OBSSКCircuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA 7.0.80.224 SFB(c) Copyright 1993,94,95,96 DesignSoft Inc. 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€CрoVER=1.0Font0=Verdana,14Font1=Verdana,14,BRect0=2,0,0,85,22Rect1=1,0,0,85,10Rect2=1,0,10,10,17Rect3=1,10,10,75,17Rect4=1,75,10,85,17Rect5=1,0,17,50,22Rect6=1,50,17,85,22Text0=0,2,2,TitleText1=0,2,11,SizeText2=0,2,18,DateText3=0,12,11,Document No.Text4=0,77,11,RevText5=0,52,18,SheetText6=0,70,18,ofField0=1,T,11,2,80Field1=1,T,11,5,80Field2=1,S,4,13,5Field3=1,T,14,13,40Field4=1,R,78,13,6Field5=1,D,12,18,30Field6=1,P,64,18,3Field7=1,A,77,18,3=F0=TPS51116 COMPLETE DDR,DDR2 AND DDR3 MEMORY POWER SOLUTION> Options and Enable the option 'disable warning for large size analysis'.[2. Go to Analysis >> Set Analysis Parameters. Click on the hand symbol and Choose Default.V3. Go to Analysis >> Transient. Ensure that 'Draw excitation' check box is unchecked.'4. Enable 'Calculate operating point'.A5. Ensure the integration method is 'Gear' and the order is '2'.!6. To run simulation, click OK. ^7. The simulation runs for 1.2ms and takes approximately 19 mins. on a 4 core 2.8GHz machine.O8. 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LsWkxX0AsdSLF8FXNzbWFibR6GVJzjTlUz/wtV7YV3QcZKs0oi5yM=IpwPZmsIcEjKV61TM+S6XQo7HGw5lN3c1SjMdDKOHDibgNXKYIRcasQz1uXlrjU7Vvh/PkA===g5g41nh14T3wc1CRETqAnvKJck8PuQrcdQ6TXcE+94Oa/jkbIDWtjK72cQ==)ihNZLgzdN80Cz3uBUvD2sFB80tGOIiOH0GZrP/CHelGTyiS39k12zbwu1NWfLLvN66C6g4r0ttTJLidYR/fAO1Rj6Sv1LRQ1jzCZzNcomKahPtViwbRTO03wYmv8Jc1ejdeijljcm8Sg=1h5H0p6JWyKSLCnymvjxVDWwqrvjbGbMcPlyb6+fPCZCO5Q===fjXBOdSOr9RHy9ZPCrtKOdutXZ8YRXH8aIGU7jFScZk1GG7V67vwt3nJ6LmBAuWZ2SPyTe0I3RkzeOYO5eW1iQaCjolGK6bZqlTzK6h5F3S59J5K6ejhhRcMbaA==!mw8uPi5Jvdgc5JNYgNRqiFzaYKzIAitL9g6t4sx1frz6E56tmMSCTcNlbcXKMH6wpYij8GmymHJecElmokYDldq0=I0mBbjf6vGaquI4oAb06GMTuG84JX6EQ4F4UQNgYOFRxFk+rkYdgQAO2s9p1K26iKERaARlcsY3IB68Tq2R4c1/bZ5+Hv/RmM/4BzU2AuhjjZSTV0KsPz3vGnRCMntKEObnSGWH3uDgLrb5qWGBr/d1rzkMdcN1HU=ahGiprwOxqq7BN9gE99Nrnu1lP6XN1KIAdsDMRz0psyA1VwHUZIl2n5T+Y3jPXYykK9PLNAVQBJ1SZBYa64RDmMrnzf5JNNYL1OMY1dN17nWiw0BLXoqjoWq41jqp1UudBXgi+LurzG7nCsw==AAQfjYkEod0Eslg3fQVb5l2eHC8SMt15DT7pBLkvG511N3USdH6Vuia51m+A3UQ===tZHGd1V75rW7Ki2pSGE8ASyofRC99bzHa5cUJFw0ZnZH1FSMdycCvYnEa52fiR053BDhLr4v5xA+grsrX7RuTHn56DNsLsHt/WvGxT6TM+PFqkLcRkV8WryyCVbA3d01QQB/eCYCqSjcYUnQwn8+v7uIY/4je6WE7CkA=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=5WZgQMh5qbLSnabJouCGVCfiezq7mAjcIrQKehTffdHPWlnTi7Q==53uZydgBv+MJS1HiUA8KQVm92h7wc3BEayiwWbxTLa9zT7p70ww2eQeEaRwmhQrgsQukf711nii8E4a3T8HCa07CZou836+BrwgUbh28u+L0nxrh2oL4b8FVHgbwWerEzzJleM=Otx6Se5qwy1wb1ZEng9AtxOgd9wvcJqh6X8R1eNAOBiJTilz6tjflkbynpUx=QOUwJbMnt1C+HDAxUPMBrhB4NVc3LAZ5+ao+ODl2SO+QqnpHz/r56aBWgDo==wmaxdmsfn0YHd+eyGosiZKUStFQ4/wjLdw8P1Hl+v5B5QuIbEZGMlse1L8s=IRqAJpvdasjWc4KlRSfnZqje2BGwcDKIjCXZIWfiCybWBZv1gxFVwu9E0IuMmC3U2fiI4tQ==zyJguQJd+7j5h1A=2R4x4J6c/hzeHx6oQyvzFp0yKfGGsN7Fl12G1uiC8NY/56vSbiYptgRqKnUuM4n3JCl+2JrAwxtXEZHx06P86JYqw9fFfftE09ChlMkTE5QJVy+IywDUDeJiMDES7XSmrxQQ32/8BaIKiI1ErJhwg1Vw8=1H7iyWpkIPmVtiINAKfBs/rQOm80lRd2xWfmEvC4FnWOmd5mtEAQT7itzCCsI3apNvR63xBtRpGmd9EAQJUUjmBOWGAKUejoxCu3imDJgVndj7ck1psfZq!d5AQnRNR1wt+u56YUbGqFdp+92H2pms==JCaDCLNywcssxrbbTjMRu0eGy/JhJRwn9RLEeDC6qpJqVP+nkbbMmCYPl1Y=iFeLBa8AH1lWFXfFf3p7ssK3xwT8F+FSthRKw2SPv7o1+wWbma2w8s08ZBtyfQGsqDdL8zcLa9+K6unalpNZQ7TMBBKMFGaHfCJLkHA==5OMY1dN17nWgBM+0TwACHLA6pUPQNCs7HwG76ZH4qFRaIWE6shsM=18ldFLak6xB7c8oGdqzhF2V3WIU3NvF0nwcMiFrnji1Ja6M4=AQYcTHw9GEMMcWoG+mBefDx5ri2Y18imFd6SFlCuDZhaiC1Kys91DcG+OiZ8Aag==1sVIb67aXXsgBk8hqp1vnQLJgw0XlbBShQXTMMGOsWCJooJs=5VSJjMgdw0D+gItb0R6rnf3AjxsR+bVsiz7tn++X3j8majX67Uw==IMqV+NhCgFxvVRUrAkR/GW/CvgkKpYeb5dhou2xLEadxZruqfEf4ZKC0+PecyXhMBTWgH8Q==MNTOgli7jB4zDBwIrbpox35xNDpga/zOBMMEBTej0uNyMDasmNqMo4pdvddDBrSoPsGMzkvTtgKYJAdwMqYnOuHg5GGgc1G23yyVqpyKWussgeeNuIRsBt6QQ6XniUF7BlA5JQJVL95WM=EGi6eZxMv1uP3ciQLsPpJVV5D2zoc8Im2h8VsUkWyt501xibuPERwNbANrIFqJc3v0RU=Q8yd3BkXITnZJ/QGQqQGrO7up7J3xqdx3PXZZuLLm8DF3jFDl0Mx120Z+awjyNuEcgK56zwBqtkN/UYco1+N7nSfMYI5JTQkaXDcRm2gdaFUsg0jM3kkm68b+OVPDbtOc==RJq/hHR3M1XBhrpn/DzTkCmJnVNJ5cT9RD8Z5Or5tRRe8jdyCj9kUwl8pss=Exn/yxh2mFjHkLe50E6Jabx37Kf877