SINAMICS POWER MODULE PM240-2 WITHOUT FILTER WITH BUILT IN BRAKING CHOPPER 3AC380-480V +10/-10% 47-63HZ OUTPUT HIGH OVERLOAD: 5,5KW FOR 200% 3S,150% 57S,100% 240S AMBIENT TEMP -10 TO +50 DEG C OUTPUT LOW OVERLOAD: 7,5KW FOR 150% 3S,110% 57S,100% 240S AMBIENT TEMP -10 TO +40 DEG C 345 X 154 X 171 (HXWXD), FSB PROTECTION IP20-PT WITHOUT CONTROL UNIT AND PANEL APPROVED FOR CU FIRMWARE- VERSION V4.6
上海施承电气自动化有限公司
联系人:黄经理
手机:135-6425-5051 QQ:2271-387-194
电话:021-3166-2619 传真:021-6781-7055
(一)、SIEMENS可编程控制器
①SIMATICS7系列PLC、S7-200、S7-1200、S7-300、S7-400、ET-200
②逻辑控制模块LOGO!230RC、230RCO、230RCL、24RC、24RCL等
③SITOP系列直流电源24VDC1.3A、2.5A、3A、5A、10A、20A、40A
④HMI触摸屏TD200TD400CTP177,MP277MP377
(二)、SIEMENS交、直流传动装置
①交流变频器MICROMASTER系列:MM、MM420、MM430、MM440、ECO
②全数字直流调速装置6RA23、6RA24、6RA28、6RA70系列(FC、VC、SC)
③MIDASTER系列:MDV
(三)、SIEMENS数控伺服
①840D、802S/C、802SL、828D801D:6FC5210,6FC6247,6FC5357,6FC5211,6FC5200,6FC5510,
②伺服驱动:6SN1123,6SN1145,6SN1146,6SN1118,6SN1110,6SN1124,6SN1125,6SN1128
③伺服系统:S120: 6SL304、6SL3210、6SL3130、6SL3055、6SL3054
6SL3211-0AB11-2UA1
6SL3211-0AB11-2BA1
6SL3211-0AB11-2UB1
6SL3211-0AB11-2BB1
6SL3211-0KB11-2UA1
6SL3211-0KB11-2BA1
6SL3211-0KB11-2UB1
6SL3211-0KB11-2BB1
6SL3211-0AB12-5UA1
6SL3211-0AB12-5UB1
6SL3211-0AB12-5BB1
6SL3211-0KB12-5UA1
6SL3211-0KB12-5BA1
6SL3211-0KB12-5UB1
6SL3211-0KB12-5BB1
6SL3211-0AB13-7UA1
6SL3211-0AB13-7BA1
6SL3211-0AB13-7UB1
6SL3211-0AB13-7BB1
6SL3211-0KB13-7UA1
6SL3211-0KB13-7BA1
6SL3211-0KB13-7UB1
6SL3211-0KB13-7BB1
6SL3211-0AB15-5UA1
6SL3211-0AB15-5BA1
6SL3211-0AB15-5UB1
6SL3211-0AB15-5BB1
6SL3211-0KB15-5BA1
6SL3211-0KB15-5UB1
6SL3211-0KB15-5BB1
6SL3211-0AB17-5UA1
6SL3211-0AB17-5BA1
6SL3211-0AB17-5UB1
6SL3211-0AB17-5BB1
6SL3211-0KB17-5UA1
6SL3211-0KB17-5BA1
6SL3211-0KB17-5UB1
6SL3211-0KB17-5BB1
6SL3211-0AB21-1UA1
6SL3211-0AB21-1AA1
6SL3211-0AB21-1UB1
6SL3211-0AB21-1AB1
6SL3211-0AB21-5UA1
6SL3211-0AB21-5AA1
6SL3211-0AB21-5UB1
6SL3211-0AB21-5AB1
6SL3211-0AB22-2UA1
6SL3211-0AB22-2AA1
6SL3211-0AB22-2UB1
6SL3211-0AB22-2AB1
6SL3211-0AB23-0UA1
6SL3211-0AB23-0AA1
6SL3211-0AB23-0UB1
6SL3211-0AB23-0AB1
6SL3210-1KE11-8UB1
6SL3210-1KE11-8AB1
6SL3210-1KE11-8UP1
6SL3210-1KE11-8AP1
6SL3210-1KE11-8UF1
6SL3210-1KE11-8AF1
6SL3210-1KE11-8UC1
6SL3210-1KE11-8AC1
6SL3210-1KE12-3UB1
6SL3210-1KE12-3AB1
6SL3210-1KE12-3UP1
6SL3210-1KE12-3AP1
6SL3210-1KE12-3UF1
6SL3210-1KE12-3AF1
6SL3210-1KE12-3UC1
6SL3210-1KE12-3AC1
6SL3210-1KE13-2UB1
6SL3210-1KE13-2AB1
6SL3210-1KE13-2UP1
6SL3210-1KE13-2AP1
6SL3210-1KE13-2UF1
6SL3210-1KE13-2AF1
6SL3210-1KE13-2UC1
6SL3210-1KE13-2AC1
6SL3210-1KE14-3UB1
6SL3210-1KE14-3AB1
6SL3210-1KE14-3UP1
6SL3210-1KE14-3AP1
6SL3210-1KE14-3UF1
6SL3210-1KE14-3AF1
6SL3210-1KE14-3UC1
6SL3210-1KE14-3AC1
6SL3210-1KE15-8UB1
6SL3210-1KE15-8AB1
6SL3210-1KE15-8UP1
6SL3210-1KE15-8AP1
6SL3210-1KE15-8UF1
6SL3210-1KE15-8AF1
6SL3210-1KE15-8UC1
6SL3210-1KE15-8AC1
6SL3210-1KE17-5UB1
6SL3210-1KE17-5AB1
6SL3210-1KE17-5UP1
6SL3210-1KE17-5AP1
6SL3210-1KE17-5UF1
6SL3210-1KE17-5AF1
6SL3210-1KE17-5UC1
6SL3210-1KE17-5AC1
6SL3210-1KE18-8UB1
6SL3210-1KE18-8AB1
6SL3210-1KE18-8UP1
6SL3210-1KE18-8AP1
6SL3210-1KE18-8UF1
6SL3210-1KE18-8AF1
6SL3210-1KE18-8UC1
6SL3210-1KE18-8AC1
6SL3210-1KE21-3UB1
6SL3210-1KE21-3AB1
6SL3210-1KE21-3UP1
6SL3210-1KE21-3AP1
6SL3210-1KE21-3UF1
6SL3210-1KE21-3AF1
6SL3210-1KE21-3UC1
6SL3210-1KE21-3AC1
6SL3210-1KE21-7UB1
6SL3210-1KE21-7AB1
6SL3210-1KE21-7UP1
6SL3210-1KE21-7AP1
6SL3210-1KE21-7UF1
6SL3210-1KE21-7AF1
6SL3210-1KE21-7UC1
6SL3210-1KE21-7AC1
6SL3210-1KE22-6UB1
6SL3210-1KE22-6AB1
6SL3210-1KE22-6UP1
6SL3210-1KE22-6AP1
6SL3210-1KE22-6UF1
6SL3210-1KE22-6AF1
6SL3210-1KE22-6UC1
6SL3210-1KE22-6AC1
6SL3210-1KE23-2UB1
6SL3210-1KE23-2AB1
6SL3210-1KE23-2UP1
6SL3210-1KE23-2AP1
6SL3210-1KE23-2UF1
6SL3210-1KE23-2AF1
6SL3210-1KE23-2UC1
6SL3210-1KE23-2AC1
6SL3210-1KE23-8UB1
SINAMICS G120C变频器-紧凑型变频器
6SL3210-1KE11-8AF1, 6SL3210-1KE11-8UF1,
6SL3210-1KE12-3AF1, 6SL3210-1KE12-3UF1,
6SL3210-1KE13-2AF1, 6SL3210-1KE13-2UF1,
6SL3210-1KE14-3AF1, 6SL3210-1KE14-3UF1,
6SL3210-1KE15-8AF1, 6SL3210-1KE15-8UF1,
6SL3210-1KE17-5AF1, 6SL3210-1KE17-5UF1,
6SL3210-1KE18-8AF1, 6SL3210-1KE18-8UF1,
6SL3210-1KE21-3AB0, 6SL3210-1KE21-3AB1,
6SL3210-1KE21-3AC0, 6SL3210-1KE21-3AC1,
6SL3210-1KE21-3AP0, 6SL3210-1KE21-3AP1,
6SL3210-1KE21-3UB0, 6SL3210-1KE21-3UB1,
6SL3210-1KE21-3UC0, 6SL3210-1KE21-3UC1,
6SL3210-1KE21-3UP0, 6SL3210-1KE21-3UP1,
6SL3210-1KE21-7AB0, 6SL3210-1KE21-7AB1,
6SL3210-1KE21-7AC0, 6SL3210-1KE21-7AC1,
6SL3210-1KE21-7AP0, 6SL3210-1KE21-7AP1,
6SL3210-1KE21-7UB0, 6SL3210-1KE21-7UB1,
6SL3210-1KE21-7UC0, 6SL3210-1KE21-7UC1,
6SL3210-1KE21-7UP0, 6SL3210-1KE21-7UP1,
6SL3210-1KE22-6AB0, 6SL3210-1KE22-6AB1,
6SL3210-1KE22-6AC0, 6SL3210-1KE22-6AC1,
6SL3210-1KE22-6AP0, 6SL3210-1KE22-6AP1,
6SL3210-1KE22-6UB0, 6SL3210-1KE22-6UB1,
6SL3210-1KE22-6UC0, 6SL3210-1KE22-6UC1,
6SL3210-1KE22-6UP0, 6SL3210-1KE22-6UP1,
6SL3210-1KE23-2AB0, 6SL3210-1KE23-2AB1,
6SL3210-1KE23-2AC0, 6SL3210-1KE23-2AC1,
6SL3210-1KE23-2AP0, 6SL3210-1KE23-2AP1,
6SL3210-1KE23-2UB0, 6SL3210-1KE23-2UB1,
6SL3210-1KE23-2UC0, 6SL3210-1KE23-2UC1,
6SL3210-1KE23-2UP0, 6SL3210-1KE23-2UP1,
6SL3210-1KE23-8AB0, 6SL3210-1KE23-8AB1,
6SL3210-1KE23-8AC0, 6SL3210-1KE23-8AC1,
6SL3210-1KE23-8AP0, 6SL3210-1KE23-8AP1,
6SL3210-1KE23-8UB0, 6SL3210-1KE23-8UB1,
6SL3210-1KE23-8UC0, 6SL3210-1KE23-8UC1,
6SL3210-1KE23-8UP0, 6SL3210-1KE23-8UP1,
6SL3210-1KE11-8AB0, 6SL3210-1KE11-8AB1,
6SL3210-1KE11-8AC0, 6SL3210-1KE11-8AC1,
6SL3210-1KE11-8AP0, 6SL3210-1KE11-8AP1,
6SL3210-1KE11-8UB0, 6SL3210-1KE11-8UB1,
6SL3210-1KE11-8UC0, 6SL3210-1KE11-8UC1,
6SL3210-1KE11-8UP0, 6SL3210-1KE11-8UP1,
6SL3210-1KE12-3AB0, 6SL3210-1KE12-3AB1,
