Title
Recommendation to Accept the Quarterly Sales Tax Report for the Reporting Period Ending December 31, 2020 (Funds Collected During the Period July 1, 2020 to September 30, 2020). (Finance 2410)
Body
To: Honorable Mayor and Members of the City Council
EXECUTIVE SUMMARY
The California Department of Taxes and Fees Administration (CDTFA) allocates sales tax to the City of Alameda (City) on a monthly basis. This report provides information about the activity for the period ending December 31, 2020 (funds collected during the period of July 1, 2020 to September 30, 2020 and recognized as revenue in the current fiscal year).
BACKGROUND-
This report summarizes the sales tax receipts for the point-of-sales (POS) activity for the period July 1, 2020 through September 30, 2020. This is the basis for sales tax revenues received by the City of Alameda (City) between July 1, 2020 and September 30, 2020. For the purpose of this report, sales tax revenues exclude Proposition 172 funds, the allocation from the statewide pool for public safety services.
DISCUSSION
Fiscal Year to Date (July 1, 2020 to December 31, 2020)
For the Fiscal Year (FY) 2020-21, sales tax is the third largest source of General Fund revenues for the City (behind property tax and transfer tax), representing approximately 11% of the total budgeted revenues. As of December 31, 2020, the General Fund has received approximately $3,443,000 in sales tax as compared to $3,390,000 for the same period last year. This represents a 1.5% increase in year-over-year sales tax revenues received.
The City’s voter-approved half cent Transactions and Use Tax, Measure F, became effective on April 1, 2019. Budget projections for FY 2020-21 for the Transaction and Use Tax is $6.0 million. As of December 31, 2020, the General Fund has received approximately $2,465,000 in Transaction and Use Tax.
Quarter-to-Quarter Comparison for the 3rd Quarter in 2020 vs. 2019
The City’s receipts from July 1, 2020 through September 30, 2020 were 7.5% below the third quarter in 2019, due to the pandemic. After adjusting for other reporting corrections, actual sales were down 8.9%.
The following is a summary of sales tax performance by key economic categories in comparison to the same quarter of the prior year, based on numbers adjusted for aberrations.
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)
Reflecting the extended closures, hardest hit this quarter were Restaurants & Hotels and Fuel and Service Stations. Many employees continued to work remotely, and few people were travelling. Retail spending at stores was down, affecting General Consumer Goods. However, State and County Pools were up due to online purchases. The drop reflected in medical/biotech affected the Business and Industry category. Food and drugs showed a positive increase due to grocery and convenience store sales.
The following is a summary of sales tax collected by geographic area, in comparison with the same quarter of the prior year:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA3gAAAE2CAYAAAAzozB7AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAIyGSURBVHhe7Z2LjqS6roaP1K1Ra0b7/R93HZyQ4Di2CdU4QNX/SdECEnLxLZfqNfzfwn9ISEhISEhISEhISEhIj0+JegEA+Bjg9/FAxvFAxmAE2AkYAXYSD2QcT5UxhA3A5wG/jwcyjgcyBiPATsAIsJN4ION4qowhbAA+D/h9PJBxPJAxGAF2AkaAncQDGcdTZQxhA/B5wO/jgYzjgYzBCLATMALsJB7IOJ4qYwgbgM8Dfh8PZBwPZAxGgJ2AEWAn8UDG8VQZQ9gAfB7w+3gg43ggYzAC7ASMADuJBzKOp8oYwgbg84DfxwMZxwMZgxFgJ2AE2Ek8kHE8VcYQNgCfB/w+nkMy/t+/v/9953dE+vrv5+//6Pot+ffnq47168+/o+N8W7mAU4GdgBFgJ/FAxvFUGUPYAHwe8Pt4Dsm4bvC+fv779y9v6LZN3303ef/7+/Pf1/ffl/qmjfkgL8sk9Tu/z9L3f38H+vG/n+9U/vvnf//x65T5S/5+t30q9Zb+vrAJnoLs9836udsX64DlbvLe8zfYz6+4pWzeDMg4nipjCBuAzwN+H88hGVubnfIL11kbiDOpm6QHb/DKQvJ///799/NF9e1v8iI2eLV9Jous+7y5v/MCPS/Ot0OI39pFALv9qLbI+izHdTVaHwuwn1O4nWzeEMg4nipjCBuAzwN+H88hGY9u8Gq5klj5rY6vvEBaNyt1wVQSWziN1ffz3w87YU8bm7ohKknfGFnl+ucvLaSPlq9oC165WWvlxhagzgaP/8kppW0DKXXTjndvo1j7u7y/3KbE+262W977/q5j0d9b+pX0senRGj9HkyOxbS5WPa82V/Ve7i0Z78jrILvv1fa4b4ixHe1rW76VkVlXaVPoq/MXESdgP20bL9rPXj74PZBxPFXGEDYAnwf8Pp5DMt4WJMoGq26K2jLmvbbQKQuidSGYF43H6uvyy+KKLYo52/tyU6ePZ33tCK+8k9AWlvxZ7ds6tm3BufTb2ODl9zfZ518mxFjZApjD618fNVRZJ1kJOXrt7r4nxqvkyTrpvmD1m7+fy6z1ru1s8tLb2JPXQXbfl/omGvkc7Kusr7cTo641T9WX0scC7OcU+xktB17nkIw3Pcpk2/o7kG0+j7XY9wFq+bcVEADABH4fzyEZj0xkfHNG9wRfINU60mKsfYcWRHTPOVpft0Eriz9rg6fUz59p/T3IK+8k5OKQqP1ZxiMXnrw8l6km3/IsJyFLQ1bWArjgLWZTgQW1Xec9OUYvTxsnIcsVGnml67U/qZ587bWxJ6+D7NahtZfl8VpfLXkRbl2OvjyZaPbAgf0McaQseI1DMq565HNaeabYzV1INvti7NLGfJD6zi2FAwAIBX4fzyEZjwT1vKBJ9XapWdSwOso79kKzr4uSVt/RDZ7WdlmEpYXbiRPZUeTCleDPusVj6esy1mYhya+LPFb55AXvujBl71N9EtmeRPaXL6bddp33ZJv5nudR2TZxeRFWv3m7xW6qXFd9e23syesgu3XU9kQqtnu0r6U8t/2CW5enZ0cmuU7YD6X8zkv2c6QseI1DMq56FHNE0b3mX1dT/enF2GWN+QD1ndsJBwAQDvw+nkMyHgnqfHOUn7RodfANCN1zjtb39r/grc9IVnLh2Sw4mUz5tXxndHFO8HrykxbZX2+hrS3ej74n8yw0ORLy/XS/jJ3aKGW9NvbkdZDdOvbaO9pXT59uXY6+vD7CflpetJ8jZcFrHJJx1aOYI7LuN3uv5Uric2Cto/z/mK1t13e4/w7Vd///N/3oix9FZwCUXl+M3ALLYQpyEbc+PkRjpMcCLJjDdJ3kyd9IATZyhh3/kkNt7vklIcvIMWp1dO+sC0FaJB2tz8w39Ffza/n9/h7klXcS2sJSW9iWsfHFJF9M82u+6NjGvr6zK6tVNkwWTX2iv/1i2mjXeY/ndboS7/Hx0z0n17nlSdkR9ZlSTmtjT14H2a1jVz8H+yqf8ffdukReoy+nj7CfU+znSFnwGodkXPXI7LqzNVHGvOe2U54V/3TnRb++Ll+xX872ful/3Lz4yssfAVd4frI8K4p7XfCXs2c80tjWx4eogTf9i12v1wPCuEwf2kJklGRXgxP2GXb8S46NbTCob5NDSdv4rDpq3CqJL5wO1KfJNC/OKG2TJ2d7p6T9/h7glXcSnUxSam2lLcMWB8YGT471+5vnrWN17LeXVX435ZWYus5H7cLfadd5j+7L4p6efYu8MraSSl80NjvIic+bRO2jtE2jjRF5HWC3jiH9HOyr63dWXTv62uTc2ioB+2Hjfc1+jpQFr3FIxlWPXerjMbcZdbPPbKe8o9nk0fo2/1n9qfi9YXta/fyZ1t+D1HdeefntOUHAt2XG2LIzLMaejFZf+IFLuUwf1kS9x17QlMiguz6eyWUy/iAg4xNJi+w3nPMWYCcTeAP7gZ3Ec0jGI+vV7ZChT+mQQqmjvKNt8I7Wd3SDp7WNDd5EtB22RVVGSUIpm/JLahec1RjSu9//fXNDqYre+dthfppR3yl15VSMqa9T5vcL4649Z5Fd31/KlLaakwprTOV5SVKO7piFjF93jE/hMtlUXSk6snzFfD5kE5sdT+aKNj8NyPgXeP7zZsBOAnhD+4GdxHNIxtt60V7T7a3XtTrKO9oG72h9cq1R/QK/4N0Tb3fP6RVt3HcL1XIvyq9K7vK1DdxqPHabuf9bm7kOWWf/vtHH0t6e8a/GnQ11rWutO+WL9ptncgzy3hgz19eo7j6cy2Sj2QSx2YXhKyJo7tmEfJ/KTOaKNj8NyBiMADsBI8BO4jkkYzmvr48b9uZ+rY7uHWeDtVefmb+uTSQ1v5bf7+9B6juvvPz2yE3CpoCS1s2RstnJ79r5jSGJ/COK7vtkv1PayRu+Nr9vU9yzd6muPfj4tXuvf5Yc10fmmIu+LIcCHZfJqepQ2LRmA/yZdSpm+0Frx6nwXK5o89OAjMEIsBMwAuwknkMyHt3s1HI1bfO+VUf3CzRbWxypT1trbP9PabuGLVjrlpw3NmaH+s4rL7892mKzkBWXlVY3Fkqyfk3idct8aSiaornhpYVvvXfe4Qtlkd+32d5rY7DQDF3KUuvfnhz3xyydZay/H8xlsqm6EsFrz1fMX/BKvmkTmy1O5oo2Pw3IGIwAOwEjwE7igYzjqTKGsBW0TUiBb/C8jSCh5TeL1m7z0y5KtX6Ud7ZNYVtm752+vGxT3Iv2PLoTEZ4G+rcnR2vM9KxQyuLXPJfLZGNt8DQb4M+6Dd6OTWCD9xFAxmAE2AkYAXYSD2QcT5UxhG2gbRS2X5rWDd7uZmnNtzZP8v3SppFPfZD92vok2ywbup02u/yxPmqbsdKXZpFe69Nllsvs9GlnzOXn8DTedSNgbRZB4jLZVN0y/ROb3e7Yodjg2X7Qvk9lJnNFm58GZAxGgJ2AEWAn8UDG8VQZQ9gO26KzTfzXrL5Mu6DcFppGft3ULen7R1/UisXw9ve9uexPWtz2G6jtK/s5j96VdfYL6X5h7P2tcmF7b2urwDd+1pj25OiPWchY1A06LpNN1ZWio06Ppg1kvY/ZRFvHRKa32