Activity

You can all the time revert the changes using the identical directions outlined above, however in step four, click on the “Turn off custom scaling and signal out” choice.

We need to attract its blueprint first to arrange the furnishings, like mattress, nightstands, and so on. So, we are going to scale down the bed room to fifteen inches by 14 inches. If you need to make the text more readable, you should not regulate the scale settings. If the system isn’t scaling parts correctly, repeat the steps to pick a different worth to extend or decrease the scaling value till you attain the proper configuration.

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In this how-to information, I will clarify tips on how to change the dimensions settings on a desktop monitor or laptop computer show. If components are too small and textual content too hard to read, you most likely need to adjust the dimensions settings. Find related words to scaling utilizing the buttons below. All content material on this website, together with dictionary, thesaurus, literature, geography, and other reference data is for informational purposes only. This info shouldn’t be considered full, up to date, and isn’t supposed for use rather than a visit, consultation, or advice of a authorized, medical, or some other skilled.

scaling and polishing price Singapore ” 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9XNHnGkak4FdbG2+rgaffa3YcV9CXU7oJ+rffoqQ2nkk8pS+2uHe7Po1kkuBcGG5UZ9uMCh1paQpC0nfqIIP6anfKl5RfKly2z27R7Xe1P4+q2kSJUYwTFXc1BR5t5z+K4lOx24PIJG/SR0eiF9u2u1m5JOncvk8WiPcspNnsqFMvobWnuYxE84dnFJTvvw+feqq2LrUoQbUbyfTkWU6FOpKVr2X3PKPM+TTr1p5jsrLs30sv1ms0ItiRNlMBLTZWtKEbnfzqUkD6zXJxvkscojMLDByfGNIshuVquTIfiS2I4U282epSTv0itEcqXUDl5v6PXGz6+YnbbbiF0lRY8h5qPGSsvJdDzSQW1lQ8poebqFarwe/6oYx8ntiV60btki4ZbHx+F3BHYh91LWS8AvZrY8XkFRryeMqwpxl7LbdsnkI4enKbWdkr9p5a5zoLrNpnB7557ppkFkhcQSZMqGoNAnqBWN0jf6zX3jcnfW6Zg51KiaZ3t7FxDXcDdG2OJgRkAlTm4P4IAO/0bGvWbk437WnUnRjKkcr/DYVsjuc8xzc+ImL3Rbyzu6p9onZCR0+Udujc+beqd+TX1EtOf6Y5xyfbpJ7qg2Z+Sq2pd6Su1SypKkbHrCVlR//ADdvNUHpCqoSeqrxavbZZ9BJYSDlFXftXseX9ut0673CNarZFckzJjyI8dltO63HFkJSkDzkkgVY175Mmv2N3Gz2m+6VX2DNv8kw7Yw8yAuW8EFZQgb9JCQTV28jzk93ORy2HcNvMM9y6bT5k+4caeg9zOc2x19fE6tpQ+lIJFXvrBqyc7+Ul0zwaFL5y3YNLMPhSrdImPMqW+fz7BpJ/wBjasiri5KpqU1dKLk/0VU8OnDWn02PPXUHS/UHSm7R7HqNidwx+fKjiWzHmt8C1slSkhYH0cSFD9Brt9M9AtYtYg45pvp/db0w0rgcktNcLCFfyS6shG/1b1tvl8acL1d5a+k+m4eLTd+ssSNIcT+E3HE2Up5Q+sNpWR9YFW7ywuUi1yMdP8U0z0cxy2xbhNjrbgJda4mIERrYKXwDbjWpavP0b8RO5qrj1SUYRpxvOWfYifFYxlJzfsxPOLUHkn8obS61OX3NNLrvEtzKeJ6W0lMhpofStTRUEj6zXXYVybtdtRsfZyrBtLr7erRIWtDUyKwFNrUk7KAO/mI2q8F/Kbcoabg19xO8JssqddmeYjXZuKGXYaFbhzZseQslJ2BIHD19PVWt+RXKzeFyCFTNNYjcrKmUXZdnZcSkpclh1fNpIUQkgnbrIFe1cTiMPT1qiV7pdgp0aNWdoN2tc87p/JD5TNrgyLncNFsljxYjS333VxgEttpBKlHp6gATUHwDTHUDVO8Gw6eYlcr9OSnjW3DZKw2n+UtXUkfWSK3nnupHynEPBshl5hglojWFm1S3Lo8IsPduIGlF5XkuE9COI9A3qffJoMQDyXMlVp85bkZs5cZqZC5A34ZHNDuTnNunm9ukfXx/XXksbUp0XUlqvNLJ3X1EcNCdRQV13r8GCs05H3KTwCzO5Bk2k94Zt7CC48+wESA0kdalhpSikD6TVOVvPVjlB/KH6I41fbTqhaltQrsnuWPkbEFCkQlqPWzIY8hClDcJCxv5x0isGqUpaitaipSjuSTuSay8NUqVIt1LdliitGEHaN/qT22aB6y3nAV6o2vTq8ycTbjvy1XdtneOGWVKS6vi36kqbWD/ALJr6YFyfNatUbMvItPdNr1fra28qMqTDZ40B1IBKd9+sAj+2vRrRf8A/Con/wBUco/vc6vr8mTe7fjXJWyHI7u6WoNrvU+ZJcCSooabYaWs7DpOwBrCnj6kYTkkrxlYyY4WDlFN7Vc8p7lbbhZ7jKtF1hvRJsJ5ceTHeQUuNOoUUqQoHpBBBBH1VMNQdDtXNKYEO6ajYBdsfiXBwsxXprXAl1YTxFKenr26a138pbyeYcS5QOUvp+GZdgydLQu64pCmw+tILMpKh0FDqNgT/KAPTx9Fj/KyK49JtOl/yrs4f/6aro470jpaq969+yxXLDainrf9tvE8xKuHCOSFykNRLKzkWK6U3eRbZCA4xIeCI6XkHpCkc6pJUD5iOuonom3jDur+GN5pzPeJV8hi4c9tzfMc6ni4t+jh269+javXLldq5XUOLYrjyXzBdt0VpxVzittsqlOL3HN8Ad8lSOHfoSd9/wBFe4vFSozjTha73vYeUKEakXOV8ty2nkJnOk+pOml8ZxzPMLutkuEk8MdqWwUh87gfe1fgr6SOonrFczUPRDVrSaLDm6kYDdseYuDimoq5rXAHVpG6gnp6wCKs3XzlBa66x6j45j2tEJ2ySMalxme8vci4qW5BUkLfW0vp41jbpPQAfJ2B6dZ/K7/6Faef0pN/7SK94zUjOnCSXtXvb9D0MHGcot5WMJ5ByaNe8Vxd7Nci0pyCDYo7KJDs52N96Q0rbhWSD1HiHT9dRLB8CzLUm/t4tgeOzL3dnW1uoiREcTikIG6iB9AFe7a7jha8ExTCc2UwqNmcBqysR3x5EpxUNTimd/MS225t9Y2HTtWDOTpoPceTp8oa1grpedtL1suUyyynB0vwltK4Nz1FSdihW3nST0b1jUdJSqQm5KzSbXbYtqYNQlGzyeTMJZjheVafZDJxPNbFKs94h8BkQ5SOFxviSFJ3H1pUD+mpzpxyXtfNWLcm8YJpld7hbnOluYtCWGHP9lbhSFfoJrXGbaL2bXP5Tm9Yrk7RescBiLdriwDt3Q0zCY4Wif5KnFICv9Xi/PVi8tLllZxo3nVn0D0Ftlvj3dEaMJDxipc5ku7CPFZbOyEnh4SSR1KSBt01bLGVJakKSWs1d32IgsNCOtKbyTt2s8/NSOTPrtpJCN0z/TW72yAkgKmc2Ho6SericbKkp/SarKvQjUnUv5RbJtE7/g2a6Oyo7ElpblxvzMdtl5NvShReaUhK+HYgDdYAPCFDY77jKPJW0dc1z1zxnBHW1m2rkiZdVJ/iwmTxujfzFQHAD5isVfRxEnTlOrbLodyupSSmowvn0nT37k+a2YxhY1EyDTO+wMaLTL/fN6PsyG3SkNqJ8wUVpAP1ioNbbdOvFxi2i1xVyZk15EeOy2N1OOrUEpSPrJIFe6F4yrTbWO9ai8lgNNKctFgjsTkDbgSmS2sBKB5i0OZVuOorA6CmvHHD8TuuCco+w4Xe2VNT7HmUSBISobHjamIST+Y7bj6jVWExkq6lrqzWf0ewnXw6pNarun+TuzyNeVKBudDsp6P/AN1H7arrNNPM606uKbTneJXWwy1gqQ1PirZKwOspKhsofm3r185amoHKjwV3CU8mvFp95M83DvyI1mM9LXB3N3PxnYhsHje69t9j9FQzlwRLhlPIeh37VyywrdnDSrW62wjb7xcHHkIdbQdztu0XCQCer6qx6Okak3BzStJ2yea+hbUwkI6yi3ddOw8usD01z7U+794tP8Sud+mgBS2oTCnObT9Kz1JH1kirQvXId5VFhtqrrN0fuy2EJ41CM40+4B/sNrKv+Vehk26Yd8n5yQIF5sGPxpV/nois7rGxuN2fbKyt5Q6eBCUuED+SgJGxO9ZX0t+VD1rgZ7Be1OVaLpjEqSlucwxBSw5GZUrYuNKT0kpB32Vvvtt19NWRxWIr3nQitVdO1kHQo0rRqyd30bjFkuHLgS3YE6K9HksLLTrLqChbawdilST0gg+Y1bcXkfcp2bFZmxNE8mdYkNpdacTGGy0KG4I6eog1sL5VHRDGY9ssOvGPwmo1zkzkWu8KaACZiFIKmXlbda08BTv5wob/AIIrQHKNzHlA4XobhNw5O9gmXa+PCG1Lai2vu5SY3c2/EUbHYcQT015LSEpQhKml7V9u6x7HCJSkpt5dB5FZ5pFqfpetlOoWCXqwCQrhaXOiKbQ4rr2SrbhJ282+9dxg/Jz1y1LsKMowLTG+Xy0uOrZTLiMBTZWjoUnffrFeo2UTc4znkKZVcuVTjUG0X0WqY86wtpLZQttW8R0o3IbdKuDYDp326ATtUZ5BcnLofIYucrAIyJGSsv3ldoaWElLksDdpJCiAQV7dZ2qL0hP0TlZXTt2HqwkXNRu7NX7Tz6lcj7lOwor02XonkzTEdtTrriow2QhI3JPT1ACqer0gy/Uv5UC3Yle7hk2B2iPZ41ukvXB4RYf3uMlpRdV0Ok9CAo9HTXm/Wbhas6qbm19Hcx60Iwtq3+opSlZRQKUpQClKUApSlAKUpQClKUApSlAK2d8lu66NZMpZDhDa8aUpSN+siUxsf0bn+2sY1pj5PTPoOEcoyDCubyWY2UW+RZecWdkodUUOtb/7S2QgfWsViY6Llh5pdBfhmo1otmlOWPy2c/0T1Ki6e6dWyzKMSI1MuEi4x1vFxTm5S0kJWnhTwjpPWdxsRt03lE1OOq3JTumpkSN3ufuuI3GQppKyQw+mO6lQSrr2C0nY/RtWBvlIURU8pOQqO4lS12WEXgD+CvZfX+jatJW7NbTp98myxcEy2w7csakWqOArylyZS3GiB9aQtSv/AA1qKmGgqFGUF7Ta8TYQrS9LUUnkkzzIpSldEag9J/koNY8eZs2R6JXWY3Guy5hvVrS4rbuptSEoebT9KkFCVbdZCiR+Cap7WD5NXlBWvUS5NaZ4zFyHGpsxx2BKRc4zCo7K1EpQ6h5xCt0g7bpBB2+k7VkS1Xa6WK4x7vZbjJgTojgdYkxnVNutLHUpKkkEH81aUx/5SHlW2C0ItC8zt905pHAiVcLWy7IA826wBxn61Ak+cmtdPD1qVWVXDte1tTMyNanOmqdVPLY0d7bdGM+5BGv2mOpWpKoUqxPSuF+dBWVts86ypqS0rcA8SEOqIO2ygNx5wNO8vXkk5bykfB3VjRiRAvM6Nb+5nIfdbbaZsYq42nWXVkNkjiVuCoAgjY/T5s6oax6m6z3zwi1My+dfJiQUtB4hDTCT/FaaQAhsfUlI389THR/lea/6HQhZ8Ezp5NoB3Fsnsolxk/7CXAS3/wCAp389eVMNXbjWTWusuxiNaklKm09V/c2FyE+Qxqrplqexq5rBbY1hRZ47ybfb+7Gn33XXEFBcWWlKQhASpXWrck9QqsOVKrI+WZyyGsI0WQmanG4LdobuKHeGO0GXHHX5SnB+ChK3SgEdKihPDuVAGpdT+XTyltWLQ7j1+z02+1SElL8S0RkQw8D1ha0jnCP9Xi2P0VTuH5tl2n9+j5RhORz7LdYp3alw3i2sfSCR1g+cHcHzivaeGrubr1Gta1l0ITrU1FUoJ6t7vpPSrk4j5QvTjWC1acaj2qVkWEJeLU25T3GpDLUUA7PMygrj4urZtW5O+xSD0iivlVIeJxdf7U5Ymo7d0kWFp28czsCp7nVhtS9v43NhPX5gmogv5SblZrsxtPhtbUulHAZybNGEj8/4HBv9fBWcMjyTIMvvcvJMpvMy63Se4XZMuW6XHXVnzqUemo4fCVI1vTVEllbLee1a8HT9HG779x6h6B//AIXGSf1Vyj//AKa8qqtWwcqTXbF9LZOi1izrubDZkSVCetveyGviZk8XPJ51TRdHFxq6Qvcb9BHRVVVkYahKjKbl/wBzuU1qqqRiluVjWfya2sNk0u17cs2TS2oluzG3m0pkOqCUNSw4lbBUT0AHZaPzrTVwctzkGav51q5c9VdIbQxkETIebemwhMZjyI76UBCiOeUlK0EJB6DuCT0eevO0EpIUkkEHcEeatCab8vblOaY2drHrTnibpbY6Qhhi8RG5ZZSOoJcUA5t9AKiB5gKrrYeqq3p6DV7Wae8nTrQdP0VVZdhuLkLcl6/clfHcq1Q1ouFvtFwnw0odjiUhxu3w2t1rU66klBUTt0JJACes79ED5BuobWrHLI1l1EjJKY17t7r8UEbERxLaS1v9fNpTv9dYw1i5V2vGuscW7ULOn5FrSoKTbIjSIsXcdRUhsDnCPMVlRHmqPaR646paE3ibf9Kso7xz7jG7jku9xR5POM8YXw8L7a0jykg7gA9HXVLwNWpGcqjWvLLsRYsTCMoqCeqvua45SHL75R+muuma4Hit/tDNosl1ciQ23bSy4tLYA2BURuT09ZrEOV5Nds0ye65dfnUOXK8zHZ0tbaAhKnXFFSiEjoA3J6K+uZ5lkmoWVXPNcvuXd96vD5kzZPMttc66etXA2lKE9XUkAV0tZtDDwoRWqknbOxjVasqrd3kem3ySra3tONSmmxupdyipSPpJYcqjce+TL5SOT5itGUW21Y3Z35ilvTXbkxIWlorJJQ2ypRUrbqB2H11RWkPKY1t0HgXG2aUZr3jjXV5D8xHe2JJ51aAUpO77SynYE9AIFS6+8vTlb5FActtx1muDbLo4VGFAhwnNvqcYZQsfoNYksPiYVpzpNWlbbe5eqtGVOMaid0a6+Uo1OwbAtFcd5NGLzkP3BIhBcZLgWqFb4iAlrnSOpaylIA6yEqPQNt7myqNr9K5IOnrXJuXw5b3us5UedjN/5J3L986ZBCOvg+v6PPXjXcrncbzOeud3nyJsySsuPSJDqnHHFHrKlKJJNXtYOXryscXsdvxuxardzW61xm4cRnvFbV82y2kJQniVHKjsABuST9JqE9HzjThGm02nd33k44uLnKU7q6tkWtyhcI+UVvOld1f10bEnDrSUXGcDOtZ5soOyV7Mr5w7FXUN+urrzYrT8lNZVoUUqRZ4CgQdiCJg6axlm3Ld5UGouKXLCMy1O74WW7s9zzYveW3Nc63uDtxtsJWnpA6UkGo5N5Tet9x0oZ0QmZtzmFMMIjN2vvbDHC2hfGlPPBrnuhXTvx71PitaSgpaqtK+V7W8yPp6cXK13dWzPTLkcauYzysNJrFb86fErNtNrlDlvLUrZ9TjJ+8SwT1hxIWhf18W+26TWZPlbf368P/qsn+9v1krSzWDUjRTI1Zbphk7tkujjCoq3ksNPpW0rYlKm3kqQrpAPSnoI6K5Gret+qGut7h5Fqpk/fu4wIvcUd7uKPG4GeNS+HhYbQk+UtR3IJ6eulLAyo4n0sX7OeXeJ4pVKOo9p6HcgP+A1n/8Av75/cUV56aFaVz9atWsa01grcbTeZyG5T6BuWIyfKec+jdKAojfz7Dz12uAcp7XLS7Brhptgub97Mcuin1S4XeyG9zheQG3PvjrSnBukAdCht5tjUe0s1d1C0VyZWY6aX1FovCo64vdSoMeUQ0sgqAS+2tKSeEdIAO2432Jq2nQqU3VlFq8tn+pXOrCagnsW09bOVDkXI4tlgsuhGveXLssGFHjz4Nphpm7hhsLaZKlRm1dA4VgBRB6N9vPXKMDRDlR8lvINKNGsnGQWe129NpguvofS9FlMIS5G4jIQlZIKUeVtsRuNz015Aak6m5zq9lsnOdRb8u8XuYhtt6UplpndKEhKEhDSUoSAAOgJH09ZNSDSHlFay6DC5DSjNF2NN35szE9wxpSXSjfhPC+2sJI4j0p2J89YnJk401qz9pZ9l/tcyOOxc3rR9l5dtj0Q+Sst8yDo3nFrlsLalR8mdjutLHCpDiY7aSkg9RBG1Y5ufyd/Kws9tl3efp9DbiwWHJL6xfISiltCSpR2Du56AegVGMQ5ZvKSwKVfpuIaiN213Jrk5eLoW7JblCRMWAFu8KmCEE7DcJAG+523Jru7l8oFyurvbpVquGrfOxZrK477feG2J421pKVDcRgRuCekHero0MVTqyqU9W0rbblbq0J04wnfLuKAgwZlzmsW63xnJEqU6llhltJUtxxR2SlIHWSSBtW6MQ0k+UZ5McKwt6dNzLzapzbb67RHdbmxojqzuph1lwgt9flLQQncnyt+msJsvPR3kSI7q2nW1BaFoUQpKgdwQR1GtG4T8oVyp8Hszdij56zdozCA2wq7wWpTzaR1DnSAtX/jKqycVCrUSVNJremU0JQi7ybT7DaHykzNtuHJSsV71CtNug5p3Zb+52mlhxUeW4jeWy0vrU2AFg+Y8KT9FT7LI2v8vkhadNcm5fDlnemyFR52M3/kvcY5zpkEI6+D6/oryb1Z1v1S1xvaL/qfl0q8yGAUR21JQ0xHSesNtIAQjqG5A3O3STVjWDl7crHGLHb8bseq3c1utUVqFEZ7xW1fNstpCEJ4lRyo7JAG5JJ85rA5PqqlCKabTbzvbuMrjcHOUnezVstpafKJwf5RK86V3OVru0JOH2dbdymbzrWebUg8KV7ML5xWxXtsN+utQW3UjK9I/k3cZ1AwmY1FvNrx+AqO46wl5A4n0pUClQIIKSR+mvP7OOW5yntSMTuWD5pqb3xsl3a5ibF7y29nnUcQVtxtsJWnpA6QQa6Cdyn9c7lpS1ojNzjnMKZjNxG7Z3shjZptQUhPPBrnehQB349/pq2WDq1YxjNRVpXsr2t5kI4iEJNxbzVsz0i15l33licixrO9JrrPiT+5u+E6zQ3z/lZaSRKgrA6XCCCUj+MUpG3lbV5/8irV9ei3KJxq+zHS3aro93luqSdgGJBCAs/7DnNr/Mgjz1H9JeVJrxoZZpePaW5+7ZrbOkd1PxlQIspBd4QkqSJDS+AkAA8O2+w332FVzeL3cr7e5eQ3F5sz50hct5xllDCS6pXEVJQ2EoR0nfZIAHmFW0MI6UJ0ZW1Hs6cyuriFOUai95bT3Iy2xYVoLJ1T5S5Q2Jd2tEaRMSQAFriNKQ2Af/mEtjo848+9eVHJGv8AdMq5ZeFZPfJa5Vxu2QvTpbyz5TjzqHVrUfzkmugz3lecorU7B16b5xqQ9csdcDKXIYt0NguBogthTjTSXFAFKT0qO5AJ3qusIzbJ9Ocrtub4Zc+996tD3Pw5XMtvc0vYjfgcSpCugnoIIqvDYKdKnNTacmrfS1kTrYmNScXFZLPxPQXl1ajtaRcuHSPUaS0pyLZLNFelpT+EYypktD3D9fNrXt9e1WXy5+TJfOVZiuKak6M3C33afboq+YYMlDbc+G9wrSW3FEICgR1KIHSekEV5l6t62ana6X6Jk2qmTd+7lBiCAw/3FHjcDAWpYRwsNoSfKcWdyCenr2AqTaO8rHXnQqObbp9nL7NrUeI2yY0iVF3+lKHAebP0lBST56jxKrCNOVNrXirdjPeMwlKUZp6svuWTC+Ta5TasNveVXrHINrlWpkvRrSuey/KnBPSsI5lSkJISCQFKBUegDprYvI0ZzxzkBvsaY7py4tXdNm3U2naZzq+b6XfIHlbfhdH01hHVHl08pXVqyu43kGcpgWmQnhkRLRFRED484WtI5wp+lPFwnziun015YnKO0gxOPg+neovemyRHHHWYveiA/wAKlq4lHjeYWs7kk9Jr2th8TiKdqjje6e+x5TrUaM7xva1jUWWYZ8qxkOLXiw5PtIs9ygSIlwZNwsw5yM42pLqd0r4ulBUOjp+iqZ5PHJ45YDeEStcNCnp1rCXzHZjMTQw/c20Ehxbba9kOoSobbK6zxcO5BFdPJ+UK5YEuO7FkavcbTyFNrT3gtY3SRsRuI2/VUT0i5WOvWh7a4WAZ3IYtrqy4u2y2W5UUqJ3JS24DzZJ6ygpJqcaOIjTcUoJ9idn3kXUouSd5fs9UdA7xqvm/J+vw5ZeLQrchCZLMozmEMGTbUtArdfbSeFtQPH0gJ6EggDrrxTe5rnl8xxc3xHg4uvh36N/r2q7tXuWlyh9bLKvGcyzYNWV7bnrfbYrcVp76nCgcax/qqUU/VVHVPBYaVDWlKy1ty2I8xNaNXVUd297T1c0X/wDwqJ/9Uco/vc6o/wAhZPFyDdTE/Sm/f3AVhqy8qfXnHtKXNEbPnfc+FOxJUBds71wl7sSVrW8jnlMl3ylOrO/HuOLoI2G3wwPlM63aZ4Jc9M8IzbvbjV45/u2F3tiPc7zzfNu/fHWlOJ3QNvJUNvNsax5YGo4zV1nK/wBPsWrFQTi7PJWNp/J/av4xrbpZeuSJq0nuxCYLqbVzi9i/AP4TKFH8FxlRC0Eebq/A6e7+VqYTF0s09jIUVJZvLzYJ6yBG2rzcwvNMo07ym25rhd4dtd6tL4kQ5TaUqLax9KVApUD0gpUCCCQQRU21d5TeuGu9tgWfVbN+/kS2PqkxW+9sONzbik8JVuw0gno6NiSKm8DJYpVoP2drXb2EVik6DpyWZCMLw7I9QcqteFYjbXLheLxITGiR2+taz5yfMAASSegAEnqr0A03xL5Rzk857YsFtrD+ZYkZDDRLr6JVvTF3AWOdWQ7G4U77dXV0BQ6D542i8XXH7nGvVjuUm3z4bgdjyozqm3WljqUlSdiD+atI2b5SDlYWazptBziBPU2jgblzbTHckJA6t1BICj9agSfPvV2LpVauUFFrtKqE6cM5Np9hpr5UyBhrV40quKWIiMqfuy2lLQAH3ICVNny9ukpDihw7+cr289f35Xf/AEK08/pSb/2kV535tqfn+o+XKzvOMomXi+qWhYlyeE8HCd0pSgAIQkHqSkBI+ipNq9yltbNeIVut2q+a9/I9qdW/DR3tiRuaWsAKO7DSCrcAde9U0sDOm6Wd9W9/r0Fs8TGanl71vA9BPlFb3dsY5NWlOS2Gc5DuNryS1SYshs7KadTbpCkqH6RV3cnTULCeVLheG63v2+O1lmMiRClBk7KiSnGgiQ109PNLHC4kH/V6eg7+SOpvKd1x1ixG3YLqPm/fex2mQ1Khxe9sOPzTrbS2kK42WkLVshxY2KiDvuekA1wdIeUJrFoM9cXtKM1esRuyUJmI7ljyW3eAkpJQ+2tIUNz5QAOxI32qp6Nm6Chdaybz7HuJrGRVXWt7Lt4G08h1fsOjXyoV6veVSUxbPd40Wyy5KvwY/PQ2ObcV9CQ4lHEfMkk+apLy4eSHq1nerFs5QWhMGPe5oYiLlQ0yGUupfj7c0+3zqghxJQlsFO+/k9R36POfUTUbM9WMum53n9576Xy4hsSZXc7THOcCAhPkNJSgbJSB0JHVVoaVctjlH6PWpuwYtn7km0MjhZgXWOiY0yPMGyscaB/qpUB9VWPB1YalSk1rJWd9jILEQlrQmnZu66Uelmmlw5Rtz5MWokzlLwUxMhXa7r3I2G4rZ7l7jVsSmOSkHi4vwun/AJVS3yY+mVm030qyvlI5u+3BZntOtMSH0nhi2yKCt97oG+y1g9Q32ZG3XWSNR+XfynNTrRJx696g9wWqY2pmTFtUNqIHkKGykqcSnnCkgkFPFsQekVF5PKq17l6WDRRzPODDBDRA72M2uE1uwlQUEF1DIdO5HSePdXTuTuaqWArOnKGS1mr23LsLHiqeupZuy39J6I6c6v8Ayfli1qmam4bqtNOZ5a8uLIckN3TmZC5DifJKXGQ2kcQTsSQE7dYFVdy7tHxjPKt0v1dtkPghZde7ZFnLQnye7Y77QBP0FTXB+fmyfprzpadcYdQ8ytSHG1BSFJOxSR0girlzHljco3P7RbLFmGoaLnDs06Lc4CHLNb0qYlRzuy6FpYCyR59yQoEhW4JFXLATpVVOnK+Vnd7uzIreKjODjNW3qx6J/KDcqLVHk2DAxpq5akeEffXu0zofP/ufuXm+Dyht/n179e/R9Feaur/KW1m11mRZOpOYPXBiC7z0WE00hiKyv+UG0ADfzbnc/XXG1h5ROsevnejxtZh397xd0d7/AP2fFi8zz3N87/mGkcW/NN/hb7cPRtud64q3B4OOHgtZLW6SvEYh1ZPVb1eg9gsyxmxcvfkcWhjDL5FavcdMWYwlxzoi3SOhTbrD4HSkKStwA/QtCxuNt8daX/Jo8oi+53Ct2ouMR8dxtiSgz56rnGfLrIUCpLKGnFKKlDoBIAG/T1bVnnSzWzVPRW7qvemWZzrI+5tzyGilbD4HmcZWC2v/AMSTt5qujIPlIuVdfrSu0ozO3WvnEcC5VvtTLb5Hn2WoK4T9aQCPMRVEcNicPeFBrVfTtRa61GraVVO66N5pH5VbWDG2sbxvQ+0S2n7sqai7XBpo7iJHQlSGkK26lLUokDrCUbkbKG9w8qHX3LeTvo1pjmmLuNFl64W2NdI7jKF90wu5+JxoFQ3QSE9Ck7EV49Xa83a/XORer3c5VwuEpwuvypTqnXXVnrUpSiST+erE1L5TWt+sGK27CdRc277WW0uIdhxu9sNjmlIQUJPGy0hatkkjpJ/tpydaNOG1Rve++445dzlsbtb6G/8A5RXEci1k0Bx/WfTTJp03GYLDVxuFrZfPMSIjoSUSuAdCltkjiB6gSejhNdpyEm8yd5CV3b07O2UKdvQsx4m0/wCWcP3npc8geXw/hdH01594TytuUHp3gfixxPUEx8X4Hm+90i1QpaAh0kuI4n2Vq4SVKPDvt0nYdNfTTHlfconRvFkYVpvqF3nszb7klMXvRBf2ccO6zxvMrV0kdW+w81ReBreg9Cmsndd3bkSWKp+l9I75qz/0NVZHhvyr2Q49dLBf9pFsuUN+HNaNwsw5xhxBQ4ncL3G6SR0dNee0hh2LIdivp4XGVqbWN99lA7EVolz5Q7lhutqac1f3StJSoeD9r6Qf/wCGrO0h92U+5JfXxOvLLi1bAbqJ3J6PrrMwtOpTuqiiv8v7MavOE7arb7z50pSssoFKUoBSlKAUpSgFKUoBSlKAUpSgFdzjOOZbey5dMYtshfcEkNCQ3JaaUh5KULBSVLCgQFpO/wBNdNVx6D/6OXj+mFf3aPU6dNVZqDe3yNBwl0rW0PgHiqCTkmlne2fc0RO+4fq7lF0eveSxbndrjJ256ZOubT77mwAHEtbpUdgAOk9QFfSRjGskuxRcXlou71mhOqfjW5y7NqisOK/CWhou8CVHzkDc1eVKzOIU+l+HkfOv5D0r1IfaX9jPXiwz/wBGnP1uP9pTxYZ/6NOfrcf7StC0r3iMOs/DyPP5C0p1Kf2l/Yz14sM/9GnP1uP9pTxYZ/6NOfrcf7StUYtp1nebsvyMQxK6XhqKoIeXDjKdDaiNwDsOgkCuDkOK5NiU0W7KMfuNolEcQZmxlsqUn6QFAbj6xUFhaLlqKbv0XXkXvhzpuNJVnRjqPfqyt99axmXxYZ/6NOfrcf7Sniwz/wBGnP1uP9pWhaVPiMOs/DyKP5C0p1Kf2l/Yz14sM/8ARpz9bj/aU8WGf+jTn63H+0rRBadSgOqbUEK6AojoP6a/FOIw6z8PIfyFpTqU/tL+xnrxYZ/6NOfrcf7Sniwz/wBGnP1uP9pWmr7iuSYx3Gciscy3d8GBJi90tFHPNHqWnfrH111VeRwdOSupPw8ic+H+l6UtSdOCfQ4y/sZ68WGf+jTn63H+0p4sM/8ARpz9bj/aVoWle8Rh1n4eRD+QtKdSn9pf2M9eLDP/AEac/W4/2lPFhn/o05+tx/tK0LXeZZhOVYNMjW/LbK/bJEyK3NYbe23WyvfhV0E7dRGx6QQQQK8eDppqLk7vu8iceHul5QdSNKDirXerKyvsu9bK+4y94sM/9GnP1uP9pTxYZ/6NOfrcf7StC0r3iMOs/DyIfyFpTqU/tL+xnrxYZ/6NOfrcf7Sniwz/ANGnP1uP9pWhaU4jDrPw8h/IWlOpT+0v7GevFhn/AKNOfrcf7Sniwz/0ac/W4/2laFpTiMOs/DyH8haU6lP7S/sZyf0+zeNIjRXcddDktakNDumOdylJUf8A4nR0JNcjxYZ/6NOfrcf7SrrvX/v3H/8Ain/7u5XdVCODi21rPLu6F2F1Th/pOEYNQhmr7JdLXW7DPXiwz/0ac/W4/wBpTxYZ/wCjTn63H+0rQtKnxGHWfh5FP8haU6lP7S/sZ68WGf8Ao05+tx/tKeLDP/Rpz9bj/aVoWlOIw6z8PIfyFpTqU/tL+xnrxYZ/6NOfrcf7Sniwz/0ac/W4/wBpWs7DpHqflNpZvuOYFfLlb5HFzUmLDW42vhUUq2IHTsoEfnFRy6Wq6WSe9a7zbZUCbHVwvR5LKmnWz9CkqAIP56hHC0ZNxjO7XavIvqcONN0oKpUoxUXsbjNJ9z1szN/iwz/0ac/W4/2lPFhn/o05+tx/tK0zjuMZFls82rGLLMukxLSnixFaLiw2n8JWw8w3FcOLbp06e1a4cR16Y86GW2EJJWtwnYJA8536NqlxOndrWeXd5Ffr7peyl6KFnkvZlm+z2jOXiwz/ANGnP1uP9pTxYZ/6NOfrcf7StYTNKtRbfa7xeZ+Iz4sTH3m49yW8gIVGcWlKkpUkkK6QpJ6Adgob9dRSvI4SlPOM2/t5Eq3DvTOHaVWjCN+mMlvtvl0prvRnrxYZ/wCjTn63H+0p4sM/9GnP1uP9pWha7u1YVlt7tTt8tGOz5dvZkNxHJTTJU0h5xSUoQVdQUpSkgD6SK9lg6cVeUmvt5EafD7S9V6tOlBvsjJ/+xl/xYZ/6NOfrcf7Sniwz/wBGnP1uP9pWncrxHI8Hvj+N5XanbdcowSXGHFJUQFDcHdJIIIPmNfXEsGyzOpUqFiVkfuT8KMuY+hopBQynrV0kb/mHSfMDUeK0dXX13bpurfgsXDnTTq8XVGOve2rqyvfotrXuZd8WGf8Ao05+tx/tKeLDP/Rpz9bj/aVoWlT4jDrPw8ij+QtKdSn9pf2M9eLDP/Rpz9bj/aU8WGf+jTn63H+0rQtKcRh1n4eQ/kLSnUp/aX9jPXiwz/0ac/W4/wBpTxYZ/wCjTn63H+0rQtKcRh1n4eQ/kLSnUp/aX9jPXiwz/wBGnP1uP9pXHOnubicLcccd59TReCe6Y+3ACBvvzn0mtG10y/8ATJr+jV/91NRlg4xtaT8PIuo8P9J1Na8IZJvZL+xSfiwz/wBGnP1uP9pTxYZ/6NOfrcf7StC0qXEYdZ+HkU/yFpTqU/tL+xnrxYZ/6NOfrcf7Sniwz/0ac/W4/wBpWhaU4jDrPw8h/IWlOpT+0v7GevFhn/o05+tx/tKeLDP/AEac/W4/2laFpTiMOs/DyH8haU6lP7S/sZ68WGf+jTn63H+0p4sM/wDRpz9bj/aVoWpjaNHNVb/amL5Y9Pb9PgSkFbMiPBccQ4ncjdJA6ekHqqE8LSpq85td7XkXUOHWmsS3GjRjJrojJ/iRknxYZ/6NOfrcf7Sniwz/ANGnP1uP9pWjZ9vn2qY9brnCfhy46y28w+2ptxtQ6wpKgCD9RrtZmD5Zb8Tg5zMsj7ViuTy48Waop4HXE7hQA34h1HpI2Ox2r14SkrXm89mzyPI8PNMz1tWlB6ub9mWS2XftZZ5ZmXfFhn/o05+tx/tKeLDP/Rpz9bj/AGlaFpUuIw6z8PIq/kLSnUp/aX9jPXiwz/0ac/W4/wBpTxYZ/wCjTn63H+0rRC2nGwlS21JCxukkbbj6q/FOIw6z8PIfyFpTqU/tL+xnrxYZ/wCjTn63H+0p4sM/9GnP1uP9pWha7i24dlV4tD9/tWPz5dtjPojPSmWVKbbdUQEoKh0BR4k7D6xXjwdOObk/DyJw4faXqu0KcG+yMn/7GYvFhn/o05+tx/tKeLDP/Rpz9bj/AGladyzEMkwa9vY5llpdt1yjpQpyO4UkgKSFJO6SQdwR1GvpiWEZXncyTb8Ssr9ykQ4q5r6GikcDKNuJRKiB5wNus79FR4rR1dfXdum6t+CxcOdNOrxdUY697aurK9+i2te5l7xYZ/6NOfrcf7Sniwz/ANGnP1uP9pWhiCCQRsR0EV/KnxGHWfh5FH8haU6lP7S/sZ68WGf+jTn63H+0p4sM/wDRpz9bj/aVoWlOIw6z8PIfyFpTqU/tL+xnrxYZ/wCjTn63H+0p4sM/9GnP1uP9pWhaU4jDrPw8h/IWlOpT+0v7GevFhn/o05+tx/tKeLDP/Rpz9bj/AGlaFpTiMOs/DyH8haU6lP7S/sZ68WGf+jTn63H+0rqr5jOQ40Y/f20riplFQaUXmlglIBI8hRI6601VU68f5qx/71//AMqapr4WNKDmm93R09xt9A8M8fpTSNPCVowUZXvZO+Sb3yfQVRSlKxT6cKUpQClKUApSlAKUpQClKUApSlAKUpQClKUAq49B/wDRy8f0wr+7R6pyrj0H/wBHLx/TCv7tHq7Dc9H/AHuZx3Dr/B5f5o/ksqlKVtz4gKUpQGneTm9kLHJ51WexRU1N2S5EMUwuLnwv/U4enfbfqqXv45fs/wBCcIx3WyZJiXy6ZczDhSZ44ZohrVsr8Lp3I4gN/wDU3rLmHao6g6fsSYuF5XOtDUxaXH0R1ABxSRsCdx5gTXCyTOcyzC4N3XKMoud0lsndp2TJWstdO/kbnZHT09G1aipo+pOtKomleWsnv2Wt3HbYbhLhaGBp4eUJyapum4tpQac3K+93s7LJW23NUau6O6D2bGr5Dt9qas12sDzCYbkd2a6uTutKSiRziebHHxdBSesjY7dB7TJtHtB3L7lum9q07XBudtxJWRM3RM95XNuJAASlClkdZBO+4PT9VZcvutWq+TWVrHb9nt3m25ooPMOv9Cyggp4yOlzYgEcRPSAfNXxd1b1JevEy/u5hcFXG4QDa5MgqHG7EP/wj0fg9AqqOjsWopOq7q+99lvw8nfaZVXhNoeVWUoYSOrLVXuQWXt3W12ftRV1ZvVz3Gis/mY1euSVh7dm06ccMuX3LCDclxQgSdylT5O/TxkKGyugc59QqQXrk7aYu6e5JbJeGQLHkmP2Xu8PQbtIlPtvJaK/v3GA2Qoj8Eb9B6Nug1kqDqRndtxWRg8HKZ7VhlK43YAc3aJ4groB/B8oA9G3SK7ybr9rLcYC7ZO1EvD0VyMqG40t0EONKGxSro8okdG53P1169HYmOVKdlrN7Xvafn+ek8hwn0XWbnjKGs3ThC2pCycU02nk1nZprNWtayTLG5Xf4Gmv9VI//AETUxuujWlczQh+84PjEGfeLfjzdznSp02VGnsO8AWtzmjshSduLhG3CdhsT1nMOR5jk+XCCMlvUm4d7Y6YkTniDzLI6kJ+qu6n6y6p3TGfA6451dpFn5sMmMt/fibHUhSvwlJH8kkireJV40qdOE7aru83Z5+PgYK09o+pi8ViMRR1lVilG6i2mo2vduyzW1Js1Q5oBoHYMbt+O5BDbU/OsgmqvaHpi5anykq5xtCElnmxt1HzDpB66rzKMe0P080XwzJLjp4u8XvJYawmWJrzbfEhYJdUjj23I2Gw223NU7bda9WLRjhxK2Z/eY9p4C0mOiQfIQf4qVfhJT9QIFdFdsxye+2e2Y/d71IlW6zILcCO4QUR0nrCf7KhSwGJUv+bVbV77XmrP7Z2y2ZGRjOEei50msLhYxlqaqvCLs7x6W9ayUrSspXZqPPtFNJMOxXMNWGsfZex64WW3qxeOZT3C3KfQQpQPHxK2JQrZRI6VdGwrtbzo3gd71MbfvFpuF2h2DT+Pek2ZE59x64vAuANpUpZWB5IHCkgbkfSd8nXHP80u2LwsKuWSTpNjtqw5FguObtNKHEAQPqC1AfRvXLVqrqMrIIWVeGNzTdrdHTEjS0PcK22E77N9HWnpPQdwd+mvOT8Vq87nnvezJL65O76WSfCTROvlhEoPVbVo+9eTl3pOSUYvK0bOyL/020z0v1R1GnzJ+lszE7bZrCLgbHKlydpzxcWkO7/5wNAADZHWUnr6QYNylMP0tx5vHbtp603Ck3Ft5NwgxzJVHQpBTsttT6Qo77kEDo6Ooeev5usWqNwyhjNJWdXdV6jN8yzLTIKFIb334AE7JCSSd07bHc7g1wMz1DzbUKY1PzTJZt2ejpKGefX5LYPWEpGyU7+fYdNXUsJiIV41JT9lLZdvd27em7zMLGaa0bW0fUwtOgvSSlfX1Ip7U7+y1q5JrVSad77SO0pStociKUpQHS3r/wB+4/8A8U//AHdyu6rpb1/79x//AIp/+7uV3VVw96Xf+kZNfm6X+X/2kKUpVhjClKUBsTEp1ht/JTwCRkGqV0wZlN3mlEu3xXX3JChIknmiGwdhtudz0bgV8Mhmadco+86pZZZ8bfuLtgxhkWd5aXG3nJCQ8S6G0EcX8UAKB6EjoHVWW5eYZPOxmDhky9SHbJbXlyIkJRHNsuKKipSR9JK1f2mvph+dZdgFzVeMNv8ALtMxbZaW4woDjQenhUDuFDcA9I6xWn5MknKpGXtttrcknJPcr52s9p264WUpqjhatK9GMIRlleTcabgmk5OOTd1ZRbsrs2fpHptjuB5fptLt2NuW653vD7m9dklbnOPOp7l23SskJPlq6AB11E3dPMAuVnsOpdi08n4Nc7RmUS2mNLfcX3xbU8gFWzh/CBO+4/kqHT5s8L1x1cduUS8O5/d1zoDL0eNIW9u4226UlxIURv5RQnf8wrj37WDU7KHLY7kGbXScqzuJehc67uGXE9S9uoqH8o7n66qjo3Fa+vKeb25vpeXbk7Z7NxmVOFOifQeghQdk7xWrDJ6sFrX2xd4uXs+83mas1Tw+0ZExrE/NfdjSFZJaIiZBlOoaaQuPESVLbCghW3GTuoGq05QGGac6bW644Jj+jd2Mq3MRlN5Y9JfUlalFJUtQH3s79KdugbnoAql7nqnqFeYt3hXTLJ0li/PNv3JtahtJcQlKUqX0dYCEj9Ar7XPV/U684snCrrm91l2RISnuR17iSpKSClKlHylJBA2BJA2H0VZh8BiKLjed0rZXa2KK3bdjyeWZi6R4SaOx0a2rRanJO0nGEnnKpK2ey+tH2l7ScciztDNP8Hd0syTVbJ8KmZpLtdxbtseyxnnEcCVJbJfUG/KI++EDrHkno84n2Js2iXonqBGtuKycct7uY2hpFqeecLsVBlRQUFajxg9Z69xv0dQrMuG6iZvp7Ldm4Xk060uvp4XeYX5Lg83Eg7pVt5tx0Vy39WNSJTNwYk5lcnkXaW1Pmhx3i599spLa1E9O6S2jbzDhA6hU62BrVajlrZXTWbys1lbZu27THwGn8Dg8PCmqTUlCcZWjHNyUlra/vParxeStkarzDTrSa333VrK8uw6RfWsVRa34zTlzk84ecbPEnnC4SQTw7777AdG1fqz6T6dQtRTOxqyyrZbMg09N6EFq4PoDDqz0gLSsKI4dt0kkbg9HmGUrjqxqNdmryzcsunyEZAlpNzStQ2lBvoQF9Hm81fRrWDU1h9iSzmdwQ7GtwtDSgobohj/4I6Pwao5NxOrb0m62122JflNmxfCnRLra/FstZy92F7uc3t2taslG17Zdxd8/TrTTTzS7GJj+kt0zm45Talz37qxJeSiGsoBCUho7AJ336ekhJ3J6h3GH6N6V5LoixKxzF4N1yldjeuEw3KdJiSm3uHcLZSNkKaSroB/BUOHc9JrO9g1g1PxewPYtYM3usK1PpUlUVt7yEhX4QRvuUb7nfhIr6N6zaqNYv4GN53dxZuZ7n7m5/qZ225sK/CCNujhB226NtqtngsU1ZVM9a97vNZ7t3crIxaOn9EQknPD+z6PV1dSGUrLNS2u7TetJNq9kiF0pStwcOKUpQCumX/pk1/Rq/wDuprua6Zf+mTX9Gr/7qarqbu9GThtsv8rO5pSlWGMKUpQClKUArakK743Y9BNI7jkmq91wpphL7qO98R59U7hd3LaubBCQB/KG3lGsV13N0zHJ71Y7ZjV1vUiTa7MFiBFWRwR+L8Lh/PWFjMI8XqK9knd/Zremt5vtB6Zjof08tTWc4qK22vrRlnZxexbnt7LmqRdtFdZ7vqxq/kOFyLra8bi2tcNHPORnngA8FnyFADjKEDytyEjzGutYgaVnS3TbKbzijqsevWVzY8mA9cpJbYjOPPoQQA4AC35Ct0gE8B333NZntGX5NYbRdbDZ7zIiW++IQ3cY7ZARJSjfhCvzcSv7a/UnM8pmY1Cw+Te5Llmtrqn4kMqHNsuKJJUnz7kqUf01i8mzi9WM2opq2bySjb73zNv600ZxdSrQi6jjLWepHObq66b3uKj7Nn+DRWoOg+Kad2BVjcxZu5ZLlmXmDj28xxCmbYlaSCPK4d1DyN1A7ce/mqW6laFaTW7TDJb5FwiBarviK2HVot91lSeNPEkqZdU4AklSSd+EEjo6R58p3/UrPcolW2df8ruMyRZwBAdW6QuPsQQUEbEHcDp6+iu2vuumruTW6XaL9nt0mwpzKWJEdxaebcQk7gEAbfnPWejffaocRxj1G6mad3m+lZd1l9y5cINCR9PGOF9mUdWHswdsnm3tT13e6b9lJbkac1VsuFak2XRnGE4g7aoWQNstxbi3JcULXGPAVRgVbpUpY4UpUrc7gfXUd110n0Nx7B8jFmtrNkvePONJgrjOzHlSd1BJRI51PNgq3JBSevbp26DnB7UvPn8XjYW9ldwXZITqH40NTu6WVpO6Sk9Y2J3AB2FczJNZNUswsSMZybObrcbYjh3jvPbpc4TunjI6XNiARxE9IBrylo7EUpQUalopvK76b/XLK31vmSxfCfRuMp1nUw6dScYpNwjk1DVsrNWSftKSz3NWSLN0H06weXpplOqeUYfLzKVZpDUSNZI7y0dCynd1Qb8o7BW/nACT0b9Im1jbtD+hmpLVpxCVjEFzJ7elFqkOuKdjgiPuCpZ4unckfQCNqzXhuoObafTXJ+F5LOtLzyeF3udzZLg8wUg7pVt5twdq5czVfUe4sXKLOzC4yGrxJRMnJcc4ufeRw8ClbjzcKdgOgbCrq2CrVark5ZXTWbys1lbZu27czCwWnsDhMLCkqVpKE4ytGObkpLW1/e3pOOzLI1Rlum+lMbOdX73l2Jyb1ExO32mZFZXcpHO7qYKlp5xSyohRSAdydh1bVyrLpNptF1CaumNWKVarfftO5V37hZuMhAae5xkAhSVhRBS5sUk8J232rJs/VfUa6LvTlwy6e+rImmmLoVqH+Vttp4UJX0dIA6BX2Z1i1OjvMSGMzuKHItuVaWVBQ3RDUUksjo/BJQn+wVj8m4rVt6Tdba7e6l+Vc2S4U6J9K5vC5azl7sL51JS27fcaja9su4u1Wn2muAaWYtdpmkdzz24ZZbXLhIuEeU+hEFXAFBoBo7Dg4unfp8lXT5h3enGjGleX6MRHLFi0C75fItciXJFynyob6XgDzamQNkKbCtun8E9G56TWdsc1g1PxKyP45jecXW321/i4o7T3kp4vwuDfpRv5+Hav1F1l1Tg4v4GRM6uzVm5osCMl7YJaPW2FfhBHm4QdtvNVs8FipJqNTPWve8tme7d3K17GLh9P6IpzjKph7x9Hq6upDKXs5qW13ab1pJtXaSIaRsdjX8pStwcOKUpQClKUAqqdeP8ANWP/AHr/AP5U1a1VTrx/mrH/AL1//wAqaxsZzL+n5R0vBD/GqHe//wCWVRSlK1Z97FKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAVsnkS8la+616Z37LbZqbCx5pjJXoBivY+qcpSkQ4i+PnBKa2B5wDh4ejh33O+wxtXqh8lL/B9yf+u0v/AA+BWu0lXqYekp0nZ3/TJx0fhdJp0MXBThts+lM/Pze+Xevi19jV/H0+b3y718Wvsav4+tpUrTcrY34jPPU3QPysfHzMW/N75d6+LX2NX8fT5vfLvXxa+xq/j62lSnK2N+Ix6m6B+Vj4+Zi35vfLvXxa+xq/j6fN75d6+LX2NX8fWmY+t2lkvNladxsvjuX1EhcQspZd5oyUglTAf4OZLw2O7YXxjY7joqc05WxvxGPU3QPysfHzMW/N75d6+LX2NX8fT5vfLvXxa+xq/j62Ff8AILNi1pevuQT24UCOUJdfcBKUla0oT1AnpUpI/TX6td7td6MxNslB82+UuFJ2SpPNvIAKkdIG+3EOkbjp66crY34jHqboH5WPj5mO/m98u9fFr7Gr+Pp83vl3r4tfY1fx9bSr8uOIaQp11aUIQCpSlHYADrJNOVsb8Rj1N0D8rHx8zF/ze+Xevi19jV/H0+b3y718Wvsav4+tSYLqzp5qU9Oj4RkzFzct3Ap9KWnGzzayQh1HOJTzjSilXC4jiQrhOyjtUupytjfiMepugflY+PmYt+b3y718Wvsav4+nze+Xevi19jV/H1tKo9I1Bw6Ld5FgfvjQuESZEgPsBCypuRKSVMIOw28tIJB6h5yKcrY34jHqboH5WPj5mTvm98u9fFr7Gr+Pp83vl3r4tfY1fx9bByLIbNidin5NkU9uDa7YwuVLkuAlLTSRupR2BOwH0Cv3e75asctq7vepYjRG1ttqcKFK2U4tKEDZIJ6VKSOrz/RTlbG/EY9TdA/Kx8fMx383vl3r4tfY1fx9Pm98u9fFr7Gr+PraVKcrY34jHqboH5WPj5mLfm98u9fFr7Gr+Pp83vl3r4tfY1fx9bSpTlbG/EY9TdA/Kx8fMxb83vl3r4tfY1fx9Pm98u9fFr7Gr+PraVKcrY34jHqboH5WPj5mBMo5B2VW/LcNty9bba6q6T5TKHBiS0hoohPObkd3Hi3CNttxtvv07bGU/N75d6+LX2NX8fWl87/fB02/paf/AIZJqd14tK41f+Rnr4H6Ckknho5d/f0mLfm98u9fFr7Gr+Pp83vl3r4tfY1fx9bSpXvK2N+Izz1N0D8rHx8zFvze+Xevi19jV/H0+b3y718Wvsav4+tpUpytjfiMepugflY+PmYt+b3y718Wvsav4+nze+Xevi19jV/H1omfyh9JYOpdv0lOVMvZFOkOxS00hRZjuoQFFtx7bmw5uptPN8RXu4jdI3qWXrOcQx2/2TFb1kEOJeMjccatUJa/v0tTaCtfAkdOyUjpUegbgb7kAuVsb8Rj1N0D8rHx8zJXze+Xevi19jV/H0+b3y718Wvsav4+tNua16Wt5p4vlZhFN859MRTSW3FMokqG6Y6pATzKXjuNmisLO42T0iufnWp2DabMRHsyvyYSp61NxI7bDsmTIKRurm2GUrcWEjpUQkhII3IpytjfiMepugflY+PmZV+b3y718Wvsav4+nze+Xevi19jV/H1py7606W2TFLbm03MoTlnvKubtz0QLlLmr2JKGWmUqccUnhVxJSklPCriA2O0ixnJ8fzKxxckxa7xrnbJqONiTHXxIUN9iPpBBBBSdiCCCARTlbG/EY9TdA/Kx8fMyD83vl3r4tfY1fx9Pm98u9fFr7Gr+PrZ7zzMZlciQ6hpppJWta1BKUpA3JJPQAB56rjD+UXo/nV6vdmxzMYrqsfgpuUuQ+lUZkxdyFPtrdCQ40nYbuo3R5afK6acrY34jHqboH5WPj5md/m98u9fFr7Gr+Pp83vl3r4tfY1fx9aVxbXjSPMnZrNizaHx2+Iq4Pia27C/yNP4UlHdCUc4wNxu6jdA3G6ukVysG1i021JlyIGGZO1OlRmw+plcd6O44yTsHm0vISXWiegOI4kHo6emnK2N+Ix6m6B+Vj4+ZmD5vfLvXxa+xq/j6fN75d6+LX2NX8fWmsn1q06w/LGcHvd0uPfp5liQI0OyzpoQ28taG1OOR2VobClNrHlqH4JPV01/ci1r0txPKGsNyHMIsO7OlpKmlNuKbYLp2aD7yUltgrP4IdUkq829OVsb8Rj1N0D8rHx8zMnze+Xevi19jV/H0+b3y718Wvsav4+tpUpytjfiMepugflY+PmYt+b3y718Wvsav4+nze+Xevi19jV/H1tKlOVsb8Rj1N0D8rHx8zFvze+Xevi19jV/H1F3OQdlSdTY9g8dttLi7E7L5/wAEl7AB9CeDg7u+vfffzdXnrfVQR/8Afyif1Vf/AL21Xj0rjXtqMlHgfoKOzDR8fMzR83vl3r4tfY1fx9Pm98u9fFr7Gr+PraVK95WxvxGR9TdA/Kx8fMxb83vl3r4tfY1fx9Pm98u9fFr7Gr+PraVKcrY34jHqboH5WPj5mLfm98u9fFr7Gr+Pp83vl3r4tfY1fx9bSpTlbG/EY9TdA/Kx8fMxb83vl3r4tfY1fx9Pm98u9fFr7Gr+PraVKcrY34jHqboH5WPj5mLfm98u9fFr7Gr+Pp83vl3r4tfY1fx9bSr5yZMeHHdmS322GGEKcddcUEoQhI3KlE9AAAJJpytjfiMepugflY+PmYx+b3y718Wvsav4+nze+Xevi19jV/H1oDHeUxo3lb+Qt2HKVy2sZiszJrqIMjdTTiiAtlHBzjyB5HltpUkhxGxO9ciByjtGblb7vc42YkM2LuYTkvW6Wy8hUgrDCUtLaDjqllpwJShKieE9FOVsb8Rj1N0D8rHx8zO/ze+Xevi19jV/H0+b3y718Wvsav4+tb4dmuLZ/ZEZFiF4auMBbi2S4lKkKbdQdltuNrAW2tJ6ChQCh5xXdKUlKSpSgABuST0AU5WxvxGPU3QPysfHzMXfN75d6+LX2NX8fT5vfLvXxa+xq/j60NjXKP0by7Lblh9hzWG/KtcFVwekLCmozjKFKDimXlgIeSjgJUpsqSAd9+vbsMa110jy2Pc5dmzu3BqzMpkzlTeOFzMdRITIPdCUbsqIIDo3QduhRpytjfiMepugflY+PmZp+b3y718Wvsav4+nze+Xevi19jV/H1q626j4LeMIOpNuymA7i4juyzdS5wxwy2SFuFStvJHCrp+qu1sF+tGUWOBklgnImW26Rm5cSQgEJdZWkKQsAgHYgg9IpytjfiMepugflY+PmY8+b3y718Wvsav4+nze+Xevi19jV/H1tKlOVsb8Rj1N0D8rHx8zFvze+Xevi19jV/H0+b3y718Wvsav4+tpUpytjfiMepugflY+PmYt+b3y718Wvsav4+nze+Xevi19jV/H1tKlOVsb8Rj1N0D8rHx8zFvze+Xevi19jV/H0+b3y718Wvsav4+tpUpytjfiMepugflY+PmYt+b3y718Wvsav4+sx8uDk1XrQyz4jdbpqJEyNNzmyo6GmbGqCWiltKuIqMl3i36tth+evW6sD/K1f6G6df0tN/wCwmrsNpHFVq0adSbabPY8GNEYH/wCRh8PGM47Gr5buk816UpXSEBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFeqHyUv8H3J/67S/8PgV5X16ofJS/wAH3J/67S/8PgVqdM8wu/8ATM/R3Ovu/aNoUpSuaNyKUpQGX7JKu2I6ls2fSi85suNd8wkyL3iF9xk9xQ2333HJk5ieWUltBUS62OfcSrjCQkb7J/uFzF2bF8mvt5teoV31Zi2u8PXO3d1XVuPJcSpZbbjn9yISUhsMlocYB8ndXEK0/SgMQ2e25vPsWoNhtDGQ3GwS7TYJcVt1m7uM98BcR3QGlXNSnlrDSWy4UhKOgHbiCqn0vFs6zHUO12HIZWWs46/qJkSpoizpURLluTbQYyFONKSpLBeHkgKAJ3A6zWoKUBk02rLYycUs+obGodywW0y8ogKbtEm4LuBdauARa3JKoyhLeaEYOJQvdSeIoU4elKqmWk2Q5m5yR5GQwLbdMhv6IN6chQ7w8ZEuUUyZAZadUlRLiuAJTslXTtsD071bGc6Y4HqUzEYzfGo10EBS1RlrUtDjPGAFhK0FKglQACk77K2G4OwrvbRaLVYLXFsljt0aBb4LSWI0WM0G2mW0jZKUpHQAB5hQGSeTirJsQ1Vg48w7fcgxeXaWrcxld3x6ZEWyiO1uzZENLShLKW1KddEhQUFgBtSivY12+qs6yTtbc+tOZ3TUruOBi9oesUfFn7iENXBwzN1JEM7CSeBvm+d+9nZW/Ua1VXAjWGzw7zOyGLb2Wrlc2mGJclI8t5tnj5pKj9Cedc2/2jQGSLu3qK8zMXrs5qA3kqMJtCsTGMLmpZN67mX3Z0QjzRld182CJH3rgKNvI5yu5Fq1Yi52/dJsC6M3C4ZTghuz0NCktPNohlM3pR0KaSvcK/i/TWraUBhi8WvNn7Dqji0JrK8xk3vFMhU/dpCLzGXHfL6DHjPQpZ7lU4UrUhpUUDZDKvJCVAmeZ7iGe4Be8xxzT64ZrMtMyw4tPbekXKXOWu5C9rbmLbdcUooUuMlBdQghPCAeECtV0oDK0zEs+hXiRqJFuOZu3xGsEaDHZVcZRit467NZZfQIvFzJYLLjyysoJB2IUAhO0TkS8qsl8xBWRDUuPqBcNTmId6mqnSRZJduVPcLbbQK+5FsFhLQS2ynnk8C+cAAdJ2rUKtuiulNnzBWfW3BLUxflOuyEy0tdLTzoIddbQTwNuLBVxLQkKVxK3J3O4E1pSlAKUpQEEzv98HTb+lp/+GSandQTO/3wdNv6Wn/4ZJqd0ApSlAKUpQGLoInYvyjLy7pE5mLUpd+CZ+K3jH1PQiqfP525y2ZZb2jtLQy1KQrniCeFISN+BMrvOnut8PVnEszyHHcTusqbm/PP3GHc5a3IVrREloZYCFRQGm0IWSfLIW8vpICt06kS22lSlpQkKXsVEDpVt0Df6a/VAY5xe2ahYTLgWTHb3nD+cr1AcXPskm3nvG5Z37opyRIUvmQzwiItTqXQ6XecCU9P+bFrapXWDFyjHdVcfv11tM6HFuliLsjEp1xiutF9vnW1tNJS80vnI4Lbn4C0pVsVBSSbwpQGNdKsVzXS7K8L1h1Mst3dtFzGZKkoRbFuP2R+63OPMivOxWAtTXOMsOIUEhXNqdCFHpJq9NDLZfUYjlV5RBes3hNkd0vFnjz4qkKjx3lANOOMEpUnjUkvFB4VffNjwnfa1qUBFnLZeVYPd7dn8hnIFvxZKH0WmCqMp9hTZBaQ2p1ZKyOIA8Q3JHVWNdN3M8vOM53juEQci1AxO74/fIwhZNZVwpURMTmoVtjJlJQyX1PNNOKLY3UkJSVLCyrfedfltttlAbabShCepKRsB+igMWHA5WpV4dsuRZPn+otkc05vdluVznY0q1zLGXhH2aiI5llMiRI5sgoWlxY7nTusBRCp3g9zy7I9XLTnN4vU27Y7gmK3JuZPaxCXakuOvlghpLLu7z7wRHUtSGkcKd0gAqUEp01SgMu6qxl2jNszy7B8r1MiZ5dWrabHbIlpdNrmraYSGUE8yppxoqWsO86tJbJcI4OhR4eZs3i0Ylrdpfd8Tu1zyjUKXJesKo9teeYniZBZYZ/yhKS20I7iFJVzik8KWwrqI31dSgOFZYcq3WaBb5ssypEWM0y8+et1aUAKWfzkE/prm0pQClKUAqCP/v5RP6qv/wB7aqd1BH/38on9VX/721QE7pSlAKUpQClKUApSlAK6XNoduuOGX+33i2zLjAlWyUzKhw0lUiSyppQW00AQStSSUpG46SOmu6pQGSuSLd8ljZDd1Qr5keQ4ZPhzri7NvthVFlwVxnmYluZS9zTXdBcgR0rUlKDwlsbniUeKbW7K7/p3pdeda8iwa53DKc4ubc2PZWorjjsJpezcBh/m0rU2llgJW8oJJStTvCCSAb9bbbaQlppCUISNkpSNgB9AFfqgKu0GhRU4hebrEvbtwvN9vEi5XeW7aZMBnu9xpoFLLEhKF8yhtLKQf43CSTxcW0vtMHJ49gnx84uUG+POBzYW2AuKFMlAHN8CnVkqJ4uniHWB0bb1IqUBijQfI7ti+fymMGl5jkuncITrbcIN/wAaWmVY7dboXC001IDTZedEzn4oY++qKUEk+TubQ0duNn1iz+Xqfmtmnw71KshtltxyfZJLTdstndCH1CQ660GnZS3EMqUErUlHAAgq8pZ0I000ykoZaQ2kqUshKQAVKJJP5ySSfrNfugMqWrTPVq96Z4va4tgx+TYLO7d502yXqZJhuSZ3dryoqlIbjuhxtsHnEoO26+BX8UVc3J0hZJbdDMHt2W2xm33SLZIrL0Zpa1c2EoASFcaEKC+EDiTt0K3AJA3Ni0oBSlKAUpSgFKUoBSlKAVgf5Wr/AEN06/pab/2E1visD/K1f6G6df0tN/7CaysD/wBRDvKMTzMu4816UpXYnPClKUApSlAKUpQClKUApSlAKUpQClKUApSlAK9KvkyMEiZLoZklwfyPI4Ck5jJa5q3XV2M0QIEE8RQg7FXT1/QB9FeateqHyUv8H3J/67S/8PgVqdM8wu/9Mz9Hc6+79o0r4o7d6b5v2hkftp4o7d6b5v2hkftqd0rmjckE8Udu9N837QyP208Udu9N837QyP21O6UBBPFHbvTfN+0Mj9tPFHbvTfN+0Mj9tTulAQTxR2703zftDI/bTxR2703zftDI/bXFzbVW+Y7m8XAsV02uOVXF61Lu7vc1wixUtMJdDW2760hSio9QNcvE9ZcLyXE5OWXGUvGkW2c5a7pEvqm4r1vmtnZbDvlFBV0gpKVKSpKkqSSDvQH88Udu9N837QyP208Udu9N837QyP213dx1BwO0W+Jd7pmdkiQZ7anosl6e0hp9CeHiUhRVsoDjTuR/KH0118zV3TuDmdmwGRlVvF5v8Nc6AyJCCHmgpCRsd+kqLg4QPwtlbdVAcTxR2703zftDI/bTxR2703zftDI/bXYzdT8Jat1/mWvI7ZdpGOQpE6bChTWnX20tJKlApBJSd07dPnrpc01vxfBdHmdYry0tMGXBiS4sNTzTbz7klKC0wFLUEcRKxuSdgAo9QoDk+KO3em+b9oZH7aeKO3em+b9oZH7a6462w46bWq4Y+pAut1tVoZVGuUWWnnZzZWlW7SyQhGxG6gOLrTuOmuxxDVuz5bbYt77j73W1+JOlOSZcxhAZEaUqOsKRxcexKSrj24QOgkEgUA8Udu9N837QyP208Udu9N837QyP2139uznCrvAm3S1ZbZ5cK2kiZIYmtrbj7Dc84oHZPR09NfTH8xxPLA4rF8mtd3DKEOOdxS23uBKioJJ4SdgShYG/Xwn6KAjnijt3pvm/aGR+2nijt3pvm/aGR+2p3SgIJ4o7d6b5v2hkftp4o7d6b5v2hkftqd0oCCeKO3em+b9oZH7aeKO3em+b9oZH7andKAo7NdK4DOeaeMjMsyUH7pOSVKvz5Una3STuk79B6NvzEipt4o7d6b5v2hkftpnf74Om39LT/wDDJNTugIJ4o7d6b5v2hkftp4o7d6b5v2hkftqd0oCCeKO3em+b9oZH7aeKO3em+b9oZH7andKAgnijt3pvm/aGR+2nijt3pvm/aGR+2p3SgIJ4o7d6b5v2hkftp4o7d6b5v2hkftqd0oCCeKO3em+b9oZH7aeKO3em+b9oZH7andKAgnijt3pvm/aGR+2nijt3pvm/aGR+2p3SgIJ4o7d6b5v2hkftp4o7d6b5v2hkftqd0oCCeKO3em+b9oZH7aeKO3em+b9oZH7andKAgnijt3pvm/aGR+2nijt3pvm/aGR+2p3SgIJ4o7d6b5v2hkftp4o7d6b5v2hkftqd0oCCeKO3em+b9oZH7a4p0Nx1V1TfDleaGeiOYqX/AAhkcQaKgoo6+riAP6Kj+M8oK55lqbFw/HNNbnIx9x65xn773ZG2aVDdDC3FMc5ziGy8FoBIKlFO4Ttua7bAdZp+eTZMtjDmoWORnZyDdXbywpwIjOuNc4qMny0pWpokEn8Eg0B2nijt3pvm/aGR+2nijt3pvm/aGR+2o5i3KGayCfjT9x08v1lxrNn1RsbvstxgtzVltbjPOMoWXWA822tbRWOkABXApQBt6gIJ4o7d6b5v2hkftp4o7d6b5v2hkftqO6269v6Wy28cxvCpWUZFIgCc1Fblsxm0JcktxWApTqhxqckOoQlKNz1klI2J5WQ60Xm25BasUs+nrsy7zrO1d5UWbd40FUIOL4EsqKipK3OILGyCR5B6TQHceKO3em+b9oZH7aeKO3em+b9oZH7a6zLtZrlZMiuGMYppnfMum2G3M3O+C3SI7YhId4i20jnlp599SW3FBtHmA3IKkg9c/wAoy2XuRCiaUYhc87efx+NlEkQX2YqYlvk8fc/Ep9SQXnead4Wuv72riKRtuBJPFHbvTfN+0Mj9tPFHbvTfN+0Mj9tSPD8rs+c4taswsDrjluvEVuXHLiChYQob7KSfwVDqI8xBruKAgnijt3pvm/aGR+2nijt3pvm/aGR+2p3SgIJ4o7d6b5v2hkftp4o7d6b5v2hkftqd0oCCeKO3em+b9oZH7aeKO3em+b9oZH7andKAgnijt3pvm/aGR+2nijt3pvm/aGR+2p3SgIJ4o7d6b5v2hkftp4o7d6b5v2hkftqd0oCCeKO3em+b9oZH7aeKO3em+b9oZH7andKAgnijt3pvm/aGR+2nijt3pvm/aGR+2p3SgIJ4o7d6b5v2hkftp4o7d6b5v2hkftqd0oCCeKO3em+b9oZH7aeKO3em+b9oZH7andKAgnijt3pvm/aGR+2sQ/KiYXGxfFMAfYv9/uBfukxBTcrm5KSnZlJ3SFnoP116M1gf5Wr/AEN06/pab/2E1lYH/qId5RieZl3HmvSlK7E54UpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBXqh8lL/B9yf+u0v/AA+BXlfXqh8lL/B9yf8ArtL/AMPgVqdM8wu/9Mz9Hc6+79o2hSlK5o3IpSlAKUpQFQ53atUrNrDD1BwPBbfk0ReNuWZ5uRe028sumSl1Kty05xJ2HmG4+uq1y7k76t3PvbqGq6xXsoVlEvIrvZrRLZajlD0JENluM9MjutrdYbZb8txlPHxukFskVqilAZ+wfQO42y/6f3i92KMtixQMoXPYnzWZzjEu5SIbiOEoYabO4Ze4ghtKUk7DcHevximkGc4bI0ruDGNWa4yMbsk2w3MqlJSqFzzjK2pDe6PvqWwyRwApV5Q289aEpQGQLRoPr9dsvi5DlcOBHXGxjILHLW3cIaY8h+YwlLRjsRorRbY5xAV9+UtwHbfpG6rhzTSu+5HydbZpi3FgvXiHAssdSXlgtByM5HU6Qoj+S2vY7dP6at6lAUFf9E8vmamXTJrbGt7dsk5hi96YSHgkiLAiqbf8kDoIURwp84qOv8nfPpOETccej21bsrDMhsJQqTuhUibcjIaBO34JbPSfMeitP0oDOmqWkD8SNml8jd47RZ3rRjXMpeaWYrz9umPvONSW2UKUGVpW0gqCVeST0EJ2r48md67ZPrDqhqO9YMct9sutrx22x3cffckwn5EYz1PBL7jLPPLSmQzxKDYA4gnclJNaRpQClKUApSlAKUpQEEzv98HTb+lp/wDhkmp3UEzv98HTb+lp/wDhkmp3QClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUBkq06JalXTlJTNSYmndowgQr3HEm+Wm9OIZu1uaQ6t1CoaW0B92SZKUuLdGyCyClSlJBPdx9BsivGU43Bh6U4xp1a8dl3Fy5XmzXMSH7zGkxZDBjBIaQ4pK1voeWXz5Kmk8PEdlDTVKAz1jWnOslxiadac5lYrFAsGm02HLdvsS5qeXeUwmFNREtRubSWCrdC3eNRCSgpTxhXELhumCW27ZZAzF+95IxKtyAhuJFvktiA6AVHd2KhwMunyj0rSSdk/QKklKAztyqNNMj1LveIWyDo3Zcytsd92S7NVd1WyfCcQ24UJTISgqaaLpjOFTawvdkgJPQRw8g0bzdGJ2yxXbSfFNRcifxCPj0vJ7pd+B9iShKwVL51pSi2FL4w42edUoHdO+xGlaUBQFnwTXDSKdIfwu22nO3r9YbTAmTrpdlQXI90hRu5zKdBbWXWXRwrUEnnApJACuLcdRg+imp/J5lok6bWq2Zq3dsUtNguTcy497lR58DujglJJQsKYcEpfEgeWnm0lIVxHbS1KAiOkuEyNOdN7BhUya3LlWyIESX2wQhx9SitxSQekJ41K23821S6lKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAVgf5Wr/Q3Tr+lpv8A2E1viqC5SmkeHazZtpxjWcxn5VshLulyMdt0oDy20MJShZHTw+WSQCCdh01kYWap1oye5lGJ5mXceTulWgmq2tEvufAMTkzWEr4HZzmzUVk+fidV5O4+gbn6q2Tpx8mDZYzLUvVXPX5kggFyHZUc20k+cc84OJX5+BP5q29ZLHZsatMWw49a4tut0JsNRosVoNtNIHmSkdArm1uKuPqTyhkjn7FJ4hyMOTVhoCoel1uuT22ynbupc/i/8DxU2P0JFT6Po/pLEQG4ul2IsoHQEt2SMkD9ARUupWK6k5Zts9siAq0Y0fukmexctKcPlNhxGyXrHFWB5A6t0dFVtmfIK5NmXFx+Nh7+PynNzztomONJ3/3SipsD8yRV9Qv3dP8A94j/ALaa5tS9LOD9lsrp+79X+WebmsHybGW4xCdvel2WM5AylaEi2zkCPKJWsJSELBLazuodfB+msiZTiOT4ReHsfy6wzbRcWD5ceWyW17fSN+sfWOivc2//ALha/wCNh/3luovqxorpzrVY+8ef48xODYV3LKSOCTFUetTTg6U+bcdR2G4NZlLHyil6TM8TbqOPYv35HiHSr75THJGzfk+z3Ls1zl6xB97gi3ZtvYslR8luQkfgK8wV+Crbo2J4aoStpCcai1ovImKUpUwKUpQClKUApSlAK9KvkydM9PMx0MyS6ZXhNlu8xGYyWEvzITbrgbECCQkKUCdgVKO31mvNWvVD5KX+D7k/9dpf+HwK1OmeYXf+mZ+judfd+0aV8RGi3qrxb2Wz7tPERot6q8W9ls+7U7pXNG5IJ4iNFvVXi3stn3aeIjRb1V4t7LZ92p3SgIJ4iNFvVXi3stn3aeIjRb1V4t7LZ92p3VH4rmWts7XC/wCm98v+HKtWN2u1XmS8xaJDb0hmY7LQWklUghCkiJvxEEHj6uigJr4iNFvVXi3stn3aeIjRb1V4t7LZ92uts3KM0tvd1Fuauc+IxIalPQLlOt70eDcURkKXIVHeWkJcCEIWo9W6UqUniSCa6mbyocEOO327We2ZDInWuxyMggwJNnkR3bpCa4QZEcLSCtoKW3xHbiSFpJSARuBKPERot6q8W9ls+7TxEaLeqvFvZbPu1XMTlTFy84UqVhGQi35Xh0rIjCi2aQ/cG32noqdkoSP8zwPuK4iBxbJ26wDalx1Uwq24PbdSHbm47jl1XADE1phakhEx1tplxaduJCOJ1HESBwgkq2ANAcHxEaLeqvFvZbPu08RGi3qrxb2Wz7tfFrXnTORLvcCLfFvyLBfYuNy2m46yoz31hCG2+j74AsqSpSdwktubnyDtFdGuUlatQY1qtmRWy4268Xa4XS3RpAtb7dtkvxJMhPMNSFApU5zLPGRvseFex3BAAmHiI0W9VeLey2fdp4iNFvVXi3stn3ahuI8pGFfcowjFRZLpcGcrxp2/G/R7S+xB2RzBCkhe/C3s8eIqUeAhKT0qrurXylNL7qiZIbk3ePFYtsq8RZUq1Pss3KFHALz0VSkjnQkEHboJBCgCk70B3HiI0W9VeLey2fdp4iNFvVXi3stn3ajr/KNwq44/fZ9pk3K0SLVbGbw05ebHJaTIguuBCJTTaglTrZV0dBBBI3ABG/Zy+UFp7Dy53DnRey/FvLGPy5qbQ+YMa4PhvmGHJHDwBThebA2JAKhxcO43A5/iI0W9VeLey2fdp4iNFvVXi3stn3a6a6cpTTO03QQJPf5cVV6j463dWrLJXb3Lk9JTHEZMgJ4CoOrCVK34QQocW4Iq1KAgniI0W9VeLey2fdp4iNFvVXi3stn3andKAgniI0W9VeLey2fdp4iNFvVXi3stn3andKAo7NdE9IGM808js6Z40hqTdJyHkJtrQDiRbpKgFDh6QCAfzipt4iNFvVXi3stn3aZ3++Dpt/S0/wDwyTU7oCCeIjRb1V4t7LZ92niI0W9VeLey2fdqd0oCCeIjRb1V4t7LZ92niI0W9VeLey2fdqd0oCCeIjRb1V4t7LZ92niI0W9VeLey2fdqd0oCCeIjRb1V4t7LZ92niI0W9VeLey2fdqd0oCCeIjRb1V4t7LZ92niI0W9VeLey2fdqd0oCCeIjRb1V4t7LZ92niI0W9VeLey2fdqd0oCCeIjRb1V4t7LZ92niI0W9VeLey2fdqd0oCCeIjRb1V4t7LZ92niI0W9VeLey2fdqd0oCCeIjRb1V4t7LZ92niI0W9VeLey2fdqd0oCCeIjRb1V4t7LZ92niI0W9VeLey2fdqd1mrUPXnNLfrhA00iZTi+JsJvkWO1HvcV5Lt2h9y88483IKg2EF1SWAlIUrjI3I3oC2vERot6q8W9ls+7TxEaLeqvFvZbPu1HMwyLWSw6gYvjlrvuKS42S3ZxIirtL4ej21lBcfdU4H9ipI4EA