Historic Silviculture Activities - 50k
Forest Management Branch – Government of Yukon
forestrygis@yukon.ca
<div style='text-align:Left;'><div><div><p><span>These are the specific silviculture activities that took place within an opening in order to meet silviculture obligations after a disturbance. These activities may have been conducted over the entire opening or just a portion of the opening, and multiple activities may overlap. This database is the most current information available, but will be updated as new information is added.</span></p><p><span>ACTIVITY_CATEGORY – This is the broad category of activity, such as disturbance, site preparation, planting, or survey. </span></p><p><span>ACTIVITY_NAME – This is the specific activity that occurred in the opening.</span></p><p><span>ACTIVITY_AREA – This is the measured within the opening that the activity occurred on. </span></p><p><span>ACTIVITY_STATUS – This is the status of the activity which is either planned, started, or completed. </span></p><p><span>ACTIVITY_COMPLETED_DATE – This is the date that the activity was finished.</span><span /><span /></p><p><span><span>Distributed from </span></span><a href='https://yukon.ca/geoyukon' rel='nofollow ugc' style='text-decoration:underline;'><span><span>GeoYukon</span></span></a><span><span>by the </span></span><a href='https://yukon.ca/maps' rel='nofollow ugc' style='text-decoration:underline;'><span><span>Government of Yukon</span></span></a><span><span>. Discover more digital map data and interactive maps from Yukon’s digital map data collection.</span></span></p><p style='margin:0 0 11 0;'><span><span>For more information: </span></span><a href='mailto:geomatics.help@gov.yk.ca' rel='nofollow ugc' style='text-decoration:underline;'><span>geomatics.help@yukon.</span><span>ca</span></a></p></div></div></div>
Historic Activities Silviculture is a culmination of several datasets that encompasses all know activities conducted within Silviculture Inventory Polygons up to 2004.
Government of Yukon
Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.1.11595
GeoYukonYukonplanningecologyopeningsforestrysilvicultureforesttree
GeoYukon
Yukon
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-141.359224
-122.571704
59.751102
64.289913
Forest Management Branch – Government of Yukon
forestrygis@yukon.ca
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>Open Government Licence - Yukon (</SPAN><A href="https://open.yukon.ca:443/data/open-government-licence-yukon" STYLE="text-decoration:underline;"><SPAN>https://open.yukon.ca/data/open-government-licence-yukon</SPAN></A><SPAN>)</SPAN></P></DIV></DIV></DIV>
https://yukon.maps.arcgis.com/home/item.html?id=32e6051f1d494ba1b20531de47a031a2
https://map-data.service.yukon.ca/GeoYukon/Forestry/Historic_Silviculture_Activities_50k
Feature Class
https://yukon.maps.arcgis.com/home/item.html?id=32e6051f1d494ba1b20531de47a031a2
3530
CSW_FORESTRY.SILV_HIST_ACTIVITIES_POLY_50K
Feature Class
3530
OBJECTID
OBJECTID
Internal feature number.
Esri
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
SILV_ID
SILV ID
String
20
0
0
ACTIVITY_CATEGORY
Category of Activity
String
40
0
0
ACTIVITY_NAME
Name of Activity
String
40
0
0
ACTIVITY_AREA
Reported Activity Area (ha)
Double
8
38
8
ACTIVITY_STATUS
Status
String
10
0
0
ACTIVITY_COMPLETED
Date Activity Completed
Date
8
0
0
AREA_HA
Area (ha)
Double
8
38
8
SHAPE
SHAPE
Feature geometry.
Esri
Geometry
4
0
0
Coordinates defining the features.