cpDJMVnf8snypjoY1VOZx8qlbmBzzcRbHpU5gklnj+QS/oPO3kcT+//E4CM46kyhrBvxBkLphpwsckBNrCLeC6TcY0jL8SAdJgzuBn8+A0ek1PeXD93kVs2CWXzof01xoO5ZAywk8fxDmO4O5BxPFXGEPaFbL+M5QWSNiEcBRs8MADsIp7LZPzqBk/+f457YIO3yYn/afgWg8u3PvOCvv1LiPVZkeFaF7+Xv8xo76fnYtGdNxGbTrY/X85J+6Wn1eXaf1aH1TYh6y/9sORAeZO5ok3YCewE9EDG8VQZQ9gXI4MeD5avsAVLbPCACewinstkXBdhSgzYFmgl5XhjPm8WbJTYgrFZ7H3Ogmx44a4sfLXFdZ4Dih7yu7S45gt32WZ+Z138Owt3vV19AV3qKUluGOz6t/qaPEUOF3FJ27ATWT/sBEDGE6gyhrAB+Dzg9/FcJmNrgycXUnKDVhZoZXEoF4v1fq0XG7xt4c4XxFo+X2jTfbMoZ4vf/Jxf5zLd+2wxPbJwH9FRs8kf7DvdE+VZTmv/FTlcxCXtw062ftE9UZ7ltPb/g+0k68BIAfL4xJj9yTK+onEAwLXA7+O5TMZ1gpEbPLHAI/izusgTk16zoEtpXRR+4GKBqAtSkcpC1l649+8kua9ypOtUrmyg2QK5WzyzNqRe+cI9lW0W1W2ehLeZn+z0XWwM9jYwF3FJ+7CTnGAn+1gxe4Qk20HZfWrMJj5Rxlc0DgC4Fvh9PJfJ2JrIygKML8r4ok9u8PgCNS8wy32euD51sbC3INXy5cJbkvKX8rTwLQtwd+G+6irpZWfhztFsgGMv3PW+yzze9qcv3GEnGzIPdtLy6uZDxuw9PjVmE58o4ysaBwBcC/w+nstkbE1kcoFH8GfdBk8s4upCbK33UxcLryzc+UKb7q2FePOMyV/qhr/P665tl8Wz0LnUqUTL9/qer9c+1rbXfu3IaSKXtA87gZ2M4m0+tjhb0qoz63m1kZKYrXxozCY+UcZXNA4AuBb4fTyXydiayLpFnZiI5EKrLOLaxaL9PpWZzBVtbnI0FqRWfpXnmprFsaIzuYhuFxXbgoLIv4hQ+v7vW/wyI9stC3ANbeFOWH3fbGB9/r29/+kLd9gJ6xPsxEXTK1Fls+ppk+N6X3S9yk7Kst6v9cr3qcxkrmgz8YkyvqJxAMC1wO/juUzG1kRGbJNPSe0ktC0A88Jwu89lP/1j8uCRwE7ACJfZiRWzy4aZb7b5M7n5KFhx/pNj9ifK+IrGAQDXAr+PBzKOBzIGI8BOwAiX2Ym1+eB/2pqf+JuP7deoNX/n1yl6ZzJXtJn4RBlf0TgA4Frg9/FAxvFAxmAE2AkY4TI7sTYfR39dKnnbn8be988HZ/OJMr6icQDAtcDv44GM44GMwQiwEzDCZXZibj52fh2q+WLzUe7x/01vfKKMr2gcAHAt8Pt4ION4IGMwAuwEjHCZnVibD2LbMJTUbhzw/02P8YkyvqJxAMC1wO/jgYzjgYzBCLATMALsJB7IOJ4qYwgbgM8Dfh8PZBwPZAxGgJ2AEWAn8UDG8VQZQ9gAfB7w+3gg43ggYzAC7ASMADuJBzKOp8qYLpCQkJCQkJCQkJCQkJCenRL1AgDwMcDv44GM44GMwQiwEzAC7CQeyDieKmMIG4DPA34fD2QcD2QMRoCdgBFgJ/FAxvFUGUPYAHwe8Pt4ION4IGMwAuwEjAA7iQcyjqfKGMIG4POA38cDGccDGYMRYCdgBNhJPJBxPFXGjbD7j/0taf1a+5n87+/Pf18HPgK416+j9Z1JblvvFwA35TQb/d/P92b7S/r+2XxQ+oadlz8QmnMUn1I+TFrwyo633+adxNn17ZLH1MbBNnbaMVLqsaSvP//ov//3L33INT/r5Xj9B12fAMmwyNP1GzHflXeI1m5bv+Hs6dNroyB1m+6fOb89sc/DqH7P7cSJnxytnpv6fRTvNJa7AhnHU2XcCDt9nZ1vnMok8MugLoPB0eCw16+rgk2eRNm4guQFwMmcYlfZTmmRudj997KIYHb7v39///te2imLguwreUEq8/IigvkRlR30IavskfZ5Ht2fxJl17VLGJDdxPHbKOOqRZcJ1ucqOnrMFI9XJF36Tuardw2QZrvJ0/IbKJj2tMt7K9nYr/caD65PurTZS4ZVURtR/sb5f5Wn9HUbz+/KsOZwZ8Hup7xv7fRRh48n+l+pfUutr2f9K3pKUDXku4/u6rIfrp80T7Q8c9pxIZN0qmuw8WVlo9dz0AKS2uXWIOfP6KHFGR2UdR+oc6dcVwixBVBpG7kvf3yNcMR7wUZxiV9ukvy5Umb3KBUGZRMhfpH1LH6fFw+gkY5V123fy6P4kzqzLpUwyX9/frlxH44qMbfy97lpZjEzkqnYPQzoqdur6jTHfEXt+Y9Hpc+C93Melz8JepO88hCf1dRjT71+wE03fN/b7KELGk2XH4jDJmsuZ7nc24HLzLel8PLWR25R52W62ulLdqz5lXwOIqleljF07ANFkRfcadj2rjJP/bD5x8QFIbbdejP76lA0gvbckZrQsALT3RTBb+ZqXBJvzLGGM9GuvPrfPX9//fVP9a983RW7PqKxEOqmFVV/p8w87AaAFQFue9dWrR4yBngPgcIqNVL9TFqqSYr/kl3JDxYNjztvs3uNY2a399VHFy/sFZ9bl8u/nL5uc+xhT79M49+WVFgBssuLvcV1dPIkRV7Y9jLRTz2+kzjie36QCBp0+nTaI3M6Sr5QbtaGb8aS+DnOW31v6vrHfRzFlTFIfJE/vQDPLvj9s4chYwGOFZw8X+POsduwDEEdWdC8ZOUjprgficiC13aYDWdnpWU5iU1XymwlGGWDKMwa/5W3183roXrLbL6e+/T6zPKFoOTFypJFoePWVtptTXUteA/WUPAAGOM1WSvCj5Nmg9KVi08uleJ4nnK+S50w+R8p6vuzl/YIz6xqiixtdHMny8iZza7KTek51ny+zo1zZ9jBSD4TlN2Ve+WvlG35joelzrw3qWzpsVPpt2cfNeVJfD6P7+aajYmuWzjx939Tvo5gypiTTVYbZn7w5jvIXnSi68eA2IH2Wr101nQczqx3zAEQi/UViHqSw+ZTL9E4Hn2YnyqCXy23j5A1Q5rF7PW8zapnvYfdLr69ru+uz3Q9elu45XKHro45X2+7eO1APAAOcaitpAvn+WRLVu9lpIS8SpP1uhxs8v/OLVLavkxgtK9vneHm/5Oz6djkSN+heQ76jwRcMKQ6u8fiCSW12ey+RZdTLVPObIs/24G+N9Y7f0L2Gps/dNnYWf3u/ONyQJ/X1MKqO07Psl19//pqb8hF9F27k91GEjmPTiZyz7ENK8nHytT3dSFJsYOvTorvlsn1OelzurcOeACLrVtmTnZSVhVZPjsGb3FKZgbqCqW3vdiIPag3+qzFIo6kDY4Pn916edj9Cfmftl1Pf8T5nZW2pdbhCDnB+n7363D4f6JcsC8AAp9pKWaim/6do9a01aw2ArQ919u1sPLw8iVZWa7/g5Z1ARJ0uetwYk3MhyUT8hYQkxb6lDK/vojg0s62XkXNQQfObQ/PVi/r02uCnz5ZOscGbT45VaRy9Pnd8z7OTEX0XbuT3UUwZQ5LjKrMsv003WbZrHl2vfnpEztlWtrK5Tv1gKPdFP+yh+wCi6jXxZCdl5bHrHzKO57FW/5pIba9ecKNbHyVGJ5guj917edo956V+eW0P9pnuPYrTSOXx5159XttH+uXlAWBwiq2UxWPyRWWDZwXPzr6ZT6YCDC9PIst6wftIYH+RqHpN9uQ6Eiv2Fu857vbx84ieTmRmWy8j5e75Ta9DL29f5po+7TaoviTTLvF5Dhu8eyH1KbHys/30uqbE9U3czO+jmDIGT2Y878jmu5Dntbbu3t+3NtL62jjsofsAouo1sWSnycpjTwdJlvc4AKlt1YuiWHnSmIRQThFSx5nRsc2XzOMLqDzITZCdwTlCGOqXU5/bZ/meMG6vX4Q0ENlXrz63z+m6r3ekHgAGOMVWNjtd7JMWqsm3eGDbbJhT7Nk+URR+IXy/4JV123fyTiSybpU8rjYW0CKhnPjzaw0ZZzTKJJaubzSR3Rkpm83+er+hfL6BaudY22/oXuLp02ojZa5oOh2xkRvypL4eprMv5pd0v+f3Bc+Hb+b3UUwZg9QPZ8uj/6b+dMnyPSseePbR54X7d1S9JpqN7sVODdc/ktx6mXq6DqS21TWagsFqSCmJxVXufMlvO56FlvO+/vwsAyuDzEZDz8lwOqNyBFfw+rVXn9Vnrd2skL6sRZ4cS/kliUBq1ef1Wcor5Q/WA8AAp9mKtP9ir52/inzLJwkeR2QQ5gtTwirrtb/Xt5M4s64h9uOZL8u9yUjL5/o/WX4jzG7vJbRFk+U3BI//lJo8x2+O6NNro2Dbk20jN+VJfT2MqiduX2INJ+2koNVD3NDvowgZR5bVJtck53IQ6eTRfcHSTSHn+75edC43N9weZH8CiKrXRMrOk5WHp4MktxsefM5sFABwD071+zSBpD81iw9iFDC/lcXJDUFsjecxMqZFlVxUn+03M3wjLWSUBejNeVJfwXWE2Yl3aOnlFbSNAt+Y0fXyny6VzXd+vzwXm/WBw54TiaxbRcpuT1ZvcABS25vdMADgeh7r9//+fB8+ebsIxNZ4HiPjvAjQF29nMcM3aPHzwF9s4ItghEfZyYwDnQDgi/FUGUPYAHwe8Pt4ION4HiVj7Ve8J5FOsJ/36x0BXwQjPCyePOawkwNfjKfKGMIG4POA38cDGccDGYMRYCdgBNhJPJBxPFXGdIGEhISEhISEhISEhIT07JSoFwCAjwF+Hw9kHA9kDEaAnYARYCfxQMbxVBlD2AB8HvD7eCDjeCBjMALsBIwAO4kHMo6nyhjCBuDzgN/HAxnHAxmDEWAnYATYSTyQcTxVxhA2AJ8H/D4eyDgeyBiMADsBI8BO4oGM46kyrhfthxB5Ov7Fd6J8PPHsb+aUfnYfjTU+QniUV+rhHzUsX7P3kB+WTGngvaOcJROifhxS/DPZXhtntq8RXf8bEyavxhd2PqjKfdh7T5L1vtVTYkxbx5ZKO0faOIHIulU0fxgd857s+Md4eUy/2AevaPM0+GcTGptWY+yap+Rz2rLC/wbqkfpM9wFz02Se3n8Vqc/GL5tY6/tnU4+wiZv6fRTvNJa7AhnHU2W867B54j++GIre4Mmg9WrAke8drYd/xT5f7485bZbYpFmD8S8n0t+OxUL7Un/hrDZe4cq2H06IvLI+NjvJsWPTT7L7dQHBy+69x5E+5sUnXs+RNk4iql6VIhc+pt+MuZEdj3H0nC0CL/7w9VXt/posUy5fsZnm8wPJfGBukL6RF+fMHnbq0WyIeOjHzTlP7ruK1HX2183X+RpDrjc4nu3lvFv6fRTh48kxufWv/Cy1nROTc5MnNt8WI21outPeCyCybpUReViyzX7Fyq3pKQefux16daMWu8H7/u9nEWwRMvGqQOV7R+uR5Snw8X5JeNBcHyVe7T/nt2Ox8Oo5q41XuLLthzNFXs0CwbB7Da+sXGhYcSbXYcefI/15kah6O8ok8/X97frD6Jil7LifddeDi44grmr315DOyjwh45jU096cUvhNPZ4NSZ97IE/tt4kXB6XepV1wPJvhed31s+3BInw8abOt+ZeyAS9xuPgs33xblHeag531WY3nadPSzwNa3wKIrLtDkwdhyXyPLLvVD7ivCH8kWVprjwnUduuFFQTkAioPML2XUzntSU7//d/3UjYLQH9vZKLy2PpJ9W/9lf3P96WfItjVfvIkghobp6eoIh+SA1f+mt3By6+PVNz+d+Ok+2LIW/nDY1HabJ/178v+cHheuaaN+ZKVErcFr502T5fFXv2gYYpc0oS0Bj2uqzXbhL+3PjKRk1dhr44jbbxIVL0d/37+Dsl4dMyynDWRXTyJEVe2/TJ5DnBiOpe3KOuhztWrrvbq8WyI92d99DSe2u9heBz07CkVZvi2x67v5fdRhI4py/Cr8y+Sp7ZWOaJHIsXtZQzykIbrLt2LOEFYfQsgsu4GSx6EJXMP7mPpnumnu2byvoDabr2QxlRIii8dlwNMeWsASO+zPGZEvBzl/YZGkFQv32C6/WTC53li3CW/1svepXuNXIZk6ZcrlP4tlzmJzd5+/2V/vbyxsRxpkzOaV/pSnKqpX7bN3xvsl1c/3YOGUJkUXTSbcdLHEvT+rkGXUtFpQXtvD23Tok1ghVfaeJHIulW4P6yPEkfGbMmuTJaUKC/Vee0kRlzZ9stIPckYV2Sd5JzyloXXohN6tqfDor/lUizqxurRbMjzp4fw1H4Pw+Ogbl+Gvh3b4/fl2U38PoqwMWUfWnTS6Yaej/mip0di9KBP6tzqWxCRdTdY8vBk7sF9jO65Psr6hvLudPBZL7IQsiO3yRZEM8D0/la2Tgp/2ue/hSuLK6p53inU6acsu5MvqQHxmzYUx8dZnG25VDerW5l+nLKsnjc2lu5dp03OaF6+1vvCnSO9yJD1W/3y6qd70DBFJs1mPF3LDfimLw5/b32kkn2vLzei+9E2fkFUvSZ74x4Z85DsSmynBd+qV0oXTGqz2zsFTQ9Z7lmOX3/+bvJNz1lcS/FP10+ZS4qPcf8YrcfS/ysn3jfiqf0eQsZBqUM+Z9K9xLK9nLtxI7+PImwcpCPyH