+Xv1aOsCL4LJJ5rQXYN2g/oncvc05XDxnzjaR0=Y7zBId7TqewEDLge4qBHOZmXxFWKv3Ns1o1nrix4mXlNEuh+E3Lc1IrL+L2ZusKMxGFOO2KxEof4V3yKQT+8Z3UcSInCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=9AyMn49W8MwDVbnJJuGi3SrfKY7xHyx/l18pakBpwfg0yBUbc8nvUTg==1nGVwmWHKuKps2Ac6U4RugU8cAIPfroxe/RT/ei6DqL+M7W5OIRixUeQvRxgHqMwBSRZaXsRzNqrd0DAW0nO2cyiQ2ZoDs2cySF8HSqGtFcU9LgAKk/0pjEw==%NTjksNd2snUdWTBrMGtxYenrDcyQqD9zx6g=]kRV2vjfJHWQZUTC8kNodjlvvkKsr+HpSlr41cFdwg6I8k0OnrMRdcsQXh8KsbrHT6iEMGUWlW2dO/K30w6fvsIiuNw==MIBSkf2r5/ARtTEfI+f0j1plE5pLPk9PUijrCj7HoyHU8jgB0qQL0Bl+AWmCzWRX/J85I7Z2chSk=UqrbgsaVDYG3mEvjuPGD/0uGmk5F3b3BoHurBaeewuZTW2DItjLuMAwPeYoR3zlSkYW+QGT7KnobwHMMCaQ==U9jvk9Y8tBDoLiAZrOQyTphcech3cXbIih9Tf5ITRV6+nhF0QFnyIgTyfEDm8Im63ossxgmJ8tyJRta1AMos=eqnaDPEMI8Q8cz9gsdfNOUzc0546Cmbdv1jd0kn4C40VeP7hrT2T9bBszUmcfPQQp+IxOj3Qowfm7eKpxjkm2fvdrTL73ayvGhM0=5OMY1dN17nWjPqOwvuKc/MT1T34ZQ1NffTiDrAhFszbkJZTGfqHc=UWQHo2d83SHeNgOjwY7AqQnzESx3y/TBUU1Ax3Z1PV4YBvI043XIj+tU1XHL2afUmccgBWKlXsCidj8CVI+s=QFUyRnzo0y6YlNNf1Nb/7LRJYrl6L5PVvmTniDn32beclO6m0pEg+GjzDQMw7Lefci4gfgUim0e2UDQ==I6T8Z04Neck1ATZNfQvF18xTiXtQmvmm7P8heoYU6rEv7QilRwqNt8TW8z4WkZbkw3Oy8BA==Mxp6o80tveyOtZ9Ys2ZWL85kWOFh0cz8KgICgEWjkt+Efk7BLH+/uWMJc4OiK8PE14vF0K2XNsQ==1hxeh4fnJUEDvokBbWwFxDA58evZo3cFg+Ccj4Eki1E2SVh4=IuF9nYZMg8P1azfPDUtM7U3aPRcYoEpA2emsNLB76b+2NXAMQrnD+X1uiUCYYdUMzQNhs150=146rhbAIyF2MdLixgRICa2TgmPn8IJUH8D84gZIyEA3YfKsK3-u2/lofzKoDMZWppZuHuB5O6E1JGaJmYqMmcrFRklDT7+EIwxoNzLZ5mpxZ44sA82cWYmfAJ3sGTFYXgfbLZfVsqjgcXVg/m1yKRJ6g2pWxVADmJ4=BUYRDiOq2De7+xfcqeYdSZk=%IW+0n1fPk4MGMgSsTs06RnpyJQo80g9oRA===ZjhPFyd5jPpG07kJFpIYKetErRipsQyhmUE80rzmUWl9B7DIRq9XC2RumYTc%l91jSpi3qtEs5psKkwfnmMa0gpDtmDCyEg==5XKqnSX9GAwWvZP4xF7/Fl8vdxQzKVdTfJHfYFycjwBuD+gfkbFA=9CUUYU0QhBvzSlB0eU1/aiQPOTo7uP1bhxHYBrOd2TUUe/6FwXAhfIw==URdoi9jrT3FxcfaeXuxdT1sqIdSWN4t27u7Gm98ZgAc9BCnvj/37IHm9H09m5bLln4PRhVwXJgUTBeNbDT7c=ae4uVuAecNg7eeM0joq1foBKgAGEkAOVvVGbYK8vG5QtHwHvC9EeaeAo4bO15SyWPJ5WNJgQv/x0ytl87PPOh+jh+TL6YDCMTcjfHRe5ZyVX6Di1Cu1lQIzR+c8vweRz99fEl+OfxO1rBmadUnTntOHeVjkl4t53LZUO3w/0vmFFoGObbkp78qv6S8Xw==%LasyvjoFaF3zymejzzSBp0NEHR55GoHP2w==MlwIXiiLvD7NWlhSgTyE7eEnVov69koqmW+dPOBWe/10cSI0we4jj058p9b65JAmaNjnzP5YRMYQ=GuTHUd+CmJ4sBfujf/cTpVcLavZm%56yTylV3jD0Dhl2OOai/ghTAoeksLdkMPg==E8sXthP6bnAhIv5YPmGm6pP8jcuWmGICzGCIHPzpjFphDr/6AEC690VuObSVw2eNeASt7!upYwqoVez45GGzGjo7JnIgV4lbEMWPw=1k5OenA4bMajblO9PpVNseuMIcmyIPi52PCIX5KFrP8zYkY3pm7xCbDmqHe9Tc4lfenTFY9G80PF60T4jpt/M/jDvpi14KYP2VqmJSgf7BwVg625wWYAVEAwnw9TJtisIdzTjVGsnF4yob1RaXwN1LHKALjQ== hh/0rmwpOg==-k2naxDoAfV42HPKQb6BzUV86C4Qg8ksTeh9CmZEHbP0=1kdWnBgNA1d+s0RSGrZAbOvaCW18zZ2NIOClDOja3WLs6PA==9kRKxX/GdW2st6DcYFxzDMnFLJGuBmmz3/f54ZOr9x974u447j1MB87wm5uWD2/LpDicMqlrMRfbCoJ0DhGxufO1wo0i5HfJs910g/Jo+KvA==9QpR2Z4zowv1uDzUey/s863DstNlW3JfHY4WEUuWuIGclczK6Nt57EQ==m7koW0q1RT/bX1tuqEfx6WymakPziliCu008RCklm7Qiew227hS36zZ1CTlt2WXm/9OXyYFdN3Cyc2adI6dPfTQa3K7icd2D6LF7IH844Hg== hh/0rjE=9u7Hz7lf8L41B7EMBUctqX9GaokXhyBp/6Sg6FygTtaWpyzwDj6jfGro=Q7/+YIZC0KEk6HSR+rCjjFfrwJQhd8IqomeZahRXR6U2wUIimaQ96OJr+GcdU0B/FogbXg5WP61XGJt8=Ank5cI+t514Ydldwxu2lXPRGKKMMv2C44Wve0wHI5TfTET61QfspDyHVb8KB13dEq]lmTV/ZMw7FRDty4XV4MAQRvInAS+/i5RiMCn/wet+NxX9k94y82tjar2G+0OClzf5cAPVXHCqq4q4PaMTV2zMOtRaxksiGQ6Xxx8Pm5ZUn2bSS2435lVd0LmRafvaSJodP7na7qxAI/QsbN8Pud2mOT0FxWLCA8TzuzaWdnM9dZLwVmt3FUS0TbNIoWKSjG6xm28=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=]+f0+ludusAdF4R8dS+mFORbjkbY80Sw6gNXFLBpST4esgShVDg5v6VP9+HoM8BhJOfybt9hJpKbD/ubq97kf9GMejUA=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=iIBFOl/4vtSMT+4oAX6tPWcRSme+zRozKXDk2xi+ZXXqm49yPLxBzoiNP3ybZ8BinwctKnqsdMx1eUU1hx0SyW3H9yHXNB2Qn0NfWZA==InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=YayyARVW2x+f4RwUyPnKK+pV1sZizuB5nx/PlvPe68X0UqbjbqqZmrcbzHE2lqvbH4ldaLBdWSGcyx83vJwCZnQ==]ufJHdxQYDU4se25Jpx9K/AxbwPKxvuruwP74DPGPESw7Xwk8li+UNUq9wU9FV96ZqX9Z1BP20zH39+MbVQXiLdtxpmo=5CScWNLyh7qtprCbOOXjdIiBgZ/qQpNRVf1/nSow0EI+QcKza1Rs=)ufVIuVQnpooxJ5ZxukafXiQeBl67PCxguVeILLU=YpvNuBNg4qC19kHTLIEFwEtW3Rez9DKHN4MyzG5RxOTzYGBHu6zxr0PW+4FhOJ3K2ntEK5TieGxHBRT1dGvb2xL8=iA9gizOXvboLx1ZkhzF0ZuMQ2H7YNtBXfGcBagRklcvblk9YimupYEeyHlp646Ow1sxFLZTKqKrx1ux4HdEBd5fU9JM8o4nd9QHDZoA==5OMY1dN17