SHAPE.AREA
SHAPE.AREA
Double
0
0
0
SHAPE.LEN
SHAPE.LEN
Double
0
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2021-02-22
18560200
2021-03-14
13:43:08.09
FALSE
2021-03-08
12190800
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
SILV_HIST_ACTIVITIES_POLY_50K
68810.187500
984036.750000
616414.443300
1089343.125000
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2021-03-08
1615233549901r6459311009834232
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F1BPLqL2bX9eh+POr/sR/G3RbYzz+BLmWP0s7y2uH/75jlZv0rkp/wBnH4q27FX+G/ion/pno1w/8kNftnRVLGT6pGby2HSTPwa1fwvrPh+4e31TSL7TZ0OGivLZ4mB9CGANZlfvxXN+I/hz4R8WTG413wtoutTYx5moafDO2Pq6mtFjO8TKWWP7M/wPwokbatfVv7EP7IB+NGpJ408X2zL4IsZStvatlf7UmU8r/wBclP3j/EflHRsfZvi39kv4ReNtajik8BaXbOfvtpqvZKqjqdsLIM/h3r3Dw74d03wloNhouj2cdhpdhCtvbW0IwscajAA/xPJ6mpqYrmjaOhdDL3CfNUaaLdpawWFrDbW0MdvbQoscUMShURQMBVA4AAGABU1FFece0FFeQ/FP9qHwR8L/ADrWW9/trWUyP7O00h2VvSR/up7gnd7Gvj34pftY+N/iV51pDdf8I7oz5H2LTnKu6+kkv3m9wNqn0r1sLlmIxOtrR7s+NzbivLsqvBy56i+zHX73svz8j7G+KX7Tngj4W+dbXF//AGvrCZH9m6cRI6t6SNnan0Jz7Gsj4W/teeCPiIYrS+n/AOEX1d+BbajIPKc+iTcKfo20nsDX50UV9Gskw/s+Vt83f/gH5hLj7MniPaxhFQ/l/wCDvf8ADyP2HVgygg5B5BFLX5kfC39pDxt8KTFb6fqJ1DSEPOl6hmWED0Q53J/wEgeoNfYPwt/bA8FfEDybPUpf+EX1h8DyL9x5Dt6JNwPwbafTNfP4rKsRh9UuaPdf5H6TlPF+XZnaE5ezqdpbfJ7P52fke7VDd2sF/azW1zDHcW0yNHLDKoZHUjBVgeCCDgg1KrB1DKQykZBHQ0teMfcH5Y/tvfsgH4L6k/jTwjbM3gi+mC3FquW/suZjwv8A1yY/dP8ACflPVc/KUbblr96fEnh3TfF2g6housWkd/pd/A9vc20oyskbDBH/ANccivxa/aG+C998AfixqvhW5LzWKkXOm3bj/j4tXJ2N/vDBVv8AaRu2K9bDVuZcstz53HYZU37SGzPPqKSlrvPJCiiigAooooAKKKKAPuz/AIJlfFzVf7f1r4cXJNxpBtZNWtGZubaRXRJFH+y+8NjsVJ/iNeq/8FHPi3q3gH4W6Z4c0km3bxTJNb3V0rYZbeNULxj/AH96gn+6GH8XHzf/AME0f+Thb7/sAXP/AKOgr1b/AIKpf8gj4cf9d7//ANBgrzZRX1lHuU5y+pSd/I8t/wCCZf8AycFqn/YvXH/o+3r0r/gqr/x7/DL/AHtS/la