FTAP 8727 F.T.A. UCI 17 Santander de Titulizacion S.G.F.T., S.A NO NO 20180930 513710000.00 548242000.00 513710000.00 548242000.00 513710000.00 548242000.00 9852000.00 11921000.00 482735000.00 509597000.00 27942000.00 29675000.00 -6819000.00 -2951000.00 0.00 0.00 0.00 0.00 134835000.00 152011000.00 28927000.00 28623000.00 104721000.00 121935000.00 104721000.00 121935000.00 961000.00 899000.00 47105000.00 51001000.00 2700000.00 2727000.00 135000.00 153000.00 66220000.00 69133000.00 4975000.00 4896000.00 -17375000.00 -6874000.00 0.00 0.00 0.00 0.00 0.00 0.00 1187000.00 1453000.00 1187000.00 1453000.00 648545000.00 700253000.00 565755000.00 599971000.00 0.00 0.00 565755000.00 599971000.00 561415000.00 596817000.00 445215000.00 480617000.00 116200000.00 116200000.00 0.00 1403000.00 1403000.00 1403000.00 1403000.00 2937000.00 1751000.00 2937000.00 1751000.00 0.00 0.00 85727000.00 102033000.00 0.00 0.00 55082000.00 58592000.00 54643000.00 58170000.00 48066000.00 51900000.00 16000.00 16000.00 6561000.00 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26513000.00 -8399000.00 4435000.00 0.00 2058000.00 0.00 0.00 310000.00 548000.00 310000.00 860000.00 4346000.00 -13008000.00 -44288000.00 -39236000.00 -44288000.00 -2000.00 0.00 -2000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -2000.00 -2000.00 -263000.00 1845000.00 -266000.00 -1353000.00 1450000.00 -1599000.00 1453000.00 1599000.00 1187000.00 246000.00 1187000.00 246000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 921000.00 324000.00 -1847000.00 12215000.00 921000.00 324000.00 -1847000.00 12215000.00 161000.00 338000.00 661000.00 1121000.00 -1082000.00 -662000.00 1186000.00 -13336000.00 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 14.83 1.01 0.00 5.56 14.70 1.93 0.00 5.61 1.00 1.00 100.00 7.00 14.83 1.01 0.00 5.56 14.70 1.93 0.00 5.61 1.00 1.00 100.00 7.00 460.00 100000.00 75000.00 175000.00 139905000.00 140080000.00 168.00 84000.00 61000.00 145000.00 18100000.00 18245000.00 114.00 69000.00 54000.00 146000.00 269000.00 6485000.00 6754000.00 62.00 29000.00 52000.00 89000.00 170000.00 3864000.00 4034000.00 64.00 45000.00 52000.00 64000.00 161000.00 2782000.00 2943000.00 1489.00 66077000.00 4817000.00 2370000.00 73264000.00 14811000.00 88075000.00 2357.00 66404000.00 5111000.00 2669000.00 74184000.00 185947000.00 0.00 260131000.00 390.00 96000.00 71000.00 167000.00 133525000.00 133692000.00 86220000.00 84832000.00 155.06 148.00 83000.00 59000.00 142000.00 17658000.00 17800000.00 31577000.00 31101000.00 56.37 90.00 67000.00 50000.00 138000.00 255000.00 6194000.00 6449000.00 18784000.00 18784000.00 34.33 54.00 28000.00 50000.00 85000.00 163000.00 3752000.00 3915000.00 12329000.00 12329000.00 31.75 50.00 44000.00 48000.00 60000.00 152000.00 2634000.00 2786000.00 9614000.00 9614000.00 28.98 1107.00 568000.00 4436000.00 2180000.00 7184000.00 73979000.00 81163000.00 228599000.00 227849000.00 35.50 1839.00 886000.00 4714000.00 2463000.00 8063000.00 237742000.00 0.00 245805000.00 387123000.00 63.50 273000.00 299000.00 0.00 62000.00 72000.00 0.00 1508000.00 119000.00 0.00 1789000.00 3767000.00 0.00 797000.00 488000.00 10000.00 17874000.00 20651000.00 7901000.00 612512000.00 646830000.00 1392089000.00 634815000.00 672226000.00 1400000000.00 22.34 23.00 32.00 12.10 11.36 4.00 1718.00 105799000.00 1687.00 105479000.00 3857.00 176799000.00 1519.00 201856000.00 1525.00 204863000.00 1769.00 295951000.00 1993.00 271700000.00 2169.00 301670000.00 5374.00 905715000.00 157.00 24040000.00 178.00 27180000.00 90.00 21535000.00 17.00 3936000.00 17.00 3998000.00 3.00 689000.00 4.00 941000.00 3.00 852000.00 3.00 854000.00 1.00 294000.00 1.00 295000.00 5411.00 609166000.00 5584.00 645280000.00 11090.00 1400000000.00 57.68 58.59 95.40 2.20 2.22 5.00 8.84 8.84 11.00 0.00 0.20 2.90 1423.00 151229000.00 1473.00 160222000.00 2415.00 353451000.00 106.00 10318000.00 107.00 10722000.00 163.00 22782000.00 181.00 16077000.00 184.00 16723000.00 279.00 30995000.00 199.00 24229000.00 206.00 25988000.00 348.00 52536000.00 486.00 45414000.00 499.00 48927000.00 755.00 92257000.00 61.00 7001000.00 63.00 7487000.00 97.00 13500000.00 154.00 13916000.00 158.00 14467000.00 243.00 30215000.00 231.00 30424000.00 241.00 33062000.00 403.00 67685000.00 664.00 95479000.00 684.00 100906000.00 1084.00 210193000.00 0.00 72.00 5169000.00 75.00 5517000.00 112.00 11380000.00 243.00 20779000.00 248.00 21458000.00 382.00 42768000.00 1803.00 109973000.00 1868.00 115817000.00 3142.00 233810000.00 0.00 123.00 13460000.00 128.00 14280000.00 219.00 29794000.00 36.00 4372000.00 36.00 4479000.00 57.00 8987000.00 5.00 295000.00 6.00 399000.00 14.00 1429000.00 663.00 71460000.00 688.00 75842000.00 1215.00 