0s32sFL8eci37rW3JG35cOFVA9bb1l9CyKybpUjMrfgtr8+ShSdUEp+QW1dfwBS264Xo8rN5YpgKGXh9ELMAiFDSqf24leqQjHi5VJJfX+6duh+qZs/T8GHCbkJTNr7B+45Mo8mwdTngYWUJNe1yvLF/nt52j3nSJuc0TyvLzLgcEb75dVP96Bhikz4wsLTYyrM4O+tjzpyYNXLpDwj3hRG2vglUfWa7Nn8sFz3ZEe6pJjL9XuNv02X8RlIX5B4enLzZAx8oR5Lj9jgXQtfSHL/1OLgETuQuDZzH7+PImQMSV6rv3e6SfebvLNsZX7Wu7f55ng6yfYibMPoWxCRdasclbnGiGyatSn5yqq3PX0FUNurF0MDUAWjO3ozWFaO8n6D1s/0k2j6pTA/7/vi9PPgPcdatC6XplKz4vv6rI1Lzhvr/17f5T2nK+u0yRnN6+rnec6Cp3vP6JdXP92Dhikyce32Fxs8OUlJRhaje22cQFS9Jns2PzLmPdllvSn+Fy9PjekyPoNdPTn5npx7H3PKGnlW29jg3Q8rDkrd7tkbxyp7M7+PImQMaX26znN7unjFZyVWG9phwJG+nURk3Sq/kXkhye6BB5/1YqQjcnNCxrH3C141HmcRfwStn/kZ9SU/zwIWbZc82c90vylXz2/bK5R2azvrmJdLe8NSyoj8ZEDrM7f/Io8H+V+N5YDMOKN5Xl+6tlPealeD/fLqp3vQECITrpt0Tzpgds4XiY0ed97jZL1uNi6RcadwpI2TiKrXRNr80TFbsuOkOteJLvumHv8nMbOt0+j0xORI92leLTI+4hur/oqPNXPDYD2aHkfs4uY8td8mWU92HOQ2xK8lnu1xbub3UZw+hrJ+WS67pPmT1AdnVNZaOR4L1keH+3YSUfWa7MnNk3mBr100cozsfWKk7gBqW/VixHhKoF8uU+r/X4HtfTkp1HeNQDOK1U9pwLlc6esmYKufVE4dh9FeoW1nrWN1HM8gUiBl78kNn9V/Io815339+Vnayv07dyy2zDjtO1uisfP3ZB36/fZ+sRuizdP7tVc/aAiTCbfNfkJp4wfXsfceD66d36yp1OUFVK+NACLrVtFsflSuxN5kpOXnjUOun+tzErPbOwU5NxJcjurhX8nb06ERK4kR+9ds6KJFypk8td8mY3GwPN+xGcf2iBv6fRTh4+jWKUmO7J7yVx1IuSedD6yfuzbS/b7/ar4fQGTdKkdkTvcSLV5LUp33OQCpbc1sFABwDx7l9xQkv9mC5CEgtsbzWBnTZosvsl9lhm+kxYuzAHoA8EUwQridaAt+7+CFb6SlD8qNekG2sXcYUJi0GYmsW+WozLsDkJ0DrhsegNT2ZjcMALieR/n9vz/fu6ePNwSxNZ7HyjgvCn6/mJrhG7TgefivNPBFMMKj7GTG4U4A8MV4qowhbAA+D/h9PJBxPI+W8Vm/4kWSTr+f/esdAV8EIzzKTnDwCQyqjCFsAD4P+H08kHE8kDEYAXYCRoCdxAMZx1NlTBdISEhISEhISEhISEhIz06JegEA+Bjg9/FAxvFAxmAE2AkYAXYSD2QcT5UxhA3A5wG/jwcyjgcyBiPATsAIsJN4ION4qowhbAA+D/h9PJBxPJAxGAF2AkaAncQDGcdTZQxhA/B5wO/jgYzjgYzBCLATMALsJB7IOJ4q407Y+aOA6XlO7Mv5kz6EeDr5o4P7X/J/leZjlExeGp18a9r6FyHnmV/Xj5Y3+DXhetFsrPET+WHQxi982/nfv3///XyVsqIN6V/rP/Hetr2lwH+mPqreXSwZpEyBLMu/d8Y/Bsufa7q9iKvbPw3+yYQjvlDQdOLp1vKh9M7OHPZA3m08HVLXls/vxcEH+Hwk7zy2uwAZx1Nl3Ag7Oz8L9mUSWAP+nZx8tC9lDN/fy9gCJq5m45Su28AosfrNZR8hZ+1r+xFEyxucQrANZD/oFo7M/hp7F36TFxm2/dOHl4tt8Wsi1TtgdzLWBRBV7y7DMhByzzLhsWy9pudswXijD1/foQ+/Jsv6NV8oJD9g5Tzd0r3nQzfS71m801hURn1eku2C297tfT6S8PF5azstrz2IGTuQlPVkHW91lER1eXnLfyOIqneXLBc2Tu/g0zgAI5508Ll1TkwIhdzp1envM4BhYdZyQX2X/aBA6DmH1e8muAb0lde/PgohWt7gFMJ0UoLf17LB9/Tv2btnqzLvqP8RuY7wBUtk3S4jMiDkIq4ezixy4XLtrp2JcTJ36MOvIZ8p+jriC4Wsx6UO/p6n2x0fku++Ae8yDpNRn+fIOPgQn48kdHxF3taBDelQ5qVnq+yzTvxYQGj1cPKmTs/38k4iqt5d0tgGD0GSDJUDMB47ZZykcsFrilFqH+rFiGK7iaAaLCX+fJ1M/lD5NX8RUH5/u6eyhFnP2t4P2zFTEGvL+wafFpxMUfZEKifAvj8adadP43tBhgVufF3fUr2lP7mt9NyQD+URzXvLgrsaJqt/t46UX+r4qTLKuT3R8ganECbffz9/2WRk6zLZSZm4mC1QXrJbY0HR2xHZzmrXqZ79CZC3vT6KILJuk1EZaBQ/3HxylSvTx40mMeIu/XgZqa8jvkDk8os/7Phbo1vHh7T7N+BdxqHyqs/LOPgQn48kbIxJ1kv91sFnlrc4pHnBD7V6ODwOrI8qXt6JRNbtwtejHlLuPF661/FrilFqH+rF3kRCNAMSE5G2YNvus+HU+1TPGki8elI5tkmgPirCpTyNTlFsjLLdTUF2f+heI/eLZOn3hyhjWi67pG2GpNPltlbZefIR7+UAw9/jcjxSx3YvmSVv8GvCZcttbH2UKPYmD2ZqzKA8R/+yXm5z5fqr1CPaIKQdBhJdv8qIDCyk7xV/p0Ty2nw2XHaj3KUfL6P5yagvEKQjit2WvxW4bj0fyvfTfGQW7zIOlVd83tLxA3w+krAxegefWRfLM+mXOz4tserhyBjP8fJOJLJukyybsbnQi4/NNVvf3vXgs17wzq6POvjAfSG0wcO7d+tJeZtSvPY15Jhy3Vs/kkGvvzbRtTZR8v7QvaQExPT/nDnlCla/+Vi9sQ3LRx17X//xOjb5SWbIG5xCuGylXiXJVoqdrXZSDhmyT+nvevbS2XLKa+vZ69eJRNevMiIDDU/mRBOzk+7S+MxYMIkr2z4F7gfp/ogvUNk13np2LevwfIjuidHT7ofwLuNQecXnR+LgTX0+kvBxaXI310Lreupv8t992Vv1FOQ6nOPlnUx0/Solxo0cgnR6EPExx9NNH6k8W/fegNqPeiEnGg0+8HxdhFVSFoI0Fu/erUcKumvf7m9pY7nsE/8Tx6QYKsvblO/oxiD7QJNikqEjS6vf2Yi4TLYyfZ/25ZOMsNts9e8dq6PVI2eGvMFphMtW2pXEskeZlwozDpVV8pJNr/YYzIw2dvHkU8gTll8mzQ+L3Dy9XcAtZPwbyiKuxtgD9s1PjS1daLodaQMbvPuSdZrGpMayYZ/fiYM39flIwsek+t7q/11eWkfKv67S9erVU/B0N1Gv0fWr5PFtsss2PSYLz5+avcyqL0raGnkite16kQfRd4w/5wN3jUVsBLx7tx4p6MH2CSs/P9+U9fd7uf5Znu04h0Y3Oa/jWi47ORbMfjEj4mVkf61yKY+/1/XNq/9IHfrYZD2F/Hzr/2/kDU4jXNZ7enXtmOWlwgyZ57Wj1TNx4TqjjV08WRJ5sej7X45rva726p7ALWT8GzrbH/SF/DzPNTKV+GzpVtap+RA2eM9lxC/39Htjn48kfEzS17xDGmt9qa2/vHoK3qZ+ZMN/EjPa2MWz404PXlnS0f0OQWq7TQfyhLANpG5YlMW4NDY3z7l365GC7vLsQEMGbxksD25JQYsc6r3TH7rn5Lx+XMtl45gcq74ke03OqX9b+TQuw5Ca95LBbX3jum3KHa5ju+fMkDc4jXDZdnYl7DjlF3tfbaDYRLYz2wa4rfFrr410L2wtmBltdOzJgJN1ZMfQQqqzyPimE9lTkTI86guFrp4d3Vo+REz2kxm8yzhUjvg8MaLfG/t8JOFj4vIr66vlcZdIN51PG3rbq2f5b4KvwyRe3snMaGMXbtPro4rMs2w+66P3C6/uSdR2+8GlYLEZSBP4O4PjhsUEIgxx/96oR7bXCDHXQe/oBm8LmAfEXHZrg7D6o5H7VMrmvpT3NYeR5be0P05KX3/+Vtl58tnuy3s/VSZN/Qfq4P8SJ+UVZsobnEK4fKUdEeWAICdhA9zOhA3Iyae1lwNt7NjpycxoQ8WTAZdlWtjXclvi8VSTGZ8jZOydzJVtn4KcC4kjvlCQ/ranW8+HJvvJDN5lHCajPk/s6ffmPh9J+Li0ebGg5XHd8XVUyjTQ6tHiTMHLC2BGGx1SdklGziFIip/GAVgh1XnPQ5Da7lUdAA/kDSf+T+VR+qOA+a0sam8OfCSet5AxLc61TZvGDF9ICxdn8fNA4ItghHA78Rb/Wp484OebMLlxL+j12Gu3yeu6GW2oHD8E0csSmsxudAhS276yE+Dm5ECxGfHoCRK4PY/S378/3088VICPxPMWMs6LhbG4OsMXaLHzZr/SwBfBCI+ykxmHPQHAF+OpMoawgUt76oFf794E6DAeyDiet5HxkV/xIkmHeu/16x0BXwQjPMpOcPAJDKqMIWwAPg/4fTyQcTyQMRgBdgJGgJ3EAxnHU2VMF0hISEhISEhISEhISEjPTol6AQD4GOD38UDG8UDGYATYCRgBdhIPZBxPlTGEDcDnAb+PBzKOBzIGI8BOwAiwk3gg43iqjCFsAD4P+H08kHE8kDEYAXYCRoCdxAMZx1NlDGED8HnA7+OBjOOBjMEIsBMwAuwkHsg4nirjeqF9rb18uE/+883Wl905k7+ODwAYJ9wntY+tFvQPsfIPutrfBOMfE+WJYpSXt/y34vXtRCLrdsnjYzJw/tn7VmbtZ1D4J1J4HJ8kvxGubv9XaJ9GUH2D63PnEwaePqVd9Dpd81gb6fnOXP8Ant5/l12bWdLIOkyr5wEx4EzeaSx3BTKOp8q4XiRHFpNH+uDp9zJhsABfFmJ73+x5dYP3poEDgDsR6lv5w83Uhu7H6YBI5PFDo5EDpEJe0OrtWHla+wFE1u2Sxj0gvxxrt00Al1fWYc5Lz9nckOaFg3E9iDv04SW0j5trflOelfk2zdOGbvf1uekt56363WnjRvp+lSf33cWzGU3XdK9h13P7GHAm4ePR1rft4Wa7th49+OTstyHykn2UPN9OTiCybpcslzLOJTmHZV7ZBxx61PbNzmXnpvvyX/583wiwwQPgtoT5Vgl+X9/fqh/nhcKXEmu2mDIaA8qiRIsxVp7WfhCRdbvQ4mvvAE6D64HroLt2JsbJ3KEPL0F+wnVk+Y30hdH5l2j0KRbofH7ea0O++0Ce2m8X02YcXdO9ZMT2bhwDziR0PGVOkhusdOC4yjPLefO9lHfg4NNtQ6lHtpdsR7x7MlH17pLGtiO/glXWi6kk16P7nSBqH+pFMYzSwc2JKTjYwX4zKEqbYdSgQr8ArvnNyUQypPLeKrCmLtam1Ubq4/d/3+lkItQoAXgnwvzk389fNlG1PpljwvJM5MmyPIjSvUVamBgLDS3Paj+IyLpN8hj3ZafBZcZ1wGP+jSYx4i79OISmI8tvXvUNwvOPMqcObfAOtHlTntpvFy/Wcriu10cNpu0xvd84BpxJ2JjMTbTjW50f7uh5tA2vHq8/JxFV7y5kt6MHn1ZZLrvu2oi1F1D70HSGD4qMxbquu/+yiVudPeXVBULOaxcM64QiDY4FD2l8bhup7NsGGwCiCPcX6cdEiSOdj3c+vz/JyLjAsfKs9oOIrNukyO6LYm/qw/5kXeKoLJtibR5HjttU7j6TGHGXfhzCsz/dF8T8x+41LH1ymnl0pw3P1x7CU/s9hGdPBNf1+khFq+cBMeBMwsY0eoDD6cruzItnHBKN2soviKrXJcew/bmQ8Mpy2T3h4LPpUOow+xm3BnhjIJ7haJMCvUv1ywmFc8Q4c96Y0gAAlXB/Uf12jSFHfJzuNeQ7HC3Paz+IyLpN8tg22WVZjo01xXlLpiye53JpfGoMn8iVbb+MK2fNdtOzLO+vP3+HN1tWO3nRfqwNfvj7QJ7a7yG8eKbp2sKrh7hpDDiT8HFIGSc5LvPSX7GRTnmy7MC8SHTvDdSTy1D74evpyLpNyphHDj73yj7g0KP2o+nQ1tF2UbAtEsTzahQ8ZWFoG7wkmPrrH9W1vWcatdeGKAsAGCLcX6RvugdD8n4NsN5Ew2OJRMvz2g8isu5hRmRZ8MqmhUg9nLtN/L2FjI9SFnXagmBPpr/VZ16c+O9r72GDdy18USljm2UzI7rm7NrePWPAmYSPQcqrbJSLb+V7Xbajvt+9d6Ce3H6oPqPqdcky2MacZaCP81DZmx98Np3InV0G9rMMkE1A5nNhOBxtg2dNEtyo9oyT4+UBAEzC/YX7Zg6QOfDJlAKjmHBG/NpbcMq8vfaX/0YQVe8hpGw9rLI1/i/Pe72O1R3ELWR8lN/MaSO+UZD6yQv+/Xe1NrDBuy+avkZ1zXHt8r4x4EzCxyBlnNa+3Vp7nRdl2UFZd+8dqGeCPqPqPcSRcbryIv3d+OCz60AK5Isjy2BOAYP+wZR24dRu4vjASl4x3pzHDXcTWL/BY3leG+ya8gAAQ4T7i+ebWh7FnXIyza