14V+wP4+0/wABftFaYdTnS1tdYtZtKE8jYVJHKvGCf9p41X6sK/RT9oz9nPQv2jvCtnpeq3dxpl5YTGey1C2UM0RYYdSp4ZWAGRkHKjn1KslTxClLYVCDrYSUI73/AMj42/4Jc/8AJTPGP/YIT/0ctejftjf8nc/s+/8AYTs//S+KvZP2a/2cvCP7Nl3qWk2GtvrXirVIFubiW4CpILaNtq7YwTsTc/Uk7j/u4Hjf7Y3/ACdz+z7/ANhOz/8AS+Ko51Os5Lt+ht7OVLDKMt7r8z7K8Q+GtL8WaethrFlFqFkJorj7PONyF45FkjJHfDqpweOK84/am8O+L/FnwM8SWXgbUJLPWmh8zZbj95dwDmSBG6qzrnBHJxt/izWN+214l1Twn+zP4vv9HvZtOvStvb/aIG2uEkuI43APbKswyOea8s/4J6/tGf8ACeeET8Pddut2v6HDmwklb5rmyGAF92i4X/dK+jGueMJcntV0Z11KkHU9g9G1ueD/APBM7QbTUPjxq17dIGudN0SaS3VhyjtLFGzD32sy/wDA69J/4KjeNNXs7XwX4Ygmkt9FvRcXlyqEhbiSMoqK3qE3E49WB7CtH4x+Gf8AhkL9pLSvjBpNlI3gfxDI9lrttbL/AMe0kvLlR6MVEoH95GXgFa+gfi78IfBH7XHw00//AImSz2rf6XpWuaayu0LEYOM9VOMMhx93sQCOiVRe1jVexxQpS9hPDr4l+J+Qfg3xfq3gHxRpviDQ7uSx1TT5lngmjJHIPQ+qkZBHQgkHrX7H/H7T7bxd+zh44TUYBFHN4dubsxyf8spEhMqE+6uqn8K+fPhX/wAE0dC8H+MLPWfE3il/FFpZSrNDpsdgLaOVlOV80mRyy56qMZxycZFaf7f37SGleD/AGofD3SL2O68T61GIb2OFg32K1OC+/HRnHyheu1iePlzVSSrVIqn0JoU5YWjN1dL9D1n9jf8A5Nj8Af8AXi3/AKNevyh+MmvX/iH4ueMNTv7mS4vZdXuS0rMSRiVgoHoFAAA7AAV+r37G/wDybH4A/wCvFv8A0a9fkj8Sv+SjeKv+wrdf+jnq8P8AxJmeM/g0v66H7N/ArWLvxH8E/AepajM11e3mhWU1xNIctI7QIWY+pJyT9a/EGv2x/Zv/AOTffhv/ANi9Yf8AohK/E6jC/FP+u4sf8FP0/wAgooor0DxwooooAKKKKACiiigAooooAKK9K+Hf7NvxM+KixS+G/B+o3dnIpdL64QW1qwBwds0pVGOewJPtX0/8Pf8Agl3q100c/jfxfa2EQZGay0SJp5HTqymWQKEYdOEcVjKtCG7N6dCrV+CJ8LV0Xg/4c+KviBcPB4Z8Oapr0keDINOtJJhGCcAsVBCj3OK/V74e/sRfCD4e+TJH4Xj1+9jDD7Xr7/ay2fWIgRZHYhAa9xtLG20+zhtbW3jtbWFBHFDCgRI1AwFUDgADsK5JYxfZR6MMtm9Zysflz4G/4Jv/ABU8TbZNbbSvCVvvUMt5dC4nKnqypDuU49Gda+hvAv8AwTI8BaG0U3ifX9W8TzpJuMUIWxt5F/usq7n/ABWQfhX2JtZehyPQ0qsGyO/pXLLEVJdTvp4GhDdX9TznwT+zj8Mfh2sJ0HwPo9rPDJ5sd1Nbi5uEbsVml3OOnZuK9IoormbctWd0YxgrRVhv/LQfSnUyQHgjsc0+goKKKKQwpjfeT6/0p9MX5vm/AUxMfTesg9hTqYoG5z6mgGPooopDCiiigAooppbdwv5+lAhc