170399000.00 104.00 15220000.00 107.00 15930000.00 162.00 27819000.00 6554.00 634815000.00 6771.00 672226000.00 11090.00 1400000000.00 0.00 0.00 6554.00 634815000.00 6771.00 672226000.00 11090.00 1400000000.00 0.79 0.76 0.42 ES0337985040 SERIE D 154.00 100000.00 15400000.00 154.00 100000.00 15400000.00 154.00 100000.00 15400000.00 ES0337985032 SERIE C 280.00 100000.00 28000000.00 280.00 100000.00 28000000.00 280.00 100000.00 28000000.00 ES0337985024 SERIE B 728.00 100000.00 72800000.00 728.00 100000.00 72800000.00 728.00 100000.00 72800000.00 ES0337985016 SERIE A2 9742.00 51000.00 493281000.00 9742.00 55000.00 532517000.00 9742.00 100000.00 974200000.00 ES0337985008 SERIE A1 3250.00 3250.00 3250.00 100000.00 325000000.00 14154.00 609481000.00 14154.00 648717000.00 14154.00 1415400000.00 ES0337985040 SERIE D S E3M 2.00 1.68 12000.00 4474000.00 S 15400000.00 19886000.00 ES0337985032 SERIE C S E3M 0.60 0.28 3000.00 2087000.00 S 28000000.00 30090000.00 ES0337985024 SERIE B S E3M 0.35 0.03 1000.00 S 72800000.00 72801000.00 ES0337985016 SERIE A2 NS E3M 0.16 0.00 N 493281000.00 493281000.00 ES0337985008 SERIE A1 NS E3M 0.07 0.00 N 16000.00 6561000.00 609481000.00 0.00 616058000.00 0.00 0.05 0.05 ES0337985040 SERIE D ES0337985032 SERIE C ES0337985024 SERIE B 5000.00 3186000.00 14000.00 3177000.00 ES0337985008 SERIE A1 325000000.00 30198000.00 325000000.00 30198000.00 ES0337985016 SERIE A2 13008000.00 576317000.00 27229000.00 44288000.00 525226000.00 27229000.00 13008000.00 901317000.00 5000.00 60613000.00 44288000.00 850226000.00 14000.00 60604000.00 ES0337985040 SERIE D 20100215 SYP D D CCC- ES0337985040 SERIE D 20100215 FCH CC (sf) C CCC ES0337985032 SERIE C 20100215 SYP D D CCC- ES0337985032 SERIE C 20100215 FCH CC CC BBB ES0337985024 SERIE B 20100215 SYP CCC CCC- A ES0337985024 SERIE B 20100215 FCH CCC (sf) CC AAA ES0337985016 SERIE A2 20080312 SYP BB+ B+ CCC ES0337985016 SERIE A2 20080312 FCH BB+ (sf) CCC BBB ES0337985008 SERIE A1 20080312 SYP -- -- A ES0337985008 SERIE A1 20080312 FCH -- -- AAA 273000.00 299000.00 0.00 62000.00 72000.00 0.00 1508000.00 119000.00 0.00 1789000.00 3767000.00 0.00 797000.00 488000.00 10000.00 17874000.00 20651000.00 7901000.00 587178000.00 623321000.00 1407489000.00 609481000.00 648717000.00 1415400000.00 22.34 23.00 32.00 0.00 15400000.00 5600000.00 5600000.00 5600000.00 0.00 0.00 1.10 SANTANDER UK SANTANDER UK SANTANDER A-1 cp A-1 cp A-1 cp A-1 cp A-1 cp A-1 cp S S S 80.07 82.09 7.20 -2966000.00 -1751000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 13348000.00 16129000.00 2.10 2.39 2.10 13348000.00 16129000.00 2.10 2.39 2.10 12.00 360.00 15675000.00 14527000.00 2.46 2.16 2.46 15675000.00 14527000.00 2.46 2.16 2.46 UCI 17 - Triggers Set 2018.pdf JVBERi0xLjUNJeLjz9MNCjEwIDAgb2JqDTw8L0xpbmVhcml6ZWQgMS9MIDI2OTcwL08gMTIvRSAyMjY1MS9OIDEvVCAyNjY2OC9IIFsgNDc3IDE2NF0+Pg1lbmRvYmoNICAgICAgICAgICAgICAgICAgDQoyNCAwIG9iag08PC9EZWNvZGVQYXJtczw8L0NvbHVtbnMgNC9QcmVkaWN0b3IgMTI+Pi9GaWx0ZXIvRmxhdGVEZWNvZGUvSURbPDEyRjI1REMwQ0FBMjVGRTU4NTIxODMwQUU0QkM3OUI2PjwzNzM1MzcwOTk0RDU2OTQ3OTdBMkY1NDdDMDQwNkM3RD5dL0luZGV4WzEwIDI1XS9JbmZvIDkgMCBSL0xlbmd0aCA3NC9QcmV2IDI2NjY5L1Jvb3QgMTEgMCBSL1NpemUgMzUvVHlwZS9YUmVmL1dbMSAyIDFdPj5zdHJlYW0NCmjeYmJkEGBgYmAqBBIMfkCCcTOQYH4BEosAsY7BuMynQMRdkMRPEHENpHgTkOBuARJ3gIoZGWaCTGFgJIb4z3jhB0CAAQCBvg4SDQplbmRzdHJlYW0NZW5kb2JqDXN0YXJ0eHJlZg0KMA0KJSVFT0YNCiAgICAgICAgIA0KMzQgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0kgMTAxL0wgODUvTGVuZ3RoIDc5L1MgMzg+PnN0cmVhbQ0KaN5iYGDgYWBg0mYAgtA1DKiAEYhZGDgakMV4oJiBYRMDHwOLckJmkwjHDcWGroPuHBMYmEo2r4VpjaiGGtEGNoYhXQvCZ2QGCDAANNkLnA0KZW5kc3RyZWFtDWVuZG9iag0xMSAwIG9iag08PC9NZXRhZGF0YSAyIDAgUi9QYWdlTGFiZWxzIDYgMCBSL1BhZ2VzIDggMCBSL1R5cGUvQ2F0YWxvZz4+DWVuZG9iag0xMiAwIG9iag08PC9Db250ZW50c1sxNCAwIFIgMTUgMCBSIDE2IDAgUiAxNyAwIFIgMTggMCBSIDE5IDAgUiAyMCAwIFIgMjEgMCBSXS9Dcm9wQm94WzAgMCA1OTUgODQyXS9NZWRpYUJveFswIDAgNTk1IDg0Ml0vUGFyZW50IDggMCBSL1Jlc291cmNlcyAyNSAwIFIvUm90YXRlIDAvVHlwZS9QYWdlPj4NZW5kb2JqDTEzIDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9GaXJzdCA2My9MZW5ndGggNjQ5L04gOS9UeXBlL09ialN0bT4+c3RyZWFtDQpo3sRUbW/aMBD+K/dx08b8ljiJVCEBLR3S2lULWj8gPqTgQaSQoMSV2n+/O7spoV0L66ZNlrF97/fkHmQIHKQGITTICIQKQMYgEjwSCHgCikMYxKAERIEGJUEECk8FQqPhyQkbVUVVp9tsYejRaIrG4Vu/z87u7HlqM0uK81RQfK8YV6VF2XQqKQvK8BpQCn914b3lVV0tUmNn7Op0zKbmzs77/RmbjEbDrDFLkJLs5hjr6xX8yIrG4OUCBEsHD8/0AvgnLtn0fmt2BbFq6/X9PvoOmoUpLUQhZ6Ns+9nkq7UFzk6Nl/ckKsZFtmqwfVf7cFjdzXohV9BTHEGTAYdEB3OnHGebvLh/N8qK/KbO33tZXhjs1XXlBJfZBsuZnJ9eTD48WDp5amtjF2t2WdWbrHCia19PwDmbWDRdDMpVYbC+1JrNdzxda2RJBdf51la1a4sgIvHTPGflolrm5Ypd5+WgbPLH9zivGztaZ3Xb5y4gDQXV/iXbWaS3N5ZST+tb42p4LAQjL+26mUmp512EEx52EBacd0EW4lcg05D1VIRThdboIuI9lAd1nhXvd5C698dhVSwPwBm9AKdQ8WFAO1neBCZyag9MGahj0IzoG/gVx4k