8GxW6jcAV0d/1J1owvIb/bpb2MZO3j2Iy8ilMQLc9EcS9uUxGSpTyx98Lb5PRvs39YoCf+IjRb1V4t7LZ92niI0W9VeLey2fdqBaNa63nPtQ0YgnI8Xyy3PY4b49crFGdji3Pc80huO6lxxfHziXHFJIII5lW46RV0M5Fj8m6u2GPfbe7c2BxOwkSkKfbHR0qbB4gOkdY84oCKeIjRb1V4t7LZ92niI0W9VeLey2fdqnNR9fc7ha6MaYxskxnCoUS8RUMd/ozwN7imIHluNyOJLaUKecTHCU8SwpCidgQDaVlzrP3Ncp+nmR2mxRrIqxO3i2OQ5Dr0paUSkMhTxUlKElQVxcCQrh6PKNAdj4iNFvVXi3stn3aeIjRb1V4t7LZ92ojq/qlnGm1/hmNecUkNXGfCiWvHFx3u+VyS66htzge4w2hYKlkboKdkdJG/R1GS616mwMZzHV6zQLA7huE3OXFkWt1p3vhNiQnObmPofCwhtYKXihsoUCGxuocXkgWL4iNFvVXi3stn3aeIjRb1V4t7LZ92q7uutepN0g6hZ7hUTH04pp1PfguRZzTq5l37lYbelrQ4lYSwBzim0ApXupsk7Air2ts5m6W6Lc44PNS2UPo36+FSQof8jQEN8RGi3qrxb2Wz7tPERot6q8W9ls+7U7pQEE8RGi3qrxb2Wz7tPERot6q8W9ls+7U7pQEE8RGi3qrxb2Wz7tPERot6q8W9ls+7U7pQEE8RGi3qrxb2Wz7tPERot6q8W9ls+7U7pQEE8RGi3qrxb2Wz7tPERot6q8W9ls+7U7pQEE8RGi3qrxb2Wz7tPERot6q8W9ls+7U7pQEE8RGi3qrxb2Wz7tPERot6q8W9ls+7U7pQEE8RGi3qrxb2Wz7tPERot6q8W9ls+7U7pQEE8RGi3qrxb2Wz7tPERot6q8W9ls+7U7pQEE8RGi3qrxb2Wz7tRC86eYJherWGSsRxC0Wd6Tbrw28uFEQypxI7lIBKQNxvV1VW2f/vp4N/wN5/6RanT99FGJ5qXcd9SlK2BoRSlKA4UL93T/APeI/wC2mubXChfu6f8A7xH/AG01za9ltK6Xu/V/lnXX/wDcLX/Gw/7y3XY111//AHC1/wAbD/vLddjR+6iMeel3L8s4N9sVnyezy7BkFtj3C3TmlMyIz6AtDiD1gg15S8r7ko3PQPIfCHHGnZeE3Z5QhvElS4Lh6e53T17bfgqPWBsekdPrRXRZxhON6i4pcsLyy3NzbXdGFMPtK6xv1KSetKknYhQ6QQDV+HxDoSvu3lrR4T0qxdfNGL/oVqRccHvLbjkdCuftswp2TMiqPkOA/T1pUPMpJFV1W+jJSWsiIpSlSApSlAKUpQCvVD5KX+D7k/8AXaX/AIfAryvr0j+TP1Tw7C9D8ktN/euyJK8wkvpESxzpiOAwIIHlsMrQDuk9BO/V0dIrU6Z5hd/6Zn6O51937Rv2lVz90Dpl+VZH2Tu3w1PugdMvyrI+yd2+GrmjcljUqufugdMvyrI+yd2+Gp90Dpl+VZH2Tu3w1AWNUOgabQ4WpmTakKuTrrmS2W22Z2GWwENIiOSlhYVvuSrutQI26OAfTXVfdA6ZflWR9k7t8NT7oHTL8qyPsndvhqAgmH8jjT7FFSIJt+LP21UCbbmHWcShRruhqS2ppXHcUDnFqDbi08QCVKB8oq6d+w0+5K+J4NDu0AR8VAuVifx4TLRh8G1T+5nQErLshkcTqiEpJACUFQBKdwNpX90Dpl+VZH2Tu3w1PugdMvyrI+yd2+GoDjYNotIxS6Yxebrl67vLxjFH8TaUICY6Xo63Y60uKAWrZaUxUpO3QeIno6q7S36S2iLow3ovMnOS7eixmyLlKbCVqRzZRznDuQFD8IdPQQK4n3QOmX5VkfZO7fDU+6B0y/Ksj7J3b4agIvifJYxrFsiwbIfCW4TV4dFcU+062kJu1zV3Qe+D+3/xQqbNXsOjif3/AIoqQY5odAx2xYXY2r++8jDchnZA04phIMlcnu3dtQ38kJ7uV0jffgH01yPugdMvyrI+yd2+Gp90Dpl+VZH2Tu3w1AdTjnJ/axiNgEOBljq2cLx2TjElDsJKu+UN8McW/lDmVhUdBBHF0FQ26iIxh3I9w/DbNdLBbk4syxLsMuwRJ0LD4US5ssvoCON2W35bygkbHoQFdatzU9+6B0y/Ksj7J3b4an3QOmX5VkfZO7fDUB12a6A27M1SFPZHIi90YmjFSER0q4W0yG3+e6T+Fu2Bw9XT11zblonBuMa8xlX59AvGZW7MFkMJPNuRHojiWB09KVGIkFXWOM9HRX0+6B0y/Ksj7J3b4an3QOmX5VkfZO7fDUBTeWaR5/esgt+nuLR8vt+MRs9g5Q+iei3962mGLiie8pt9ClSXA4tB4GVJBStzyiEo2rVVVz90Dpl+VZH2Tu3w1PugdMvyrI+yd2+GoCxqVXP3QOmX5VkfZO7fDU+6B0y/Ksj7J3b4agLGpVc/dA6ZflWR9k7t8NT7oHTL8qyPsndvhqA5ed/vg6bf0tP/AMMk1O6oTNNddOZGdaeyWpOQcEW6TVucWL3RJ2NukJGwMfdXSR0Dc7dPUCamv3QOmX5VkfZO7fDUBY1Krn7oHTL8qyPsndvhqfdA6ZflWR9k7t8NQFjUqufugdMvyrI+yd2+Gp90Dpl+VZH2Tu3w1AWNSq5+6B0y/Ksj7J3b4an3QOmX5VkfZO7fDUBY1Krn7oHTL8qyPsndvhqfdA6ZflWR9k7t8NQFjUqufugdMvyrI+yd2+Gp90Dpl+VZH2Tu3w1AWNSq5+6B0y/Ksj7J3b4an3QOmX5VkfZO7fDUBY1Krn7oHTL8qyPsndvhqfdA6ZflWR9k7t8NQFjUqufugdMvyrI+yd2+Gp90Dpl+VZH2Tu3w1AWNSq5+6B0y/Ksj7J3b4an3QOmX5VkfZO7fDUBY1UPqryc8m1fzi5P5JqIlvDZdn71t21NsaXKbbfebcmNNPdHNBXccQpcIWsEubcOySZl90Dpl+VZH2Tu3w1PugdMvyrI+yd2+GoDvImBtN6lXDUqfdXpkh61s2i3xFICWrewlanHijp8pbyy2VK6Ohlsebc9A/ohZ7jjeoNkvF6mypeo78hy53BKQh1ppTSWGGWh0gIZZQhIB3BPGojdZr9/dA6ZflWR9k7t8NXxPKN0nEsQDdL6JSmy8GPBa684Wwdirh7m323IG/VuaA/GJaO3a1Z9A1Ey7N0Xu42eyyLFbm4lpbt7Tcd9xlbinQlay6smO3t0hKfK2TuasJqy2Zi4uXdm0wm5zw4XJSWEB5Y6OgrA3PUPP5qg33QOmX5VkfZO7fDU+6B0y/Ksj7J3b4agIrqfoJmeqOYXEXXUlDOGXG1Lt67cq0svSmkvLR3Q2y6dg2CllBS4oLWlS17bbJIlmW4Hfot9kag4LLbXf42NKx+3w5SRzG6pDbodWsnfo4OkecfX0V+fugdMvyrI+yd2+Gp90Dpl+VZH2Tu3w1AcXUTSLJ9SDLst31HU1i9wfjPSLYi0NGQgNKQsoZlcQLaVKbB3KFKG52UOjbqch5O0i+MZBijOoMuHg2VXJdyu9iRAQp1wurSuSy1K4gptl5SSVp4FK8tfCob9Eg+6B0y/Ksj7J3b4an3QOmX5VkfZO7fDUB0N85PEiY/l1sx3UCVZcWz2WZt/s6Le28pbq2W2X+5n1KBYDrbSQocK9iVKTwk1b8WMzCjMw4yAhlhtLTaR5kpGwH9gqvvugdMvyrI+yd2+Gp90Dpl+VZH2Tu3w1AWNSq5+6B0y/Ksj7J3b4an3QOmX5VkfZO7fDUBY1Krn7oHTL8qyPsndvhqfdA6ZflWR9k7t8NQFjUqufugdMvyrI+yd2+Gp90Dpl+VZH2Tu3w1AWNSq5+6B0y/Ksj7J3b4an3QOmX5VkfZO7fDUBY1Krn7oHTL8qyPsndvhqfdA6ZflWR9k7t8NQFjUqufugdMvyrI+yd2+Gp90Dpl+VZH2Tu3w1AWNSq5+6B0y/Ksj7J3b4an3QOmX5VkfZO7fDUBY1Krn7oHTL8qyPsndvhqfdA6ZflWR9k7t8NQFjUqufugdMvyrI+yd2+Gp90Dpl+VZH2Tu3w1AWNVQayT5Nu1CwWREWErMW7p3I36OGN+yu5+6B0y/Ksj7J3b4aqr1Y1Vx7K89wpjEYN5uMpiPdStp+0yoCQlSY44iuU22kgbdPDufqr1O2w8aUlZ7CW+GF3L5Y7tTxhIXw8Cerfbfqrr5eslqs0pUG5ZFa+6kfhRuMKeH/AOWk8X/Kugutrus+AzMZcjtXiLxLa235lQP4TK9+lSFAAE7dYCgBttXGtF6fuEV2LYrRCgy4iublw5LhaXHcPT0pQghST1hQOxHVU1OXSVOhSeWqixbBqrYb24GS1MaUepaojyEH9K0Db/nUyYfZkth6O6lxCupSTuKozujUFpZJtWPSEfQJ77R/7Kq7ex5RktskBcmwrjgkBfMyUvtq/P8Agq/TtvVsa7XvGJVwMWr08mWlC/d0/wD3iP8Atprm11Ngnt3NUuY0kpDi0eSrrB4ADXbVlNp5o1EIuCcZLO7/ACzrr/8AuFr/AI2H/eW67Guuv/7ha/42H/eW67GvX7qIR56XcvyxSlK8LjPnLT0Aa1t0sfm2iOk5PjSFzrYoDpfQBu7HJ/1kjdP+slPmJryOWhba1NuJKVJJBBGxB+ivfSvJ3l36Jx9J9YXb1Y4fMWHLgu4xkJHkMyNx3Q2PoHGeMDzBYHUK2ej63/if0ItGbKUpW1PBSlKAUpSgFeqHyUv8H3J/67S/8PgV5X16ofJS/wAH3J/67S/8PgVqdM8wu/8ATM/R3Ovu/aNoUpSuaNyKUpQClKUApSqr5Rj92Th1kt1pyC62VV2ymz21+VbJSo8kMPSkpcSlxPSndJI6KAtSlZpzTUy5clzJ5cK7ZXkGbY05iU+/NwLi63IuMKXHlRWGkCRwhSmpCpYQOc4uFTRIO24r9vcqvMLbil9uc/TGNKuttk2JmGmFMlogSzcri3C5kvyYrSkPNKc4lAIUkpKCCNyABpOlZyzrW3W234vkUK1YridvyrFsjs1snqN3fehuxZzkctrZUY3EVEPFtYUhPDspSSroBmGQa5XHGMZz273TGoqpmCv2+K+yxMUWpDshmOtXCtSAQlKnyASnchIOw32AFu0qhsl5Sd9xS16iZfdMCjnGsGuwx+O63clKmXS5OLjtspSyGiltkrlNpU4VlQPFsggdPBZ5TOapxHIbk/pgJd1s0i3NtOwFT121xmW7zanlrciIfAY4VKdShlZ4eAj8I8IGh6VENKc5XqLhMPKHnbIt5519h3vNPXMihbbqkEBxbbSwfJBKFICkklJ323qX0ApSlAKUpQClKUBBM7/fB02/paf/AIZJqd1BM7/fB02/paf/AIZJqd0ApSlAK/iVJUOJKgR9INVHynpmc2vTc3rEFXbvfbJPduRoss5mHclWptpxTvczzpCULCghR2UlRQlQSoEiqVxh7Osp0fwzBNPJGo92mWPJlxcziybwLNdraU25b/cbsxJSvmlPSIzgc3cWpCgNz1ADY9KzlBvWH3zR8Tb1n2pWHQcQu06z3eCu+rfuzt1S7sI5mJLj0nylgtJbXstLiAU9HCOO0/rpbcZ0Zved53dIFxl3yDbrzZ0x4yFSw6p8pMtxtJ++cyGQttspRzgWfKG2wGla/hISCpRAA6ST5q6S8ZhbLJebfYpcO7OyLkpKWnI1skPsIJVwjnHUIKGxv1lRGw6eqqH5YqNSDCtSLM1l8jEpzKrbMZxO4NRZ4uUiQy1HU4FqQt5ngW8C22rpUUlSSkdAGlOvpFKyLK1By7Va8Y9iOmFxzjI8atuIRrw9It90j2GdPkrkPR/8qkFKFoW2YzieZbSlKnFL5wgIG/bZmpee6Q41mWCalakR8ly9EbH7G25elQy3NUtTbj8piPs0VMJQ847wdCuYIG+4NAakpWPLtm+os3Kc/vlxc1BexXSe6NWUTLJfI0Pmmo8GK/ImPR3Om4PKLylrQ4ObDYQEBSyqr61X1SveD27Cjh2ORcgn5tf2LFERLmmGy3zsOTID61hCzwgRukBJOyjsNwAQLJpWfcg5Td9xe1qs17w23s5mjJ/BhUdqdIftoX3J3Z3SHW46ni3zBHk8zxcZ4eryq5do5QGd5P4H2nHtNIibzkkm6x5QuU+REiRUQVIC5DalR+ddbcSsFv70kkqAOw3IAvelVnrRqpeNOWrZGxyHj8243HnnBGuc+SytTbYH+aajR33HCSoAnhSlPWT0gGL4Xyjb3qPeMNj4jg0dFsyHEY+YXKZcLipo26Op5TTjCUIaUXnQoeT+CkhKiSnYBQF6UrMWf606r5NyX821hsVht2N2Odhk2+YzcIt5cXdmQWuOM461zIbbUtBC/JdVwHYHi6xamneo2aXnNLrgGoOJWyzXSHaYV9iqttzXMaciyHHmubcK2myl5C46grhCkkKBB6xQFk0pSgFQR/8Afyif1Vf/AL21U7qCP/v5RP6qv/3tqgJ3SlKAUpSgFfxKkrSFoUFJUNwQdwRWfuWS9q1EweBK04XfDb+OTGujWPz0Q7mqS82GreptxSkktJkrTziELStQKdtxxCuhXrjimF6TYfgOH6gSbXOubcu0x7rlqG2ZNmjwVc1ILyOFKFvtHhZbR0hSylRKkhRIGoKVlTTPLrzrNjukuEnVC9iBc8SmXi83W03DmZ9xlxXI7IaVJQONGyn1LXwFKiQkE7bg8awZvn+ZZfZNA7tqBd2oDOS5TbZeRQnUxrjcolrRGVHjc+2BwO/5ZwuuICVq7kV0jiVQGtKVV2it7vLcbNcWvl7n3xrC8gdtUOfL++y34vczD6UuKSAXXEc8W+LbiVwAndRJMzseUM5fY5dwx6NcIrjZcYaFztz8NXOhAIPA8lKijyh5QG3QR1g0B3vEni4eIb7b7b9O1f2secn6+5O3rDeMd1PyXUOzZpcreqxAXGTGnWqbcmWBLkuQlpC22uBt9txtoBscHFxpUQoCz9G1XtvVa/2/Fc6yDLMCgWzuefPvc7uzfIEv7KREdIG6EtBwOoT97QvmwgAhYAF6UrN2UO5jmDermfM6o5BjcjTeZLh2KFBkJagM9y29mUXpbJSRKDinTxBzdIbA4Ak7qPTWLKM11tGoOXTc8v8AhzuBwrabRb7XK5hlD7tmjXByTKbIIkpU5JLYQ5ugIaOwCiTQGqqVmnG7ll2vM25T7nqDkOGd4cYsdxhMWeWIraZk2F3S5KfTsefbSohsNObt/e17pJO4+mO8p3M5emujeUy9Mr9cZueQ7e/c3LdEZUwpT0Nx1aGON5BCypsKAI24D1k0BpKlV5q9qfd9OsXsd4seJ997lf75brHGt8mWIvA7MXwJLjmywkJJHFsFdAOwJ2Br3KuVDfdPYtyx7N8HgM5nHvVtssCPAuD0m3S+7mXXmpBeDHPNoQ3Gk8aeZUrdoBIUFg0BoWlZ9Y5R2e3O24/AsumUJ7I75k72NoEmfJi21QRBdliY267GDymuFvhI5niCgoDfYE2Jq9qLcdO7HAk2puwuXG4yhGZaus19lCtkKUrm0sMPOuqHD+ClHUdyQBQE+pVEYlyiMt1AOCRcR0/gd1ZVFucq4qn3Rxhm3JgS0RpHCQwXHSpajwAoQT0cXD01x52r2puaaTZhqLYsXtdmxRVhvb1muIvLhuyFR23ksyVRwxzaAtbZUEh4qSCknp3SAL/pVN6P6sZxe8ituA6i4nBtc+4YlHye3yIlzVMU4xxoadbk8TSAh8KcbUeArQeNQCvJ3NyUApSlAKo/lAm4jNMENrRGU/zF22D6lBG3DH/kgmrwqlNeOFWc4I2XS2VsXdKVJOx34Y56P7KbD1JvYQyPaskmSkSL7fWkMNncQre0W0OH/wCY4olatvoTwD6dx0UnwrVerjzlvlFm6wBsJccblvp/zTnmUk+dB6dukcJ2NcLIbIgRVu3zK74/EJA7laebjc4f5JWyhDm30jjA26669nKm7fCECzWeNBZQOFtDYASgfUAAKwsVpLDYN6tWWfQbnRnB7SGl46+Gp3je120l/tdlztEvX+PKdZtdyhS3kbF2BKUpISf/AJToHEB9KVBe3mIHRX1j5ihpzua/2K62l4Hbicjl9hX1h5niQB/tlJ+qoVz73Ol/nV84Txce/Tv9O9d1FzK7x0Bt0tvgdAK09P8AaK1OH4RUptqvG3Q1+zqcf/w/xVJRlgpqWSunlnvtut9rdpaGGXZtdxaMR9LrEjdCik7g/R/zqwqh+BQA9Caus1raUptC0gdSQtAUOj6djUwrsMPd00+nP7nyPHtenlFbYtp96bTOuv8A+4Wv+Nh/3luuxrrr/wDuFr/jYf8AeW67Gr37qNbHnpdy/LFKUrwuFUNy1tJGtWNC7uiNFDl4xwG8W5QG6+JtJ51A8+ymyobfSEnzCr5r+LQlxJQtIUlQ2II3BH0VKE3TkpLceM8C6VaXKa0wb0i1sybDoTBatqJRl21J6hFe8ttI+nhB4P8Aw1VtdJGSnFSW8iKUpUgKUpQCvVD5KX+D7k/9dpf+HwK8r69KvkyL/mVr0MySPj+AOXuMcxkrVITc2I4SvuCDujhX09AAO/V0/VWp0zzC7/0zP0dzr7v2je1Kgnhjqd6nXvb0Snhjqd6nXvb0SuaNyTulQTwx1O9Tr3t6JTwx1O9Tr3t6JQE7pUE8MdTvU697eiU8MdTvU697eiUBO6judYHYNRbIiwZEJojtS2JzTkOW5FfafZWFtrQ42QpJCgD0Gum8MdTvU697eiU8MdTvU697eiUB8IGgml8SBf4U+wvXteUwxbrzLvc5+4SpkVPFwsKefWpYbSVqKUpICSSQAemvo1onhneV6w3OVkF4ivzLfN2u18lTFIchSESI3AXVnhCXW0qO34W3lb1+/DHU71Ove3olPDHU71Ove3olAcy/aU4VkjORM3O3vE5S5EfuLjMlxpxTsUIDDiFJILakc2ggp26Ug10WTcnjTbL5T8m/M3l8TWojc9lN4koZnqi7cw7IbSsJdcTwjy1Ak7DffYV2Phjqd6nXvb0Snhjqd6nXvb0SgOwm6W4LcrDkWMXKxNSrZlctyddY7qlEPPrCAVg77oUOabKSkgpUkEbEb1wWdH8eascqxryHMXhKeaf7sdyecqW0prfgDb3O8SEjc7pHQrc8QNfnwx1O9Tr3t6JTwx1O9Tr3t6JQHeYTg+O6fWU2HGo7zbDkl+c+7IkLffkyXllx1511wlS1qUokkn/kAK7+oJ4Y6nep1729Ep4Y6nep1729EoCd0qCeGOp3qde9vRKeGOp3qde9vRKAndKgnhjqd6nXvb0Snhjqd6nXvb0SgJ3SoJ4Y6nep1729Ep4Y6nep1729EoBnf74Om39LT/8ADJNTuqOzXLdR155p4t3SZ1tbd0nFtHfuKecJt0kEbjq2BJ6fo2qbeGOp3qde9vRKAndKgnhjqd6nXvb0Snhjqd6nXvb0SgPvqxpTjmsOLnFMlk3GMxzyHQ/b5bkZ4J32cb4kEbpcbK21A7gpWejqrro2gmAQLOLVazfYD5uDt1eukS9y2rjJluoShx16SHOceKkIQghZUOFCAAAkbcrwx1O9Tr3t6JTwx1O9Tr3t6JQHTTOTPpVKi2GMzDvEJeNzpd0gyYd5lMyDOlb90S3HQvjdfXxL3cUSrZagCASKl3i8x9212a1XBy43JFhnt3KG9PnuyHxIQVcKlurUVL24z0KJ6NvorqvDHU71Ove3olPDHU71Ove3olATuq91M0RxbVK9Y/frzdL/AG6Xj763W3LRdX4Sn0FtaQ24W1DcJUsLBHlBSRsQCQfv4Y6nep1729Ep4Y6nep1729EoDiSOT/pp3HZYdlt1wx5Vgt6rTBkWO5yIEhMJSgtbC3WlhTiFLAWeMk8e6t+IknvbRpjhFhbxlizWJqHHw+O7Gs0dpSg3FS4gIUQnfylcII4juryl9PlHfrfDHU71Ove3olPDHU71Ove3olAfHJtCNOssvVyvdzhXFpV85nv1Fh3ORGiXbmkhCO62W1hD2yEpQeIeUhISrdIAr46xaPx9V0YTCdnrgQ8VyZq/OCO64w8pLcOUwhLLjRCm1hchCwoHo4CPPXM8MdTvU697eiU8MdTvU697eiUB8BoRp6LCLH3NdOdF079i6d9JHfLvhwFvunuvj53j5slv8Lbg8nbh6K7u06c43aJNmnoNxmTbE3KaiS59welP7SSkvcbjiipe5QnrPRtsNh0V1fhjqd6nXvb0Snhjqd6nXvb0SgOZmmluLZ3cYV4u67rFnQWHoiJNsub8JxcZ0pLjC1NKSVtqKEEpPnSCNq/OFaS4Jp6bccUtBh96rM3YIm7y183CQ6pxLflE77LUTuemuL4Y6nep1729Ep4Y6nep1729EoDrkcnbTNuwXjEERrwMcvUGRbXbJ34k9748d87uIYj8fNsg+bhA4QSE7DoqbNYtZGcpfzNuKRdpNuZtTj3GemM0444hHD1dCnnDv19NRrwx1O9Tr3t6JTwx1O9Tr3t6JQE7pUE8MdTvU697eiU8MdTvU697eiUBO6gj/wC/lE/qq/8A3tqnhjqd6nXvb0So65M1YXqGxmA0kV3M1ZnLaWu/0XjK1PocCvo22SRQFu0qCeGOp3qde9vRKeGOp3qde9vRKAndKgnhjqd6nXvb0Snhjqd6nXvb0SgP1qfo/i+q3eZ2+zLvBlWOUJMSXa7g7DfSCpClt8bahulSm2iQd+ltJGxG9d7iWF47hGOtYvjkJbEFtTq1Bx5brrrjiitx1xxZK3FrWpSlKUSSSSTXQeGOp3qde9vRKeGOp3qde9vRKA/lw0TwGfYMfx9qJPt6cUSUWaZbrg9FmQkqRwLSh9tQXwqSeFSSSFDbcdAr5u6EaaHFLTiEOyv2+NYprlyt0qFNeYnRpjhWXpKZKVc6XXC67ziiolfOK4t96+vhjqd6nXvb0Snhjqd6nXvb0SgO+wzCsewKy94sbiutMKfdlPuPvrffkyHVFTjzrrhK3HFKJJUokmu5kx2Zcd2LIRxtPIU24nfbiSRsR/YahHhjqd6nXvb0Snhjqd6nXvb0SgI7h3Je0zw5MlTLl/uL7ybg1Hen3mS+qA1MUedTG4lnmVc3wNc4ny+BABV178i28nyyYpiD+I6fZlluPxzATbIe17lSGoDAWgnudpTnC2vhQUpWNiniPX0g914Y6nep1729Ep4Y6nep1729EoDj5boLptmt6n3u+W2dxXltlm8xY1ykR4l3ba6G0zGG1ht8AeT5YO6fJO6eivpl2hunma3Z+8XaDPYdnxG7fcmrfcX4bNzitlXAzKbaUlLyAFKTsoHyVFP4J2r6eGOp3qde9vRKeGOp3qde9vRKA/OX6IYBms0z7nEuMRx2Am1SxbLk/BRNgpJKY0hLK0h1scSwArqC1AbBRBmUaz2mFDhW+JbIrMW2oQ3DZQylKI6UJ4UhtIGyAE+SNtth0VD/AAx1O9Tr3t6JTwx1O9Tr3t6JQHx1q0pa1fsNkx6VMEeNbcjt16keUtC1txneMpbW2QptzqKVggpIBHSK+aNAdNe8twtEq33Ca9dLgxdZN0lXOQ7cjMYASw+mWpfOoW0lISjhUOFO4HQSDyvDHU71Ove3olPDHU71Ove3olAc23aXYvANldedu1yk2G4O3SFKuVzflvpkuMLYUordUSRzbi0hP4I36AK++badY7nqra/eHLlFmWd1b0GbbZ7sOSwVo4HAlxpQVwqT0FPUdh5wK6vwx1O9Tr3t6JTwx1O9Tr3t6JQHJw7SHA8DFqGMWlyN3ljzY0MrkuOqQiW+H3+JSySoqdAVuok110XQbT2CLtFhNXiPa7y1NbkWdu8Sk21PdnF3SpuKF80hSy44roTsFLUQASTXI8MdTvU697eiU8MdTvU697eiUB3cPBMZgZHCyuNAKbnb7ObDHd5xR4YRcQ4W9t9j5TaDv19FSCoJ4Y6nep1729Ep4Y6nep1729EoCd0qCeGOp3qde9vRKeGOp3qde9vRKAndZ+5TjvM5fp29xEcC7mrcebZLFWN4Y6nep1729EqndcH84yvL8Oi3TBF2buaLdpDfFcmZCn9kx+JKUo6dwOn6wDtWJj1J4aeoruxtdBypx0jRdVpR1ldvYcPUNtaVQ3Yq+et7gUpp5J3BV50n6FAbdH11Da7ax3oW4uQJ7JkW2V0SGD1/UtB/irHmP6DX6ueOSYr6DbSqfDkJDkd9pBPEk+ZQ/iqHUQa4nFylpCo8TTWb2ra15r/6e6/2XRMIaBoR0diJJJX1Z7FLe79ElvV81mt6UVuqHi6yGsgNvW8rm2kFDSg6vYnYBQ3J2B6Ad9gakeG2KdkV3g2h4tqdcVu+tsEJCE9KlAHpHR5tz0nbc18H8Em3SRElyrIHHYLhejrcKQWllJSVDc9exI/TVi6LYxcIGT3q73KOUBuHHixySD0qW4pzbb6eFr+ysrR2jKmKr06dWDUdrbVtm6/aa3hDwkw+jMDXr4WrGdTZFKd7XsrtXdrPo7C0ra0hmTNZaSEobU2lIHmAbSBXPrhQv3dP/wB4j/tprm19LeR+bqbbTb6X+Wddf/3C1/xsP+8t12Nddf8A9wtf8bD/ALy3XY0fuojHnpdy/LFKUrwuFKUoDBfynumAci4xq7AZHEyVWS5EDrSd3GFfoPOpJ/1k/RXn9Xs7yq8DVqNoDmWPx45fmNW5dwhoA3Up+P8AfUpH1q4Skf7VeMVbrAVNelqvcQe0UpSs4ClKUAr1Q+Sl/g+5P/XaX/h8CvK+vVD5KX+D7k/9dpf+HwK1OmeYXf8Apmfo7nX3ftG0KUpXNG5FKUoBSlKAV+XHG2W1OurShCAVKUo7BIHWSfMK/Vfh5lqQyuPIaQ406koWhY3SpJGxBB6wRQHyXcbe3CFycnR0w1IS4JCnUhspVtwq4t9tjuNj5965FZJxqKJ1+sHI/e556Lg+Qru01tzdQVjcNTcm2IWT+ElTr0dnY/hCK6D1VycT131VyLVJi1plRWQcxk2KZY5k20sNMwGnHE8TbZkd3qkc0hL43b4VgkBISQugNW0rKmIavayw7fptl14yFrJDnqb+yuyN25thDa4kKXKjcytHllau5EoVxEg84SAnYCoviHKZ1pmYdMzW2mHk8nwHuWRPWl2TaudanMttqaTGjQ5DkrmkrWttxDyeMeQCUq3FAbTpWM3OUBrC3guSXiw5fbbhzdstEmHOmP2eS8xKlXOPHKksW+Q7/k62nXNuc2UlSNgpW/ROdV9Usw0ozSy2i/aiOP2WLbIj012ALWbi9JdlrbK34Ty0OKjqSEIQYwUriC+gkCgNJ0r+JIUkKG+xG/TX9oBSlKAUpSgFKUoCCZ3++Dpt/S0//DJNTuoJnf74Om39LT/8Mk1O6AUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFdVeMsxnHpMOFfL/AAIMi4PIjxGX30pcfcWoJSlCSd1EkgdArtawvyqpmKYzrTKvzr+n+aOMsN3684tkCUt3BpuEwhlmJEf8s8T65qHmmeb8p1lRCuvYDba71Zm7miyuXaEm4OI5xEQvoDyk/wAoI34iPr2r+qvVnTc02RV2hi4rRziYhfRzxR/KCN+Lb69qzTqXc9G8v1Xt+C4ucXs2VwMhteQZLkUh2PGmQVsrbdbituKIcdkvJSlotpJShpairrShUHvy9P8AxX5Ct1dr8eHh+sxQFI7+99BdR3GEf/G5nuMNdA+99z8W/k8VAbNevVmj3JmzP3aE3PkJK2oq5CEvOJHnSgniI6D1CubWKchcw7wM1gXmC7UNYRm0zvKJJb77cYkI7yCHv995rucMcPB5O3O7/wAetYZhdNQbXbobuC4facgmLXwyWrhe1W1LSeH8JK0x3uM79G2w+nfzUB30+42+1RHJ90nR4cVobuPSHUttoH1qUQBXXsZjikmwxspayO3d55iUqjzlyUIYcB6uFaiAd9qpjllt2RrTy33y6ZZjtrmWSY9PtduyGMmRAvMtMV5KIi21LQCslfE2rc8K0pVsdqrLBtRdDMa0TtkbNdNcEcutjvtxxrH4UJbD9rvk9CEc9OhvPIShLKwr768pICFJeTur+MBsgyI6Y5lqfbDARzhcKhwcG2/Fv1bbdO9dfZ8pxjIi8nH8jtdzMcAuiHMbe5sHfYq4Cdt9j1/Qao6yY/a8d5Jc7TKLqzjSpruM3RIuonhyFBaeccC+bUlRV3LGL4YSr+KltAPCegVTm+RKsuK5npZiNxxXI8eZxi2XS8XvC7emI9CtouDTMuK9zDjnEVwjIcbIWF8Lb3QehVAbPtl5s96aXIs91hz2mllta4z6XUpWOtJKSdj9Vfy23qzXnnjaLtCndzrLb3cz6HebX/JVwk7H6jWRdT3MVRNyw8mE2YtHTSb388FS3zITzzXcZ+8eT3RzBm83/H2A83DU6wVWmQ15w5OgirAbOcLneEPeQtcx3NzkXveXua6Oe4uf4OLyuHnfNvQGjaVlzVXWvJceyHVhMfWSzY9JwOHGm2OwSIjC3Lm4uGHQ0vjPOOpcd2aSGtlAq6zukV0uVcobWFWcX22W1Eew3CyyLW1BsVxm2mLGkokMsOKMhcqQiUrjW46yhTDeyVN9HGriSANe0qqNF8gzrL8iz67ZLkzb1rs+VXGw2q2sw0NpaYYUjhccc/CWvdSh5hsB0E9NVXNzLLtOch1unJ1OMyXCvllaQ1cGWCi1Q5MaAlyeW0hJDbKHHOvZB5slXTxGgNV0rLdx1vy+wuZZj9s1Jtt/slrm45HOcKjx1NWlNwedRLS8WtmFKZQ2y4FHYJElPH0AbxbVzPs0venGpFkturSrnaMLveKus5Zbmo6OdEiewZUV5xsc0THSEOqUjh8h1KVjYHcDZKJDDjrjDb7anWducQFAqRuNxuPNvX0rKN/uecY1l+sGoGKaicTOO2rHppQITDzd2UmKoqLi9vJQtO+3N8OxVvv0AVqtlwusodI2K0hW35xQH7pSlAKUpQClKUApSlAKUpQClKUApSlAKz5yn5L8PLNPpUV1TTrRui0LSdikhDHTWg6zdyuk3Tv3gT1nS24+x30cLK+gPICGOJAP8VRHSD1bgA9BNY+Lo1MRQlSo+81l3mbo3HYbRuLp4rGO1OLTk9uW+/Z0nQGBBy5Td0hlqLL4wLhHB2B/+c2PoJ6CPMT9FSKfZYFyta7O+2tEdSQkc0strQR+CpKk9KVAgEEdO4qucTu7Uhca9wHN2eIpUD0KBBKVoUPMoEEEHqIqc5ZKuQxS4yceK1zDGVzCmU8a0k9BWlP8ZSQSQnzkAVhaIw1SnSdatTcZSe1q17b+zt+5ueFOlcJisXxHB4lVYUl7qd9W+5vflaz3LLamdLjt1z2dCcLDNmnR2H3YzM2RIcZdkJbUU84ptDak9JB6QQD1gDfarI00OTmdLN6FvS0WhsIhWdjv0blW3/SoXil8w5cONj2OXeKowGUMphlzhkNpSNhxtq2WD0dZHT01cONW0W+2oKx99f8Avi/q+gf2f+tbujG87nG4yajRt0nIhfu6f/vEf9tNc2uFC/d0/wD3iP8Atprm1nS2mipe79X+Wddf/wBwtf8AGw/7y3XY111//cLX/Gw/7y3XY0fuojHnpdy/LFKUrwuFKUoAQFApUAQegg14fayYW5gWquV4ehhSGrXdpDLKduprjJb/APtKa9wazBq/yKrLqlqNeM9XdUxV3ZTK1NAdSkMobJ/SUb/prMwdeNGT1tjIs8qaUpW8PBSlKAV6ofJS/wAH3J/67S/8PgV5X16VfJkxNSn9DMkXiF/xmFC8MZIU3crRIlOlzuCDuQtuS0Anbh6OHfcHp6dhqdM8wu/9Mz9Hc6+79o3tSoJ3u1z9MME7NzPjqd7tc/TDBOzcz46uaNyTulQTvdrn6YYJ2bmfHU73a5+mGCdm5nx1ATulQTvdrn6YYJ2bmfHU73a5+mGCdm5nx1ATulQTvdrn6YYJ2bmfHU73a5+mGCdm5nx1ATRMGEiYu4ohsJlOtpaW+GwHFISSQkq6yASSB9Zrj94LF348Ie8sDvrzfM93dzI7o5v+Tzm3Fw/VvtUT73a5+mGCdm5nx1O92ufphgnZuZ8dQExbtdsaEYNW6KgQypUYJZSOZKgQoo6PJ3CiDt5ifpr5QbBYrZNl3K22WBElz1ccuQxGQ25IV9LigAVn8+9RPvdrn6YYJ2bmfHU73a5+mGCdm5nx1ASeJiuMQGpMeDjlrjtTXQ/JQ1DbQl9wHcLWAPKVuAdz0719Z2P2G6TolzudkgS5kBXFEkPxkOOx1fS2pQJQfzEVE+92ufphgnZuZ8dTvdrn6YYJ2bmfHUBO6VBO92ufphgnZuZ8dTvdrn6YYJ2bmfHUBO6VBO92ufphgnZuZ8dTvdrn6YYJ2bmfHUBO6VBO92ufphgnZuZ8dTvdrn6YYJ2bmfHUBO6VBO92ufphgnZuZ8dTvdrn6YYJ2bmfHUAzv98HTb+lp/8Ahkmp3VHZrA1pGeaeB/LMKU6bpO5lSMelhKVd7pO5UDNJUOHcbAjp2P1Gbd7tc/TDBOzcz46gJ3SoJ3u1z9MME7NzPjqd7tc/TDBOzcz46gJ3SoJ3u1z9MME7NzPjqd7tc/TDBOzcz46gJ3SoJ3u1z9MME7NzPjqd7tc/TDBOzcz46gJ3SoJ3u1z9MME7NzPjqd7tc/TDBOzcz46gJ3SoJ3u1z9MME7NzPjqd7tc/TDBOzcz46gJ3SoJ3u1z9MME7NzPjqd7tc/TDBOzcz46gJ3SoJ3u1z9MME7NzPjqd7tc/TDBOzcz46gJ3XSy8LxK4ZGzl0/HLfKvMZlMePNfjpcdZbSpSgEKUCUdKidxsT+gVHu92ufphgnZuZ8dTvdrn6YYJ2bmfHUBIZOFYbNnquszErK/NUsOKkuwGlOlY6lFZTvuNh07+auYqxWNd3TkCrNBN0Q0WEzjHQZCW/wCQHNuIJ+rfaol3u1z9MME7NzPjqd7tc/TDBOzcz46gJY/YbFJurF9k2WA7coqC2xMXGQp9pJ60pcI4kg7noBrn1BO92ufphgnZuZ8dTvdrn6YYJ2bmfHUBJsmxXHcztRsWVWeLdLep9iSqNJbC21OMupdbKknoOy0JOx6DtsdxX5l4hiU+HGt07F7RJiwk8MZh2E0tthP0ISU7JHR5qjfe7XP0wwTs3M+Op3u1z9MME7NzPjqA7uBgOIWu+oyK22KLFltW5dqbDCA203GW7zq0JbTskcSwCo7bnhH0V2Nnx+w49HXDsFkgWxhxZdW1DjIZQpZ61EIABJ+mon3u1z9MME7NzPjqd7tc/TDBOzcz46gJbabDY7Aw5FsVmg25l5wvONxI6GUrcPWohIAJPnPXX8tVgsViD4sllgW8SnS8/wByRkM864etauEDiV9Z6aife7XP0wwTs3M+Op3u1z9MME7NzPjqA7SJptiEXJLnljtpZmXK6TGZynZbSHe53m2UMpUzunds8DadyDvvXcTLBYrhcIt2n2WBJnQSTFkvRkLdY36+BZG6f0EVE+92ufphgnZuZ8dTvdrn6YYJ2bmfHUBNmIsWLzncsZpnnXC65zaAnjWetR26yfOeuviqz2lcx64rtcRUqQz3M8+WElxxnr5tSttynpPknoqH97tc/TDBOzcz46ne7XP0wwTs3M+OoCVwMdx+1WtVktdit8O3LCkqhx4qG2FBX4QKEgJO+/T0dNf2Jj9hgWk2CDZIEe2FCmzCajIQwUK34k82Bw7Hc7jbp3qJ97tc/TDBOzcz46ne7XP0wwTs3M+OoCXN2WzMx3IjNphIYdbQ0tpLCAhaEjZKSNtiAOgDqArmgADYDoqCd7tc/TDBOzcz46ne7XP0wwTs3M+OoCd0qCd7tc/TDBOzcz46ne7XP0wwTs3M+OoCd0qCd7tc/TDBOzcz46ne7XP0wwTs3M+OoCd0qCd7tc/TDBOzcz46ne7XP0wwTs3M+OoCd0qCd7tc/TDBOzcz46ne7XP0wwTs3M+OoCd0qCd7tc/TDBOzcz46ne7XP0wwTs3M+OoCd0qCd7tc/TDBOzcz46ne7XP0wwTs3M+OoCd0qCd7tc/TDBOzcz46ne7XP0wwTs3M+OoCd1QHKb/0qwL/AGLr/wCRirE73a5+mGCdm5nx1U1rrG1BYzHCDmV7x6cyWroGU2y1vxVJVwsblRckOhQ28wA/PWRhOfj3mn4Qf4ZX/wArK4nIOOXlN5YQBb7k4lmekdHNvHZLb+319CFfnSf4pqVQJ79ulNymCCW1BRQrpSr6iPOK6y7W9F1tku2uK4RJZW1xfySRsD+cHp/RX3jodbjtIfWFuJQkLUBsFK26TtXTaqd09h8X9M46tSLtJb+7Z5fYvSBjuE5XGt+QOWCFJU0pMhjnmg4WHUnfdO/UpKh1j6KlVVJpPkZhXBdhku7MzDxM7noS6B1D84/5gVbdairS9DNxR9M0bpDlLDRqyeex9/8AvM4UL93T/wDeI/7aa5tcKF+7p/8AvEf9tNc2oS2mXS936v8ALOuv/wC4Wv8AjYf95brsa66//uFr/jYf95brsaP3URjz0u5flilKV4XClKUApSlAeBVKUrqCApSlAK9UPkpf4PuT/wBdpf8Ah8CvK+vVD5KX+D7k/wDXaX/h8CtTpnmF3/pmfo7nX3ftG0KUpXNG5Oou2WWCx3uyY7dLglifkTz0e2tKSr/KHGmVPLQCBsCG0LVsSNwk7dVdGjWPTZxjMZLeVRVNYA4prIlAK2grS1zqgro8ohP8nfpBHWCKj/KPxi/XvTxGRYbbHp+UYVc4mUWWKz/nJL0Vzd2Mn6S9HU+zt/8ANFUc5opn9laxHGIWMzJcfVCM0rUCYlIIgzBcu+cpb/8AquiTNYH1hsUBrS0X2BfEvqgd0bR1IQvno7jXSptKxtxgcXkrHSN9juOsEVznHENNqdcOyUAqUfoArNGq2IZ1ebbmbC5GTRoy81jTILUe2S7lHlw021pJadYjPsvGMXQrfm1jZxIJBG9dKqy5tdfBiVqpp/nCrGjDxHt1rsE6e8uDe0yXuN18pd54KWx3KWlPKVzeziSoHpIGosdyC05XYoGSWGWJVuuTCJMV4JKQ42obpVsQCNx9NdjWQLPhOR23D8JtepGFagz7Zb8AgRLbBsrskPQL4guc8p8RlpKXuEsBLq/ISUr6Rud/3k+lusl/wvI7tkz2Vv5padO7D3ndttzkNI8IG0STJcaQ0sIcfCuaBJBGyiOpRBA15XCtt7tF4dnsWu4x5TlrlGFMS0sKMeQEIWW1/QrgcQrb6FD6aq/SbCLtgGqee2OC3exhzttscq1quE5+Whc9XdqZykOPLUoqIRFKxvtuQetRqnnNLctxJWr0PDMVyyHLu+eW67PPwpUkLuWNKTb+7GobynOESCG5adklLuw4QRujYDX1cS5Xa2WZlqRdZzMRp59qK2t1YSFOuLCG0DfzqUQAPOTWWpmMZuLZeWsCxzPLfpwq8WZUmyyHpbd0fhp53viIaHXO6G21ExiUBSSvge4R5XTxsj0vnZLgd4CMKzNzEbXmdkulgs0p+YLi1CacY7vLTRc54NnZ0obUeIEKKQN00BqW0ZPZL7cbzabXND8qwS0Qbi2Ekcy8plt5KSSNju262ro3HlfTXaVkrJNIMkU3qfn2J2fLol+ayGwy8RQ1NlMq7nah21DqwzxgOEpQ807zgUSlspPUatvWjC7zm+caZW1s3sY61drg7f8AvbMeioUx3uf5pD62lJVzanubG2/Sdh1E0BbVKyNEwDWd7XS4XO/5NfIK0ZZz1qkRMenymO8SVpLUbutM9ERttTQKHErjFXHxK2WeFVc2xaFXm6XHFJ+TRsxUq7ZRkacmQu9zUNvWwvS3ITbyEugBkERy2AAOkDqJFAaspWUmsWyxFuxKDqzjmfX3GLfarlEbiWt6Y7KbnonKEZ2SGVh1f+ShAbcUSEnckgkGvvNsHKDs2IYohDV9uF4zHH/BO9OIklx2yvKf441weVvsFNxlyEOuDpLoa6T0UBqausseSWbIxPNmmCR3snO26Vskjm5De3GjpHTtuOkdFZR1tx3VdefhWC47kcR3GJFlj2OTDiXGYZsVC2S+syRLRFjo4S4hxtTLi3Akk77ja/8AR2yXaypzUXa3vRO7sxuU2NzqdudYXzfA4n6UnY7H6qAsKlKUBBM7/fB02/paf/hkmp3UEzv98HTb+lp/+GSandAKUpQClKUApSlAKUpQClKUApSlAKUpQCq31A1/0604vLWPXuZOfuC34rLzUKA/ITFD6iEKeWhJS2OFKlbKIJSkkA1ZFZB5RMHJ2tbA9pNac9h5Y1a3L4ly3w0SrVcbg00mNb+fQviQ2kpflIccUWyEtdBJCSANEXbWXT6xZKjFbtdZMaWuWzb+eXb5AiJlPEBplUng5pK1FSQAVdagOs1xrhrvpda8kexebkikSY05q1yZAhvqhx5rnCER3ZQRzKHSVoHCpYO60jrIFVtqJkOUZ9nkLTnLNPcqi4ZZZECfcpcGzPyW75cG3G3m2WnEjZuI04hKlrJ4lkBICUhRV0F7sWasaVZnyf29OL7Nvl/v1yMG7IicVtdjzrgqSmc5J34Wyyh3pQr75xMAJB3SaAuy+636aY3kUjGLtf3G5cJ1hia4iG+5GhOvBJaQ++lBaZUoLQQFqHQpJ84qd9fSKype8WzWxYTrBo14E3673XPr5cptmu8eGXILzNwQ2Erff/BZLBCkqC9jwtJ4eLcCtGZFZMluVpiQcczBywyWFJLslMJqUXUhJBTwuDYdOx3HT0UB/M1zzF9PbW1dspuC47Mh9MWO20w4+9IeUCQ2202lS1q2So7JB2CST0CopZeUJp5esMtebMqvCY92dcZYiJs8p2YFtjdQUy22VjZJSrfbbZQ6emo5ysm4UbSrvxIt2TSbvbH97JOx/olRLm82uPHUQDuUOuPBlSQle4d2Kdqg+N5xrtp3pUvHouEZVfX5F7VaMWuUyyEyYFmRHZ2mXCMwN+JLnPpbbCUqcCW+Lg3UoAaFtWoGH3vC06hWm+MSsfVHcld2thRSEIJC907cQUlSVJKduIKSQRuNq6K267aXXGDfLg7khtreNw0XG6IusR6C7Gir4uB8tvoSotqKFgKAIJSR19FRfTvJML0swuDgtgsWXzLk3abtkwgSbYtFzuCkS0qlultXCA67JmBSU9APGdtkp6KouGN5vq3juSag3rAciaz6Qmzy2rDNtzkSG1arfc25gtLTzoSh55zZZWs7BSyAOFCRQGhLFrVpxkEe7yWL65C7xQu+VwbucN+C6xDIURIKH0JUWvIV5YBG6SN9xXKwrVfCM/mv2zHbhK7tjx0S1RpkB+G6qOs7JeQh5CStsno4k7jeqH1hxTNNf371dsSwy+2Zi2Yk5BbTeoZgu3WWqdFldyJQvZRRwRFIKz5G8jYE7KqwcZfvOoGuNp1Aj4dkGP2iw4pPtUhV4gqiOSJUqTEcSyhCulaG0xlkrHk7qTwk9NAXNSsfakw7zkGYawxbDZ9QrjmMSXGZwuZapkkQLbOVbmFIUeBwMsgOqSpwup2Ujo8rpFf3KMA1yu+sVxnXXLr9bJKr3b12Ofbccnzo7EBKWOcQh5u4NRWUKWHw6h6OSUqJ++eSABsCuJCu9suUmdDgT2ZD9tfEaY22sFTDpbS4ELHmPAtCtvoUKrHQvB7rZZmY5TlJvirtdMpvKYwuM15xtq292uKjJYaUooQ2U7LBSnc8XXtsBV0nS+94lK1ki4Ti2WRZN3yG03BEiHLlFU+zFqCJjcV5Tm3PeRLTskhwdABA4aA1VXBvN9s+Owk3G+3OPAiqfYih59YQkvPOpaaRuf4y3FoQB5yoCsunGM3REyVvC8czyBpm5c7ErvK69LZujsdJf76dypcX3Q20sKiboCklfA9wDyvK6HPNJsjy/TTMI1swrMXMSgZdi90xexzpEoXFuLHmxF3VTTS3OeDRbS4W2lniCkrUgAlNAa6tuT2S73m8Y/bpwdn2Fxlq4MhKgWVutJdbG5Gx3QpJ6N+uu0rKuR6QXeXetUM9x+x5TGurTuPyMRU3MlMqHMw4yXClsLAWryVNucYUSAUnz1qlG5SCrr2G9Af2lKUApSlAKUpQClKUApSlAKUpQClKUAqgOU3/AKVYF/sXX/yMVf8AVAcpv/SrAv8AYuv/AJGKyMJz8e80/CD/AAuv/lZXNKUrqD4efpp1xh1DzSylbagpKgekEdRq/sQyNnJbM1NSoB9A5uQj+Ssf+h6x+esx5i8/CsxvMZxSFWt1ua4ASAplCvvySPP96K9vr2PmqeYVlLuMXZL5JVEe2RIQPOn+UPrFY2Ip+lVltRvdC4/k+qpTfsTyfY1v8fyXbC/d0/8A3iP+2mubXX2t9mU/Mkx3EuNOqbWhSTuFJLaSDXYVrJbT6DRacbrpf5Z11/8A3C1/xsP+8t12Nddf/wBwtf8AGw/7y3XY0fuo8jz0u5flilKV4XClKUApSlAeBVKUrqCApSlAK9UPkpf4PuT/ANdpf+HwK8r69I/kz9N7bl2h+SXOXkuW29aMwkshq1ZDLgskCBBPEW2VpSVeV0q23IAHmFanTPMLv/TM/R3Ovu/aN+0qufEdY/TrUbtncftaeI6x+nWo3bO4/a1zRuSxqVXPiOsfp1qN2zuP2tPEdY/TrUbtncftaAsalVz4jrH6dajds7j9rTxHWP061G7Z3H7WgLGpVc+I6x+nWo3bO4/a08R1j9OtRu2dx+1oCxqVXPiOsfp1qN2zuP2tPEdY/TrUbtncftaAsalVz4jrH6dajds7j9rTxHWP061G7Z3H7WgLGpVc+I6x+nWo3bO4/a08R1j9OtRu2dx+1oCxqVXPiOsfp1qN2zuP2tPEdY/TrUbtncftaAsalVz4jrH6dajds7j9rTxHWP061G7Z3H7WgLGpVc+I6x+nWo3bO4/a08R1j9OtRu2dx+1oCxqVXPiOsfp1qN2zuP2tPEdY/TrUbtncftaA5ed/vg6bf0tP/wAMk1O6oTNNGLKxnWnrCc11AUJF0moUpeXT1KRtbpCt0Eu7pPRsSOsEjqNTXxHWP061G7Z3H7WgLGpVc+I6x+nWo3bO4/a08R1j9OtRu2dx+1oCxqVXPiOsfp1qN2zuP2tPEdY/TrUbtncftaAsalVz4jrH6dajds7j9rTxHWP061G7Z3H7WgLGpVc+I6x+nWo3bO4/a08R1j9OtRu2dx+1oCxqVXPiOsfp1qN2zuP2tPEdY/TrUbtncftaAsalVz4jrH6dajds7j9rTxHWP061G7Z3H7WgLGpVc+I6x+nWo3bO4/a08R1j9OtRu2dx+1oCxq/nCni4uEb7bb7dO1V14jrH6dajds7j9rTxHWP061G7Z3H7WgLGpVc+I6x+nWo3bO4/a08R1j9OtRu2dx+1oCxqVXPiOsfp1qN2zuP2tPEdY/TrUbtncftaAsVSUqGykgjcHpHnHSK/tVz4jrH6dajds7j9rTxHWP061G7Z3H7WgLA7jid1939ys91Fvmef4BznN778PF18O/Tt1b19qrnxHWP061G7Z3H7WniOsfp1qN2zuP2tAWNSq58R1j9OtRu2dx+1p4jrH6dajds7j9rQE7h2m22+VMmwoLLD9xdS9LcQgBTzgQEBSj5yEpSPzAVy6rnxHWP061G7Z3H7WniOsfp1qN2zuP2tAWNSq58R1j9OtRu2dx+1p4jrH6dajds7j9rQFjUqufEdY/TrUbtncftaeI6x+nWo3bO4/a0BY1KrnxHWP061G7Z3H7WniOsfp1qN2zuP2tAWNSq58R1j9OtRu2dx+1p4jrH6dajds7j9rQFjUqufEdY/TrUbtncftaeI6x+nWo3bO4/a0BY1KrnxHWP061G7Z3H7WniOsfp1qN2zuP2tAWNSq58R1j9OtRu2dx+1p4jrH6dajds7j9rQFjUqufEdY/TrUbtncftaeI6x+nWo3bO4/a0BY1KrnxHWP061G7Z3H7WniOsfp1qN2zuP2tAWNSq58R1j9OtRu2dx+1p4jrH6dajds7j9rQFjVnjlSzo8TL9OGX18Kpi7sw19a+ZaXt/YhVWD4jrH6dajds7j9rWf+VLpe/j11wuTi98yK6zkmfIQ1er9Kmp3Z7ncHNc8tQQskAb9AIJSSAdxfhm1Wi10mr01GM9H1oydk4s/tK4dqusK8wkT4LvE2rdKgRspCx0KQodYUD0EHqrmV1O0+GSi4uz2nXZEymRj9zjqG4dhvIP5igivvanFPWuG6s+UthtR/OUiuLlT4i4xeJKjsGoEhwn8zajXD74z2jGx2yR2nJbEZsyXXieajJ22TxAdKlHY7J6OgEkjo3i3Zl8YOdKy6X+F/oXDpXlQhTDj0z/NylbsL/kr2/B/Mf8Ar+erZrGJl3pN1QLbfr1dpsZ4c4mCWYkOMsHqW5w8f1FIUtX0ire0vzjJIl7cZzScymFIb4GwiS48G3dxsVKWlOw23G4HnrCr0dducTrNEaUWFhDDV2mtzvay3XTs/At+/wD7ha/42H/eW67Gutvqkrt7K0KCkqmwiCDuCO6W67KsJ+6dTHnZdy/LFKUrwuFKUoBSupu2X4nYXxGveT2q3vK2IblTG2lH9CiDXJYvlllMpkRrxCeaWN0rbkIUlQ+og7GgseC9KUrqCApSlAK9UPkpf4PuT/12l/4fAryvr1Q+Sl/g+5P/AF2l/wCHwK1OmeYXf+mZ+judfd+0bQpSlc0bkVR+T8orJMeu+dux9JJFyxfTuSli83Zm9sIf4e42ZTi24riRx8KHx0c4CeE7fRV4Vm3NuSkjLrxqDmDzUF2+3fJIV+siZMl5UN9uPCis9yzWN+bW24ph0HdKiApKh0pAoC5JurumFsyC3YpdM8skK93ZDLkO3SJqG5Dod/zWzZO4Kz0JB6VHoG9fSfqtppaswj6f3LPbDFySUUJZtTs9tMlalglCebJ34lAHhHWrzb1T+f6K6kZPbtRMJt1usKbVqhJjy5N6emqTKsh5hhlwIZDZ59bfMcbKg4gBShuBw7n+ZdodqLd4GZ6c26Hjy7Fm2UM5CvI35axNt6A5HWtPc4bPOvo7n2ZcDqQAWyQODZQFoYNrfprqPl+UYNiGSR512xGSiNcWUOJPSpptwqRsSVJSXQhR2Gy0qT5q7N3VHTljMkaePZxZEZMvbhtKprYkklHGE8G+/EUeUE9ZHTttXRYNheTYtqrqPkEtiE7ZMynQLtEkNyDz7LrNvjQ1sraKdtv8m4wsK/j7bdG9dJhGE6k4BeMosNutNjnWjIciueRM39+cpMmMqWpTobci80edLSyG0kOJBbSn8EjYgS6yazaS5K9do+PakY5cXLCwuVckxbi04YrCNwt1ex6EJKSCrqBBG9fqwaw6VZTHusvHNRcduLFiZ7puTse4tLREZ2J51xQOyUbJV5R6PJPT0Gs9wOTrrXeHGpWYTIBnMYNfcYkSXL47LTMmzWGkB5pkMNtxY/G0Vc2kEjiAP4I3n1/0Yz6PAiOYDcLTa7jA0+TirLik+QJCXWVbDyCAgoQ6kKKVcJWDwnpBAmMzXfT6RiS8wwy/27KobN3t1nf72zUL5l2XKZjpKyN+Hbn0r2I6QOjr3rmZ9rXprplf8dxjNMniW645RL7kgMuupSSeBagtQJBCCWyji6fLUkeeqetGgOpMqZlF2u5jRF32bi0hlmTfXrm+lNtuAkPF19baAVKQCEpSnhHQPpq3dUsVyW/XDCL3jEWHKexfI03SRGkySwHWFQ5MZfCsIV5Se6QsAjY8JG433oDnq1f0rQ5emV6iY8leNtF68BVxaHe9AWUEv7n735QI8rbpr5+ObSbwQOfeMfHfB0SO5Dcu+DfMd0b7czxb/wCc/wBT8L6qq3J+Trf7vpNMxK3SYEe6jO3MzQhD62G521xVJQ048hJU2st8IDnCrgWhB2UE7VwfExqhb7W5dsZgd7LldskbumQRFZc9ImXKM3AMdopnuRj3O4lYbJCEeU22E8YJNAWNkPKR0VxsYi5N1AtDzGby+5LPIjS2nGnfIdUXCoK2DYU0Wyob7LUlJG56Ofc9e9FLLdJtku2quLw59uLiZUZ65tJcZUhQSpCkk7hQJA4evpHR01U2FaC6l4fh+Msqbs8u62LUy4Zo5D75OltUSW3MbLQkLbKlOI7t4ipSRxlCvweLolEHQy5sz7LLks2tfe7Ui55k4SNyWX0SUtkbj/Ojnm/zcPX0CgJ/cdXtLbRisDOLnqDYY1guigiDcXJzYYkqO/ktq38s+SrcDcjY79Rr5ZBrTpHisSBOyTUrG7dHukdEuC7IuTSEyWFb8LrZJ8tBAJ4huNgT1VUF15PecxPBu92l9MqXYbrkryoES9u2tS49zmrfbcbkIbXwrQnhSpBTsQtQ36OnvMR5Pz2OOtrj2qBDYTgs3HUR1z3Jy2JMqWuQ6kPuISpbZUobkgdQHDsBQE5OummA1Tj6NjKIhyaVbRc2Y4dQUuNlQCUA77lZSeMJ26U9O9T6qRwDSjOcHy7Ty9OIts+LZ9PI2G3kiWpDjEhksr59oFBDqFKQtOxKSOg9PVV3UApSlAQTO/3wdNv6Wn/4ZJqd1BM7/fB02/paf/hkmp3QClKUApSlAKUpQClKUApSlAKUpQClKUAqndfde5mk7kHF8UxMZDll7t064W+LInIhxg3HLSFFTigStZckshLSElSt1ElIG9XFVH8prTzJNSI+NWWHpXiecWdFyaels3aSY0mGpCg5zjTxbcCULS2WlcIC91pI3G4oCSX7UfU202C23K26KXC4yu95nXhh+8RIghlG4Wy2riWHnTwqUlO6UcO27iSdqjeWcobK7NicTUjHdKW7xiF0j25+3TXMgbiy5SpnNJZZTFLSjzpdeS2E8R3PTuAai8nSTXWLg+JaXSGbVkOLRYshzIo3hDIivTFLeUpm3B9bTjiobTaghRPlugJSeFIUFWnPwS65NkWCS7va7fbrFijTlxVamHucQm5hsNRkp8hIU2yhbyknYeXzZAHDQEauXKOkxJN6vUDTuZOwrFbiq0X/ACBFwaQqNKbUlEjmYxHE+0wtXA4viSQUL4Ur4em6UqCkhSTuCNwazzddFdSo9jzjSOwNWV7D87vsy7Ku8iatEu2sTng9OY7nDZDyucU/zaucSAHU8Q8jyrrybDbRlkGPbrq/c2moywtBg3KRDWTw7dKmVpKhseonagI5rBqunS23WruSw9+bvf5qoFthrmtw2VupZceWXX3Nw2kNtLPQlSidgEkmofJ5QmT4zo9YtRcw0hvqbjcUsmbEiPR1R4aHHW0B9b5c6GyHUlICS4eooT0kdhyoMLybPdK5OH43geP5cm6OtwZUK7ucCmGnSGu62FqQtKXGeMu7kb7IO3TsDGbNoHmkPQHJ9NFyoMSTfL13xtVqRNdkxLHC7oYWiC08tIWtCQyte/CkBTqkpASBQFlatar2/Sy2W1arem5Xa+TDBtcFUxuI264lpbri3X3PJZZQ22tS1kHYAAAkgHo5Otl6jYrYZidPxKyjJ5y7fabREvUd+LKUhtTinxNSOERw2hSiso4uocG5APSalYPe9W75YsubwGDIkabZTLTCtl/WURr5EXD5px5JU0eaUHXN21FK0nmN99lgp6iy6H55jYg5xYbTj0O92/LZuQsY0xLU3AZhy4ojPRG3w1slZKQ+VhoJLhUNtiVUBI08o9rvY9a14JcTnzN+TjCsUbltKWbgqMJSVCSdkdzdzHni9tuEBXkcQ4Kl+m+pErNJF6x/IcXfxvJsceaaudtXJRJbCXUcbLzL6AA60tO+xKUqCkqSUjbpq0aG6kC9yNaG3LKjP3cvbyRNpVJcMAQUW3vb3AZARxc4YxWvnub2Dqh5BSNzYemWH5bDynLdRs7Zt8K65QuIwxbYMhUhuDCitlLaFPKQjnHFLW6tRCQBxJSN+HcgdpZ9ZdJ8gyNOIWPUbHZ17XzgRAYuDS31FskOJCAdypOx3T1jbfbauTbtVNNbvkk7D7XndjlXu2JcVLgMzm1PshvbnOJIO/k7ji/k7jfas8aI6eakX/A8UsM/FLLZ7LZ87ueTKupkOJnrS3dJaktiMWhwuOcQSXOcILRPQeLo7nTPk45Ph8u3We+xV3KNjq7o7bbw5lEhaFrkpeQlzuAtcKXFJeUF7uEb7qG+4AAvCx6n6dZNYbjlOO5tZrlZ7QVpnT4sxDrEcoQFqC1pJA2QoE9PQDUaxjlIaL5Vp1G1Ti57aoePSXUxu6JsltotvnfZlQ4j98IG/ACTt013+kmHu6faX4pgz7cZt6xWeJAdTGGzXONtJSop6B0FQJ6qprF9F9VMSs2mUxu02C5XPS5y6QG4DlzWhi6RJSAhMtDhaPc8hASnZJSocLjqeIcQNAXLc9W9L7NisHObnqBYY+P3QpEG5Knt9zyioEgNLB2Wdgo7J36j9BrqLzyg9H7FkmKYvOzq1d15oz3RZ1tym1NSGj0IWFBXSFq3SgjfiUCKruz6MakYlese1Jt9usFzvUK45HNmY93ctiJHTdnmXf8AJ5BaO7jPMBJUW0hfPOkcO+x7LGdIM7w9OntzjR7POl2O7XqbdYbctbDMdq5uOLUmOstnjDJcAAKUcYH8XqoCWaYcoDTnU9TVqt+RWuLkbjkxK7Eqe25MbTHfW0pRQNj0hAc223CVpJ6OmrKqgca0AyCw2/SVhs2tp7CM0vWRXNbRILrE1i6IAQeHdSyqaxxb7fgnr2FX9QClKUApSlAKUpQClKUApSlAKUpQClKUAqgOU3/pVgX+xdf/ACMVf9Z05V9wVbshwF5EKRKWoXVKW2Ujffm2DuSSAlPR0kkD9JArIwmVePeajT0XLRlZLqsqK6IVjt4bv8ZA7inuIj3NA6OFR8lt8fSQeFCv9Ug/xNjI6ghuGX51BmQ4Frt1stUhpTKJslxx9b2/RxNoSEdA8yuIg7AjcdNd1HYz6KhAeuFhncKQCBFejFRHn4ucc23/ADV0kZdCyPjlaj7KU5JTWVr7t2aur7tvQfrOSXMect6RublIjwNvpQ88hC/7EKWfzCu0ctrAamiGBFenEqdfbA4yvgCAv6yEpSB/siubh7Nsu12DeoFsEKPFSXo70eSXk89sUgjZIV0BSutO1d3kONxbTGXdLdfYU+ClJcKkupDqEj6Ub7/2f2V5rrWzJcXq+gUoWdm7pNN7ty3ZEZt1vi2qCxboTSW2WEBCUgfR5z9JPWT5zXJrqbdlVguknuKJcEiSU8SWHm1suKT/ACkocAKh9YBFdtViaayMKpGcZf8AMTT7SS2DOLja2GrZMWqRARIYd4T0rbCHUrISfr4dturpq47LkVnyBku2uYl3hAK0dS0fnFZ3qo9ZOUdkWjN2t8DAZMQXlwc7MEhkOtiOeptSfMVKAO4IICfrrDxdOEYOew6jg5jsXVxMcJFayfTuSvv6De1Kw5gvyk26WoupGniQvcBybZ5BCfz8w7uf/wCYfzVr3CNSMO1Cw+NnWM3lp+0SEk884eAtKT+EhYP4KgesGtbrxte53sqFSDSa2kmqouUTrfB0p06v1ztMpLt8Yj81FSkBaWXlqCEqX5ugq32+rqrj6gaysrlt45jMtTXdCVkyuEgucO3ElBPV0HffrPm6jWYOUtcbc3plOgzLiy3LmPMqjtLX5bxS6lSth1nYbkmuexGnYvEww2GV7tXe6187dPfsO+0dwGqLR1XSWknqasW4w2O9sta+zd7O133GSLxebvkNykXi+3OTcJ0txTr8iS6XHHFk7klR6Sa46ZcpCQlEl1IHUAsgV8qVuDnrESpSldmc0KUpQCvT/wCS1yPHrToJk0a6363QnjmkpYbkSkNqKTAggHZRB26D0/VXmBXp38lximLXvQXJZl6xq1T305nKbDsqG26sJECCQndQJ23J6PrNanTPMLv/AEzP0dzr7v2jZfhvhfpdZfaDXvU8N8L9LrL7Qa96vj4vMA9Bsf8AZjHu08XmAeg2P+zGPdrmjcn28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/7MY92ni8wD0Gx/wBmMe7QH28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/wCzGPdp4vMA9Bsf9mMe7QH28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/7MY92ni8wD0Gx/wBmMe7QH28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/wCzGPdp4vMA9Bsf9mMe7QH28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/7MY92ni8wD0Gx/wBmMe7QEMzjMsQXn+nLiMqs6kt3WcVqE5ohINtkgE+V0dJAqc+G+F+l1l9oNe9UAzjAsFbz7TlpvC7ElDt1nJcSLcyAsC2ySARw9PSAf0VOfF5gHoNj/sxj3aA+3hvhfpdZfaDXvU8N8L9LrL7Qa96vj4vMA9Bsf9mMe7TxeYB6DY/7MY92gPt4b4X6XWX2g171PDfC/S6y+0Gver4+LzAPQbH/AGYx7tPF5gHoNj/sxj3aA+3hvhfpdZfaDXvU8N8L9LrL7Qa96vj4vMA9Bsf9mMe7TxeYB6DY/wCzGPdoD7eG+F+l1l9oNe9Tw3wv0usvtBr3q+Pi8wD0Gx/2Yx7tPF5gHoNj/sxj3aA+3hvhfpdZfaDXvU8N8L9LrL7Qa96vj4vMA9Bsf9mMe7TxeYB6DY/7MY92gPt4b4X6XWX2g171PDfC/S6y+0Gver4+LzAPQbH/AGYx7tPF5gHoNj/sxj3aA+3hvhfpdZfaDXvU8N8L9LrL7Qa96vj4vMA9Bsf9mMe7TxeYB6DY/wCzGPdoD7eG+F+l1l9oNe9Tw3wv0usvtBr3q+Pi8wD0Gx/2Yx7tPF5gHoNj/sxj3aA+3hvhfpdZfaDXvU8N8L9LrL7Qa96vj4vMA9Bsf9mMe7TxeYB6DY/7MY92gPt4b4X6XWX2g171PDfC/S6y+0Gver4+LzAPQbH/AGYx7tPF5gHoNj/sxj3aA+3hvhfpdZfaDXvU8N8L9LrL7Qa96vj4vMA9Bsf9mMe7UHewPBhrXEjDDLFzJxd9Zb73M8PF3U2N9uHbfbz0BPvDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/7MY92ni8wD0Gx/wBmMe7QH28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/wCzGPdp4vMA9Bsf9mMe7QH28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/7MY92ni8wD0Gx/wBmMe7QH28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/wCzGPdp4vMA9Bsf9mMe7QH28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/7MY92ni8wD0Gx/wBmMe7QH28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/wCzGPdp4vMA9Bsf9mMe7QH28N8L9LrL7Qa96nhvhfpdZfaDXvV8fF5gHoNj/sxj3aeLzAPQbH/ZjHu0B9vDfC/S6y+0Gvep4b4X6XWX2g171fHxeYB6DY/7MY92ni8wD0Gx/wBmMe7QH28N8L9LrL7Qa96s7cqudasuyXTy02W/QpbC3Lmq4CJKQ4vucNsqKTwkkBaglB/1VK/PWg/F5gHoNj/sxj3ao7lDYzjdiy7BnbHj9tty3W7qlxUSI2yVgIY6CUgbisjCq9aK7TU6dm4aNrSW3VZCUIQ2hLbaQlKQAlIGwAHmr9UpXUHw0UpSgODeYFruEFxF3aQqO2C4VqVwlrYb8YUOlJH0ggiungN5Y3bmJkG+RLoyWkrZRKhqZdebI3SVuBXkrII3PNgb/wAUV+726rIZvgtDHFGSUrujwPkob6CGPrUvzjzJ336xvIgABsKhbWZk60qMFF53zs88v1fstlbsK/vmuWntktEyW9f4ouERpW9uK/v4eHRzRSN+ni6D5us9VY9vF6tV+vsvJcivNwmz5jxeX3KyEpBPUApw77AbAeT0bV8NSP8AT/Iv6Skf+c1HEkBQKhuN+kfTWkxOIlWeq9x9c0FoTD6Mp+lptuU0tu5bbIn0G72m4FMUX9lyM4lTb0S5wWWnVJUNiW5ABSFjfiBWpA3A6fNVvcl2/XW1Wy+4S6ie7H74NSkhrdUbcpKVOb/gjoQk/SRttU40T5LnJq1owpjKbVll/jy2Wt7nblzGedhuJHl7jg3KOspXtsRt1HcCY2DEMUwiEqxYZBdjWxt1S0c8vjddJ/jrV51EAfUOgDoFczwhxEKGF9HLbPZ9P0fTeAmCqY7Sfp6eUaWbbV83dJLt2u+6xwp3cuL2q4ZFf7m9NbguvXFC3wkdzp4CkNt8IHRwkgb7klRrE2dZpd88yKTf7u8SXVEMNA+Sw1v5KEj6h5/Oek1pHlRXuXHw+DjUBLi3rzLAW22CVLbb8rh2HSfK4T+issT7Xc7U6GLpbpMNxSeIIfaU2oj6dlAdFY3B3DpU3iJ+9LJdy6PqbTh3jpPELAUrqELOXbJ7LvfZWtc4tKUrpT58RKlKV2ZzQpSlAK9UPkpf4PuT/wBdpf8Ah8CvK+vVD5KX+D7k/wDXaX/h8CtTpnmF3/pmfo7nX3ftG0KUpXNG5FKUoBVZ8o7OMm070mnZNh0qNGu/fSy25h6TH59toTLpFirWW9xxEIfWQNx0gVZlQvWLTVrVzAJuCu32TZjJl2+a1OjtIdcZdiTGZbZCF7pUCthIIPmJoCFL1EzTSTN4OOav5bZr1Yb1abjcol4jWpUB6G5BQh15p5sOuJcQppSlJWnhIKCkg7gjkOcqLAYNtulwv1oyG0LttoF+RFlQkmRLt/PNsl5pCFKJKVvNBSFbLHOJ3T0192eT+xfJFwuGq+d3jOJk20S7GyZUeNDYhRJISHwy1HbSA4sJSC4sqVskAbDcGP49yTLBZMdveOPZDGcbusJi3NSIWM2y3yGmG3kO7uOR2UqeWotoCiSEnbfgB6aA+uofKgbxXAs1yC0YBflZBhjUJ+XZriyhlaWJSlBh9RS4RzaubdHQSoKQQQKlub632vT22Rr3lGG5NGtqoiJk6WIzRbt6FKIIdPObqWnYqUlsLITsfOK42caBWHOndQ3bhfbjGOoVjttlkGOEbwxCVJW083xAgq4pRJCgR5AHnNQ7UTkkx9TbrLvGT6jTHpV2srFnuTqrLBdcPNBYDsRbrajD4+cPOJa/C2GxSfKoCx8Fze45Jm+oVkluRzb8auMCPAWhPCSy9bY8lRUfP5bqtj9G1dAnlI4ivDLzqUnGsm8D7TapN6bvpgpEadFYG6lseXxkKHlIKkpCx0joqXYlp3bsTu+T3Zma9KOUPRHpDTqQEt8xCZihKdusFLIUd/Oo1Xg5NEkacX3Rrxq3tWC3CxSsftlpVBildtjPJ4Ujujg5x0NJ3S2FEeT+GVkA0BJJWulrZFriQ8Iyubd7tEeuTVoZhIExqC2sI7pdQpwBtCipPCFELJO3DuCB8J/KR0zt+OTcqdlT12+HjzeShSIqit+Mt5TPNto/CU8HUhBb23CloHWa7DOtKbhkeSQc2w/OZuJZDEt7lodmMQ2ZSJMJawvm1tugjiSscSFjbYlW4UDtXRyOTPhTw0/YbuVzTGwJxSuZUtKu+yS4l8JlHbygJTbUjoA8tH0EigOwvfKFwOzw35zTN1ubbKLMpPcEXni8q6LKYiEdI3UfJUR0bJWknoNfB/lE4pFs4mSrBfmLoq/eDQsrrLSJfd/M8+G9y5zWxaIWFcexBA6+iuJi3JqxnE8XdxeFf7m+0vJ4mRNvP8CnGm4rraosJPRtzLTTLbSfPwjfrNcrMNBY2TW3JIEXJUx/CW+ovkpudZ4lyiqUIrUfmVMPoIUjZlKwQUqCvPt0ECybNclXi1Rbmu3TICpLYcMWY2EPMk/xVpBIBH1E1zajOmmCQtM8GtGC264Sp0e0McyiRJ4Qte6io9CQEpG5ICUgBIAA6BUmoBSlKAUpSgIJnf74Om39LT/8Mk1O6gmd/vg6bf0tP/wyTU7oBSlfxaeNCkhRTuCNx1j6xQGS9Dda9U9S9W7rjOX6iWvGbs3YSk4dOx9yPLhXBxTql8yXHE90iOgQyXNlJcDyiOBOxMhyPVnVHTm4ZyZWY2vMI2J263w1jvMmElm+3GQ01EjrUhxRKUoeadcHQQh5sjrqT6fcni/Y/mDOWZxqtd8r71XSXc7THkxIzS0uusCMl2Q822lTzgjpCOgIT1khR2NSlOiOLP6eX/T66yJUxvKJkm5XO4eSiS7MddDiXwoDYLaKWg30HhSy2OnagK6yzWHUvRa4XjG80ulqy6e/iruQWSQ1ANvSJTUqPFcjOpSte7ZcmR1JUNlBPGDuQDUpxzKNTsN1VsOm+pGR2nJY+XWedcIM+DbDAXElwlMc+ypvnFhbS0SEqQrfiSW1BXFxAj+s8niPfEXt/VLObpmNwvFlOOtzFxmISoUErS4oNJZSAHVOIbcU4d91No2CQNq7XCtHrjZMvZzzOdRLrml7t1uctNqemRI8VuDFdUhTxDbCUpW86WmuNw9YbSEpSNwQJbEzzB5+TSMKg5nYpGQw0FyRaWriyuaygbEqWwFcaR5Sekjzj6azhrhrjqLjOuFqwJ3Nbdp9j7t1gJhz7rZHXod1jCMp55apnGhCN5XMQ+aCkqHO8ZJBCTqVECC3JVNRDYTIWNlPBsBZH1q66prUrk95FqTnE+5TdWbxDxS7WpVsm2NMOK6eacU13Q0w6tviYQ6I7RUd1q4uIpKd6A51rzzU1PKVc04yEY+jF5mKTL3bG4SXVyipiZFZDjzq9k7qD6zzaU7J2HlKroteNSdRdL7tFudrzOyuKuU+HDseLu2J3a5cbzbbjb1wLnAw4ouK4CQlI2T5KySKmGd6Y3yTfZGoun97TAyuJiMzF7QmShK4rKn32Hkvr3BKihTCfJ2IIJ3ri6laI3jU5dysd61VvbWGXtTRuWPohRTxoQUlTTUkt8602soHEN1K6VcKkb9AENvuqWr8616h6pYvdbFDxrTy6TITVjk29Trt3YgJSZrjknnAWFqVzyWglBA5tJVxcRA/N61d1PyG36h6jYBdrTDx3ThwsptUy3F128LYhtS5YW9zgLA4XubRwpOxTxHiB4RJsh5Obd3uWQxbZqLfbPieZTe+GR47HZjrbmPKSlLwbfWguMIeShIdSkni3UUlBUTX6ynk7M3y5ZA1ZM9u2P43mXNHJbHDjMKbnFDSGVFt1aSuOXGW0NucO+4TuOFRKiBLMp1Yx7E8SseXyoN0mx8ifhxbfHgxuefedkp3aSEbjbfzknYdZIG5qPq5RmGsxJTUuzX6NkES6tWZeOuREi4mU4zz7eyQvgLamQpznOPgCUK