81ZEzgeHmFSXEjsm4THkvTPY3V+rVosGyZxNL1TSeyJ+HJTebJxYXnG54+c71bPZy9NkZ86uY8td9DdDbj6NpD1sO5cQw4k/Ax6Lpi98zXpF+Oyrqvc7weWTaAqHoPcWScVtmsq/ycy3SCDPeo7XYdyJOEMpj0vA/yeTCpnua9aqgH/hXN9Hx9j56Xtsw2Bg0eANAQ7i/uJKLktT7e5qVDp+4XOT2AjgTXSXEjsm6X5s+5dmTplSU0efLYffGi/8q2X8bbMKm+wedKsQEf1WfatNXnW6pzrNPGiE/dnKf2ewhpM3u6ljZTsOLizWPAmYSPQ5Mx10eWq9DlurHm1x5WG1o9sr30rnEgeBJR9bocGedo2VTunocetd2rOgAAuI5H+T0FzG9lQXJzEFvjeayMaSOmLbKPMsM30kImdtEXDXwRjBBuJ9rin/+oQYlvmPPGoeS17/GNIUdvw65n75DvZCLrdvnEg88rOwEAuIZH+f2/P99P/PUAsTWex8o4LxB+v5ia4Ru0+Hn4rzTwRTDCo+wEB5/AoMoYwgbg84DfxwMZx/NoGZ/1K14k6deAZ/96R8AXwQiPshMcfAKDKmMIG4DPA34fD2QcD2QMRoCdgBFgJ/FAxvFUGdMFEhISEhISEhISEhIS0rNTol4AAD4G+H08kHE8kDEYAXYCRoCdxAMZx1NlDGED8HnA7+OBjOOBjMEIsBMwAuwkHsg4nipjCBuAzwN+Hw9kHA9kDEaAnYARYCfxQMbxVBlD2AB8HvD7eCDjeCBjMALsBIwAO4kHMo6nylgVdv5gX/sRP0L7gOJMtI8LjjCj37xvV8sJgB3i/CDZfqo/pfL9LP4RUJ7kPxM/4juyDf4R5ibP+OfdJ/lnZN0q2rjaj+juyLXRURtn+Ydfmw/xzpGlxRVtnob2mQQpz1G/KXj23+SJfCsvPf/+m8o8mKf3fxf5seyRz29IWyNu6uezeOex3QXIOJ4q407YJVB8fy8TiwjsVzv5UzZ46yMA7kqIjWYfkJs63SdyXu+T9FHloY2Isugs7ZfFTVqsKOVG2jiByLo7ytjluNJYVxnwa0mOkZuuuH54bEvP2cbg4o9gX9Xur8kybXVl6ZBj+Q2xZ/+W3xBe3sU6PoMn932I5Nt8U76zFtFs7cZ+Pouw8WWdpPpT6jfPax6TOeG9J5FlZV1ELiPijtN+AJF1q6hjPnLw6ZS9+8Fn13jtmGkIl3W6CUDroyFm9PvVvgFwASE2KhcF9bBITEplcdE9T+9/7foqLTa0E2rp55pPjrZxApF1N5RJ5uv72x3/kTjI3+XvddfxCwKPq9r9NaQzbsOWDjmW3xT27N/yG8LLk379QJ7a7yG0OOdhxov7+vksQsYn/Tb5U4mta552KOO9R/eSlG8c0hTSQUAXI/T2g4isu6OMT27MkhzWcfJrDatsrnvVo4iRVM6K0xOo7XYd4AqmTvKg300gyeBSHTnVga8Luz9UfsvL77dliU0JlFpFNG0sAalZsBjtS2S/JeY41vd+1oBIqZGH0Tfe3m4djUx+1AUxACczxb7kBFVIMUYsGHLMWHxmz1dTOX2Sk37OA3C+H2vjJCLrbvj38zfJshv/jjw8uI6sieziSYy4su2X0WzY0iFH8xuOp2/Xb5w84ojd3JSn9nsIz2Y0zHhxXz+fRcgYuSzTffK3LNNRHcj36F4i1+uSXF97uOm1T/cBRNXbkeLl0t5vDj69su61E6cnUNttOtANRhoYH0QquxlbKlsMczXE8m4pW+9TPW3ZUk+/sBB59T27fbrn8H6vjyruONJ7m9PkPH38Td+4nA7Xsd0DEMQU++K+vD5a/E2fpKgs+Yjnq0T2maUsxZc0js3n9/xptI2TiKxbRY6ru19lp8XIQolXMpYWWVIieaZyQrcXcGXbL+PZn5W3t7gjPPvf9xs9jxhp++Y8td9DpDXF4ot/hY+mTAfN1m7q57OYMkbup1IHXoyW/s3JPmrH9py/tCPbO9D+SUTV23HGwadXtrlefZDau9PBZ9MJ3sl0LwxKDpbTDrydELx7V4BqfwxFeHlOvyVN++m9rU5ej9e3ptzhOi43DvD+hNtXXij0Psftf32U7X71Ay2f0/lT8pmtfM5P41s2c3+3OHOgjZOIrFtFjqu7ZzGK7j1SbDJk1MTvVC7L+4K4Nbu9U3Bla9jmqM3mcor9p+e633h5dE/s/Tpwc57a7yGKD7aHyPt+vmdTN/LzWUwZV5oby1yUfG2TKT+UoXsOf299VCmx3TqkoXe1w80j7Z9EVL0m3ZhVGej+sle2yIsSySyVN3Q0kdp2vSjOvFz2SfzJYisoXjYP3NvQyfu+jq0eadBSuFb7lMeR/ZaY4xDv8Xuvb7zcsTpaOQEQRKh95aCn+2LKE39KzU+8pL/s4QZnlvebNl4ksm4VL9ake0dWEleutNhbdGjFvLXYDGa2dRpJftZCzZCj5jd7jPrG+qii5WGDdx9yfE1jyn4o7Gl0HbHnszfy81mEjynrrpVflmnWJz+UybkZ7T1OrmPz2ayzXD5dr/ah6W+k/ROJqtdEjrm792LhkbJ8X3PtgUhtr15oiify8965+fNUjgcBZ0Mn7612iT5wsTac9ume47bhjUO8x+/3+8bldKSOSwwCfBZh9rU3EcmFYrH55bJLI34w5ve/a+NFouo16WKNkI3M97DkmmO3EuccPQQys63T8PRg5b2ywXLb8fxGycMG775IPcv1loVvH7fy81mEjinPjb7sNPmOvCfh9Rw53Jyg36h6TTr/6PzFHvOhsvc5EKlt1QsyAuuEsAR33tm8Q906nt4vg3I2dPK+y+NtJEFtedzQvfbpnuMJ2R2HVO5o33i5w3Vs9wAEEWJf2bZ1HySkr2tIf5FIf03ly+mkCL5WTNtr4yQi61bRxsVlYMmD8OSaCqykcmsdd5rInoQnKy1vxG8Iz/5dv9nR/Wj7N+ap/R6GdF024FKfFq4d3svPZxE2pry2O66T0fckm87ov2lcXdL8eYJ+o+o1kWOScdL1g8GyOUb2PiLfn0RtK3d6pxM1YDQdz0F/yU6p/f9d2glh/54bYduPLKzSxk/tp9c+vcfhdfCUNq3eOIQy9fvyHusbK3ekDvmvhAIQRIh9pQVlsWWWWj/37Vv6B8EXL0Q5CMmpLZtj1ZqnbFAIrY0AIutW0cbVxtbX5Upo+uPy1mJvMLPbOwU5/3FsHep+I3Xo2b+nX9enBvz25jy138PIdQy3LWkjBSsO3tDPZxEyrixn3X+krNMcWjbWznuSukZfdZne1Q7ohM699oOIrFtFs3M+zr0xj5RN8l+fc5lqbU+gtjWzUbDDG0yk4Bk8yr4oSH4rC5SbAx+O57Eypg2Vtug+ygzfSIsX47DkIcAXwQghdpI2BbnuJtWDT+NQZu89yj9yQEdoGw6r/SAi61ZRx5zW2rqspFy9soS2bucyveBApLY3u2HAyIa3GUY2Ct0xATiRR9nXvz/fTzz0gA/H81gZ50XB72P9DN+gBc/Df7WBL4IRHmUnOPgEBlXGEPbFtKcu+PUOTAE2Fg9kHM+jZXzWr3iRpEPIZ/96R8AXwQiPshMcfAKDKmMIG4DPA34fD2QcD2QMRoCdgBFgJ/FAxvFUGdMFEhISEhISEhISEhIS0rNTol4AAD4G+H08kHE8kDEYAXYCRoCdxAMZx1NlDGED8HnA7+OBjOOBjMEIsBMwAuwkHsg4nipjCBuAzwN+Hw9kHA9kDEaAnYARYCfxQMbxVBlD2AB8HvD7eCDjeCBjMALsBIwAO4kHMo6nyrheaB8DJKzne/zv37//fr7O/35O7k/qt0jnf2Igsq1X5RrB2eOM0j04jTC9dLbE/on1Nq+1rWIzy+WSxvxC86GReib5XmTdDVLmmt+NjNnTD/+cC69/kiwtrmjzNMpnEpoPDbMkP6FwXIdLMv1P6LHxm63t9M7331ruoTy9/y6eXYzYTEEre1O/j+KdxnJXION4qox3HfZVR47d4Cn9DPhI+My2rsQf5/FNHjZ4tydML8lmlAVh/rDzZhN54bDZHH1MubzHry1KfdIPR+pJz+P9N7LuipSr5rOWrDiefnJerjPVzzYNJMsL/fyqdn9NlqmuD2t+GbHbUf+TdpLqXvWa54M270Idn8GT++7i+baXpyHt68Z+H0XYeKwDFCL725bH5Vyw1mgct43k7yVPzg/8vTFb+QWRdTdIuXJ79fIsNB3c/eBzt0OvdnT6Bo8Fo/XRr5nZ1pXY43xNh1G6B6cRphea+OUvD4S0sWbxIPxpL+aUoPr1/W3Wme6VevJC5cut/yQi667IhZf0PUtWElc/LK+7VhYjE7mq3V9DelH9JMm9j52jdmv6n2Mn0m8k8t0H8tR+u3i+Per3Bc2+buz3UYSNJ22eV5llWbJ5imS/c6ApN98aVhtqe6yu9N7OoeiJRNZdkXE0j3mVh5NH9xZSB80cmfxn8wkqK2P4RGq79YI78PooIZ9nYaT3clqNIZX7+v7ve5k0shDWCWQJMKWsfWrBjK+rx+9PIfWLGabVT82AUzBUjHqkLVmmu2/6Ica5livXP2tQptTIajXI5XJJbX+s+gkvj2OOUywWLZmm9zXdi/e0hQe4hBA9ZHvR7Uy1pWYyYj6zs+D89/NXf2+nntyHJd+w95OJrNtETl6WrCSufoyJ7OJJjLiy7Zfx/CTNRWyhQIzarVevhNvJvm34/vgAntpvF8+3R/2esOzrxn4fRciY9vyH5OmtjbLs/cOdIz7a6FW8N2IvvySq3gZur+mezW9eHt1raDrgsuquRQyfTG23XuQOpnslrR1PxrAJIg26GMr6fs1bhVYEyd/V6+GCsoXt9bM4yX4/mZIc5Q61Jetj953zMMNqyq3t1Dq5PET/+ALArd/Jo3uOHEOh7ceeTFmedCbWD3ALQnRRbO6L/D610eq9xgTKY7Yo7U/arkX33k495DvkY5a9n0xk3SbaBoEYGbOlHyLVm8eU/ZrqM+LJRK5s+2UsXVhz0ajd7vkfp5lH1rnhr9BxKrhg9etBPLXfQ3h2MeL3nn3d1O+jCBmTq5/kW7af5vzl3R09jui50Pi+eG907v0FUfW65HHpMczLIywdcFnx9fWdDj7rhWUgvnGyAaZym2Fok0L59cwzKlmPxO+n/l5Tv+iXVR8x0pYsw+89w2nKsfr0PFZ/MxanfidPkttItiCSLk+i6Yfsf5Hxn/Y5uA0h+ujtgGyk9YVyiJEXDvs2TvcW3XtOPenamNSCiKxbhct0fVTZG7Onn1SAwWNoPsDJ8WIk1pzM7PZOIcusl62moyN2m/N1/0sFVqRuiw6L7vN96397vzLcnKf2ewjPLob8ftS+7uP3UYSMI8lqkbF2gJJ91D6UIV+1Nt8cr41CrqNtQ9Zb+sP7cDJR9bqkmLfa+fqo4uURng5yLN3knco4dU2itl0vLAPqDCDd5wHllI2hK6ds8JIwaIO3GmMRQhM4jH4UzH4mw2SOY/ST8ko/yrU1cY201Y1b3q9ll8uU2v7lcl4d+ZqPgxJzUKN+wsvjyPYt+r74uq8BZ5U1uA1T9JHtz7KRsTy6t+jec+rhp2qyXBCRdXfkicaW2d6Yj+ggxW+K444OJzGzrdOQ81+Bz0uF39itpkPNTrz5OBVYwAbvWrLe0jg6G/HsYs9mjtjXjfw+ipAxJLktdRf/yfdcfps/Ztlmeabr1S+HdGO0QfecnLe2IerVYsbJRNVrkn1Hl52XRxzSwX0OQGp79cLqPH+er6UxckPd3vcmib6sXY/Eyu/r0Pu53VMd1MftuWS8LTYWp/+WY3l1ePVJeP3ro4qbN9BGLqPLtOs/N3Qhe3ALpujCtxGWJ2xk1Oa9Ott8ep6DrUyBwTeq3o69SYrYk+meLAvZt3udWuWDmdnWaVi6kJuoLNPWXksasVupE8tOet3bc/d6+zSe2u8hPN928w7Y1838PoqQMaS1184BSoHL8/Dm+4U2et8P12dUvSo55unj8fIKDz0AqW3VC6sj/LncJNDg25OILa8YWDG6nJ+FlQXABMfq3ROIlZ+UVdpy+pkKLyTF0Z8QMqeQDLUlxsIn0fz+1q41TtlOkycctX/Pq1/Po3uObF/Dk6l8v+szvevIGUwnRA/SRpJdVD/JNlEWidxP6D7Z03oyza89NLsdqWfE3k8gsu5KHksb2zT2xrynn0LS8SrTO01kT0KTlYyZGrs69PwvvWvbCflK0X1Xz0Dfbs5T+z2EZxd7NsNx67mX30cRMgYpI8+fNtnmdeXyqEvqey+1QfPydp3y4vUZVW+HNYcRXl4hy6aXPyUp1yzv3iekfCdR26oXlmLbzmajWR6n9PXnbzUi08Be+Vc0HcG37/HUt13yeD8pn8iTmO4AhZG2iGwsOe9r2TTy/++htJOTPk455u6+MbTWWKz6CS+PI9vTeEn3q2zruwOLdjCFMD1wX5B+ku2k5AlbbWy8fY8vPjma3Xr1FEbs/QQi666kTWwd75ZkXNPGLOXq6YfQJiseY7xYGsTs9k5BxkdiZCEwokPL//bsRMb3o327OU/t9xBePBuxmYJVzw39PoqwcXCZZ9llOfPrlEc6UA7DPR0XXm0jxYadQ9ETiay7kuWlxywvz8PTQZLxDQ8+ZzZ6Ky4SPAB34FE2T776rSxIbg7iSjyPlTFtxLRF9lFm+EZavDz7LzDgi2CEMDvxDlC8Q9GCtl