7FTJFObYgi1FPd28Xhvqo3XqjRxy4M0JWdbfWEWiB/Me49G7rIFmM3s4OZWTH9z0e7vzR3mfr5MQKSN49vaXvx+eiX+qY5O3GKChpO/CSNmLIOeyWj/mvl9Lhq/odLt3vyh2SL3sd1wui8ce8w/J7SoYt77g+zLs3/oMlwZGMeyPZ5D7ZRKx/k2z8L1GtS7J2BGg/JRrfoxl5vk6z7jA9H5fnhDi0nlr/NwLhEP8UYAByPy9QDQplbmRzdHJlYW0NZW5kb2JqDTE0IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggNTMwPj5zdHJlYW0NCkiJhFTLbhsxDLzrK3jcBbq0npTUY4ui5yJ7K3oINnGQwE7auECv/fRSr7UXiVwYtikNORqRA+2+3ih4OIlPs9jNswYF814oiTGA5E+JHP9pC85a1FoamI9CwgN/5yX9/BEDjPOT+DIL5hLBoQOvNIYAVlskJvAYLLzei73YfT4RLCc+KPGflueaLw1aAqMNkoW4pidCBY8gftUKBVYG9JpPMGhgOebdI2tWiUDCoYVTZjmwwhbtxTdhLKEGiulXkUnX80liPq2CIWC0fVQhXdR6u0G9RUPdWvKouqCL6MMlsVRbXKPri7YO31H1pm0pjyuv9Y0pSttKkLr2Do1GTdfbX3vfpTDm/0raBM15gtkvpHMzqr/O9+3Yi9iOnFftlexMZ3+9VcbkbIBrygpFltbCC3dJh3Yzqe0kXQyXNtg6yEWZ7toZswsGXeiinpKWroUcxYtSH+MWVElKj9rZzZ26BkuJ4XrzTGKqY83ROtb0xCg6j7VpKM+TLc+TQ2UiZfocKgiExoLnsRGV96n5oEhLPphQaq/Sk8WRdJTere/DzThpPni4HSfWTcNhnAjVcPcCd/d1C5Yc+DXnqeS0JdxW/HmUw2/mU0MrPVUExklxc4eV8zC6VPnKy4B6zf/ZOBtQ6F4+jjbyiaAqbCovZhpdd13dbWssOnlpTQVbKQ0fCujr0jalf8cf8E+AAQCiLzoKDQplbmRzdHJlYW0NZW5kb2JqDTE1IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggNjQwPj5zdHJlYW0NCkiJbFRLbhsxDN37FFqKQKXqN9JMURSYelw0RewYnkkWbbJIArRHKLzruXq6khQ1DZwsDAx/j+Tjk5dvG6d+4c8km4vzapk2xrouF7U8b6wLSS2/Nz+0B9MnG7QFEztbtNqOhwVMGGzWV+KbxkkdweRse72D2NuoD2C8x5QJHKWFhIGQ0bEWi62m9sEVRY97MF2wnb7BxKxPCHDZ77vYI8ZOasb8zvoGeGpZYrewGtsqrdMZBvK3voHDUatPWJFtWiOu1d1rXDLgVwJTAmIPEolS2khqUL3EX5CITDQ8J1lZ7HccLeJNF9P+Efse4GGh4xlvkw+FDofnKh3dDS+YXaiXCxZSjzyqHXjv8DR3EGjhERjnGjq8vL6tljj3EBwS3/X4Pdf0D1jdvWADYbPD8CMOEgKxFQqCK8EToJYtILcNPvrXOVM125iqDf5UEbFPjCSQM/SUfjnIszDyflmyQh3/rNzEUoqImsXM5Pg+V3KUAgZRRuGxosPTRIesP7JBLSk446TODsgVCW7ASQ0um5ChQCJXx+NFgqAedwfJxIo4oHAZfPUuEBIr1NC+guG5tSCcoRTqUC3JCC8uH1JatyvrdvHt7ViaCP4kBu+HJz3xPDyIxyvtoY9VC45eKo1OU9fgQXJ5dnzO0uJLNYmRtWKSVHbOtVw1J3Gh5+MN+Fz/J/57P1/zfCiFGd+aF+MvdmhEfJV0GXGWYcRUaS3hZ/jWU2HCghAWXSeEiaZU+zCryviyfdVHR2JbpT2SHr3cvpetQxUHPru7Gr4C3/PjY6sFSRfk3kqR2q7Vnv5GD83PNynNfRK3tFYfPTcv9E/DQ2B+If52MzyofwIMAMqqKboNCmVuZHN0cmVhbQ1lbmRvYmoNMTYgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCA2NzQ+PnN0cmVhbQ0KSImMVM1u1EAMvucpfEGaQZvp/GQmyQUpbAq0Kku1m+XS7mG1EqgStBILQuLU5+INeAyeoS+AZ2Inu6FFnGZsf/7ssT3uzrOTrivAQPch05AbVfi6gK7NcqV9KKHbZUpb1HzProSTeVUoK5TMnVelgOWptEEF8VbmIRqaBSkWncxtjReS4YXMfVCF0EQBLVlWaPDKiEukCKoS61/H+gEIjcyNwcslWS4oxBmehZg3S0iAUhiK8RPlSjkBb8izkXrg5QQbcCPcaQHXAjOxKFvSo720iKyT7IbXB5JrwnHYWcqHWQM/+J4u15L44TNqanzyb7LsGdqw5Y6S/IIpBEz6K7nepBA/8CkVJrIlvx2dvfWBfG/pBLnpzqnHxpaxx9jZ0scWY7ODtn2TuYowXOYy0V5IX6QiJmklkdVgf43RmCmDyQqxjDbVDkFeyaBjhXRQsqiUR31qiMWGVDNSlXCPtUEnuOnhH/uA3/pji9hPPRS2RJ9L5yKNJVpdOwpVItq7WS+ElEU18KdKdM8fnfFiOuM8MHF4eORavL9DQBkBzXzN879mQNOi2YaD6aX6vJI+NvCQ7HiOyXEYf/K7QlkjyNPQzSg9RzIP3zNZeRQ3BGd3/n7AODvy2PFXatISyzR4SbBpjY5nPf2I9GNUKjQ+zllvQR+NnKaVYrlJtd8k+Ml8H2C3R7jGtbTf3WY5M+RYOu/cU+uJFwN3ZvrVqRVLrP1r6WPiuDO4+lMn6NuxoNWBHKZU9cAxbq+0tU6li5uGxbHtw0BgUC4nh2CuPtJkUF4Og3fGk2jGsiOegZM9Cu8n7G3DN35i33Owk30GUyYK8Ddhe8Box5TxF3ib3oroKYs7Tv6JWI98j9XY1RjrblhnvUfxX7z/fMMG/ggwAJFsZlcNCmVuZHN0cmVhbQ1lbmRvYmoNMTcgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCA2NDQ+PnN0cmVhbQ0KSIlsVEtu3DAM3c8puBSLSNXHkuWiKOAZT9EEyWQwdrJok0UaoD1CkV3P1dOVlCgnmHZhwCQff4/PXq42Fn7So6PphgGWafNNOdS5M14Z1CGaXsFuPCyo/WCSuhTfNE5wRJ2SyWqPIZugDqidI8iElmG+o4BP5FiTxYapvZSMXo03qKM3Ud0SMKkTFTjv91XskWInmAkfjWsFTw0ldgvD2Fa5aKuMvnjC2vsFB0aKtYVPlJtMt3os6t6/mfVBEcCSI0qhJC3SGWtW7Cy4V1Yfl6tNCCbFFMAy5cb6PsLyvNHGJuth+UVXsDZdYLKU0Xfw+wFLmm552pnO+b4ezBvsMtEHe3TO0kXu0fNWI5aO1xg7GviuWuK8QW+J75jpfa7wD5Qd36xOZUv/J2ruvSJqfE/FQepJoYaWInetfHD/YqZqtjGhDf69VqQ+vJ+CF8wMPx/kWVh4vywJHCw/WLjOhDwEJoLYs74THl1OlUcALEVAA90+WDpAsHSPp2JwSw7ONKk1A3HFOhtoUk3LdsSQZ23D8XgGkKrH/UGQlBEG0mspvnoX9F0RpuZ9pYYrrS8qVApJqI7IBFCLbdnWvj122bFfdwz/35HK8pbEazXKlnTYU5mqjOPoVjeYQ1UEC/rAC/DsNXgQbNmAvmVp8bmazMuaMQm0OOeaDs3JjKj5eIsu1Z/Eq3d7XeYjQczwUFkh4w91aKx8EbiMOMswYkJcU8onJ/JY3lWavNAUbBSaRE/QXvSqsHLVXLURWWirrEfWopO7Z9nVV2HQJ3dfw5focvnwitWCrAl27yQJdmu24z/nofnLJfrmPolbWsNHV5r3/C8pQxC+Z9b2Mz7CXwEGAOpjI/ANCmVuZHN0cmVhbQ1lbmRvYmoNMTggMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCA2NjM+PnN0cmVhbQ0KSImcVM1u2zAMvucpeBkgDbGqH0u2LwOMpNtadGmROLukORQBNhTYOmDZMGCnPtfeYI+xZ9gLjJJJOTZ6GAofZIofP1LkJ3WXs7OuK8FA92GmoTCq9E0J3XJWKO1DBd1hprTFnR+znXCyqEtlhZKF86oSsD6XNqgg3skiREe7oo1VJwvb4A/Z8EoWPqhSaKKAJXk26PDKiBukCKoW29/j/QyEVhbG4M8Nea4oxQWupVi0a0iAShjK8QvtWjkBbymylTrzcoEtlAPcaQG3AiuxaFvaR39lEemT7fLpNdmMq2idp3oCWfnAj/RzK4kfPuNOg0f+Q54jQ1v2fKEiv2IJAYv+RqH3KcVPPEqNhdxR3IHW3vuXYh9oBbnvLmnGxlZxxjjZyscR47CDtv2QuYuQfxYy0V5JX6YmJmsjkdXgfI3RWCmDyQuxjdZGxSDIKxk07hodlCxr5XE/DcTiQOo5bVXwiL3BILjv4R/7hN/75Q6xn3oo3BF9IZ2LNJZoddNQKh2Zm3lvNKkKm/lTJ7qXT2q8nGqcBRPFw5Jb4v81AqoIaBdb1v+WAe0S3TacqJf681r6OMBTsrGOKTDLn+J2aOsTEc6pPEc2a/6FrD2ae4JzOF8/