3I4SK5OtWnd/zew4tZMNuL1mctGRQJ/dkUtBcNhgL8tCXUqQvbdI4CCCNxUVvXJQsWVWyfLy/LZN6y2fd2L0u+S7XDdbDrDBjtM9xLbUwWA0paeBQKiVqVxhWxAHdt8pfB5KrPBt9myGZeLxdZljTaY8ILlR50VpLzzTvlcCAGlpc4+IpKSCD0jed3jN7NY8oxvEZ4fE/KTKTBCUbpBjs865xnfyfJ6vpNQvDdArPiMrE7ii7NrlYvJuUvaFaIlujyXJjQaV95jNoSgJSlIT1qOw4lKrutS9MpOdTscyCyZbLxq/4tLekwJ7EZqSngeZUy80tp0FKkqQrcHoIUlJ323BA6Wfyh8WZnWy02bG8jvlxu670iNEt8NClnvXJRHlFRWtKUgLcTwknyh1dPRXSZXyiolux26ZriEabfo7GEJyqHaUQA2soLjoDrjynBwpHBwqb4d0hJIJJ2rvcD0EtWC3LH7o1lN1ukiwRr9HDs0NlyUbpMZlOuOlCUjjStgAcIAPEegdFca2cnPHLfY5FgXfri7HlYYrCnFcKEr7mU46svA7EBz78R1bdA6KAsPEL7IyfGLZkEq0SrW7PjpeXElBIdaJ8x4VKH1jpPQRXcV0+IWW5Y7jNusV3vq7zLgsBhc5cdDCnwnoSShHkpITsOj6N/PXcUAqCP/v5RP6qv/3tqp3UEf8A38on9VX/AO9tUBO6UpQClKUApSlAK6zJ590tWNXa6WO1G6XKHBfkQ4IVwmU+htSm2t/NxKATv9ddnXFusFdztku3Nz5UFUplbIkxVJS8yVJI42yoEBQ33BII3HUaAzDyeNYNSdSshy+3TtWcdkZMxZ2+bxW6Y3Jtkm1TktIUXCwt4Oqjpeecac3BUeabIWOLap1o9qXlV+1SyPTu55lAy2HY7YzJlTm7Iu0vwpqnloLHMrWS60pKCpLiRsOEjiV5uLgvJryG1T3slzvWG+XrIERrtFtk6JEiRF27u91KnpCSlrZ18paZAK082ngOzfTXZu6Q6kWp+5ZvE1OeyLOXLczZLXMnQI0SLBhmShx5RaaQQ44QFKJVuCUpCQjcmgI7kWq+qlxjal6hYfdbPCx3TG5SLcm0SreXnbwqGy27MUt/nEljcrW23wpOxRxK4grhH0yHVHVa/wAfUDNdO7xZYVn08ZQpq1TbeXV3lxEJua8lx/jBYSUOpbQUpOygVHiHk1Iso5OzV9u2RptWf3eyY1m0hMvJ7DGjMLbnu82htxTbq0lcfnW20Jc4d+IAkcKiVH9ZhyexkVwv7dk1CvOPWDMmm2cltEOOwtM5KWUsEtPLSXI6lspS2spJ3SkcPCryqAjsDU7VfWF7Ir9pDe7JYrJjdvgOw2bpbVSnbtOkQm5paeUHEcwylp+OjdAUriUtW+yQkzZ3XbG7bo1j+st4t1wTAv7Vq5uJDZMh8PT3Gmmm0pGxV98eSNx5umutyHk+F+7XKZgGot6wiDkMGPbb3AtkeO63IZYa5ltxguoUYzwZ2aLidwUpR5PEkKprTpFPyPR+zaZ6c8dsTarzjq4y2HUIchxIVwjOrcQXAUlaGmlKAIPEQBsd6A5rvKExKBb7q7f7JfrRdbTIhxV2aXFT3bIclqKY3MhKyhwOFKgCFbDgXxcPCdvg9yjsRZtrL5x7InLo7fE453maiIcmJnKjmQhBCVlvhLQ4uPj4QD0kbHbqb1yYbbmdlvjWouaTMjvt6kwJKbo/bYiW4hhKUqKhEUoUypAK3CsOBXHzi99hsB22JaAWvGYVhZXd4qn7Jf1ZBvbbHDtjDrpjORw3zMdCQEhLm/ESpZI/C22AAnNyzO12i541Z7izJZl5TIciw2ygHgcbjOSFJcIOydkNLHRv07CoRL5RWIomwrTaLDkV5uVxud5tMWHAhJU44/a3ualblSkpQkHpClEAgfSQDItSdPJWdJsc+zZVKx2943cDcLbcGYzUgIUplxhxDjTg4VoU06seYg7EHoqNaecn23YDc7NeVZfdbxNtEu/zVPzG2kqku3aQh94r4EgDhUjZPCB0GgOku3KRtj1sVlmHCddWFYPc8mj2Q23geWuLJbZWXHlODmy2sqbW1wk/hKCvJ2VZemOYS8/wCw5lOsUm0P3iAxLXEf4eJBWgK6Nid0nfdJ33223ANQXGeTRjGPIbYVfrlLYGOXrGnEKShBXHuU7ut1e4HQpKvIT5tuk9NT3TjEp2B4RZ8Nn5G9fVWaK3Camvx22HHGW0hLYUlsBO4SEgkAbkb7UBJaUpQClKUApSlAKztyq7gzbciwGS+zJcRtdUkR463lDyGOnhQCdv0VomqA5Tf+lWBf7F1/8AIxWRhOfj3mo09ZaMrX6rKdj5xiEmQIaMkt7ck/8A7O88Gnv/AKa9lf8AKu7BCgFJIIPSCPPXzkxYsxssy4zT7Z60OICh/Ya6o4ZioJLViiME9JMdHM/+Taum9o+KP0L2XX2fkdwvi4TwbcWx236t66IW3LJ/k3S+RYjJ627cwoOH/wDNWo7foSD9dX3atKcYesNvQ4zJYdEZvjU28dyeEdfFvX2RpBjCFbqlXFY+hTqNv+SBWO8VTe25vYcH8dFXgou/T/qik7bbIFoiJg26MhllJKtk9alE7qUo9alEkkk9JJJNdhDhy7hIREhR3H3nDslCBuTVzWnAcVjy5bZtaXgytIQXlFXWgH83Wak8SBCgI5uFEZYT9DaAn/pUJYyMcooyKHBitVevXqJZ52zfjY8jtd9J9SMBzC63XMMQnW+FcJ7zkaWUccdwKUSAHU7p4tv4pO/1VWLaeJxKfJ6SB5R2H6TXtflUOJPs/cU6KzJjvS4aHGnUBaFpMhvcFJ6CKjqNCtGkS+7k6YY0Ht9+Lvc1tv8Am22/5Vq5Ur+1c+h0Meqa9C4+6l+1+jzP0rgWmJnmOSYrKWJRkhLi4N7Q8gpKSNiyE84ATtv5ZH0itc1qS22SzWZjuWz2iFBZI25uNHQ0nb8yQBVAax4VabZlbblplzoPdLAkLbYfIbCipQ6EHdO3k/RXJ8JcA5RjidbJZP7n1L/h1p+Kqz0b6P2p+0nfoWaf5X1IXcbNHuLzUhTrrDrSVJS6zwpc4TtukL23A6B0AjeqD5VrlrYtmPWxUoyLk2664FOEFwMEAeUR5irbb8xq9MrZnLxS7MW6U63LMF4MvJOy0r4DsoEefesD3G4XG6S1zLrMflSVny3H1laz+cmtfwewrr1fTOWUN3emdHw60jDCYfiip51V719lmt3TkjjUqc6T6P5bq9fe9WPRubis7KmT3UnmY6frPnUfMkdJ/MCa1rb+S7ydbHCZtOQT2pdxjoCZL8i7cwta+skthYCevoG3Vt19ddo5JHyI85KUpXaHMilKUAr0q+TJ1ExrFNDMktt4Rei+vMZLw7jsM6a3wmBBA3cYZWgHdJ8knfq6OkV5q16ofJS/wfcn/rtL/wAPgVqdM8wu/wDTM/R3Ovu/aNK+OrBfxWU9kbv8NTx1YL+Kynsjd/hqndK5o3JBPHVgv4rKeyN3+Gp46sF/FZT2Ru/w1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8NU7pQEE8dWC/isp7I3f4anjqwX8VlPZG7/AA1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8NU7pQEE8dWC/isp7I3f4anjqwX8VlPZG7/DVO6UBBPHVgv4rKeyN3+Gp46sF/FZT2Ru/w1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8ADVO6UBBPHVgv4rKeyN3+Gp46sF/FZT2Ru/w1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8NU7pQEE8dWC/isp7I3f4anjqwX8VlPZG7/DVO6UBR2a6w4U9nmnj7beS8Ee6TlL4sVuiTsbdJSOEGPuo7kdA3O3T1Ampt46sF/FZT2Ru/w1M7/fB02/paf/AIZJqd0BBPHVgv4rKeyN3+Gp46sF/FZT2Ru/w1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8ADVO6UBBPHVgv4rKeyN3+Gp46sF/FZT2Ru/w1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8NU7pQEE8dWC/isp7I3f4anjqwX8VlPZG7/DVO6UBBPHVgv4rKeyN3+Gp46sF/FZT2Ru/wANU7pQEE8dWC/isp7I3f4anjqwX8VlPZG7/DVO6UBBPHVgv4rKeyN3+Gp46sF/FZT2Ru/w1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8NU7pQEE8dWC/isp7I3f4anjqwX8VlPZG7/AA1TkuNhwNFaeMgqCd+kgdZ2/SP7a/VAQTx1YL+Kynsjd/hqiTuqOMK1YjZCIGVG3Ix96Gp/wTuuweMhtYTt3Pv+CCd9tuiropQEE8dWC/isp7I3f4anjqwX8VlPZG7/AA1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8NU5WtDSFOOrShCAVKUo7AAecmv1QEE8dWC/isp7I3f4anjqwX8VlPZG7/DVO6UBBPHVgv4rKeyN3+Gp46sF/FZT2Ru/w1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8NU7pQEE8dWC/isp7I3f4anjqwX8VlPZG7/AA1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8NU7pQEE8dWC/isp7I3f4anjqwX8VlPZG7/DVO6UBBPHVgv4rKeyN3+Gp46sF/FZT2Ru/w1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8ADVO6UBBPHVgv4rKeyN3+Gp46sF/FZT2Ru/w1TulAQTx1YL+Kynsjd/hqeOrBfxWU9kbv8NU7pQEE8dWC/isp7I3f4anjqwX8VlPZG7/DVO6UBBPHVgv4rKeyN3+Gqmtdc8x7LsxwiNZkXcLjtXRa+7bLNhJ2KWB0KkNICj9QJNagqgOU3/pVgX+xdf8AyMVkYTn495p+EH+GV/8AKyua5FtiGfcYsFPXIeQ1/wDqUB/61x6kWnsTuvLrekjcNrLp/wDCCa6ab1YtnxbC0vT14U+lpfdl8JSEgJSNgBsBSlK0h9cOFC/d0/8A3iP+2mubXChfu6f/ALxH/bTVZ678pTAdB7Z/7aeNxvkhsrh2eMsB1z6FLPTzSN/4xB8+wO1JO20hQi5q0el/llkX/wDcLX/Gw/7y3XInXO22xvnblcI0RH8p91LY/tJFeXOpXLT1w1CU7Gi34Y3blrCkRrSObWnYgp3e/wA5uCAdwR1VSlyvt7vMlcy73idOfcO63ZMhbq1H6yokmq3VVrIzqejp67nJ2ul4X8z2Sk6p6aQ1FMrUDHWyPMbmz71U1qTmFgyfKlybPeoUyO0y2y24y+laVAbkkEHpG6jXmJX7S66n8FxY/MTWs0phHpKj6HW1c79J1HBrHR4O4x4zU13ZpK9rXtnsfQeipCVJ2IBBH9tZBh6G33Kdbp+nNsQpqOiUqS7K4d0x4SiFhZ+vhUlIHnV0VWUa93mF+47vNY2/FSFp/wChraHJlaulu0dcyxdyfl3/ACq4GBEfkuKdUgJWW07cRO4Rs6vbq8k1r9G6KnoycpKesmui37Zv+EfCelwgowg6LhKLvfWvk1mti7PsWfjGK2+w2xOmunSHLXaLWkN3G6II55x0/hNtq26XiOla9tkcQCen8GYxMUxqFGbix7HD5tsbAraC1H6ypW6lE9ZJJJNciyWeFYLXHtEBK+Zjo4eJxRUtxR6VLWo9KlKJKio9JJJrnVtWzk0jxfpSld0csKUpQCvVD5KX+D7k/wDXaX/h8CvK+vVD5KX+D7k/9dpf+HwK1OmeYXf+mZ+judfd+0bQpSlc0bkUpSgFZ8tWLuahay6xs3vN8stzWPz7THtne++SIrMJC7THdWpLaVc2fvilLPEkgknetB1AL/oLpPk+Q3LKb5iYk3G8Fo3Bfd0lDcvm20to51pLgbXshKU9KTuB070BRlp5VuoEbFcUtMHC5eTX93HjerjMbtFzlomNJkvR2eBNvivc2t8MFzjXwoAUNgrfoluWco3UO1RMhyK0abwGbNiGOWvJruxeJr0a4BuU0txyIhkNEIebS2rcrIHEOHbpJTaeQaPab5P3v76Yw0k2uN3FEVDfdhqbjdH3jdhaCW+geQd0/VXNuGm2D3WFerfcMdjvx8igtW26NqUvaVGbQpCG1bHqCVqHRsemgKob1U1Dx3VvV7wsn4w1hmGWK23OKJM11gsF1uUpJUvmiEhZaAWfK4dk8AUSRUEyPlHZvlGF5bj8+zP45erLIxa4xbhDYuEESYUy8tMKSGprDLw6G3EFQBQtK+jbpFaHyHSHTfK7rc71kOKxpsu9WwWe5KW44ETIY4ilt1AUEL4eNfCogqTxHYiuvg6B6R29qe2zh7ThuiYiZrsiXIfdkCK+H44W44tS1cDoChufMB1dFAdTq/qI7gmX4uhq3OylPWnIrgAJzjLW8OIh0JW2nyXOLfYFX4PSR11XCuUjreI61HTDEQ94Dp1CSDfn+FNvA8uGo8xv3STtssfexud99hxaByDCcVyqXFnZDZmZr8KPLix1uFQLbUlsNvpGxHQtAAP/AC2riHTPBFAg43GO9i8GT5S//df5N1/g/X1/XQFTOcoLUW/3XJzgODY/ItWKWK1ZFJXdbu5HflMTIi5HMNpQ0tKFhKFDjWeHfboPSU9Sxr1Ltty1By6PPaWzNGLjHrbdFyVJDs2FzhaaZjNOvOOEcS+aaQVK4D0gbqEzRyXtOZea5Fkt/tTc6Dd4Nrt0W3pdeZQxGhsqa5lzgWA82oEeQsFPR0g7mpffdGtMskErvviUZxcyRElOONOOMuJeitlqO42ttSVNKQ2pSAUFJ4VEdRNAVFj/ACm9QMsh47ZrNp7bY2T3bLLhiktq5vyokeOqNAXMErgcZS+EqQlP3paEqG5G/Uo/aRq7rLkN404FktmNW1M3KbpjuQRnJr60uyISJaXeaUGty0e5+cQTsri4Uno3NWxj2jemeKvQpGP4lGiO2+4vXaO4lxxSkzHo5juvkqUSpa2iUqJ333JPSd6+83SrALhGjRJOOt83Du7t+jlt51tbU91a1OPJUhQUCouObjfYhRBGx2oCDYNrhkeQauXLTrKsbi44lK5ibZGmNTWpkxuOrYPtOLYEWQhaPL2adKmxtvv07XLURtWk+AWXKVZpb7CUXgl5SH3Jb7qWS7/nS02tZbaKvOUJG9S6gFKUoBSlKAgmd/vg6bf0tP8A8Mk1O6gmd/vg6bf0tP8A8Mk1O6AUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBX8VvwnhIB26Ca/tfxSQpJSobgjYj6aAxvptIyXFddY8XV2ZmDGQzluY3Ev8S9pnWmZPktyZaWywo7MAsNtLQ3zQSlTKQVHfyru0FbvNvvGpGOXbLL1kKbPk6I8eVdpCXXwhUCK6oeSlKEjjcWeFKUpG/QBXPwvk56TYJksnL7NjhXdXZ71wjuyH3HUQnHGw0RHaJ5trZscAKUhXCSN9jtUgnac2l28xb1aX3rU737TfbkIyj/7ReTFVHSlzc9CeEtnYDp5pPR56ApK53O6YrlOSXfSPIMpyKNhmP3h7JpF0uLsyDIuSY/OxYrXGeEyErG6wyAlCVBKhupIHXXG85JpTG0uyzGMvvuSTs1ttxN4jXC4OS2pikWWRPTJbbUSlnhfYbTs2Ep4XeHb8GrswrQjSzTt9t/Dsbet/NB0JaFzlus/fN+cJacdUglRUSSRvuSeuuTiujOmWE3Xv1jOKMRJYZXGaUXnXUx2VkFbbKHFKSygkDdLYSDsOjooCnLAbviEHRLO7dqBkF5uOfz4cK+szrkuTFuLcu3PyXHW2FHgZLbjSVp5sJCUBSSCD0X3OylcLJYmNjGL7ITLQFG4sRUqhs/hdDjnECk+T/JPWK6XGdE9LcOvjeR43iEaHPjpdTGXzrriIiXTu4I7a1FDAV5w2lO/VU3oDLnK9s+oVzv9ihQI99uuK3huPb3bbYr13DKQ63IVKnLWgqQH0uW+O+0gKXsle/QeIV2F8yK4StSuT/muIZ5lE3H8wM1CbRJkIbYkx04/NkNqdSEhS3VLQ0olxSgFJGwFWpn2henGpmS2zKsutD0mba4zsRBZlux+daXv5DhaUlS0jic2STt98XuDvXfSdPcKlqx5T+OQyMU5zvMlKSlEILjLjKCEggbFlxbexBGyqAonQxeYae3jCLDrDYL81lGXW+Q2bk5lz1zjOTkNd0Ptrik8DHkhfAUcaQEbbjcb93cY0/U7W3UfFr9mN+s9twqy2hVoiWm5OQSFy25Djs5wtkF08TaW0hW6E8yvoJUanEbQfTyytzpWJWjvVeHrdJt0G4rfflKtyXkcJ7nQ64Q0ncJJS3wA8IHUBX6uGg+mt9t1niZPZXLvJs9qZswnvS3m5MqK2kDgkLaUkvJUQVFK90kqUduk0BUOml2yHXS52K25zld9gMRtOrTfE96rg5b1Spsp+U27KUWiCrhTGbISfJBcJIO4rr9FsiyfX6TY7PqDll8hx7ZiCJrabZPct67w+q4Sovd61tFKlDmorKwkHg3kk7fg7X9k+j2m2YIgIvuLsrFsjGFFMZ92KpuMdt2N2VIJaOw+9ndPR1V/Mh0b00yiLaol2xRgIscYwrcYjzsRcaMQkFhC2FIUGiEp3RvwnhHR0CgOn5O2R3rJtLosm/Xhy8SLfcrnaW7q4E8VxYiTno7MlXCAkqcbaSokDYkkjrqy64NisVmxizw8ex62RrdbLcymPEiRmw20y0kbJSlI6AAK51AKUpQClKUApSlAKUpQClKUApSlAKUpQClKUAqgOU3/AKVYF/sXX/yMVf8AVOa142jKc/wS2rlmOExru7xhHF1JjDbbf66vw0lGtFvpNZpqjPEaPq0qau3F2Kdqe6Pwi9fZU0jyY8bh3+hSlDb/AJBVdp4mGP5+c/8AoD3q5+lNubhRLq60vnEqmFlC9tuNCN9j/wDca31avCdN6rPmGjNEYnDY6k8RGyze1PYuztsTqlKpflOcoyz6C4mDHDczJrohSLZCJ6E+YvuDzISf/wBR6PpI1jds2d9GLm9WJ0HKW5UFn0LhXGzWctzcwuKUmHGPlIipKAOfd+rr2T1qI+ivNLJsnv2Y3yXkuTXR+4XKc4XH5Dyt1KP/AKAdQA6AOqvzkeR3vLb3MyPI7k/PuU90vSJDyuJS1H/oPMB1AdFdbVE5ubNxhsNHDxttYpSlQMkUpSgFbK5Gl5Xkdmg2B1CyziLk6V0jyQ9JKEtEfWEGWP8Ax1jYAqISkEk9AAq4dA1azYNljOT4Zgl7ucR5PMzY6YriWZLJPUVEbAg9IPmP1EivJK6B6I0qOwc1gKs8e7ZDBmY8p5QbUxcWwhTa9t9ipJKNug9O/wDYeiv2rP8AB0K4V5fZ0keYzGwf+tUWLbo8fqUpXdnKilKUAr0j+TPvepdu0PyRjD8AtN7hHMJKlSJeQGCtLncEHdHNiO5uAAk8XF07kbdHT5uV6ofJS/wfcn/rtL/w+BWp0zzC7/0zP0dzr7v2jRXhXrr6ncc7ZK+Cp4V66+p3HO2Svgqsalc0bkrnwr119TuOdslfBU8K9dfU7jnbJXwVWNSgK58K9dfU7jnbJXwVPCvXX1O452yV8FVjUoCufCvXX1O452yV8FTwr119TuOdslfBVY1KArnwr119TuOdslfBU8K9dfU7jnbJXwVS7I8yxDD22Hctyuz2REkqSwq4zmowdKdtwkuKHERuN9vpFc21Xe1X2A1dbJc4lwhPglqTFeS604N9t0rSSD0jzGgIJ4V66+p3HO2SvgqeFeuvqdxztkr4KrGpQFc+Feuvqdxztkr4KnhXrr6ncc7ZK+CqxqUBXPhXrr6ncc7ZK+Cp4V66+p3HO2SvgqsalAVz4V66+p3HO2SvgqeFeuvqdxztkr4KrGpQFc+Feuvqdxztkr4KnhXrr6ncc7ZK+CqxqUBXPhXrr6ncc7ZK+Cp4V66+p3HO2SvgqsalAUJmmT61LzrT1b+kuPtuouk0sITlqlBxXe6QCCe4xw7J3O+x3I28+9TXwr119TuOdslfBVy87/fB02/paf8A4ZJqd0BXPhXrr6ncc7ZK+Cp4V66+p3HO2SvgqsalAVz4V66+p3HO2SvgqeFeuvqdxztkr4KrGpQFc+Feuvqdxztkr4KnhXrr6ncc7ZK+CqxqUBXPhXrr6ncc7ZK+Cp4V66+p3HO2SvgqsalAVz4V66+p3HO2SvgqeFeuvqdxztkr4KrGpQFc+Feuvqdxztkr4KnhXrr6ncc7ZK+CqxqUBXPhXrr6ncc7ZK+Cp4V66+p3HO2SvgqsalAVz4V66+p3HO2SvgqeFeuvqdxztkr4KrGpQFc+Feuvqdxztkr4KnhXrr6ncc7ZK+Cqxq/i1obQpxxQSlIJUonYAfSaArrwr119TuOdslfBU8K9dfU7jnbJXwVSHHtS9PssYu8vGsys9zi2F3mbjKizW3GIy+ALIU4klI2SQT09HTv1Gu0sGR49ldsbvWL363Xi3ukhuXAlIkMrIOxAWglJ2P10BCvCvXX1O452yV8FTwr119TuOdslfBVME5dia8iVh6cntJvyGe6FWsTWu6w1/LLPFx8P17bV/XctxVjIWcRfya0t32Q0X2bWua2JbjQ33WlknjKeg9IG3QaAh3hXrr6ncc7ZK+Cp4V66+p3HO2SvgqmErLsThX+Nik3J7THvc1BdjW12a0iU+gdakNFXGodB6QPNXbUBXPhXrr6ncc7ZK+Cp4V66+p3HO2SvgqnF6vlkxu2P3rIrxBtVujAKflzZCGGWgTsCpayEp6SB0muFaM1xO+4tCza2ZBBdsVwabfjTy+lLLiFkBBCidukkAfWduugIp4V66+p3HO2SvgqeFeuvqdxztkr4KpDN1M03tmStYZcdQcai5A+pCGrS/dmG5i1L/ACWSvjJV5gB0+au2vl/sWMWx695LeoFpt0cAvS50lDDLYJ2HEtZCR0/SaAhHhXrr6ncc7ZK+Cp4V66+p3HO2SvgqmUnKcZhWA5XMyK1sWQMpkG5OzG0xQ0dtl86TwcJ3Gx326a/pyfGhYPCs5DbO8nMd098u62+5eZ/Gc7vwcP+tvtQEM8K9dfU7jnbJXwVPCvXX1O452yV8FU5s17s2RWxi9Y/d4Vzt8pPGxLhyEPsup+lK0EpUPrBrm0BXPhXrr6ncc7ZK+Cp4V66+p3HO2SvgqsalAVz4V66+p3HO2SvgqeFeuvqdxztkr4KrGpQFc+Feuvqdxztkr4KnhXrr6ncc7ZK+CqxqUBXPhXrr6ncc7ZK+Cp4V66+p3HO2SvgqsalAVz4V66+p3HO2SvgqeFeuvqdxztkr4KrGpQFc+Feuvqdxztkr4KnhXrr6ncc7ZK+CqxqUBXPhXrr6ncc7ZK+Cp4V66+p3HO2SvgqsalAVz4V66+p3HO2SvgqeFeuvqdxztkr4KrGpQFc+Feuvqdxztkr4KopcbxqFc9W8NbzPCLXYmUW68FlyJfDOLiv8l3SUlhrhG3TvufzVeNVtn/76eDf8Def+kWp0/fRRieal3HbXKT3Hb5MvfbmWVr/ALATWMsW5Z0TTbVW66eZrDQrFm5KW2p7CN3obpQkrK0j/OI4id9vKHm36