6VG/VX28gbEj0vgMi6K2mjWse0JZKJl7f8t5Nrwdoz3PAApLY3u+HbkAwevyiBz+RRdv/vz/fh07YbgNgSz2NlnBcFv19MzfANWvBcsEg5E/giGOFRdoKDT2BQZfxxws67cBp3+EkFAHcFdh8PZBzPo2V81q94kaT58tm/3hHwRTDCo+wEB5/AoMoYwgbg84DfxwMZxwMZgxFgJ2AE2Ek8kHE8VcZ0gYSEhISEhISEhISEhPTslKgXAICPAX4fD2QcD2QMRoCdgBFgJ/FAxvFUGUPYAHwe8Pt4ION4IGMwAuwEjAA7iQcyjqfKGMIG4POA38cDGccDGYMRYCdgBNhJPJBxPFXGEDYAnwf8Ph7IOB7IGIwAOwEjwE7igYzjqTKuF97nA7YPIR7/tID1ccBXqR9zNL5hlz5iuOTxdq3r9ZVQNrnKdPxL+pLZY/E4e5xFzw///tJdmSJTaRNcl529OP8Uu/yA68hHSPmHRnma+M/Sz2rHZCQ+tLJty/KP4/a6u0Xcubr9X6F9JkGTbesrY/H01Xrke+n++d+LfXr/XTRdF7y8QmsXS2Kx+AEx4EzeaSx3BTKOp8pYOOwy4SiL6rRY+lrybuLQefHW96VsRLv+s2A0OzBZ7VljeCr+OI9v8rDBCyVcptIXpR2k+8GFYzq0WRcdJU5xexo5gLrA32a1ozJ6KFcOxOR1fj/LOcmOLfpu9OHrO/ThJbJ8W91oOivPirzzgtvX6av1aO8RN9L3qzy577skv1VswtKnxIrF+f3bx4AzmToebc2U56nUjyXZ66a23JbKgVGue30uDk+bPKeNIGa2pWKtVTmtjJb0rEOP2n7XuR/lVDE585/bdL6brArZ6Ps+csHPVoLVHg+e66NHY4/ztY0aNnihhMtULgikPimmjPyatucnJdh+fX+bfm3Fi2BmttUwIhNCytaKk921WDBcyB368BKkI27/ls5kXH3VH/bq8WxG+vIDeWq/d8m66Q/fR2MAYcXih8SAM5k6HrkxzzJm8dhYz2rwsmW+KzpNttAc3G1zYbaTsTZOYlY7KmX8e2NO8nzuoUftQ72oDiycNw9ofc6Ekg0qvZ9TMaD0/vd/38tiLgmRvVfaoE1keY8HFqtOjeQcIp8Hqjoe1q68TuWcNnPZ8vynWaBuhkJpq08i2ytwA+r65PbRX5CZsnX6a9VPeHkcc5xiYW/JO73P7cZ4T5uIwGGmy7DYH+kz24RtSxzLrgr/fv6mWOWVS5PY/AXJdBkXRmRCyPxm8uLX5Hur/G40iRF36cchNPu3dKbGT8eWX63HsxluC+ujp/HUfrtknS66UnQ2HAOcWPyQGHAm08aU5en/Vdyo3+VyzLc732d6dPLofgKz2un4oEOP2od6sXW2dfhkiMsivBmMNCgq0xiQbmwlr27C0nv7ddK9hL+b7oWh9u0q1944RF4xDrqXk6W3gCxjXi67pG1G5X03Lurj2lY/Lku2dn/d+p08uufIMRTafjjyXvtf81ifeTnKA79muhw1m6M/B1+yXN0Wm/u7+h+lYiMc0/6E7U9kdnsdlkwKMl/6e4l5lJIfUnnD/y/iLv04hKcXLa/Y8HJpxl/Jq/V4713gQ2fx1H67kH/SfH/Unjh7sfgBMeBMpowp+9Oikx3d8DlzfaQiy0md87gufdlb0wUxq52ODzr0qP2oF3zQJXDQ89JxTyjNoFO5TTj8PS+P7jlysSHZM9S+3f6aynEs5W15uiy8vlrt5edrW7I+ds/bTS8ymnKsPj2P1c/H6dXv5ElyG3kiaJMuF6Lph+x/0W/602C7DvASU2WZFwnSvrmuyQ62fE7yw6W/7cFFbw/SxgvW8wnMbq9jb+wyn/tjKsDg8bbohNJIbAjkyrZfJsvPsHdVJ5v9S1+yeLUey2asE+2H8NR+myR9rusTz8+9PCLnD8bie8aAM5kyjrK+tnSTn1Nf9tc9ch1MFF8vz7Kvb/flHXo2eXNHzGxLZdcnkvwefehR+1Ev+KC3Dm/OLoWS74sAKGUh6OW8OvbrpDyNJOj1T/zkBGS1O9pmqrvZ4LHg1r2zvUdlObK9AndCvU/sfi27XKZUHZWV8+rI17yvlLb+WvUTXh5Htm/R98WwmxKEFh2kX2/Yn86CXzNNljkY+n5cAqrqP7SQMPwwFVix7I/HiMlc0WbDnk/2PrejB/pLDlZmr/4JXC7jV5A2zel0ckBHnFfrsXSKDd618EUl+SH/xcDSGeHlaTwwBpxJ+BiS7Fbf35Nd3kT7srXqyM+zvXz9+butXZPu9g96ApnVjsmu3FP+5gNZZnr5Zl+Q9JVlbq2TJ1Hbrhd80NWBf5ZnijHqAtAdvn/Py9PrpHuN+r6ol7DaHW1TTsI5b1Wk0p6FVXZUZqkwgzs9L+fV4dUn8YKKmzfQRi5jyFv2nzvOgC2AQ0yR4+jk4enXs4tUYMWyvwsXple02bDnk1LuVvks895Pb+CXl8v4FTy9yLzuflDmr9Zj9Q0bvPuQdZfG1KXRuGhh2sV9Y8CZhI9hdGNOjMh25ACT1zMaBwKZ1Y7JWT5BpDXxjQ8+64XsFBni8p8a1Hm+XOjnsoYB8fe8PKdOutcoi72vJfBII7faHW0zK2xzxnKCljcc7SJTjotj5aX6yuZZbYv3d5MD77M1rlSO5zn93a9fz6N7jmxfw5W3eL/rM71rnHqDw4TLUNoOR9pBKuvoluykxiHDBjX7kzY0mSvabBjxyeSDa+zk15wk8/X5XSeyJ+HJTebVOe7gifur9Wh9u9iPzuCp/R7iiD1JRmPxjWPAmYSOoazzlssuab7F5bw+6uBzowXXkdTXSBsnM6sdk6M2a8kox8XeDy6QqaS2Wy86xSfH3zrZDiAH/OVxSs1PwLIe/p6X59RJZS1yP/tyVrtH2sxl1/zv70ZprbPaymzqaNImB6JsICl9/flZ6t7yyxhzMnTCrmVeunf6a9VPeHkc2Z7GIbtZy1ZdlHeVBSg4TLgM8+a9T0Wf3N6lL8hJS9qN9HVCs7+LA+0VbTZoMully+NC77+aDHlM0HQxkSvbfhkZ2ziqHadnRUetLqwF3tF6Cup71/rRGTy130NoOitoedJmvFhM3DwGnMnUcUjdZJmye8p3Dj6tOCL1lebiujnP7xT9jx4Yncisdkw8fyFG9ZDK3fzg86oOPI43mOQAKNzahilAfiuL1oeBOBHPY2VMCyttY3aUGb6SFjLP/usJ+CIYYaqdaBuBYwef9pqUb8Cl7+Z2SxvT17Qz21LR5P5mhx617Ss7cWuyEWwKlLt6AB7MrW3435/vdzhIQZyI57EyzguE388nM3yFFj8P/5UGvghGuLWdzDjMmQB8MZ4qYwjbod3F49c78DbAjuOBjON5tIzP+hUvknTQ+exf7wj4Ihjh1naCg08wSJUxhA3A5wG/jwcyjgcyBiPATsAIsJN4ION4qozpAgkJCQkJCQkJCQkJCenZKVEvAAAfA/w+Hsg4HsgYjAA7ASPATuKBjOOpMoawAfg84PfxQMbxQMZgBNgJGAF2Eg9kHE+VMYQNwOcBv48HMo4HMgYjwE7ACLCTeCDjeKqMIWwAPg/4fTyQcTyQMRgBdgJGgJ3EAxnHU2VcL9qPH/Jkfx5A+2BgIfrD4JFtd7JYv1YPwJswxZ47P2L/3LqXJ2k+2tp9m5LVsabyT8//79+//36++ueTmNlWg5TtyDfMtHjKPxPD69DKXsTV7Z8G/2RCo7+dTxS0Nr7p5FXfSG2/33z3buNp8PzxiK9qZR8QA87kncZyVyDjeKqMdx321Q98R2/wPH7TthxvnQh/Oem9aUAEz2SKDSZfMvzGy+Nkv5GbOt2PZB59oLkskGU9E5jVTkOOfdtiLMvEH3d5p417WwxNdbCNxo0+fH2HPvyaLOss+6KLsuFKC2zHT5KNr/n8WnLEN26k37N4p7E0aL7LSXo28jgPjgFnMmU8IwePR9aLWtn8bGuD607mTdbjzLYajozbK/ukg8/dznEnXx8N8ep7Z/C7PveKz7L53VhupHwAptggLQK0yYvw8jws35a+e2X8WbmkXbkQK4sJazIrk9XX93cTn3i86q5Z/Rdzhz78mv7XO6YHx45lnjXHHPUNaUNvwLuMo8Hy3ULW42JbSh7n4THgTKaMJ226V/llufa+OLoxJ7SySffKYU8XC6jc3HlyVjsNR8btleWxM/vX5gekB2uenUztQ70wJwdmKNmxv//7TqcPS1nxThZEqnN5ZynHBJjrL3k/zaKjCDTlaYZa82R9g2079XNyHXZ+waqv9OmH7fBp4m7L7/erk/NOfwA4SLg95Y3FZuscL2+PtBhRFhfyuYwPF3BVuw0lxlgTz7+fv2yhwWJQei/rKMXFVbY3msSIu/TjZaQveHqge85o2aO+4bX5UN5lHA2W7xLZrpZnO7omHh4DziR8TCO+lWW9vzEnrLKkI/WXQabHdL9zABjArHYajozbK8t9pLtm71xM7UO9yJ1N911qTxc3oTQDTIa75eVToTU4qHmrwISg+WQknYELfrxtu36650jFarj9XeVT5UX1KcaQ8gbqKXkAnEy4XRXf/VpsfLldEvNjJ8+i+IRWVvoSUXz5b4oFuZ3J/jSzLRMv3nFkfCJyHN1kl8oM1DWRu/TjZfp5wZ4r6Z6jv9v6xyu+ob3zcN5lHCqW76bDZSXPwqpn+U9KZA+pzL1iwJmEj2lPH9n3lvwBvVll8/P9OZWQ8WYCs9pxOTJuXpbHWL5fuOvBZ72wDC8/XwfErre8/I7cHFmC2PJYwGiMk73HylEeZ7htp36658h6NNz+pryt7qaP8r0D9QBwMuF21flCsm/uC3oe3XskHxVlpS8RuZw8bJnqU7PaMcmLs0G5KjLk8EV/kS2liye1K9s+Bdues3y//vw1N1tSZ9rc9qpvWL8APJR3GYeKagfrOmbPrzl7ZW8aA84kfBxJboturMOVIxtzq2yJAyMHqGmO2FnznsysdlyOjFuWTfdMd0n+c2W4R+1HvbAMKhsLGwg3JHYvhcAnmz6PBYpURxbWljaDLO2XvOIMo23v1c/RJluJVx/v01Y23+t5Y/UAcDLT7Yr75Pqo4uVJtLLJ/8X/b1AmUi3mpALxzGpHJU9CYzIl9mJOkuci4z62XhqnLpXxGUg7lbh+I+eUE30DG7x7kf05jaPXp7AD/mvCER99aAw4k/AxJBku7WiHK0muq1/u6sIpm++3OJD11deVbWq67ma2pXJk3Htl737wWS8sg/Kcmd/3kwZ7T81bhWK0q5EFuLY32vaR+lm/1keJ0f7KvKaPTh7dc7w8AE5gul1xn1wfVbw8iVZWW4x2/vZBG7xXJm43HiXZ9fH0iN6CuEzGZ7EX6329tPLXyr7qG9jgPYfeJ9N4u7QX+3xbu20MOJPwMfRr1c33jmzMj5TVdJTniEv0Nru9hiPjHimb9Hnjg896YXUqDdI9Kcj3JbAUo+PC0fPyvZxcmjrT9SZgc4Pntm3XT/cSqdTyfpXBbn+3uvu8vt6RegA4mXC74r6a7smmiw85eXTP2Ssr/YjDF6myngnMaqchx44tzozixZwku/VXg7tOZE9FypDLl+7JhuUvNhyeL8u+6hveew/lXcah4vruAR99aAw4k/Ax9P5efC2vYZdHXZJ+WNa7y2WXNJ+VMSWvcS/T2RVtJo6Me6Rs1l3vB1LeF1DbrRe5g5uhbIkZozRO9T6/9/XnpxlkU7/7r1y2gsmTT593qG2nfo22zSWJCdaqT+9Tvi+OTO8UJxytB4CTmWJXOUgW+27t2cvji0/CK+sFU+5zlCYvWGe2VUmL/CqrLZWxS9kWrJijyZfHx8kylVzZ9ilom6lm/hEHH1J/7Rxyjm947z2UdxmHirde0PLeLAacyZRxcPlnOSoyP7AGlGVlnSm/HK6mspf69iXtHhn3aNkk53seetR2L+nAG04gADyJW/sdBchvZQHyMBDb4nkLGdMBhrbg1pjhG2nhYvyi/lDgi2CEKXYycvCobRKObMytQ1GqY3u+pYmb9FntNOyNm8t2REY3P/SobU/pRDbATRjWqQUAYAq39rt/f77f4fAHsS2et5BxXiyMzYczfIMWOBcvUM4GvghGuLWd4OATDFJlPE3Y7YkCfr0D4ELge/FAxvG8jYyP/IoXSTqMfa9f7wj4Ihjh1naCg08wSJUxhA3A5wG/jwcyjgcyBiPATsAIsJN4ION4qozpAgkJCQkJCQkJCQkJCenZKVEvAAAfA/w+Hsg4HsgYjAA7ASPATuKBjOOpMoawAfg84PfxQMbxQMZgBNgJGAF2Eg9kHE+VMYQNwOcBv48HMo4HMgYjwE7ACLCTeCDjeKqMIWwAPg/4fTyQcTyQMRgBdgJGgJ3EAxnHU2VcL/K36voPKWofUXyFI/WkDw2uX4gvlI8Iyv5pZc+mfvjw/f75aPCZTLFh/uFP+WmUEm+Wyy5P0pbVv9GlxZf2g7LTv7s5sy2VIzFXK8s/bdN85PVAvcFc3f5paJ9JGJFzLlNsfNNT63tbKm2077Fv1NLz4Pn0At5tPA2anbwS+7R6HhADzuSdxnJXION4qoyFw9K9CBQvOrJ870g9KaiIzVT6+Or3MmmxyacEsb3vB/0mGGlfrP8tv+kPACcQbnfZxtnCMS04s81nn9oWDHkRofuDLJvr6f0xH8K0dfDDnxkHQYKZbXUUuY0u7qT8eNxLMmfxOMVitti