBTAFBbqa2tggQIECAAAECBAgQIECAAAECBAgQIBAQEOQG0FQhQIAAAQIECBAgQIAAAQIECBAgQIBApoAgN1NbWwQIECBAgAABAgQIECBAgAABAgQIEAgICHIDaKoQIECAAAECBAgQIECAAAECBAgQIEAgU0CQm6mtLQIECBAgQIAAAQIECBAgQIAAAQIECAQEBLkBNFUIECBAgAABAgQIECBAgAABAgQIECCQKSDIzdTWFgECBAgQIECAAAECBAgQIECAAAECBAICgtwAmioECBAgQIAAAQIECBAgQIAAAQIECBDIFBDkZmpriwABAgQIECBAgAABAgQIECBAgAABAgEBQW4ATRUCBAgQIECAAAECBAgQIECAAAECBAhkCghyM7W1RYAAAQIECBAgQIAAAQIECBAgQIAAgYDA02q1auZ+unNuNpv9qb1zcB+YB7WvA/06W7uD/tsP7Af2A+vA8zpgX7AeWg+th9ZD68DxOmBfcD/YF+wLkX1hLpvty7p7a7HdvfqFxjuBKYG2bZvlcjlV7DiBagTMhWqGWkcLAuZCAUhxNQLmQjVDraMFAXOhAKS4GgFzoZqh1tGCgLlQAAoUr9frxqMVAnCqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBQQ5GZqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAUFuAE0VAgQIECBAgAABAgQIECBAgAABAgQIZAoIcjO1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgCA3gKYKAQIECBAgQIAAAQIECBAgQIAAAQIEMgUEuZna2iJAgAABAgQIECBAgAABAgQIECBAgEBAQJAbQFOFAAECBAgQIECAAAECBAgQIECAAAECmQKC3ExtbREgQIAAAQIECBAgQIAAAQIECBAgQCAgIMgNoKlCgAABAgQIECBAgAABAgQIECBAgACBTAFBbqa2tggQIECAAAECBAgQIECAAAECBAgQIBAQEOQG0FQhQIAAAQIECBAgQIAAAQIECBAgQIBApoAgN1NbWwQIECBAgAABAgQIECBAgAABAgQIEAgICHIDaKoQIECAAAECBAgQIECAAAECBAgQIEAgU+BptVo1cz/dxWw2m/01eefgPjAPal8H+gW6dgf9tx/YD+wH1oHndcC+YD20HloPrYfWgeN1wL7gfrAv2Bci+8JcNtuXdffWYrt79QuNdwJTAm3bNsvlcqrYcQLVCJgL1Qy1jhYEzIUCkOJqBMyFaoZaRwsC5kIBSHE1AuZCNUOtowUBc6EAFCher9eNRysE4FQhQIAAAQIECBAgQIAAAQIECBAgQIBApoAgN1NbWwQIECBAgAABAgQIECBAgAABAgQIEAgICHIDaKoQIECAAAECBAgQIECAAAECBAgQIEAgU0CQm6mtLQIECBAgQIAAAQIECBAgQIAAAQIECAQEBLkBNFUIECBAgAABAgQIECBAgAABAgQIECCQKSDIzdTWFgECBAgQIECAAAECBAgQIECAAAECBAICgtwAmioECBAgQIAAAQIECBAgQIAAAQIECBDIFBDkZmpriwABAgQIECBAgAABAgQIECBAgAABAgEBQW4ATRUCBAgQIECAAAECBAgQIECAAAECBAhkCghyM7W1RYAAAQIECBAgQIAAAQIECBAgQIAAgYCAIDeApgoBAgQIECBAgAABAgQIECBAgAABAgQyBQS5mdraIkCAAAECBAgQIECAAAECBAgQIECAQEBAkBtAU4UAAQIECBAgQIAAAQIECBAgQIAAAQKZAoLcTG1tESBAgAABAgQIECBAgAABAgQIECBAICAgyA2gqUKAAAECBAgQIECAAAECBAgQIECAAIFMAUFupra2CBAgQIAAAQIECBAgQIAAAQIECBAgEBAQ5AbQVCFAgAABAgQIECBAgAABAgQIECBAgECmgCA3U1tbBAgQIECAAAECBAgQIECAAAECBAgQCAg8rVarZu6nO+dms9mf2jsH94F5UPs60K+ztTvov/3AfmA/sA48rwP2Beuh9dB6aD20DhyvA/YF94N9wb4Q2Rfmstm+rLu3Ftvdq19ovBOYEmjbtlkul1PFjhOoRsBcqGaodbQgYC4UgBRXI2AuVDPUOloQMBcKQIqrETAXqhlqHS0ImAsFoEDxer1uPFohAKcKAQIECBAgQIAAAQIECBAgQIAAAQIEMgUEuZna2iJAgAABAgQIECBAgAABAgQIECBAgEBAQJAbQFOFAAECBAgQIECAAAECBAgQIECAAAECmQKC3ExtbREgQIAAAQIECBAgQIAAAQIECBAgQCAgIMgNoKlCgAABAgQIECBAgAABAgQIECBAgACBTAFBbqa2tggQIECAAAECBAgQIECAAAECBAgQIBAQEOQG0FQhQIAAAQIECBAgQIAAAQIECBAgQIBApoAgN1NbWwQIECBAZO7LLQAAIABJREFUgAABAgQIECBAgAABAgQIEAgICHIDaKoQIECAAAECBAgQIECAAAECBAgQIEAgU0CQm6mtLQIECBAgQIAAAQIECBAgQIAAAQIECAQEBLkBNFUIECBAgAABAgQIECBAgAABAgQIECCQKSDIzdTWFgECBAgQIECAAAECBAgQIECAAAECBAICgtwAmioECBAgQIAAAQIECBAgQIAAAQIECBDIFBDkZmpriwABAgQIECBAgAABAgQIECBAgAABAgEBQW4ATRUCBAgQIECAAAECBAgQIECAAAECBAhkCghyM7W1RYAAAQIECBAgQIAAAQIECBAgQIAAgYCAIDeApgoBAgQIECBAgAABAgQIECBAgAABAgQyBZ5Wq1Uz99NdzGaz2V+Tdw7uA/Og9nWgX6Brd9B/+4H9wH5gHXheB+wL1kProfXQemgdOF4H7AvuB/uCfSGyL8xls31Zd28ttrtXv9B4JzAl0LZts1wup4odJ1CNgLlQzVDraEHAXCgAKa5GwFyoZqh1tCBgLhSAFFcjYC5UM9Q6WhAwFwpAgeL1et14tEIAThUCBAgQIECAAAECBAgQIECAAAECBAhkCghyM7W1RYAAAQIECBAgQIAAAQIECBAgQIAAgYCAIDeApgoBAgQIECBAgAABAgQIECBAgAABAgQyBQS5mdraIkCAAAECBAgQIECAAAECBAgQIECAQEBAkBtAU4UAAQIECBAgQIAAAQIECBAgQIAAAQKZAoLcTG1tESBAgAABAgQIECBAgAABAgQIECBAICAgyA2gqUKAAAECBAgQIECAAAECBAgQIECAAIFMAUFupra2CBAgQIAAAQIECBAgQIAAAQIECBAgEBAQ5AbQVCFAgAABAgQIECBAgAABAgQIECBAgECmgCA3U1tbBAgQIECAAAECBAgQIECAAAECBAgQCAgIcgNoqhAgQIAAAQIECBAgQIAAAQIECBAgQCBT4N2wsdVqdTj0+eefD4v3fz7+TP+Bqc+OfX7us6MNOkiAAAECBAgQIECAAAECBAgQIECAAIEbELhWfnr2N3LHQtzO75zj3WenPn8DY+ESCBAgQIAAAQIECBAgQIAAAQIECBAgEBKYyj3POT6Wn74IcqdO1l/xsHz4zdph+bCnw88Py/2ZAAECBAgQIECAAAECBAgQIECAAAECtypQyj+H5cM8dFg+7Ofw88fl+yB3LOEdnmT45/6kcyc/vrCxz5cufNimPxMgQIAAAQIECBAgQIAAAQIECBAgQCBb4Bby0ydhavawa48AAQIECBAgQIAAAQIECBAgQIAAgXsRuJX89PBohe4bs3Pfru1gj8v7DtxKR+5l4F0nAQIECBAgQIAAAQIECBAgQIAAAQL3J3Dt/PTplAs4Zh0Lc/vyUhB8f8PjigkQIECAAAECBAgQIECAAAECBAgQqFngVvLTd3PfqJ0rGxu8tm3HDu+PTZVNHZ88kYKrCRirq9Fr+MYEzIUbGxCXczUBc+Fq9Bq+MQFz4cYGxOVcTcBcuBq9hm9MwFy4sQFxOVcTqGUujPXz/fv3k+5zeetUWXf8008/bd4Nv0V7XGGurLuavryv013ksE5/1cvlcrQDU8dHP+zg1QS6m9JYXY1fwzckYC7c0GC4lKsKmAtX5df4DQmYCzc0GC7lqgLmwlX5NX5DAubCDQ2GS7mqQE1zYZiXDcPYYX7aDczUEw/mjq/X6+bwjNxzR/f4xFONnHtOnydAgAABAgQIECBAgAABAgQIECBAgMAjCFw6Pw0HuY+AqQ8ECBAgQIAAAQIECBAgQIAAAQIECBC4BwFB7j2MkmskQIAAAQIECBAgQIAAAQIECBAgQKBqgXCQe/y8h6nn6o49cmHqs1WPgs4TIECAAAECBAgQIECAAAECBAgQIPBQApfOT88Kcoe/yKy7mOEDfOe0z/ns3HmUESBAgAABAgQIECBAgAABAgQIECBA4NYE3jI/fXduZ/uLGYayw4vsz9sdP/Wz516LzxMgQIAAAQIECBAgQIAAAQIECBAgQOCWBN4qP30V5E4FskOMUz/X1Tvns8N2/JkAAQIECBAgQIAAAQIECBAgQIAAAQK3InBq1nnq57p+nfLZsx6tcCtYroMAAQIECBAgQIAAAQIECBAgQIAAAQI1CQhyaxptfSVAgAABAgQIECBAgAABAgQIECBA4C4FBLl3OWwumgABAgQIECBAgAABAgQIECBAgACBmgQEuTWNtr4SIECAAAECBAgQIECAAAECBAgQIHCXAoLcuxw2F02AAAECBAgQIECAAAECBAgQIECAQE0CgtyaRltfCRAgQIAAAQIECBAgQIAAAQIECBC4SwFB7l0Om4smQIAAAQIECBAgQIAAAQIECBAgQKAmAUFuTaOtrwQIECBAgAABAgQIECBAgAABAgQI3KWAIPcuh81FEyBAgAABAgQIECBAgAABAgQIECBQk4Agt6bR1lcCBAgQIECAAAECBAgQIECAAAECBO5S4Gm1WjVzP12vNpvNvnPeObgPzIPa14F+pa/dQf/tB/YD+4F14HkdsC9YD62H1kProXXgeB2wL7gf7Av2hci+MJfN9mXdvbXY7l79QuOdwJRA27bNcrmcKnacQDUC5kI1Q62jBQFzoQCkuBoBc6GaodbRgoC5UABSXI2AuVDNUOtoQcBcKAAFitfrdePRCgE4VQgQIECAAAECBAgQIECAAAECBAgQIJApIMjN1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgKC3ACaKgQIECBAgAABAgQIECBAgAABAgQIEMgUEORmamuLAAECBAgQIECAAAECBAgQIECAAAECAQFBbgBNFQIECBAgQIAAAQIECBAgQIAAAQIECGQKCHIztbVFgAABAgQIECBAgAABAgQIECBAgACBgIAgN4CmCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAk+r1aqZ++nOudls9qf2zsF9YB7Uvg7062ztDvpvP7Af2A+sA8/rgH3Bemg9tB5aD60Dx+uAfcH9YF+wL0T2hblsti/r7q3FdvfqFxrvBKYE2rZtlsvlVLHjBKoRMBeqGWodLQiYCwUgxdUImAvVDLWOFgTMhQKQ4moEzIVqhlpHCwLmQgEoULxerxuPVgjAqUKAAAECBAgQIECAAAECBAgQIECAAIFMAUFupra2CBAgQIAAAQIECBAgQIAAAQIECBAgEBAQ5AbQVCFAgAABAgQIECBAgAABAgQIECBAgECmgCA3U1tbBAgQIECAAAECBAgQIECAAAECBAgQCAgIcgNoqhAgQIAAAQIECBAgQIAAAQIECBAgQCBTQJCbqa0tAgQIECBAgAABAgQIECBAgAABAgQIBAQEuQE0VQgQIECAAAECBAgQIECAAAECBAgQIJApIMjN1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgKC3ACaKgQIECBAgAABAgQIECBAgAABAgQIEMgUEORmamuLAAECBAgQIECAAAECBAgQIECAAAECAQFBbgBNFQIECBAgQIAAAQIECBAgQIAAAQIECGQKCHIztbVFgAABAgQIECBAgAABAgQIECBAgACBgIAgN4CmCgECBAgQIECAAAECBAgQIECAAAECBDIFBLmZ2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQECQG0BThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUyBp9Vq1cz9dBez2Wz21+Sdg/vAPKh9HegX6Nod9N9+YD+wH1gHntcB+4L10HpoPbQeWgeO1wH7gvvBvmBfiOwLc9lsX9bdW4vt7tUvNN4JTAm0bdssl8upYscJVCNgLlQz1DpaEDAXCkCKqxEwF6oZah0tCJgLBSDF1QiYC9UMtY4WBMyFAlCgeL1eNx6tEIBThQABAgQIECBAgAABAgQIECBAgAABApkCgtxMbW0RIECAAAECBAgQIECAAAECBAgQIEAgICDIDaCpQoAAAQIECBAgQIAAAQIECBAgQIAAgUwBQW6mtrYIECBAgAABAgQIECBAgAABAgQIECAQEBDkBtBUIUCAAAECBAgQIECAAAECBAgQIECAQKaAIDdTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICAhyA2iqECBAgAABAgQIECBAgAABAgQIECBAIFNAkJuprS0CBAgQIECAAAECBAgQIECAAAECBAgEBAS5ATRVCBAgQIAAAQIECBAgQIAAAQIECBAgkCkgyM3U1hYBAgQIECBAgAABAgQIECBAgAABAgQCAoLcAJoqBAgQIECAAAECBAgQIECAAAECBAgQyBQQ5GZqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAUFuAE0VAgQIECBAgAABAgQIECBAgAABAgQIZAoIcjO1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgCA3gKYKAQIECBAgQIAAAQIECBAgQIAAgf/f3t0YN6prAQB2dl4xLoFy0sNSUHq4TaQE9+AickOyvOFqEeBjWTHo88yOx4Ak9ElHCmfzQ4BATQGJ3Jra2iJAgAABAgQIECBAgAABAgQIECBAgEBAQCI3gKYIAQIECBAgQIAAAQIECBAgQIAAAQIEagpI5NbU1hYBAgQIECBAgAABAgQIECBAgAABAgQCAr+6rjst/RvqvF6vX1V752AeiIPW14FxnW3dQf/tB/YD+4F14HsdsC9YD62H1kProXVgug7YF8wH+4J9IbIvLOVmx3PD3Hr5+HyNC413AjmBy+VyOp/PudOOE2hGQCw0M9Q6uiIgFlaAnG5GQCw0M9Q6uiIgFlaAnG5GQCw0M9Q6uiIgFlaAAqf7vj/51QoBOEUIECBAgAABAgQIECBAgAABAgQIECBQU0Ait6a2tggQIECAAAECBAgQIECAAAECBAgQIBAQkMgNoClCgAABAgQIECBAgAABAgQIECBAgACBmgISuTW1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgERuAE0RAgQIECBAgAABAgQIECBAgAABAgQI1BSQyK2prS0CBAgQIECAAAECBAgQIECAAAECBAgEBCRyA2iKECBAgAABAgQIECBAgAABAgQIECBAoKaARG5NbW0RIECAAAECBAgQIECAAAECBAgQIEAgICCRG0BThAABAgQIECBAgAABAgQIECBAgAABAjUFJHJramuLAAECBAgQIECAAAECBAgQIECAAAECAQGJ3ACaIgQIECBAgAABAgQIECBAgAABAgQIEKgpIJFbU1tbBAgQIECAAAECBAgQIECAAAECBAgQCAhI5AbQFCFAgAABAgQIECBAgAABAgQIECBAgEBNAYncmtraIkCAAAECBAgQIECAAAECBAgQIECAQEBAIjeApggBAgQIECBAgAABAgQIECBAgAABAgRqCkjk1tTWFgECBAgQIECAAAECBAgQIECAAAECBAICErkBNEUIECBAgAABAgQIECBAgAABAgQIECBQU+BX13WnpX/DzVyv16978s7BPBAHra8D4wLduoP+2w/sB/YD68D3OmBfsB5aD62H1kPrwHQdsC+YD/YF+0JkX1jKzY7nhrn18vH5Ghca7wRyApfL5XQ+n3OnHSfQjIBYaGaodXRFQCysADndjIBYaGaodXRFQCysADndjIBYaGaodXRFQCysAAVO931/8qsVAnCKECBAgAABAgQIECBAgAABAgQIECBAoKaARG5NbW0RIECAAAECBAgQIECAAAECBAgQIEAgICCRG0BThAABAgQIECBAgAABAgQIECBAgAABAjUFJHJramuLAAECBAgQIECAAAECBAgQIECAAAECAQGJ3ACaIgQIECBAgAABAgQIECBAgAABAgQIEKgpIJFbU1tbBAgQIECAAAECBAgQIECAAAECBAgQCAhI5AbQFCFAgAABAgQIECBAgAABAgQIECBAgEBNAYncmtraIkCAAAECBAgQIECAAAECBAgQIECAQEBAIjeApggBAgQIECBAgAABAgQIECBAgAABAgRqCkjk1tTWFgECBAgQIECAAAECBAgQIECAAAECBAICErkBNEUIECBAgAABAgQIECBAgAABAgQIECBQU0Ait6a2tggQIECAAAECBAgQIECAAAECBAgQIBAQkMgNoClCgAABAgQIECBAgAABAgQIECBAgACBmgISuTW1tUWAAAECBAgQIECAAAECBAgQIECAAIGAgERuAE0RAgQIECBAgAABAgQIECBAgAABAgQI1BSQyK2prS0CBAgQIECAAAECBAgQIECAAAECBAgEBCRyA2iKECBAgAABAgQIECBAgAABAgQIECBAoKaARG5NbW0RIECAAAECBAgQIECAAAECBAgQIEAgIPCr67rT0r+hzuv1+lW1dw7mgThofR0Y19nWHfTffmA/sB9YB77XAfuC9dB6aD20HloHpuuAfcF8sC/YFyL7wlJudjw3zK2Xj8/XuNB4J5ATuFwup/P5nDvtOIFmBMRCM0OtoysCYmEFyOlmBMRCM0OtoysCYmEFyOlmBMRCM0OtoysCYmEFKHC67/uTX60QgFOEAAECBAgQIECAAAECBAgQIECAAAECNQUkcmtqa4sAAQIECBAgQIAAAQIECBAgQIAAAQIBAYncAJoiBAgQIECAAAECBAgQIECAAAECBAgQqCkgkVtTW1sECBAgQIAAAQIECBAgQIAAAQIECBAICEjkBtAUIUCAAAECBAgQIECAAAECBAgQIECAQE0Bidya2toiQIAAAQIECBAgQIAAAQIECBAgQIBAQEAiN4CmCAECBAgQIECAAAECBAgQIECAAAECBGoKSOTW1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgISuQE0RQgQIECAAAECBAgQIECAAAECBAgQIFBTQCK3pra2CBAgQIAAAQIECBAgQIAAAQIECBAgEBCQyA2gKUKAAAECBAgQIECAAAECBAgQIECAAIGaAhK5NbW1RYAAAQIECBAgQIAAAQIECBAgQIAAgYCARG4ATRECBAgQIECAAAECBAgQIECAAAECBAjUFJDIramtLQIECBAgQIAAAQIECBAgQIAAAQIECAQEJHIDaIoQIECAAAECBAgQIECAAAECBAgQIECgpoBEbk1tbREgQIAAAQIECBAgQIAAAQIECBAgQCAgIJEbQFOEAAECBAgQIECAAAECBAgQIECAAAECNQV+dV13Wvo33Mz1ev26J+8czANx0Po6MC7QrTvov/3AfmA/sA58rwP2Beuh9dB6aD20DkzXAfuC+WBfsC9E9oWl3Ox4bphbLx+fr3Gh8U4gJ3C5XE7n8zl32nECzQiIhWaGWkdXBMTCCpDTzQiIhWaGWkdXBMTCCpDTzQiIhWaGWkdXBMTCClDgdN/3J79aIQCnCAECBAgQIECAAAECBAgQIECAAAECBGoKSOTW1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgISuQE0RQgQIECAAAECBAgQIECAAAECBAgQIFBTQCK3pra2CBAgQIAAAQIECBAgQIAAAQIECBAgEBCQyA2gKUKAAAECBAgQIECAAAECBAgQIECAAIGaAhK5NbW1RYAAAQIECBAgQIAAAQIECBAgQIAAgYCARG4ATRECBAgQIECAAAECBAgQIECAAAECBAjUFJDIramtLQIECBAgQIAAAQIECBAgQIAAAQIECAQEJHIDaIoQIECAAAECBAgQIECAAAECBAgQIECgpoBEbk1tbREgQIAAAQIECBAgQIAAAQIECBAgQCAg8L