q1tnkruPEbm7vtu1zY/8RCf/WvN7lHaRTHrqM4xaA5INweDc6MygqXzyjslxKR18R6D9ex89X4nG08LqUpuzm3b6L/U12i9C19K162IpxvGjBX6fbltXdqO/Ybz1G5QGCafabOakuy1ToL7W9sDI3E55QPNoQrq6T1nzAE+bavKrUfULJdUswuGa5VNVInT3OLh3PAy2OhLaB/FSkbAD9PWTUxz3TLM8M0vs8jILzMdZRPcWLXzpVHgF1A3UBvsFqKBxEfQOvrqqKqp4qni469J3Wz7G1lomvomfo8UrTaTzyyez/X7ClKVMClKUAq5NF+TLmWq5au8zisuPE7ma8jdb4+hpH8b/aPQPr6qmfJi5NCM0DOoGexT3jSeKDBWnbu4g/hr/wDljbq/jH6h060ul7f7r8DcKajCew22H3S3vHtjJHklSU7ArKR5DQI36Cdk9cJS3I9S3sh+I6QaK6MMslu3RHLm9+BLnDuiW6R182nYlP8A4Ej66moy9bqQLTiF/mpHQCmM3HT+juhbfR+auZY8YttjW7Lb5yTcJQAkz5CuN9/bqBV5kjc7IGyR5hXb1W3cmkyNd+M4kbiPhENpJ6hNvAQf0hppz/1qC5Lye7LnN6kZTkK1wLjOCC/HhSecZQUISgcKlNpJ3CQTukdJNW/Sl7bA4p7TxfpSld0csKUpQCvVD5KX+D7k/wDXaX/h8CvK+vVD5KX+D7k/9dpf+HwK1OmeYXf+mZ+judfd+0bQpSlc0bkUpSgFKUoBSlKAzjynXEMaq6UvvXrCLS2mPkAVJzCL3RbwS1F2SUl5ryz/ABTx+Y9BqrNN7llzN8ueJYFmdutqcp1Vbj3LIsRgtd55EZePqdcRb2nQ420tHczaVqKnRz26iTuWxtmZbrfcAlM+BHkhG5SHmkr4d+vbcdFfpuFDZbaaZiMoQyeJtKWwAg9I3SPN1nq+mgMm6la05VYdUFsYvn12T3hyez47Istxl29CZqHe50vrRCTHMp1KkPqc7o5xCQUkp8lJBmeJZzfbvkuV3e7apSmsptN6vVvtunvPQmWpMeMXEwxza2jJWXm0Nv8AOpc2POdHkjar8Xbbc5JM1y3xlSCkJLqmklZSDuBxbb7AgGv13vgd2d8e4o/dXDwc/wA2nnOH6OLbfb6qAyDpVqlrNfsYnZHK1ax1Mybhlwuc1m7XaG4LPdA0lTLiYjUdD0VlpxS0OIfU4QEp33UCTbHJkzi55RDySy3nJ7tf5tkkxQ7Mk3G33GKS6zxcMaVCaaStO4KihaeNHEPMU1cjNtt0d159iBGbck/55aGkhTv+0QPK/TX6hwYVvZ7ngQ2IzW5VwMthCdz1nYdFAfelKUApSlAKUpQClKUBBM7/AHwdNv6Wn/4ZJqd1BM7/AHwdNv6Wn/4ZJqd0ApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCoXrTbbDedJcts+T5C7YrVPtEmLLubaCtURtxBSXeEA7hO+5B6Nt9+jeppX4eZakNLYfbSttxJQtKhuFJI2INAYn0DznAccxTN52p1v0+v1gctbWSXK/Y/bk8260qUpuHAkxwXEh3gQyppoKOwOxAPlKunk/TsWL2V5+L1ilrXmFyhKFitV0ivt24hrmmG3VMqLZlvbEqCeglKUpKuDiNwwMcx+12xNlt1kgxoCUpSIzUdCWthtt5IG3RsP7K483DcWniImTY4vDBmNXBhLaObCZDe/NrIRsFFPESArcb9O24FAZEl+DrmmMLHLa3A8dQ1KYcDbaUi6omC9JW/JWP86I/cIcJWfI5ggb7ECv1clYMjSvMccusaAdZ3c6lFllxtPfl65KunFbpDG/31TKYhjEOI+9paQsE7JXWyxAgCYbgITHdRTwF/m085w/Rxbb7fVRUCCqWm4KhMGUhPAl8tjnAn6Arr2+qgMZ5OLGzgWsOP5MLcrV6bmkxdiQ6EG5PKckINlcjb/fC2hgsAKR5Kebd322VWuMplZlFjMKwyzWq4vqc2eRcJ7kVKUbdaShpwk7+YgfnrtFwIDstE9yEwuS0ClDym0lxI+gK23Ar70Bn3llx7GNP7Vfbnmtnx662OY9Os7d6hCXbrhM7kdaEZ1ClISFKDp5tXGkpWEkbkbVWPebFsz5L9zkysAxpuTg2Qot1ruFjaUbbcHESoocuUQEbHjJUkr8ry0OcKyDvWwb3YbLkkDvXkFqi3GHzzMnmJLQcb51l1LrSuE9G6XEIUPrSK5SYkREdMRMVoMJASloIHAAOoAdVAZayC5u4HqVfsrx/U3FL9ebvmdvirw5VqaXP5twRoykpcK+fS4htJeCwOaACiQRuoTrV+7Yc/qXpnecsuFpkYbDl3mLKkSnW1wY13DSExw8pR4ELSEykDj22WQn8IgVdBttuMwXEwI5lpTwh8tJ5wJ+ji232rg2zFMdtFtfs8C0sJhSZL8x5lwF1LjzzinHFq499yVqJ+gdQ2AFAY7xtFii5pbMhyNiKjRhzU2+PWFclA71MqVbGUMPnf72iOqci480o7I5xxJSfKQa5UpONrydGQW9iF4lBqu28+pDYTalKFnU2qQBtzfcvfThJX/my75W5662UuFCciGA5EZXGKeAsqbBb4fo4erb6qdxQ+5O4O5Ge5uDm+Z5sc3w/yeHq2+qgKe0FNqk5vqlc8K7kOGSr1D72rhcPcjsxMRAmuMFPkqSV82CU9BWlzz71c9fOPGjQ2ERokdthlsbIbbQEpSPoAHQK+lAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUAqts/8A308G/wCBvP8A0i1ZNVtn/wC+ng3/AAN5/wCkWp0/fRRieal3HQ6zTlRcUQw2CVPyB5O+3EEpJ2/t4azvCtsxyWq53d8Ld3+8R0KPNR0//wCSz51H8w2892a4zPKtsEHqStwj85A/9KqeuX4V4j/nwox3R/Lf6SPo/wDwpwCeExOMn/3VEl0NQis/pKUvrntOuyLH7XlNll2C8Rw9EmNltafOPoUD5iDsQfpFYo1K00vmm97Vb7g2p2G8SqJLSPIeR9f0KHnH/oRW6K6zIsbsuV2p6y3+A3LivDYpWOlJ8yknrSR5iK0+itKT0dOzzg9q/aO24S8G6WnaSlF6tWOx9PY+z8Hn1Srb1Q5PmRYWty6Y+h27WfpUVITu9HH0LSOsf6w/TtVSV32HxNLFQ9JRldHxPHaPxOjazoYqDjJePanvQq2uTloxI1czNPd7ak2C0lL9xc6uc6fJZSfpVt0/QAfq3rSw2S5ZLeYVgs8VcibPeSww2gblSlHYfo85PmFekGCYhYNB9MWrZHa552MgOSVoH3ydMXsNh9JUohCR5htVsnYw0rneX+6LtCIOGYi0w1dZbJbiNhvdqDGQAkvrSNgEJ3SEp6OJRAHn27ewWKFjtuTb4anHCVFx591XE6+6r8JxZ86if2DYACuBiNim25h+7X1bbt7uqg9NWj8BoAeQwjfp4EA7D6TxKPSo1IKqZNLexSlK8JClKUB4v0pSu7OUFKUoBV0aI8rvWbk+4vOw/TubZ27bPuS7q6mbbw+sPrZaaVsriHRwsI6Pp3ql6VVVowrx1aiuidOpKk7wdjVfzmHKj/nHF/Yw9+nzmHKj/nHF/Yw9+sqUrH5Pw3ULeN1usar+cw5Uf844v7GHv0+cw5Uf844v7GHv1lSlOT8N1Bxut1jVfzmHKj/nHF/Yw9+nzmHKj/nHF/Yw9+sqUpyfhuoON1usar+cw5Uf844v7GHv0+cw5Uf844v7GHv1lSlOT8N1Bxut1jVfzmHKj/nHF/Yw9+nzmHKj/nHF/Yw9+sqUpyfhuoON1usar+cw5Uf844v7GHv0+cw5Uf8AOOL+xh79ZUpTk/DdQcbrdY1X85hyo/5xxf2MPfp85hyo/wCccX9jD36ypSnJ+G6g43W6xqv5zDlR/wA44v7GHv0+cw5Uf844v7GHv1lSlOT8N1Bxut1jVfzmHKj/AJxxf2MPfp85hyo/5xxf2MPfrKlKcn4bqDjdbrGq/nMOVH/OOL+xh79PnMOVH/OOL+xh79ZUpTk/DdQcbrdY1X85hyo/5xxf2MPfp85hyo/5xxf2MPfrKlKcn4bqDjdbrGl7p8odyk7tdrPeZdxxzuixvuyIvDaAE8bjK2VcQ4+kcLiv07V2nzmHKj/nHF/Yw9+sqUpyfhuoON1usar+cw5Uf844v7GHv0+cw5Uf844v7GHv1lSlOT8N1Bxut1jVfzmHKj/nHF/Yw9+nzmHKj/nHF/Yw9+sqUpyfhuoON1usar+cw5Uf844v7GHv0+cw5Uf844v7GHv1lSlOT8N1Bxut1jVfzmHKj/nHF/Yw9+nzmHKj/nHF/Yw9+sqUpyfhuoON1usar+cw5Uf844v7GHv0+cw5Uf8AOOL+xh79ZUpTk/DdQcbrdY1X85hyo/5xxf2MPfp85hyo/wCccX9jD36ypSnJ+G6g43W6xqv5zDlR/wA44v7GHv0+cw5Uf844v7GHv1QemWk+d6v5CMcwSxuTn0oLsl9RDcaGyPwnX3VeS2gfSo/UNz0VcVvxrkY4U61gOoOS5Rld3kOgXHK8bdQi3WtQI2bjtLSTKT1hbnnHSgDrqqeEwkHbUu+hFka9eSvrWR3XzmHKj/nHF/Yw9+nzmHKj/nHF/Yw9+o9yg8G0flaY4/qzofhN0stnkX652GQt2e9NbfRHDZYkKU4hJZW4lajwH6D0nas61Kng8LUjrKFv9955PEV4O2sar+cw5Uf844v7GHv0+cw5Uf8AOOL+xh79ZUpU+T8N1CHG63WNV/OYcqP+ccX9jD36fOYcqP8AnHF/Yw9+sqUpyfhuoON1usar+cw5Uf8AOOL+xh79PnMOVH/OOL+xh79ZUpTk/DdQcbrdY1X85hyo/wCccX9jD36fOYcqP+ccX9jD36ypSnJ+G6g43W6xqv5zDlR/zji/sYe/T5zDlR/zji/sYe/WVKU5Pw3UHG63WNV/OYcqP+ccX9jD36fOYcqP+ccX9jD36ypSnJ+G6g43W6xqv5zDlR/zji/sYe/T5zDlR/zji/sYe/WVKU5Pw3UHG63WNV/OYcqP+ccX9jD36fOYcqP+ccX9jD36ypSnJ+G6g43W6xqv5zDlR/zji/sYe/XoRb2NfJkCNLXqXbEqfZQ4Ui1NbAlIO34H114nsNF55tkdbigkfpO1e9VtTwW6Kn+Swgf/AGisHG4WjR1dSO25GWIrz2Ta+3kQswNfvNqXavZjX2dO4dftv3yrVv8A0a19nU8pWB6On1V4kfS4j4svDyIF3Dr96yrV7Ma+zr+mDr75tSrV7Na+zqeUp6On1V4j0uI+K/DyIF3Dr96yrV7Na+zr9iDr159SLYfzW9r7Kp1Sno6fV/I9LiF/5X4eRBu4td/WNbv1Br7KncWu/rGt36g19lU5pXno6fV/J76bEfFf/wCvkQbuLXf1jW79Qa+yqFZJnOt1hvD9qOosEqYCeLazMrG5SFdfk/T9FXdWfMvlGZlF0f33BlLSD9STwj/kKycNh6VST1o/k0Wn9K4zA0IulVabfZst3dx17Gseub2QzLP4fwA1Fhx5HH3jZ4it1byeH8LqAaB/8Vdj40NbvWJC9hM+9ULtI5zJr8//ACe5Y/8A+lsr/wD9ld5WXHBULe6cxW4SaUjJJVnsW5dC7DuPGhrd6xIXsJn3qeNDW71iQvYTPvV09KlxLD9Ur9ZdK/Gf2XkSCPqnq+lJErO2nFb9BbtMdA/sINfmNnWVP5Rbsnya7ru67VGlR4rHMsx0Av8AN8SlFCN1bBobDcdZroaUWCoJ3UfyevhPpaUdV1su6PkfXK77PyG4m4XBYLixsEp6EoSOoCukrl3NE2P3K7LjoRAlrDTMsb7NOk7cD38lKjsEr6tzsdiRv2LOH3p1fCtptofylLB/6V8v4R4PE19JVJQg3HJK2zJJH6x/4ZaX0fguC+HhiKyjP2pSu87yk5X7bprYdHUWzXUzDsBYK8guqEPlPEiK15b6/o2T5vznYVcMHCrcy2e7lqkLUCDseFI/Nt0/p3rBvKO0XvWluXOz1PyJ9ku7q3Yc11RWsHrLTij/ABx9PnHT9IEcDwdlUetiXZdC2/fZ+TP0vw/pUk6ejo6z6zyX0W1/Wx8dReUPlmZJettm4rLa3N0FDS93nUf66/Nv5wn825qp6V3WGYtcc3yu1YnagO6bpKRHQojcIBPlLP1JG6j9QrrcPhqWFhqUY2R8yx2kMTpGr6bFTcpdv6WxfQ1LyJ9JiyzI1YvMUBTvHEtIWOnh6nXR9G/4AP1K/ToOIlrM8vXc1/fbTjLymIn8h64bFLro8yuaBLYPmUXPOkGv7c24+nmCwsbxhj7+EM2e0tAdJeWOFKz9SRxOKP8AJQo1IbDZ4uP2aHZoY+9RGg2FHrWf4yj9ZO5J+kmvW75mMluOfSlKiTFKj+SZcixLdjRrXIuEiPFVNfQ0tKEssjfylKUQBuUqAA3J2P0V+I1/yiVGakowxSUvIS4Aq4NbgEb9PRXtiOsiR0roe/GVehv/APcG/wBlfg3zKwSPAdw/WLgztSw1keQFKUrujlhSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgNNTchiYtye9DrFcbhNt+IZRfrtJzBi3qLblxjMS4qTzhT5SylpbgSCdhv1VaWfZ/fMSzi66dY3ydsGvN1u8mMrS+62/HWn4xtbqvKVv0iRu3weUrcoVznF5ts+Y5rTppL00x3TrVjSq45IjE5E521S7dkBtygiUpCnEOp5lwL8ptOxG3RvVg4/y7pWDY6zp7gWkdpgYahuSy5Bl3edJmlD6eFwNTOcS5H3Hma4RuSQASTWunRnfKN83vy23W/6eBmRqRW2Vtn4JrZ71ZYvK1v8Apbh0iE3it9xm5N5VZLfsuzv3ZiyPuvlhtW4CUSWkkKTtspKgDw9FVbYsV0puXJZxy5Z/kcrHX1Zfc2mpkGzJmvSAI7B5tZ40EJTvuOkjcmuFYNetEsEuErLNPNB7na8oXAmw4kmVljkuJGMqO4w4vmVMhS/vbq9gpzrO/mqjnb/fH7Ixjb13mLtMWQuWxBU8osNvLAStxKN+EKISkEgbkAVZToyvvWzou7X7+whKpFdu39dxrrWrQrTReT33UG9yb+mwN3CzY3AgYxbWTJLrlsZeMl1CjwoSQobJHStfENxtvXT2rkh6cwb3GxXM86v/AHyumZ3XD4T1siMlhCorDTiH3EuHi2Jc2UgHf6xt00BaNZtW7Dc5d6supWSwp89ltiVJYubyHHkNp4WwpQVueBIAT/J821dbG1BzuGqIuLmV6aVAnO3OKpM5wFmW4AHH0nfocUEpBWOk7Dc17GjWS1df/djx1Kbd9Uu+DybMNyWTjV7w64ZHMxq4QLtLvC5r0KG7ATAeSy48p5xQaQypTjXSd1Dj22Ua7PJuSpguEN5Pkl+yPJbnYbULImDGskZmTNUq5RlPpU6rfm+bbCCniSNnCRtw71Qli1Q1HxhcVzHc6vtuMFL6I/c09xAaS+oKeSADtstQBUOokAnqqc6bcoG4YzdLte83n5ze7ncY8eIi423MJFulIYaCgGVr4V84jYp2ChungHCR00lCus1K/wD9+QjKk9q/3YuSPyIcKj3K9OXrUR+LaYl+jY/FVKlQ7fJQ45CYkrfdQ+oBXCJAAZR5auBXSNunJuS2hqwZFc7GxcWLg1b5b0ZEthW7b6ULKQtJ+ggbj89T/KuUbqhes+yLO8cyi64u5kS0c9GtdwdbSG0ICGklQO61JSAAs+Vvud+mqwcccecU884pbi1FSlKO5UT1knzmrKEasc6jvsIVJQeUEfmlKVkFQpSlAKUpQClKUApSlAc6xo52929s/wAeU0n+1Yr3ihjaIwPobT/0rwlxFnujLLKx+MuMZH9rqRXu4wOFhtP0IA/5VqtJbY/X9HqP3SlK1hIUpSgFKUoBSlKA/Lqw22tw9SElR/RWbJbpflvPE7lxxSt/znetDZBI7ksVwk77c1GdV/Yk1nSs/BLJs4vhZU9qlDvf4Okx375Mvkj+XcVIB/2G0J/6g13ddDhKxIsIuIO4uEqTMQfpbceWpH/2FNd9WZDYctiMqrj0ZfbIUpSpFIpSupy26osWLXe8uK2TCgvv7/7KCf8A0rxuyuShB1JKEdryKd005T8VvOr7guoa25GM3S4yGoMh0ApiJUsgNr+lsjbp8xO/V1aQts5/EpMezXGQuVZZiuG2XBS+Pmd+lEd1RO56Ds24d9wOFR4tiry8dcW84t1w7qWo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More From Merriam-webster On Scale

Scaling is used when the scale of any geometrical determine or shape or an object could be changed with respect to its unique measurement. When things are too large, we use scale components to calculate smaller measurements. When issues are too small, we use scale factors to calculate larger measurements. Scale factor, on the other hand, is a quantity that’s used to extend or lower the dimensions of a determine.

• Since the butterfly is small in dimension, we would prefer to scale it up, as proven under.
• When we scale figures, they are generally known as comparable figures.
• All content on this website, including dictionary, thesaurus, literature, geography, and other reference information is for informational purposes only.
• If you need to make the text more readable, you shouldn’t regulate the size settings.
• If the system isn’t scaling elements accurately, repeat the steps to pick a different worth to increase or decrease the scaling worth till you attain the right configuration.

If you join an external monitor, using a customized scale setting can help increase the dimensions of the textual content, icons, and menus across the displays. Changing the show scale can also enhance content visibility whereas exhibiting a PowerPoint presentation on a projector. Scale is the ratio to symbolize the relation between the dimensions of a mannequin or scaled figure and the corresponding dimensions of the actual determine or an object.

In the above example of scaling, the two rectangles are comparable because their primary shapes are the same even when one is smaller and the other is larger. Once you complete the steps, the display screen will flash a “Please wait” message to apply the new textual content size. After you complete the steps, the system will apply the setting you specified. You shouldn’t change the size settings utilizing customized values as a end result of it affects the viewing expertise. However, if it is necessary, and also you do it accurately, it may assist you to hit that sweet spot. For instance, we now have to construct a bed room of measurement 180 inches by 168 inches.

The scale issue may be calculated if the dimensions of the unique figure and the dimensions of the increased or decreased figures are recognized. You should be questioning what does scaling mean in Math? Scaling is a procedure by way of which we draw an object that is proportional to the actual dimension of the thing. Scaling in geometry signifies that we’re both enlarging or shrinking figures in order that they preserve their primary form. When we scale figures, they are generally known as comparable figures. For instance, when you wouldn’t have perfect eyesight, making the weather bigger on the display screen might make issues simpler to see and use, avoiding stressing your eyes.

Scale factor, then again, is a quantity by which all of the elements of an object are multiplied so as to create an enlarged or lowered figure. Scale and scale issue are largely utilized in blueprints that are used for the construction of buildings. Once you full the steps, the new scale configuration will apply.

Although it isn’t required, you may must restart the computer to verify the setting applies correctly for all supported functions. For instance, we’ve to attract a butterfly on a piece of paper so as to examine its components. Since the butterfly is small in size, we would like to scale it up, as shown below.