6SL3210-1KE12-3AC0, 6SL3210-1KE12-3AC1,
6SL3210-1KE12-3AP0, 6SL3210-1KE12-3AP1,
6SL3210-1KE12-3UB0, 6SL3210-1KE12-3UB1,
6SL3210-1KE12-3UC0, 6SL3210-1KE12-3UC1,
6SL3210-1KE12-3UP0, 6SL3210-1KE12-3UP1,
6SL3210-1KE13-2AB0, 6SL3210-1KE13-2AB1,
6SL3210-1KE13-2AC0, 6SL3210-1KE13-2AC1,
6SL3210-1KE13-2AP0, 6SL3210-1KE13-2AP1,
6SL3210-1KE13-2UB0, 6SL3210-1KE13-2UB1,
6SL3210-1KE13-2UC0, 6SL3210-1KE13-2UC1,
6SL3210-1KE13-2UP0, 6SL3210-1KE13-2UP1,
6SL3210-1KE14-3AB0, 6SL3210-1KE14-3AB1,
6SL3210-1KE14-3AC0, 6SL3210-1KE14-3AC1,
6SL3210-1KE14-3AP0, 6SL3210-1KE14-3AP1,
6SL3210-1KE14-3UB0, 6SL3210-1KE14-3UB1,
6SL3210-1KE14-3UC0, 6SL3210-1KE14-3UC1,
6SL3210-1KE14-3UP0, 6SL3210-1KE14-3UP1,
6SL3210-1KE15-8AB0, 6SL3210-1KE15-8AB1,
6SL3210-1KE15-8AC0, 6SL3210-1KE15-8AC1,
6SL3210-1KE15-8AP0, 6SL3210-1KE15-8AP1,
6SL3210-1KE15-8UB0, 6SL3210-1KE15-8UB1,
6SL3210-1KE15-8UC0, 6SL3210-1KE15-8UC1,
6SL3210-1KE15-8UP0, 6SL3210-1KE15-8UP1,
6SL3210-1KE17-5AB0, 6SL3210-1KE17-5AB1,
6SL3210-1KE17-5AC0, 6SL3210-1KE17-5AC1,
6SL3210-1KE17-5AP0, 6SL3210-1KE17-5AP1,
6SL3210-1KE17-5UB0, 6SL3210-1KE17-5UB1,
6SL3210-1KE17-5UC0, 6SL3210-1KE17-5UC1,
6SL3210-1KE17-5UP0, 6SL3210-1KE17-5UP1,
6SL3210-1KE18-8AB0, 6SL3210-1KE18-8AB1,
6SL3210-1KE18-8AC0, 6SL3210-1KE18-8AC1,
6SL3210-1KE18-8AP0, 6SL3210-1KE18-8AP1,
6SL3210-1KE18-8UB0, 6SL3210-1KE18-8UB1,
6SL3210-1KE18-8UC0, 6SL3210-1KE18-8UC1,
6SL3210-1KE18-8UP0, 6SL3210-1KE18-8UP1
西门子G120C变频器 销售订货号 产品简介:
西门子6SL3210-1KE17-5UF1
6SL3210-1KE11-8AB1
6SL3210-1KE11-8AC1
6SL3210-1KE11-8AF1
6SL3210-1KE11-8AP1
6SL3210-1KE11-8UB1
6SL3210-1KE11-8UC1
6SL3210-1KE11-8UF1
6SL3210-1KE11-8UP1
6SL3210-1KE12-3AB1
6SL3210-1KE12-3AC1
6SL3210-1KE12-3AF1
6SL3210-1KE12-3AP1
6SL3210-1KE12-3UB1
6SL3210-1KE12-3UC1
6SL3210-1KE12-3UF1
6SL3210-1KE12-3UP1
6SL3210-1KE13-2AB1
6SL3210-1KE13-2AC1
6SL3210-1KE13-2AF1
6SL3210-1KE13-2AP1
6SL3210-1KE13-2UB1
6SL3210-1KE13-2UC1
6SL3210-1KE13-2UF1
6SL3210-1KE13-2UP1
6SL3210-1KE14-3AB1
6SL3210-1KE14-3AC1
6SL3210-1KE14-3AF1
6SL3210-1KE14-3AP1
6SL3210-1KE14-3UB1
6SL3210-1KE14-3UC1
6SL3210-1KE14-3UF1
6SL3210-1KE14-3UP1
6SL3210-1KE15-8AB1
6SL3210-1KE15-8AC1
6SL3210-1KE15-8AF1
6SL3210-1KE15-8AP1
6SL3210-1KE15-8UB1
6SL3210-1KE15-8UC1
6SL3210-1KE15-8UF1
6SL3210-1KE15-8UP1
6SL3210-1KE17-5AB1
6SL3210-1KE17-5AC1
6SL3210-1KE17-5AF1
6SL3210-1KE17-5AP1
6SL3210-1KE17-5UB1
6SL3210-1KE17-5UC1
6SL3210-1KE17-5UF1
6SL3210-1KE17-5UP1
6SL3210-1KE18-8AB1
西门子6SL3210-1KE11-8UB1
西门子6SL3211-0KB13-7UA1
6SL3211-0AB11-2BB1
6SL3211-0AB11-2UA1
6SL3211-0AB11-2UB1
6SL3211-0AB12-5BA1
6SL3211-0AB12-5BB1
6SL3211-0AB12-5UA1
6SL3211-0AB12-5UB1
6SL3211-0AB13-7BA1
6SL3211-0AB13-7BB1
6SL3211-0AB13-7UA1
6SL3211-0AB13-7UB1
6SL3211-0AB15-5BA1
6SL3211-0AB15-5BB1
6SL3211-0AB15-5UA1
6SL3211-0AB15-5UB1
6SL3211-0AB17-5BA1
6SL3211-0AB17-5BB1
6SL3211-0AB17-5UA1
6SL3211-0AB17-5UB1
6SL3211-0AB21-1AA1
6SL3211-0AB21-1AB1
6SL3211-0AB21-1UA1
6SL3211-0AB21-1UB1
6SL3211-0AB21-5AA1
6SL3211-0AB21-5AB1
6SL3211-0AB21-5UA1
6SL3211-0AB21-5UB1
6SL3211-0AB22-2AA1
6SL3211-0AB22-2AB1
6SL3211-0AB22-2UA1
6SL3211-0AB22-2UB1
6SL3211-0AB23-0AA1
6SL3211-0AB23-0AB1
6SL3211-0AB23-0UA1
6SL3211-0AB23-0UB1
6SL3211-0KB11-2BA1
6SL3211-0KB11-2BB1
6SL3211-0KB11-2UA1
6SL3211-0KB11-2UB1
6SL3211-0KB12-5BA1
6SL3211-0KB12-5BB1
6SL3211-0KB12-5UA1
6SL3211-0KB12-5UB1
6SL3211-0KB13-7BA1
6SL3211-0KB13-7BB1
6SL3211-0KB13-7UA1
6SL3211-0KB13-7UB1
6SL3211-0KB15-5BA1
6SL3211-0KB15-5BB1
6SL3211-0KB15-5UA1
6SL3211-0KB15-5UB1
6SL3211-0KB17-5BA1
6SL3211-0KB17-5BB1
6SL3211-0KB17-5UA1
6SL3211-0KB17-5UB1
6SL3255-0AA00-4HA0
6SL3255-0AA00-2AA1
6SL3255-0AA00-2CA0
6SL3255-0AA00-4BA1
6SL3261-1BA00-0AA0
6SL3261-1BB00-0AA0
6SL3261-6AA00-0VA0
6SL3261-6AB00-0VA0
6SL3261-6AC00-0VA0
6SL3261-6AD00-0VA0
6SL3244-0BA21-1FA0
6SL3243-0BA30-1CA0
6SL3243-0BA30-1HA0
6SL3243-0BA30-1PA0
6SL3243-0BB30-1CA1
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAs8AAACXCAYAAADqMLYEAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAGYqSURBVHhe7d0HYBTF/sDx77X0CiEhQAgQegi9iaj03gRBVARRUZ8+7KI+UZFmx8azABaK+gQ7vSMiTTqEFkIaoYcE0u4uV/6zlwskmED+miDg7+O7R25ub293dm/mN3OzszqngvLCtLnaP6XWqUW0+y8hhBBCCCGuH7XCK1GzSqj7WVF/Onie9MAQ919CCCGEEEL8M+jd/wohhBBCCCEuQ4JnIYQQQgghSqncg2dHnpU8h/vJNcBps2BzDWTRnjgp+LN4Tmw222WWEUIIIYQQ14uyC54tcXz0xNvsM6u/HadZNPo+Pk1KZ++EoTy7MTN/mfPM7HmpNVERUUUe9e5ZwEmbHbvdSe7+ydx8w4T89SmOs3tY9sNSVv/yC79c9FizYgmr9mRgz1/Uxbz3FW5o8hzbst0JpWE/xrw7G9Nu7E5yzfuY1KYd4/ZoG2AhYdkSEi35i5GXyCePvsrOo9t56c4JxJ6IZ/6yBKyu/bqBjm/GqXcUZd7zMkOe3UK2WiZWLXPxvkdFRPPImgwJxIUQQgghrmJlFzw78zj521fM3pcD1uNs2nmA2NXLWLornnWffc3CFQtYtiUNm2thDyKH/5f3x7SgapvHmfRsC4IiBzHp6Rsx7R3P8FdiydQ2zXBh86wp8xj76MPcP+xe7r3ocd/IZ1mUZcTgXlbjVfc+/lVzHo+8EcsJFbi2/kOwqj1a87IrONZYOPDm7TyfeAefjW2Ct8GTwCA4NP8V+kU0pMt9L/DRbnckbgqjrd8Ovtl+Ap0uj8QNnzB7XTYOayqrfjNwc48IPPOXLMLk6eXaRicmgjo/zMT33uIt1+NF7o72JeOMhWuok14IIYQQ4h+nDGfbsJHyxW0MjxvHl4PnMaDv/0hzv1Kg4sgfWTs+Bi/3c6039r65g5kyZB6PfzWQzyY3QedOe/euRQx9CD5cMoZ6hSNR8x5eHvIRHWZNpWOQDnPsODoOdzLtt1eIKVixW+7uyTy1ahBTHqt3/jNd7+/yNKGz5vNILZM7MYedr3Rm4IyTVBz+P34adYoPRz7BV4fyQ/3ol5Yx7/6aGJ16Fc/bOf7NcG55eqO7IVCgBv+a/SxnHvsX35xxJ4UO48c1I1k3uDNvxRaktWVY3TjmrDuLV4AXRleiDfM5Gy3f+YVZt1Uu0ggQQgghhBBXjzIc82wk4p4fWT2pIbm/nqH/wj3Ep8Ty08gWDPpup/o7ns0FgbMWwLaIIrrnHDZ+3p926t/NswfSqMXLrDvuWlmJnLnHOe4IoZKXTj3L5eBXSzHddid1L0TH54dFNOq1nmb9oy4Ezufp0Wtvd8v+/RXu/aoGox5tRxXDWfZ8No6vko1qjyoybHEsP4+KQhf/Ad1i7mdpmp7A1iMYPaC6O/D1I7xCKE3ueYCGJ+dzqMc37DrwI8PCw7l/9nPE+KugevEhdv48lGZDvmTr5k+4tZYKjyuo/Y+uivFcFkQ05Yb2Hbihrr8EzkIIIYQQV7EyCZ6th96hs3soROs7JvHSF8v4rHcj9Tya/p9v5btBTVyvnR8m4dWIV7ZqgXU0nT/9nR2Lh9H67u/Zs/UV2ld2r7QEltRf2b5zDv3vnMO+2K8YO+skqR/2oqFa94u7ctUSBgKb9qJ3nxYEkcbRnKL9wwUKB8++rV5n64EvGdXIAxuVuWn8ZuLjf+d/w+zM6Rnt2vYGHd/ndKfhtK2gw3FuG9/9mM2Qj95nSJv63NII4vftZemMRWzdsIoj2Wrl1W+iew3v/A/Q6TCajOhtp9m28itWJ3oR3mEgd9/Rl5bhfkTe0p87RtxK5MlDpBceuC2EEEIIIa4qZRI8e9R+gpUpB1g9Lhrf2oOYtjWe+MMreSq6BvfMnMawmtE8v+4A8SmbeaVRfj+wM/03/rvEi46NAtEGTzicdtfFch41hjCilZNz6Rnk5LkWLcTGiY1b8W1/F21zVnI4dCQ/p8Szd+W/qB7eg8F1tGDVRLWBL/L+Oy/RJ1zFrflvLEqvV+kXv5LH6dgTHFsznkce/Bf/evAppp1pTbde3ejW82aGvL6a3z+4mUCdE9s5E4N+WskzYb9wIOoZ/jPnN7Z+9Qi3tqyD0ZGNxe7AYfDAQ8tdezq/TupFi55z2Pr9Y4wau55zZHPs+1d5/NG3WHEsi9gPn+fhUY/w+LPfkWLN3xohhBBCCHH1KcNhG2plBiN6nT5/6IHtLMcC23NrdJiKZ73w1SLkgqkktNk4nnyYHT1eYkAVA3qPAE7OGUyHF3dh8YumY/QvPDL4G3Ja3Eh44fHOjnR2r3Nw0/MP81zrWCZ+sA8zuez/Yi7ZPYZQ193Re3lFh23kc5J37iQZCVtZs2gZywo/Fq9l5f5z7ov5LKQs/4Z3+jel2cDv2PnV7TSuXoc2/0mk5eQfmNfxMO988iZbfVpT2UMtnpfKigWpRLQJp849P7Jn80cMiKxJnw/nsXDeRLpV8KPdhC9ZsHA+q9eOo3Gp90EIIYQQQlxpZRo8Oxw2d4B5jvX/Gc7SuoOIClBP86yYrWf4/Zl+PKVNW6cPoff01Tyd/jR9evRjyNO/4l3NSNoXI+nVawCDH57LqYAYRjzSEu3tBcz7/suk3S0ZXKcyMU+/Q9ufRjL80dsZvrAjHz7bqJixzcq5g8x95SMOXDR3nK7YLuk6rjHO8clb+bRfvfNjtXd+P4ga7iVQn9LolY1smzeI0AaPs3TfRv7bvQbt+9fHFw/CmjlYP2M9WQ1r46/lrjZEZcNOfhzXmYra282H+WGPN7US/8vtg8ey7EwW61+8iz697+HTBOl2FkIIIYS4mp0PnrXZM/4/jz/K42zCcc6ZD7FkTEfuXtWTD59rjLcpiKgKu5l40w0M/cGb1pE++YtrPdT2PBVwq6A7P+UCox8Bvnr1WqFZj3N389rI2YSNHkUDrXc2oBl397Kz9YcDNHr5SZr55i9WhP0kMwffyvMrsy/qaS6u5/kCZ8ZWvtkWTHPdJt57ZwXJWe4XCujyOLpyPSf3vUv3Bm15ZKkn9St7osOAT+UwFV5XpEP36sVOV3fu8HcsPV6FWmGBRI38iVgVnOdfWFnHvYQQQgghhLhanZ+q7i9xZvDLY7dw7w8FUWYQfT76gVd7VMXLFaU6cdis5Jw5QlJmJRpWS2Zcp1uZe9ILo5c2qwXYzFmYrSpu9vFDJWGzmTHnBDJg3kreqreZh9s+wLKaY1j0dR8SX7+dh788pt5VlRv7+rF1/gFcszWH38TTH7/Pg80DyNs/mc5dPyW9+0f8Or0bFdRmOHKOsGPZ5/znhe3csXQuI6rlz5eBw0pubg5pe79n/EOTWHlSm1bvBxbcsYTbun1CqrZMtWHMXvwy7YKcZOxexOcfvcvH8xOxqX2t1wC1X3VpYdrGbwlGqjYL5sT2Yxi7vMXK6bfiv+tFuvT/CvutLzIs7UM2DPie96q8TdehP3MhLtdm9lh7fky4EEIIIYS4+pTNsA2njazAIczeq/WiHuDX95qy4l8dialZlzqRddSjLvWiGtGs1W1MP6ZTH6rDOzCIsOo1iYqqSU31qBMdQ0yzGBrUy38eVbMaVStUwNeoQxd8E8+89SYLvx3KqXG9VOB8iphxS9mbspZZHy4iNmkzn94ZCsf2ctzDw7VTnpF9GDF2Hptn5AfOGr0tidkvfEGcVyOaV3QHzprcXbzSrgW3DFSBc0ZrXlwdy+bxjQltMIa1KfEcWDeBFifnMHriVhXsGvB0bubr+afp/M4a9qVsZdHSlXzYfC+/mYfwZewe1v68TgXpD9OqUgg+BjD5B+Hv04QRQ+tirDyEsX2roDuTQdW7v2Vn8iEOJe/gm7tqujdGCCGEEEJcrcqm51kIIYQQQoh/gDK9YFAIIYQQQojrmQTPQgghhBBClJIEz0IIIYQQQpSSBM9CCCGEEEKUkgTPQgghhBBClJIEz0IIIYQQQpSSBM9CCCGEEEKUkgTPQgghhBBClJIEz0IIIYQQQpSSBM9CCCGEEEKUkgTPQgghhBBClJIEz0IIIYQQQpSSBM9CCCGEEEKUkgTPQgghhBBClJIEz0IIIYQQQpSSBM9CCCGEEEKUkgTPQgghhBBClJLOqbj//tOOpWWwaMMO9zNRXrw9PejSshHzf9vmThHlJbpmNde/sQlHXP+K8tP3xuas2LKHXIvVnSLKQ8UAP5rVreHKa1G+2kbXdtWLScdPu1NEebm9U1u+WbXR/UyIstOsTiTN69V0PyuqTILnhKMnmbFgjfuZKC/B/r7c16cDb3290J0iykvnFtGuf1dujXX9K8rP03f05lNVfqRnZrtTRHmoWSWUzs0bSll9BQzq0NpVL247mOhOEeVl0gNDeGHaXPczIcpOJxUHFMQCF5NhG0IIIYQQQpSSBM9CCCGEEEKUUrkHz3q9HoP616tCVW5sVIsbG+Y/2jeqQSP/Cx8fWLU2TQJ07mfiz9DrvLl5cH+ebOTpTgjglvYNqG3Kf/oH+hDuvHsAD5e0gN6Al9GAZ5GHEU9D4ePkS69B3RkY4k4zVOLuEbcxtnMIxa3VFFyddqFG97NrlQ69X22eHN6Dm33yU4wV6nBrixC88p/+gSm8Df8Z0YmWHu6EixgMKl8vzmuTAVPhrA5sxKODm1Hd/bXxqHIDY+/vz13hJX+NA6O7M3ZIHYLdz681vrU78fxttQnUnpiqcP8dXbm5Sm3+PbgNtQvttndEM4Y29nWVNdrxCa9ejarqNNObvAn2KJyJOjxUvl6c115GfZHCMKxVV55oH+Ren4F6XQYwYXgb6uQnFKX3p2WDCni7n16bTLQc0JfH3WWHd42bGTOoNnUbdebJToW/y0ai27eiQ6A7T9W+x0QF4Kny1cvPG+/CWV0O5YeLTy2eGNGDDu7v3jXLJ4on7xvEv+uUuKcupgrhtKpgxL9eF54bVJMAd7q4HB1Vb+jF832qXPhuBsfwzN0llMP6YPr1aUeLwq95VOG+wR1pXahg11dozKMDowlzPfPk5oG9GFm9uIJBXM8M4xT3339aRmZ28WO7PKrx4PBu9AjNIrNyS/o0jqBu9SrU0R5V/Tm+O47EPG1BPdVatueO1pWJjG7J4HaNXONM8h/1ic6KZ3Oa3bXKfzLtgsHmdWuwfk+cO6UQVSiMub0FYSoIMNgDadUyhKMpJrq0iyLn4CESXddi6Yi4sS9jejbNz9vmNQlVgURAzQbn87tjfQMH9pwgUysUVCB+7w3R3NKsYaFHA26qZWFb7BksWoVZqS59G1XgZEISyTlQo0NnOlV0og+qSkBKHPtV2gV6ItvezO031qfGqUNsP+twp199alUJdf2bcOyU69/Cwtv04fH2gZhUcGAPrkGX8DMc8mhMr/pmdsSmkastpA/i1rv6cnfb/HO5Q70gPIw+NGhacF43pLUphfVHrDh9avPE8E70bF44n7VHfWIs8Ww4qc59vZEaMS1oUymDvXFpnKMCg/s3JtSpp2INT+L3HOec++oFY6UWPN67Ekn7TpAXWke95wyb1fHybNSDZzrATtexu3q0i6nLdlV+mK2uwqAIr9DatA3LINnQhsf71qGCpze164bj7x1Es+bqfI3KPxcN1ZvSs0EeO+K8GdK7OQ3r1qK5LYHYkA78+6YL+xyo8uD5fs3oUCSf1aNJNfL2HyJJbYLBFMxN7esSnn6EXSfU0QxryahWQTgMAdT3PsaGZDOFLxQxVWrCiG4taB+WxqZDWdjc6Vcb7ZqJWuGVShiHa1Rlbx2qp53Co6MKBqL98fIJp2mEDz4VatKhRQOaus5FPQ3aNqeFNYGdfq2578ZqNKlXC0dcClV796C/LiH/fC3r8kMFNoMH30LU0cMctFekXXQFju5Vx8ukGrF3tsYUl3/srhYNa1R11YvaRYPFM9Cw0020DjbhX6j87dwkjLOxCZwOU43toTfSvaUqOxpGUidch0EF0TX0x1i/LwO5tPYCLd9WFXttio6KterTzO80h/VtefLWFnSJroSXqaAcLjinndTu2J1hkZ5UCq/AKXc5gE7luU9lbmlciZP7LpxfTouVai1acrMzgS3EMDTayMaN8RwtHKIExfDs3R3opY7f+WPrehR8psQz1wLtOpGCWOBi5Rs828+xLdFA62bVSV29mm2e1WlY0aROaQdnd/zK9ykWbK5ayEl68kkVHeawdskG1lkiaO4fyzuzNpNVNQyLOpkPuCKSf7aSg2dP2vW5gRg/D3yMBrwrBODr5UfVChWpGOxH7Rj3l9acyBFVWcX428k8l0OOKgTMhR55OhMeZBG7+yjpTq0yrUdtr8K9RPmcZlWAa5WfTxSPDm5CsNGDavXqc7MK/ppVMKrjq/7Te1C1YUPahZxjR/w5d7DmJCPxAPuMtenWrgaOgkLqKlRi8Oxdk/s61yDQwwuT2u/QYG+8A4IICw2kkn847bQCslkE1rjTVI2OJMiWS0a2uUg+my12dB4qn86lsCExF4epAjfEhOPzh6x2kpty0FXQBjbsxiOt/TF5hNCsSQM6NlMNH3cHvt4zhFbNalM9I5Ed6XYMQZHcWNPJ/r3HMFeq7QqeN6njhQpECwLpayF4rtS0B4+3C8LTO5zGVewcPpyu8tpIyqFTeAV6krpnG0u3HsEZ3YkHWwTi7R1G4+o+BAV6kZJgo2qUg6RTFYgutM9aMN4uQusnvYjTQvxu7Xz05MbbetAp0IhXWE3aN1PBn2r4aL8A6FTjT3t/h+gg0g+mcNwdJTuyj/LrYT1tb2hOS+thdbyuzvC55ODZly5DetO9gio/ImoQaTvOvjRPKphOsue4BxU909i8fgerDkH7AV25OVgtVzWSen6+BHufYr8thGjHSY6FVKeKahTnBwZlXH7o/WkeUw1n4iH25anvS0HwrBqR5/++hoLn4JjujIo2cWz7JhbuTGB/hhdR4b7kHd7I9/G55GWmsnbbIWxRtQjetoDJG030aFOdAN+qtHcHYh2izKoRkn5VfZf/DsUHz6rxNmQAQ6p5YPStQrR2XulzST1ymlNnMzlz1ozO1wtnahwbsmpwzy01qBRSAW+jJ7UbR9OpUSUq12pEp6A81ZDzPX9+aY3vsf0bUsWkxzuiHh3qB7s6Reo3beBqrK8/4f7um0/y27ZY13YVfeyVwPkacqngueTfe/8yHV4BgUQak/nifxswdu/D0Dre7g/UE9isKy/c0ZQIVUi2HTSISfd3pVN1D4qeVnoMzjwyzX95QpDrnI3kuBOcO595TmyZGZiDjGTuXMrU3zPJPbONT2NzycnNw2LOU8fGn+DAwg9fDOeyybVZsajAuWazlrTy+2PFp9H51WZgq3ACco6w5VweNnMuJ5NOkG23kJqaTlb2GXZu/IWvtpzDIyIGFfMVcVo1lCy6ADp0CC9xmMNVy3qGXak5F3oXnXYyzuQRYsph/beLWX3WyqkNq1mXZSU7L49cq4cK5i7Ka3896ep1q9WGXQXOXW+qQ/EjlnQENGxFr+qenE04REaejdycdOKOmlWenyYxLZfM0wksX7yWXzJM1GpVgxDtbX99Ap2rQs6pU5zJc6oszuFISgahNUNdlVutuuHqXw9qNKpHYI46/1S+5DnUcuo/qzX/14zThw+R7VmLhkHqidOhXtEC5/rcGu2jcrUYOh9a3tyIGG8Lu/dmYbVZyEpLJSnXTu6J45zMyeX4wR18uXg3aaZwOte7aMzAuWOkWHRUaNWKmEv/Cn8VspJ6/BxWdd7Ysk9z+EwQ9cNV0OGlGi3VPDF6htGqsQ/nbHasKq/tajmnQ5UjKs8hkz17zXjXq6bCWJXuOvXKo/zQju71QRtK9cQNfpw7fJqgpq1oGxRIu6ZheGTFMm11GlobQAvSJjzQn+5BqvHSrj8Th7WmUs5+FuxJ58Su9fyiypmMvUc4m79K8QeqTjx4lDSt/LCd5VD8UVVu5hJS2Ze4XSeoEB6IRTVs0lRsEVAjCj/rMX7dmqrqPwtxv6sGzfrDHDPbsLnKlaLychL4af56fs+wY8s4wPfzN7Erx36h2DUEckvbpvRsWpeOjesUfTSNZkDb2lSTUR7XvHIMnj1p06Mr99/albvr+brTinI6tJPTysbvvuON386pgCqQ7rffxph2AXgHNefpoTFU0esuCqjFH3lQr0Fl/HKPsPeclazjZzF7BxPh40FAZDWiKqi6/dAxVdA6SfhlARPmLOaNmT8w8fPvee/XU+6fAB2c3rmcyV/v5IhTNW5CAvFTeV8cncGX8HA/vH0iaBVgUpWsN6ERFdE7PahaNRh/3wCqN2lB16oGMo9s59dM9xtd9NRoGKbq3AzsoU1oc62NW/SuTItq3uQkJpFuySUl3YpvSCX8PHyoVyuUMLLZnWRR2XmGuV/+yORvfubVL75nwucLWVjQVWk/x7rvf+bN9Wdx6L0JD/amyDDQ83QY/YOprhpBwbVqE2QyqjwPplYltbBnCDUq+uAXVIl2NzampiGHhA2HcM0qq9Ph4V+bUfcPOf9dGvNA/t/u0fDXhOzUvcTmOtX55k0Fg2psFBs9OTm2YzUf/Z5Fni2LMxl5+eVFxiGmzFrKGtWiNJ/NxqySjH4VCPHRlxA8G9Q5X4kQD2+aNvTDQwXpfhXDCVcLe4VVJtRXbUPl+vRqE4Yh+zhL9hQZj4QpLIrqZHHKEULXetdSLmvy2LctmWynOt98/DBa8ooPVB2ZrPh5OavPqXI7M5PTlvylTuxZwsR5+0m3WzlzVjvHy6P80KHz8KX5rYOZNKw5FT0D6D5sSP7f11hj5WzsUl6Z8S1vrdzE6nQDNds2ITw3lv9+vZeTBcuoPH157j7OqYZf+qaFvLlqP9s2xHPcZMJTncNpB+NYfPCf3ud8KXYSd2zg+3iVR8Zg6kYFUqNaCM7Dv7PxaALLT+qpHGLg4BGt9nNg8KxM+xZVXY3zOq1a0+fmxtQpMoD/AqN3dXp2b02zQAPGwNr06d6Cht6FomFv1dhsVJf2rZvSpW2zoo/W0eq1OtS55nqNxMXKMXg288vc+SzNKOijc+KwWVXLTuudsGHOc6h/Heq0LcR5jpXzvuPdTZmqwtvJ1LmxHLerytP9siiJnZwcC6pdTT1/I0ZfHZnJO/jwu52ccIZSJ8wTo03LaRM1o6Pp0bQ2bRvUpG1D1QpuHYIpL52dv+8hzj+KHi1rUcNkZcfylaqSLH5MsuPcLj76OY4T5hNs3J9IQlYeOSnxxLsrU+1Ya5WdXu/EbrUVPcY+tehbHWJX/MbaHF86dCx0Mce1wGYh26JCsbAIFcwa8NflcmjDEj7anIGzSjjVvAyoU1u1ZyrQvmU0XWJq0bpBLW5o2ZLOYQasaYdZs+0owSrvezQMxtuSyqyfd5FebFY7yPh9BR/vyiYz9SDbDx3nrNXM4QPHUDFlPvWvTqf9QmPHkpefGFDByNFNC1xzn76x/hy5Gdt4Q/390vdxnNUHE1KO3/qy5F//Jm4O0OOwZGGvWJlC1xefp12O3KDbAJ5RDQMPU4AKsvODZ48qdRnStBpN6njjOHrW1UDMOrye6SrILj6rs1jzw2pWnzVzcE88sanZWHKPsTPFWiSQ1C6AVic15iIr8eSGm6qiO7yBr7bmEtiqDY2vqYDOgxt6xBCsd2DOdBJazecPFYM2lAJDGMNH9KN7kAmPQH+MeVpOG6jdRJ3btVVe+zhJPKOllUP54R2I6eQO3lHn8QtztpFmOcfSOervGcvYmqmnijpPrh16Qpt35ZUHBtCnYv526/2jGa0auJPu7+m+ENKTdl3rEaC+28FtevJATS9q39KBWwKc6Cs0oGdMKNf69ZLly5uOtw9iVH0vdSbZOJmYTo4tj7ywlvz7tk509reRk57IflWUn9u7kd+ztTOugPrLYSar+Na6Km8NeHioelZ7Q6G/z78/6yBvzVDn5mdrOZRrJm7xUhUHWUlb/5OrTH5hxmJWy5T217wrWuI48yyYVTCMCp61il67P0vR4tWLiCp++KplnCoYMDts5Hn6Ufean52hvOlwGoz4+HmpqkyHh18gYRWNqgGSRrp3CLV9LGxPUC1wj3B6t4nmJq1F3EZ71CPSU1WLpmCatNKeN+Gm5o3pUPlyvykVFBM2shwBVPY14RNZj2gfOynbDnCmxLGHnrTv3ZSg7H2sPp3NxnVHsVdpy921rqHjq3bdYPAiwFt9dXQmAoODCDOpwvlEJr5hVfAzx7M7B3wjm9FVu6DNlc/qEROGl9YjXLEWHbTnrbXj0JCal9t1d1Y7VcDuDKyAv4cXdRpF4mc/xa+7M4u5cEhPhdBAKgZ7cfGq7TmZOD0rUvWa6PXwonljH6xncjHnpLBqfwa5VlX5aeWHCq5seXlY8/TUqO5FXuYZUk+ZMWfs4NPN6ThUEN2xUxNq+RnxVQ0cffHd+iUy5zioEOKDp3dVWtX2wnY8lk2uHtXiBUR3oEtADuu3ZXBy31YOOcK4tXvVa6dR6FOddr55nMq1kh2/i+1nLFhU0Oq6HkWVw1aV71Z9KA197WScPs0xtVzaptUsOe3EI6gJA1uHE2D0wkPls9a2uLz/f/lh8q9IpaDAPzagVJCT5vSgSsg10loJaMAz99/Gv5sHq++ng8wDG/l8/qr8x5oEstRppooJ1znVLTCPNLM6Jqmq0RwagV9uPPvPOck7eZiDjgr0uKHCH77jokAeybF7+C1RlR+ntjI3zo6XycNVXleqEERIgJd67v4VSu+Bny2D31bvJcOalf+v0wsflbkXlxyZB3/js5+W8fF3a/ntjIpPzuzlq++W8cmPK5mzT/t9qxAPP9UgtXI47aJ0cV0o3+DZEECkt4mgBhGE6lTBu30V07emk5GehclbVWrOvAtjRxWPoAYM7tKEmudrHRuns5wE1G/HY/2v3em2yp+FjQu3clTLTFXy6nUOzsUf46w9m1SLaohYTpOsXXBpTWbqZ6rlq7V+XY+firaIXY8f+SLFrtajCpoi86RdoPeLRDXoVXxTlc71gzDYVcW7fjXLzhqIaF6PClo9ptNjLPKzrYEGXXvSIzCb1QsPoV1GYz26me+SHVTvMoBnWvpf2Zbcn5WbyOfr0lznrU7ltc6RQ2yyhbyzZ8hVjUHzyTNkqdey41by8vk8VY/CvWUFaV/8xl61Ir2nD0VmUztPT0CdymhDPv1qxdC0gh6HNYOlC7ZzxlCJm2L80WZV0unVd6nQ+x3amFT33xcrKf3qY+aXeT/xkatCMhEeoRoOKhA2uAJhHUaj2mejN9WqB5C6YS1fxeX3EHv7BeGtc5K5exmfZtSjtb+BoNbduNM1nZ8OXxVQF0vvS+MILTc9iGkVRajejuXMNmZuyMRYOZo2gdr71HfLUHTYh0c1VTa18+fc5l/4RRvJoRo136w8iiP8Rv4zNNo17OOql3OId2YvY4u2/Z5B1K7kg8lgON+zZjKq77JvCHWDMvh54Xp2uUYLmKhQ0UOV4Tls+n4VZ2LqEmj0o9PA1vlTCJZ1+aGNWy/25C35XL8qndvHm1qv5PSl/H7Owqmkoxw6djr/kZKGWRtHrv5nNFo5tnUT29TpbzmXi7+3jX1r4jmhVuG0HmfVtiw867SmrXQ/l8BG/J4D7HXHreZT25g8fS7jfkrgbFYSX3w6lxe/UQ21/Jdd51dWdi5a21zn6eFq2ORkadf/aN96jZ7anfoz/p6e3N+/Gw8NupkbKxgxVWjInYO68eCAroweOZjxQ6Lyp9VUgmvXwd+mjm+RyQ501LipF2O6VnKV3eLaVY6zbfjSfWgXmjrTOO1Zjdq+Rnyq1aVNVW+8vL3xUAWj3iuMehZtaiMbAeq1tuEWVs1dxTa/glkB0jieGUiH1hGuk3D9P/zK4pJn2/Cmff9baOanVezaT50OvCLq06VFPaI87JgNFWjdoi5VT8SxK9Nd1ej86TKoO51UAWB2z+hwgZ6INjfTu1oJY3H1noT7n2HbgWTWbt/LPkMVomwnOR1UCdvOQ+jCfNm+YCVbvCOpZzzGppQARgzvSYeKNvYsWMSCdPc2qG09HZ+EPaou0TVqUPVkHDsL5lv7m5U424ZPFA/1jiJAq9hVgWu2m4hq0ojOjcPxtOWhD6lDxxgV0O05Qpp7V/RB9Rk9qAmVTFb3jA756S6GIHr3bEGtEsbi6j2DqXgqgd8PHWTN9mS8IiuTd/QcIZVtbNiro5p/PF/8FI9/nSqYkuPZrSL3SrUb0qaO2o4W0dwY4YnJK5wbtSv01Tb66AtmlXB/wFXgUlPVGSuqsqBKDkmnvIgI8cJoT2PBksOE1g5T+2LlyO697A/pyNPanMw5R1iz7SReYcGE1WzEzRF21s/7mR+stejW1EHsiarc0T68hLG4OrxDfDh5IIktu/ex+rCO6Gp2DmcEEGnbx1ZdCEH7V/PJfk+aVjdwcO9xwrsPYHTLIPIOrebtTefO/4pmP5fC7rwI2tauRtOKaWyMz84fh/03u9RUdU6nnqrRtYnMOslRrxDCfQzYT/7OVwcCianihc5yio3bjxPRty+9VCMuK2Evq44aiAwJpn6Lhur7v4+pc34nr0FT2juTOFKzXdmVHwkqqg+ozi2NatCm4Dx2z4qgTWWqzehRMCvN1eKyU9VpjbWmdWlQv6FrtgjXo0kV1zmdEHuIvSmJbDmeR/XoOlQ5upeFh05gaNqRQTW8sB09xPKd6hzddojkq+h7/HfR8u6Ps22oWjGqI/9urULZs5lUbHkLd9zQyDU7hpdHEE2ba3nekBsrnlbfzzxq1qtM7pGzVIkKp2LlEPxz9jBrZRpNbo4hzFVux6ky6kCRWTPivCOoeeoXXvthKyvc