nWgBM+0TwACHLA6pUPQNCs7HwG76ZH4qFRaIWE6shsM=1vHsC5VIPJgeSW90qm3bcl842HfdzrfSRONERNxi9M/zZtQ===OHgaGbVUgDm1JfM/+g+l5oGyGlQ9no8WEaaFi7K0OlkUQ3iX29c9nhV+5g4=1Yr/PgUT7vo4cAuD+zb/zNqx2GsLrRahYw7t13DWki/fWuw==efQYvNVVbOCawa5993DNIavxENZrmodeK6M4HxIoUVthqnlaOS0hAeX6ZrfJv0Gmd1HDxIC5s8GMLCQ6TAWdJwjWNKMmJ4znBO9h91h5H0p6JWyKSLCnymvjxVDWwqrvjbGbMcPlyb6+fPCZCO5Q==YwKQWpAydhEol97lI/TiPF3/ql6Eryk9qESOgQsSE4SRGP7vjUMpYTar90xd1PsAvwnbhyjSJIvnyuzq2lOJX71E=5yOvuuMR3hs3vv6JtxMYADAz/sibOx9v3LwZdkUMlv3QGM6cb0Q==]asd56wyU1Fp/nwDEHAgrak8C8aephk1Eb1R9ZlP3bWc3+y5C0MmaT7s2mGDWnuihIWzJcrVcSLwSvWueo2hGJGnH+A==)OE7ngQA2wHKALtwwfbyECKQHFAVyKhkxHqaB1no=IgVc12fl+yJL18STW2eBfFoQ509KkBjcRmEOz1DOuiQ109Y3HuRZ7arubOHANq+wO/Qm5xw==ArjbFctbVO7AxCCxeMkOhSJDKzqW/ikxZXenZvbwB/97bxgaAk5/jPD1yUMMurA==UmrZn9f2AzL0Zr8yEFINf2RZoAWskt91x2qjM5E7ombtbNcrVvI809L0aY1vqlmfzE9YX3zw9pL6ruKZW7RW3AFefiCKT9yJZx8tpBG6WT1BuGw7hydz+T/NmEdPh2/BRW28jxxQ6rh4Er8qHsWkJsiqCjuQWIqfff+SV79KLffEdw+fBTo/SKTsiMRZQVUM3nhmewc4jp4LwcuFK54nDtIZlpW7ypwWkgqcxtn3zacWquyNho4YnQe1Be4LUA=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=1cuCUpgZbRlHhGsJGNmBGtOgsvIxzvCsx+L15lBFQzKCU8eY=-fBXjs6VZRtXyILjfYlgAEVBJ1YzAbdh+wG4jWSXAV+vb94ifKU6U5Zf/6eYxP7EGhpW9dnkLcPQhyzT1XXxfSs+qqN4VJ4pmLpzq755TOO1ZPUZ0Lapvraco99Jawd6k6Mfgq+S42HaSdfcPOCieYgyA==a0xDKGY/OZTgJpKUm7khd8gu6wlLM4yrQdrrcEH90RFotwif0jTDyKF7gvr7CalKpRgow0a+WpbvEMwGyM5jRuOJxdB2NVFo=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=aQXjFOQJjI6o+RN/r57BITaBb/m+xAWLTQAP/AFJhiD40Hv1Bx4qdKou0RX7RLcpIKrnNLCJEIc5SYmrp2AA30qrOdEUyZms=!wsfxjwyYd//o0aAMYkU5hfKEB49Xug==9YYvVX8dZRnBOaUJjyu5hM5E+0L8NM1qSHtqkLaehQ/JOXu4Ph0HZmQ==-5INnP3S+lami7zF+6g3oCkSqiYBHJvdV0rEfUk+vegJsixGJ2jVj1+rtJR1Wh2lfZzyk0matQ4p3wzOL+NP9A0WZhwsiqbriz/NO7JgPCM6ORFFBsqq5w2dalp2orZetspPnt3qJf0g7how6+ty4=5OMY1dN17nWhN1WJn0WzhAdVDBYRxFgJxtt98sjwa7f3VqknPSVn7MXahKibDfkhG5Ox+YsSmP5+AeoZoAEFPoL2Q6hs3d6mmnYQvSo0Y+mVtMDsNNemKJ95luNSpnQQ==5YbaIQKg1KALlUO1nqX1chh2ztoibb5MBWUCSZ9nq/iN/KLVdDQ==1agIA8jzIW11+8BPsuxG2VcPL5M35Uulth08CyevtI3ZqKaM=YV6T0xRbuI7C/NQmadjr6H4398IyuGdCiWaazWb87ghEAj/WmvLRiVRYUyFI86k3X0/f7/KtTMnFOG5KPgca7lA==QogiixFun1GrS6HdXM+juJOS6Iv+gLKiSfgu+2VY/NAB/HIjffCbw6W4g/WZoPfB9kelomWhqA2DuvJxyEI6IJxGzEzCMryfmQoI9CVZUEU/Tn7rOnIOdahztSqVCd2+WkpePsXnJesQn4X9F4Iw==%l91jSpi3qtENAzj96FOZ0ROHMCdILcTTGA==19fA7X+2rqWVeGUaKaRqV50urT/3ECz1qAHjG91I1kJiSblf/YLJZ/abCSPEmTaTzSQlhxasCIuV7ce+CaNWyNsbiu0mqVvFnhnLq9LHWJeILuWuNe8PBPYC94UwEXGvagwWK0rQ==ERbGoHXgiwic1sWaX8hraoLHrgGQEOu/He7pY6spSnSkhfsA1caLdlXfMqvryK4AxbZw=!b3THAQkCUIegcEG87phZL+5R9dMlPDI=A8qISwyC+ASmDb6oF73LTvgubdIgHXEZSNPV4G5Y1pUGlcfx4qfqRK4cphlIATeg=%l91jSpi3qtFuoPzwgmwTW320qRh3lpnGvw===u2Kq4/s5BfLDGTuTNknv9qhka2ZsoZM9Do3JSMzT7oh83xZE8fdaZE6q8V5E%l91jSpi3qtHfccO1OIxLMhMeD2q7XSogJw==5anU476KaUztlWgq3AnL9MSmIZqO5p7wtlgu93Ay7DFdp2fAvzNQ=1V143+FoKEbAirkRPuxnZFSo1IGnBhOo+6Ma7+Xccwc7DrCQ=5+5EuDHu/TMOpyJceOhyURV5vxDARSGnd6F/fJoaJu4JIt2UnlG8=a6F/orTSTi5jNyGKqObiOkNmNp+WFrZ8Bqh6VF0byYEBNFzQ7Tpz8+E/V4X9LwMewg6Rnn+97PIN8XwTR8o06hFaQI2+32B5O-h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsEB96BgooII9rRMCWNkB2gifa9TmVjKYw0nzQSzVkF1BDv1M01A7KgFcaZzS/wHoafqWr3fwhf5OPQSo9h3+CawoA==%Hq5FjGg83uZAg1mbO8hrQT/+LYw1N303lVJS=/szv+YvT+m/2xTWzSyw9T6vVyWT/0FAIJmavCQ1Z37AGl6HdqUs4VxY5g+RoIcFC8DHpvHtukGat1hFWUWiA5X0F0+ZIEfx2GvhVAhsk3vhlOrcNsposWrFLgAXvWSdhBcg==IZIptrWw2G5rwtw3OAko4poy7lECtzg5BzoJkrMPnaipZcQFZxQJSIoNfG/bM1dpOrKf5MSI=5fIJQQcvxLme1FDT4mTzSo/wr+SFQ7zDKq1bvyVsQ8xtdB+IUVJI==nkTa7WW4mPAhAwCzucyLV5SXCGpYA2kYCU1xD0skoAdg5BCYbUYT1ZU7LPQ==7nwpczd0bxRrfh37XcOzr1dkS+cPt7KO6SH/9yFsG6ldGGcZ5y74N/5SGDfAiljP7kUaGaXsEaFwRsSJSQl3w1YH8zlVFQrYphsoEfrpj2hge6lDADCqz16AcSQHnLyCVsDjx359+HghR8bu9LAjJMFK4gVJPYediCE0=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=1N5+4ByaiVHzaL8fWgjwSqWbBtBvC1XwLr5AmCS901/B/Zr0=idTH/qk/ZCUqDLbyx+7guBjOjSNvf74SxKZVIb2NtV29l3piGl0p21dB2mpURirWZyQ7kYVTLOA7u9wxZ6FFGGby3AP34Udzw5ApV+mM=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=)1wWsWXVIrFU/upu+LoaActtZ2wY6zj1Y3OMRPQ==)FGWOhyu1NghJbhqcb47qo8nv7dkhr3pIDXwxIfM=5td9h0dJa1P7H+/Ww8JA+WUblw3INUEQzWxXg3EMXiHxOoAPjgpQ==YFBttnour2GqSOVs4rifqwNrBcOtpxg49u9CBu/IhKbUruZU7WzFOftTcR8==ZbjwHIIz0t/4sBmPEycIC0q7AwR0P7sDII6nrkMCKqY+48Xjc67R6MLbg/Q=mLm52PUSHYFFW4/5SpsgOzlGKZu/SPT25FseJFjROsyz0AkaJgce/kPwR945ManXwdxSB75qV9nGmQDsQqBkAzW29yAQ7kfZn8/HrNSiesw==InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=I21ksfwzzSkBAvrBRKxbgkjhPBP22Zn5T1vfhIQqP7/leW/GQO/RWIQu7JEt2JxlRjQoptA==9+V2M01VIBSPdnXmfyrUqRYpdhSrObk18LA/LUP6VOLCBD+9xssPQN2s=EBsyshOnt6Ovmgw4CgeLse0h8A//Rzhz3hZObt9jhOLsrZzpNe/7koMxFDeTvKfoPlIU=Es6KZ9YtEx4oPLQBZI7gI572+/8a4yBnD2i/c/zBHu5xtsPYe6bXqmCF6+DlV5EZpBw==QZ7LZWcDTA4dGEiykRH0jFRaBd0uGdAv8pC13wSaAgWTwMhfUCAO7viC3WuMI26W2sOzy2zUJQVZ7NRGYA8tLWjcYaq4/hyRZxyMHu1bJaH4K6mUo5eIKOD4MVSVfxVsEPpNLF4iaL8P0JKTon)3PBVPpqj2XKH2JznNKPwP5VqDDS3Si7GGaYMKw4=]rjzZpFXxPeMmdvEZKawgk9lyJNE+QQl8RouB2SIOk36SbdJUIedTThslcK5G6Wgao6t+8bBvVihFodFVAiWeI+/bDw==MzoUMFIVj8uLTOpAp03CNVKb0l/wgc+IJyXpqKUdxdbo0VG9UDcmwtt03Ya5NRkHn1E2d16sy0YMGAI9d24qt2tRIVqA6/fDxEY+weFVDf33buNlxuA15Jv3eAV3knH5CrYSvzbBxKb3E==IPmUbk4W1z9fweOpDRmgj6HRMdkZQ4Xp+fbkZl1O+cUbqunvJ87YOwBqlKk=1nOJdFW2RVCL62RnxwlwyiHBKzIGajdBpDzw15LcWThqsjSU=QJS3oGdlKKxKvUaPSZMm8gtJq/TE9MdsJVyV212KIxOCTLunxFK1tPWyCdO+C6mRdTN5ykAlOFmV2ITY=%NTjksNd2snXaShxBtuPuvIupdNorh+pHNk4=QayPG3MFymeFUYFqi78rLflfisM0ZFzspsL+LdMaBt/+SAHC3BmTIuKrhpOHrP9lODHbUWhigo1JzcEQ=1R+Fti8fDapD1h8J6UnrBEubeMXjTyO5cCj6RqnlLzAAdkpI=ITWvV0oi63k4GJjOJczFKFNbgcihSgeQ71ZarUyxlnu5OEtxdxF+8FqMql/dirm2Favk2sRk=]KzWzS3p/2+4G/CqvVIIeAZ3zK8rZUt4b1yiFB/WWT0VjFpwpV0ObmP2KRI6MwtR2LezQLKQ0EpZ2qST+3feXB5i/0A==InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=ij399CRPNF7hem5SFyU26onR6cu4Gfqt33VgEsZmm3VRxGwjebXk1UowSNMNrVo5RELiWlA5suBNzV7HbG1Z8FGXbLRr1YHqcbfOBHDg=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ==s7+U9BD/CIyqNHQa14cOhtBFEIkBs2WWg/+ZPFIGSIUQAljMRgXRG02KUEY=Q1G/YOOWhqYrWy5EfzyoPNzlLUGCVNUISUEBXtQhYabUpXJSLGhr7t50s7Z9i7Kty5AnsMz3nq2Ysp1aq5hwE7f/KwUfkx98vQxcX6M/ae0WtafmF1xzJSfEWxhO2W46uWmA==EFnW+2+EYxWXJRCZaXE7Twhbha9wAM92cZ0RmmnOBHNAKOlFGUU97VkCI5wY0FpPmusC3BjD0V3AgQlv84ydzlSNeE18=P5XoAGsIQ+wYwnYB8ONla07wQjqNi1sWFi6KyyGW8i4vKtYjpSek9uevQPlp/qvtC1F6MLhYIm9FXrqe5iBRU0DRnxI11wglq82NMBFQcqH1dwdDfO30=5OMY1dN17nWjPqOwvuKc/MT1T34ZQ1NffTiDrAhFszbkJZTGfqHc=]n9by4ZDMt6sKmJ+ofkhmEhMccTaf7Ur01zBNatk8SQ8P7reeaEqMrAJewIfYo1m1Js5ONGLwvgbc44VMo6GeduiBJA==InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=)fsVlONjPOyxVDNmaom66RzmiybHzL/zDrvu9V4I=Qdcl0jNYScNJQQmGnoiPIkhVFrq1Bf4tl9UtGIpErYOMp6uZw77K9QKsBprzOBVPFr8DBZSY7lbejUyU=A+INlfwyj701thQwjSzbRdLSvKvfaV9dsAoXKmyYAGZffGm0EerN/++j6HwVEVxobiud6+eJJbDvHyYr4eAvuHVpIraBiDLcF7zpRYoQKYsunnoFuXWQyxY1uaRd5XGyjZ5JRp36F88cuqPRxhCF+3+oNDMhoTlhvJF5RfTik=5OMY1dN17nWgBM+0TwACHLA6pUPQNCs7HwG76ZH4qFRaIWE6shsM=QI6d+h5ijIoiGFtKuQSzlNymvg0bGe7KkrmeUP3LXZNLZNo8cdAGx/7iyOaz6UM4LGikkkhvcICvokQ===mDOM1in6B2iLyb8HGqjZ0fULhf12If3be9HSVMiStwThgCA2krwMOsvAPic=-bBfSSQPMH6SK4i7AvyeP+QMBQJTPTSDbrTuDvWenTQ==AlflvEzqhw/w3TtXPO9LldI28CQhJDb8/0OX3c+tcWoB2k+N+SmMlEgQ2x48xVPT/EK62U95HErwaEwRPRWu6GlIVQcuZLP2rRFIb5ibrDg42k395pZV7Wg0hmKIn+umd3nxs=)ubKcIngM20mQjIEZMNs4tRmQRwgye8w2fFSSi5SuEn4IJye116S0rk2Fvx5mlU428/tFsP4XYdDLecWsZs9JaAw4KZNI8JlzC7KceDx2oKY10IF0GOhDkfpjaiqlBQusQmyk6xJOPpUa3asw6DNZ0mckzWMpw4HhdiuNNjtDXlcC79iHBVvg==ExkS/tYClF2a8CbqJ//1sXgI6SHsddZkpUIUEV6dylyp3h5fYh43P6Y6w6dKrBobYGg==icvJDMRbtSPENzuw5nTXdPyKZPh/aYFDrHnsTzYc0H4qcCq43C4ioriM2z/LvGvC5t5MfD7yJ0moOoMpot7TE298RRUU+ebXaoDYAcw==5OMY1dN17nWgBM+0TwACHLA6pUPQNCs7HwG76ZH4qFRaIWE6shsM=MVq/6NFqXrV90khtx0dG6oeCQjIQh9VWJfIs2gXpXAndDsDmqnc2Lgj6FehZvyLLDVHc6RP2MZnI=Imc6ojSOUEXor1Tpap9od6BavydPCpAj2RPHHR/E/b0G5O1CxJTe85+ZsC9OZNI0Dv4J36eE=YJrTZ5Nt7l5IUYBg4w5vzfUOnKmkddzmJfp9ZDPmEC9VDAy+UO1f7MZOwQeeCX85IVJIOYPzeUP1vLTu5px3tZQ==9iY1HBuWupiJ9DBozIc6afhykmsAKuDs41LBR550hxWeyu/bRW2Zthm8=1StNul9p/vE36G4vQBEv+hjh3RiihM7gBhhN8B3JzyhNs8LY=9rKUW1l0nLRD0/kqDPfwGVb9jkzDkSI+rhF1DvhWtqP7ba5QuBt2sMGc+5LarIjiFy2if1MzgeqObkIQai4SRL+eGN5NSs+f9GoUQfKQjHHOpW=d5yXBM+F+n2dsBhd22FeAzexciSNQtirBpJXmxFiXwi4UADCQOGDNeEFmw==aQtsnOx7oNFJGReuWLJShv/ITD/dDkzhJO1ry3Z5A+nKBMSA4yXunXsTIV5DDhxgDPBH3z5rvy54htVHBthXWmiP+LPjRJq1o5ctYzkcmvh7vBxV2zxfyRAWkkABI3m9FuSWGPbJrxfmdkv4CUP+Q=Q5+1TaL/gowwbI0TzvJZhQTKaxBFjRZ/gNM7zaeZjI55Nx9RzB4ACAQNMPREQTUPLCPgxJxi/wSl0p9Zk=oFlgsMzZaC1oSQg1F419IhhvplfrIOubWdxJaM6hbQwwQO6Tlbyfoae3qA==EQjt0tOxGFlj4r8W3oWWXAXB0ZE/u931gEMwRVHaHF3stnuXius/GTTHF3pHn15iy6w==QDQcxGsiTlpCOgXj2WuEulf2wRg18ZeJJ8hZ2LbpWAIIYTaFP8SL6j1JLNduuCQFTTCXp2GNuCzxY70s=IO5sVRkZ+Mwv+xeEL2w8AahLAtlg6zSTSSmjhg5IepFqX0mQsu1FdubqD7eM88Lm9HM7y6aE=9egiVFOWE2yWxq8nOw==+sRpKEEM640oTtthvw==1HQ2QvctjQt9khc+FUxQDRM2kUIslz9jXIC+jhD+UhWf8Qjk=I3jkKUVDN5A0lIzHmhdrwlc1vF0OxH3HRXjeK/NynuBXDmw0M2i5GQgxGOCfLrOAyozvMUZU=Qounz1Zm+kcGKQ==9H9gQVaIXO0JhZr0VQ==AmsZJqFYnd8Yo8XD92jwe1qU1uck5e7yuNS1p0IrdTK8gbaMGYnn+1gYKTjKBkEISedJKQKwylbZ1ud8Y9V6o8xoFJmT6uoF4WfyLbZTGTLFluAgqShdx1g82f81l6QQwmvhxWF2V7YSYtLA4wMqWd0TXybYw+3OUeWfFp5OMY1dN17nWjyMLLKp4+01HeqJSjTR+O8yWa2f9yruVn0LqCpMapq59HgGNwjAD+M6dS9/FcJY7thu4o2ui4nMBb1ILPwV3KeNROdbWwM=9utWHl0kst8G57VUDbXbfEh71J40pBO/eqd8764N94au0ki9c1b1L8S4=-psAIG0iUA6OEU/65oz4xgwpdcmElxrwhvudUoYRcTw==9DXaivx9dxyNOrVybwoZTy2VbbLflhTz9BfwJJQ5e3BctvwqsKZTlQg==AylDOhUgGo6iwZfyF4SOvnXHSbeRHjr8W+UBoQOJVG73EoWR/WUK7yZxdz1r7sF33=hl60/FTzHQvMlBaKdXvPKRbe732vIlPJ45qJbcZMIZ/uzLYaV8WlHFpQww==-tipV8RGiGO8WKMyUm9D224eshWj9YT5tduF9EnO3fQ===awtaj6wQmBxuVWTeceE6RMocyANXwNlFh7shdtZbR8Dbp1AXgwxWUpjXNjb1ecqc0D3lUEo5na3AqW5RBDRZx0GayaC8L5ldF/IQGPxS2jENcFtl8cFC0leh3oKgnk49t5F352T7/rNT+vrWLQMZqRQasuk3hWQ==5uxGbBCZx23nA1keZj2d81v5Ff3lZ5fe+bCM0p6ainWDi/iz2kA==)R6upgEnbvrUUkOMhIL+CpRdFBO3cOSRNsWKmPA===4bVdwZCI02iONwXeShD2mf2KTcJeHTczxINlR/L3Vnj44KP41HLoY8z4LFc=MGdGKaWl0mM/CTZhWZEM+i0c9eSbhFBF+1Av3CX6nI0qUQyNEawuiXzdpuK1x+HuleR0xvaE0Nw==iszrVd1rTTOvmS+jYTbVVEIv1FQjqE4ParBqEd6FkRl1uXevbjB0O6T75GwEA3ZelwPrjUfcYPx+v4nex9yEIhb/Q4Bc9j0rve90Uog==5OMY1dN17nWgBM+0TwACHLA6pUPQNCs7HwG76ZH4qFRaIWE6shsM=15tH5iVLp8JCS7cNReVp0uu1lbQt6RlzXztUgZpEziw6e++g=QrbnKQMP84bUmJkEwfnw05u66AW1UH60TmhMagdbOBvo4iXAoecgsXJJnoNMsOJosb5dUSyh8MP4FNmM=E+XM4m7EgKhGs9TxR8TSKKE2PE1hI8UD0O0biJk7Tt0ayaZKegYiULyGTloax0GWzDxPBQ1Prt1yCWw05qe2yvL1TVXWWJf6LbXv7LFbgp31UZIWBJ5xq0y4hIHON0M+ouwB7sv37fW4rsAOG/Yw==1Ehfe3/d5Zx8FeAbdiC/fZCwXHKlbbX1dFjyiLQx/HFR47qS/-66sq6wJhEHjNBdfcJyx8yhwLOu1yGQbS20yP90bibg==1XBU0SS7aRTByqu3AoVDiRkp8yPZMvwX08ntvPR3IQGxPp+c=EDS5XV5x/YaQrT2NvLqS+kvhs2RuNE4YPOoh23uzkXXb5C/Iizyap1drqKXx/FahVEzY6wo0+/xXP7sxokhmDaEEftBnv+2WKACpdC5cpa2RIId6x3FmXhm8xL6fEZcKgPYBYbIpIumCBdSFeEfUABtF6bQoeXhfHH-AU9EZWlMdzwsmXGrhi972vpAoOqCAMoG9FMYNQ9QmTs=1EATUb2nuJ0cP0/vR1XEkQ5Q78bmAEcEljCskzNzIXeD1Z1rJ=Qu6ep1Knc0UpwI2Q/hScS1MqQcdgQoRdl5laLHZvhJFcgnZmbRkZ2wSGYsw=E+yIRanGxDWX3dq9H2/rMZVsKDpqyARGb60zzP7SbAsZlBhZT9WLoa5hMChioDY7Z4Ao=97QcfyZIuECLIFxxtbjlrFV/PkXgu4o5aPs/MLrjTYhUQQ1c11VDy8w===IBL5700K6qXrpHYkq9iv1I/FyzUOZW1VVge2sRu6chvvtDjeZFMedpUtRQ4=I/LoUansFcJXYTFHjm0GHcTvCH2QD621oEIPV7Kdnb34Ci+M/FupldcVlJ/O9jZZ4HlPziw==V8j3xunwN9tXkeYfmI9B8g==nZZ9Xnf3jWX4bbFG+gxLm7LyiPE8=ax88iRRUDEI9Ug9gJoUl+YOcPvmhoZwEqIjcGR9pJ+Tbtr6P1Ban1unWPw==QsNVuoGQtCDXK1CD0rKmFope8Ke6rMl7FHJjaT+7IaiM5ANaSSX7GS621FHz+Z9W4s1d2vdwcJpxjAOY=ImHHtxp/zryHWSIECCeZseuJk6PCp2hDaCnxC5ZOuNG2BmReD/vcrOBy/v386SNUqpphQeZ0swo0+/xXP7swa6Wph1Ddu1XQ=l8Hxm3rifQHBgXYbvKiAhA==UpQXcWWw0nfGPP8IVzuaIwjLY2yxJUHS/F43QYiDX6cmEsKM/iy1Ih2N09woEzkGjfsOefTZOQroGCxBYvg==ApzFWipq5Hs+JqAgWDEayFQ1opQBoM5RXj124ooug2Zl9GV6G5BIpi6eyJ35iFg==-FSXslH2r1qGj93EuN9h7SN+BI9ldUyzyRcV7Pdl//bdLMOUnIqmafzy8KRVRydcpK9X8WD2D1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzH2b1WRH8omEsEg9aI%qCRUQaJ5cqmp4O+fTzY6JDNfIVXq2lHdcXo=0aTnlam+iajh68flVpmCNFddGLNHUCCLLbFWnv+5pXONZTvoEVeWIjXap0SK5gZEtncQoFKlJhlQNoRPy0XFoZRYSM5iozYrZCqdqEhjrXwZMUw==!u3jgnVA8zjLpoZXwv9cnecN8ECjxmTKB1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzHXruqyAgwZCeqpdwS%qlWqpY87vL6tdDUDxFLzIINlr96/FNDd7C4=eckL1xWVen7S8k74GgWIFuiORX16QCCLLbFWnv+5pXONZTvoEVYkSHgkeVIk6x0KSDRxuDDqvfEsaEOkh/KtC9/FceEqOrHAsPaPb6iOe6II=!u3jgnVA8zjLpoZXwv9cneRz/+ANN2rky1ijhEQ00jotp5O3umtwXHqNVwTiBv3lN4Y3vbkhH07LoQqvI=!bHzJV+F1GCO8p6eO0yWpHdJqNkR1/aLc/Q6x7JyZ9fn77Z6iKnSLDPKv9WI=!u3jgnVA8zjLpoZXwv9cneWoTXC8ojJI=1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzHIvLAfK7i+b1TrS8=!QoP+t/al4Qs3Hi8Owj804cRrWMls7pFJpESxvGQaruDYiku8JeklJjkydU4=YCCLLbFWnv+5pXONZTvoEVdpGBjagLwPhS1kmIDP8UiUmgxJogsllidPOGScUVsmBIR523dshfc8vUYqUsxYmVw==!u3jgnVA8zjLpoZXwv9cneWoTXC8ol5Y=1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzHjtHTPBur4iGeDdYU%yDRxGS4