7kDv04ddkWfd60myaM+obxBH/u5F+z+KdxtJg+TmPd/zaQqsnP7t9DDiTqePR1oH5WepHSp6MZVntB4j9NvR4EcjMtlQ0mUg82T7g0KO233XuZ+k83zC92mn53pF6undToKH78l/+fN9AXx0D8Zt3LSLqBOAA0+2uWSyo/u0sTFlwLYc6TWBNZZa45dR5gc/NaqejTEBf399DY1blx+TVXSsLiYu4Qx9+Demr+/VO0YlkxDeI7Avb8z3/k/W+Ae8yjgbLz4/GPrOeZ8SAM5k6HnmA0/kp+aExLxIp39m4l/q8NrLut/wJzGpHRZOJhiVb7lsyTt7o0KP2oV5sDkyTBDMIERzyfXpvSSKILO991z8LaMvUepLR5jxLGJ2hp7pJkNQ31qYQcHYI1vaioE2hlNi7zXMxPnUcS3/+8Lz8jiuPpQxtmMv7NIlb/QFgItNtLk0kq6/Khaj0Y48uNpR4VeIL92N+n96b6m+z2un49/M3y1nIQMOUH5MX18/NTu7v0o+XyfJv7dLSyR7SNwrc9+h+z/8u8JVo3mUcDZafH419Zj3PiAFnMm1MWZ7iUK3zw9ZPJaQH66/XRjbt6X6+r89qp8OSiYYlWy6/7prp7mJqH+pF01kytHX32jwXE0gq1wyW5bH3tvulvVIve5fuJVzApBjrutan9m0NTrIvwnFSPatyvHF0eQPyKH3t8+yxAxDMNLsrfiAPM4oPLpfNpLYH99VyTz4mfaq7/6CJrDASZyz5EUnWeRwpxqUy95nEiLv042UsuVs68ZC+QViLRM//9haWD+RdxqEi7aS7H4x9li0u/0nppjHgTKaMKfvXIucd/5brS06uw9apvWlvfTutS+fqc1Y7HaMHn55suS9x2d314LNe8EHzATbPO2Nhg015m1C6sjv5kiS8dfPGhTcq1L5vsi/Hx+HlpftD9WzvATCZ6XbXHHAkP2kPcLzDnoIsl+pZY0Hni45v0v0EZrVjshdnPPlJ+MIg6zKN7+pJ7cq2T4H7Rbo/oBOO5UNaHSP+Z51gP5R3GYdKF+vk/WDse2gMOJMp4yB/GznASX65xoL1UaXo9Ksc0hj61f0/63G5nL25I2a2pbJv575sc7zMeckXqL75cvSo/agXctDpnv7EkT3nm6tUhju89v6Be0nKT22RsNl79b59TuQ6i1IoZcXobfNye2XzfZf3ojxkHgCTmW53fJHR+QbLS4UVclBtyzQHP46/pfuBNk5mVjsme3HGk58kxTqaDxw9XsDlMv4tcg45opOC5huFlLcelBZGfAMbvHvBF5W7+hzQr8aevd00BpxJ+BiS7FZ/92SX9e3oIr276TTrpC+v28Lxw9UTmdWOya6dD8qWuPvBZ73QBp0mG/r/ztbnurHojn70XpIFt9T9s5TrNlHK81SfVMpY3zhe2b16RtuUeQBMZrrdub7B8lJhgTYJ5XdyMJUpBVtR5wU+N6sdE2/Me/Jb/lupMVfobk9vE7iq3dPo5dnrg5K1YNhboGkbtRH/wwbvOezp04sDHK/cjWPAmYSPYeQAJ/v0MZlaeuhsQ97P19+sdkw8O9fwZHT3g896oXUqP6My+XkeBDPQtGNd86ThpPtNKHp+254kTTJLUJETDTkAfTKBP+d9oXt6t/1VjvWF7brTPeuL188u77A8eJ5uMABMINzupD8mmy8nl6v/jZwijvqK9DcixYD1tJtfT2JmWyqaTCy8smUSS9c3ncieiiv3HfnmfNs35DxX2PM/670H8y7jUNHs5JXY59rifWPAmYSOoawXl8suFV/bO7Cx4DpZHyWkfrp7471AZrVjctRmTdmmONn7wQUyldR264U16C74p3LFMLdB9IaTJwkqR8bb5RvtcfIiURFset5OQLw9Sl9//tZJSvYll+fO5oyD3Wt9zs8O1qP0B4CJTLG5HDuKb4z5DUELkrL4TIuTWm5L0m9U32x8vM2bwMy2VDSZcNlytLKENlmV+Evp4vh1ZdunUOYCTY57+tvzDW+h4fnfDRYoZ/Mu41A5GvveLAacydRxSHnn+zG/y/IX77K/aCt0bazxxjrcmcCsdkwsOy8My5bK3fzg86oOAACu49Z+TwHyW1mAPAzE1njeQsa0yNIW3BozfCMtXJQFzYOBL4IRptqJ3AjsHdjIjbl3gFrQNhv5WXlv+kHOzLZUNJkcle3NDz1q21d2AgBwDbf2+39/vmdPOhEgtsbzFjLOiwV9gSaZ4Ru02HmjX2UI+CIY4dZ2MuNwZwLwxXiqjCFsAD4P+H08kHE8byPjI7/iRZJOt9/r1zsCvghGuLWd4OATDFJlDGED8HnA7+OBjOOBjMEIsBMwAuwkHsg4nipjukBCQkJCQkJCQkJCQkJ6dkrUCwDAxwC/jwcyjgcyBiPATsAIsJN4ION4qowhbAA+D/h9PJBxPJAxGAF2AkaAncQDGcdTZQxhA/B5wO/jgYzjgYzBCLATMALsJB7IOJ4qYwgbgM8Dfh8PZBwPZAxGgJ2AEWAn8UDG8VQZq8LOH+zrP4CofSBwJtrHBUdoP+zI01hdV48bgJOZasea/zQ+ufPPsv/v37//fr6Kz24fJOUfFuVJ/nPzF/nvzLZURsbt6YF/7JV/F+0ieWpc3f6v4J9GaPQg5d3YuT1n7flD28ZWj/deeuf7L90/maf3X8WzC8+eLDS/fkAMOJN3GstdgYzjqTLuhF0WU9/fS/AQgf1qp/7dBq/vdw6Qx+uzeNOgB96PqfZJH07+P+YX2Y+3hWdaRDiLyPT+uvnIPqb7bPbn3v9k+5OY2VZHkbE3bk8PPNYmubLN340+hH2HPrxElm/WTdFDkSmfl6S9WzauwcvKNvLCXa9HtvEGHz5/ct9VPLvw7InuLfQ4ffsYcCbh48m6SO00qR7CNPn7OiO0dad1KMq5aL06s62GPN5NJp79yrLc9h9w6FHb7zpSO6l09uoB8ICzPhrC6nfdzJ4UqG6kYAA8ptlnXhh8NX4h/cTz61Gfl4uagtb+JGa21VAmoK/vb3fcnh54Xnctfum7kDv04SVIR82ijsnUm5de9YdRn9P8SPbvgTy138M0vnvAngp7cfrGMeBMpo8nyb2R8eaTPC8VNtAOMNOzVUeyXqL4+Uj9JzOzrUoXD5Ns7Tia8pVDZ8/PbnToUfvQdYaf4lKH+c6fO3m6T0JKdeRUT3/XgPKHym95+f22LLEZG6XW4Jo2lgULn5Ss9iWy3wUZ+Jr+8XbY++X6h+3iSUbtGGzDAeAGTLHN7F+L3wj/k/7IgybdcyzflaS4JRYdVvuTmNlWw7+fv2xit8ft6cGayG52cn+Xfhwi26U9R5S5RJOzZucaslw314nFSUH3I9s/H8JT+z2MZxeePRFmnH5GDDiTqWPa18u+32W9iI35znvJVpZ29w4Ag5jZVkXGOxkPJXLvU+BzZndt+N8F1D40nZGG0QmFD0gYZypbgsEqvPJuKVvvUz1t2VIPD1SyjWyY5T27fbrn8H6vjxL5HW88hiKXcs3pq1KO8gC4KVPsk/w1HX4Iv9D9ervnJP9a4sHftQwlWc4K1lb7k5jZlsreuPf0UO7Ls1Qfmw9uwF36cYg9vSS5Cznnd2i8+hzHsfyhzstUj6LHvffk8wfx1H7vMmIXmj1xvDj5gBhwJlPHNKIXLz/75aIvobfd+DJ4ABjEzLZM5NzHyXI19hLpvXUPsq5NSJZ3PfhsOsQ7nO7lpscxiGbgYkLw7mWdlgBlHt1z3LzURg5SbdrKu/1geflaf0/WAcBNCbfP5D+r72p+kZ9lP/z687eJD5x8gCIPVFo/V+vfaX8CM9tSGRn3sB54zF51QkkrO5Er236ZLD9dL3lBbevMe7dg+kPScfYjrR3PXqwT7Yfw1H4PY9nFrj0diJM3jQFnMm0cck3M2WKyvp4tkG61jXnSzaJT71CU2NN3EDPbMvE2z2Xt/7XoZ7ldUquH7FObXJMcjbouovajXhSDWy77VP70UhpSNcSS1g2RMF7vvq9jq0cqoQi+CNtqn/I4st8axSm2tmQf8/uyLi8PgJsSbp/8RGvPL6Rfczy/TAUWUpwQf559pP0gZralcnTcu3qgP7NnZW4Q7y6X8StImy7khYMu/4Kno4LmD1JXWj3aewVs8K4l20Yah6ojU587tnIoTt8zBpzJtDGMyC3J2yiTdLDGkM6303v+oShxke5mtqWS/cIed5bLJq9s75Ye2D5hlTslvj65gNp2vbCUzQfLy+hCWMs5Gzp5b7VLJIEZGzyvfbrneG0UZJm+LT5uVs7JA+CmhNpn9p0c6GTSAp/nN52/KRs8ufg82n4Qs9oxORqPrPJZ5kosdGLuJC6X8Stoct5bdBRGZK5txno/6uvxNnHY4N0bqc8RezoSJ28cA85k2hiSfozDlIInW29j3q+b+zmT0OLQBGa21TFy6CHx9JBkfb9Dj9puvSCD2Tu9axw77Va3QaT3ywCFQXn3XV4XPLY8rhyvfbrnjAhctsXrb/ok6urz9D4AcCOm2mfnMyJgerGHKPGHrqXfW5MXR7Y/iZltqeyNe1QPZRJL1zedyJ5E5w/p3pi7pL1TWeXXv4LlD+V58SO5AfD8aMTHbs5T+23i2YVnTx7SLjk3jgFnMm0MfE6zkPG5kJ+nvnaJfFTqxIwJ1+huZlsNI4ceGrYeSK69H1jlJ1LbTRd7HarBpBlENpolOyX+/29Ig9q/5wbb9iMLrrTxU/vptU/vcUYNmbfF+9EoT9TV5LE+af0A4CZMtU3N/3JMWX1NLFjl5Cd9nfvWSDDV2p/AzLZUtHF3snX0QGjy5e9cHOeubPtl5PyXNtZFByyV/LwwKc939On4Q7aHUo/QqffegI/dnKf228Wyiz17kjZTsOLkzWPAmUwZh/T/Ql1nr/JP+nAOcwp7cV7WW7D0HczMtip5rGMxbFQPqdzNDz6v6gAA4Dpu7fcUIL+VBcjDQGyN57EypsW5tsg+ygxfSQuZgYXmjYEvghGm2Il3YHLkMKegbSi8Q9HCRRuRmW1Vjh56eHogbn7oUdu+shMAgGu4td//+/M9dNJ2cxBb43msjPMC4feLqxm+Qoufh/9KA18EI9zaTnDwCQapMoawAfg84PfxQMbxPFrGZ/2KF0k65X/2r3cEfBGMcGs7wcEnGKTKGMIG4POA38cDGccDGYMRYCdgBNhJPJBxPFXGdIGEhISEhISEhISEhIT07JSoFwCAjwF+Hw9kHA9kDEaAnYARYCfxQMbxVBlD2AB8HvD7eCDjeCBjMALsBIwAO4kHMo6nyhjCBuDzgN/HAxnHAxmDEWAnYATYSTyQcTxVxhA2AJ8H/D4eyDgeyBiMADsBI8BO4oGM46kyrhf5o4f9hxRHP4Z4RjnrC/9HGe3Lb/A+VllkuVw2KeqfxJ4x3hmMyO2ssb6LzF4kfMz8o588FV12uh74p9g9nWl57cdep+t6ZlsNUrZePG3LtvGMf+yV1+HpYTJXt/8rtM8kHLVxiaf78bzNDtLz77+13EN5ev9dNLuQuvbia1NWlHtADDiTdxrLXYGM46kyFg5L91qgOM+Rvfrea4Mn5JjKx2zyZoz3DPb6eabczpLJU2R7kOljyRu+TY7p/sDCsdiBtlGz8ugDzaUNfj2JmW1ViixKDM1yN+KUKJsXc1mGOS+/l+pgC78bffj6Dn14iSzf1l4tOy4kGzbyCE/3R/K4HdA9PnR+XyybGY2v5f0yvybdr+/lvNvHgDOZMp68pkhtLamNzU3ezqFn9mGjHi/PaX8CM9tq8GRioa3/HnDoUdvvOvezdJ4vps/utFffO2/wiGxg5/drxnjPYK+fZ8rtLJk8RbYHmToWuYAkaIEwumkvAfXr+7vThZUn/fMCPc5qpyH5ClsYeDFVyqRZ0LG87npn4TGRO/ThJchuuf17Nk5kvS7vODbs6d7Nc+wg3Yt3H8hT++3i2cxofH2DGHAm4eORc2HW4SrXNU/bbEuyPoSPNroy8pz26X4Cs9pp8GSSCigUWfFyjX+IuHijQ4/ah3qxOTAFfjag+pwPML23JKdcul/Lff/0k0kScM4vQqmTzhKwSl6/2Vzr5Mqi50ufv5d3U5+cNgirHsLNY/X939JHPgly6hhXWRS4cWz3pa1cXr7bTMSvyL5pj+pa7v/wcZTTurWdP+zdJa+piwWbvb7QQUHOyzpsy78ut26sXCeljNJWek+zEVVmmry3Pmtt0vMHMbW/aRLpFpfjcvv38ze9q9mHldfdMxui+wnMasel2DCPfwUeW9I92fWqp8bn2PObndzfpR+H0Ozfs/Fcfnmm5Hn4ut/yPDvYyj4yzhWe2m8XM/YdiK9enHxIDDiT8DG58nby6N7DK3tWGycxqx2XvXFbhydcft01i5kXU/tQL5rOkjOXhT9/LiYCvnBry5HwRLn1Ppdb2i31U1ui/naRsb4n6mzeW+useW4bTj0H8vKYDIdislgfJbj8bFm2z1NdyvNR2avyFWXzBmzNE7Jv21iDxG5fto15r6deLgUrv5FbN9ZNB6ktRSYpb+1XI9emHiNP1uO0SfcPYVpfpa0QRYZfyRYp2YGWI3XB6fS0o7cJzGrHhfvm+qhhiwlLEuVyjMt51ffuZet36cchjtgxQXpIMdp5T8PTvczz7EDz4Yfx1H4PYcW6kfgq577i8/K+PLthDDiT8DFJX3LXLAfmrFFf99pPheOZ1Y6LJy/CPjzZdMJld9eDz3rBB5KNYB0Ef+4NlpcTRsODSC63GW3fbisoEtz2S5LXtqzTaGO3HiNPHdPWBkfWU+Dj89pKxrduTulam9ytfrvlFPmWtjrHd+73+7LJxeubxMq32s7ttuMpyLryvdEvJ8h19ThtPohpfZfyIzpdJJm2ZTS0ugqdnlS9bW1OYFY7Jsm3HbkWWy6HMV75xgfJX/L4rvaDK9t+mSy/QTsmHa2xybN/iadLmTdiBzQPl/wH8tR+D6HHvvH4mstnf/7687eZ9zk3jQFnMmUcRY7LpblOpvvsh758N931c5uVZ7U/iZltdXjy0sjlW98peqGUfIHKzJejR+1HvZADSfdiY5Wv88C2lAXFyyUBNIarL9BTHq+flaM8ItVF/eg2WGN1ynu3HievHxM5o24ksv0CfyeXcWSZ2qL2B8uPjI9dUx6xlW/zZNmmnsG+pPd430SexMrv5cbqX4PicplS7a/TD3kvdcvR+mS1+SCm9bf473qr4vkSR9NFYVffg22cyKx2VJLcd8Z7REYpTqSDoK2Mp49JXNXur5AxmiNlyk+GR+Xt6V7LG7EDbPCuJestzzcynu7ZxZHY98AYcCbhY8iysw9Tsjyznr3NtiTpxtADz9trfwKz2nHx5MXZ9y22Lk51Zt1dvCasbdcLbSBpckn/T9ZqHM5geV4aaLPJyEaVhCDqaN5TNiBlYunec4KM28aRenieOiYjEIp6Co2jGWUKf7+Xun+WMmubXnme545BkW9y8BS07Q2dvB/ti7z33iOs/FG5eeW8e6lbjtcewdtcHz2BaX0dWRh6vsRxdS/1K+rc02MAs9rpGJ2092RWyL6/xhD2zqjeArmq3V8xasdZvmmMXeIxnOPp3sobsQNs8O6LZ0/EET+16rpxDDiT8DGM+FrhkN4G6znSfhCz2nEZHfeub9H678YHn/VC61R+RmXy827Rz95prtNgt3J5YtE3B+17uf6y2C7tp/dEnS8v5r16DuTlMRkOJdonyvtlkvRkme5T22Plx8cn5MvKdvU796N90fNsp5LvEp3cnPp6m2B5ou6mHikz9q5ej94m3T+EKX2VdlKQMksyNTbYHK6z9VFFy6NFaTnt5teTmNlWRdqnR9FP8S1zA0D6WmWXfYX7xqW2f1W7v+KoHRf25O3p3s3bsQPLjx/EU/s9hLSLI/GV+zPdW3HyxjHgTMLH0OlKyJ9zRLZuPY6+vPeCmNWOy+i4PR3kuNjL9QKZSmq79cIaSB/sqfPpvSVtg+gMJ92v5di/OKmXK4JZJ5JX/hVNo077vq+HGM37+vNjKrGtY0vdQteQJZHztj4TL8mel3PkKyfx/fsjfcn3pQ56R1ssjMitqz9NZqVsP1Z6Tu97/dru+za1PlttPogp/c02osunHPrktOmBsH4tkDrjaHmtjervBTKzrUpaoNUxb6nYrpRta/e9rjQdcvvnvnkBV7b9MjKWco7aONenp/s9u/DswPPjh/DUfg+h2cWR+NrMZ8pG8OYx4EzCx1F8v8ifr6+lnJPPGoeSWf6bXpMNlIN7L89pn+4nMKudBk8mqYCB5luFVOfNDz6ndOANJoi3wFtYgI/i1vqnAPnNFiAPBT4Wz2NlTAsrvsh+lRm+khYyA4uhGwNfBCNMsZO8AUhtLcneOEufkxtzbxPv5XntT2BmWw2eTKRsC9Zm7eaHHrXtkE5koWyDl7tncA3Y4IGVW+v/35/vdzgMgo/F81gZ5wXC7+fEGb5Ci5+HzxnwRTDCre1kxmHOBOCL8VQZhwm73S3j17s7gA0eWIH+44GM43m0jM/6FS+SdFj77F/vCPgiGOHWdoKDTzBIlTGEDcDnAb+PBzKOBzIGI8BOwAiwk3gg43iqjOkCCQkJCQkJCQkJCQkJ6dkpUS8AAB8D/D4eyDgeyBiMADsBI8BO4oGM46kyhrAB+Dzg9/FAxvFAxmAE2AkYAXYSD2QcT5UxhA3A5wG/jwcyjgcyBiPATsAIsJN4ION4qowhbAA+D/h9PJBxPJAxGAF2AkaAncQDGcdTZVwvzA/6Gc/3iPon+XN/Ur9FOv9TDK+O/Qg3+wI++Aym2Jf0VR4Lmjznn2FvPvzKUvnn5dt8+e3N9h1KE/9Z+lntmByJJ1pZ/qmbXne3iFNXt38a2icTRuRc5tnlMiVex4iPyTbS/fffrtzDebfxNGh2YsVFDc+GHhADzuSdxnJXION4qox3HfZVR47d4Cn9DPiY+owgpn0RH4Bgwm0t2/Xm/9k/14OMNa8sJNIiYnBRyf08+6fc1On+GhEfdpjVjkqR8ciYtbI8LiXZsQ3CjT58fYc+/Jos615PJOc9/aUyq264P4z4mGUjb/Bhc8k7jaVB9d0DcZHwbej2MeBMpown6yO1taRNT5wja0+tbH5W2mh11ebp7Qcysy2VEdl68nvSwedu517t9PQNHgtG66NfM0NhEf0GYIdwW5MLAh4PpF+N+kBZzFgxxapn770gZrbVUCagr+/v3fhlleU66q6ZXi/mDn34NaSD7te75D/Lc0d/nt/s+ZhnI9J334B3GUfDqJ+7djJoQzeOAWcSPp4sx03eebPX627kcKcgy8r5LreR25R52YbG2jmJWe2olPF7Y96X33ot4uSNDj1qH+qFnBAK8nkebHovp/VUMDv993/f6ad+Kr8u6JbgU8qafz7CDb6rx+9PIfWLnVBa/UzOIE4yk5GLZ4TVVsGVxfLezxqAKTVj5+8t8qkGw9rbrSPllzp+QjbT4G2Zbic8aEq/4kEzFTZIfuosLKz8vfeCmNlWw7+fv2msUs4aVllrIrvZyf1d+vEy+eCjtf38bNHFjv48/e75mGcjo/74IN5lHA2jfu7FP9eGnhEDzmT6mDRfy7L2D3cKWlmuq3R/wuHqicxqpyP5wdL+7oHIoPy6a8PHLqD2oV7kzqZ7Ja2DSMawOXcSRAkA6/s1bxVKERR/V6+HC23Lk3j9LBug/X5uyuXKo3uOLMsZkUXtDx+feC8bXd+343XoYwBAYbqd8EXGK/a776c0pn6i8t4LZnZ7HV78kmhli14okfxSmftMYsRd+vEyltwp7u/pL80Jiz7+Cj2lvEEf09q40GeieJdxqFh2kp/T2Pu4WPBsiHhADDiT6WNK8mXyzL636HLH94nRsjwWSN8u+p+oz1ntdBw5+OS08qPrdb3OZHfXg8964QcJXRjNYFO5LZBok0T59UzW6dUj8fupv9fULw3cqI/w8iSuLFg90qH699Zyh+u4lYGBezPVTvIiofWjbM+pH8ti9m8XKyTc/tdHHckv1Hb894KY3V7HkbHvleVxM8s56+7imHNl26cgbTbF8jW27+pk1UN7CCjnDN/HrDZori71vgHvMg6VMTvR8/dsiHPTGHAm08ax+WYr69HDHWK0rL6JzLqbvLkjZralMiJbjpRfXs9k+SVfoPrmy9Gj9qNeWIOWz/N9HlxO/eYklVM2eEkwtMGj4KAYXBWWI3yzn2KTY/WT8ko/yrU1kY31pW9DvsfvpbH4G7zROnpZA+AwzU6SrYpJTMJ9YH3UwX3WQqtn5L0grmizQcYQj72yKWZT7Dbi1VpsNpfL+LfIuZCfBA/pZHAesHzMagMbvHuR42gaRxfPdu3Eia+HbOieMeBMpo8hyXSVX5LrqoshnQ6UzXaz5WXdbb4t8ycwqx2TIza7J59m75J0mX304rV4bbteWIPmz/P1Fig8R9cCRZk0+rLjAcPK7+vQ+7ndUx3Ux+25xOuL14Z8j9/3AVV/73gdlxsVeA5T7GR08pC2rjGy4JR+Tly4UL2izYYRuRa8sjmWKzFKkfdkLpfxb+nlmcbUJXXBLXTmLs4N/VrPscF7DpYOC56fjtrQjWPAmUwfA5cf+VyR+55OR8rm+bfVTa/v6fqb1Y7JnmwLmvwkNz30qO3WC6tT/Dk/baA8MjLzV6s1UJSNSM7PRpmFwQyU1bsnHCs/KaO05fQzFV5IDvJnqYttlCReXw7Jgt3LsXMjasodrmO7B2CHcDvJ9tr6XEFOKsl3nF/ZzEWH8MHUZnPwYS94J3BFmw0yhnh4ZZOcV/3cdSJ7Kq7cB+RLvlM2Ys08OuhjWhsX+00E7zIOFanDvbgosWwoZa7cOAacyfQxbLKk/6b2u9TNe+kdv2xeEyp6lLYi4sQEZrVjMmKzlvw4Nz70qO3WC2vQbcfXTdtqTPzv+nvDWSeJV/4VTUew7Xs89W2XPO3/P8iBrHcejtUWjeOQLNT78t5PNQZe7kgd/F/ipDwAdgi3k3zg0afib8X/UhKLD77gILyAWQ43ctr8g7g40F7RZoOMGYSUbUErS2gy5Lrz4ucErmz7FOo8qchxRH9yHuL1eD5W0Nq4wQLlbN5lHCqaDr24eMSGiJvHgDMJH0eW26aPpDvFN614rCHL5nvdf4uui/5HNjInM6sdkz3ZevLjJF3e/ODzqg5czg2UcBpvOCGDWG5tJ+Sb38om5GHAF+N5CxnTIkvbdGvM8I20cHF+8Xkg8EUwwhQ78TbfBW19Ono4R+WW/3SpbMRz+fJ8+rpxZlsqe7Ldkx/xlIPPKztxKcnJnD8LuzPZQDfjkqdCAOxwazv59+f7HQ4r4IvxvIWM82JhLH7P8A1a4LzRrzIEfBGMcGs7oXUfDj7BAFXGHyfs7fTi2Rui9hQIv96BQ8BW4oGM43kbGR/5FS+SND++1693BHwRjHBrO8HBJxikyhjCBuDzgN/HAxnHAxmDEWAnYATYSTyQcTxVxnSBhISEhISEhISEhISE9OyUqBcAgI8Bfh8PZBwPZAxGgJ2AEWAn8UDG8VQZQ9gAfB7w+3gg43ggYzAC7ASMADuJBzKOp8oYwgbg84DfxwMZxwMZgxFgJ2AE2Ek8kHE8VcYQNgCfB/w+Hsg4HsgYjAA7ASPATuKBjOOpMq4X3ucD8nd69Lw9cr3nfZKgfInf+oZd+kjhksfbta7XV8Kpfc7yzon1f3afItvLdevjBLdhjp2xD3/yT3m0z7e098/Ea3bb2pv48Kjwu8n/DP3MtlSO+LlWln+KpfnI64F6g7m6/dPQPpMwIufG/o3PG2j1mL5JZd8vZr/beDoaO6DkfOqijYuP8/lI3nlsdwEyjqfKWDjwMsksji8/cpomg68l7yYObn3Yu2xEu/6z4HRFoCqbzvW226S+S/CUetnbjI/yIZPLTMLlWOJJu6nTdejlFbRDJunveXGy5Se/Wxc6sj8TmNWOytFDuSSrTrZZXjn+bwvGG30I+w59+DVZ1q2eRvRXypSNYbJ/JdZ2ut3xzRvp9yzeaSwqSYeD82yyh7Usv36Iz0cyZXzZ31JbS2rnpOyba56zSedo66OmniVx3b3SxonMbEtFk5fE09GTDj67zv0oJ4nJuf/cpvN1YpMBR05UBS742UrgQXN9lLiyTxGYOklj68d/hHeQz82YLkfTDwy74ZSA+vX93diBtAvehtXeRK5q15SXRV7MtQd4VnxK1/MXBRZ36MOvIX3xOXdUf579pwILmm4l8r38zm10fAbvMg4TWqON/IVCp2vPz/n1e9mDRfj4slyFrxU5J93sH9hwyjvNAc76rMypuY3c5ittnMzMtjo0eUn2dbTKUsTJGx2C1D7Ui+rQwpnzgNbn3IjSoNP7OZVToPT+93/f6U8A2vdKG7SJLO/xoGTVqcFPngo8yNXxsHbldSrntJnLluc/6deo6jTVUCht9UlGfsWqfWJ94YbS9IMbXqp7uf/DxlD04OUp8jB14siAw51gfaRiyc3qR1uej92ph9vfTn8+lOkySROJskiwnnP+/fxN+dxu6XnxrWYiW+uSZS/gqnZNeWlkGS5lOtmSf/UT2Y0mMeIu/XiZGqfXuEaM6q/3h01n+V7XrUT6oKznDXiXcahoNmTh2cxDfD6S6WNsZL7jz5Lkt0ufu4NPprt0z+bJo20EMKudDktee1g66q6ZzC+m9qFebJ1tg0UylmVj0AwmDVgsrBoBsDwpBBJw2YSl9/brpHsJfzfdC0Pt21WuvXGIvGIcdM8dpuY5yi11LZc5ic1ekUvdgO3KpeTlfsiyeWPk5HXyGNMJlwHdc9J7Owbuyc3tB+tvyhuoR+sjqEyTTdGH5stSj3tIOyA2O18Ss79ij39Xm6U02SZmtqWiyUtCviNjwppV/Z0SyS6V2fHxydylHy/j6WhPf3vx2dMtkZ+TDFvfPOqXD+BdxqGS7WDRdYmDSqwtSFso75byD/D5SKaPMcm7WbvYupEMHwSxOHG0jQBmtdNx5OCT0+iIyYuvee968Fkv+KDLxEDPS8c9oTSDTuU2g+HveXl0z9kzPDkJyQ1G325/TeU4lvK2vN87SalnuRS/qHky09vSJuJkjLQh9/K6+o22HRnQPUeW1XDH4vVDvnegHqAyXTbJPpjOCKnHPXS9b4cCyb7X/NyePDCYahez2jHZk2+S3+qz+2W3eFJkS0mLBRO5su1T0PyiMOIfuUzWxdefv5uOjuhW6QP/a5g34F3GoZL1y+bOFBfHbIrPnakA46Y+H8m0cW1+K/W2yTfPZ/vy3vPvVE+JBS+2cSKz2jHZk1dB0xFRZEaJ5JbK7ax9J1P7US/4oLcOb4FCCmUbfElZCHo5r479OilPIwl63STJCclqd7RN7hSpHA923Tvbe1R2hFzHgMwosFr9UDZxW3knj9fvtO3JgO452iJBkuvW5ebKQM0bqweoTJeNtpDg/juCZyPpnrXh+Q3dT2BWOyZ7vsBPHffKJnmmgyMm4+t97XIZ/xZpp5yj8uW6OaRbxTexwbsvfIGpxU9NnwVpC27Ze/p8JNPHJNdNWb5Zt/zAhvIsPJ1kW2nzXmnjRGa1Y3LUhqWOOM16PJXLcp0oT43adr3gg64O/bM8WyefJj9db0HBCwD9e16eXifda9T3Rb2E1e5om3LizXmrIpX2LCzjaAxD1Gf1N7/H+qgsWsui2c3z6ud5jgzonmPljcrN7YeTR/ccLw9UpsuG2+366PAics8OGt/o8rDB4xS/XC671Pswya6Xq6bTyVzV7mm4OnLyNLby47olzvDNm/Mu4xjC80uZZ9nYjX0+kuljOqIrC0uHeXPnv3+BPme1Y3I4rno6ojXyjQ8+64XsFAX45T81yDdOLjYtuaw+uOY9L8+pk+41yqLtawlE8iTLane0zaywbUIsp2ZpoyIWi3JcnFJWntKm+pTNM+U1fRT94H2WdfOybp4hj722uQzoXiIDSt8HW25uP9J1X+9IPUAlXDbSt5JemA9IHY4gdVvqKDEq29+Wzxepsj8TmNWOyRFf8Mom2a3xNccEPdZfwOUy/i2u3Hfky3VB92n+EvMgIeuJ8M2b8y7jUNnTp4TbiWkz9/X5SKaPSfowZ1TWWjk5F1pcoM9Z7ZgcHbOloxwne7/wdDqJ2m69kIPOQWPrZDuAPAEsj1Nq/vZf1sPf8/KcOqmsRe5nX85q90ibueya//3dKC0rsby7r8y8eWSJT6isT/Z9eZf3YZ2Il77lPLag9fK4DI60LWSgUfRRk5g8LLl5/eB6qroZrAeoTJFNORDIqdWJFwT5xoyj6baxT1Gf9O+9WHIyM9tS0eR1RLaEpifu45NlKrmy7VOocVqR44j+mnhrLOq1el71zYfyLuMw8fTZ2Uwzdz7O5yMJH1eW4ybz5Jur30q5pzWjsvmWSP/O97r/vtrGicxsS0WLhxxPR6nASip3z0OQ2u5VHXgcWtC7Gndx4OS9yh1lAF7i1vqjAPmtbEIeBnwknreQMS3OtU23xgzfSAsX5xegBwJfBCNMsRP3cIVtpKUPjh7OpU1brX9LZS3otTGBmW2paBswKVtPR4S2FuZyvfgQpLZ9ZSduTTaCTYFZeZfuyjuiN3hPkAF4iVvr79+f73c4RICPxPMWMs6LhbG4OsM3aLFz8QLlbOCLYIRb28mMw50JwBfjqTKGsB3aXfz9frma8Qve3WUAXgI6jAcyjudtZHzkV7xI0qHee/16R8AXwQi3thMcfIJBqowhbAA+D/h9PJBxPJAxGAF2AkaAncQDGcdTZUwXSEhISEhISEhISEhISM9OiXoBAPgY4PfxQMbxQMZgBNgJGAF2Eg9kHE+VMYQNwOcBv48HMo4HMgYjwE7ACLCTeCDjeKqMIWwAPg/4fTyQcTyQMRgBdgJGgJ3EAxnHU2UMYQPwecDv44GM44GMwQiwEzAC7CQeyDieKmNV2Pl7Z/0/ia99IHAmr35oO/ebxmp9sFDP2+NqeQDwIpfYa/l0x3KZkvfPwrdlWx9rPtTafaexPN/SRf/8/BVtJjzZSbbYmBP/rAr/RAp/fqO4d3X7p1E+k3DUhkd07elL5qX7779duYfzbuNJSN/lH622YqRGW09b9gEx4EzeaSx3BTKOp8q4E3b9ftr3EiBEoL/aqX+3wVsmUBqX+C5cCoRfS977BSsALC6xc/qAclmEFJ+0fDmVXeMPv5bv5YWMsXh18iZwRZsJS3aScrhVYmKWV5Ytj7U5Rm6LR6pTxtGLuEMffk2W9Ws2PKLr9FypwzrcvJF+z+KdxlJJtqHo+1CMFDEgb+hy2YfEgDOZOh5tPZ11lfqxpE2HGtbhTlvHlsohUW63PPfbCGBmWw1HDj4Lmo6edPDZdaR2UjO+iwfAA876aIjS75/1lHR9nEiB6s9tFAPADKbb+RHflWW9uGPVm59fugi5pN1DshOLtnq4t8iMv9dds3cu5g59+DXl17v1trJnwyO6zjruDzDLIuXr+9t45zY6PoN3GUcDrV2sX3Y5VowkpM3wsg+JAWcybTzFt5uNWZIx8+e0UWt9k5MObkYO8lg9MqbwDX0qHM+sdjpG5cVJ5biOuH+IOEllL1xvcGofus4khTMh8ADSBYNkOKmOnNb36kIhbZy2vPx+W5bYjJ1Sa2xNG8tk1ExoRvuS2m8RmHK76/ORcaX3lz6kU4D2vdIGbSLLe43sBvsKwASm256MHR6yLA+qqQAjxStlsWE9n8gl7R6RnaTE4bTBY++l2LXK8kaTGHGXfrxMniuP2XZhT9e57iVf8b1/P39TvZpfHrGZh/Au46h4diPx7Igf6qR75usPiQFnMmVMSR9LW9rhCsfzw87XFT8mcjmm31/MDycxq52GUXlxss23h2P8ve7aidWTqX1oOtMJgTl1uucDkoZDZdd3S9BoAwW7T/W0ZUs9PBjJNrJjlPfs9umes/W7DYrpnbrxHBhXKsfy+HtrXtnU5ff266R7ACYz3e6SzS9+/Xed3CgVf5Bwv0r3yX9afyn+pvmRjCkXcUnbI7KzkAvBshChRLJMdbP8G3CXfryM1FdhxIb3dE36o/nIaoPQ8m7iP2fyLuOoFF3T/3ay3C5JiYNJt3oep67XqKzw7wfEgDOZMibvcIUj4zFHvmvFeVmH9O0yL0/U56x2GkblVchyWso773HZ3fXgs+mQVHYeDDMGxyCbgUsjcu49wev90ZXi5rE2yqRHz4tShseVym1t8Pe8PLrneH0FYALT7S758tJuewCy76/p3vPtVE/rZ57vTeSSto/IjpMXcrbMmpi96pJSiekXcWXbp6DZLzFiw56u0/U6d3p1WXnyr3cezruMo5L1tvl11r2hY8PGiPzepmsvDtw0BpzJ1HFYvpefU1/suC3f1eK8XHcXyvPlcvbmjpjZVmVEXpyyT9B0lH0kyy/5ApWZL0eP2o960ShdJv4nilxI6Z6XLZNLa1jefV/HVk8SpLPBs9qnPA7vd7pOdW4Bkedv5ft69XJeHft1Uh4Ak5lud2lB0PhyGxM4ne84wVjLS3Hj+j+BvqT9I7Ir5AnLL5P0R3/twOqTbV3AVe2ehvSLwogNe7rmJ8qenqw8bPDuBV9UanZxNEYWjsSLm8aAM5k6hj3Z5U30mN9qetPqz+XGNvRBzGqn4ZCdU94ak3d1xPcySV/ZR7V1zURq2/XCGkh+3jszf57Kcac/vMHTBSgnv6YNp3265zT9LuV+lmeKEt1xib7273l5Y30FYALT7a7zD2+DJ/xDvsvRfOkmi9NL2j8iO2Jkgs+6ynU2ce36OHZVu6dh6WfEhm1d0/Mkmy5Jf/tN+w/iXcZh4vmimyf0b5W9cQw4k6ljsHyv8Fu9aYdEo/oOZFY7DUfGPXo4Rtz00KO2Wy9oUNaJYQn2vOPydCG9XwbobOjkfZfH20hC2/LyYmRtw2mf7jlS4LnsNoENj0vU07zn5R3oKwATuMTuyO6rzwmfkCQfWeMRv5bvJT8b/GVwMpe1b8lOkmPUfhxKMi/yv+lE9lQ0GR6x4RFde3r6bfsP4V3GUfHi4F6M5BRdl7hsHfjcOAacydQx7MnO24TIPK0uigfykEaW89oIYlY7DSPyInK51McuyXiYfaf3gwtkKqntpou9DtWA0QwiB4YlO6WvP3/rpCAniP17LtS2H1lwpY2f2k+vfXqP0xl1Gs/WTqscZ1yyHv6el3egrwBM4BK7k37A7V9ORm1M2PyKyIsQPe8GwbVwWfue7Lic04agltsS14smzxw/+7IXcGXbpyDnQsKz4SN+UpBzE0fLu5EPncW7jKPBi4NeXmdDyQZK2V7vN48BZzJ1HN2asayzyz3lGxtzIsVv43BHiytEeV70b23oA5nVTocnLws3dpK+7nnoUdu9qgMAgOu4nd9TUPxmi443ALE1nreQMS2y+ILbY4afpIWLs7B8IPBFMMJUO9E2Aoc25s7hjndIk9st700/yJnZVoMnLynbgrVZu/mhR237yk4AAK7hdn7/78/37IkmGsTWeN5Cxnmx0C8iNGb4CS123uhXGQK+CEa4tZ28ySEofDGeKmMIG4DPA34fD2Qcz9vI+MiveJGkE+v3+vWOgC+CEW5tJ29yCApfjKfKGMIG4POA38cDGccDGYMRYCdgBNhJPJBxPFXGdIGEhISEhISEhISEhIT07AQAAAAAAAAA4D34v//7f5RpS849cBJmAAAAAElFTkSuQmCC)
All geographic areas had negative percentage changes from the previous fiscal year. Areas with essential stores - Food and Casual take-out dining - helped to minimize the decrease.
This quarter’s report (Exhibit 1) includes a supplemental section containing the following information:
1. City of Alameda Sales Tax Update
2. Major Industry Groups - Current Quarter Comparison
3. Major Industry Groups - 13 Quarters History
4. Sales by Geographic Area - 13 Quarters History
5. Per Capita Sales Tax Surplus/Gap Comparison by Retail Category
6. Alameda County All Agencies Comparison
7. Seven Cities Per Capita Sales Comparison
8. City to State Comparison by Sector - 3rd Quarter 2020
Transactions and Use Tax (Measure F)
The City’s voter-approved half percent transactions and use tax, Measure F, became effective April 1, 2019. As of December 31, 2020, the General Fund received approximately $2.465 million in transaction and use tax as compared to $2.134 million during the same period last fiscal year. The increase was primarily due to the online sales.
Due to the implementation of the transactions and use tax increase, Measure F, the City’s sales tax rate increased to 9.75% effective April 1, 2019.
ALTERNATIVES
• Accept the quarterly sales tax report.
• Do not accept the report and provide direction to staff.
FINANCIAL IMPACT
This is an informational item only. There is no financial impact from acceptance of the report.
MUNICIPAL CODE/POLICY DOCUMENT CROSS REFERENCE
This action is in conformance with the Alameda Municipal Code and all policy documents.
ENVIRONMENTAL REVIEW
The California Environmental Quality Act (CEQA) applies only to projects that have the potential for causing a significant effect on the environment. This action is not a project pursuant to Public Resources Code section 21065 and CEQA Guidelines section 15378.
CLIMATE IMPACT
There are no identifiable climate impacts or climate action opportunities associated with the subject of this report.
RECOMMENDATION
Accept the Quarterly Sales Tax Report for the reporting period ending December 31, 2020 (funds collected during the period July 1, 2020 to September 30, 2020).
CITY MANAGER RECOMMENDATION
The City Manager recommends acceptance of the Quarterly Sales Tax Report.
Respectfully submitted by,
Annie To, Finance Director
Exhibits:
1. Quarterly Sales Tax Report
2. Quarterly Transactions Tax Report
cc: Eric Levitt, City Manager
Gerry Beaudin, Assistant City Manager