9AGUUOKNB13V+9en9//+vYcCC9NnfdbGEHCexA4JY5fsu1O+i6WyTwl8B0jufWe3HwF5sDDQiY9w0Msi5uErBPbGJy0cEFbtkTbrn24Gy6dzCBdG4P3fP8UH6QXz4+X+WrVeOeBOaCbbz/Megul8vpfD7/lcSd9jMXoHuycK9tCyzFwiAzzPExFobPS9eLh7bn0pF6n3tAty8caZT15VYB6/+tYq4/skBunxj7LF6OPPr6tjS/B530mWDp+vRaugT2JHDL3L7l2j0Z1LjXvu9PfrVCDeknbiMNoHTzSM9Pu5Je+8TddGsEbhYY5vctc/yWa2++GQUI/JDA0h4wd0viYE7FsaMLvL29Hb2L+kcgK2CfyNI40aCA54cGB12XvwTSvSB9JkjPT9nSa5GuC0jkrhs1c8UYQLlAmgbf3LVLwdkMoo7uVmBufg+dmcbD9Jq563PX7hbFjTcrMMzvLWu6OGh2ijTdcfO+6eHX+T8C9glTgcB/k1fT54Dpf/B5fjBTWhOYyxVNDXwddf+M8Dty7zfcdQ25pO2uO+XmCQQEhljYkrgKVK0IgV0JiINdDZebJUCAQHUB+0R1cg0+qYDnhycdGLdVXUBeqS65RG5d7120Nvc/JLu4cTdJ4E4BG9CdgIofSmCMBw/shxpWnSFAgEAxAftEMUoV7VjA88OOB8+tP1RAXulxvBK5j7PdZc2CbZfD5qYfKJDGxPAHnrwIHFnAA8mRR1ffCBAgcL+AfeJ+QzUcW+D19fX/HRQvxx5rvZsXSJ+h569yNCrgd+RG5Q5YLv2uq/TzAbusSwQWBcTAIo+TBAgQIECAAAECBAhMBDw/mA6tC6QxkH5u3adE/78Sudfr9asu7207/PPPP19/2Gl4H19D0I3zIp1wa8fNp7bn097HP91wpnGRxsJ0/UzP7d3B/Yvj6ZxO50NuvueOp+V9Nr+m6+de5kM6v3Of99If9ykOS8ThGAfpfErjYzyfO56W99n8LDE/a82j3PPD2rwXD+b5nub5WjzJKz12Pg9z5eXj85UuHD4TmG5CQ3J3+HHy3I+IpNfSI7B3gfSLsOmPRA2xcD6f//OH0abnxcPeR9/9pwK5OW1fSKV8bkUgjYm1faEVF/08lkD6tdDQu9yPiKcxMZXIncsdP5ai3hxBYGsspNfNxUtu3ueOH8FPH44jkM7xoWdz83za47m5PXdsKJM7fhzBMj3p+/7kVyuUsVQLAQIHEUg3qLXN6SDd1g0CBAgQIECAAAECBAIC6fPD29tboBZFCBAgsE3AHzvb5nTYq/yvx2GHVscCAukXYZK4AURFCBAgQIAAgd0L+Bpo90OoA4UE1mJh7vnBH0cuhK+apxJYigV5pbpD5Tty63o/dWtj8KWb0XjT08Cdu3YpsJ+6426OwIzA2nwWDzNoDjUnIA6aG3Id/hQw700DAtsFxMt2K1fuX8Dzw/7HUA/uF5jLFU1rtS/cb+w7cu833HUNQxBNE7dpEndpM0qv3TWEm29eIJ3P6ecRKPejUrnrm4cF0JSAOGhquHX2j8D0bwhAIUBgWcA+sezj7L4E0vmcfh57k3umzl2/LwV3S+D7P7mn8zmd27kYGOzSa3muC/iO3HWjw1+RC6q547ljc8cPD6eDzQvMzfvh2Nzx5rEAHFZgbr6Lg8MOt479ETDvTQUC2wXEy3YrVx5fQDwcf4xb7eHc3B4s5o7njs0db9Vzqd8vH5+vpQucIzAIjH+RmQaB1gXEQuszQP9HAbFgLhD4FhALZgIBsWAOEJgK2BfMBwL2hUfNgb7vT74j91G66iVAgAABAgQIECBAgAABAgQIECBAgEAhAYncQpCqIUCAAAECBAgQIECAAAECBAgQIECAwKMEJHIfJateAgQIECBAgAABAgQIECBAgAABAgQIFBKQyC0EqRoCBAgQIECAAAECBAgQIECAAAECBAg8SkAi91Gy6iVAgAABAgQIECBAgAABAgQIECBAgEAhAYncQpCqIUCAAAECBAgQIECAAAECBAgQIECAwKMEJHIfJateAgQIECBAgAABAgQIECBAgAABAgQIFBKQyC0EqRoCBAgQIECAAAECBAgQIECAAAECBAg8