FTAP 10633 FT SANTANDER CONSUMER SPAIN AUTO 2016-1 Santander de Titulizacion S.G.F.T., S.A NO SI 20171231 Las modificaciones son debidas al proceso de auditoría y afectan a los estados S.01, S.02, S.03, S.05.4 A, B 520212000.00 506410000.00 520212000.00 506410000.00 520212000.00 506410000.00 519409000.00 505535000.00 3557000.00 1358000.00 -2754000.00 -483000.00 0.00 0.00 0.00 0.00 275555000.00 292307000.00 176365000.00 185264000.00 176365000.00 185264000.00 172555000.00 182056000.00 2855000.00 2991000.00 163000.00 100000.00 2023000.00 125000.00 336000.00 57000.00 -1567000.00 -65000.00 0.00 0.00 0.00 0.00 0.00 0.00 99190000.00 107043000.00 99190000.00 107043000.00 795767000.00 798717000.00 780300000.00 780300000.00 0.00 0.00 780300000.00 780300000.00 780300000.00 780300000.00 650200000.00 650200000.00 130100000.00 130100000.00 0.00 0.00 0.00 0.00 0.00 0.00 15467000.00 18417000.00 0.00 0.00 2865000.00 2869000.00 2865000.00 2866000.00 0.00 2865000.00 2866000.00 0.00 0.00 0.00 0.00 0.00 3000.00 3000.00 12602000.00 15548000.00 12592000.00 15372000.00 36000.00 36000.00 12556000.00 15336000.00 10000.00 176000.00 0.00 0.00 795767000.00 798717000.00 15590000.00 15643000.00 62535000.00 50426000.00 15590000.00 15643000.00 62535000.00 50426000.00 -3612000.00 -3615000.00 -14329000.00 -11411000.00 -3612000.00 -3611000.00 -14329000.00 -11345000.00 -4000.00 -66000.00 11978000.00 12028000.00 48206000.00 39015000.00 0.00 0.00 0.00 0.00 169000.00 -10944000.00 -11732000.00 -44551000.00 -38467000.00 -4000.00 -9000.00 -41000.00 -30000.00 -3000.00 -4000.00 -9000.00 -8000.00 -1000.00 -5000.00 -32000.00 -22000.00 -10940000.00 -11723000.00 -44510000.00 -38437000.00 -45000.00 -45000.00 -179000.00 -143000.00 -11064000.00 -11678000.00 -44331000.00 -37519000.00 169000.00 -775000.00 -1034000.00 -296000.00 -3824000.00 -548000.00 -1034000.00 -296000.00 -3824000.00 -548000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 241000.00 3529000.00 777000.00 16447000.00 11957000.00 12040000.00 48111000.00 38741000.00 15569000.00 15672000.00 62440000.00 47289000.00 -3612000.00 -3614000.00 -14329000.00 -8482000.00 -18000.00 -66000.00 -11711000.00 -8507000.00 -47290000.00 -22290000.00 -45000.00 -45000.00 -179000.00 -107000.00 -11666000.00 -8462000.00 -47111000.00 -22183000.00 -5000.00 -4000.00 -44000.00 -4000.00 -5000.00 -4000.00 -44000.00 -4000.00 9520000.00 13848000.00 -8630000.00 90596000.00 780300000.00 217278000.00 -61581000.00 -277722000.00 -765000000.00 -207758000.00 77381000.00 269092000.00 75915000.00 45640000.00 77381000.00 170862000.00 39475800.00 24323000.00 98214000.00 36439200.00 -277737000.00 16000.00 16000.00 0.00 0.00 -1952000.00 0.00 -619000.00 0.00 3775000.00 -1887000.00 -3775000.00 -65000.00 -619000.00 9761000.00 17377000.00 -7853000.00 107043000.00 89429000.00 89666000.00 107043000.00 0.00 99190000.00 107043000.00 99190000.00 107043000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.80 0.01 0.00 4.09 0.21 0.00 0.00 3.96 3.75 0.12 5.00 984.00 177000.00 66000.00 243000.00 14062000.00 14305000.00 675.00 248000.00 97000.00 345000.00 6627000.00 6972000.00 255.00 185000.00 64000.00 190000.00 439000.00 2008000.00 2447000.00 154.00 142000.00 52000.00 91000.00 285000.00 890000.00 1175000.00 176.00 164000.00 58000.00 70000.00 292000.00 659000.00 951000.00 302.00 1532000.00 162000.00 132000.00 1826000.00 1826000.00 2546.00 2448000.00 499000.00 483000.00 3430000.00 24246000.00 0.00 27676000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 9563000.00 4015000.00 1924000.00 60276000.00 22991000.00 15765000.00 155319000.00 102765000.00 63481000.00 150904000.00 213972000.00 65511000.00 122362000.00 115696000.00 571300000.00 199120000.00 229635000.00 469871000.00 697544000.00 689074000.00 1187852000.00 4.18 4.52 15.13 2.05 1.53 3.04 0.00 0.00 0.00 0.00 0.00 0.00 8.71 8.78 8.78 12.75 12.75 12.75 5.00 5.00 5.00 17064.00 143506000.00 14064.00 132764000.00 20652.00 229365000.00 2105.00 17745000.00 1970.00 19064000.00 3034.00 34293000.00 1434.00 12090000.00 1252.00 11968000.00 1969.00 21588000.00 2870.00 22663000.00 2435.00 22194000.00 3386.00 36402000.00 5244.00 39659000.00 4642.00 39031000.00 6160.00 60697000.00 1009.00 8431000.00 893.00 8494000.00 1408.00 15517000.00 3242.00 27579000.00 2930.00 28674000.00 4693.00 52885000.00 3162.00 26295000.00 2798.00 26351000.00 4128.00 45327000.00 12639.00 111692000.00 11046.00 110248000.00 15920.00 183440000.00 136.00 1202000.00 130.00 1401000.00 156.00 1851000.00 2011.00 16433000.00 1826.00 17305000.00 2574.00 27920000.00 4251.00 37793000.00 3683.00 36239000.00 5590.00 63090000.00 11513.00 91035000.00 10398.00 95533000.00 15458.00 167196000.00 227.00 2135000.00 187.00 1946000.00 252.00 3082000.00 2963.00 27030000.00 2533.00 26214000.00 3700.00 43521000.00 954.00 7621000.00 904.00 8387000.00 1437.00 15671000.00 606.00 4934000.00 566.00 5398000.00 854.00 9454000.00 8921.00 76736000.00 7555.00 72735000.00 11232.00 125031000.00 2770.00 22965000.00 2593.00 25128000.00 4643.00 51522000.00 83121.00 697544000.00 72405.00 689074000.00 107246.00 1187852000.00 83121.00 697544000.00 72405.00 689074000.00 107246.00 1187852000.00 0.07 0.74 ES0305124051 BONOS SERIE F 153.00 100000.00 15300000.00 153.00 100000.00 15300000.00 153.00 100000.00 15300000.00 ES0305124044 BONOS SERIE E 191.00 100000.00 19100000.00 191.00 100000.00 19100000.00 191.00 100000.00 19100000.00 ES0305124036 BONOS SERIE D 230.00 100000.00 23000000.00 230.00 100000.00 23000000.00 230.00 100000.00 23000000.00 ES0305124028 BONOS SERIE C 421.00 100000.00 42100000.00 421.00 100000.00 42100000.00 421.00 100000.00 42100000.00 ES0305124010 BONOS SERIE B 306.00 100000.00 30600000.00 306.00 100000.00 30600000.00 306.00 100000.00 30600000.00 ES0305124002 BONOS SERIE A 6502.00 100000.00 650200000.00 6502.00 100000.00 650200000.00 6502.00 100000.00 650200000.00 7803.00 780300000.00 7803.00 780300000.00 7803.00 780300000.00 ES0305124051 BONOS SERIE F S 0.00 8.00 248000.00 S 15300000.00 15548000.00 ES0305124044 BONOS SERIE E S 0.00 8.00 310000.00 S 19100000.00 19410000.00 ES0305124036 BONOS SERIE D S 0.00 6.00 280000.00 S 23000000.00 23280000.00 ES0305124028 BONOS SERIE C S 0.00 3.25 277000.00 S 42100000.00 42377000.00 ES0305124010 BONOS SERIE B S 0.00 1.65 102000.00 S 30600000.00 30702000.00 ES0305124002 BONOS SERIE A NS 0.00 1.25 1648000.00 S 650200000.00 651848000.00 2865000.00 0.00 780300000.00 0.00 783165000.00 0.00 1.81 1.81 1.81 ES0305124051 BONOS SERIE F 313000.00 1175000.00 315000.00 1156000.00 ES0305124044 BONOS SERIE E 390000.00 1467000.00 390000.00 1443000.00 ES0305124036 BONOS SERIE D 353000.00 1324000.00 353000.00 1303000.00 ES0305124028 BONOS SERIE C 350000.00 1313000.00 350000.00 1292000.00 ES0305124010 BONOS SERIE B 129000.00 484000.00 129000.00 477000.00 ES0305124002 BONOS SERIE A 2077000.00 7801000.00 2077000.00 7677000.00 0.00 0.00 3612000.00 13564000.00 0.00 0.00 3614000.00 13348000.00 ES0305124051 BONOS SERIE F MDY No Rating No Rating No Rating ES0305124051 BONOS SERIE F DBRS No Rating No Rating No Rating ES0305124044 BONOS SERIE E MDY No Rating No Rating No Rating ES0305124044 BONOS SERIE E DBRS No Rating No Rating No Rating ES0305124036 BONOS SERIE D MDY Ba1 Ba1 Ba1 ES0305124036 BONOS SERIE D DBRS BB (low) BB (low) BB (low) ES0305124028 BONOS SERIE C MDY Baa3 Baa3 Baa3 ES0305124028 BONOS SERIE C DBRS BBB BBB BBB ES0305124010 BONOS SERIE B MDY A3 A3 A3 ES0305124010 BONOS SERIE B DBRS A A A ES0305124002 BONOS SERIE A MDY Aa2 Aa2 Aa2 ES0305124002 BONOS SERIE A DBRS AA AA AA 9563000.00 60276000.00 155319000.00 129771000.00 129771000.00 150904000.00 213972000.00 213972000.00 122362000.00 115696000.00 115696000.00 281876000.00 320861000.00 320861000.00 780300000.00 780300000.00 780300000.00 4.18 5.00 5.00 15300000.00 15300000.00 15300000.00 15300000.00 15300000.00 15300000.00 1.96 1.96 1.96 SCF SCF SCF A- lp / A3 lp P-2 cp A- lp / A3 lp P-2 cp A- lp / A3 lp P-2 cp BBB lp / Baa2 lp P-2 cp BBB lp / Baa2 lp P-2 cp BBB lp / Baa2 lp P-2 cp S S S 83.23 83.23 83.23 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3948000.00 1483000.00 0.57 0.22 0.61 3948000.00 1483000.00 0.57 0.22 0.61 Nota de Valores 1632000.00 0.00 0.21 0.00 0.14 51000.00 0.00 0.01 0.00 0.00 1683000.00 0.00 0.22 0.00 0.14 Nota de Valores 40000.00 0.023 17500.00 2350.