468UgYt2wPfvQEHXqfU06mGoUUUUhhVPU7j7Pbsc9quVz3iaZmjESfechR9TxQBP4Ztj9nkvHH7y4bj2UdP6n8q2qjghW3hjiT7qKFH0AxUlABRRRQB4d8Vv2Xfh/wDEa8YRCLw14jnVpUl08qplx1Z4MgOMnkjB55NfInxS/Zf8b/C/zrmWx/tnRkyf7S00F1VfWRPvJ7kjb7mvpL4wfseyeJtcn8TeEfEd5Ya+z+d5epXMkqlx02TZMiY7Z3fgK4jRv2j/AIn/AAK1GHRfiZoVxq1iDsS8lws5Ud0mGUm/Hn1YV9bg61aMF9XqKfeL0fy/qx+M55gcDUrS/tHCvD3elWHvRf8AiSSt91/M+SKK+6Lr4f8AwX/ait5bzw5dx6H4kZS7raoILgN3MluflkHqy/8AfVQaV8BfhJ+zxYRav481aDWtTA3xJfL8jEf88rVcl/q24fSvT/tWnblcJc/8ttT5T/VDFSl7SFaDob+05ly28+t/LbzPmT4Y/s/+NPixJG+j6W0OmscNqd7mK3HrhsZf6KCa+ufhf+yD4F8B3tqfEFxF4o8QMvmpBebVhGOpSDPzgZ5Lbh04Fef+JP2svGHxJ1A+HPhN4bnt1xsW6MIluAvQEL/q4V92Jx6itb4c/sc6zqWtxeJ/iN4lvJ9VLib7PY3TNPuHI33GcjHon4NXBiq9eUW69RUl0S1k/U+jyfL8BSqxWX4d4qSes5e7TXpdO7+TfY+sIYkt4kiiRY40UKqIMBQOAAOwp9R28K28EcSFykahAZHLtgDHLEkk+5OTUlfHH7atgr5H/wCCkPwfTxv8HY/F9nBu1fwrL5zso+Z7OQhZV99p2P7BX9a+uKzPE3h+08WeG9V0S/TzLHUrWWznT1jkQow/ImrhLkkpGdWCqQcH1PwWhbcoqSp9Y0W58M+INU0a8GLvTrqW0mH+3G5Rv1BqCvoVqj41qzsFFFFMQUUUUAFFFFAHQ+BviF4j+Gusvq3hfV7jRdReFrdri1IDGNiCV5HQlV/KtD4gfGLxp8VI7KPxZ4ivNdSyLtbrdMD5RfG4jAHXav5Vx1FLlV721K5pW5b6BXsPh79r74xeF9HTTNP8eagLONPLRbpIrl1XoAHlRmAHbB4rx6ihxUt0OM5Q1i7HeaP8ePiFoPijUfEdj4u1SLXdRQRXeoNOXllQEEKS2eBgYHQY4qDxN8afHHjHxHo+v614lvdR1jR5FlsLyZgXt2Vw6leOzAH8K4qilyx3sHPK1rnovi/9or4k+PvD9zofiHxhqOraTcFTLaXDKUcqwZc4HZlB/CuP8L+KtX8E69aa1oWoT6VqtoxaC7tm2uhIKnB9wSD6gmsqimopKyQnKTd29T0jxV+0f8S/HGg3Wia/4w1DVtJugBNaXJVkfDBhkbexAI9xWT8PfjJ43+FM0j+E/E2oaIsjbpIYJcwyN6tE2UY+5FcbRS5Y2tYftJ35r6ntWv8A7aHxp8S6e9neePb2OFxgmxt4LR8f78Mat+teMXFxLdzyTzyPNNIxd5JGLMzE5JJPUk0yiiMYx+FWCU5T+J3PS/DP7SvxP8G6FZ6LovjTU9O0uzTZBawuoSNck4HHqTXnV9ez6le3F3dStNc3EjSyyN1d2JLE+5JNQ0U1FLVITlKSs2eo6J+1B8VvDej2OlaZ441Sz06yhS3treN12xRqAqqOOgAAry6iihRS2QSlKW7uFFFFMkKKKktbWa9uI4LeGSeeQhUjiUszE9AAOpoAjor3n4efsP8Axf8AiE