SkAi91Gy6iVAgAABAgQIECBAgAABAgQIECBAgEAhAYncQpCqIUCAAAECBAgQIECAAAECBAgQIECAwKMEJHIfJXuwel9fXw/WI90hEBMQCzE3pY4nIBaON6Z6FBMQCzE3pY4nIBaON6Z6FBMQCzE3pY4nIBYeM6Zfidzr9fpVu3cO5oE4sA4srwPjUsxp2YkPH/uJ/aSVdcC+YL2z3lnvWlnv9HPbemdf2OZkPnGyf96+fw5mLx+fr3Gh8U4gJ9B13en9/T132nECzQiIhWaGWkdXBMTCCpDTzQiIhWaGWkdXBMTCCpDTzQiIhWaGWkdXBMTCClDgdN/3J79aIQCnCAECBAgQIECAAAECBAgQIECAAAECBGoKSOTW1NYWAQIECBAgQIAAAQIECBAgQIAAAQIEAgISuQE0RQgQIECAAAECBAgQIECAAAECBAgQIFBTQCK3pra2CBAgQIAAAQIECBAgQIAAAQIECBAgEBCQyA2gKUKAAAECBAgQIECAAAECBAgQIECAAIGaAhK5NbW1RYAAAQIECBAgQIAAAQIECBAgQIAAgYCARG4ATRGJ63xaAAABy0lEQVQCBAgQIECAAAECBAgQIECAAAECBAjUFGgukdt1XTHfknUNN1WyvpJ1FQP7U1HpeytZX8m6nn1MS/a1ZF3P7lYyHlpyK9nXknU9+3wr2deSdZWMg9JjULq+0m4l6ytZV0tupfv6zPFgjsRGh1vMrXSpkuNQsq7Sa4h7i82cZ3aL9ShfqmRfS9YlFvJjtnam5DiUrKv0mK453Hq+dF9vbf9Zrm8ukfss8O6DAAECBAgQIECAAAECBAgQIECAAAECWwUkcrdKuY4AAQIECBAgQIAAAQIECBAgQIAAAQI/JCCR+0PwmiVAgAABAgQIECBAgAABAgQIECBAgMBWAYncrVKuI0CAAAECBAgQIECAAAECBAgQIECAwA8JSOT+ELxmCRAgQIAAAQIECBAgQIAAAQIECBAgsFVAInerlOsIECBAgAABAgQIECBAgAABAgQIECDwQwISuT8Er1kCBAgQIECAAAECBAgQIECAAAECBAhsFXj5+HxtvXhP13Vdt6fbda8ECBAgQIAAAQIECBAgQIAAAQIECNwp8P7+fmcNz1m87/vTy+/fvw+ZyH1OcndFgAABAgQIECBAgAABAgQIECBAgACB2wX+BTF13l08wGmWAAAAAElFTkSuQmCC)
Plot of number of radiation lengths vs phi (y-axis) and eta (x-axis) for the BTOF geometry. Left plot shows the full BTOF geometry, right plot shows the material budget for r < 210cm.
![](data:image/png;base64,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)
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)
Next, plot radiation length in everything *except* the BRMD, BRM1 and GMTS volumes... i.e. taking out the material associated with active detectors, leaving support structures only.
![](data:image/png;base64,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)
3) Is there anything for the BEMC? No.
4) Action item from the 02/01/2016 OFFSOFT meeting: is there anything between BTOF trays and TPC outer field cage?
Plot below zooms in on the region of the TOFC and BTOF. The gap between TOHA (part of the outer field cage) and BTRA (the BTOF tray) is empty.