6au1GEXVtwPv6M1ttYykrl3HmnQ9kdENiKlTn07qc1tUMuE4Gc+6pNyLfnkXV5u/aaq6POJj9/PLrgQ27lQF7Y5Ezpr8qeCpzx/rrFrYDstpVvwW7+oxzTmZyO7dB4lVrTSDXyj1PI6zJSEba/ZRftt5gF9VIF30Ep1/npKDZxtZhjBqWbYz9dtNLN2xnzjPCOrmbOKteb+zavsh0r1MHD10jAv1iwq8YupTxyObLev3o11XcYGeilWqUFWfxan0TM6cyyK90ONsrh2bOna7E7RhAzqCIqOobz3BqZBq1KtUCX9DKqv2eTGgQyS6g7GsO55B/AkVAG3dyOozFwfHNpJi1fmxbf9VEzhrSgye88x4V6uEecNS3lu1m7U7UwlQBW7WmgW8+8te1sSeJcAzne3JWa6r5jVOfRA3qorRK+sgi7afpshwN70PtWsEY8g8y6mzRfM5/Vw22XbV+DmugrEM7dcAbxo2qII59RyVa1UlvLKPCphj2eLTmgG1YeeWOBUUO0lLOMi6Hfv4ZXvRx9oEaFLbj6Q98aQU/snnb3ap4NkQEEGrMDPppkA896/gjcUHSD53ivU7UvGrU4OwU3GsTbJRpxr8umgXh605xJ8JoEWVdL78ai1bzKpsOaqWiT2DXZUrDUP0ZJw5+4dzOiPLTJ7dSnJ8KtpsU3rfcFpHqjIsPYiGkcFE+BmI23KYgFva0IhEVu05TfKR05iPxvLlzguBcwHzyUOsVhXs2qskcNZcep5nHSFRUVTPycKkGtTbf1jApzvTOa3ybl2SgaZ1gzi65yD7bJWow15mbTxDdtYpTgbXoHbar7yxMJlMZx6H9uxXQayzbMuPkzYcmals2Knqk4vO6V92pGCKiqTCsTg2nr6GgmfVWKleuxLHFi3go3XugGz7CUKjQsmOO0yCazyWgSqqvK94ZA9LD2WQ7lGDttX0HNkRy46rqKz8u5UUPNssehpGwIolW1ihGmkXAt+CR8H308L+fYkkmb2JrhfMLnXuz1TnvtlhIiq6Ot4JG/j2UM5F32MdFWvWpZHhKJu06UbdqRpDSAMGNPJh908/MydVe8XOsdMe6pwIwkvnwJJ2gJnLksiQQ3jVu1TwrHNqA4//ooSjJ5mxYI37mSgvWuV3X58OvPX1QneKKC9agaxZWUyhLMrW03f05lNVfqSrYEOUH60i6Ny8oZTVV8CgDq1d9WLxDRVRliY9MMQ1DE6IstbJ/atQca6JYaZCCCGEEEJcDSR4FkIIIYQQopQkeBZCCCGEEKKUJHgWQgghhBCilCR4FkIIIcR1Rkdoi5u5v1HpblekD47h6WG30NQvhDuHdKWLNsH+xfQeRFQJpU54CLULPeqF+V5bd8oVf5kEz0IIIYS4zjix232JbHsLHWtEM2bUENfMHBceg3nuhoD8IEgfwtC+9QmwHCHR6omfyYB3RHOeU++ZMLQ+Ia71KV7VGdyrA/f07cTIQo/hfW+ildyw5h9FgmchhBBCXHfSdm8jzmykiiORr+avYsYPy5i3P4e83CTmL1jF7K2ZOAyVGHZ3R6I9svhtvZluA9sS6RtA2/ZRGBPWMnnufk671+eSd9GdYrW7x8rNav5xJHgWQgghxHXEk5uH3Mak+26hjnU/C5KzOXL8NAmnMkg4Y8NmSWPf0TRSrVCz/Q3UMViw2pz4R8UQ7a/dyM3O6W2r+XRfJR4cOYinYrT7ybuZAug+rFAP9rDmVNRuKS/+USR4FkIIIcR1xMLGBYuZsysb180aS+Qk4ZefeXnODk6p4PnMtiW8PP1nFqXrCGneiX/3bkAl51nWHrQR0/PW/EC5uKhJrwXUt/F0Exn5/E8hwbMQQgghrivWnGyOZtlVeFwKRg+8vALpfKfWm9yf3hXcoZHTwt7Fq/jdYuf0yUyyzblkWx04HXlkZWZztuCRlUuO1UKW+eIb9YvrlQTPQgghhLhO6agSUYd6l7ugz3qWRbN/YnGGlfRN83lhxgp2quBbp9NedHJs6womz1rG2my1Rr0JP39fAgsePnn8Onc+Hx+wuFYlrn8SPAshhBDiuuQZ1IxhPRvRrqLBnVI8h92K2SeMpn4GjFVbck/7Kng47FjyCvddW9g0fyFvz/mR12blP6b+egqrdDj/40jwLIQQQojrjIk6UT7onVb2LviJz1Ps+EbdzOi2AXi4l9B4VmrA8B71CPCpxMBBbQnL2cfCFC9q1m9Ig0B/GndrRs1CkVKeOZczOVYyDdW4a3Af/tW+Eqa806SY3QuIfwQJnoUQQghxnclj15p1TJ/zI18eze8atmbm4tQ5yEw+SZYrBSwWHZUr+OKhAuCV877lxf/tZffu5bw8bS6vrT6F1eiHX3Gd1k4dPp5GDDobRzfuIkF6n/9RJHgWQgghxHXHevYkibnuJ0reyd+ZNP1b3tx4Drs7jXN7eWPGXMZ+sYpV6UUj4My41UyYuZbdxc3jnBPPFPW+F6Z9z4dxl57TQ1x/JHgWQgghhBCilCR4FkIIIYQQopR0TsX995+Wa7Hi7Vl4CL4QQpSOVgTp8ueDEuVMK+0lq8ufnNNXjuS1KC+Xim3LJHjOzMklLuWY+5koLx4mI3UjqrDncLI7RZSX8JBg17/HTqe7/hXlp1Gt6hxMOYo1z+ZOEeXB38ebyhWDpKy+AiIrVyIr10za2Ux3iigvzevV4utVG93PhCg7jWpWI0Y9iiPDNoQQQgghhCglCZ6FEEIIIYQopesveHY6XOP6hBBCCCGEKGvlGjw7z23gtX5dGdxFewxmxkHtFjxOsrdP4m5XmnoMeZf487eDd3B23QvccT4tj9Qv73O/X1v2HeJcd/GxEP/e4Avp/SazK1uLmB2cWfkBX8VlkfrVOD4/eOE+89aDn/DOt0fVx2ex69W+59878r0DWItLc7/vWmLe9x6jXPswmI8L7bsoQ+pc2THpwrlyx1OLSTs/YagoD86MX5nYT87p8mSOffNCmdzlPr5JKW5iW1EmzPv4ZEhBXueXISeT5vD6J4XqHcsBvnh1HsdtJR0bVY9unXAhvdeTrDitFUROsn4ffz79jsfmoyUXrYvvYubhi79Luex7+1b36+px3yxSC58Czmx2z/maQ+ffpurgT19n0XErJ3+awMfbC245oslmz8wv2JOj/lT78fGQnoxddkrVzgXMHHy/UP2ttn2la9uFuHaUb8+zw0bYoA+Ys2I5X358C4f+t5NMezrbvj1Gl+kLmafS5819nCjP/MXtJxfy9pRd4H6O5TDzt8Xw6kK13IoFvHZjCiuTtW+vE7tXC+6Zszh/HT//h8a+2tW2eaSfCiKmqgd2S96FSdBd7Fgtdhzpm/n5aF/eWqStczmfP1YPYzFp19zcIdlb+ej1Y9wzb6nah3k8VLcgE0WZ0vnR9IX5+efdsm95ImQta49LoFFu7CdYOmkKsTaZzac8eUU/w2ztnFaPOf9txO7vD7tfEWUrl70fvMK+Wz/ja3d+f/12T4JVMHrx9bL2PAt2Z0nHRodvixfd6Uv5dGwIG1ceV3XmQebM8eS5n7X0+UyotZpvtZ6oQnXxVzM6EvfVFs4VuR+INw2e+sH1Gdr7JjfexvyEwgG2E6fjogDXZsVi11GxZV0yVu3H1X+lyT7AdnsMNb3BmrSY5PAOeGxezQn3/uXu+YA3dw/g3SX5+zRv0RQ6hxR3C7+/zp6+ho9G3MVY9Rj3xnoy1TZaDn7IOHfa2BEP8p22n85z7J4yhnmFGxXWw3w3umA59XhpMWdUFuQlz+K18++/i7d+PMqFQ2ch+dMHGTvqLfZmqQ8rYR1FaR2Kb13YpnHLOKOOjSPjV6YVpKnHuPe3uPK4pHRr4gwmFkp/f+lJVwzkyNrKzFEF6S+xvtjeHgeZW7VtGMHnW865k9LZ+trTzDvfu2kh5fNHeWfR8fOxVd6Rr1x58da3R87nwaXz5/px5YZtOO3ovX0wGrwJqZDKkmm/kVH4y5uXzLcTVtNm4jhuCXWnmSrT1Gclb30aS3b2IVZsOo23SQXJThs5Z3bwv+ce5JnxP5Jodn9rrSms2ZGBrzH/aXH03qEEps5n5oYz51vCxaVdWxyc3bYUa8/bMCx6g89/PaGaEaJ8OcndN5vpu0OJCTG500TZyiP16wmsu3Eiz3YPc6eJ8ubIU2W1p5zT5cKcyJqjbRk9MIJLVFMlKu7YOHP2MXfqLkKaVVSBUiI07kuUj/aKF9V7VufI4sQiv6QaKzQkzHGKgmrzj5zk2fWYSrmBhsodaWb9hQNasKjem7V3C7qW9fHVqWBrcTLVH76HIf7bWJmqbYWZlGWptHjmNqr+mQz4/8hLYuH46Zxo8gTPf/El48a0w9+Zzt4fN0H7l3lx5peMn/EOvSO0jiYndttFtb9HTQa8PYvxarlxrw4iKOlHVidbMFUdxEP//YKJM+fw/GPNyFq6kGPuDLbEf8GstVovvA3X6kpYRxEqwF4ybTeRoz/ilY9fIPrEd6xUAb3TYcUe2oEHpqnt/GA01XZPZ0liyekekSMZ89kctV0zeXRgOCd//ImjVgup86aR0OAxnv98BiPbpbLqxwQVBhdlOTyd997f7gpy7baCE8OhGnAqTL7oPLFbHe4kC8eX/+K6zXnGL0vO58Gl8ud6Uu7Bc+p3oxnWpSt3PXWS/g9Eq/atauE+8ipdkiYzqltXRk6JVV8nCwmfvsaBW8fSM8rP/U5FH0izYd2wf/849/R/nDWR99A/0sM1UanJvwrRnQZyk9/3PD/keX7TbqupAvSKLbtT7VKdrt6NGPVqD1Im3M7tXQbzYWxu8WnXlDxOb9vOlumTWHTam6QPhvHANTr05FpgP/4jz3XpxvDHfsJwS1+qSyd/ubDGT+fd2IE83a82/u40Uc6yt/Px1FwGDqvpThBlKe/YOpL9m/On2tsXHxv7cRaN7sqQfo+z1NCB7pFe2NIPcjTbUGzFXlAXDxn4KjndOhKce4pjKcmcyLAWio+c5Ox4h2m5dzK05kUFW+o3PN/bPdSiSx+em+eeMtUQQuvWDjbHZuJ0ZrJ/u4EWtX1VbJXI8uQIOkdWolp7f/bMT8JqPcqmJH8ah5Z/48x6ZBm7sqJoWnkVH435mF1ab51O5Y3KHNu6Ofx+3Ibe5INXiUG8DoOHlpc2MvbtIEMFwrUrqu02+BLkp22/DmNAoZLJcpCf39pGvUceIaaiO62kdRRiP7ObZGNLbooOwOAdRfvWcGDtkSIdYHqTP95GIwZD0SNbJF3tm4dBp3buNPG7TmGMiiFYf4aDB4zU6dkIX703Ed3awpbVnLwoOPCs9SAvzJyugutK7pQLCkJlTZE42nqEzZuh2aOP08z2O5tT3SF5SflznSn34Lmq9lPRktmMjExh+wn36eBVn/u+Ws68n16nybpxfBEbx9JVceyerILX3v9m5c6FPHf3u8Sf28enUzMY/eMy5i3/lic9P2XKqjR1MH2J/vcUnhvem35PTmdSNyu7T1mxJi1h2wmDOmTqhDWZ1P8Xpk4sr/yfhrzqPcL0Fcv44s1mbHjlE9f46uLSri2qkPrwf4x/7DHGzZ5Km+TFpFxz+3BtMFQewGvaz41LZtF371t8kyjNlLJnIWXBahJ/f1U1slVFPX83Kx8eJuOey5PlANNHvo7fk8/Q1E9uOlEeTGGtqXJ2G6cv/mlQb8J00cgFg8kLLRZyKe7YGCrT6wNt6MNipg7ay9Q5CRgCalHJu3C4c0H4gLeZ5R6W8WxbL5I/fZhHR97H09P347qUSLEcnMpjb/gz+umWuEZCFlb1dvcQSu2xgNcGV3e/oCeopQrKNu0mPW0nu01tqemj1pW4gE07F/GfPt0Z+ewa4tcuJMUZRvOqZ9l1svx/G3VYrNis8WxZGkvGyV+Z+/xHHDYH0Gj47YQSz5JnRzB2xHi2FvkJvChrwnQmjhjBu7PiMbYcQL2ACyGTM3cP376+Fr8uPQn3MJM463UOtHyGfk1CigRWxa3DnrFFBdrj+OiTFZzKPkW2zQvP4kaunFzDtAfuYuxDk4mrM5KuEe7Au9h0bVjFg4y97ykWHjJSr28T/By5ZGTb8HLHPgUchT4/zT2mQoub/ugMuyfc5x6CcS/T1qS509V+pa5iHy1pHdNYNZ5g35ojRTrsiuaPO/E6Uu7Bs4uxMl1GN+fI4ot+LvCNpu8tEapEqcNDc91fyoVT6dykN6/Nfpxa6sDZKsVQ2VsdVF0gMYOb4ziQftH4GQfmXC1Fhy03mGbdquOBiYrNgji28bi79ZZH2s6TBDSs4HqWT4dvw0HcqD7+gj+mOW3Z5FqLK4quLgYvPY6Cn51suVgdHuiL+y6IsmPwI7ySkZzzP3OJsuNJ1GPzLlTUfWNU43COjOUvLzm7+OCOsZhf+pxRdb3ciaLMeUXS0m8b87afLRLgmkKaE5iykYL+JbsKQtOCownSekUve2wM+FYJwaTqQUNgbUx7F5HkvrA+ZXEi1XpEuq7h0RtUnaAlu1z4fs1+pjHeKiV395vcP9bMEzNGn78OqbR0AU1p7bmBxQu24dM2Ci8VjictOUWnGe5rm7Rx1DcmsjxJT7UbfNnx1TbX+OPy48Semws+HXhw+kwmTh9PM3ax/bgFQ2gvHnUNoxiqgugDLP4hocRfaT1qjmKsWvaVKfcStv4dFhaMAzcf4tsxrxJXbzQPDayGISeOXzebMa99mQkPvMLOY7uZ++wMUtSKi1uHPX07u3bHkbojnhxDMF7GPPKKi+HdwzMmfvISDeKms6jg84tN9yRi5CdMnDmbp0ZGEPvuHFJUUO7vqw1PL7pye8aFz88qbgj0eRVo8uJnap3qs2Z+xoMdCrrULRxfswVzzho+GXUvn6zJwrx5BccKAryL8qe8R+j8Ha5M8Kx41OhH7eT5HMw2F5opow/P/RZJ18jiv6k6/ybcrP+UR7rn/1R09zOpdL69Jh62o/z8UMHPR/2YcLwng6Pg2NZT+AXnHyav2r2ovOB+7nQto74sP4fROUoVPK6rf93v7f1vttbsRYT6Av0hzbVJFg7/9x6G3zedpKu6c9GTyDsHk/lcv/x96P8iljvupoZcY1X2Cp8/XQfypuV2htaSgE5cyyzET5/A2nMZrH08vwzRZhwS5UAfxA1jRuGYfBtDtDJEe9z5IQmGOnStsoAne+anDR3+EyHdaqkgtKRjU3jGqW6MnGih/zBVCXrWZnC3FF7uo6Wr+nV7DL1rlqIxpMq1mROWYT6zjJdds3L8P2e30flRv62VJYtsNNc+TwWTq9Ia0alqQSWkjb+O5MjiZLxvfI577JO5t2v+vg7uMpRPy/ynXh2moEAVtOUHpfasZE7mGDEZdK7JBLRQ0lilA12aXSqsc7qW0+gMJtVEyaf1qH79xMvsDL2Xx55si/ZDgM6nIYOnTGXMe1N5UtXDFQki5uHbqOJR/DoKAuqJHz1IrSrNqGnbyqbEXJyWFDZutlGnXRWKDO7Qhptgw6FdQVpYkfQLvzjoTe7QzliRBvVg3+oE1/DY46u2YGt6E1XrXvj8EsKvS7MksWGzkZYTtLHNaj2uxslm1h9W+1BM/lyPru3bc2ubfv6e9g7ysnLA1w/tmsLL03b74gWLSTPv49tvLfQe1tTVOv87ler23MXtlvh/u+ztuYuce+KvkNtzXxlye+4rp3S35y6Lwlqtw6nWca0WRWWQBSXenttxmg3jn2JhQn65Ymw1hjH/rkPqh6OZualgoEoQrSe8S7+IHHa8+SjfxhaUQX7EPHMPZhUMxxV0nEXexRMvd8e59Hne/SbVnaj43Mi97zxMrYI2Su5+vn7lR6L/8ywx+m3MemLKRevoRcUioygcpK8Zx9ufx+c/De3HI6/eTui5lUx74jPOf1JoHx6ZfAehmcWlDyVgz9u8+W7+RX+u5Dun8Ih2oXXaSj5+8jPyv/Wh3DjpDXpWKzruOl8u8Z+8yOomL3J/20C1WWlsnjSRpDteY3BtLcLWhoU8wzfBz/FQ3e949/MwRr06hDBX+8PKkVmjmXH6Hu6t9wPT5l4if64hl7o997UdPF8B1uM7OOLTmFqFxjr9XUoVPIsycdngWZQZCZ6vDAmer5zSBc+iLJQYPF9G6eN2p/qv+BHBpVcW6yidK/dJ179LBc9/f0R4lfOo3PSqCJyFEEIIUTZKH16WRSh65cJZCZyvDIkKhRBCCCGEKCUJnoUQQgghhCglCZ6FEEIIIYQoJQmehRBCCCGEKKVrIHi2cWbfXs5oF+LbMkhJzTo/b6IQQgghhBBXUvkGz1lbeXvIfcxLKXwrzvzJ3bWJ3kt33xEbp7euJzHXSd6xBXw1P/X8PIZ/lvPcBl5zTQSfPxn8jIO5nNswiVG9errTenJHr3v44mA888Z/WOhW3Wrbp03m56Plf2tRIYQQQghx9SnX4NnptOMwJ7Psp8QLgbIlkeW/ZbifuKnlLDlmLr55jtNmxe744zTU2nrtFy9cHGceuZm5f1gvDhthgz5gzorlfPnxLRz63y50bV9g+qKfeX/UzfT+8Ee+XvQF99QwYL34npkOK5ZL3s5SCCGEEEJcr8p92EaVm3oTlrCQFHfvrSXhd3Ib1yPcPRWh5cDbjOzag2H9+jK0q3ZLUO3OP7nsf/tWhvTozdBu/Xhh7pH8hZXUb//NMLX80O7dGPW+1nttIX7qk+dvJWo9+C5jtduXmvfy4aBeDL+1H0OHf1Ly7bVVIK739sEoUyMKIYQQQojLKP8xz1Vb0S8ymeVJWnCbS8JWaNmhDq473juz2Pd9Eu0/WcA8rRf4wxtJnh9PbtYeVmXfzdQly5m3bC5PdM6/25um6q3vu3qM5y2cSoukxSSXcEv8vFNbOOjbgwk/q2VnP0hkwS323VK/G82wLl2566mT9H8g+m+/9bYQQgghhLj6XYELBkOoe2tzzi5PIDd7Pzt0LWlY2XUzdLCmsvF0LTpU0+6bDh6RPal+dAVJSb9xNDCaYG0xvTchFX1dr7sY9Pn3z/GMpFO0jtSs4i8fNEUM5uGWG3mxX1fuHr+JzIuGblTVhm0smc3IyBS2nyhhDLNOj1F9XhF6DzyL3JdeCCGEEEL8U1yB4Bl8qvamPctZvXAzupY18S8YIuEZwc2VD7t7pVUsrfUkV+1KjZqdCD+6luPaUAtbOgcPpWFzqujXNTY6N/+CQUsSq2KdVPMzYPLxxh2OY7fmuS8o9KbuY/NcPdQ3pq/jWHE91MbKdBndnCOLEyi2A9tUicbBKfx+wj3mw3aaPaeCqF/BlP9cG1OdY6UUo6+FEEIIIcR14IoEz+iDaX5TNl9/m0vLyPxe5nw+1B5Qh60P93HNcnHXwxupMyAKL5+6dK+yjKd6dWVwj+HM3JxKhtmJ03qOlEXPMEKbEaP3v9kRPYDqnh5Ubl+J39zrGP74MtK0VWdv4x1tRg213MrTgXiVsKceNfpRO3k+B7OLC4G9iepVlZX39s6fhaPHPSwO7UENr/xXrXH/5eF+I5mVULp5Q4QQQgghxLVN51Tcf/9pmTm5xKUccz/7k7TN0JX1VXsq4HattryuBjRz8Ou5WPsPp5GPO6kceZiM1I2owp7Dye4UUV7CQ/LH2R87ne76V5SfRrWqczDlKNa8vzoJpbgUfx9vKlcM+utltbisyMqVyMo1k3Y2050iykvzerX4etVG9zMhyk6jmtWIUY/iXJme59IolwBXV46Bs2LNwNqqP9FXIHAWQgghhBB/v6sneL4WeVSmUe3A/AsYhRBCCCHEdU+CZyGEEEIIIUpJgmchhBBCCCFKSYJnIYQQQgghSkmC58txOlwzdgghhBBCCFGuwbMzczNvanMta3Mkd7mLL+IL3YrEcoCPh/Rk7LJTXLhHoJmD7w92L68evZ5k5Wm7+7XSsWcc4UTORXcddGaxa9JgHv0yhcL3ErQefJeRQ94l3uIke/sk7i74XFeatoSDMys/4Mvtv/CO2tY73K/f0asnj047RObGl8+nDb57Goky3bMQQgghxHWtfHuenXZCh3zAnBXL+fLjGzj00yEVHudz3U0wvAMem1dzwj29a+6eD3hz9wDeXbKceeo98xZNoXPIhXthOx0OHBf1AjttFiy2gmDZTPwXb/Cd+46FFzixOc0c++lHUs6/ZCZ58W9kaX860tn27TG6TF+Y/7lzHyfKdS+XPNJPBdG43s08MXcxc2beS9vBU5m5aDHvP1ALhy2M/v+dr96zkLc77mXelrPam4QQQgghxHXqig3bcNrzwGB0T+tmIWVxMtUfvoch/ttYmap12ZpJWZZKi2duo2rBvbY1eUn8b1RPV+/unQP6c3v/F9h0VguWc9k/5VaG9OjDsB7duXtKLGcPfsyrC/axevQQ3tnuCosvqNqezhEJLCsIrM0JbM9pTFRVtUV6b0IqpLJk2m9kFO60tqawZkcGvsbLTUZnJLhBVRync93PhRBCCCHE9ajcg+djc0czTAW+wx7ZToMBNXF16FoSWZ4cQefISlRr78+e+UlYrUfZlORP41CT633n6TzwqdGLV35eztc/f8fbA2D3iTycWXv4ldFMW7aceYtn0Dt9FSer/4uxfWPo/OG3PNHMz72CAlVpNiiSI4sTcYXq8VuhbQdqemivedPgkVfpkjSZUd26MlIF4q4ecqedii27U63wHcWLSOWnR/qqwL47976aTecOYe50IYQQQghxPSr34DncPWxj7vePcHzqbFJU5GpJXMCmnYv4T5/ujHx2DfFrF5LiDKN51bPsOll4VHI+nckTT9foDQM+ocF4qb/yjv7G+kWv8oAKdgf3vJ/vdp4mw3rpK/tCGgykSfpyknKyOKhi56Yx4Zzv5Paqz31fqUD8p9dpsm4cXxy0YE1awrYThkvcBKUKvd/5KX+ox8/jaBkgt0sRQgghhLieXbFhGzrPIHwdmVidZpKWnKLTDPf44hXzmXxjIsuT9FS7wZcdX20j81IxsD4/QPWo1pFmMf14faG2Di14fYVWlwtefarStSOsWb6QbfpWRPq70wvzjabvLRGuP225wTTrVh1X53SxdBg9rlgWCiGEEEKIv9kVG7YxuPe/ibthCDXscaxKa0SnqgUhqRfVe2rDKZLxvvE57rFP5t6u7hksugzl08MlTGHhU58+UWt5tnf+snc8tZQzdg8qtw/mt4f7MOqTw67hGUXpCWp1E7kzv8XcukahoNhC/HsFs3z04bnfIukaqbZ96yn8ggsPwBZCCCGEEP9kOqfi/vtPy8zJJS7lmPtZGdG26s+OgtB2SfdXh1A4yMvKAV8/TFfJaAwPk5G6EVXYczjZnSLKS3hIsOvfY6fTXf+K8tOoVnUOphzFmueedkeUC38fbypXDCr7slr8QWTlSmTlmkk7m+lOEeWleb1afL1qo/uZEGWnUc1qxKhHca7eMQd/JWD9y4GzRo/J7+oJnIUQQgghxN9PBuwKIYQQQghRShI8CyGEEEIIUUoSPAshhBBCCFFKEjwLIYQQQghRSmUy24Z2lbw2E4QQQvx/aUWQrkwu8hWXI3ktrjcOdU7r5ZwW5SDbbMHXq/hbTF+9U9WJP5Cp6q4cmaruypGp6q4MmaruypGp6q4cmapOlJdrc6o6IYQQQgghrjISPAshhBBCCFFKEjwLIYQQQghRSuUaPDvPbeC1fl0Z3EV73MXMwxaVeJbfx/V1p3Vl1H8PoFKVXPZOufV8+uAu9/FDap62FrJ/n8DdhdLnpeS51j17zn4szky2TbywvoemHcKq3mVLmcPrnxxw/e1iOcAXr87juE2tb/ukC+sb8i7x+RuQT1vf+AvrG9zrUZYczx+LWez+XEXM+95jlGvbBvPxwatr264bzix2TLpwftzx1GLS7O7XRLlwZvzKxH5yTpcnc+ybRcrYb1QZK8qJeR+fDCnI6/wy5GRSSfVVScdG1WNbC9WLvZ5kxWmtIHKS9fv48+l3PDYfLfnydVcu+94uVP/eNwtX9Xuek8zN4wptR0+em38c1yde5fWiEOWhfHueHTbCBn3AnBXL+WpGR+K+2sI5hxNb+CAmL1jOvIUf0Wb/1+w551QFxFSmpT/Jp8tUurb8pzew4pkPXYGtw1mZPv+d70qft+JTBkeY1DfWgd3h+hDsYYOZvDB/fS0P/ESCWXvZwsXXH9nzLNjt6Wz79hhdpi/MX9/cx4kqfDGlWq+tsnt96vX/fdaBlc9NzQ+wi92f/Lf97bK38tHrx7hn3lK13fN4qG7xV4iKv0jnR9MX3Ofism95ImQta49LoFFu7CdYOmkKsTYPd4IoD17RzzDbVb4uZ85/G7H7+8PuV0TZymXvB6+w79bP+Nqd31+/3ZNgSqivnCUdGx2+LV50py/l07EhbFx5XAXdB5kzx5PnftbS5zOh1mq+dVWil6u7vGnw1A+uz9DeN7nxNuYnFA6CnTjt4Rfq4SWf0X7ZGKZrDdqruF60p6/hoxF3MVY9xr2xnkyVn5aDHzLOnTZ2xIN8p+2n8xy7p4xhXuHA33qY70YXLKceLy3mjGot5CXP4rXz77+Lt348yoVDZyH50wcZO+ot9mapDythHUVpHXpvXdimccs4o/LPkfEr0wrS1GPc+1vIVqssKd2aOIOJhdLfX3rS1bhxZG1l5qiC9JdYX2xvj4PMrdo2jODzLefcSWf4fdKI8+sb+8RsUt3Zk3fkK1cevPXtkfP7ful8uf5csWEbxgoNCXOcwqwO8gUq8DX64m1UJ9zyVOrf3ZoA9xaZIofxeJsElicV/gJfjg2bQ4/hUrPW6L0JqZDKkmm/kVGKL7ihcm8eapb8h+0ofn/+Lg7ObluKtedtGBa9wee/nkDCufLmJHffbKbvDiUmRDXmRDnII/XrCay7cSLPdg9zp4ny5sizo/eUc7pcmBNZc7QtowdG8Gcmdy3u2Dhz9jF36i5CmlVUgVIiNO5LlI/2ihfVe1bnyOLECz3ayuXrLid5dj2XnH3WGE630c3/xLqvoLwkFo6fzokmT/D8F18ybkw7/J3p7P1xE7R/mRdnfsn4Ge/QO0LraHJit10UEHjUZMDbsxivlhv36iCCkn5kdbIFU9VBPPTfL5g4cw7PP9aMrKULOebOBEv8F8xam6X+0mIR9U8J6yhCBdhLpu0mcvRHvPLxC0Sf+I6VKqB3OqzYQzvwwDS1nR+Mptru6SxJLDndI3IkYz6bo7ZrJo8ODOfkjz9x1Gohdd40Eho8xvOfz2Bku1RW/Zjg/rX/Asvh6bz3/nZXsGu3FRw8O3l5FWjy0mdMnPEaN3ku4fNvtONt4fjyX9D2MuOXJef3/VL5cj0q9+A59bvRDOvSlSEDXyWnWycqaZ945Dv+06crg3s/RdrgB2hgOsH2Y6G0rFy4d0mnNq5g81L58RH3T+UD32K/2Z1cIHUe/+mtrW80u5vcSuQlO11VC/uRV+mSNJlR3boyckosF6/uYnqTXm1Nvj/sj8H9wt8qj9PbtrNl+iQWnfYm6YNhPPBeoZ8ARZmyH/+R57p0Y/hjP2G4pS/VpZO/XFjjp/Nu7ECe7lcbf3eaKGfZ2/l4ai4Dh9V0J4iylHdsHcn+zflT7e2Lj439OItGq7qo3+MsNXSge6QXtvSDHM02FFuxF627OhKce4pjKcmcyLCq0LGAk5wd7zAt906G1rxMwaY3oXdXjFdjvWg9soxdWVE0rbyKj8Z8zC6tt0yn8kZljm3dHH4/blO74INXiY0EHQYPLS9tZOzbQYYKhGtXVAfO4EuQn3YAdRgDCpVMloP8/NY26j3yCDEV3WklraMQ+5ndJBtbclN0AAbvKNq3hgNrjxTpANOb/PE2GjEYih7ZIulq3zy0nkPbaeJ3ncIYFUOw/gwHDxip07MRvnpvIrq1hS2rOXlRcOBZ60FemDldBdeV3CmFaMfYFEqDen5qY+1axrJ5MzR79HGa2X5nc0F3dEn5cp0q7jtWpsIHvM0s909Bz7YNcB0HqmnDNhYz9dFIUn8/Tp46ME3DjrPleEnhXlUGFPxc9P3T1PdyJxeo6h5msfw77k19n7lJaj3qi2266AtsMHnl90p71ee+r9TyP71Ok3Xj+OIyYykdeY7zhUux+3NViKDzh/9j/GOPMW72VNokLybl0rsl/iRD5QG85vrpchZ9977FN4nSTCl7FlIWrCbx91dVI7cPz83fzcqHh8m45/JkOcD0ka/j9+QzNPW7ekq264kprDVVzm7j9MU/DV6qvtIUd2wMlen1gVYXqbp00F6mzknAEFCLSt4X6qvCitZdXiR/+jCPjryPp6fvP9+BZDk4lcfe8Gf00y3xvdwp4MjD4f6gq7FedFis2KzxbFkaS8bJX5n7/EccNgfQaPjthBLPkme1IQnj2XqJn6CtCdOZOGIE786Kx9hyAPUKfhpXnLl7+Pb1tfh16Um4h5nEWa9zoOUz9GsSUiSwKm4d9owtKtAex0efrOBU9imybV54FtfgOLmGaQ/cxdiHJhNXZyRdtSGrJaarMvPzBxl731MsPGSkXt8m+Dlyyci24eVVdOWOQp+f5h5boSv2qJ1h5yv3qny6l2lrPGnRtbpqKa1iHy1pHdOY1irQ37fmSJGOuqL54k68DpV78Kw3eJTwIUbCuo8mJnERSRYvqt1SibifDpLrftV+chnTd1Wn66W7kYvSeRCoGkeZFiemkOYEpmzkhLuQsqftJC04mqDCrUzfaPreEuF+Ujz76VV8Xmg7St6fv5fBS4+j4GcnWy5Wh9rOq6EEu54Z/AivZCTn/M9coux4EvXYvPwG84oFvNY3RjUO58hY/vKSs4sP7hiL+aXPGVX34t4JUWa8Imnpt415288WCXAvWV9d9tgY8K0SginXhiGwNqa9qk51RcMqmFqcSLUekWgxTNG668L3a/YzjfFWKbm73+T+sWaemDG66HVAxbGfYu0nu6nWs0Yx674aOLHnqmjCpwMPTp/JxOnjacYuth+3YAjtxaOuYRRDVRB9gMU/JJT4K61HzVGMVcu+MuVewta/w8KCceDmQ3w75lXi6o3moYHVMOTE8etmM+a1LzPhgVfYeWw3c5+dQYpacXHrsKdvZ9fuOFJ3xJNjCMbLmEdecTG8e3jGxE9eokHcdBYVfH6x6Z5EjPyEiTNn89TICGLfnUOKCsr9fVVIYC26cnvGhc/PKm4I9HleVB32Gv+Zrg09eZ+e1RwcX7MFc84aPhl1L5+sycK8eQXHCvo0LsqXPzM06Vrx957vnjXp0SCFJfty8G02mtsy/sNwbWiGegy980vqPf+vy3+JNQXDNrr05fl9NzCglnqTdx26VlnAkz3d6xv+EyHdaqlTwUL8e4Pzh4B06cNzv0X+MUA/UrA+9b6h39Ny/COl246/jSeRdw4m87l++fvV/0Usd9xNDbnGquxZDvBxwZXyXQfypuV2hmrnmxDXLFUmTp/A2nMZrH08vwwZ+d4B92uiTOmDuGHMKByTb2OIqw5Sjzs/JMFwifqq2GNTuB7rxsiJFvoPi1JVQW0Gd0vhZW1YpFa/bY+hd81SNIZUuTZzwjLMZ5bxsmvmjOJmtzlyYfhk9ztZ0OYVFcxfrWWfDlNQoAre8oNSe1YyJ3OMmAw67JY8tFDSWKUDXZpdKrxzupbT6Awm1UTJp/Wsfv3Ey+wMvZfHnmyL9kOAzqchg6dMZcx7U3lS1cMVCSLm4duo4lH8OgoC6okfPUitKs2oadvKpsRcnJYUNm62UaddFYoM7tCGm2DDoV1BWliR9Au/OGhDTV2MFWlQD/atTsCszpnjq7Zga3oTVete+PxL90/6UKFmJXxcQ08USxIbNhtpOUEb26ze72qUbGb9YbXtxeTL9Uxuz30N8SjN7bm1oyk9zn/ZZW/PrX1tdJLRZUFuz31lyO25r5zS3Z67LAprtQ6nFr25n/4DlXh7bsdpNox/ioUJ+eWKsdUYxvy7DqkfjmbmpoKBKkG0nvAu/SJy2PHmo3wbW1AG+RHzzD2YVTAcV9AtHXkXT7zcHefS53n3m1R3ouJzI/e+8zC1Ctooufv5+pUfif7Ps8TotzHriSkXraMXFYuMonCQvmYcb38en/80tB+PvHo7oedWMu2Jzzj/SaF9eGTyHYRmFpc+lIA9b/Pmu/kX/bmS75zCI9qF1mkr+fjJz8j/1ody46Q36Fmt6LjrfLnEf/Iiq5u8yP1tA9VmnWL9+MmkDHuV22vn71zu3g/UdoYx6tUhhLnaHVaOzBrNjNP3cG+9H5g29xL5cg261O25JXi+hpQqeBZl4rLBsygzEjxfGRI8XzmlC55FWSgxeL6M0jddnOq/4kcEl15ZrKN0rtwnXf8uFTxfXcOUhBBCCCHKWenDy7IIRa9cOCuB85UhwbMQQgghhBClJMGzEEIIIYQQpVQmY55zLBbOZuW4n4nyYtDrCfb34/RZ9+0zRbnx9/Z2/a6njecX5atSUABnzmVhdxSdTkmULQ+jAX8fH9LOyTjc8hbk74vFmkeupaRJ0ERZCQsOZG/SUfczIcpOkJ8v1SrlX/90Mel5vobkt3L+cltHlJZk9RUjWX0lyFjIK0ZO6CtGslr8HWS2jWuIzLZx5chsG1eOzLZxZchsG1eOzLZx5fzZ2TaEuByZbUMIIYQQQogyIMGzEEIIIYQQpSTBsxBCCCGEEKVU7mOezfvfY/S/F5Dhemak3jOzGN+9kitqtx58lwcfT+buWW/SKUS