aEYi9RORUvQ0aTXchFFvODlrvRluCJK7yf1wo9RcCJewT0M5WxwDHI6g8TNwPDxEwVqldW2iYHf58nP3p9eZ2r3G/r6RPhaJ7wJ3eBoEfctX9Dwgh6lUkzmGFyq9TOfSxdeEzWG0eeiYlFvHKZirzzQRwyKL64LVZoYWI56Bk7cS3k/Yl+2SzkBFrsnsxTQfkYF9bo7c3FNyQPF7m47fb2cG9195nrgRm2HIdugWP4ZQPrN+qi8f41ru4Z8AAwDaj2OhDQplbmRzdHJlYW0NZW5kb2JqDTE5IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggNDM1Pj5zdHJlYW0NCkiJzJQ9bt0wDMd3n0KjBNQMSYn6GNs0KF6GvKLWFnQqkAC5QNdesHcqZcnv1UCdTAE6yaLIP3+mKNb7Cc3zJAIlJTIBsvdi6me11p+TfTi7+qLfM0NmCe1g2ICDsMkQSln9AQnJ1B+TXX6385tao1HD0zQTlBK90dXn4rszJ2nOM2BEbqkeraQCLiKwxZzBhQxi2fOHbsvZ/HLf6/00e0DUGGxCGu85NSXsIsbNRJCsuX68bmqSHiT70gADNbUDQMLBVxg3PqHBx3LlCwXliO8NnANChoIxv0koMQzEgHEgBk4D0eO7l5AKYEp8XEK/XTGmyxXnwRfetYTakKE3JGnDz15rkDia1Scjj1RIcTB7op6vOhbl/Ob0kZA9OU+6fHGk7ZB1LUW3d64os/oELYRdHFrz9ey4HS0j/s7lRjNktviPPeJ2Jz4iH7rx8h8np+UNm/kfsrztlm01n7rzXvHsKKnQYpZ99EgwjOZ2rVsbDz7peJDU+i/GEnfvvQ+Ko0dPrJXUwfL/dey1HwIkoXU+BSlhZJC4ZnhlAuJf02+Ydv+vorQOvZT2L9b8EWAA3xwVqQ0KZW5kc3RyZWFtDWVuZG9iag0yMCAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDY1Nj4+c3RyZWFtDQpIiXxUy24UMRC8z1f00ZaYxu23j5uwQUGQhN0BDogLYYNACoKAxJUf5MQPUR57ll0UuMz0uLqqn56RTTSWpu/DaxVMZB0NW2VzZu0zB2WdfdDOcqYf+s30ZBgdGwOOoenRMLJxNtF0PZgmQnoU4aToj/H/oyr5cJo8CU03g+dSYiDLqRhXA7ARI1VfbX/q6eMgyCWVGt3QbGdHNgZOnhLydL7SbivNlUqruUpL7YwnXmlbOCvWI4uiF+3rVFvHRZ2TaOdUmlPKLC6lOcxskkXCmZJP7GyLUWtHrnMQ63uQcz1aD+0LDUd1psdQUOelHkGMavNMjyXAWJ0CERjwlwiPX93jgjbr2czqaSevtFET3Izfq78EFDCUChEiebWi6m5hLbG23YcqF8l7tZlzWjQed7/lve7+m+3cAM/Roc5R2EkpbRToQS0XhXtTWr3OgFajvNt142t772aV9TR8Gawv7NE7F1gwZyPgU6G73fCKPg0n0z3NzqjEghE55NZts18y9bkuApSf/4ObQDriIvO65NdtXWPL/JuGh1UftDdIdoxoya2WhKO3d7Xb2IgdqiJrGih5rgg1uBLneLMpJNmwIFkDbl8/ofc1lpG4RJW+H5O2Afdqo9FrwSyczKMQxMt4l4LPtS5uHpd3cN3WGV9d1lUVte38tc71/nSZhb9qjNMj8c68aIf7m3euBVNZju+RtcvXdnnTSXM+VrysTfNAt8fsHqAfgtv3waA3ObDBiOCXLNVJS6hPbMRNx6IHK89Y6oA3md0eyLjwKO+QE3CjfNMDVHzDgin4LeyDgSfhUHBh/S0YKCVTKR7XJdZUcA/yIdwUFzi7UtIhLJbx03T4t0QPuODPVmH6LcAALCAarA0KZW5kc3RyZWFtDWVuZG9iag0yMSAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDEwOD4+c3RyZWFtDQpIiXTMuw2DQBCE4ZwqtoLx7fN2Y0pBJnTg618CC0sQgCb8NP86pcOpN4UFqSjCCFlVQd/3tB4cxuj5zCJwOdla0yuzIPKR3Rkmd/HXPIKWQW0fkj2KxvL5v8zAQSb2ayO1qh8v2gQYAOYYK5cNCmVuZHN0cmVhbQ1lbmRvYmoNMjIgMCBvYmoNPDwvQWx0ZXJuYXRlL0RldmljZVJHQi9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDI1OTcvTiAzPj5zdHJlYW0NCmjenJZ3VFTXFofPvXd6oc0w0hl6ky4wgPQuIB0EURhmBhjKAMMMTWyIqEBEEREBRZCggAGjoUisiGIhKKhgD0gQUGIwiqioZEbWSnx5ee/l5ffHvd/aZ+9z99l7n7UuACRPHy4vBZYCIJkn4Ad6ONNXhUfQsf0ABniAAaYAMFnpqb5B7sFAJC83F3q6yAn8i94MAUj8vmXo6U+ng/9P0qxUvgAAyF/E5mxOOkvE+SJOyhSkiu0zIqbGJIoZRomZL0pQxHJijlvkpZ99FtlRzOxkHlvE4pxT2clsMfeIeHuGkCNixEfEBRlcTqaIb4tYM0mYzBXxW3FsMoeZDgCKJLYLOKx4EZuImMQPDnQR8XIAcKS4LzjmCxZwsgTiQ7mkpGbzuXHxArouS49uam3NoHtyMpM4AoGhP5OVyOSz6S4pyalMXjYAi2f+LBlxbemiIluaWltaGpoZmX5RqP+6+Dcl7u0ivQr43DOI1veH7a/8UuoAYMyKarPrD1vMfgA6tgIgd/8Pm+YhACRFfWu/8cV5aOJ5iRcIUm2MjTMzM424HJaRuKC/6386/A198T0j8Xa/l4fuyollCpMEdHHdWClJKUI+PT2VyeLQDf88xP848K/zWBrIieXwOTxRRKhoyri8OFG7eWyugJvCo3N5/6mJ/zDsT1qca5Eo9Z8ANcoISN2gAuTnPoCiEAESeVDc9d/75oMPBeKbF6Y6sTj3nwX9+65wifiRzo37HOcSGExnCfkZi2viawnQgAAkARXIAxWgAXSBITADVsAWOAI3sAL4gWAQDtYCFogHyYAPMkEu2AwKQBHYBfaCSlAD6kEjaAEnQAc4DS6Ay+A6uAnugAdgBIyD52AGvAHzEARhITJEgeQhVUgLMoDMIAZkD7lBPlAgFA5FQ3EQDxJCudAWqAgqhSqhWqgR+hY6BV2ArkID0D1oFJqCfoXewwhMgqmwMqwNG8MM2An2hoPhNXAcnAbnwPnwTrgCroOPwe3wBfg6fAcegZ/DswhAiAgNUUMMEQbigvghEUgswkc2IIVIOVKHtCBdSC9yCxlBppF3KAyKgqKjDFG2KE9UCIqFSkNtQBWjKlFHUe2oHtQt1ChqBvUJTUYroQ3QNmgv9Cp0HDoTXYAuRzeg29CX0HfQ4+g3GAyGhtHBWGE8MeGYBMw6TDHmAKYVcx4zgBnDzGKxWHmsAdYO64dlYgXYAux+7DHsOewgdhz7FkfEqeLMcO64CBwPl4crxzXhzuIGcRO4ebwUXgtvg/fDs/HZ+BJ8Pb4LfwM/jp8nSBN0CHaEYEICYTOhgtBCuER4SHhFJBLVidbEACKXuIlYQTxOvEIcJb4jyZD0SS6kSJKQtJN0hHSedI/0ikwma5MdyRFkAXknuZF8kfyY/FaCImEk4SXBltgoUSXRLjEo8UISL6kl6SS5VjJHslzypOQNyWkpvJS2lIsUU2qDVJXUKalhqVlpirSptJ90snSxdJP0VelJGayMtoybDFsmX+awzEWZMQpC0aC4UFiULZR6yiXKOBVD1aF6UROoRdRvqP3UGVkZ2WWyobJZslWyZ2RHaAhNm+ZFS6KV0E7QhmjvlygvcVrCWbJjScuSwSVzcopyjnIcuUK5Vrk7cu/l6fJu8onyu+U75B8poBT0FQIUMhUOKlxSmFakKtoqshQLFU8o3leClfSVApXWKR1W6lOaVVZR9lBOVd6vfFF5WoWm4qiSoFKmclZlSpWiaq/KVS1TPaf6jC5Ld6In0SvoPfQZNSU1TzWhWq1av9q8uo56iHqeeqv6Iw2CBkMjVqNMo1tjRlNV01czV7NZ874WXouhFa+1T6tXa05bRztMe5t2h/akjpyOl06OTrPOQ12yroNumm6d7m09jB5DL1HvgN5NfVjfQj9ev0r/hgFsYGnANThgMLAUvdR6KW9p3dJhQ5Khk2GGYbPhqBHNyMcoz6jD6IWxpnGE8W7jXuNPJhYmSSb1Jg9MZUxXmOaZdpn+aqZvxjKrMrttTjZ3N99o3mn+cpnBMs6yg8vuWlAsfC22WXRbfLS0suRbtlhOWWlaRVtVWw0zqAx/RjHjijXa2tl6o/Vp63c2ljYCmxM2v9ga2ibaNtlOLtdZzllev3zMTt2OaVdrN2JPt4+2P2Q/4qDmwHSoc3jiqOHIdmxwnHDSc0pwOub0wtnEme/c5jznYuOy3uW8K+Lq4Vro2u8m4xbiVun22F3dPc692X3Gw8Jjncd5T7Snt+duz2EvZS+WV6PXzAqrFetX9HiTvIO8K72f+Oj78H26fGHfFb57fB+u1FrJW9nhB/y8/Pb4PfLX8U/z/z4AE+AfUBXwNNA0MDewN4gSFBXUFPQm2Dm4JPhBiG6IMKQ7VDI0MrQxdC7MNaw0bGSV