ZWMcRHNYis4acyVg1lEShNhGVMJI=fYDtvppcayiLUk2Cnhp/NEE2CafRUCCLLbFWnv+5pXONZTvoEVcL7zcMDEQCX95JTy5JWOS09KFkaGD5DeV1IzRD4vp4ps655nQm/pjx7Z7jGOq0=!u3jgnVA8zjLpoZXwv9cneS/6Xp9TBoaf1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzHWFmEQwZXsjauQHiA%icZwy7adz9Z87W+WzMC5H5rm/ggqaM0vjs4=KPJKix5Be3j/yNXR409475IqjX4SQCCLLbFWnv+5pXONZTvoEVTtP2g7zDZOyKd4F65ABkpPxGQozJ50fUeggLxPubRREIluy7K0uQcj85J0=!u3jgnVA8zjLpoZXwv9cneUCHux5KCEib1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzHZgaR4GpIcFVuh4E=!9DnCwV/orWR4ClyDbmIjhLlLq94v1B2xGUyEXNZlFOZMQ2G791V0uqFBHUY=UCCLLbFWnv+5pXONZTvoEVQ90fY6LhmoNvtxugcF5rNTHDvA141c9sIfD0+/NHHh/0lrIspDgQB4DsdiRIXQ=!u3jgnVA8zjLpoZXwv9cneWoTXC8ol5I=1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzHG0d4ZKj/Qx6iq5Q=!i9xD2WwKi4xiXF/ZRBf9cg74+AUNcq9cU7uEODO9w92XO8v7r3Z0tDThAu8=UCCLLbFWnv+5pXONZTvoEVSGRxYClxad1vippbtgZqvQPdcghPIPUlTKRq/jihnSE8NCDGjeJePzdh6ikDFg=!u3jgnVA8zjLpoZXwv9cneWoTXC8ol5c=1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzH+SeqAvX8WjA8Ejk=!D3jLpsHcPguTs03N+wSqA7pWbA33s+RLHyTWL9XQ6URfH0EoxI5+LYXIGHY=UCCLLbFWnv+5pXONZTvoEVTejN/VEBjPbWQyWPNroKl6QGIhYS/leSJJQX6HquFDy9CU93+vVjvW0m0hyQebg!u3jgnVA8zjLpoZXwv9cneWoTXC8ol5o=1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzHpdKyOKhkXqs58Fc=!JDnV6Gp5Dm8QpyJIpJIS1ArAQDUFF/k+i7nyyFPRpgy5CUH50b44AVLwkvo=UCCLLbFWnv+5pXONZTvoEVbnxjaYeU5pdGOW4tvA1rh+5nsWiCp0VVjHVD/pXxR5Kny1UCSwp767Njxte5Q==!u3jgnVA8zjLpoZXwv9cneWoTXC8ol5E=1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzH+G/+SUkn2zUkatqT%dePy4LZKqzUGRKLhZxxV7fAg06qsxKGjlQ4=7BRjPMBbHjL4rRVN/O0LYFPDsuKMUCCLLbFWnv+5pXONZTvoEVYk5q94wUlhatTEithsuYECGCVpj5tBjPS9F18imrWS2v5vps1ATAb+3t26QKQ==!u3jgnVA8zjLpoZXwv9cneeRmEa0lBwT91ijhEQ00jotp5O3umtwXHqGSDVuTMgxzHaUb9OY6axVIA+qI=!y1ISUyeejhsXljS89YR/+rixzu1pfNJk87cKNVbO/7Q7Q+C4lFmWl6hFlFA=QCCLLbFWnv+5pXONZTvoEVV7j8/MrVNWLKYccTR8t+ZSvmqSCDgE/Y6Th7Q8WgY/m5mhMg2HcYSXlul8q!u3jgnVA8zjLpoZXwv9cneWoTXC8ol5Q=1ijhEQ00jotp5O3umtwXHqBTWcFbHazDcdh+tQjJrvpgWebg=!YI9SlBWd/WRT8ldBffWjqnuqmAWYzLEmYhv5SPBCzISPnXDGQfle3z/NKr4=!u3jgnVA8zjLpoZXwv9cneWoTXC8ogpI=1ijhEQ00jotp5O3umtwXHqNVwTiBv3lN4FeknGbHS2Gg8HHo=!Z1KVo6kZIbJ1nWCrWw7HXdbdDiLzW/2oxu2Rj7xvhnmK/gTmPRhF8AAuccY=!u3jgnVA8zjLpoZXwv9cneWoTXC8ojJE=1ijhEQ00jotp5O3umtwXHqGSDVuTMgxzHDLoD5uL0o/mAMfM=!BdSKNsjW34oaiDOdQjDortPJsbQwbsTQ7WTm16WpBvOC7pW+q0e0qEHnYtY=QCCLLbFWnv+5pXONZTvoEVTcuaazLKEX6Y3NEdKxkZZgD2D6JPH1PfCdFdtxLRLVGj4FzVMBoxnIfL0en!u3jgnVA8zjLpoZXwv9cneWoTXC8ol5s=hxs=AumBmVlsS8rLOzMpKR0/x3lScfZKaBaliucAbdWKvTVLOwqT//4Xx3wzm82cbJhw=I4IUqOfGFck93ZywtA4=+nAENUz/jm8I1lQUzb0=0SewRsKCjBErMcSYD5o=A3y2AN1NfGrL94a5Vw==imtirguHUW1jCYe+gA==9aCA9BbwdNSWua0tf1k3nzfsOpupfILx6NJi9kRIHR9TGuywb++XqPKs=iSozSVVoKxjGbG8cKoao14vK/MaSQum86oFaLh9iW+cV2i/CIR/rAyO5sS8qfMgzTV7JrGuXkJ605R6CDEPA/fVJkB73Db5zJ0qf8BQ==Ah9E1zDPltuPzQNek7drdVPLW0NEJzgi4pfkDb/VkYVOnJ9bF6cwtugxiMGsZ4DXE g3qayh8=hxs==umBmVlsS8rJSCvIZxr8dMCCIMiTDzxqPjO6obVrRxI6Ts/Qjhh/55p/ge0YsI4IUqOfGFck93ZywtA4=+nAENUz/jm8I1lQUzb0=0SewRsKCjBErMcSYD5o=A3y2AN1NfGrL94a5Vw==imtirguHUW1jCYe+gA==9aCA9BbwdNSWua0tf1k3nzfqitD0fouxIRzVYLaf2VsjTrjbs5QmJkpbXiSozSVVoKxjGbG8cKoao14gcrvEBcgwxXSHRvwVmt6FcR3+nCSpdX/oUSy3Logk1i7br2Ql6BDrNTWukUzOF3P4wiwM+IczIZNV1pxA==Ah9E1zDPltuPzQNek7drdVKsFTxeBDsgecTBkiOdgwI00eVbbJL3Sileaxh/MUXl37DBy4ZOHsF8MUMCFvWca5tiBhxs=)ijhEQ00jotqPthMC6ITZZDYfCRkU9rOZiUp7mw==YmoQBVi4cy06G5sEslLjc9V2b5NWJ+v0cnjfcWSEZRLNa4wnt04dZBH1gizqOY1p/pjYD9jCeYDV81Y24C8QE4tq+!5MFre5UXp8wdvFn2yX+w5ukev8FJdwM=hxs=)umBmVlsS8rL+jl5HqnUxy+BawiM0WBbIxcHLx0m3Xzl2c8k52IRmtu9zLh8f+8M=-GvaIAXfQjdeKS+ARkeeTbR0Hd3VKNlV7gkhWk/KIDIQ=BWXN0Rf2AJJP/2G85c+8/6Bb3A==hxs=umBmVlsS8rICMuWec2osKQb7wHFpEGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGhLOMzHS97eGuIpdzaf/7JnIBo=uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6l BWXN0Rf2AJI6hxs=umBmVlsS8rLBXRN/vouuxyct5aw=EGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGgpcTQqIvBZhoaSwYQslV4sGLs=uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6l