7X6WT7O2Tef77m5nwyk0EagtlbeF/8/0Zekc9bQX/aJcb82zep/J6tJbXQXT+cA4P1b3kTevFJZQ45tmZxY7JdzBpdf7tXY1NnmTqGz0vut2q+P+43JhnZ8avTBr+PiFvyTn9V1xqzLM59k1GPbaM/LO6Ord9/jG3RxR3C19RGpcc82zexyfDH2XFmfynWhny3qNpfL6kFU88WA8PLdFygC+m7KLHM4MJOlDcsTGSvXUiDz27Nj/dI4YHVT3aJURP1u8T+Nfzv7rSjdGP8sGUvlTM3sDrw15iq2tSrFD6TPuMEbUKf5dy2ff2nby0OCv/aeTdvPvxcKoWPgWK2e7/qrKvglb2qe39+O7HOXK/qt+75dfvZG/jnUe/o+3bE7ghSKVoZeesn/AfehdRZfg1vtSYZ3v6GqY9Pt11K2tj9CM89Uw7POI+5NVJv7lvY+1Hs3HvM6iGhd3vTGT/gAkMLsgX62G+e+pFthdMbhU5jCdf7ol/6izefnEp7pwi6NY3eXxAFRXdaCwkf/oo0zbW4c53nqKhR0Kx63Dl2Xla3FPo1to1R/DkS90IOvcrMx77mILa3tjiCZ4Z3RLvs8Wnm5Jm8MbLq93niXZ77nd4pHsouqytzD5/i/Aoek15mXZ/qLAcZG6dwtvv7yZy9AeMbBmQn2yJ58enX2JLwfb73MR97zxETe2W23kpLBjzHBuN/Rj96u35t+vOS+LnMf9hs/scIXwQj04cSGh+5lxz/r4xzzm7mT5+F90/X8S8FcvVYzET3YGzdpKlLD5MWEcPtq8+jt2VpjgcpG+Ywszd2a6nTqcdW+Hw3m4m13J+6QscNvLsF7UDnDaslrxirsZ1qo+5zqbFyt7KR68f4555S1U+z5Mgo7zo/Gj6wvz883nZtzwRspa1x/PcL4oyZz/B0klTiLW5QgpRTryin2G2q4xezpz/NmL394fdr4iylcveD15h362f8bU7v79+uyfBqj68uO1oz7OgVWnFHxsdvi1edKcv5dOxIWxceVxVqweZM8eT537W0uczodZqvo23uOrHsEEfMEct/9WMjsR9tYVzRapAbxo89YPrM7T3TW68jfkJ6n3nFb/dBUGgNWkxyeEd8Ni8mhMF++F04EjfzIfTd6l3uxJwXFxHlycVyC0cP50TTZ7g+S++ZNyYdvg709n74yZo/zIvzvyS8TPeoXeEVlc6sdsuigk8ajLgbdUYUMuNe3UQQUk/sjrZgqnqIB767xdMnDmH5x9rRtbShRxzz0hoif+CWWu1sNqGa3UlrKMIFaQvmaYFrR/xyscvEH3iO1aqvHc6rNhDO/DANLWdH4ym2u7pLEksOd0jciRjPpujtmsmjw4M5+SPP3HUaiF13jQSGjzG85/PYGS7VFb9mKDOtqIsh6fz3vv5wbv9fMCVQ9znk9libsbQqdp6Z/Pi68OopgXOijV1CTu0IPnkKtYdca/RVI0uL37COC1v//sEddKW8mvKxZ92fSjX4NmctIwTbcbQr7geDEsiy5Nrcd+Iu/HdtpjU89NhVqPPi6PRffYxBwuaUC5m4t4dzODufRneuweDh7yDViZY495jVJeuDO7Wkzu7d2PUewdcJ4Y59i3u7tqTu3r3YsjAtzig1pWXPJPHe6llu/RixIDu3P3ibxcVINcqB2e3LcXa8zYMi97g819PIOFceXOSu28203eHEhMiPXTlI4/Uryew7saJPNs9zJ0mypsjz47eU87pcmFOZM3RtoweGOHuqfz/Ke7YOHP2MXfqLkKaVcSRlQiN+xLlo73iRfWe1TmyOJHCs00bKzQkzHEKc4lxrJM8ux5T4Q285HZrHWHJVH/4Hob4b2PlhcqcygNf4AH9Z3y+r0hlfkVYjyxjV1YUTSuv4qMxH7MrQ1X2OgN6FfXY1s3h9+M29CYfvEo8EDoMHmp5FVJm7NtBhgqEa1dUeW/wJchPOwY6jAH++YtqVMPl57e2Ue+RR4ip6E4raR2F2M/sJtnYkpuiAzB4R9G+NRxYe6RIHa43+eNtNGIwFA3ZiqSrffMw6NTOnSZ+1ymMUTEE689w8ICROj0b4av3JqJbW9iympOFTwjFs9aDvDBzugquK7lTFHMy23Yaafaf0TTy16a51OMZ4Ef+1ls4sXoLdHic2zvAvtVH3OeYAZ8Kfq5zRG8KwOfPnOTXiHIMnq2cWJ+EX/OwYgsJS9IijlTvQURIddoG7GJpodaYIbwN99yRyWefxp3/CYKsPSxI6sgbi7RW7wJeuzGBRYdy0Xn4Etnv/fwW+MKptEheRIo5Sx1MGPWN1gu7kCn901mbZFYH05eIXlOYtWIxs7+dTne2c+q6iDLzOL1tO1umT2LRaW+SPhjGA6oRcdH3Q5QR+/Efea5LN4Y/9hOGW/pSXTr5y4U1fjrvxg7k6X61KVRFifKUvZ2Pp+YycFhNd4IoS3nH1pHs35w/1d6++NjYj7NodFeG9HucpYYOdI/0wpZ+kKPZWrD2R6nfjWZYF7X8wFfJ6daR4NxTHEtJ5kSGVYXLBZzk7HiHabl3MrTmhYLtktvt6giLoHNkJaq192fP/KQLdY8hnJaj7iDzwxkcvsL3m3JYrNis8WxZGkvGyV+Z+/xHHDYH0Gj47YQSz5JnRzB2xHi2akF1CawJ05k4YgTvzorH2HIA9QIu5Kwzdw/fvr4Wvy49CfcwkzjrdQ60fIZ+TUKK5H9x67BnbFGB9jg++mQFp7JPkW3zwrO4oX8n1zDtgbsY+9Bk4uqMpGtBR2Sx6aoR8/mDjL3vKRYeMlKvbxP8HLlkZNvw8iq6ckehz09z/1KgU/8VZj2xibicEEL9iongrEfYvBkadGhMvQ4tYfMqjhcJOHI4+Onr7PTrTHtXz/71pxyDZw9CW1UhY9uJ/HE8RZhJXrSeA/NHc3e3gUxauY/1Cwu3jo34t3qYjskf8P3O/MEz1qPrSKvRmaquX289iehZS7V8UtR7VEFh1OfviGcknRo6SDqTwqa1S/ng9u4M7tKbJ2fvIi1dBec6HSZPD/UOxeBDpWD37w/XBVV4ffg/xj/2GONmT6VN8mKu019L/naGygN4TWusLZlF371v8U2iNFPKnqoIFqwm8fdXGdWtD8/N383Kh4fx8UE5qcuN5QDTR76O35PP0NRPbqhSHkxhralydhunL+600ZswXRQ8GUxeaB2JLsUdG0Nlen2gdSYtZuqgvUydk4AhoBaVvB2FguELwge8zSz3sIxn23qR/OnDPDryPp6evv98J5Xl4FQee8Of0U+3xLfQKVDidiuWxAVs2rmI//Tpzshn1xC/dmGRuscQ0Jr7uicz45sdXLlZ853Yc1W07tOBB6fPZOL08TRjF9uPWzCE9uJR1zCKoSqIPsDiHxJK7GjyqDmKsWrZV6bcS9j6d1hYMJTFfIhvx7xKXL3RPDSwGoacOH7dbMa89mUmPPAKO4/tZu6zM0hRKy5uHfb07ezaHUfqjnhyDMF4GfPIKy6Gdw/PmPjJSzSIm86igs8vNl3FRSM/cQ2veGpkBLHvziFFBeX+vqhGRNGV2zMufH5WMaNgNaaKjYjwOM3JrD9GcNYjq9iXk8X2cfcyftwazDlb2HT+oJtJ+vwJZm2vw+AXB+ePhb4OlWPwrA5l9Xb4bfmKnecu+iqbE1h5ohtvu3qRtR7jD2iTeFGwZwil08NN2DRuCr+o+NmjWidCDxcskz9eukrn6q6LK6zZWeRpH2FJYtVeAzUqVuemVg3o9vGC/PWrwuK5toHaG4so152/wgxeehwFY7ZsuVgdHuil/itfBj/CKxnJKTIoX5QNT6Iem+f+/i7gtb4xchFsecrZxQd3jMX80ueMqns9dSpcZbwiaem3jXnbzxYJcE0hzQlM2cgJd3BqT9tJWnA0QVrgcdljY8C3SgimXBuGwNqY9i4iyRUNa/VkItV6RLrqSb1B1QlassuF79fsZxrjrVJyd7/J/WPNPDFj9B8v6Cthu12B0pJTdJqx8HxdO/nGRJYnFanMCen2CNHrxvPxijR3WnnTYQoKxEh+UGrPSuZkjlE1UHTYLXloNaWxSge6NLtUZOd0LafRGUz5nW6K1uP89RMvszP0Xh57si1aW0bn05DBU6Yy5r2pPPlcPyoSRMzDt1HFo/h1FATUEz96kFpVmlHTtpVNibk4LSls3GyjTrsq7uERbtpwE2x/HDNeJP1Co0lvch9pY0Ua1NOGVSSoI2Xh+Kot2JreRNW6Fz4/soQiVecTSd3qZra//8352MyeZ8bmNHN05RboNomXtXXM/IwHO0Ds8nj1GTnEffwI09eE0ee1MTQJuH6DkHKNH/VB7Xn0QRtTBnZjsDYuWT1GfXyIs4eWktGoB+EF1wB51qBLjeSLvnCqQIm8i8f6BmHTWkY+9ehd5zee662tpw/PbapPr6j8guTU0ue4p6tK7/1vdtTtR4SnL3VurcPmh/rkf26vJ1l1uoTm1XXBk8g7B5OpvrSu/e3/IpY77qaGXGNV9rSryofkn8uDuw7kTcvtDC1y1boQ1xoL8dMnsPZcBmsfzy9DRr53wP2aKFP6IG4YMwrH5NsYopUh2uPOD0kw1KFrlQU82TM/bejwn1TAWQuvEo+NSn9vcP77u3Rj5EQL/YdFqaqgNoO7pfByHy1d1ZPbY+jtmhrhMlS5NnPCMsxnlvFyP+29g4v+ylPSdmfEsSqtEZ3yfxJWtHHWkX8YZ41HJLc925ugK9jR4BF5K53DNvHZg3fx8hMzONHqAbpUt3H404d4acRdjB3xEF9t96OxuxNORRLsfOVela699iDf7NnI7FHa33fx0mOfkBzZnw7VjaStnkWsNmvJoc94e6R6/V8fcthswMs/mICgYCrUaELl8AgaRAahz9pWzDouqi88atLp9qrEvno/Lz6ggnK/btwcpTVnlILhGa70Ltxcw30s/5DuSfb2Kbzi2va7eXPaAUIH9FPBuydV+g2h0oZJTBxxL9PW+tCmd5SKGEpBH0KbRx+gxpmlfKJ9llr3y/dPZvPRg/y2zYdWHau6A3xPwjq2wbh1AfsPr2DBBq3lFs+CJ+9W77mPbw5c4fE6V8iVuz239jG6smiFONWqdOdXlZf0OW8ubMdTD9cr/oTQ9u46afyU6vbc19H+/p0ue3vuMjufhdye+8qQ23NfOaW7PXdZFNZqHao+vLJl/tVVyfzZ23OXfi9UzKGW/Gt7XBbrKJ3y+qSr66hfGVfH7bnLLNC4EDgXVuLa/2lH+5+2v38XCZyFEH9JWZQhah1XvCi6Psq+0u9FWYSiVyZw1pTXJ10fR73sXPPDfk2RI3j2wTrun12EEEIIIYQoP9d88KztwsVzHwohhBBCCFEeJOoUQgghhBCilMrkgkHtQp9LXxghyoJeryfIz4cz5wruqi/Ki6+3Jw711cg1yxzO5a1ioD/p6pzW8luUH5PRgK+XFxlZ2e4UUV4CfH0wW61yEewVoJUfB44cdz8TouyEBQUQGhzgflZUmQTPQgghhBBC/BPIsA0hhBBCCCFKBf4P6C4QPb7eTrYAAAAASUVORK5CYII=)