8ar1q66HK4RzwzsjsBGhEQ0Rs6vdVu9dPR5pEVkQObRGZ03WmqtrFdYmrT0TJRnFjDoZjY4Oi26K/sD0Y9YxZ2O8YqpjZlgurH2s52xHdhl7imPHKeVMxNrFlsZOxtnF7YmbineIL4+f5rpwK7kvEzwTahLmEv0SjyQuJIUltSbjkqOTT/FkeIm8nhSVlKyUgVSD1ILUkTSbtL1pM3xvfkM6lL4mvVNAFf1M9Ql1hVuFoxn2GVUZbzNDM09mSWfxsvqy9bN3ZE/kuOd8vQ61jrWuO1ctd3Pu6Hqn9bUboA0xG7o3amzM3zi+yWPT0c2EzYmbf8gzySvNe70lbEtXvnL+pvyxrR5bmwskCvgFw9tst9VsR23nbu/fYb5j/45PhezCa0UmReVFH4pZxde+Mv2q4quFnbE7+0ssSw7uwuzi7Rra7bD7aKl0aU7p2B7fPe1l9LLCstd7o/ZeLV9WXrOPsE+4b6TCp6Jzv+b+Xfs/VMZX3qlyrmqtVqreUT13gH1g8KDjwZYa5ZqimveHuIfu1nrUttdp15UfxhzOOPy0PrS+92vG140NCg1FDR+P8I6MHA082tNo1djYpNRU0gw3C5unjkUeu/mN6zedLYYtta201qLj4Ljw+LNvo78dOuF9ovsk42TLd1rfVbdR2grbofbs9pmO+I6RzvDOgVMrTnV32Xa1fW/0/ZHTaqerzsieKTlLOJt/duFczrnZ86nnpy/EXRjrjup+cHHVxds9AT39l7wvXbnsfvlir1PvuSt2V05ftbl66hrjWsd1y+vtfRZ9bT9Y/NDWb9nffsPqRudN65tdA8sHzg46DF645Xrr8m2v29fvrLwzMBQydHc4cnjkLvvu5L2key/vZ9yff7DpIfph4SOpR+WPlR7X/aj3Y+uI5ciZUdfRvidBTx6Mscae/5T+04fx/Kfkp+UTqhONk2aTp6fcp24+W/1s/Hnq8/npgp+lf65+ofviu18cf+mbWTUz/pL/cuHX4lfyr468Xva6e9Z/9vGb5Dfzc4Vv5d8efcd41/s+7P3EfOYH7IeKj3ofuz55f3q4kLyw8JsAAwD3hPP7DQplbmRzdHJlYW0NZW5kb2JqDTIzIDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMTMzMjEvTGVuZ3RoMSA0NTk0ND4+c3RyZWFtDQpo3rRbB3xVRfY+t70XQot0CMILj9ARREQEhBASWigJoSShpZAQei+CJQJSAriKoKIiRF1FBHyJinFt6KKiWLBgWXfXrqigYBeSd//flPPy8iiyv91/4Mv55ky5M3PnzpwzMyGDiGpTEVmUOjK9S7c//rXvfaI5P0ObnTcrZy6lOP2J9g4jMvrkLV7oC9x14G3E/ZPIaV4wd+qsX38dXgv8d6IazabOvLpg9PypqURzRyP9sML8nCm/la95jujRBOTpUQhF7T31ZhDVbYBw68JZC5fOSnlqGcI9ifrsnDknL4fq78oimrcD4d2zcpbOjRthIu2jPqT3zc6Zlf/CrDteInpkJ5G1ZO6cBQtRb/w8slbEz52fP/e303mvEKV8guKRz3sPUfBWCv9Jpem0AO0totW0kW6l5+gjyqWVYFtpBz1AD1GAnqdX6H36H/4Er3ZmUS3rCfJQfSL3lHs8+ABQ7tQJ09yKUH3bV6VxY9zvI3TfB291Y4LlnnoULfPWNt+G9iej0j1l9hNht4cIm2vA68ocJ733BB8JPhjRB2mUReNpAk2kbMpB+6dQIU1Dz8ygmTSLZsvQbMRNxe8ChCYjVR5SCV6Vag7NBebTQlpEi/FvLvgCHRJx82R4ES3Bv6V0NS2j5XQNXat/L5GaaxCzTIaXAtfR9XgzN9AKyVgqzUpaRTfira2htbTuvKF1IVZM62kD3vNN9Jdz8o3VQjfj3y20CeNhM22h2+gOjIu76O4I7e1SfyfdQ9sxZkTcFmi2SyZin6aX6HHaS4/QPtmXeeg11SPcLwWyD+eiD65BC1eG1Vj135JQb12Htou2FeuWLoV+RViOxbofRcqVSKlKUe9BlHJtRE/cjDYoXtUiFdoi21+lDe+V82m5P+4O65m7ZEiwSO25+G20DV9gCX6LXhXsXnDFtkserr8nlHaHDN9H99Nf8S4elIyl0jwA/iDtxLe9ix6m3fhXxcOZkntpj3xzASqlMnqUHsOb3EdPULnUny/ubPpHtb4spHmS/kZPYYQ8S/sx07yAf6x5BrrntPaA1KnwC/R3hEUqFXqJXsYM9SodotfoTXoRoTfk74MIHaa36R1636gN9hZ9g9+VdNj5guoQ5nHnb+jnu2kSTUoYNGXypIkTxmdlZowZnT4qLXXkiOHDUoYOGTxoYHLSgMT+Cf36XtWnd68re17R4/Iul3Tu1K5NfGt/q5ZNGlwUU7d2zegaUV6PY1umQZ2S/QOzfYE22QG7jX/w4M4i7M+BIidMkR3wQTWwepqAL1sm81VPmYCUBREpE1TKhFBKI8bXh/p07uRL9vsCryf5feVGVloG+MYkf6YvcFzy4ZLbbWSgNgJxccjhS25SmOQLGNm+5MDAxYXFydlJKK+0ZvQA/4D86M6dqDS6JmhNsEA7/9xSo11fQxKzXXKvUpOiaovHBqz45JwpgdS0jOSk2Li4TKmjAbKsgGdAwCvL8k0Tdab1vtJO+4s3lMdQbnbHWlP8U3ImZASsHGQqtpKLi9cELuoYaO9PCrRf9kUTNDk/0MmflBzo6EdhKaNCDzACTnyM31f8C6Hy/uPHqmtytMYTH/MLCSqaGOomxDMn1A01RPvi4kRd1pcnUC4CgaK0DBX2UW5sGSV06ZgZMLNFzH6OaThGxBRxTCh7tj9OvKrkbP1/cWGTQFGur3Mn9L78H4//iPcFrDbZuXmFQubkF/uTklS/jc4IJCSBJOTotiaXdu2C9DnZaMQ00Q1pGYEu/rmBBv5ElQAKn3gH09IzZBadLdBgQACGi84V6JKcJOrlSy7OTlIVFGX50zKepMvcT0q7+2IfvYy6U6aoR6DRALyUNsnFGVMKAi2zY6dgfBb4MmLjAgmZ6L5Mf0Z+pnhL/phA+0/wuDj5RJkLbYtIzYlFy73xUb4MM9bKFG8LCt9A/PIn9kFEDF6XDIo3mtjHl2HEEifDU3QKwaqVg4AVP2CwiLJE1gGDY+My49TPeaoUq+vkxAeiwsqKgSJUJ/Wcc1ZNpRYVau9Lzk8Kq2C1Qh1dQV3a2etpir7QD0aOKPE6B3OUFY8vFzoTxUiVeItNfAFK9WX48/2ZfoyhhNQM0TbR1/L9pqT7U9KyMuTb1qNkdLWQiu+pQgGKQzQHzAEYgwM7xvJrleFBMhwKDo6IHsLRvuIof0p6sSjcrwskH74gNNrTZkjO+p71uuPTHIjZzT8wx++L8Q0szil3i3KLSxMSiucmZxf2EmX4h0wp9qdn9ImVdR2VcW3sMvGoepRipIxO7NwJc09iqd9Ym1aaYKxNz8p4MgY279rRGWWmYQ7ITswsbY24jCdhKidIrSm0QikCPhEQJY1CIEqmj30SVnmRjLWlQobzyg2SuijWGZRXbipdDOtM6GylS5A68YOX1KQQXYzpNtk3RbyeazILi7MzxcdFjfAq8d8IGP6+FDD9fUsN01MrEO3PTwzU9CcKfT+h76f0HqH3YmAYjQx0jpiTirP9mKcwoDIo1lBD0RJF+spdd3RG3OuxxzPjMNQmAFkZgRodMfc78UORbpBANtSDAkV5OaIeNCZD5PXGD8nLxLDlApFkSKAGSqihS0CKgTKPGI7IlId3gxco8xchECjKDGR2FA/NmJYph3NMgAb7e+G1qzKdNuJBXTKL6/m7yW8Tn0J0/BohaqBulJ6hNLEI4mGZqpO8tVDzPD+i8rJ96G2b8tIx1NVcGh2rNPmYEu02+RLRsTqSRLOs+Jq1owM1LkGB+C94zUvEJ+nEezMzVeVlaI1OgGfHBGqiRm3CulJnQO8gaoioC/6vQVVF0udFMWnlNMq/FDOLqLQsyYvoQO34ITmY/FX+mtD4e3LmKDFH1NRlHFBar2h5LfS7FT+63H3Qf3Vc2E/nTn6xOIiBSbFPYmBTZnGkIjC+Y+dOUZHa2lJdXBxV++wZVH9F1Q5JofQlY9VAQvjEHgqScSB6x+lTp3bUOCY04T91O9h1qkLGm0R2CfkvFJ5Y9zUBO4t220mUc1YcQ9wxut12KVbAOkq7gWQtB2rkAZOBG7R+t7WHdju1aHwk7AqUBzgJ5DNt2m3a7lDIdpBXApcCqcBIYDn0LYC29iak20hec6P7kN0O+QFrosQNVq7mc6m5PYl2e95H2R3OAi8wjPL+FCMVPD9Qnt0KzwKcXPAMcIV0IdG+QRoNgSah8FdUNxxOK9p1obCLqZW3BV0VCbstdUVZLc7Ac9Rbo5mUP1PMhcKZ4H4mYNtUYh2iWWeDnU8lwHR7CXUTsIqQtgh1UdKn0QloDyRqfYmVinwraOYZWAr9Utpgb6ME4xiVGMfcDMimkIOBtsAYYBQwD/qLgCZ2LJWYfYnMvu4G6xWUDZifSKwxv9L8BOp2hEo8HpR/SwhbgaWSFwC7qOBP8TcFlFNgvYhnAXYp+HFwhWQpR9IQBfcX4NdQOJOaW5luUEmMx420Hbhby9uBRZqfAauS4jx96YpIWK9RD2sl3lkkplGSRpSUR2hCBFqcRSfh6aJgd6et+H6yNEYA4zjsnUNZnn8BhgLSZtsbgOlAd8qxTtPEC4E5j+I9d1J81BGKtx8Gv0vzPhEYGQGt9yyOwLoIaH219DXwjAFhZa+sirOPKzj1Kd7bjuKtA3R5JGRbz8RWu7u7xx7g/mG8Rzca77mzIetCZgE+YD6QAUyF/iJgq7WfbrRb0FrjW/eIRp51H/QaIg3QwWwuZYpxmpqblbTVM0U8qxpGSHmvu03Knngf1THyDF0fBc9r8t1xOdnmq7RVwf0DcrYVR2kKGLdxbiWHnb0KKGurcRLp91KceQAQ8mlqY39FcfaiCwP6Os6bgvH94YUB9dwM3KTlamA4sE7zzeGwtlErp5wuj4S1BHPSdmp1BtpTpoZXyp4038qhKdZSjNXdlGR+STPNEVIONstpkPE8tTZvxzv6hmYaeZRjzHI/QHimMQnz2Vik/UoiWeZDHuNXyK6UaHxOfpHHvJFaWj9QJ/M6rHGrqaV5BSWaozGfLQI2i1W7Moqo4qg59kwd6kfWZEDqKrYDUyN024BphovwncC9wE6pzweyrdYo7xfoBgJTpX4HcJ3VFuEhwPRQGddatRCuC1wkdbuBh8xbkP8OYIfUfQN8ZsLGMF8AHkfa54FPYXNI66NiFHCp8QbskPeANxTQluECaNsqyGXm9VIuNn6jVealbK+464QNYqVjfV1FvZQNEXxZrGnKXgjeI9ZmZS8E4Sa4o6QdsIVa83qPPk5Xa7jbSObBum09DNtErcNYL4OzhfTUxzOxnnqIbnZSaZKTGvyD10SxFpqn5RrjD61lmFv1ulViP0YFat1C2465o+V69CldxOuOtYYmhdaSpWr9sMZTilwPwuZuBz0l5nUng9aI9UWiGLaWQAK+024Yj5uw9nVFur9ijALmQcwBwxAn0B/z0VLymN1os9nNPQYsA+rKeeUxtK8A8naMdZOGWxa+HZ4TZlI7ux4tRv5MvP8JVlOy7DF0s8a1QCOnB41xetMYtLue8xBtdjbRFAFznXyX0dbP8l33MB26PYTWGPcuzRaQ73M47ZHvc67GYryjtmSF2Y45nkI841VKcYR9paHtwVRh64Xsrc/J8pwC3ld2o9eqsuPsP9R7FnYq215op0I55oXN6l07zZHmF2A+LfT8iDJagH9HdT1NIBOAXJpo51CuNwp8Huw7F/l/hO2GgS3Hxvd0r7STGmi0xfsuojph9lAnZynW4CIaZ69D3Dq6DdiibZwxwn5BW0sE8G4NOV6WapvkIWC6HivC7mI7YhvG7DbY3F3Qjmg1XuybkGca0p2iWR4/7J1khCdTY2cldEeBL2iGdQL2SzdwF+v7ZGpp5wH4ArGGG1KP9d8egH4RY+sI5vUDGkfEGuRmwM5rLNaJ8DUc5feFTZBip2PspcOmSseaptbA+WJds/ZhvAF2Q2rkMam+M40m24OwjrXTa9WlQAe5/qwO2RxinWlK0WKt03NzE+ttamUHocfcjbG41b5MrqGJzru01QkiPJSindHQvQCsx9jeiLq9BH6Ietrp7h9ibcb7bmLNRts0MFb/KmDeZUSbd9FzAtbjdCMwSeLfGNvZdBwotabQMqwFkzGOO4gxDTwlxrezmm6DboPQs8Q7Wgt0ZKl1Hc19tBDYz9JuCpuvKb4HLa3GZJgfY014xCi2Koy9CNdEuLO5AGsIYFXAngS8fWlLOKD7w6qg50Pf3Cy6EVhmLkSbFlKWuYrGAovMBMyrCdAPpQAw9VzpUNY9wBJgKbDYDtAM+yrYAxU0HbjKOEDrrctpvYM1ycHa5P0NwLrh7aOkZw89IgD/s8i5n/o5u2k42kvI289+lIZA3wF8HKSwnTLAnwSGIpwOOQt90RG8u/UT1urt+H6fhf+4Hem2w06LoyFRl2GuqMD8/jnG+EV0sb2ZJpuHMC8fo1wgDeOjlfU+ZA+6ziqDzdYD80EPjO06NBjYC8wHpgI+IB+YAeQBoyQGoG82UlPrBsyDCzAf7qY2ViHq8QT6YAh1wdhIsZ6mUahPKrARyAdygV7AVFnn7Rg/2zFekeaM+rW74Pp1PVv98H0MNn6HDRGgFHMP9Tc/onjzAYyRj2k81uVu5qfQfww75VtKg0wzD9M442nKBjL+m7zmNupp/EKXmqOojzkE43IoNTAHIk8adTV7UitzHMoajrIvNF2pm2LVpyRnMoC11Gms5SVAOvAKjZCYSoOcJ4B7gdeprXMtJYMnY20X9tzgqBE0GLoJ3lfwviqwrlfQMCAb6AhM0jwTwDeEd6XixwBjxXh2vqFOtkOXe96haXj3OeZx2H8VFCXsDWEHiDXTk4+5eDSNtxvRUHxzdwK3Aa9I1KFHvHWMXiyjR9Cdnp7w3QqonVEMe+Afct39L2EcjtijaQo0BC7W4eZhkLrQfstR+IpH3aPAN1oeFTqsqQ2BHefd89h8DvDexEtnR7W9iJB/6T4FlALlCvApQzykmxC2vnS1TrsfaXwIHBJ6rC9txBpT5dO4R4FvqyR0O87AECnZP3g7hA1aDhRSrzemkFh709H3Pav2RtxngP1aHtS6g9UBHduHRe4J4EFgB3AvcBP0Yu+iBrA5bH8hDmgVJgvsY+eA3hNwGoZwp5aLhFR2pHtSyAsad89TgdMadpOABzbOrZhTBa5B/WEzCZ9O2BzCbw33ycP9bvgRzc2v6SbLg7U7hW4ydwIbEE5CeDzdZDwAHCLH/AR6hO1ZiFuEeXMR1pwPJM/C2jvOLKKBmBts2FHjzM+pmZ2MueJxlL0eKKdU2JiVAnaB64bDel4A60styFohaQofQsBwXTccKKOGgLmLVmjcIQCfZFWYTuF61BmQ/tIttArfYSX0DYD60t8KAc8Ufpbwn+R6DNypfC8iFz5bcBieeVoh2E+h8gUB/dwGKH8lZEPgVgHrTmOYyq/areotfC0hg0/oejQQzxL9INrAz4yEbVAD2zAGidLMXSIt+uINBdVnQi+fe1DAOkkHOZ79Neh3WKWiriq/dwL18U4QMhzUz3PYdQXALY0E42PqKvE1dROg3ylJwPRiTRCoQcMEjG1Is03quklovaVhTNYYRU0k/k6NJJ7DGAXQ/2nhQN8/bD2DcdIMfSDQiAyJZhEwyAyHeIboB7Rb9gW+vbrSd0mgFtIn2AZ/zKVY5zqpH4b5dKYTD9/sVYz5Pe57Th2sFcUYt6nwW9rAVodP6q2BubED4jCverog/xfIy/vF8EftfnpfWPieYs83Ue/jwhcS5WLtL4x6mHZHNaTdHuHrDEKZTwAN8N1ivod/1EvO2WfbPw7b1w/tt7ejBTzPo/yoqC2qbBHnFT70u8p/hg/+g1pP3E/Rztnws4UvNgz5ektfK8N9Du2Yjed0Ec8S9ZX7+JhTUOfh8L9783oUub6I9QHlf2gnuV9bEynW+gprwGaaYs9A3yaj3+DH47n3mCXkha+TBx+nGebxWNkecTahsDXsPKIa8MxVGiuA7vIcQp8/8HmDRjsh0a4ewDw+SwB26POEy4FsoED4m4wzzhIi2sfnBGFnBEsizggG/SfnA+IcIPwsQPiwoTOA56hhaN9f9OUL7l3wk2LF8+S7mIfnfoZ3kYQ1bQ/socehm05t9f6fbT2q93K7ir1Z93vPALU3KPYOzP7U1noMc8gw+Ft9KVPq4adhTpf7frCXYuWemRirBbCDCynVK/prP2ynFkh7hMbCJxwn1+butAxYGw6s67lIkyEg95+HuZ/JPdf7qBev8yj7EviU2bJctReLct3nlM2A9NI2CL6B5+TDDjgu8pivugvMVynG7o45oDutkWOzO2zv19FOYUsPQ521zRG5XypsAHMd3WF/p/Y4PbdStmcTnp2LdV34qKK9GKvI28dMcH8TkPuoLvrqM9gR86WvM1+kNX6Cf9ce88ftGGPwN6WvXbX3ulr4vWfbW47YM+/H++bcfo2pQH1h16DtLTWywvaTZ2D9Xqf3oAUyhW/NCK+HhOqDqn1jHa/3h4uBaPSrW7U/LGHJ8bBX7wPvdd8W0Huz/YHleq92tbWNjPC9Wbkfy3uy7RGn9mBJpEUZL8k0Ig59ZpykdDkWj1B7xN1m56F9HwFJyPMC9UA/9ja/pz5WU4zT3jQGYz5K7NEADaxDNFj6l+LM6h2pT4c9Nt++nwqsYiq0UmE/rqCZ8Dvrm91gsxxzg2Ifz9ONbrFvQRzsMmcTzcY3FaXPetLlHt5KhMWZTqmyz+AnqjOYm2Hf3kozrDtojPcNKokag+8wi0rgw+z2vEkl3kJ8j7AX8ZxB0ubbSLedcfYTdibHZ2Wo0yi2HfEM4rJFnGcMbLdc2iH3HH92X1T2KGzuIhpuHAsexrPmIt/FMu9x9360YwqeQ/JZqK88g7tV7jmNszagDdqejTwPk3amiDtErTEHtLUy3e+sK+HrijPZjQhXYk4ogp3QF2Wvl+dkbZGnFp4xRqTD97Ab73i3/B6y6TjvsWrMDjtjFLhByy2oSwegDdAfIGBo6EyR92KX0p2AT3C0t4PYZ+PzQeA6fUZIQDugtdhzY4SdESpEtluf/YWd+/UFbqk695OgqjM/iSZAU/1Or9ZyEZ/thZ/vyTM9PtebRo4+x5NtQRnRMo3ue9nvk+BfvAiJutj7kOYHtS8tx3oq5o+t0LPdPkgj/Fwt0p5foRF+psbnaBdwnnMhZzj4dm+rOjeTe369rbuq5j+5FgBOLHx1deaYYl8O9Mbc11/NsRJpiNtGLa3DsCEuk36dmqcwP2CO+0nsgYtzNPNr90HzD6FD/GrMeXm0WULOfe4LMl+62o90sAbKfe0eNAbznD8Mav67iTYDfnzTN0qIuf1b94iZ6P4uZbF7APNffzEHYl5pay/GGjCGbub5Ts5jaaizmOPeAZ7G/PEUjZXryGaaJCXa7HhpstiDRZuzYAtliT1TUTbm8rZibpP9pPN45mBdepeyvU3RJz+hfw9QnLMMfV0L72wv0k5DH/9AnYC5aO8Re7h7xHoPc0pd93Ostbl2PZR5iKbDLthqZ8KW6If0c2iM8LFN4c/cAv/oBHWVe7einxai3w/BthH70zsxJ7ajBp7X0IbCsLV6J8p4E+urQD/YINPxTeZTivMypXimwK/5N/k8ddAfIynR6gJ7RKwheI/mj8iHODsVEmU4XWgl1lBD+Jiww0n4meZp1Jf9zJ2UegF+pvI1y2iw8Delr6n9TOljirO93eqMzu6oz/n0GZ/EEvilArdTB3HOJ874qp3vjaAeUuqzvtD53kew6ceqcz5zKNU2nwUfiLiV1M7Kx/iaDP9FnBuKc0F9HhhKg3KQJlWk8WzG2H7KfdB+Bu882n3Qc7f7pf0Y7MBn8e2PApoB27C+1YVs776A99/bEnMobATPWqzF+B7MaRiLhcBHwAFt86XBVoEtATs124aNZpygGZ7rpZ7X++nWcqzppzBeMH4xx7S3+sD2uwa2ywdh9on+RsU3K8aMXIMvwzf5AW22FlMK2jJDnpvOBsqAJZQozk4Bb+j8dBN8zF3yHHWW5F8CmxFejvW+NdbcsarPrViMx+aQaJ/ob6sH+lycqc5yPzC+kP1OeGedEDdb4kZ9rroZeACYD1tNvKdvVJ/LfOh/IN60gPUoW5zJrqaWxgEabXWn0dX29+GrS399K+UDM3lP0U6hJAEzjX6U57XiHBdc7AdILnRX4ju6Uu0znHWvYRf6SvjgOeibSeqsWJ4Ni+fE0G2RsMdVB3QDIM+FLpFAeiHjIwF9M8gzAH0i5NkQWY9zpUs8Tz3Opm8DeQb+23qcp1w/5Bk4T/1SIM+GC63Hufq5NeQZOE89RkCeDdXqgbGVKyBta7EvJM6kdmGOV5D7PmKPS4zX0J4a0smzLr1HxrAT3F8FLJPukHteAq3lHhF569G7AnJeFfOn+N7EOBZ3Jj50XQV834A4Ow4HUUWBQPW9NVW2xLn0P0eA9W3V3pbc+/tQh8PyR+6HRpYDG2KfgPTl1b3HASzhc9exxwYPCin3FESaidTCgU1r30t1ZTrh+4sze6w/QKI4m7ffpzTPKvjS4ry9HvwmNX/2ZinP2Jdizhfr6Fake1Hc76G64lxe2Bj2YkCcH2H91ffxBofkOoyfdcE5UqbKO2rj4Yu2cAh8Imznj5BO3F0rcV+0S4LFQC54K+Al8PVh4SIgo/qZw/nzePLJ78l3X/TkB4uBXHDo3JfA13PYOho8YT8TXAEsk/z54GrN7we22BXBE85bwRXAMiczuOss4fuBLfrux3nTevbDz9ofPOHdElwBLPNeLHTVw6YdPGF+GFwBLDNzzhq+H9hi2u4IYJkzzPU4vwRXeGoFl0v+Y/B6jxNc6AwLvgnstlsFT1hfBTc7jVGP+sHr7O3BXQgPUlDnIU6qzLfcUzu41Nka3BUKXxS8RoVRVmpwt7qDcv603gY0ydvA9Xj3BZd73wou9U4UOh0+ErxGhEP3R/4cWf9B2mr5+C4KMFLLURpSr++nbAL+AmwOC28KCwtkhvELSo/v0zC7uauBlUAuwqTDAtlAjNkt+KbmPwDLgfbANKDwLHfmqkN9p4v1XZgVGqvOEq4HxABFYXdn+gPzxB0avi/z/4H/5H7vf3QX+Mk/hz7vGqIRyZeH+eV/hjkXks7T58+hztjcXI38M8NujHEs+A3kFH1na4PeK0jXeyTnvQ8c2gcQvriYa/9n0v3FWgdE6EN3wf5H8Cz6c1zInH8h8/CFzGMXsnZEzufgwyPDZ8yHDYI51eZDhNn+YJtDnpGF2xPhPMyeCNkPtZRdAP/gaoYzQt4Xi5Z3Cwvg7/ZHXcvUPTb7r3rvfzrFOrWorjxrLaXd3p6QHZVdUXUXEX7TYvjab8N+uJMWintpwB7nV2onIO7Biftx9mTkrUNW6PwC6bxedQ7E5zzWUcoUZ1IC+k5dw2r36sLPKXJpWOh+nMB8mifuXIp7cLI9N6pzBrTxcs9EusJzMV1lN6OrvHXJEmdFTkMa78ShDa9SllMD9ZoM//1j5WeKvRdrO3z5/equGPpT3gmzvkP8IPTZPMzjHyD+JOQcrBfCDmpK0dLnFCij9rCBoq1vYTPvl9hqH6SmAvL+2ZsIx1EjsUdij9b3wvbRZNFX1hG6hM8U4J+ODe0tqXtrUWL/xU6nLcDtoftogLWe7Gp3g/dTe3EXTtwxk+0pVXvWwgf2jKFs5y6062+U4mlJjTypqEcypdo3oM5iX78j6rZT3sNrK+eMBpDHqMQ5rO8FNlf3/4C2qEdj+w7EGZjHlmC+u5fypW0Xdk/Urk89nGRqjv6fJe77ASXOSPIJiHuF8r6hi7xZZMg5s0TfC+wi9oSr9pPF32WI8gX0HUVL7gGvox0SfAdR2JlfyDuHVTiF9A3wrJWqPXZjvW95lIY6a4FMmm99QPMxjg1PU9RhLfz3JLShiArtCagXLP0oUveDhTQfAcTfKY2BLhXyaWArhf1Rk/tPIN6uA18IkN9nhfuH8MmtDFrLvrp9P7DYiEbcaXMBfPLvaST/vRJs9LbijpnY93M6kM+bjfE9WN759Dm/yLO+WPEdRu2kbnYvN2ivoDi7jMbbW8iHvD5Rhrh/Boj++srZRl+J+0Veg56GzLVHGe/bo+hZm+AbkfGMAnP3V3H+i7aPF98zyppnH6ZeTi4ttF6hGNRps92FJttN8I1mUbpdE99af5pjtcH7EvdjNeCb7dc4KLHL3SBgf0KZ3p8p2vsZNfDegW9yJuqKOcipSa09D0IepDHefvgeXqU4cb/ZLqfmURPkt99bpBUQ7XOmUyunu7xfGes8AllEsZ6a+KZGUCNx59d62z3gTcaYvpuyPImYX5BejHFPOc1y/o73nE718J2X4LkD0Sax/reSd5kvoVbek1Tg1KVCTwBjEemtu4GXpV/6Ed7LRvWOg2nib9WEz2m8jPcv9ttK3ZToHfSYfYQ2mUdopQB4GeRcof8zwJ8crMZQZWMeTaG7Ea3DEBYW+zWhdeAZed9hg5NqfCnuqHNakQY/WBHoU+C4+PO9auWdB5E/ofoMVGVK37uuvp8/UMcN1rhXQdZxskx/DyBu8bfSvBrO4YvUkQi39cqrEG6ThdlVc2CfHFRAmnPYE+hnfL2VzYAlwEii00HgFN4DnVueD5WHIbsqnHbPRAX/XcIeLYHKWI3uEcjWWKCB0VY5OQLXK1SUQM5Rd28qfgB+1H8nIbBXP69Ah7toiPBkXeeTkLMgf4Kcp1Gq/wbjpEYX1QbRV2rvQ8eHAyOg8mrIfytUpihU7FSQ5T6gUPE55DANna7yOug/rspf8Rf9Nxnh2ATcrjFW4xbkXaExV+OUBvfV1Rp/0ZitsUyh4rRC5T6NnRqFGrpfQv3BGA200Wiv0TYCl1dHePmyHwZqDNIwq0P2bYH++5lwlGicS39FBHhMbFdjovIy9bzI/HKsmmFjNqKcymcUKvB1V9ynUPlWdVRMFxB7DPATDilQM3G+f8b9AX2udyFz5P8n7GvpPszvfmA0EAtc4oyjFs5VsL1gB5fVsHzl5qrHajQxhoKsZLKCyQ1Miphcz+Q6JtcyuYbJcibLmFzNZCmTJUwWM1nEZCGTBUzmMZnLZA6T2UxmMZnJZAaT6UymMSlkMpVJAZN8JlOY5DHJZZLDJJvJZCaTmExkMoHJeCZZTDKZZDAZx2QskzFMRjNJZzKKSRqTVCYjmYxgMpzJMCYpTIYyGcJkMJNBTAYySWaSxGQAk0Qm/ZkkMOnHpC+Tq5j0YdKbSS8mVzLpyeQKJj2YXM6kO5PLmHRjcimTrky6MLmESWcmnZh0ZNKBSXsm7Zi0ZdKGSTyT1kz8TFoxiWPiY9KSSQsmFzNpziSWSTMmTZk0YdKYSSMmDZk0YFKfST0mFzGJYVKXSR0mtZnUYlKTSTSTGkyimHiZeJg4TGwmFhOTicGENDFcJkEmlUwqmJxmcorJH0x+Z/Ibk1+Z/MLkZyY/MfmRyUkmJ5j8wOR7JseZHGPyHZNvmXzD5CiTr5l8xeRLJl8w+ZzJZ0w+ZfIJk4+Z/JvJv5j8k8lHTP7B5EMmHzB5n8l7TI4weZfJO0zeZvIWk8NM3mTyBpPXmbzG5BCTV5m8wuQgk5eZvMTkRSYHmPydyQtMnmeyn8lzTJ5l8gyTp5k8xeRvTJ5kUs7kCSb7mDzO5DEmjzIpY1LKJMDkESZ7mexhspvJw0x2MXmIyU4mDzJ5gMlfmdzP5D4m9zIpYbKDyXYm9zDZxuRuJncxuZPJViZ3MLmdyW1MtjDZzORWJpuY3MLkZiZ/YXITk41MNjBZz6SYyToma5msYbKayY1M2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx2Owx5jNh+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dg+8dgs8dgs8dgs8dga8dga8dga8dga8dga8dga8dga8dga8dga8cY8KggsJrLWvRtCZu5rEVDiBUqdENZi14QRSp0vRLXlbWoBXGtCl2jxHIllilxddnF/SGWll08AGKJEouVWKTiFqrQAiXmK+W8sosTIeYqMUeJ2SrJLCVmKjGjrHkyxHQlpilRqMRUJQrKmidB5KvQFCXylMhVIkeJbCUmKzFJ5ZuoQhOUGK9ElhKZSmQoMU6JsUqMUWK0EulKjFIiTYlUJUYqMUKJ4UoMUyJFiaFlsUMghigxuCx2KMQgJQaWxaZAJJfFDoNIUmKAEokqrr/Kl6BEP5WvrxJXKdFHpeytRC+V/UoleipxhRI9lLhcFdZdictUKd2UuFSJrqqwLkpcovJ1VqKTEh2V6KBEeyXaKdFWFd1GiXhVZmsl/Eq0UkXHKeFT+Voq0UKJi5VorkSsEs3Kmo2AaKpEk7JmIyEaK9FIKRsq0UAp6ytRT4mLVFyMEnWVso4StZWopeJqKhGtRA0VF6WEVwlPWdNUCKesaRqErYSllKYKGUqQFIarRFAmMSpVqEKJ00qcUnF/qNDvSvymxK9K/FLWZDTEz2VN0iF+UqEflTipxAkV94MKfa/EcSWOqbjvlPhWKb9R4qgSXyvxlUrypQp9oUKfq9BnSnyqxCcq7mMl/q2U/1Lin0p8pMQ/VJIPVegDJd4vazwO4r2yxmMhjijxrlK+o8TbSrylxGGV5E0l3lDK15V4TYlDSryqkryixEGlfFmJl5R4UYkDSvwf+3Ye3US1xwH83pk0KU3TJCUpXZkAspYWSikEQRpoKdRStnaQtlAsXQMthSwgS6GKIC4sIiq4IC6IGMQyrLIr7iIo7iAI7hsK7oIl7zv5FY/H846+8zznvec7k/KZ77137txM0v5u+0c4SDOfot6TFAco9tO5fRR7aXAPxW6KXRRPUOykmTuot51iG8VWii1KTCZCUWJKEJspmigep9hE8RjFRooAxaNKDPZrvoFWeYRiPZ17mGIdxUMUD1I8QHE/xVqK+2ixNbTKvRT30Lm7Ke6iWE2xii64k3p3UNxOsZLO3UarrKC4lc4tp1hGsZRiCcUtNPNm6t1EcSPFYoobKBYp9jLEQsU+CXE9xQLFXoW4juJaxS4jGhU7NmM+X7H3QcyjaKDL59J1cyhmK/YKxCy6/BqKmRQzKPwUPgovLe2hy6dTTFPs5Yh6WmwqzayjqKWYQjGZwk3X1VBU051V0eWVFBU0s5xiEkUZxdUUEylK6UVPoDsbT1FCL7qYli6iJxpHcRXd7lh6IplWKaQooBhDMVqxuRCjFJv6DCMVm/rjPUKxLUDkK7YUxHCakkdxpWLD3wU8l3rDKIbSYI5im4cYothuQGQrtvmILMXWiBisROcgBlG4KDIpBirR+P3Or6DeAMVahOhPcbliVX80+lE4FetQRF/FOg7RR7EWIzLoXG+KdMXaHdGLZqYpVvWF9VSsam32oEily1PoGbpTJNNi3Si60mJdKDpTdKLoqFjVd+kyig60Zntasx0t5qBVJIq2dF0SRSJFAkU8RZximYCIVSyliDaKZSIihsJOYaNoTRFNF1jpAgsNmimiKEwUkTTTSDMjaLAVRTiFgUJPM8Nopo4GRQqBglMwV9A8SVJdNJdLzeYK6Re0L8B5+BljP2HsR/gBvofvMP4tfINz59A/C1/DV3AG41/CFzj3OfqfwafwCXwcVS19FFUjfQgfwPtwGmOnkO/BSTiB/rvI43AM3oG3TVOkt0xp0pvIN0y10uumTtJrcBTtV03J0itwBA7j/MsYO2Sqk15C+0W0X0D7edNk6TmTW3rWVCM9Y6qWnsa1B7HeU/AkuIIHcNwP+2Bv5HRpT6RH2h3plXZF+qQnYCfswPh22IZzW3FuC8YU2AxN8LhxlrTJOFt6zDhX2mhskALGedKjsAEegfXwMKwzpkgPIR+EB3DN/ci1xinSfWivQfteuAftu7HWXVhrNdZahbE74Q64HVbCbbAC192K9ZZHjJCWRYyUlkZUS0si1km3RKyXFoodpetFp7SAO6Xr5Eb52kCjPF9ukOcFGmRjAzc2JDTkNcxpCDQcb3BF6yPmyrPlOYHZ8ix5pnxNYKa8S1jEqoSFrgHyjIBf1vltfp9f/M7PA36e7ec9/Vxgfovf4RcjfbJH9gY8MvOM8jR6mjy6/k2eUx6BeXjEzuCBLZ6EtjlI11yPyZIzXa6XpwXq5alVdfJk3KDbWS3XBKrlKmeFXBmokMudk+Qy59XyROcEuTQwQR7vLJZLAsVykXOcfBXmj3UWynKgUC5wjpbHBEbLI50j5BEYz3fmycMDefKVzmFybmCYPNSZIw/Bi2eJlkRHomhRb2BEIu6EJfDBPRNcCacSziboWEJTwoEEMdocL8ULXc1xPGtkHK+Pmx+3LE40xx6JFVyxXbvnmNscafNem6/b6Fq72nRNzWExlhhHjGhXX1tMfmFOKDOzKdMyQq81P6ZDpxyznZvtkl0YItk5s56ynrWK9v2WIxbBbOZmc9AsuMyYbo6SogT1EIwSXVFpfXPMJskkqIegSYxxmTCirtg5clRhjtkoGQU50zjSKLiMmVk5LmNKzxwmcgfnjFsQYjjmbuV2KUfcy9VPZYQxzpezwuS8neFsTF5T+KiSJr64qWOBenSNLm7SL25icnHJuM2cLy3azIWswiZb3uhi6i9csoQlDc5rSioYp4hr1yYNLspralTbLleoHVTbDFOKkku9fm9ysq8Uh1KvLzn0Dz3uV3vJ6qD6z+tDX/3yh/os+Q8fNA0x0YuH79KgL/lv/eB/79v/X3hsZvg5HTcoKFzPKoQFcB1cC40wH+ZBA8yFOTAbZsE1MBNmgB984IXpMA3qYSrUQS1MgcnghhqohiqohAooh0lQBlfDRCiFCTAeSqAYimAcXAVjQYZCKIAxMBpGwUgYAfkwHPLgSsiFYTAUcmAIZEMWDIZB4IJMGAhXwADoD5dDP3BCX+gDGdAb0qEXpEFP6AGpkALdIRm6QVfoAp2hE3SEy6ADtId24AAJ2kISJEICxEMcxEIbiAE72KA1RIMVLGCGKDBBJBghAlpBOBhAD2GgGxTEUQQBODBWwTHGL0Iz/AIX4Dz8DD/Bj/ADfA/fwbfwDZyDs/A1fAVnmPp54wr+BXwOn8Gn8Al8DB/Bh/ABvA+n4RS8ByfhBLwLx+EYvANvw1vwJrwBr8NrcBRehVfgCByGl+EQvAQvwgvwPDwHz8Iz8DQchKfgSTgA+2Ef7IU9sBt2wROwE3bAdtgGW2ELKLAZmuBx2ASPwUYIwKOwAR6B9fAwrIOH4EF4AO6HtXAfrIF74R64G+6C1bAK7oQ74HZYCbfBCrgVlsMyWApL4Ba4GW6CG2Ex3ACLYCGrGNTIUf8c9c9R/xz1z1H/HPXPUf8c9c9R/xz1z1H/HPXPUf8c9c9R/xz1z1H/HPXPPYA9gGMP4NgDOPYAjj2AYw/g2AM49gCOPYBjD+DYAzj2AI49gGMP4NgDOPYAjj2AYw/g2AM49gCOPYBjD+DYAzj2AI49gGMP4NgDOPYAjj2AYw/g2AM49gCO+ueof47656h9jtrnqH2O2ueofY7a56h9jtrnqH2O2td+E/ylR5H2FvylR+zEUibqklG3YSw8bHVYOmO8LaX4ClsksHAmmMMEQdCJgu4UE4IutjHIWj4snF/gcDAXYxeDenaR8acNa4RODob9Q/2U5Y6wKISDiViZXfSKR9XP0DMD68fy2QhWsoeZUDIx7HK+bZs9Ozs8xbAP5SAwBwoqHH/wZrnMOsG0Iz4+s8OODP0S0Zq7k6dszTQswa+KzOaTzYd7NJ88E92vxxne48Tpk6ct5w5b+/VIP/366bSe3NrOGmKLEgwGm75D+1Qho3OnPunpvQYKGb07dWgfJYTGevfpO1BM79VWEG2XRgYKap+LR38pFkc264V5HTLHpoe1jTfbTPowITE2OmVAR0tBSccBqUkG0aAXw8INXfoObp9XO6T9MYM1yR6TFB0eHp0UY0+yGpqPh0Wd/yYs6kKWrvbCSlHff3zmZeKqiHBBp9fvbBsb161/u9yx5tYWnbG1xRoTboi2RnbJHt+8yJ6orpFot9Nazfm//wQrH/wbwzUajUaj0Wg0Go1Go9FoNBqNRqPRaDQajUaj0Wg0Go1Go9FoNBqNRqPRaDQajUaj0Wg0Go3mzzGB/p84szFRbfF40LM/fYjs//yhY47QURd6fxzBIB2DH7S8X//KWxDFNv06r+LXawxsBnqXVunFjrW0RRbFI1vaOrTjW9p6tLu0tA2sP++jfqd0rdQ1+fSWNmeJ/I2WtoD551raIsaDLW0dSxQSWtp6tPu2tHE/QgHbgNfbi/VkaSwDrXzmZuXMw+qZF6qYD2NZaHnYtNCxDCNutKayVJwZxGrx5WBjMFbNanDOG+pVIisxewaOFZiZhetqMWcSxtyY4Q7NKwNfaM0KzKtDetgUjKnPq56pweg/v6PqUN+Pe7o0uxxZh34Z7swdev7UDY5ePdMyHPnuck+9t77K58iq90yr95T53PVTUx2DamsdY9zVNT6vY0ylt9Izo7IidUju0Oz83OSsslr3JI/7j3ot4XB7HWUOn6esorKuzDPFUV/l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