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 20170101 20170401 20170701 20171001 15300000.00 15300000.00 15300000.00 15300000.00 15300000.00 15300000.00 104519000.00 75608000.00 93811000.00 93007000.00 65219000.00 77762000.00 -62000.00 -48000.00 -49000.00 -49000.00 -75000.00 -46000.00 0.00 0.00 -15300000.00 -15300000.00 -15300000.00 -15300000.00 -15300000.00 -15300000.00 -88400000.00 -65193000.00 -81751000.00 -81103000.00 -65144000.00 -69980000.00 -1936000.00 -1905000.00 0.00 0.00 14122000.00 8462000.00 12011000.00 11855000.00 11579000.00 7736000.00 14122000.00 8462000.00 12011000.00 11855000.00 11579000.00 7736000.00 S06-SCSA2016-1.pdf JVBERi0xLjUNJeLjz9MNCjEwIDAgb2JqDTw8L0xpbmVhcml6ZWQgMS9MIDQ2ODM0L08gMTIvRSA0MjUyNy9OIDEvVCA0NjUzMy9IIFsgNDU4IDE1Ml0+Pg1lbmRvYmoNICAgICAgICAgICAgICAgICAgDQoxNyAwIG9iag08PC9EZWNvZGVQYXJtczw8L0NvbHVtbnMgNC9QcmVkaWN0b3IgMTI+Pi9GaWx0ZXIvRmxhdGVEZWNvZGUvSURbPDMyODRFOEQ1MTk4NjBBMEM5MUFBMEE1OUJEOEI4QzREPjw0NUU4QzkwQjM4RjNGQjQzQTI1MzMwNzBDMUU3QTg0Rj5dL0luZGV4WzEwIDE1XS9JbmZvIDkgMCBSL0xlbmd0aCA1Ni9QcmV2IDQ2NTM0L1Jvb3QgMTEgMCBSL1NpemUgMjUvVHlwZS9YUmVmL1dbMSAyIDFdPj5zdHJlYW0NCmjeYmJkEGBgYmAKAhIMfkCCsQnEnQ8kWHYCibjjQGKmMgMTI8NMkBIGRqzEf8a9vwECDAD5ewfrDQplbmRzdHJlYW0NZW5kb2JqDXN0YXJ0eHJlZg0KMA0KJSVFT0YNCiAgICAgICAgDQoyNCAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvSSA4OS9MIDczL0xlbmd0aCA2OC9TIDM4Pj5zdHJlYW0NCmjeYmBgYGVgYJJgAILF+QyogBGIWRg4GpDFWKGYgaGJgZ+BgaNEcu+V8JMNUOXL5KHa2sBaGbYcg/AZGQACDABngwjtDQplbmRzdHJlYW0NZW5kb2JqDTExIDAgb2JqDTw8L01ldGFkYXRhIDIgMCBSL1BhZ2VMYWJlbHMgNiAwIFIvUGFnZXMgOCAwIFIvVHlwZS9DYXRhbG9nPj4NZW5kb2JqDTEyIDAgb2JqDTw8L0NvbnRlbnRzIDE0IDAgUi9Dcm9wQm94WzAgMCA1OTUgODQyXS9NZWRpYUJveFswIDAgNTk1IDg0Ml0vUGFyZW50IDggMCBSL1Jlc291cmNlcyAxOCAwIFIvUm90YXRlIDkwL1R5cGUvUGFnZT4+DWVuZG9iag0xMyAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvRmlyc3QgNDEvTGVuZ3RoIDU3Ni9OIDYvVHlwZS9PYmpTdG0+PnN0cmVhbQ0KaN7cVN1v2jAQ/1fucdPG/G3HUoUEtLBJK6AFrQ+IhxQ8iBQSlLgS/e93dlK6Mm1029t0su58vu/cLywBCsyCscBREMgYCCWBc2BUUuACGNccrq7IzdFPUp95h/IkZcGNwpd+n4yr0qNuseDBG3UoyuDZPs/rap06vyTz6zFZuKNf9ftoPpvDt6xoHAq3wEg66K7pLdAPlJPF48E95yTVoX2PvoNm7UoPRlEyyg4fXb7deaDk2rX6HseHcZFtGxA8ljccVsdlT1EBPUENtoStWS1X8XGc7fPi8c0oK/L7On/b6vLC4QhUbCcoptnekeFkMJ3evussoz71tfPrHZlW9T4rouqurUdSSj55NF0Pym3hsL7Uu/1X5LG1YBkKrvODr+rY1jBrXFCf57kp19UmL7fkLi8HZZOf7uO8bvxol9VPfT4HDN8z1P456yzCTNKHex9yL+oHF4s4VYKhN37XLDnXQDsysX0KAscWTpAxCsoaOcebwlm+5nCdnKIGUibsjhICNOaQSQJSWdCCxQw82khsIFEKtNSgcQMVM8FHimgrE/NDPHkWX8b4EldQcYxvE6wZuYnxOS65sJ1krI02ipuOKxDSgrCIA9HeZVfRSwp90f+MwqQu2eBEVv8EQvxv9MIKtSA07CII9c8gnM2ewPF+WBWbC0g0v0AiE+J1WDxP93eA5C8Bmag/xOM5hSHSMxT+fjd19FA8YI2ecBdxrU2HOgGJkaADHo1GjEaca0SdwWMRj0rg9/8uwAAIlpFtDQplbmRzdHJlYW0NZW5kb2JqDTE0IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggODgzPj5zdHJlYW0NCmjelFXLbttYDN3rK7gJIAMWe9+P7lTHCTyo5UBWNtN2IcRK4EK2Uj8y2/zu/MKshlfyK27iwSwiyznk4SF57zE6LeAp+nQ75fC0jpxC5YBzjdJyoA8rQFmPXsGqih4jCoo4Y8jVSdCbCOwIuVXozSFIMjTmTZzwCs2FSlJoFBfwL0X0qSgoAorHiIFF7yBpnwwEKXShDYPOMg3FgiKe6K94CI+/ojgvN/MGZhUsmlWzns/KGUj4p97MF80aFtW6Wn/uFT8jJVEIbSDhRCQEFNfRt/gKxvukXqKccajiaVnPGniZvzS9H8UfUXJIFMisbhPjn9s64balpdYNt6SU/p8gE14GVd9i1lf6KpDKQGoV6RcWNVN9w+B1R71LJk2WKxkoup7Kp+a/+TU/4RcGrbLovOgz8w7/vueOf109/09+ZlAyj1Lb9/glGqH4kf+wk8N4w5eaFrJfjOxWA/PlY7WaNysoa5B9qa/gezzYLp7r6nsv6GPt3JVuyeObsq7ns2a9Q2hszutuld3ayoftYluXs7b48+rv9aYM1R53eQi9RBgtLZqYI6Nz65joSwE9QVuOX3uJZsLuBLQ9ntVvlh11TuJXLyUsG1hXUC0fttVyswpvUNWQzV/omVe/ttTbrDmodVKZTu1ZBJwT9xLJBJ08H4dbQ3eAMdZnjHTSHuLXvTQagOb+fWnpw2Zb1rsdC+6OKzbtis+YX9tINN4L8KiMOTkudJadvQoBiXBdCBd0fa1qSxf56PZ2mE/hZpSlX0d/poPRJIO7YT6aXE/gegj5cJDmt2kgkJJuP4lJhEAtpWsJdvMmmHxA7X2As9YIug/6Sq0bENpRXmcE8Si7meTjYSgxuB/ffR2NR8OsaEtmBKTTVjJHpRwHgdaablRFCtM0K9LsepjDYJJN78f0Mr1LRxmk90QgGDcJD9nDInISdbAv8lNO9kWXmPwIaQateTlN9KDpKAnfmhuZ4xEVdG8oWSmOnJKdp7P0O6xpGJKOGBktP0El52Q9h2QS4NXv8D75HCbbPor29g0ztzq8H1R7jfy0KUkl3bGy8CjegfeVz+H9wOioyl3VYPdk4y3sfVvsI7jT/RFIEwwD/ggXrPsp+gjmHrWiviSyPc61DHo63Dq0F9I9Gd0Fda1DXoAFjftSuqTfxAuwuTy4fwUYAPba1lENCmVuZHN0cmVhbQ1lbmRvYmoNMTUgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyMzkyMS9MZW5ndGgxIDYxODkyPj5zdHJlYW0NCmjetFsHfFVF9j63vRdCi3QIwguP0BFEQASEEBJaKAmhJKGkkRB6kSYoRlCEABYEFRQh6ooi6EtUxLWhi4piwYJl3V27ooKCbQWSd//flPPy8iiyv91/4Mv55ky5M3PnzpwzMyGDiGpTMVmUOiq9S7eT/9zzIdGcz6DNyZ+VO3fpjuy3iL5PIrJuzV+0wBe4e/+7iPsHkdO8cO7UWb//PqIW+B9ENZpNnXl14UdzCjoTzU0gunJKUUHulOOL1x4gOrEOeXoWQVF7d70CoroNEG5dNGvBktGTn/4S4V5Efe+YOSc/1+r8fiei3Q8gvH1W7pK5cUNNpD0xE+l9s3NnFRy6/vr3iY79ivosnjvnqgWoN36OvS/i584vmDvjMTNIlHIIxccQee8lCt5O4T+pNJ2uQnuLaRWtp9vpBfqE8mgl2GbaTg/SwxSgF+k1+pD+hz/Bq51ZVMt6ijxUn8g95R4LPgjsdeqEaW5HqL7tq9K4Me6PEbofg7e7McG9nnoULfPWNt+F9hej0j1l9hdht6cImzeB15U5TnjvDT4W3BHRB2mURRNoIk2iHMpF+6dQEU1Dz8ygmTSLZsvQbMRNxe9ChLKRKh+pBK9KNYfmAvNpAS2kRfg3F/wqHRJx82R4IS3GvyV0NS2lZXQNXat/L5aaaxCzVIaXAMvpOryZ62mFZCyVZiXdQDfird1Eq2nNeUNrQqyE1tI6vOeb6ZZz8vXVQrfi3220AeNhI22iO+gujIu76Z4I7Z1Sv4XupW0YMyJuEzTbJBOxz9Ir9CQ9So/RHtmX+eg11SPcL4WyD+eiD65BC1eG1Vj13+JQby1H20XbSnRLl0C/IizHIt2PIuVKpFSlqPcgSrk2oiduRRsUr2qRCm2S7a/ShvfK+bTcH/eE9czdMiRYpPZc/A7aii+wFL9Frwp2H7hi2yQP198bSrtdhu+nB+gveBc7JGOpNA+C76CH8G3vpEdoF/5V8XCm5KO0W765AJVROT1OT+BN7qGnaK/Uny/ubPrHtb48pHma/krPYIQ8T/sw07yEf6x5DroXtHa/1KnwS/Q3hEUqFXqFXsUM9TodpDfobXoZobfk7wMIHaJ36T360KgN9g59h9+VdMj5iurQAMzTf0U/30OTaXLC4CnZkydNnJCVmTF2TProtNRRI0cMTxk2dMjgQclJAxMHJPTvd2XfPr2v6HV5zx5dLuncqV2b+Nb+Vi2bNLgopm7tmtE1orwex7ZMgzol+wfl+AJtcgJ2G/+QIZ1F2J8LRW6YIifgg2pQ9TQBX45M5queMgEpCyNSJqiUCaGURoyvL/Xt3MmX7PcF3kzy+/YaWWkZ4OuT/Jm+wDHJR0hut5GB2gjExSGHL7lJUZIvYOT4kgODFhWVJOckobyymtED/QMLojt3orLomqA1wQLt/HPLjHb9DEnMdsm9y0yKqi0eG7Dik3OnBFLTMpKTYuPiMqWOBsqyAp6BAa8syzdN1JnW+so67StZtzeG8nI61prin5I7MSNg5SJTiZVcUnJT4KKOgfb+pED7pV81QZMLAp38ScmBjn4UljI69AAj4MTH+H0lvxEq7z92tLomV2s88TG/kaCiiaFuQjxzQt1QQ7QvLk7UZe3eBMpDIFCclqHCPsqLLaeELh0zA2aOiNnHMQ3Hiphijgllz/HHiVeVnKP/LypqEijO83XuhN6X/+PxH/G+gNUmJy+/SMjcghJ/UpLqtzEZgYQkkIRc3dbksq5dkD43B42YJrohLSPQxT830MCfqBJA4RPvYFp6hsyiswUaDAzAcNG5Al2Sk0S9fMklOUmqgqIsf1rG03SZ+1lZd1/s45dRd8oU9Qg0GoiX0ia5JGNKYaBlTuwUjM9CX0ZsXCAhE92X6c8oyBRvyR8TaP8ZHhcnnyhzoW0RqTmxaLk3PsqXYcZameJtQeEbhF/+xL6IiMHrkkHxRhP7+jKMWOJkeIpOIVi1chCw4gcOEVGWyDpwSGxcZpz6OU+VYnWdnPhAVFhZMVCE6qSec86qqdSiQu19yQVJYRWsVqijK6hLO3s9TdEX+sHIESVe5xCOsuLx5UJnohipEm+xiS9Aqb4Mf4E/048xlJCaIdom+lq+35R0f0paVoZ823qUjKkWUvG9VChAcYjmgDkQY3BQx1h+rTI8WIZDwSER0UM52lcS5U9JLxGF+3WB5MMXhEZ72gzNXdurXnd8moMwu/kH5fp9Mb5BJbl73eK8krKEhJK5yTlFvUUZ/qFTSvzpGX1jZV1HZ1wbu1Q8qh6lGCljEjt3wtyTWOY3VqeVJRir07MynoaB61s9JqPcNMyBOYmZZa0Rl/G0jyhBak2hFUoR8ImAKGk0AlEyfezTsNKLZawtFTKcv9cgqYtinUH5e02li2GdCZ2tdAlSJ37wkpoUoYsx3Sb7pojXc01mUUlOpvi4qBFeJf4bAcPfjwKmv1+ZYXpqBaL9BYmBmv5Eoe8v9P2V3iP0XgwMo5GBzhFzUkmOH/MUBlQGxRpqKFqiSN9e1x2TEfdm7LHMOAy1iUBWRqBGR8z9TvwwpBsskAP14EBxfq6oB43NEHm98UPzMzFsuUAkGRqogRJq6BKQYpDMI4YjMuXj3eAFyvzFCASKMwOZHcVDM6ZlyuEcE6Ah/t547apMp414UJfMknr+bvLbxKcQHX+TEDVQN0rPUJpYBPGwTNVJ3lqoeb4fUfk5PvS2TfnpGOpqLo2OVZoCTIl2mwKJ6FgdSaJZVnzN2tGBGpegQPwXvOYl4pN04r2ZmaryMnSTToBnxwRqokZtwrpSZ0DvIGqoqAv+34SqiqQvimLS9tJo/xLMLKLSsiQvogO144fmYvJX+WtC4+/FmaPEHFFTl7Ffab2i5bXQ71b8mL3uDv/VcWE/nTv5xeIgBibFPo2BTZklkYrAhI6dO0VFamtLdUlJVO2zZ1D9FVU7JIXSl4xVAwnhE3soSMb+6O2nT53aXuOo0IT/1G1t16kKGW8T2aXkv1B4Yt03BOws2mUnUe5ZcRRxR+lO26VYAesI7QKStRykkQ9kA9dr/S5rN+1yatGESNgVKA9wEshn2rTLtN1hkO0grwAuBVKBUcAy6FsAbe0NSLeevOZ692G7HfID1iSJ6608zedSc3sy7fJ8iLI7nAVeYDjl/ylGKXh+ony7FZ4FOHngGeAK6UKifYM1GgJNQuFvqG44nFa080Jhl1Arbwu6MhJ2W+qKslqcgReoj0YzKX+lmAuFM9H9QsC2qdQ6SLPOBruASoHp9mLqJmAVI20x6qKkT6MT0B5I1PpSKxX5VtDMM7AE+iW0zt5KCcZRKjWOuhmQTSGHAG2BscBoYB70FwFN7FgqNfsRmf3cddZrKBswP5O4yfxG8+Oo22Eq9XhQ/m0hbAaWSF4I7KTCP8VfFVBOofUyngXYZeDHwBWSpRxFQxXc34DfQ+FMam5lukElMR7X0zbgHi3vBBZqfgasSorz9KPLI2G9QT2tlXhnkZhGSRpRUh6miRFocRadhKeLgt2dNuP7ydIYCYznsHcOZXn+CRgKSJtjrwOmA90p1zpNky4E5jyK92yh+KjDFG8/An635n0jMCoCWu9ZFIE1EdD6aulr4BkDw8peWRVnH1Nw6lO8tx3FW/upRyRkW8/EZru7u9se6J40PqAbjQ/c2ZB1IbMAHzAfyACmQn8RsNnaRzfaLWi18b17WCPfuh96DZEG6GA2lzLFOE3NzUra7JkinlUNI6W8z90qZS+8j+oYdYaur4LnDfnuuJwc83XarOCehJxtxVGaAsZtnFvJYedRBZS12TiB9I9SnLkfEPJZamN/Q3H2wgsD+jrOm4Lx/fGFAfXcCNys5SpgBLBG843hsLZSK2cv9YiEtRhz0jZqdQbaU6aGV8peNN/KpSnWEozVXZRkfk0zzZFSDjH30mDjRWpt3ol39B3NNPIp15jlfoTwTGMy5rNxSPuNRLLMhzzG75BdKdH4kvwij3kjtbR+ok7mcqxxq6ileTklmmMwny0ENopVuzKKqOKIOe5MHepHVjYgdRXbgKkRuq3ANMNFeAtwH/CQ1BcAOVZrlPcbdIOAqVK/HVhutUV4KDA9VMa1Vi2E6wIXSd0u4GHzNuS/C9gudd8BX5iwMcyXgCeR9kXgc9gc0vqoGA1carwFO+QD4C0FtGWEANp2A+RS8zopFxn/phvMS9lecdcIG8RKx/p6A/VWNkTwVbGmKXsheK9Ym5W9EISb4I6WdsAmas3rPfo4Xa3hbiOZB+u29QhsE7UOY70MzhbSUx/PxHrqIbrVSaXJTmrwJK+JYi00T8s1xh9ayzC36nWr1H6CCtW6hbYddcfI9ehzuojXHesmmhxaS5ao9cOaQClyPQibux30lJjXnQy6SawvEiWwtQQS8J12w3jcgLWvK9L9BWMUMA9gDhiOOIEBmI+WkMfsRhvNbu5RYClQV84rT6B9hZB3YqybNMKy8O3wnDCT2tn1aBHyZ+L9T7SakmWPpVs1rgUaOT1prNOHxqLd9ZyHaaOzgaYImGvku4xGP4l33dN06M4QWmPcuzRbQL7PEbRbvs+5GovwjtqSFWY75nqK8IzXKcUR9pWGtgdTha0Xsre+JMtzCvhQ2Y1eq8qOs0+q9yzsVLa90E6FvZgXNqp37TRHmt+A+bTA8zPKaAH+A9X1NIFMAPJokp1Led4o8Hmw71zk/xm2Gwa2HBs/0n3STmqg0Rbvu5jqhNlDnZwlWIOLaby9BnFr6A5gk7Zxxgr7BW0tFcC7NeR4WaJtkoeB6XqsCLuL7YitGLNbYXN3QTui1Xixb0aeaUh3imZ5/LB3khHOpsbOSuiOAF/RDOs47Jdu4C7W92xqaecD+AKxhhtSj/XfHoh+EWPrMOb1/RqHxRrkZsDOayzWifA1HOX3g02QYqdj7KXDpkrHmqbWwPliXbP2YLwBdkNq5DGpvjONsu3BWMfa6bXqUqCDXH9WhWwOsc40pWix1um5uYn1LrWyg9Bj7sZY3GxfJtfQROd92uwEER5G0c4Y6F4C1mJsr0fdXgE/SL3sdPekWJvxvptYs9E2DYzVvwiYdxvR5t30goD1JN0ITJb4F8Z2Dh0DyqwptBRrQTbGcQcxpoFnxPh2VtEd0K0TepZ4R6uBjiy1rqO5hxYA+1jaTWHzNcX3oKXVmAzzU6wJjxklVoXxKMI1Ee5sXoU1BLAqYE8C3n60KRzQnbQq6MXQNzeLbgSWmgvQpgWUZd5A44CFZgLm1QToh1EAmHqudCjrXmAxsARYZAdohn0l7IEKmg5caeyntVYPWutgTXKwNnn/DWDd8PZV0rObHhOA/1nsPED9nV00Au0l5O1vP05Doe8APh5S2E4Z4E8DwxBOh5yFvugI3t36BWv1Nny/z8N/3IZ022CnxdHQqMswV1Rgfv8SY/wiutjeSNnmQczLRykPSMP4aGV9CNmTllvlsNl6Yj7oibFdh4YAjwLzgamADygAZgD5wGiJgeib9dTUuh7z4FWYD3dRG6sI9XgKfTCUumBspFjP0mjUJxVYDxQAeUBvYKqs8zaMn20Yr0hzRv3aXXD9up6tfvg+hhh/wIYIUIq5mwaYn1C8+SDGyKc0AetyN/Nz6D+FnfI9pUGmmYdovPEs5QAZ/01ecyv1Mn6jS83R1NccinE5jBqYg5AnjbqavaiVOR5ljUDZF5quzE2x6lOSkw1gLXUaa3kJkA68RiMlptJg5yngPuBNautcS8ngyVjbhT03JGokDYFuovc1vK8KrOsVNBzIAToCkzXPBPAN4V2p+LHAODGene+ok+1QD897NA3vPtc8BvuvgqKEvSHsALFmegowF4+hCXYjGoZvbgtwB/CaRB16zFvH6M0yeiRt8fSC71ZI7YwS2AN/l+vufwnjUMQeTVOgIXCxDjcPg9SF9luOwFc84h4BvtPyiNBhTW0IbD/vnsfGc4D3Jl45O6rtRYT8S/cZoAzYqwCfMsRDuolh60tX67T7icbHwEGhx/rSRqwxVT6NewT4vkpCt/0MDJWS/YN3Q1in5SAh9XpjCom1Nx1936tqb8R9Dtin5QGtO1Ad0LF9WOweB3YA24H7gJuhF3sXNYCNYfsLcUCrMFloHz0H9J6A0zCELVouFFLZke4JIS9o3L1IhU5r2E0CHtg4t2NOFbgG9YfNJHw6YXMIvzXcJw/3u+FHNDe/pZstD9buFLrZfAhYh3ASwhPoZuNB4CA55mfQI2zPQtxCzJsLseZ8JHkW1t7xZjENwtxgw44ab35JzexkzBVPouy1wF5KhY1ZKWAXum44rBcFsL7UgqwVkqbwIQQM13XDgTJqCJg7aYXGXQLwSW4I0ylchzoD0l+6jW7Ad1gJfQOgvvS3QsAzhZ8l/Ce5HgNblO9F5MJnCw7HM08rBPsrVL4koJ/bAOWvhGwI3C5gbTGGq/yq3arewtcSMviUrkcD8SzRD6IN/MxI2AY1sA1jsCjN3CnSoi/eUlB9JvTyuQcErBN0gOPZX4N+u1Um6qryeydSX+9EIcNB/T2HXFcA3NJIMD6lrhLfUjcB+oOSBEwv1gSBGjRcwNiKNFulrpuE1lsaRrbGaGoi8TdqJPECxiiA/k8LB/r+Ees5jJNm6AOBRmRINIuAQWY4xDNEP6Ddsi/w7dWVvksCtZA+wVb4Yy7FOsulfjjm05lOPHyz1zHmd7sfOHWwVpRg3KbCb2kDWx0+qbcG5sYOiMO86umC/F8hL+8Xwx+1++t9YeF7ij3fRL2PC19IlIu1vyjqEdoV1ZB2eYSvMxhlPgU0wHeL+R7+UW85Z59t/zhsXz+0396OruJ5HuVHRW1SZYs4r/Ch31f+M3zwn9R64n6Ods6Gny18seHI10f6WhnuC2jHbDyni3iWqK/cx8ecgjqPgP/dh9ejyPVFrA8o/2M7yf3WmkSx1jdYAzbSFHsG+jYZ/QY/Hs+91ywlL3ydfPg4zTCPx8r2iLMJhc1h5xHVgGfeoLEC6C7PIfT5A583aLQTEu3qCczjswRguz5P6AHkAIXC32SccZYQ0T4+Jwg7I1gccUYw+D85HxDnAOFnAcKHDZ0BvEANQ/v+oi9fcu+GnxQrniffxTw89wu8iySsabthDz0J3XRqq/f/bOtxvZfbVezNuj96Bqq9QbF3YA6gttYTmEOGw9/qR5lSDz8Nc7rc94O9FCv3zMRYLYQdXESpXtFf+2A7tUDawzQOPuF4uTZ3p6XA6nBgXc9DmgwBuf883P1C7rneT715nUfZl8CnzJHlqr1YlOu+oGwGpJe2QfAtPKcAdsAxkcd83b3KfJ1i7O6YA7rTTXJsdoft/SbaKWzp4aiztjki90uFDWCuobvsH9Qep+d2yvFswLPzsK4LH1W0F2MVefuaCe6/BeQ+qou++gJ2xHzp68wXaY1f4N+1x/xxJ8YY/E3pa1ftva4Sfu/Z9pYj9sz78745t19jKlBf2DVoe0uNrLD95BlYv9foPWiBTOFbM8LrIaH6oGrfWMfr/eESIBr96lbtD0tYcjw8qveBH3XfFdB7swOAZXqvdpW1lYzwvVm5H8t7su0Rp/ZgSaRFGa/INCIOfWacoHQ5Fg9Te8TdYeejfZ8AScjzEvVEP/Yxf6S+VlOM0z40FmM+SuzRAA2sgzRE+pfizOo9qU+HPTbffoAKrRIqslJhP66gmfA765vdYLMcdYNiH8/TjW6zb0Mc7DJnA83GNxWlz3rS5R7eSoTFmU6Zss/gJ6ozmFth395OM6y7aKz3LSqNGovvMItK4cPs8rxNpd4ifI+wF/GcwdLmW093nHH2E3Ymx2dlqNNoth3xDOKyRZxnLGy3PNou9xx/dV9W9ihs7mIaYRwNHsKz5iLfxTLvMfcBtGMKnkPyWaivPIO7Xe45jbfWoQ3ano08D5N2pog7SK0xB7S1Mt0frCvg64oz2fUIV2JOKIad0A9lr5XnZG2RpxaeMVakw/ewC+94l/wecugY77FqzA47YxS4XstNqEsHoA0wACBgWOhMkfdil9AWwCc42ttB7LPx+SCwXJ8REtAOaC323BhhZ4QKke3WZ39h5379gNuqzv0kqOrMT6IJ0FS/06u1XMhne+Hne/JMj8/1ppGjz/FkW1BGtEyj+172+2T4Fy9Doi72HqT5Se1Ly7GeivljM/Rstw/WCD9Xi7TnV2iEn6nxOdoFnOdcyBkOvt07qs7N5J5fH+vuqvlPrgWAEwtfXZ05ptg9gD6Y+waoOVYiDXFbqaV1CDbEZdKvU/MU5gfMcb+IPXBxjmZ+6+4wTwod4ldhzsunjRJy7nNfkvnS1X6kgzVQ7mv3pLGY5/xhUPPfzbQR8OObvlFCzO3fu4fNRPcPKUvc/Zj/Bog5EPNKW3sR1oCxdCvPd3IeS0OdxRz3HvAs5o9naJxcRzbSZCnRZsdL2WIPFm3Ogi2UJfZMRdmYy9uKuU32k87jmYN16X3K8TZFn/yC/t1Pcc5S9HUtvLNHkXYa+vgn6gTMRXsP2yPcw9YHmFPqul9irc2z66HMgzQddsFmOxO2RH+kn0NjhY9tCn/mNvhHx6mr3LsV/bQA/X4Qto3Yn34Ic2I7auB5A20oClurH0IZb2N9FegPG2Q6vskCSnFepRTPFPg1/yKfpw76YxQlWl1gj4g1BO/R/Bn5EGenQqIMpwutxBpqCB8TdjgJP9M8jfqyn/kQpV6An6l8zXIaIvxN6WtqP1P6mOJsb5c6o7M76nM+fcYnsRh+qcCd1EGc84kzvmrneyOpp5T6rC90vvcJbPpx6pzPHEa1zefBByFuJbWzCjC+suG/iHNDcS6ozwNDaVAO0qSKNJ6NGNvPuDvs5/DOo90dnnvcr+0nYAc+j29/NNAM2Ir1rS5ke/clvP8+lphDYSN4VmMtxvdgTsNYLAI+AfZrmy8NtgpsCdipOTZsNOM4zfBcJ/W83k+3lmFNP4XxgvGLOaa91Re23zWwXT4Ks0/0Nyq+WTFm5Bp8Gb7Jj2ijtYhS0JYZ8tx0NlAOLKZEcXYKeEPnpxvgY+6U56izJP8a2IjwMqz3rbHmjlN9bsViPDaHRPtEf1s90efiTHWW+5Hxlex3wjvrhLjZEjfqc9WNwIPAfNhq4j19p/pc5kP/A/GmBaxF2eJMdhW1NPbTGKs7jam2vw9fXfrrm6kAmMl7inYKJQmYafSzPK8V57jgYj9AcqG7At/RFWqf4ax7DTvRV8IHz0XfTFZnxfJsWDwnhu6IhD2+OqAbCHkudIkE0gsZHwnom0GeAegTIc+GyHqcK13ieepxNn0byDPw39bjPOX6Ic/AeeqXAnk2XGg9ztXPrSHPwHnqMRLybKhWD4ytPAFpW4t9IXEmtRNzvILc9xF7XGK8hvbUkE6edek9Moad4P4uYJl0l9zzEmgt94jIW4/eF5Dzqpg/xfcmxrG4M/Gx6yrg+wbE2XE4iCoKBarvramyJc6l/zUCrG+r9rbk3t/HOhyWP3I/NLIc2BB7BKQvr+49DmQJn7uOPS54QEi5pyDSTKIWDmxa+z6qK9MJ31+c2WP9ARLF2bz9IaV5boAvLc7b68FvUvNnH5byjH0J5nyxjm5GupfF/R6qK87lhY1hLwLE+RHWX30fb0hIrsH4WROcI2WqvKM2Ab5oC4fAJ8F2/gTpxN21UvdluzRYAuSBtwJeAV8bFi4GMqqfOZw/j6eA/J4C92VPQbAEyAOHzn0FfC2HrSPB4/ZzwRXAUslfDK7S/AFgk10RPO68E1wBLHUygzvPEn4A2KTvfpw3rWcf/Kx9wePeTcEVwFLvxUJXPWzawePmx8EVwFIz96zhB4BNpu2OBJY6w12P81twhadWcJnkPwev8zjBBc7w4NvALrtV8Lj1TXCj0xj1qB9cbm8L7kR4sII6D3FSZb5lntrBJc7m4M5Q+KLgNSqMslKDu9QdlPOn9Tagyd4Grse7J7jM+05wiXeS0Onw4eA1Ihy6P/LnyPoP0lbLx3dRgFFajtaQen0/ZQNwC7AxLLwhLCyQGcYvKD2+T8Ps5q4CVgJ5CJMOC+QAMWa34Nua/wQsA9oD04Cis9yZqw71nS7Sd2FWaNxwlnA9IAYoDrs7MwCYJ+7Q8H2Z/w/8J/d7/6O7wE//OfR511CNSL4szC//M8y5kHSevn8Odcbm5mkUnBl2Y4yjwe8gp+g7W+v0XkG63iM5733g0D6A8MXFXPs/k+5v1hogQh+6C/Y/gmfhn+NC5vwLmYcvZB67kLUjcj4HHxEZPmM+bBDMrTYfIsz2B9sc8ows3J4I52H2RMh+qKXsAvgHVzOckfK+WLS8W1gIf3cA6lqu7rHZf9F7/9Mp1qlFdeVZaxnt8vaC7Kjsiqq7iPCbFsHXfhf2wxZaIO6lAbud36mdgLgHJ+7H2dnIW4es0PkF0nm96hyIz3msI5QpzqQE9J26htXu1YWfU+TR8ND9OIH5NE/cuRT34GR7blTnDGhjD88kutxzMV1pN6MrvXXJEmdFTkOa4MShDa9TllMD9cqG//6p8jPF3ou1Db78PnVXDP0p74RZPyB+MPpsHubxjxB/AnIO1gthBzWlaOlzCpRTe9hA0db3sJn3SWy2D1BTAXn/7G2E46iR2COxx+h7YXsoW/SVdZgu4TMF+KfjQntL6t5alNh/sdNpE3Bn6D4aYK0lu9rd4H3UXtyFE3fMZHvK1J618IE9YynHuRvt+iuleFpSI08q6pFMqfb1qLPY1++Iuj0k7+G1lXNGA8ijVOoc0vcCm6v7f0Bb1KOxfRfiDMxjizHf3UcF0rYLuydq16eeTjI1R//PEvf9gFJnFPkExL1Ced/QRd4sMuScWarvBXYRe8JV+8ni7zJE+QL6jqIl94DX0HYJvoMo7Myv5J3DKpxC+gZ41krVHrux3rc8QsOc1UAmzbc+ovkYx4anKeqwGv57EtpQTEX2RNQLln4UqfvBQpqPAeLvlMZClwr5LLCZwv6oyf0HEG/XIfF3Ta3l91nhnhQ+uZVBq9lXtx8AFhnRiDttXgWf/EcaxX+vBBu9rbhjJvb9nA7k8+ZgfA+Rdz59zm/yrC9WfIdRD1E3u7cbtFdQnF1OE+xN5ENenyhD3D8DRH9942ylb8T9Iq9Bz0Lm2aOND+3R9LxN8I3IeE6Bufu7OP9F2yeI7xllzbMPUW8njxZYr1EM6rTR7kLZdhN8o1mUbtfEtzaA5lht8L7E/VgN+Gb7NA5I7HTXCdifUab3V4r2fkENvHfhm5yJumIOcmpSa88OyAM01tsf38PrFCfuN9t7qXnURPnt9xFpBUT7nOnUyuku71fGOo9BFlOspya+qZHUSNz5td5193uTMabvoSxPIuYXpBdj3LOXZjl/w3tOp3r4zkvx3EFok1j/W8m7zJdQK+8JKnTqUpEngLGI9NY9wKvSL/0E72W9esfBNPG3asLnNF7F+xf7bWVuSvR2esI+TBvMw7RSALwccq7Q/xngTw5RY6iyMY+m0N2I1mEIC4v9mtA68Jy877DOSTW+FnfUOa1Igx+sCPQ5cEz8+V618s6DyJ9QfQapMqXvXVffzx+k44Zo3Kcg65gt098LiFv8rTSvhnP4InUkwm29vVUIt8nC7Ko5sE8OKCDNOewJ9DO+3spmwGJgFNHpIHAK74HOLc+HykOQXRVOu2eigv8uYbeWQGWsRvcI5GhcpYHRVpkdgesUKkoh56i7NxU/AT/rv5MQeFQ/r1CHu2iIcLau8wnIWZC/QM7TKNN/g3FCo4tqg+grtfeh48OBEVB5NeS/FCpTFCoeUpDlPqhQ8SXkcA2drnI59J9W5a+4Rf9NRjg2AHdqjNO4DXlXaMzVOKXBfXW1xi0aszWWKlScVqjco/GQRpGG7pdQfzDGAG002mu0jUCP6ggvX/bDII3BGmZ1yL4t1H8/E45SjXPpL48Aj4ltakxUXqaeF5lfjlUzbMxGlFP5nEIFvu6K+xUq36mOiukCYo8BfsJBBWomzvfPuD+gz/UuZI78/4R9Ld2P+d1PYyiWLiEqr2H59po3PFGjiTEMZCWTFUyuZ1LM5Domy5lcy+QaJsuYLGVyNZMlTBYzWcRkIZMFTK5iMo/JXCZzmMxmMovJTCYzmExnMo1JEZOpTAqZFDCZwiSfSR6TXCY5TLKZTGYyiclEJhOYZDHJZJLBZDyTcUzGMhnDJJ3JaCZpTFKZjGIykskIJsOZpDAZxmQokyFMBjMZxCSZSRKTgUwSmQxgksCkP5N+TK5k0pdJHya9mVzBpBeTy5n0ZNKDSXcmlzHpxuRSJl2ZdGFyCZPOTDox6cikA5P2TNoxacukDZN4Jq2Z+Jm0YhLHxMekJZMWTC5m0pxJLJNmTJoyacKkMZNGTBoyacCkPpN6TC5iEsOkLpM6TGozqcWkJpNoJjWYRDHxMvEwcZjYTCwmJhODCWliuEyCTCqZVDA5zeQUk5NM/mDybya/M/mNya9MfmHyM5MTTI4z+YnJj0yOMTnK5Acm3zP5jskRJt8y+YbJ10y+YvIlky+YfM7kMyafMvkXk38y+QeTT5j8ncnHTD5i8iGTD5gcZvI+k/eYvMvkHSaHmLzN5C0mbzJ5g8lBJq8zeY3JASavMnmFyctM9jP5G5OXmLzIZB+TF5g8z+Q5Js8yeYbJX5k8zWQvk6eY7GHyJJMnmDzOpJxJGZMAk8eYPMpkN5NdTB5hspPJw0weYrKDyYNM/sLkASb3M7mPSSmT7Uy2MbmXyVYm9zC5m8kWJpuZ3MXkTiZ3MNnEZCOT25lsYHIbk1uZ3MLkZibrmaxjspZJCZM1TFYzuYnJKiY3MmGzx2Czx2Czx2Czx2Czx2Czx2Czx2Czx2Czx2Czx2Czx2Czx2Czx2Czx2Czx2Czx2Czx2Czx5jPhO0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg+0fg80eg80eg80eg60dg60dg60dg60dg60dg60dg60dg60dg60dY+DjgsBqLm/RryVs5vIWDSFWqND15S16QxSr0HVKLC9vUQviWhW6RollSixV4uryiwdALCm/eCDEYiUWKbFQxS1QoauUmK+U88ovToSYq8QcJWarJLOUmKnEjPLmyRDTlZimRJESU5UoLG+eBFGgQlOUyFciT4lcJXKUyFZisso3SYUmKjFBiSwlMpXIUGK8EuOUGKvEGCXSlRitRJoSqUqMUmKkEiOUGK5EihLDymOHQgxVYkh57DCIwUoMKo9NgUgujx0OkaTEQCUSVdwAlS9Bif4qXz8lrlSir0rZR4neKvsVSvRS4nIleirRQxXWXYnLVCndlLhUia6qsC5KXKLydVaikxIdleigRHsl2inRVhXdRol4VWZrJfxKtFJFxynhU/laKtFCiYuVaK5ErBLNypuNhGiqRJPyZqMgGivRSCkbKtFAKesrUU+Ji1RcjBJ1lbKOErWVqKXiaioRrUQNFRelhFcJT3nTVAinvGkahK2EpZSmChlKkBSGq0RQJjEqVahCidNKnFJxJ1XoDyX+rcTvSvxW3mQMxK/lTdIhflGhn5U4ocRxFfeTCv2oxDEljqq4H5T4Xim/U+KIEt8q8Y1K8rUKfaVCX6rQF0p8rsRnKu5TJf6llP9U4h9KfKLE31WSj1XoIyU+LG88HuKD8sbjIA4r8b5SvqfEu0q8o8QhleRtJd5SyjeVeEOJg0q8rpK8psQBpXxViVeUeFmJ/Ur8TaX8P/a9PL6N6tp/7sxIGu0zGu2yNJJlS7ZlW7blNXasceJ4X+I4clY7ewKBkJ2E7ASSlkLKlgJhaYFCWMISywkxhELoS19L+wIpD2hpgcLrawnQ0ND2UTbbv3PnjoxDQn/9fd4/v/f5PMff+d650ozvOfecc889M/kxOXuB0AlCz5PPniP0I9L5LKHjhJ4h9DShYfLNY+TsKUJHCR0hNJR2JoHSaec8oEFChwk9SegJQo8TeozQIUKPpp0Qr9Ej5C4PE3qIfHaQ0IOEHiD0Q0L3E7qP0L2EfkBu9n1yl3sI3U0+u4vQnYQOELqDXHA7ObuN0PcI7Sef3Urucguhm8lnNxG6kdB3Ce0jdAP55vXk7DuEriP0bULfIrQ37VgEtCftWAx0LaFr0o7lQLsJXZ12pIB2pR0QjNHOtKMSaAeh7eTybeS6rYS2pB1Lga4il28mtInQlYQ2EtpAaD259Tpy+VpCa9KOJUCryc2uIN9cRehyQpcRWknoUnLdJYRWkJEtJ5cvI7SUfHMJocWEFhFaSGgBoQEidD8Z2XxC84jQc8mt55A/NJvQLDLcPvKHUuQuMwn1EppBqCdtl4Gmp+34L3Sn7di8u9L2a4A60/YioA7ylXZCbWk75AWolZy1EGomnU1p+w6gaWn7t4Aa0/adQFPT9l1AU9K2JqAGQjKhJKH6tA3WdzSZnNWlhTlAtYQmpQVsGjWEqtNCM1BVWpgNVJkW5gJVkM/KCSXSQiFQGflmaVrAgpWkBeybcULF5PIi8hcKCcXIzQoI5ZOb5RGKEooQyk0LWEs5hMLkntnkniFysyC5i0QoQK7zE8oi5CPkJeRJ8/1A7jQ/AORK8wuAnIQchOyEREI2coFALuBJp5WQhZCZkIl800i+aSCdekIcIR0hLfmmhnyTJZ0MIZoQIkTJY9bFEsaodYk0Yl0qfQntLwCfAz6Dvk+h7++ATwD/Bfgb9P8V8Bf47GM4Pwf4M+AjwFno/xPgQ/jsAzh/H3AG8B7gj5YV0h8sl0j/Cfg94D8A70LfO8C/A7wNeAvO3wT+LeA3gDcAvzZfJv3KXCq9Dvya+XLpVXNE+nfAK9D+pTkmnQa8DHgJPj8Fff9mXiX9Ato/h/aL0P6ZeaX0U/Ol0r+aL5F+Yl4hnYRr/wXu92PACwB57AQcnwc8B/iRaa30rGmddNy0XnrGtEF6GjAMOAb9TwGOwmdH4LMh6EsDBgGHAU8ar5KeMG6RHjdukx4zbpcOGXdIjwIeATwMeAhwEPCgsUh6APiHgPvhmvuA7zVeJv0A2t+H9j2Au6F9F9zrTrjXAbjXHdB3O+A2wPcA+wG3Am6B626G+91k6JJuNHRL3zWskPYZHpRuMDwk7WFypWuZaukaVC3tTu1KXX1oV2pnantqx6HtKeN2ZNzu296+fev2Q9t/u122aQ3bUltSWw9tSV2V2pTafGhT6hl6L7Wc3iPXpa48tDHFbrRv3LCR+dtGdGgjatyISjYimtrIbwxuZEwbUutS6w+tS1Hrpq/bte7wOrb28Lp31tHUOmQYHjsxtM4XaAKWt60z801rU6tTaw6tTl2xfFVqJQzw0uoVqUsOrUgtr16aWnZoaWpJ9eLUouqFqQXV/amBQ/2p+dVzU/MOzU3NqZ6dmgXf76uemUodmpnqre5JzTjUk+qu7kp1QX9ndXuq41B7qq26JdV6qCXVXN2UmgbCU1l8VjCL4fEAurJgJJQPTSnxyb53fOd8LOU77DvhY2xWr+Sl860eNLXbg1Z7dnpu9DBW98tuWnbnFzZZXS+7fuf6s4sVZVd+cRPl5J1BJ+PAsjk7ZzYpnGwkXFqhyNrpDEearA5kdUgOeprkQJTwjnBOYBzP8y/ztNWKrNYxKy1b4etWi2Sh8WHMwsiW0qomq1ky0/gwZmacshl68B2jpukzm6xGyUinksZuIy0bk1ObZGNRSRPFoCBCFOKBGA6PAjmkJvDrISfSIFjPB2f2xmLtwxw1o/0wN33eYfTtw7m9+Cj3zD2s/fZhKjV33uxBhL47ZxDRU2cetrf3zCXne/bto6b42w/7e2cfvtc/p/3wLmjIuDEGDco/6KSmzIkNrN+4PhbbMACHgfUbYsovnKGN+CyGO/Hv+g1wjv9tVM6p2D/8IV8DWrAefjZkOjfE/kf/oP/Zw///4WeQAhOd3TBGX0stpa8B7AZcDdgF2AnYAdgO2AbYCtgCuAqwGbAJcCVgI2ADYD1gLWANYDXgCsAqwOWAywArAZcCLgGsACwHLAMsBSwBLAYsAiwELAAMAPoB8wHzAHMBcwCzAbMAfYAUYCagFzAD0AOYDugGdAE6AR2AdkAboBXQAmgGNAGmARoBUwFTAA0AGZAE1AMmA+oAtYBJgBpANaAKUAmoAJQDEoAyQCmgBBAHFAOKAIWAGKAAkA/IA0QBEUAuIAcQBmQDQoAgQAIEAH5AFsAH8AI8ADfABXACHAA7QATYAAKAB1gBFoAZYAIYAQaAHsABdAAtQANgG8bgyABoAAJQ1FIEfWgUMAL4EvAF4HPAZ4BPAX8HfAL4L8DfAH8F/AXwMeAc4M+AjwBnKfxu8VL0IeADwPuAM4D3AH8E/AHwn4DfA/4D8C7gHcDvAG8D3gK8Cfgt4DeANwC/BvwK8DrgNcCrgH8HvAL4JeA04GXAS4BTgH8D/ALwc8CLgJ8Bfgr4V8BPACcB/wL4MeAFwAnA84DnAD8CPAs4DngG8DRgGHAM8BTgKOAIYAiQBgwCDgOeBDwBeBzwGOAQ4FHAI4CHAQ8BDgIeBDwA+CHgfsB9gHsBPwB8H3AP4G7AXYA7AQcAdwBuB9wG+B5gP+BWwC2AmwE3AW4EfBewD3AD4HrAdwDXAb4N+BZgL2APtbRhFwL/R+D/CPwfgf8j8H8E/o/A/xH4PwL/R+D/CPwfgf8j8H8E/o/A/xH4PwL/R+D/aB0AYgCCGIAgBiCIAQhiAIIYgCAGIIgBCGIAghiAIAYgiAEIYgCCGIAgBiCIAQhiAIIYgCAGIIgBCGIAghiAIAYgiAEIYgCCGIAgBiCIAQhiAIIYgCAGIIgBCPwfgf8j8H8Evo/A9xH4PgLfR+D7CHwfge8j8H0Evo/A9/93Jfhv/cz5XxX8t37cCwYoho2B32ooTnNAk6AoFCDMnKb20hRH0VYNTdMsQ7PvUPSYTD02RqkvBnf2BoOUTFGjY1pqlEIndd+nI0EK4gd+o/KYxgIUpBi4MzW6nnkFvy9P6agaqpPqouY9S5nBZZzUJHT0qKOxkSvSPQfuQFNBcCiOQmiqbGVp8zGvNxk+VqHdxwitw6joSFK3D5aK5MjbIy/FR94+a6uJn0Xxt959+13+45eEmnji3VffLS1BQkhQYLfQOp1dG84upiuikcpEoqyeriiPhLMttNJXXllVzyTKAjRjz/TU0/gcMa98OZfpHtHSO8LJvoQm4LXazVoNneW2FdXl8r3zcuuK/TpGp2U0nC6vakp2++XTsn+jE/wOp9/GcTa/0+EXdCO/1Vg+/4vG8sVU9vIv9jPa2vnJHOYOA0ezWu1wwO0pqA219llFnjWKvODkdDbBlNc4f2SvIwvfI8vhIPca6QS1hMc+Z3do7FQ2FaHueZrKGTtzxMSjjvCw2ogMj507YoSGMdOAPds52YtbuTw+mpWjSTnKeSgXf1xoRJ054Uju30xGkzvbHzaYkZM1USbeRD8Zfj78cpgJm8Imm3+GLaVJUclk0lZTE4/39wuuGgGaQoI/WyYkQOOxfmJOsBvIdTq1isqjTIixMOHsSKSyChE9u3RhJsRu5BCfK0m5op5dPfLHlYxBDGf5c62IQ2nW7IkGggVeC7sV/Q79eLLTZ2EZnUmPakdf1Jv1rMbic7Jpo4VjGM5q3DeyFVviorFzrEkTAMtaPJRF1cZAJ0M86gQ+N2RV+E9DZoU/GjIpfGYIBI89B7mThXKjOBWiIqgwLfayx1EBVUGVoOJBfR+Y2atnMVD8XUU4/vWTpSW5dot2gqloHarpYKNy2AM0tjEsKmuiNZxdXrC1dccvbuzsve2XO6tXzm3ycRqG5Yycpax7bXffvqVVFUtumte5vqfcqjNomWO822ax50d9Mx/4+J77vnxyviNY4LOIXps9S9RH49Fpe1/YtvVHOxsi8YhWCIBVPEZR7I3gVzZKojbJ/mQIiW6QXORBbNEOMos2EFh0g7Ticfz/8igv0Y1X1Y3CZoU/wbrxqrrxHod8Tg+6MaUtPb5hFBnUzKSSZ5PjuniVUGlJP/aycCg7UiGUVyZCILmuHLQRFrAi2Bv7Hjx3cPQjV36+C+U+fOaenqPlqx/d++TgtkfX1dB3PvzFgzOkKLs7Ks364ZkDlx69tu1LoX7XC3hOQTJmG0hWSF056I2qMxpVRx1VRx1VRx1VRx0dpgVZrxeDYhAG7x1GnGzeFUEnIuh0BEUiWg8uvJl7okCDWiIPRJD+tetArLhi2jwRq0yZ5/PFUiY6JHytyWxjDWZu5FYsIb2cM3MaDRxGtSjNgbmyemh30YgzG9hmm8/GEWk5m89u8wnc6Eo9nyXavLxutJQTfIrcY58zM0HuKDV/UCeqcouq3KIqt6jKLapyiyD3UbOfCvh1INqQKHq0wyhvKLvHg51WjZLxk0LNuHToAmEyETAjLjMTBNONgvZ0MHilLXP2oNedbedA1Cal96SYBVK06HifQ/QJ+pE/6Mw6jQYO7BNYSj+WaN7YR+xmTZBKUvfL/qwsqxtbqBtbqJsHWdwGE26BFG48e2bq+SgKRuXowigTtaryW1X5raonW1VPtqryW/Fbf/FyVO4eRoYj2dk18frjyADrjgHlp2t67cOocDDeh+cbvFkg6uhX7bi//yRpQbeql/O8ubJKwFaAvV3RFiiKneD/LLuZ5Uw6U/XANXMve/TK5LQtjyyr21ox+qogsHqIW3cZnTaDbdL8xUtLb/vTD/v6Hzl7U9vuZdO8BnZA9ItcpDjS9Z3nVm87cW2j34+uys4BNXIcn2UbFb0Rf7bb1P/Yuf13fn54kTec780m9oFmwzrgoKYfS7q6XU+6GErVEqVqiVKthFKthFK1RD0DPm0YO3HMgToN/AwloKN4bNyRc78yARLCHGg2Zw958IzrHSGXJ2TnvCArTLCJY3+TaWW8tR1G5aVanqYcZDgOdTgOdTgOdTgOdTgO/AYipbfOcAyjmOqOKH4qM5wJ/qeOhvhbO/iUfuSkK5+zZ7vxkNBpvDC0232iHrzricywvrhPL2SpHqWNgUfVUY/J/ML6NfW0uaTEFY8bit1u7/A/GQ6xaQZySk0mA7ZeA7ZeA7ZeA7ZeA46vBqxdauyE7MGqzqnsMbpd5ri7tFgr5fVIqcwCmrTB0pkAQV9VFQ/rJz/eEmomxxMJvKJOmI0wwqsorKcofJ6XKgsqSuClVdGPNsbZJY8rJHL0aIIxOvx2R8BupEebEfitxx0UdYW+S4IlOW492qRBe41eKeJZZfWJpq8mdcUX+3UGHcPCYgQpy4Hx/oMFOSZvnu/LWczBQIHHqBf9DqJZyEkEajK1ZyhqtdpVZSpsVdms8DmsTLuqTLuizIChuLgMK7PMbcUH+GIZb8It+EoZ/gpPBapnGIqtUdaDIxm2EEV9WHkX6C6eUE2GaCoSiYadTsdF9BVgXInIBKtid5gdXnOVNxoOO0YvCTZkQa7LiZLbLdm4Qu8Mf1TyC2iSv7Ks1I0gkIuSxxm0cc12yNGM/rIo/U7N9tqW29q+/Ot46Hs0L9vgypdGfla+ZGF/vPtQN/0cZDCwFph0+D/ZLRk7y57RhCgRYvw22WvHOrBjg7LjBduOF2y7m6gpIeuDVAm1C/LmgKrcgGqpATUUBtRQGFCVGzgOSY2B8kDgs/aGsWdp+s5fuPszHoa+lvQq6/aELIY903br2/tvee36xrb9b++/8dV9045G592xZs0dC/Ijc29ft/bOgTz6tnu+HFww6+An9x74/MkFfQ/+9ZErfnR918wbjq9Yd+L6zpk3PotzFFjRfgr+l0XlU5sHc7SqIFpVEK3qclrV5bSqIFpsAi7Bj9Xjx+rx8yYz6vAH4TM/fpWGEnIh2g9ptSYQ0zjk6DFNWOyIgfDnr3fhry9y7IRUhfmpvOnxzbfqxZAHR5UCL3IUdF66qiP/aO2s/sIf3NW1oimHuXXR3VfUjRaP+wVMtc6VnH/VrO6V5ZaRz/Kal1BEYtYIEldSjdTNcoAvFqo4GHUVlqJKkaIKS1WFZ7kKZvlYvgyn+UkBqwJagqoaQVWNoKpGUFUj4Fdssop5yG+eWiMjWXZNBg0cDfW41CCjZDVnazJTXpaJNZDiqF6ipOfFzAUqcboCDE4IdOAmotOJyiPRSCSTzBm19pyAN2Q3spscRfUza9dnlAXJnVja4G1f3xUNT5lfEywvyrNvsHCjI43TPcnEzQ83LpkiQZDhwAfAxUvLZyXDI2+MKxFSBQ1jru5bPbVhRfckuyVW11U6+vscP7On41KXTjvaEaqdDtGmeewsswT8ppV672mqAbY9VtjINKgqalBV16DGmgZVVQ3DdKEcK5NFO+ookwXY7ZTllJl8bnytDwdwH8/jA1ziw9Phe4YuxVF8yKesmyeGPCrbCT9lFVAHZSo+jqJUFaQXEdkoBKtQlWw0oQ4BP98x4FaVUCU46yAXO9rg0+T3OodRvuqHMAVnBZxpxmL9/FkemyqemfH5wR98zUHZjIOS7Wux9hu2HlpmydRN9/U3rJ5V6zJCUsJZEtPXtlX3T80pm3HpFZfMSNReevPM2KzOOlHL0ozWqDPGG/snVU4v95b1rrxiZW8CXTbvu0vKnMFsd64E+1hddl44UDU9UdVVW5qon7m2u2dnX5HVI4lGwS3aYEeSFfb7S6bkVnbVlSUm966FObKCr/8KLD+bWnbMLePsTsBaO4KzkX/a8fFCKoydOIotX2vDiaxf9e0ySFc+VpTzkxh/Mjaexo7bcCgTzpRU4VdK+r0/k8NAS03PmWuV5FzJXr/4/rghLuaELFEkm26cOdRCVrMfpMmnvIPZAmyChnw9Jtg8RMlmqAx+J+Qp+O9WoQkjcDoUT0LQYvYrWQvrDTIGm5lOjaQNFrwiWAz0aZ/EGgTLyBP0ZsHWIsIeIRjONTs9koM5CHsCG15opGCU93gD9i8HsnF8mQ+ekGR+TiUomTosB61TpCnxKYxR7yo3gR7LsVmXY2Mu57GZlw+jv8uwoYhaKWSicAyiJqleMkldoSepqsesuNWkYZqT7YLrJ1Q5X07XnihHFGTX5cUNBcPIJ1tPZ6PsbNb/QXHb5DdNnSwVz+yklOS6f+1Af2a5ORkb6K9Rd1VlEHwGIK/B1QFYgSu0X+2jExXq2qP2sMrSrCOG7cRJOJPks3xeyVJ7c0/z+p6i+g0PX7rNWdpVM3lRa6mJg+VV55vSt7x80bdnRh7Y17h0ijRnesPqyW6TCdYH09xkU27T8oaONW25TeXTK3z+sJ/jPVaP3xv2i4WpHTNPuoqS+U29Uxph1ueCdoPMi1QFdd1gluL7JLd+R82pzxzBCd5FtqQfnb8VHfuAbFFpo2yOW5DF854kG8wtUs4woo+IbcyHpdgz9OaW0sJhpB3Ud+J6Q+yschjfnpwc34x+reigJY6vnVhyYIK0Ruepa58dX3TbsoqGtQfmxHoaK9x6LW0zW6N1qUmbdobk/rqavmTMhNO8+wWPYPbk+m3y1qGNe57fUst7s90W0W2LSqG80LEnZl0zO5YTC3OiH1vdQtDL3ZpVVISqoa6XpWQtMvpqsK3V4By4BsfRGmxdNdj0ao6jzyiKihOtxVVlxVVlxVX7i6vKig/TBtkghpqMNVEfaynAr7u428Bw2SFLp6YDuz7Yl5L5nVd9wBb1VaI80aBgIRvP8JhIZGJaU8XcrROy7LjI1nxg3pIbZuWVLb55Qfc1ss4uuT1Bm/7g1O2NydlVHkd5X0NostwU9UCEYFmIEJs6+zqvGVy84fi1zdOm0sZMxjcyrXdW3eJtcuPuZZNtBVNLsbb6QVsHwEdjVDn1hFwQr0xWrq5kxCDevQfxVl4MFeJVpxBrqxCrsVDxVrCFz442xh6I0bh8dRSXr8pZ1fhY1caUc6PCxF1ZrL9QqPCnu9ibWPoEi06ziGWz4m9G2twfLLSssdAW/QdZioH1T6x5ELd8K0aMDbrVgo42HJpgVo7zjY92RCsVheqYA1HPSDrQtKZHXtoaN+mMWoZmdMbKvrXy6ofWTapbe++Sld9bWHSQuWrT5Pn12ZBYR0Ptm/uKHV6HzuKxmUWryehxi/VbhrdsePrqaY3r75ot7t5f3LGsihobIxrUbKEjKACWpEN/QQml7pw79jm9V7MZ9nNL004eO6bikD51OcGsKMWnris+1ch8+IXfkoLc4bHTso2HZTzXcLay2Rs5W9IS7OBblLypDOfJsZOJj4nvJU5+rSLgIPrQTsybwmp1IJGpCNB7WQ2n1TkC+b7c8qDlRc6o19isL3Ji0A2bMG4nz+PFeWe4ZVVbeEqOiWM0VtFl0eiNeneiZ9JineAVc4JffsgZIV+CA+MI5oheQdc/8K2+fLPVJPpgWaIqRm9lrmN+RtVTXdQC6rTssBU1Y+9r5kDk5iAvoo7mRHJ47FOsgqTqd8DvPIU/Suq6oSmbrTbU0e1jrSVMQqfDVsUr+johm6FRlND5fLpEEYt1LJdjJc/Gf2J2kIfLZhfkykbgXGuJjqlu+42p94zDsbCaeb+upSA45Y3qtnlvBLvVEluSFF1exz4M+k2cwsp1Qa6Dsx0BOvlTMfiNZQ5Y66Bj2MApWo5EtRDnnC41N83YYhUsIuWVypF4PCy0qDwyvmjU0yKkr1ELo54x14nWq8NZZf27uqqW+GyuhsoPp66ZUVx+2cG1qw4sLuRDpcHSeFmulFM+/+qO/GYJ8YIwOrqsv6Q57lo2r7Ql7upd0PN+MN+tv/bK9mX1PmZDWMqZFe/a3Fvod9qKA+Fi2kCHJs+prV+TKs2V55SH6qsTHk9H4eSFkdz+KZ1bZhbpudDox/NXBKtb8+Ysl6paRgYmJWnOU5Sf52iY6i+px5Fjz9jnqEcTpxxUiLrhWDLcHV4dZpzqSu1UjVo5FxVWJs2pzrBTNXbncXot7Lgc31R6UX3EMYw+fcogyXAlfuXziIdvVcLt62djanRQI+3F60MiXobwJID2UT1nI1UGHRg6xFFOLKydFMPwjJvytTjNwvUyVDKpIL8GABKPvTZ6K1oKEufAXnfvUHcZfjahLJ7Af8Hjzs0EOvzQAguQi//3S8xEqd+bUOkico2XvMDnZYPHQ5UVYxmLQcahPKnVDivLoEaxTpBUSCQy2QqRFmTVnJd6K+bzDWL3BOSlzcEit55FjE6v04ZdoXjAknF2rIOCWG1tgXXp1pkxzmAWbGZc79XYi1pamUMXqgNRB2D+6zVrYf5lpcK3WqnwXbyi95W86NMjBr5JmTxVmItX9C6YpfHJ0VRzZDRKRQ9GoTkN69d06gPZZ8PlWeUpQoTH25uoGx/XzEBNF1aiyT5sQsX6A1KxRp/KgYATVywCZaRqptTPlNKZsvIZYK6OTcd7tOn1Fxb2yW0veABwHH1KlVE80qbb2yCx0srmhrb6pqLq1qIOT4eiDeWZ1cQCSI26GxZqMrVPnEUor7FN0JeSXOmEf9ChatRRWakUlsgDLofmNCgYFCty9sLG4pr107AluEKizlk4tbhmQ2NG/Vpblsvp53UdN7ZWz2ks4Yt62ptzZl3ZKo3PBx2uGWjMmZ0auf6be2AjY9QzjN7IbUp1e+MNeaWNBeLk5dd1kBlk7oUZLKP2y1Yyg/iQLEcFF5mlb3iuALPmCxhxbmfE02XE8d+IZ8+IJ84Inx+jZGyRAR5r31DUVuDJac2oHkd+FM+omT9P27n/tGodzL1EpzbOXdxaUr/tQiXe3jl3a0foK9VZO/+RokBBC3GkxZn+26AhXIl7WM5K5qM8G8oXUMSMIiYU4VBEhwoYlE+ji1Tf3rlo9Q0nYoG4ARkmlPWC55f1nqENuMJwzEp1roFp8uD3t61tYdgVDGo61VJdv6qy+Hixrj/z83+r2jFvT1r/+LrVD15RWbP+sfXAVU/46ld2t17aGPIlV3a3rGwMoj9c8fTe9ik7jqwDbgPe1rp7cU35gt2dbbsX1ZQP7AbdHBjdz7wGuimgJlO7jkJQCVUaVCsxqFZiyEQfgyq9AZuLyxHDAsewwDGlzhLDYsewZvSUw1BZEWI1JZDhPxVp87Xy3TXQVAVPJkmCMLF4p6T4GZmjF7ER4ncZLegEJ1nrX0ssuWUgr7FBzplgLHaHz6bL7+jsKVr8nVl5TzgSfXKwHhL8xi1T6+dUedH7Vz57TTOfXR4erc/EQvZ9sBmGAeu5qqA+39Fx7ZMbp129tE7Mn1o6emfv7Lql25S9EWjrblVbe2UfqEsyxrDDxAyKGrAClCAXw/uiAipBzCahmlNCjZIJ1cwSqkITyr7IkdtqnByTWL4Y74u8bdV4X8R34vXr4vui83RWIZCnBxl7cVV8875Ij91Msuvy21pao1hFZUtuXpDXNK25AL+OYM8SdBfsjUaPZDSFTuXXhK2Z/ZGQW5u/KqO60f8iG6Rpu5eSDZISneiHlBrGkiNrKlDEqhrVV4/0VOOyqlZnxcZlo2RIeii8SFDYyigv2FyurI+1RayOYKsDRx0l3KP4yUxVbaIyiIl8gxFp6YdorZ7jXP4ch6ekYlL462Emt2FSjd8cyvGbWAYxi50BQa/Xc/bijqqRwxcGmmsqG6NWhjMY9BblyW7P2Fn6JZC4lXpJNsXbk+3d7Tvbn2zXTChhfqKWLhWjaMClB/FrpU2lpInelCVSx1QqmNjE1DIm3ubgmON7Bn2iPIwy4HKPSYZ+E07rI3C/pOlJE20qfqvK8KEwXVgorBEYUq78La5VtjnPEGccL1SqZcp+sK6JZcqv8sL/1zIl/VJiYHdXyaxpJU4Di8uQsWRfdUFjmS8qT0/1yNH8GVtn5LRMynfoGIbRGbT67MrWeIGc78iTZ6R65SiyTLsc5tvlsedIIuRSvqDPFq7MjZTnSdmx+r66ikWthSabgzdZnbzg4XVOj1MMl2RFK/KC2QV1M/FchMb+TK9iH6cmUfOP5FNCuEjVeZE6F0XqXBSpDlmkWmURNkKTy1x0NtziN591tZTiTFJHwvYpbHYJtTJx6iQp27AX3ySev5V0Zrba9CqOD+YXu5qWyv4dVhuuVW7PJGrv4SqXzfpeVbMrJ8vOafQadp4/m7fotbnt67toC9klvp551PQ62UeOGvoX6A16jcWN5d6PazjMs5AT3CJLkAkYo9iCotiCovgRRVQJUlFeSbnQZ08RT5NUrUiqVoA/VXwTN7BapIyzSqqN4v9cK+vFotaoUeNphcRM81UhB/tnJl6Nm9RFCzlfPfnNPIkfD11362x+h8svaDtvU5Z+nZ3k2654S0n91mk6uwSea9OPZwSbUl11K65bTGdnvHPkb90LpubOTtEbMz245qDoR6k5HFVrDl1KzSEbcqmtoLdC6vdPU+ExWOVwAixx+JgroQBpBJBTld+hsv2rtFhh2/gTnLFzchV+/APZhoCiPMrToOw86JicjXKyUQg3kyGUE0JBpTeIcoIoakVXhlAIFzD0gqMlFARvhrMzsh5MNISrSvgMz1AI398EF4byWkNGb6uRBEb8uJ+8pdWvZBQx8otwXkHmox+/yKW8Nzf+0HnC0iG6qkT1hbmtiGbo0VOs2ZsXCOR5LOzoS6wGPx51+cOinh1lmS9ogxjyuQKCjvkBqzeYdF8+gt/bYjmLgZllsukZ2PfQcNCPeE0m+o96E8fQnBGvphRzDL2i2QI7ICflk80G2bFT8zsNrdnFO1uo5NveU/0o7sVFAjwWp1Or02VeM9OhgJZ3ZbuzwhaaO8qZBZ/d6TUyun2aFPxtVmcW9O/DSBitgTceg3ktGH0brafeoXyUIW10ZVH8q6dIRZ/cspiuEsdfCVyvtbiE6zRm0SMKLgNi9xjdOV5Pjst4o1ReXOR5SWeAxQ42dEjc5QvyWi0fxLIcH/s72sd8T8kxfYOUfZjeeswQCEOGbAVZTiVP4ZBRduHDWOHrbyTu03vypGCeW6935wWlPI/+6+dMMFjoMxp9hcHsIsxFI3kh0hEKFYGKvUXYkm+H8VwBEhsp1yB+JHPiKfzoRc+AgcBQYi9g8Sfsbq+I19cVY6xqjhdPA+B7TENH6GJ6MmWlLEconfEsS+FHrmrVJkSuxQ9g6GKbMDpggx90P2fWa9Bn0YAUiQS0ghfusmf0IfRXzfVUmMqWHQwOOQxeuhjlASnjkIx7qGQctEMehWkhVtpc468WFjNKBYgYI/rzgv4F8zTI4vfYvKKJqZxRnSXVzEggPZ/ldGXxtGbxi6NzXv/V6NxfmASjhtZymuW//PVba9e++cYrK1itFpsDlmsLjOg9GFGISjxN2YgH29SVAfNRPDKb8hjQqOQeZISxsvGndeOGWGmrKKejEdVvnDb0XlZ1TyVjEr02r9+MNPMHBgZYms9yObIEjl6xkfasfevXv1yu4bS0xij8H/atBbip60yfc6/ekqWrpyXbkq+thyXLlmXZsi0J29eyefgF2MaAwYYY/EDYWMbYJCEk0HcLdJLSJNPHThO6GWfpZEMeGyJoMyVbpp02Je1M2SSz6eyQ3dkdmm2yCU03O4DR/ufqStiUhJDNJpnOvfane+6551xd/f/5//P///mP5lf48VdfwY//Usmo4O1kknPX1pDRmn6Hfl3qQBNo9hTaBdO5Ukd137ELD7WuTVFBzsUytvaBAVst8mhsnta3u4u6NUNv91n6uuHPL4+MR8a3NZENs/6+bWRBUp5JDOAneT0/pwv5nAxZaKupOX/WEKmqYc6G3gjBAB3yZ2ezstxklgnA5S4zVtTi6V5eIkxyJZkIXu7SQecWLV7XWGu7RqJjx+7s0u9h9ERbT2I4JnWMFMzKu42dc8d2Vm3uDFuUMmIPKHR+bnNzfKS9Kg+HQH1IDcy1n1Jw4Bbh6iV1VXdiRctQ3JcnV8qp7ztL89kiY3T6sZ3FTmIQGH0ma8jscOltOsXY/BzHWO0GxlRkNNgYhd1p963ZvUqhs+ldDrPfZim3yBmb3lm8YqrTw3pYuYHkXU7APPGClEW1aBX67inUAbzIJ7zowP65ZjzWjFubcW0zdjXj5hTVypk0RUWafWG8M4w7wzgaxv4wDsONk+AAssBY4k1mErcuPg+PQUENBnPtMlhvVLcmmg4GpZ4URs8YB9pS2Py0dGs2c5EEq4fOg9YeeoP3DQ1kqY0v8QxbZJhJ/oIzN/hNWe/xhdrJ+d09+wcb3YwhsObO+Sl3F1ehlUsoLFcr1Z667pqhr/b76IKW7vXViQcGPE/m122KuzuWNxeUNG9p5rY02fHf9j9yd7u3Y/LQY1v6fvSDw+PLlDqDOk9n1BoKGIVWr+06eHxQ57DqIqPfuCO6Ne7Kyy82fOHJRGWwZ5REtnuBtqelJYgssK/EXzyF6ohxocdddcTKICIYTgk14WxNbbamNlvDu1b66y5WO794Dyxqx8Fsm2DWbFlcw6+sBFOUjbOZvLwu8vJGkVAm6SfeFGXlChw6p8NBcpdM/IfD5FA18G0ayARttuPuBr6jUEk6NpymWsEsP/8sYfJ1pueyC4SVxjNCrO8Mv7ARJ3O5ijwjHoSHxrMvHc++dFx46TgZanoVMfZV4UZp5YJtYPlCbrBEcql+5zNT/ZKUAzgxi7xuMnpyGzsXT031GcUrLAuRNBG6NrcOmV9XZ4SrbMS9jj69bPf8xMgPpqLezqnlywa5kurt3x3bdv9QBVmGXJnsLHvN3tAXnkwWRjYsG50sL10+3ta8tbH4K18++CXcte5LmwLlvXd1N46t7ywtXt4zWNd258aaqp6p5pot69pZZ0f/VmpreVvQtq2/rHVZpLj2voUfBjpbGkuKm+LtFcM7J0BOV8FY+gWfa+VHb3K2G8I77mx4p5L4Rm4yOirxosANiVaaiG1sIswzWUnpx1Ql2dWQcQtYYXCxgv/OCgYynC+SeRVsNjZFVXJKFUnj4hDN5+QryQqoao2KQrwlx6cSZgbEGV7ikQqpKisKU1j1jK6P5DhlU7j0BpzhFjHTQNAXR9V4ln1IjEiyyNWX0L+o2vXUF/Y9PuYPTj518B44P6Ut9C/rDvbvbLQ4WkZXNfQ3gmVBHXrov58e3nD8/UcffJ8/PzH8vb399ba1R34y+a2XDkZdrVtmvgLq60kQ20ek+SiA/p1zuRzYZceuIuwsxK4C7LJhjxV78rGPp72BZYh0kRUmQu4gRoS0yCf4WT6BoD7B4/AJBPUJjoaPJIVpHVbSyaomn2q9IEdw5uVKL8jRovozQvIUkB56PKrHeqMhhZufdfb6mBSWZ3JPQ80L53gvlxznyOJfNtMkIww4F4EbElI+sokeerlMllmEqncLUWA9P7M9IlPlyRcG5Rq1TKbMU2DtZbLOR8vUSlwu0RisBnBRZG8qtEppG/Fj5UyB0VCgV9KvPaSS5Dny9VZGI/spLZFgiVwtu3K/EswmoPYMUPtvYEw3oQe5PF8d9juwz449DsylstMQhy1kFFt4zWMhZLLAMDxZ44Y/FBFoHTlNHUDqDHHUZIVPTWK7+oYIy0Zg8AVO1lhkgT4mksLeLIUyMYGqjDIBBXIulzLP02gI30gc4i7ckNohy+kO3jiAn6LUKRfCWrNOTqt0misbEhFDUXhtLZ/YIVfDzCNVWGMDE7Et3xwKWFZ+NXmOqlHo1NIOkoEkZxwWkyM/Pw+rBo/etc3v746WlnpLFQaHGZx/rdnltIYH9y1vuuf+EzOvKA18HGYcdMJRoN9GLD2FNgHJigjJNuFqBRClmgh+NU+3akK36hQV5lSr+zyrV1vB2+KIt+WBJh7ibXFQ6+FobaGCycZd+J6FLL/cnBmyhUD555BCLeSOEPnWCkNTK4x2LWGcEdigjZFVqhhHHlIVw/zQFYZwZgaI6WN6S10KqzlVe1/Fn1hW2k6Sy9S55LKqtyJMLr8MVHdVRt8Lup5fciVLH4bIdT0vKAsZb/HnojeZRNqMXZetuRkTzTADHG2a/dFEy+6NUZ1CRmvzlOG+ZFt8pK3U33d39z3AK7lMrVXujifaywpqe8LR4a6QChhLgx1ujPYnuU1f31zJNm2KtSbXVuKZgfvH6s32Yq3WZDe7ilg3W9rUH6rfyJWCeJiNNp28lBuo97bXFTu9Tqmu0KLL12uNwOfAurmVjYmeiJqSh9cS3R8En/13UhMqB710hYu6A9hTicsqsKsMuzzYXYQ9hdjJKyi3FbvzsceCPWbsMWEPg4HFLil2SbC/EPPaypDRVpUWKxQsLCOsvGZWXC88T1ZkiwIBJpW+ytmhBUPEjyEjgiEBFoZMIgxxcRiyr6YMSTK6SgITQDahg1ORjA5JsKqsMMAzWOIvYRhVSa+qn/fdQepq3gqFyBxAWCjEmUgK9DkhxzUrgTcceGm6Qk408XVdZcFOXEL/zmQ4ms0UX3hTw+SBp6SSgydudFQ4SqodzFG9+dox6tpm/DieLvFceycbXMGMjHFYjQ5bfh5tUJCEBvD2rv7cSf1hIUokbhQk7mGpFjTWi1xeWT0uq+MXV2heY53MKKx6QSvV89vXSIosSQP0Aum9UOslcuHVrgklQwdCdOjmScGnqRowri4KxtUZkjuDOGOKLLWAuWQ0WkFwKjhNRfQ9luSvSSt6rEtEZ+gtIjpVfsy8IkjM2aHzGeHJEJdQ97q0LAl2EhPIuWSzEDg5+sz6Ff3wioNPTy6bXFenk0kpWqGWq8pXJla1TvcEynr2r2/c6CmyFtupRoVOJTUZrtmd7cHkfDKCH93xw2RUb7NqNfoCg75Qr7DZC9i28Y6mrc3FmgI3pSthlaAEXd5rD0mp8PChdDrrl1Ay+ld83Go7yMAJoHwxevUU0oPuUulLcJeeYYRk4qVJxheFefJ/+LE4y4emmFS2F0N6MUIvRujF31aT6NccQwRHJgS+SrKcLcGLDNvXeIPWLMzIi7IRLgobRS48B33MUn0KVz5b0KPOJX3yUzLPBb8QqcoGrK7Hqvhthou36tAnaKlSdi0g1eW7Cko9ekqG31z4ttEoVWmV1CWtWS2TnDXYC23aKy9rdEpalmfMk3R4XUaYV2SGIqCm4IkANX+NSCyHXM/DzBFEcfQCZ/QFcLkU+yTYR+NyD/aocBtRFSz52W0wneRlZxL7vmocqW6vTlTT/mpcTVKSlUirZdE0ojJuQMYd+AcyYmNk3oCuMWKvGEj3uRiui62IjcVoVwzHUpSf01a5sZu7xLLyuvfK+2AUK7LOfHZvEx/QOwtkEjzC0OIxzI9iyY0h+/rF6XNCavz1XVD0vCnYc8/xaX9PS4UJiKVWqL2NvTXDhzdWUOEH75j89kBZaOdjMz33DnJl+hOl8TuaWwZjRbaGTfHOI9TpdU88cnhHTM0YDMUFlgKtVGfQdd43P1gcjI0d6Vv//b0rfN27Dh1bcfDEZLBqzUg4tq3NXUko3pB+lxqlHuajZ6WcwYQcKsaGbSd0B4qd2HlC+kX40bvhH1e9eP7FW+9ooEZLV0ysat8RLy5pm2hfM8EVHGFK6tzO2hLG6AyXemuK8/DK7vsGQoEN965t37+ptm7zvvaGDVF7UUNfQ9vmsNkR60M43Zn+PT0lDSMz8p1CRnDTeP0i+GtGBdE9MN4VjBRVkfAQn1UnX7ITlgQtS6VaU5HJUqimFfSXpVpzodlcqKEVCqVSTivyjBqpUqGW0XKtSU0i06vSv5dOw3eWSUyIob5GzrSaxKglXrwfCQeOLwW15eOB3nhzSEJLIS3/iLgKL9pxC1z4+FDsvzmUryCk1nwArt4eNG9fh7ZtKXQXbw7m5KcH/WoRIjIwPPHxYDz70WC6tBSWWgFdH4783s83bBW3jwLH7aGw4gPwzM1hn0XI8fAHo/iZ2wN7IYNSA0JOyVK4HvhocH/904Pn7wScuTW8gb8SfEeECBEiRHzmuJyB7xDg5U8H5abbxDxC/hWfX1T89vOFQEUGwbs+W1T/C0I1YBfXHkGoDuy8+msIRXYA4F4UfLrozxFa1vAZ4uVPFo3xTwAjIkSIECFChAgRIkSIECFChAgRIkSIECFChAgRIkSIECFChAgRIkSIECFChAgRIkSI+P8GohDmNymbEE1KlAPJKBW/axn9nw86W5BE+Mv76AP8uZ+e4fcu/5F+i36b/i/6Hfpd+hL9J/o9+s/0hiVPkAAMyIqKkAeVQbmKr21CbWg56kSk7Sa0BY0s6nFgcXdMARhcgB3Yi9dCeQgn4DOJ5/BefC/+Bj6Mj+AH8Pfwc/jMTV5/Hv2VHZi9ZYvnF1MfT8PnRsQhKfCARW7kQxWoEgVQBEVRC2rl+bAStaMutBqtQWtRL+pD64Anw2g7cGUUjaFxlEA70SSaQkk0jWbQHjSL5tBedBD9AV1mn0in4RvIk73Ck4OLnryCf3L3LZ68i3/y7r98cvrfJCZ6Pe2jl9Pl9E9oe/pn6d+kz6dfTV9I/0f6Uvr99FUkRwqkRgx8/zH09+gkOoX+EXq/h9KYxgqsxTYYO3bswRzuoD2oHr3wr5c/CcG4tcR84KFFT+bajeT6yOF3j+TeLIT+WSjTSIs1QlkC5QKhLIOyVyjLUQzXEemXKMkz8W6hjFER/iehTEH7d4UyDfVpoSxBRVShUJZBuV4ow/tQfeg4cDYEHK1GtVDqBn5thxGQBE4lgX+zUNcKpRngHvkchpoElKZgFLAwBibhjwW+J4DTO+DeHv5qFM6j0HovfI5Ay1boNwlttkFdAlok+HbDgFn+mWSs7ILzDJqAOvK95M4OqL35G43z13PwTtnW2+G8C66H4c0S/PcHjrOhYHUt253YPpPckxybZVuTM9PJmeHZRHIqwLZMTrK9ifEds3vY3tE9ozN7R0cC8ZUtq1d3+1uHJxPbZhIfdiWc2MQedpidnRkeGd01PDPBJsfY2R2ji75yfCY5N02qtyd3TQ9PJUb3BD4VgsdB4FtA3FfD8/03kJ+0HgfiTfIE/7CWH/feZ8JufjLUlYH2ZNDPYGxTcK6CW0j/AOgvCdwlkiQ9/Yb3pd7UVt2yPyObghetH//n/l+T829mla9fubxwWPlH+Um4VGZn3f8VYAAU4GeGDQplbmRzdHJlYW0NZW5kb2JqDTE2IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMTU5OTIvTGVuZ3RoMSA0ODU2OD4+c3RyZWFtDQpo3rSbB2BUxfr231M3CQFCCyUQNiyJICVIb0JIo0QgoegGAZNQpAVzARFQii1iMBbkoqgIdkDUzaoIFgQsYAHsiAUVEbCgWECBsOd7Zt7ZZbNE4X73fyM/nzP1zJmZM/POzFnSiKgmLSKDcocOT+1YWWNTPaKiXPgWjCsuLIn3Nkkk2rCDSN8xbvYsd+rALgMR9gWRHTWx5Mrih35IX4/rA0TR9a6cNnfi9B+O1UZ6H1HDOZMmFI4/6l2yl+iVRUjTdRI8apbXzSGq/RfcLScVz5rT4NCpuURxTYl6L5921bhCrf/GzkTzWsG9urhwTknThnotpC9AfPf0wuIJH10XWEC0CfkbT5dcNXMWyo2/TXeK8JIZE0q2H53VnuiS54gaPEDkepAocDed+bse/z1AT9Lz9CJtpbfpQ/pdi6ECuplepW/pB/qNTmmkubQGWlOtNf2f/QVutIqpprGFbGpI5Jx0vg+sdb4nsmqF+dwNV0Mz5YyPU9c5EukXuDuwMbDLrkFxMm2c/g58j2pHnJN6X+F2ugq3fou4limOuh4MPBNYVaU4JTSDrqY5NJfm0bU0nxbQQrqRSukWWky3oi4W4noJ3UbldDvdQXfSXbSU7qZl9G9aTvfQvbSC7qP7UY8r6UFapcKE+0H8t1yGipCH6XFaS+uhj9Cj9Bg9QWvgXofaX09Pw4992P0UfFbTQ/B9HL4ilvB7Bv/5qIL89Cw9hzZjd9C1kbbQBnoBugmt+RK9TK/QZrTjFrTsNuknfILuv4/J/3+NXqc36E3aTjvoLfSMd+hd2km7aPf/V8gbIR/heo/epw/Q1z6ij+kT2kN76XPaR1/R17Qfve6ns8I/RYzPEOdLFesbxPqOvkfMI4jJ8TjOFzL0sMzhI6T9mg5oUXRM0+kUObgSrbdcttAK2Y6i9UTrPCrrWbTHM3CLFnoi1DZPoY6fQnsKl7i+T7XG04hbgRoM1l/1tbZLtQ7X98uII+pChOxUdbFdtYTIZ3Mo7TsyzC/TbQvleqZG+Qk/DqudL8Lq8Ds6KGuGa49Dz9SeiHEAcUQtizyq1u1+pOXaF2mFf3gaEfYZ3N9jdPgJNS30R9kSP9Kh0PUhFX6EfqZf6Jj8/1H6FePJ7/QH3MfhcxSus30jff7Ef3/RCTqJFqyk02Gu0xEhpymANiZN03TNoMCZqzO+ElOzNBtjWpQWrcVosVpNrZZWW4uDT9WQGqGQOmeFxFYTFi196mr1tPoYLxtqjbQmWgLGzWZaotZcS9JahIU1DoW4EeLRWmrJKixepmwcStscMRqGxW2tddCuwf/baO21VFxfpHXWumjdtB7waQd3R7h7IqyD1HTKpSKaRietw/q7yL8+RpWKtOwrxo4ZffmofO/IEcOH5eUOHTL4kpxBAwf0z87KzEjvl9a3z8W9e/Xs0b1b1y6p7du1bZWS3NLTonmj+nXiatesERMd5bIt09A1apvlyS5w+1IKfGaKZ8CAdsLtKYRHYZhHgc8Nr+yqcXzuAhnNXTVmGmJOjIiZxjHTQjG1OHdv6t2urTvL4/btzPS4N2qj8ry4Ls/05Lt9R+T1YHltpkhHTTiSkpDCndVoUqbbpxW4s3zZsyeVZRVkIr+KGjEZnowJMe3aUkVMDVzWwJWvlaekQmvVR5MXequsnhU6RdUUt/UZyVmF4325ed6szISkpHzpRxkyL5+d4XPJvNyTRZlpibui7Zay2zbGUVFBm9jxnvGFo70+oxCJyoyssrJbfHXa+Fp7Mn2t5x1ohEee4GvryczytfEgs5xhoRtoPis5zuMuO0YovOfIT1V9CpWPnRx3jMSleMRQNSE8eE0oG0qI50tKEmVZsjGNiuDwLcrzsttNRQl+Skttk+/TC0TIlmBIg5EiZFEwJJS8wJMkmiqrQP2bPamRb1GRu11b1L78l4x/CHf7jJSConGThBZOKPNkZnK9jfD60jJxkVaonjWrokMq4hcW4CEmi2rI8/pSPSW++p50jgAPt2iDycO9MolK5quf4YONplL5UrMyRbncWWUFmVxAkZcnz7uJOjlfV3R2JzzbiTpTviiHLz4DjZKSVeYdP9HXvCBhPPrnRLc3IcmXlo/qy/d4J+SLVvLE+Vp/jdslyTvKVHi2iNjByOLJXclRbq+eYOSL1oKHOxv/86T3RkAcmks6RYum93Z7tQQKRsNdVAxxVSUfOIzkjAEiyBBJMwYkJOUn8d8/FClBlclK9kWF5RUHj1CZ+D5/WzSOLQrU2p01ITOsgFUytVQBVW7Vl1MXdaFujBRRojkHBIOMZLy58NORjfQSrdjI7aNct9czwZPvQR9Ky/WKZxN1Lds3Z7gnJ2+UV7a26iUjqrg4vDu7fJSE4KBDz0AfzG6TEGxW6e4v3SHngIjggcFgd1mUJ2d4mcjcozIkN94gPLSdMrBwSfe6nfFqZmN082QXetxx7uyywo3OoqKyirS0spKsgkk9RR6egePLPMO9vRNkWYd55yfME7eqSzlazoj0dm0x9qRXeLTFeRVp2uLho7ybYMu6F4/w+nVNzyhIz69oiTDvJjdRmvTVha/wFA63cIichsERJeMnbEojWiRDTekh3eM2aiT9ooJ+Go3bqLNfXNBPh5/JfmnST/yhkRpNQhVjuM1yjxfNc13+pLKCfPFyUTyaEv80n+bpQz7d06dC0+1YX4xnQrqvhidd+PcV/n3Z3xb+LnQMzIWoHDEmlRV4ME6hQ3kpQeOuaIgs3RsdZ4Q3aWfCkfwkdLXRYJTXF90GY7+VPAjx+gsK4N3ft2hcoSgHjfSKtK7kgePy0W2DGSLKQF80cohWOSBGtkwjuiMSjUPboAFl+kVw+Bbl+/LbiJt6J+fL7hznowGenmh2ztNKETdKzS+r6+ko3028CjHJtwiJRtlouJd9EuDEzfK5klyxKPk4D4LGFbhR2yaNG46uzmNpTAL7TMCQaKZMkMQkqEASj2Uk16gZ44tujwzxT1zXaC9eSSvZlZ/PhZeuW1QE3DvOVwMlSgmrSpUAtYOggaIs+HcLiiqibhXZ5G2kYZ45GFlEoWVOLgT7aiYPLMTgz+lrwMfTPZg4SowRNVQer7OvSzx5LOrdSB6x0XnCMzcp7K9dW4+YHETHpIRN6NiUXxbp4bu8Tbu2UZG+NaV3WVlUzeoTcH1F1QwpPAldHUvEAGmvx6w+9dnJ0uifhE/4X+2WZq0zLm03kbkXa9HzxO7sfCgwr6NyszcNrQ6rBpVLmlFtgXGIykHfMO0NBoOR4GrlX26sR5rGNPAsYuEvyMC6uAWV6y2cUdAUaCYYAIaAy8Ei+LcAieZbiPc4GfrjzjNmAcoKjCLJDONf6no2NTAXULkdQN5Z1ZAEJlPuOZnBIJ9cMx33AtZ8XF+Pa2aKUGMHnp1pDjwh93GKDcfqQbedL+ZLFO9KozaRmJMoyWxFcZEYH1InRaJQsz/FnC/WHc5+gdmdSo13aFR1mHdRKbjefJxSBMYdiHsHtVTqVjQDHUBf5V9qeJHuAfJWQ6lkK3XW46hUj3MKoM2hI0A/MBxMANfCvxGIN69CvMlE+mTnIdNCWqBXSm42avK1EUttzQZUag9A+PZquAd8RiPPyQHGbo++fBr5AnMf/JKhzCihxlWUodCAHXJfSwkgSmmCuZ5uOm+6UIJdRm0iMU3U+06qcRZ3UB9FvNTfqX8E3arxk9idGDOHFhj5NEDRK+x6gGs+iKIBdi0GcXPMN0E5yKFLTBcNOh/0xdTY3kaNo6Opsbkr7PqqCK6PQPnbGyLYEYHyrxJ/MDWO+ndY3j+cCbPiFVnU2DWWGqOfJ0Qin/VsFpg5ziqz0Dmh/UlTtT+dOdAm0HGgG5gNisFM+EeBBaZBU82eNF2v4XyuKDb2oM4VIg7oqM+U2ldvSvWNQlpg3yDuVYVxUk86y6UORnuci1GMvVm2XTCfHP1TWsA4v0EvMy6igYzjQCnotj5izBJaqNdB/DepoX4YCP2EEqw4zCHPnB9WGjV0lYFW5wfKOTeCsdX4SYy3KN46Tp5IjKcwNr2NdyOS9pSlMKSOoIl4V0caj1Gu/ip11Y/RKD2TukN76tupp/YeNdUfwFh0ikZp82iodpOzV9+C69kYC6Yh7glwjHrIdCINQXtSb+0k0iGN/hj6XgK59bXgcdRdT4x9V2I8uwmsFrN2ZQB8q086y2+/0RXtgbHPuF/63QvGR/gtBxO0SrhvB0vBcuk/FUwy8uCuDYrBYul/Kyg2msPdH0yXfg+BeUZ9uJuCltJvDVilr0J5HgFrpN9+sE+HjaFvA88j7rewNxqALBkOm6aytoZY6Mskdb/wP50h0ItpIrRAL5U6UtfpSr1t0F5xZggbBGUqN1dRG7YhAivFnMb2QmCemJvZXgjcDdtgqLQDtlCT4HxvHKXBPIc7tUUaMW8b22iQmIN5vgwMFmqj7sR8as+mazDPD7RmBH4PzYtiLqyLcb4WJYXmMoytoXnrOI3keQu2S5wzTM5HiVQnOO8Yd9NlobnkAZ4/jHk0RM4HYWO39RLKgHHd+pSmm98gruBFjKmCMXhPh9Ew4xWUGzVnrMWYDfQfKA3v8wLJaNgjd5CpD6K5gPRBznzQTI4rB5A3xg/jDfT1BpgXEikzNCY8TG6zD403L6dsox/e85akm+NolmImaGXdS+kgE/0r2jpEs63NsAGBfqtsS9P4Q7Z1V70lzQ/RBe9NHI0QyPacQbfL9rxaMRdtVEQxYTbjJfZa6ml8Tn2sbghTKHtwiLD1gvaWFUUxrgspRrYz2tXVNsyOi+F2FnZq0PYyCylK8h3Ghbe5rWFrllsuxLudBrvaIY8p0p6NtcfBrxgMRd0MpaGuobi+l9IwP8RatUETpBf9oiktln0jSdET7b1BzsFBeygRbXkR3r1Bpg9hCmXjDBf2ixkLP0EhGbK/PKBskj3gHtVXhN0VtCM+oYYCtHcTlF/2F/SPUvNO0JHybNhF9nKZTyNrD7Qx0h+kMcbPsF8WyziDzDJqhvjNUI9kZ+C+0xAH8z/qjGTfOoZx/RPFUTEHOcXmGoxXYr4Lm8Ot72DfTaGe5iz0vVlUIlTNgbPFvCbyEcCGqW93pbrW89yP7VFqrhoIsuX8Mzdkc4h5JpGixVwXGptPoM2upHQxdpsLEf8ShB2mDnYC8sqF+xr0ST/fy1iI9l5Eg2wb15Wwk4qdE2JuNvtRHeNhPJsCffXfAv1+OgjuFxjP00wwXGDGkBftsxvcZYylYmMkZaHdGso+3YVW6x6ab1XQdfCbKv2Voo3GKztPqvJL0Lciv620NqjoV/ngnqAaJaQbfTE37dRKjErtFribwn0xbIBeAqPSOSZw9aEbw4HfCTznstA7twDlWECF+gpaCS7DnNQVTNbzqRiM06+hpWDC38UzhN1cSQWgEFxq7qBhaLPLcJ0Iemj7MLfeQHMtjP/WbKKofkSuDiCT1X6KHhRgrJxsvUYdrb0YI15BnVdirbKBesPfjeuB0GGmly7B9VqQCbe4Hod+0QDXzYyvqJ2xCvPvX3iHV9EIYNldqEfUWIwVldTU1Rd9uRs1Qb8cou+DvfYb4h2lDIz/icb3WKOmY/7eTKlmGg3GdX/k2QMsA14wEjQBBWAEyAMXg3T0Ya/+FOp+NeUZN2P9+iHe4zK6wthFXuMKSjY+wvj0BcbJVbCjV6EuVlEuGA5EeYtAFugPugvOKl/meZevZXXlM1LRJyxqpj9HfXQf7JEj5NH9lKEfgA23ktrD3RvXXfU96DfvSVslR9tOg0H//yYt5vVUpE3WS6iDPgvprsZcN4Uu0ufRhXoh8lxCifp09PPzjfep095oS92tW8AykKF0FFgKTmK+EaykXtaP4DD1sl2w4SooE9eZVgm1tT5Gf1hAPazrKNt1BG1SSZ1BNzACtADD1XWe6GNgIsgCI0XfBqnW91gj9qAW9nN4Dy9BH9SoFt6pgLA3hB0g5kw7HePBlSCLuuKdWwpuARsE9gs0235BiwpqzLW01E6h+eZEaqV9BlsH4FrhfA72nXGfL9qaiD0a61x7OKH9lkNo90POYfAK+JKhbMypbcHif9rzsBOhy6pB7UvYDaunyl5EaH3pvA3uU/qG8oM6b4EdQb+w+aWD6UJ9uZwNYC9DgzC/NBVzzJk1jfMb+AD8wtc0AGuQagmuDaz2ZzFWaPh6QK5nJ+L9De2NOIfBa0oPK79fwW+KX4RfmH1Ixh3OGnCjUkD9MB80BQvD9hf6gMZKuws/a0n1BPcErLLqCbclz/Q70ef+pl9tpYlYg/E+WFfYOM9jTH0NQIXNJNZ0Yu4S69bwNXn4utuoR42MGJpjxOM9m0pz9BfAUrivwzt2Jc3RfHBb1Er/Awq3eR/CRPhDsJn/YDVqImwxxhsfxsY5NF3kaT6ENG9hfbWe6uhjKAE2ZqUA70Isg3kfGFtRz4LYqog1hEBzqoI53xHo6zAnMvcKtF2Iv45uqMJCrC0W0hSjpfOjfhfqHveFf31QT663BPXVPcU6S6yf5HwMbmc/osCXANb46ZNMoDVz+mmBum995H8jtAEQbjLuYxDntCI6nFA83EvUg3iG4D0jMTWqb2paf5FbMJ24ryBUX+y/Q2D8SjuC4cH1GvxXGxV0UzC9azT1BhRBX/sD2AAfVPFL074it+QQtRTQX5Qq0F3UQhJN3QTaSoyZAH4eSTTWz8CIxlwKtCvoYskwipO8RrbkVYoSGBdgfg6DyFmK9RKZTRTxzgFJE6pRBc1xwhH3CNaRqAvLi34v1i53ox470UXm51j7iH3vQ9K/F8bTyzF/5SLuSGO984k1E/PGi+i3E7FumUR1zPFYWzTFmJmFMDGuTkH6RLmfVW7shr2K9SjWbo3lvrBYe4o93wlqH/dHrNV+pWzM/UOi9lF5VA8qt1vjfcX6xPUjyMV7i/Ee66MMOW5Xt38ctq9vteb9dthJM4PjPO5BUW9w3iLMVR95HuRxAWvwIzyfODvFXj7W2etxr9FI10ukNa93XsVzzMF9eoh7ifLKtbkHaXtgTv6JOgXno8j5Rc4RezEfZjufwdaqY8Y4T8K27GUux1p4LNUW63jjsHOX/hoZWHcNNVfC7zlyyecRZxNBws8jwsA95yluAH3AotD5Q/C8gWkgFM+FedFZEDxLCDtP6AIKwESx3gxy1llC5POpc4KwM4LyiDOCvv/J+YA4Bwg/C5D7/+oMIGzPv5NxJ2zWA1QX6/Y6cq2MZzDfxX2PoS16Y822Hmus7+G3lFrL/b8rnFPGBrWXmyH2Zp2/7Om8Nyj2DvTrsZ45AJsDbthrct8Qa91s2Ity388U+5Niz+xj1PEsSkE9Xeyai7x02E6XIi7mdawJC+V8Xd1+nQv2WdgetDnL2Sf3XPfAHlfzvLEW82YNZ6rIV+3FIl9nC9sMzrdsGwR2i31W2AE/izSwMWfpn6IOcvDuiz3BtXQhNA/vb47ZHHn2RJmDNkfEPqmwAfRHMV9V4vl3491ZSTn2Kty7yPlGrlHF887Du38Kdm4BWQJRf0YU2uI3tOFd1EXY8kYybOpmtMLYSyvMZzHXYL0p7xm2jyvWvdXuLVfdMx8Q3DcPPr/iSjMH41aOXKd3UUwO20/GepxmqD1oQZFYWweJ2E8+ew9Z+av94ZmgJur15Jn9YYkhVO4BS5x9AtW+g5WOCu7Lhu/Nyv3Y4J5se9LUHmyUvOebzhoZR4ShzvQ6uIfo279TE/2Ec4+5GGVrh2e8GGn+wBgzDmuan+kCYwj66Qr0neNoE7FH0wZ22TuUZrZGGVZRY2uo9O8He6zI/ABj9nLYLl7nQ7xbXsStr88R50cY9ywqte+kG8ztCINdZreADfYS0vJZT5bcw4MtLs90vmH7zDihzmDK0BfKkPfN1C/KoNKoO/AePov8GmLs2E2lrkl4/2Av6nFOf3PdGduuCsEzudHO/tBZmYU2UbYj8qdg3iLMRv7manW21d95g+1RZyXKM1iPC/hxrxKki5bpk5378ByTzfXOn7LcKK/cexL2n421kdjfVPZs5HmYsC9l2Ds0Qhd7zGK/oxN1NLtTIvIicWaFdI3k/tZT8pyMjJ3O73Kt3Anrvw60GvdYba6l8WKPJbjHqpgTdsZYBeTZGrQHuWJvDWSHnSmWhhEtFM/bB4wMng+GnRESaAUSxZ5bkLPOByOfO3j2d+bcb3TEuV9b4yrnz7Azv4R/PPNDPYWf78m9vOC53h1UW53jdZd7xtdSjIgTrHtZ7yOdB1AeEmWwUkWbI96dSIO+jnoZYsbAbyHsDMHrSoN2vLheztjPKz5RGrTvxfUHfD6HdjzneY7rgnOf4eDdnS/HtkuwBhJjH95ZY7Ea/wrlmJcnsFrinZxC6XJ/cSjohvF8JMWaYxFnkGSA8RHVNb6GH48v8+WYMZXiJINorjhHgx1Yz+hO9XQTcZ6UY95chTi32y7Ht0lgINaIW8ETlCn2ujHONZPslcrj32qaC+KNH5CvAGOe9rOzTc92fpa6ynka4193kGJWwLZ5ioaZ/WhWcLyT49hzVAvlEXNllpiPjKcBbB4wQCrmAqsd+rfYN+2GMWwE6mYM7v2o8wzG8qZGbxL2SU4wjf0c5qXTlOO6nHKsFmgHmxpaqzBfFaHN/qB55mbE74R++QtdZo7BODYWXIAx5RrnM8y1eeg7McZLeN+K0FeKUJ8F6EOoc9TdFL0Y99uP9+UkueXerdjnXUOXIX6mWYb+dSsNsVpRlL2ZhhmbzpwnGJ/L9WNnUGqMRB8vxRh6FeJ+izj3YMyNRr/qhX4+HX11NPVEPfbD+F0X65BS2I8x5tVQ5GE9SjPQzo3kerAhyinWmRfgvQ+uM1/A+3+udWa5WmueoEvkelOsNdU6U64xxdneeswtx9DH2qpzPnXGp2+k9vq1aM9rwAPUSJzziTO+Kud7mXShfhB6kM/6Qud7n+NZp/E5n/4E/H7D9QL0yy+om/E+xuNtlCrzE+eC6jwwFOcI6lPFse9Hv/2KamH8yTHaUS3XTKpvDcM65GVyGRNhd10MfgLtQAkQdlM7Go9262rjndSnoe+vpHpoO83cD5sQ74zs809Tjr4Gc+HzeJemon/1p5k27AXMH8H5fibm5YHGNGcbbMp4sz3m6GGUZW6E7fIB0kwBdWgQ3l1+R+tQnj6bpor3WbwL5g7M9UsoTf+Ohshz0+nga9TRNdRZnJ1qW51TofPTP6m+5qdhqI/R2l+Yf8UnTi/j+lkarQ/AGDuN69zAeh6MMlpg3kDdGy8gv56wr2IoVq+HvnoZ3q8O1E//kYbpB8BWda76IHgbPAzbNx5lOsV1Ls9sUf/acaxBY8FzuE8Cn8dqr8Pmz0D/OLO/PyW4JtZXoO5W0NjgniLqq6NAz0OYOK8V57jijPUCdS38esD268H7DNXuNazDvLiO7gbx4gxZPpc4Gxb3iaPlkZiXVQV+GdC/IzUSxBeaHAn8m0DPAv7p0OqILMffxUv/h3JU558CPYv/thz/kK8Hehb/UL4caHWcbzn+rp5bQs/iH8oxBFodVcqBflUkEHtWGBtvkmdS6+hmhdz30VfRRNFfja1Yi33Le0fyrGtdaH9I7pWZac5xgaHTvaKPS1qqfaG69JFAjqsbMYaKMVL04+10sbYXfT8McXYcTmjPqnUELRVn+TuO5A9chxOM35z35+Te317lDqd+BBH5iL0/gVzLi+8eL8U4F9RUrFFSA9lC5Z6CiDMV6/bNcq0dizl3qFz7D4Idswxz4jLqjbGzrrmHUuw3MDf3pAKzj3NUnnkKG4i1vfUQ5rSlGPPFPLod+fyM8fg92Az9sfap4XyOtfqT5gH02T2Y9/h7vDSlF8PeSzRjAp2ESrv4dZRpBHW0RuB6FnWDXSVtWHOvs8zcGxgCUsARuB+E5oMO4Ce4c0FK1TMFmcar4hxR7lAa+1HYHI86y+xHA17QARxR7nzl/sk4FHjR/CEwC0wLu56K6yvBGCs28KJdOzALFFvbA7si3O/CPQmMVt9+BMOmIWxnhPtdexvWWdsCL7reCMwC01zzAzsj3O/qLQIvGsmBWaBY/zKws4q7hQy/EowJfndqTQ7ss7viHl0D6ep6JsjE9f1grJmOZ2oVKLLuCswCD1h3OR64CTQNnodYMxzL7hO4C4yyfg98bM0IVCr35dbJwEdwV4B5/A2KjHsdyEXYbvj/iuuFyr3LlUkDXZmOFRUXuA7kut4N7HZlBn7F9ULl3hX6fuR/SPBbFJAVdh0i9H3KuRnzH8SV8WHn19AHOaXgRjAN7hjlFkwG9RUF4BdwLeiowiad83s58V2M4Mz3MH9HFIiO8BsO/iWug9/L/C/4T77v/U+wY0H8P6POuvLF2VY111dFrMv/a+xBIP+fga2WjHX/EjBDfTPcJMxdAmqB2uAahEVDV4N0MFHEP9f3wMF9ALkWF2Pt/1hD34L9H2EvB6v/mfMZ889nHD5rHJsR6F9lHJsRyD6fueN8xvPzGQ8jbQ95zhZuZ4TbFmH2RMh+gJ2gd6SV2i9nsBZjnl9CteW3hbdgnL+Kyl1N+Ds2rMHLzWfl/lyc1Qb2QRHq7AOEe6H92a448y0i2ENJtgX3OzRYfJcGyu2LKVEgvoMT38eZwt7wYg0v6n+M+n5tKJ8DBc95jEOUJc6kBOqbuhrybCb4XV34OcVQ2BPB7+MEyA9runLxHZx8nu3klucMxdTKvpV620Stza7U2hVHMeKsyEpBG9ejWHH+ZWVi7NiAsdkl92UWGDbFGU/QAruP+lZMrD17gYbItxxxluH6GC2w/oDeqL4zb0bRxm6kA6aOex/EuNoHNq0tWWBZFC/5jjqYcfL7r/rmaOiDAHGsb6i2qCvjd6oZOlNwUZfQ3pL8bs05Lc8D+Nu1KvvexkLnVJVvgw9TivgWTn5jJp4nwHvWYs/K7kU51ky6EPEutDtQffsy5DUG+dyMZ5gCW386ynZCfodHcsxIchz0k1K7hfouUOx59pHfAJK5lhJg65VaPRB+O/zeVzZe2HeimPNSrKGwHyfgWTqC0Yj/DbkF4rtC8b2hmYa068iQY+ZB9V3g3XJ/MPQbD4zNQ9CuuQL1jaIh94CD3ykGv0EUduZBjEXqu0P57WFHGiK+dxTfF0LJvJz3LfGM3a1KsAjP1ZAG2Z3JsEukHeo1S/EMyzEfLkW5iCgKBFV/BojfKY2EXy259idtBYX9qMn5AiSrb6JairMUI+CcEGty8Z2d9gK1Emt18w3gp4NGpXNSv5N64n3LRX3J3ysZG9CXalGB2PezbiS3azT6dwLewxXU1m6GNc11VFe8h1E/Y7yd75wyX0L7fkMDzZPI8wLcF3mI78/sJOpszaGD1kpxHxru0uhl+Z3cMG2POYw2m4S1EWmvMMFr57irDpWhX/SV55W1oI+j/3qRzkW1xH6k2QN9po1TaYymLsYuss08zKM90deC6yuxlzAignXOBIH5NWW7/sC7uN/503Wv861rKV1q98V72QV+rag1xhu3aw3eh98wZ8+ma8Q3sFFvo903Ua6IKzBbwpbYSh70vQXmv1GmoagnnZraL6LPT8S4dYhmGyecD5HPAPSPAfZo9HvEN9JpoP0a3vvj8vc0MRgzSq1hdJGL0DduQ18T3zKXUJOoeYhzAeaW1xjZr7fLdelu1Mfl3MaBPPFbNT2fHtO2o/3nod1inZyY1fSc+TEt1T+mGwW49kNLhP+5IKocwH3odMNgbwp+WxFaJ7as6tYvDZsHXuF6tnK117EWHBeMK+Jg/khEdh+BffpNeEdaRuT5N0T+hcpTzG7x7bz85r5YsVR9l99fXQtG8Pf++LsJ9EX9nYReHYm1LDAd3GUtcxpgvWqCBrx2BZG2nuIse0th7HR+YjAOhdsTYXYD6nkeGApGMafEbxbwKp9C+576jN2nKsPUYSqpKqdOM6fFbw7aM6djmMr5YAHCv2Uq1yvWgbXq/oLOik6K/orZiizx24MIRHzUemUZdLq636+Ke8AKvoekBDyiypcqfkPBnB7O8WU+v4vfRygmit9lgC8V7fk5RFlkXiXqNxpT1fW/QDbXaeURcEiVOUv9FmMN53t6FcAoWnmK7y1JVywIu7/gDjA8gqXqdyT3hvm9irQTFEWKg4o8xTjFIrAwzH8KU/k9c3qLokxxmeJypvK1CGaA3gpNMURRT1FLMYg5/Tz0fa6LyuPQSxTBNk9lKncqgvXrVyxX7fuYItxffCu+StE9gqD/I6rv9ef7Vj4awVrVXusUEfmIviL7y6ozaU5bippMZYYA73AR1gUxikRxvn/WtwPqO73zGSP/l2AuEfNdI+pMDagNUUW0sVE/4U9s1nyj/pc/sQ3kT39iW8hxlmMsf3DY7+z6jeVXlqMsv7D8zDGPsPzEnj+y/MDyPcthlkMsB1m+YzngT4yGfMuu/Szf+JvVhXztb9YY8pW/WSpkH8uXLF+wfM5RPmPXXpZPWfawfMLyMctHLB+yfMDyPst7LLtZdnEhdrK8y/IOy9t827c45g6W7SxvsrzB8jrLayzbWLaybGF5lfPczPIKe77M8hLLiyybWDayvMCygeV5ludYnmXxs1T4m3aE+Fie8TftBHma5SmW9SxPsqzzN70IspZlDad7guVxlsdYHmV5hOVhTv4Qy2qWVSwPsqxkeYCzvp/lPk6+guVelntYlrP8m9MtY7mbZSnLXSx3stzBcjtnXc7Jb2NZwlLGcivLYk5wC0spy80sN7HcyHKDP6Ez5HqWRSwLWRawzGe5juValnksc1nmsFzDMpvlapZZLDNZZrD8i6WE5Sp/ky6Q6SzFLNNYprJMYZnMMonlSpaJLBNYxrOMYyliKWQpYLmCZSzLGJbRLJezjGLJ9zfuBvGyXMZyKctIlhEsw1mGseSx5LIMZRnCMpjlEpYclkEsA1kGsPRnyWbJYslkyWBJZ+nHksbSl6UPy8UsvVl6sfRk6eFv1APSnaUbS1eWLiydWTqxdGS5iKWDFEPzN2oPVyp7tmdpx9KWpQ3LhSytWVqxXMCSwpLsb9gL0pLF428oOnQLf8OekCT2dLM0Z0lkacbSlCWBpQlLY5ZGLA1Z4lka8B3q8x3qsWddljoscSy1WWqx1GSJZanBEsMSzXlGsbjY02axWEwWg0Vn0VhIiuawBFhOs1SynGI5yXKC5S+WP+VttePyibRj7PkHy+8sv7H8ynKU5ReWn1mOsPzE8iPLDyzfsxxmOcT3O+iP90C+Yzngj0cH075l2e+P7w75huVrf3wG5Ct/fCZkH8uXLF/447Mgn/vjsyGfsexl+ZSz3sPyCWf2MWf2EcuHLB9wZu9zuvdYdrPsYtnJ8i7LO5zubc76LZYdXPjtLG/y/d7wx6dDXucEr/GNtnGpt3JmW1heZdnM8grLyywvsbzIWW/irDdy1i9w1htYnmd5jm/0LIufpYJv62N5huVpzvoplvUsT7KsY1nrb4BxV1vjb9AP8gTL4/4GgyGP+RsMgTzqbzAU8oi/wTDIw/4GaZCHOMpqjrKKozzIUVZy2AMc83523ccxV7D8P/bNBb6N4s7jM7srydKu3rJeth62LMm27JUsOU6ch71JHMeJrTh+iDwd48RJ7CbBjmwlJOAmpIRSmhAegRQohAYoUANxnAcmSSGlKe2VpnBtjl7haEPL9YBiSDl6XAmW7r8ayXFo2lKau/bzOcn+7m92dnZ35j//mfnvyv4aOWEfkbuHsxeC3EVO30vkTiJ3kCrdTkreRkruIXLrcHYTyG5ScheRrxK5ZdiwGOQrw4YlIDcPG5aDfHnY0AZy07BhPsjOYcMykBvJsS+RkjtIkRuEg6Dn1XMc76vqHOe4BY7nge8Ap4Dn2Kscw8AhYAg4CDwFPAk8AQwC3wIeBx4DHgW+CTwCPAw8BBwAvgE8COwHHlB0Oe4F7gG+BuwD7gbuAvYCdwJ3ALcDt8m7HHuAW4HdwC5gppz6hPoYXYUc1AXQLuTA24b14nD84rBOdK1+In3DWtG1okQ2Eukl0kPkGiIbiKwnso7IF4hMJzJtWCPKVCKVRKYQmUykgsgkIuVEQkSCw2rRT8uIBIjoiGiJaIioiaiIKIehU0YwR4QloiAiJ5JFRDasFLtaKiwDfQ8YBd4Ffgu8A7wN3flL4BfA68C/Aa8BrwI/h275V+BnwLPAt4GTwAngOHA/dMXXgRG8nVh667BWdPktxDjXEtlMZBORGJHZRGYRO8wkIhCpJlJFZAZpcjYRAxG9KM/QNE0NC46Hn6UpdAQ4DdA0InW5jkgL6fVmUrMmIguJNBJZQCRMpIFIPZH5ROYRqSMyl0gtkTlEaojkE8kjlXcScRCxE7ERySWSQ8RKxELETJppImIU7gMdAz4BLgAfA3+ADv5v4CPgv4DfAx8C/wm9+gHwO+A/gN8A/w68Cfwa+BXwBvTuGeBHwIvAD4F/An4AfB94AfgecBr4LjACPA09fgw4ChwBDgP3ib1PjREbDxC5nkj3sBZCIdxFZC0xyxoiq4l0EllFZCWRDiJXE2knsoJIG5HlRJYRWUpkCZHFRBYRuYpIhEgrET8Rnpi6lEgJER+RYiJFRAqJeIl4iLhJ3xQQcRGREGGI0EQoIpiMSCQcAE0AceAtMOwrwL8AZ4GfAj8B/hl4GXgJ+DEY+hlgJ+123Ejzji9h3rGjbnvkhsHtkW11A5EvDg5E2IFpA/UDNDuQA3LdwODAawPS6+u2Rq4b3Bphthq2UootdZsj1w5ujrCbMbepLhZpjb0Z+zBGG2Ktsc5Yf2xv7CxkyB6OHYmdjtEjiVOCLjZlWu322G0xygDHKRTDajE7L8aqavvropG+wWiEiZZHqWkfRvG5KKYCUbwwenWUglKHowWFtWLpSVGjtVYTDUSFKL2xrifSO9gTaezp6dnWs7/nuR7Jtp49PdRBSFFCj1xZe03dhsgvN2B0kkogDXCKSgzTip4TVBxh9D4VFxJ4HRjgC2CIbn5tpGtwbWQN3xlZPdgZWcWvjHTwV0fa+bbIisG2yHJ+aWTZ4NLIEn5xZBGUv4pvjUQGWyMtfFOkebAp0sgviCyA/DBfH2kYrI/M5+si8wbrIgvr8Fy+NjKHrnDACoLs8Ntr324/b2fYq229NqrXds523kb35p7PpbblYLV1m3WPlVbDhiIbi8Oyx7LfctAiUScTNNer266jerXbtVRAK2hf1p7TMkj7oJZS71HvVx9U043qdvX76oSaOajGB1XPqV5S0Y2qdlWPilarxH1aI6j4slq10qEU5vqV9HS/slrZqKT3KLGg5IO1grLAW1vNNXLtHL2fwwLnKap9X5FQUIICDrwvT8iphBwjGjsxRlgDQmeJfYSzHbXgj4eNWIIhtDjU2uLz1Y/IEs31Q1kLlw3hm4fcLeJWaFo6JL15CEWWLlt8CONblxzC1OzWIUN901Kyv3P3bjTLVj9ka1k89KBtSf3QdkgIYiIBCWQ7ZESzlvhW9MX6+vp9fT7YACv6IKc/Br9JwbAFjfWLR/r7EBTx/YmPWKJPlFiyUF+sPQbXgAOQ3ZfMFvdWJIv4/hE+fX/Pm+N/CBP8v/yY21cgmplPnUQSlCW5RxJCCNuJ0i+j4xTKQpRaRtEMQ1PMOUQlBPSE+P/UyS9pwy1OJ3IiFE9IEUx/p2UPUB4nwvuT326dkqhAnIiGK6N4H/0a7NNIhipRGC1ArSeREt+PTGgqfvFITU1WqexZ2KWQE78It8T4fkHPUMqcnGrXJOkuukk7r1q2i2pF1WO/eP0F2JzRVfrPYP/ro6+MasZe0Fb6R8+OlgWwNk+bxKCiZDKp1JXPU5O8nopQKFhFTSr3uPJVVDKvvGJyFR0K2inakM6posR9TL/2SSM9Z6yA2pI3raVMgn1uk0OflUU77Ep3yKmuD7sqCq0SJktKS7Jk3opZrsjm+fk/Vpi9uTavWQFqywUde16i+vgDierCIqbmwknqrcrFVQXSLUqWksiz7i+0ZxeU5c6oV6qVElWOyZory9KqFMV1HWP3WN0mhcLktua6xWu5x6aBRUyJj5nvSgwoH3nQG+K0Fln8DCpIvHWEVeMG10jiLcEuptyc0mVWIiNWGT2swpWvQE7GhbUujxtCBcEusIjDOprjvLYCl8uuUBqRK98s09madRFJBJmrq6t1psop2pAWLNu+oi1kDY8GscW/os1qPhMMDXz59GlsPr2ijSTLAjD55VxajaNi4m+5W1nA51viNhpJv3npPJmKduV7PBWTMeksk8xF5zGHOKlxSlmo0s4xi+LWZkZpm+Tjyw1SDu+RalxVoWm1Xq30efw07llZUJwtoeUaJWbGVHqWkZqKXcz12myWplmj/oWxV8GLGxO/ZTiJC7zyq8S2w7nI9yz1faRCZtyB8pAn1USPGO/pWxgI5p6eFDCLWQExIBTkV0F7rOEx39nRanGDwRfBQDknP+8FygJL3AYVcd5yXUUFNF2anfJT0YOzDXZKdGjRJAxHSxXG6mWxmp2v3L1w8QOv76zojNTkKKQ0o1DJ1fy81bXhLZES/6LrwrVr5vmVCi6LOW1xWXSmgjxj80MfHngEo6eW6myeHF2uJ9debOVcPld17Jtd0UfXT8ordGaZfeIfaexGiBHHsw450EZip+eQnroPBriVugPJkTnVSDPErIJc1ZSTbF+OGM8KktZk+0Z91aM+TAYquM5nPQOsIQ5nV16+Z5K2vCKUB62WlIMlXFrRCMyptqf+8ET8xbzS0jzc8OTvHrkqft7XfteWnV9Zv3dVGXXv8NiD9d4SpqvE27T/nYeWP9A/85Pbpmx8DHoe2kTvgjaVoCHSokNW7wh1h6CW6516J7TJalZCjazHcZHYh8eUOOzxSC0jqXpbkvVWNnmT9faKsbognVBvcGyf2F6/rrLS79eI7p1z7EpckrjHpQZJukee9lNJaJ5CLR/bJNqGukmuUkgk4BTxIP6yXC2m1fL4FvwTMb0WJi+WmElh8dphCmPjp1kTTGoekyJ+J2v2ijP+7sTH9CqwmBc9k7KYTD9C7RWMShuy22SFahyWmTklbpBpWEgex4uQPnH+GKT1eot0JHHuMJSQJlurwg1SeDo6IuQ3WZLzgdjEVAN9otVOayuTJhO0V/C647400VLpFSBtS2giC1ZagnfLVawkme7jHEGvJ2RXgh07xFzmgL3IzMUfVpgL7fZCKxu3sxpWKoUNc1eJl7UUE2vhu2DezkbF6VkbUXuPCgpNM5kCsR8qB008nM5I9yypDRng2fgupZ3cXOkIerxBu7JAoVFIpbBhXkinUMqfW+F+VlSfvl82dA6L5Orm7KRHZYtPpxM8CvvPiPcX/mSBS10tVSHiWq3gPoqxg3mlSnsoWSu8DzIk19iLcjhwpH3pml14n7UUEWtIN4LvTEc/J7UTWGUgYPL7FbzZbB2hOo8UlHGcAhJPo4KKJgvHmk/gUiQgPnH+iMZFNZSNJM4LTjFl0ohbJdma/IEyXuoobHJExpcWcW0RYxtxUQkGoZlnR4PakEbcaCtn+EMhbQiaffTK3uWSznNhcemCRQy7LvGv5CqGQ+J6lrSldCNrC7gLArkcFf8Ko3ME8vMDDh0dv5ti7X7It7EVpU/wswJODpsZnK90FE1xH8rxWib4gO3Cm0qtgpaIvpd74dfj+TeEKtSuyuJPxmhcPLVArYKzUmOYGZHo0Ax0lPTDMa9awavVBvG7IzsfBDmC7FOai0RD6NQeqqGokM/nNGKKY6XqETzwNMwR4vDixdcp494C9qisHNVWVvpgTa/0EauDzf1aYu7hK3DNtI2JaT0er8tozP5jA+vttCnkmeCyzIgmx63vdYV8hZb4s7lTTRTDsDl8gYu3KiYX7vaUFxXoPzH6Cj06TNNcLl+Qz1sUy00FZlblrg5SbRUD0+r2NIwtU5BBrmC+6vcr7ZO8ca+vpWVhYe3X5lDtCg0nkXAwFCm0MPG2xCJxIz3MlOOrpYF6HlZLO2wVyHJxwl8Oo6/FZSZBlDj6JFddbrX8rGekZ7gJIW1ysZwQNkgsCx94+559b9xdD3rvnW/sC8ffdYa3X92xY2Ges2F7h6jU3d+IH2prPPDx4P0XhlYsOPDRsTWPbp45b+tDy77w+LXVddc/IsYE4Ek0jOhcVIS2p9aDAukJ6k6kRTbqO4Icad3JWkJI6DsslXKukfFoEfuOCNlN3PgMDRO02Nqzo6l18q87Md1o16fncmZioEDX7Pj29vWpyZQrK8RlfEv/5taS+GigNlzUu6k6UpFL79zwWN/0+KrxUbTL75eZqtq3raxZXMzG5+XPiKRaHoaWV6AadD9p+RENry1SnKBegD6eTN03XFStTf6VAK9J110zgt2HBcE0I50xYwQXHRPymkzpCWW8PZXQ78Gz0PWi14M5Dn2+q0yYkbw0T/+ReYwmOy2ugTIYLiajEZd7vB5P2lrhLPvUYHHQxjH92YVlQnFz2nAQZjWGZuUsGFjE5wkrpttCpYX6DWpF/Mmpswyh0k03TWmdkpvPqhUwwrQczitrCFnj+nF77ivxMjRbsWhzeOa61iq9qrByHp/wuOhOYbFOIo3fnlNWI85S1Ym3IXhxo3noRHotm0ntO1oQLAhyOeJfbyCOFyfuyUiBS49pJ8OPcXraJNNHcKnAzcyRFLUYk35kFF+5Thgm4qTi05KwTDMqul0yRhtNBu38FbrsxZHIpEcieQrlpan9Twf1UnpXw46nVs3uWzzNyjIQlqlCC3vmBRom5QbCK7tWhgNzYvuX8MsXVhlkEoqWKVk2ULt8sk/wZfsbO7s6FwTwjWvuXVtudORby3hHsZXNK8wzFVd5SqrLfIEZkf6mtt1tvMpsN6hMLqut0Mrl5uVku8ttPnK8D+zOQYT3Dnh2PoqkRjSSQoR32KyV6tJ20CXjK9uEQRjE/tNjZ0RH/bOlLkZf436Yl56nkjHFO8mQ9KQYUYjxTvykgoSsCvo2MUhlDtiKLNyF0XFn0nOWIpu92MKKARfUflfibeZJiIB8aBGp/UnkpG6DEWmk7hQ4hadZ0zz+lLF8Ys9Vpydagf0zhSbOrRejodSsOmGxebL25h/s2Pr8TXOTUSOERp65q2ZUraxxc2LDyuwc/tXmkztqZlz/zPX0+MgYY8Ib57s989bV0OzEqG4a3kNNodqQGmmHkYx9BuchBvnBacHe2CBNhmapwJWaYjTHr7YYjRb8IKflJPijqby/cgoPQar4DNcKY+plSQEqR3XozfSomp849bSaCqP52Fc9Qg0e4XJzuUnHqRsQSpwTVOIR8U0Ph9U0NzXdtVNHcNXhQEDigeX8MAThnpGLT7jVgly/pCZpvxrxyzJB0n5xcUpP8/DAf7bNB4OOPBa1+XKOQgXU9JW6A1gGbjFx+DGfHm4y8kYhvTbKUr1Ivzy9/1s9S29aWeVWqX0Lrjt4rSc8i1dnwXjLUik4T8W8QFNvrRMbK2cvKFm5a0lxPK4rnOXPrSgPZJv9c/38HN6Mh1Y+umVOUfiaWw4sa/jmg7dvgKdbnVKjzzU4ikwKpYabvvbmBlWuQVnReWtvKDwpR6GzqNbtaXXlV7WI/VQJ/fRKMnrwoe+n+6k0ceqY2Bul2HCcugt656ygIL2jppHzBGQpUE7iLdFYOWljic/S0IctsJji8PiKGpng00mTib4P5vKNJntC0ME95E4sV2DKgCnx+uIFP9eF4arwgcteLiZhJsQkDP1KcOPRL+18ak1RaOPRHTsPrimMf6TIdpRMyZ8WLtUZ/fPLvdNL7XoZteu+j4dWLBv86Ov3Xkjq48t3d9VBr0e/tfGWo+t8lmBD5xfBY/fCs9CQxIT4dJQrKOVFWF6Is7wY63BA/NpHDvYTAphGRfDUf9huZrUjiV8chUytHiavAUHuai5SazAr0YhfuY3HpNCoYPXYGez3nTkdEme99jYfasPQ0BzBXFSIi+A+E24l3uGzXE/02TZynba29FNXymAhrUwqhXgW0pPdxHGztcm3l0NSeDwdq8hSsVLxQfV3L5tsWimVpeKwUaI2ex0evznrp3I1K+nM9YpvFpNvKVl6fh8r0RZ7zA6jKusII6ExLePkF34qPuZjtBhsdxL8rwrrUrZTMSWY8WH5VCyvxKwwkvJFARtHqPeOhdzwgyqPU+8hNvEOcUsW3IYtHsHdx7RTKp3Oysu5ULegDBmlfIumMulBleLXoxefPYNkOYX1VHyBMpqcNHyjZ8jqKnoqAufCotH1l9QOaqWmr+SdyWSSutulHTN5chU9KTWDpLxbGkq9WJDJkkvaSYk4t5uNToNcqrEYzs1u5rXZRVXF05bN4ZVyZZaElioss1duElbv6ywzN9wS3YfjCi0nXWcrsrJZphJXnt/tyj5f29e+sCBvWonF7nZwuf58k8OkNbtd5tCygbrqrbsHN94HS2EikZ7jKSn9w/R/meDpl0Ld+/mgT10eZu+lSF74bEg//MvIOj8/WdTlkd+CkOK9y8Oe/evgfnwRVeBS1I9dHs2aS9FOzZAhQ4YMGTJkyJAhQ4ZPcWOG/030Jf8YGHoRyn4CIVPXp7g2Q4YMGTJkyJAhQ4YMGTJkyJAhQ4YMGTJkyJAhQ4YMGTJkyJAhQ4YMGTJkyJAhQ4YMGf5+IArh5D8pGxAtpig7klKK5H8to7/5Q//JA9Hk9l16lH4vlfPBZQsygA6ZUS7yJPf9yW0VqkFzUD1aBOmlaAXqRF0o87nyHwY9BlsPckJKCttSFEQVaCaanbR/LZqHGtAC1IgWombUglpRJJGA8mK5wB+VC19aLvFreg59kj6Z+G7ipcTZxM8S5xK/SXyQ+CjxCZKhLMQiDdL/FS5I/8USKvTUeLnO8XNkaBPspe8TRK+m0jTSYy6VZiDtSKWlkA6m0jI0Dc8RRw0jF6+Jt6fSGHnwm6k0hVQwmkiaRh7KnEozkK5KpaWQ7kyloT7ULehxsGEQbFiGyiEVRt1oFYqiHtQHrEH9kDcbUlHUm9x2QE43pK5BPByZidbDjxMs3Y3Wwrjoh7PEvdWgq6H0Jth2QsnZcN56KLMS8rqhRHeyXAfQn7xmJ5TbABpF6yBPvK94pAtyL1+jtcn9GNQpXXoV6AbY74CadSfvzz/uDAbKyp3h7lXRnr6eNf3O2T3R3p5oR393zzW8c+b69c7m7rVd/X3O5tV9q6ObVnfys+bOXNDY6Jvdsb57ZbS7ZFbP+s7PlpVKO7v7nB3O/mhH5+oNHdF1zp41zv6u1RNqsDbaE+sVs1f1bOjtuKZ7dR//f2L/WWgulBVHTyPyfao3SuBoD+x3Js9bC1Zdn+yJz3bOlSz1d/ESsviovdgJs8C3YUxQoH50NULcKphhGDgqjkDJ8TdCH83PaldP/z2yZCWH5InfXv8jUV/ql7924dWx3fJ3Zd+DXXl6lfsfAQYAS+L5DA0KZW5kc3RyZWFtDWVuZG9iag0xIDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9GaXJzdCA5L0xlbmd0aCA0Mi9OIDIvVHlwZS9PYmpTdG0+PnN0cmVhbQ0KaN4yUzBQMFcwtFCwsdH3K80tjgZxDRSCYu3sgCLB+i52dgABBgCNhQg3DQplbmRzdHJlYW0NZW5kb2JqDTIgMCBvYmoNPDwvTGVuZ3RoIDMzOTkvU3VidHlwZS9YTUwvVHlwZS9NZXRhZGF0YT4+c3RyZWFtDQo8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/Pgo8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSA1LjQtYzAwNiA4MC4xNTk4MjUsIDIwMTYvMDkvMTYtMDM6MzE6MDggICAgICAgICI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIKICAgICAgICAgICAgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIgogICAgICAgICAgICB4bWxuczpwZGY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vcGRmLzEuMy8iCiAgICAgICAgICAgIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIj4KICAgICAgICAgPGRjOmZvcm1hdD5hcHBsaWNhdGlvbi9wZGY8L2RjOmZvcm1hdD4KICAgICAgICAgPGRjOmNyZWF0b3I+CiAgICAgICAgICAgIDxyZGY6U2VxPgogICAgICAgICAgICAgICA8cmRmOmxpPm43MjU1MjwvcmRmOmxpPgogICAgICAgICAgICA8L3JkZjpTZXE+CiAgICAgICAgIDwvZGM6Y3JlYXRvcj4KICAgICAgICAgPGRjOnRpdGxlPgogICAgICAgICAgICA8cmRmOkFsdD4KICAgICAgICAgICAgICAgPHJkZjpsaSB4bWw6bGFuZz0ieC1kZWZhdWx0Ij5TMDYtU0NTQTIwMTYtMS54bHN4PC9yZGY6bGk+CiAgICAgICAgICAgIDwvcmRmOkFsdD4KICAgICAgICAgPC9kYzp0aXRsZT4KICAgICAgICAgPHhtcDpDcmVhdGVEYXRlPjIwMTgtMDQtMjNUMTQ6NDM6MTIrMDI6MDA8L3htcDpDcmVhdGVEYXRlPgogICAgICAgICA8eG1wOkNyZWF0b3JUb29sPlBTY3JpcHQ1LmRsbCBWZXJzaW9uIDUuMi4yPC94bXA6Q3JlYXRvclRvb2w+CiAgICAgICAgIDx4bXA6TW9kaWZ5RGF0ZT4yMDE4LTA0LTIzVDE0OjQzOjEyKzAyOjAwPC94bXA6TW9kaWZ5RGF0ZT4KICAgICAgICAgPHBkZjpQcm9kdWNlcj5BY3JvYmF0IERpc3RpbGxlciAxMS4wIChXaW5kb3dzKTwvcGRmOlByb2R1Y2VyPgogICAgICAgICA8eG1wTU06RG9jdW1lbnRJRD51dWlkOjdjZGJiMDllLTRmOTMtNGU0Yi05MWQwLTJkNzk2NmVlM2Y2NjwveG1wTU06RG9jdW1lbnRJRD4KICAgICAgICAgPHhtcE1NOkluc3RhbmNlSUQ+dXVpZDo5ZTg4ZmVmYS05MzVmLTQ3MmQtOGU5OS0zZWQyYjU3ZWI3OGI8L3htcE1NOkluc3RhbmNlSUQ+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg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