GRYatt2eE3M=hxs=!umBmVlsS8rJbX5U4tzR2bRhEBmHfBg==EGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGgpcTQqIvBZhh5E1n+k6vHaNpc=uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6lBw4Eu39LVZFwJw==hxs=!umBmVlsS8rKVLWJlqRawZgoJ3MgNYYcnUGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGgpcTQqIvBZhh2VJG2amLPSWrOHKt+xfE7iVwBxDg==uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6lBw4Eu39LVZFwJg==hxs=%umBmVlsS8rIeIAiwK6O46mBXYnz+hbstwyQ=aGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGgpcTQqIvBZhh2VJG2amLPSAloVEjs7zayDPz9JNOWEmkW1hpwT8+kyuNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6lBw4Eu39LVZFwIQ==hxs=%umBmVlsS8rIZ+FINNKrv2zrndtKreCTPaQ==UGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFd/BZIOV5b/REUSbQyBdiamuzrasJJYP8APL5nnm4WwBzD9zFUhQ==uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6ldGcao4uf7zVmTG0=hxs=!umBmVlsS8rLO8WyNY5PlehfGWDugjnE=EGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFd/BZIOV5b/REUSbQyBdiamhDw0Sgk164qtZk=uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6ldGcao4uf7zVmTGw=hxs=!umBmVlsS8rLD6LzXelC0zSZlCip3Y9W8UGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGhLOMzHS97eGlumYV+8R85A6jXYvQOTI74bLLm35A==uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6lBWXN0Rf2AJI6bA==hxs=%umBmVlsS8rLKCdm7V1/gzuQTmbxpW62EDw==9GvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdjqWsJsH176IVR+mzTHR2ow==uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6lg/n28fU67msJTHGIhjk=hxs=-umBmVlsS8rKbU6aZgOU7imiptRmnK+/dPokW3w0gH4HO!zunkqCkOPJoCeFHTfONY/aryUJLyKR4DMIdcHuT+uoaFim8kfGFigxnmKQ6n9qp0LFJ2f11NmYHfO9amLmBb1CytMQ075ExdzYrql11D9NPBE=GvaIAXfQjdeKS+ARkeeTbbUwgTHe1poQVM8m9uYtYbl6f8gqdUp6f0DYEz8C7arknlkzKCceog== L6EWPaOZbi0KmeIvIyRZyi5qFqo23qBg5A==D5ze/dajHp5hVrfo+Eg=hxs=%umBmVlsS8rKbU6aZgOU7itSEs2GNr4rAksA=!Xzl2c8k52IRagRWjQPcp4+KgGFdUSnc+zunkqCkOPJom2Tc/yaLbjv++tQ==IIdcHuT+uoaFim8kfGFigxnmKQ6n9qp0LFJ2f11NmYHcvPUdSVuF71EUpJmNHrhhxzSf8C8c=9GvaIAXfQjdeKS+ARkeeTbbUwgTHe1poQpG+9KwZ+22uUfm9nI4pdaw==7arknlkzKCceog== L6EWPaOZbi0KmeIvIyRZyi5qFqo23qBg5A==D5ze/dajHp5hVrfo+Ei6hxs=umBmVlsS8rLRrNLjfeYpS7q3RYI=Xzl2c8k52ISvavITN5q92w==-9DnCwV/orWSAsJB3eCdYKe8wMBT4xrRBB/VHAVc2dQ==EQMMwmJ1DnjKmoYkdt3lGE+tc8pwaaZriQQ39c2EP2sa9K3d75D1q/UTy4+aBSL9+aXowYWQHo2d83SHc3PJWjRifbUEOgpvIROOIsIkPym0oBAnugn90wufhZkHA0qm5qM1ydkdtxyr8GQCkCV7eA8PI7XFvo%4MLCHkpOiqvFGxZ3OxaqFPbySdmHEX9Vvrk=)k5OenA4bMaheiwoX+LgI1EVbMxusQq5viw2dCozAIDQcxGsiTlpCvD+ReA3Mn7ljrIWnBPdGAKbeSwp69Nl3EjbwYyGFNqK4D38ViqVBbSsXWqRM=-g6t4sx1frz5fWUoGp9A0TzYpShlJsPllgUyu86f0Imk=-4/WJoPJOW6vhKAiF7q1ZB6vIkfg9hZIK5M3UdPcZTbg=UCCLLbFWnv+4O4FPm/BKFB0EZfjFYEWoSs/QiMqRu+z9S1bWHrhFVQYEjeTbHgbBBYKVvs7PXZSaOTRShRe+WJqMET0kLLJoR2Nc=hxs==umBmVlsS8rJv9KRc4bL+FRUgvzeh/m9L+DowH92w22G/MxX8FXcNmUaS9A==yI60cnAR3LFvCQY=)h+Rhz56kh0+6mhObuqnDOQtGEqV3VohKEB1qzQ==QdR/iKrCISj0UwqYvlm0coMdCoTwv7CH2YgLxii071RMz6iRml1T2w9rBq9C24KTx2EWNsIW2JoBsug==c3zF+9C/cg7cigY=1z7pdoe5Wr6akBFLhxs=%umBmVlsS8rK7zaOMxJLDIZtvceeD7K5c9Ye/%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=5lPnO3XFEIrBYANSzVx1DGakyonnSLlgHAvkWKldAWskDV5edIQ==yXG/pT8WLhVF/aIzDQK96Q==!QujsyTcqKIwtvO/A/dff57MoSA6b45il%7apNCl0e/LXS2YmM8za5RvT52HDmCFK759kw)FALwChzohgNPBZOjN8GdZN1xNPCixHRGHY68lEc=Uem1uYVjN64+88NTtBGuvvZlvx0d1bLhM3gNFjThDHo+pAUolJzSni4sYU+CXiz6barr8PFNSg/B32+gHI0w=UA8lJwarLk9IwYb6be67Yt9wMIW3b8ViDehzO+y7QnXUKZAt54mx4+G2R1CF0YmqhUq6G70eOtyq2Eh+qTY8=b6sWjqCm+8MkwaZFhxs=QumBmVlsS8rLYumMVAXLxYpRQcAgi67xR2f75mMAwHAZ9MFK27BwAyIDqZw1kF09l1bdGJiczMBlC7cU=5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==KgCSK89A0vh1C8I=qNwX1qJVSQNoPUC5OA==cgMHH0DfFkGI9vs=NOkXtvdzOfKm1npS6w==VorsMVGFJ1EMYfiHtH4=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=]uNgHAqWFFHcjYzVCgvllVZxYcf9//k0zhDP1M8KWgR8cmlWGtnGCo+NRLwiUFyiJuX1KUxLDYoq4cwLZmI9peyjKWw==m0q7oB7IGNH806c91kKNjDXe5w==yXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=hGJKahUJIkbvq3HiZU0=hxs=AumBmVlsS8rJfLhEC9+eAmc7b9hgWFAQ91pgJkccFUX1FO9E4vT3xiVun3B0/+4mtyI60cnAR3LFvCQY=cgMHH0DfFkGI9vs=raV8uNqlkoYrBzRBsnqaQ4nPpjDsWH1yKqBzNji3Lw==eBT5DQ1z3OZ8aJBMtxTL6wpoSHeSRuDK5uelHT043VwjOoOEtN5dp6tRXVZyEUb0vvpFcjj7al9C0W/GQMu0lPgHbOOmOlT0E3g==KgCSK89A0vh1Aw==XDftwpAKAbJwzewcNOkXtvdzOfKm1ztkjQ==SrLPrVEi+eNDny9zsXLOhxs=YumBmVlsS8rIMfN+oPGNtRggp5ecnLnqI0/+B59UIEotKVxue7VYTG9ijGooZvCdKe9Ba6GfqQ7CwR7jcxa4k7dtZ%ikRxpeRg7AeTScF9CenLSBOmwlzSe/ENahkqyI