![](data:image/png;base64,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)
$ grep -i TOFC StRoot/StiTpc/* StRoot/StiTpc/StiTpcDetectorBuilder.cxx: // {"TOFC","outer field cage - fill it with insulating gas already","HALL_1/CAVE_1/TPCE_1/TOFC_1/*","",""}, StRoot/StiTpc/StiTpcDetectorBuilder.cxx: {"TOFC","Inner Field Cage","HALL_1/CAVE_1/TPCE_1/TOFC_1","",""}, StRoot/StiTpc/StiTpcDetectorBuilder.cxx: {"TOFC","Inner Field Cage","HALL_1/CAVE_1/TpcRefSys_1/TPCE_1/TOFC_1","",""},2) Is the GMT implemented in the BTOF geometry? Yes.
Few notes. Sensitive layer in the BTOF is the gas. Inclined sensors in BTOF may require division of the volume ala the pixel detector, in order to place them in different layers.
TOF trays are under the path
BTOF_1/BTOH_1/BSEC_*/BTRA_1 BTOF_1/BTOH_1/BSE1_*/BTR1_1 BTOF_1/BTO1_2/BSEC_*/BTRA_1 BTOF_1/BTO1_2/BSE1_*/BTR1_1
Under BTRA and BTR1 we have BUND, a support structure, and BXTR (standard tray) and BXT1 (tray with GMT). Left shows the BTRA with the BUND structure visible. Center shows BUND hidden. Right shows with GMT.
The (red) support structure BUND, its daughters are all aluminum.
The cross section isn't too uniform. 2-3x more material closer to the edge. But also closer to the active detectors. So let's just approximate this by uniformly spreading the mass out over the mother volume.
Except for the water pipe (negligible) it is all Al.
Box with half widths: dX = 1.01500 dY = 10.79500 dZ = 107.95000 Material is aluminum: A=26.98 Z=13 rho=2.7 radlen=8.8751 intlen=38.8622 If we spread the mass out uniformly we get: mass = 6.212914 [kg] / 9.462400E+3 [cm]^3 = 6.212914 [g] / 9.462400 [cm]^3 rho = 0.6565896601 [g]/[cm]^3 Alternatively, could preserve the denisiy and reduce dX -> 0.24683cm. NOTE: There is a water pipe (green) which runs down the center. It accounts for 0.15 kg of the mass above. Propose to ignore.Also, it looks like the BTOF trays are wrapped in an Al box, which presents ~1.9cm of material before (and after) the detectors.. and very thin sides which can be ignored. So we can simplify this to two planes, one before and one after the detectors, of (approx) 2.5cm and 1.9 cm of Al. Then we need to figure out how to represent the RPC detectors and GMT themselves...
Start with TOF proper...
Volume = BRMD
Mass = 0.367702 [kg]
BRMD is not much in the way of mass.... well, except that we have ~30 of these suckers, so no... we cannot neglect the mass.
... so strategy here is to mix glass, supports and gas together for the sensitive volume. Maybe leave the front face on...
General Strategy for Representing the BTOF to Sti
We should keep in mind the use case here: improve projection of tracks to the active layers of the BTOF by using Sti to propagate tracks and store the track parameters (helix) at an appropriate position.
I would suggest that putting the detectors *themselves* into the model is not needed. We should be able to get good track propagation if we account for all of the material which is *in front of* the detectors.
This will significantly reduce the
Next would be the GMT detector...
Basically, the yellow box is hollow, and contains the GEM foils near the back. The bottom of the yellow box is 0.95mm of Al. Quite likely to be negligible.
So... here is the general layout of the BTOF detector... zoomed in on the top module. Shows (what I assume to be) the cable tray inside the radius of the detector.
Plot of number of radiation lengths vs phi (y-axis) and eta (x-axis) for the BTOF geometry. Left plot shows the full BTOF geometry, right plot shows the material budget for r < 210cm.
Next, plot radiation length in everything *except* the BRMD, BRM1 and GMTS volumes... i.e. taking out the material associated with active detectors, leaving support structures only.
3) Is there anything for the BEMC? No.
4) Action item from the 02/01/2016 OFFSOFT meeting: is there anything between BTOF trays and TPC outer field cage?
Plot below zooms in on the region of the TOFC and BTOF. The gap between TOHA (part of the outer field cage) and BTRA (the BTOF tray) is empty.
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