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==VorsMVGFJ1EMYfiHtH4=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=AlPnO3XFEIrB2SJROhRe70dfs/7ZwKQfTw/7VDvssP/UTRY3u1rPzUSKVfpcJ517EyXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=vsqGwic6goTudQQGqs73hxs=IumBmVlsS8rIqx4Wz3c7/de08yGpWosgz07G94nV3iSXcTyZoSEPpYrzmlJtEhYFw0si2IOY=5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==VorsMVGFJ1EMYfiHtH4=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=A9Aky/qCZUM21tYnok+b3DS79kwQy5FexTeQ/7P+sI08b62kFirjldodSiMTDYQX1yXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=qTQL637eHDRZOV99hxs=]umBmVlsS8rIUzVbnMl23wvZb2xo6Q0pl3fqtHsrCDprf6SSm8PWEHF6oJqF6fXNoJTyT6dIfqLWXN5Eb8cejOqpb8zFT%ikRxpeRg7AeTScF9CenLSBOmwlzSe/ENahkqyI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==KgCSK89A0vh1C8I=qNwX1qJVSQNoPUC5OA==cgMHH0DfFkGI9vs=NOkXtvdzOfKm1npS6w==QdTEVBM7regxHvM=Y7V2AxraZQQWFs1bjA==VorsMVGFJ1EMYfiHtH4=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=Yg+Jbd0H/anJTj1VYbwplJ1qIxAFLW8A6lB93q+y8izvfV1a9HjdcrqgX4BuHgV7tPBjcikPagyZc/Vj2rn5uTeX/5m0q7oB7IGNEEJ7f4hyB4/D0Cl9NDaK03ycNm1bPc4iDEYJhc7iqTyXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=pmpixFZ66WtJlW04hxs=IumBmVlsS8rIHL8ilFIhCrSpvebYxByBAe5ZiDpsJX5JxxaITghQj8Nbmodr9lp4ZRPuG3VuzdQkmHRK5U1vJrY8KTA==S3hU10UB9y745kgYWECmK9OId01c03Q7NTXVFw==kCjc4spMhfgZfuXq7htZVorsMVGFJ1EMYfiHtH4=bosdnOhqqRuKQlXJXfdKFsdVwBU=AMInYQKMD4kg1qeM3z/ifWlaYnLaAKCrG8fWi3ozNTm+Ix2C7KtVcYwnK0gDL6w==0SPsJP92MElmVTEjKWma%LcoC0AfS0AhTDuNQkbxQuETS8rNAbcseokk=Y4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfwzQHUmJBemlO6WM/ugubIXSMOvHL1kRmtE=cQrR+A9mjrv51S8N]XXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+QDolNdXd3y5DqjMKHjbTr9vPE1XVVS6PLorWZg=cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSpvvgkDGmWyCJo4H/Yc2BmAp%FYA6ujWBxT+S4hnNLKWKiMmVuwQ8WlIRJEQ=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2oubCFVAdU/RSAo/badX8NTRQSCm65dG+B6i0N/rX2J5g99g==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hLxfFqj2WODT2jlS9As6W81Yh2/x2+z2xFmNsBnEzl2GUHqljw==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=%GvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o6RUfQ/TVjvAcoW5OyMMRuNTZrGH5N4NA7xAApaA=M+CU/C35TFfVSYOkrK8BSkshhxs=YumBmVlsS8rI/YyyZvbixcAA3Ulogo/GsS9L5WWx30/3zmgy9O0ev0R0RscXoRGg+T5hW2uUyFcUbjdDZuhRuwY8=dQkmHRK5U1vJrY8KTA==S3hU10UB9y745kgYWECmK9OId01c03Q7NTXVFw==kCjc4spMhfgZfuXq7htZHEzrNRque6uU2hUlHUTP64TnbVGbeupwJjUpd6na/lc=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=Yj8w59OtcVErmiyG2BC1KEocyAG/D1pgRIlSUhjF6mXzL9tOl7IXThMiHrYN28sAxTe5CeIQC7336pZpypIJrkCQ=%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=k5ZIg1DxJzsg8ua/xbAOKQAcp9x+sQLTE1LIlxs=hxs=MumBmVlsS8rL+vC1vezqhjCKTea6xou80q1OiHYfHDN2AwwTsCNkQIw/bz92dhz2XklWHPofyvDAs5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==KgCSK89A0vh1C8I=qNwX1qJVSQNoPUC5OA==VorsMVGFJ1EMYfiHtH4=YBxmrokOTP0QuVz8riom0lgY+JgXxwct0/8PaeKtbGf6WnXjFEotSzYars37zJ6MuGifePukX+uAMrhegIA3o1khhyXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=hGJKahUJIkbvq3DiZU0=hxs=1umBmVlsS8rJTAXBIs7SJMnoCi5HdkVZhOSa+2gF9bwLPCqYtyI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==KgCSK89A0vh1C8I=qNwX1qJVSQNoPUC5OA==Eqgrz0Y6iUINArxRNGDtD7BdAp81s74rTJU3K2e//AzCoo/PzAYM8fax7px3sNGz7wn0=by4kkTXN1i6ejg==rGH5N4NA7xAApaA=Tum/G4gQheMWuHVjxA==hxs=YumBmVlsS8rKrhkO0kMRrc0vtngPc2POAPF+iOWv/PAfsvYYeShjYQWvNG6ZBPM9nSeZsFodNPcuFPhToAoY9hw==)JFLuSlt34DMdK67LklVOrmRY1xUGK8zCsQHzAg==I4IUqOfGFck93ZywtA4=+nAENUz/jm8I1lQUzb0=0SewRsKCjBErMcSYD5o=oWkjIzqKfzo0YEO/M8Y=0y5QBVjjFryabXsssBA=QvXVPnNwJt5vP0g4xQaAR/p44gMAaDg/yIS1pdVa1aReGqJWW78HZJe/P69ejtSYVzKZr6eWWaetGy5U=aSozSVVoKxjGbG8cKoao14r1jj2oqbjcHNIwbwifPq4Kezgu6BeWrxqUPi5U/wmkg0u5TgxtAorb3xVh/Ee8jyWHfN2/q/CM=ATwuPAoBdWCHzXSoEg==zu9yyWXASlvuC0zbhxs=YumBmVlsS8rLDILsJHxXUXCTlr6c+MfCKpKfiTdctbHgLAvzpqdVl+CfKzTvhB+9ye29knO9HDpxjrZT43ebitw==)JFLuSlt34DMdK67LklVOrmRY1xUGK8zCsQHzAg==I4IUqOfGFck93ZywtA4=+nAENUz/jm8I1lQUzb0=0SewRsKCjBErMcSYD5o=oWkjIzqKfzo0YEO/M8Y=0y5QBVjjFryabXsssBA=QvXVPnNwJt5vP0g4xQaAR/p44gMAaDg/ybrY1BRFji5Qj8MocWVgTPhAEK+t68VMpgoKzQZfpmUpyJn4=aKq2lwf3ec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