8br4Yk8O2TOUa78QN9kCYGcmIgyke4Qj9a+nPh3/wS+0GxWK48beK7zVZtqlrLR41tolfPIMj7mdcccKhrCVenDdnVTwtap8MT86lUsQAMk9AK9g+HP7JHxX+Jwim0rwheWlhIEYX+qgWcBRujqZMGRcc/IG4r9U/AP7Pfw9+Fckc3hPwppuk3kZJW8aMz3AzwR50haQDGRgNjnpXfR3QZxHIvlS/3TyDx2Pfv78dK45Yx/YR6VPLf+fkvu/r9D4P+Hf8AwS5hTyp/HfjBpT82+x8PxbR/skTyjn3HlD619RfDn9lv4XfC3ypdC8H2H26Mo66hfKbu4DqOHV5dxjOefk2jPbgV6rRXHKtOe7PSp4WjT+GOoUUUVidQUUUUAFIyhuopaKAGlTt4OD70qtuUGlphzGc4ypPPtTFsPpijaxA6HkU+mt95T74oBjqKKKQxG9B1o6cUhHzg57U6gQ1m7Dqf0pQNowKROm7ueaUNu6dPWmHmLRRRSGFFFNZuw5agAbnC+vWl6cDikVSpJJyTR83qD+lMkdRTfm9Rj6UfN7A0DHU3zF9c/TmgJ3J3H3p1INRoZjzjA9+tc9f/AL7XLJP+mob8uf6V0Vc7Lx4ksif7zf8AoDUDOjooooAKKKKAPl34x/Df426T4ofxV4S8ZXeuwQ5MemxlYWhTrt8j/VSjgc43HA4NY/hX9sDS9ajl8LfFvwwto+fJuJWtS8Of+mtu4LIfcbuewr66rjfiJ8IPCXxSszD4i0eG7lC7Y7xB5dxF/uyDnHscj1Br16eMpTioYiG2zjo1/mfF4rJcXRqSxGWYhpy3hO8oS++7X9bHz34o/ZF8M+NbRPE/wn8SRWMhbzIYkuTLbbxzhJVJeJh6HdjpgVW8Kfsd7mm8T/F3xSZyv724i+2HGB/z2uXOcdsLj2aqPiD9l34h/BnU5dd+FviG5voV+ZrMMI7kqP4WQ/u5gPcA+i1W034EfFz9oS9h1L4h6zPoWkht0drcpiQD/YtlwqHtufDexr11VlyXWJXJ3t7/AKdz4uWDpe35Z5XL2/8AKn+5f96+y9Nuh0viX9qzwP8AC3T/APhHPhb4eg1KYHYssMRitd/QHj55mz34z/eNVvh74M+PfxK8UW3inXPFF34NslOY4ZFAyh52rafdxx1l54B5r3X4Y/AHwX8J4kfRtLWbUQMNqd7iW5b1w2MJ9EAFei15VTGUaaccPC7e8patn1+HyTG4pxqZlW5Yx2p07xivmtX+nRkdvG8UEaSSGaRVAaRgAWOOSQOBn2qSiivGPuQooooA/Nv9pL9hXxt4g+KXizxT4Oew1m31O/e8OmmYW9yjyne+N+I2G4k53g89K+RPFPg3XvA+pNp/iDRr7Rb0f8sb63aJiM4yNw5HuOK/byL5vEl9jpuX/wBAWq/inwrpGsxtFrOjWWs6PKP9Is7+JZosg5VhGwKk5/iPSvQpYmSXLLU8evgIyfNB2Pwyor9P/ih/wTf+HvjGNrvwjeXngu+YAiNc3VoepOY3bepOR0cAY+7RXWsVSa1djzpYGvF2Ubn5gUV9WeP/APgm/wDFHwvI8mgPpni+03sE+yXAtrgIOjPHNtUE+iu1fPHi74Z+LfAEiJ4l8M6toJkJEbahZSQrJjrtZgA34VtGpCfws5Z0p0/jjY5qiiitDIKKKKACiiigAooooAKKKKACiiigAoop8MEtxIEijeVzwFRSSfwFADKK7+z/AGffibf2BvovAPiP7EI/O+0SaZMkZTGdwZlAIxzkV698Lf8Agn78QPiZoNnri6t4f0rTLk5UyXjTyle5CxKy5HTaWBBGDispVqcdHI6I4etNc0YO3e2n3nzFRX6Q+Ef+CXXhGwLt4l8Y6vrR42Lp0Edko9d27zSfwIr3bwZ+yT8IPAbE2HgXS7icqB52qI18xx/EPOLhTn+6BWEsXTW2p1RwFaXxaf15H5HeDvhl4u+IUrx+GfDOq66YyBI1hZySpHnpvYDCj3JFfRPgP/gm38UPErJJr02leErXzArrcXIup9ndkSHch+hda/UaKJII0jjRY40AVUUYCgdAB2FC8Ow7da5ZYub+FWO6GXQj8bv+B8j/AA//AOCa/wAOPDPkz+Jr/VPF9wu7fGz/AGO1bPT5Iz5gI/66YPpX0l4J+F/hD4a2fk+FvDWmaGvliNnsbZUklUdN7gbnPuxJrqaYMR8fwk8VyyqTn8TPQhQp0vgiOXG0Y6UtMB2kKe/Sn1kboKZLCky7XXI7diOMZB7U+igZVMr2efObzIf+euOV6fe9uvPYDn1qyCGAIORS1W+ztbtut8BSctEeByckj0PJPv7UAWaKiguFnHGVcfejbhl+v+cU6Q7dvrnFAh9FFFAwooooAKbJ90g/SnU1/wCEepoE9h1NfsfQ06kZdyketAPYWimqSygnrTqBjH4Kn3x+dOblcU1fnO49Ow/rRxJkEfKDTJFY7uAfrS9OB0opaQwooprfNhfzoGJuLfd6etOVdtLRQIKKKKBhRRRQAUUUUAFc3qv+j6tZyngCZQT7E4/rXSVheJbUy2zFeCORQBu0VX0+6F7ZQzj+NQT7HuPzqxQAUVy3xL+Imm/Cvwfd+JNWgurixtmjR47NFaUl3CDAZlHUjvXS28y3NvFMoIWRQ4z1wRmq5ZKKlbRmKrQlUdJP3kk2vJ3t99n9xJRWN4y8Waf4F8L6nr+qOyWGnwmaXywC7Y4CqCQCxJAHI5IrP+GvxG0n4qeEbXxFo3nJZ3DOnlXKqssbKxUqwUkA8Z4J4IqvZy5PaW02uT9YpKssO5Lnavbra9r/AHnU0VyHgv4naX421zxFosFveafq2g3At7uzvkRXIIysibWYMjY4Oc+wyMyaP8RtN1/x1rfhaxt7ue50eON729VF+yxu4ysW7duL4ycBcDB5zxTdKabTW2v9feRHFUJqMoy+JtLzavdeqs79rM6uivGB+1Dpl1qeq2emeB/G+uf2beSWNxcaVpK3EQlRsMNyy/jzg4I4r0Hwv45TxL4Vm12TRNZ0KOLzC1lrNp9nusIMk7Nx4Pbnmrnh6tNXmrGFDMcLipOFGd2vXodNRXhun/taaJqWkxavD4J8cHRHJzqo0dXtVUNtZjIshGFIIOM9COvFeueFfFWleNvD9nrei3iX2mXab4pkBGeSCCDyCCCCDyCCKKmHq0VecbDwuY4TGu2HqKTtf5d/TzNaiiq+oXQsrKac/wACkj3PYfnXOeiYelf6Rq15KOQZmAPsDj+ldEy7l9+1ef8Ag3xUJNZ/sqW1MczTyJHIXyJY0XLSDjs/ykdsqe9ehUAM5fORgDjB70Um7asjdR1H5UVS8idOo9TkA1ktroLyxtYXEiBigMYVw/OM8Hpj1rTgysYBxkelUm8Pac6uDaoA3LbSRn8jSGtUcB4m/Zp+FPjq1xqvw/0UNI3mNJbWi2k5J/vSQ7WP515Z4k/4Jw/B/XLrzrOLXPD6Yx5Gm6huT6/v0kb9a+nbW2jtIRHECEHqxP8AOpquNScdmYSw9Ke8UfCmsf8ABLDSJruRtK+IV7ZWpPyR3mlpcOB7sskYP/fIri9c/wCCW/i63nYaP410W+h/he+gmtmP1VRJj86/R+itViaq6mDwNB9LfNn5jN/wTC+J65x4h8Ike93dD/23rLuv+CbHxct5Nsc3h26X+/FfuB/49ED+lfqVnzOB93v70+r+tVDL+z6PmflRH/wTj+MMm7dBokeDgbtRHPvwprXtf+CZPxVuIg8mr+FLZv8AnnJe3Bb/AMdtyP1r9QKKPrVQf9n0fM/MqL/gmB8S2YeZ4j8KIP8AZuLlv/aArqdD/wCCWGqzQsdY+IVnZS9ksdLe4U/8CaSPH5V+hlFJ4qr3KWX0Fur/ADPiDQP+CWvhm3nB1vxzq2oQ90sLOK1b83Mv8q7rw/8A8E4Pg/o12s12mu67GOsGoagFQ/XyUjb9a+paKzdeo/tGscHQjtE8h8M/sjfB3wlK8lj8PtImZhg/2kjXwH0E7Pg+4r0zQfDekeFrH7FoulWWkWed32ewt0gjz67VAFaVFZOUpbs6I04Q+GKQV5BLAvwg+LVvLbp9n8JeMJPKmjXiK01MDKMB0UTKCD/tKPWvXWbbg9u9ch8YPC8fjD4a+IdNcfvjaPNbuo+aOeMb4nX0IdV6VnJaXR2UJpT5JbPR/wCfy3OxpOvB5Fc78OPEh8YeAPDutucyX9hDcSYGPnZAWH/fWa6OmndXRjKLjJxe6GIQuVz0/lSpyM4xnmhlDdQDTVPl5Dfd7NVGexJSUtFIojZTgYY4BzUlFM2bfunHt2pi2H0UgORmlpDCiiigCGa1SYhuUkXpIvBHX8+p61F5k0BCzr50f/PRF5HPcfj1Hoc4q3RQBFG3morxSq6EZB65/GneWxzuckZ4xxUclorOXQmKTuyd/qO/QUxriW3/ANdGXT/npEM44J5HXsOmetO4rE+188MMe4yaX589Vxn0oSRZFyjBhnGQc9OKdQFhu7b94Y9+1Jw0g9hmn0xlHLDhsYyKBO4+iiikUM5UnuvX6U4MG6HNLTG+X5u3emLYEYKmCclRg05fu+9Iyh16A+lG4bSScY6+1AkOopnmp/fXpnrTlYNypB5xxSKAnAyelIvcnqaSTtngZp9MXUKKKKQwooooAKKKKACiiigAqvewiaFgasUh5oAwfDs5tbiewc45MkX07j+v4mt+uf1qzkikS6g+WaM7lP8AStbTdQj1K1WZOD0Ze6t3FAHjn7ZH/Jv+vf8AXa1/9HpXsWk/8guz/wCuKf8AoIrB+Jfw7034qeD7vw3q091b2Ny0bvJZuqygo4cYLKw6gdq47SP2e10fULK6X4kfEG5W1lSUW1zru+GQKQdjr5fKnGCPSu5SpzoKnKVmm3t3S/yPn508VRzCeIp0+aMowjulZxc29/8AEjhf2qPiJoMfivwX4K13UEstDlu11TW5DG0v7iMkxxFEViRIwYdOMKelVPgX8VPC4+PPivQPDWqR33h3xJ/xNrLbBJCIrwL+/jCuqn5gC/AxhQPWvcvD/wANdM8P+OPEPixLi8vNX1pY45WunVkgjQYEcQCjavTOSc7Rz1pPHHwz0vx5qXh3Ubue7sdR0G8+2Wd1YuiyA8bo2LK2UbC5HGdo5rojiKCp+xadrb30vve1u9lvsedPLcfLFPHKUbqaajZ35F7vLzc1rOLcrcr957nlX7Si6h8K9VsPiz4dWP7fbRHStSt5ThLmGQERMw7lJNp45PHOBXpHwX+H/wDwrvwPb2tzL9q1q+dtQ1W8OC091L80jE9wPuj2UVofE74b6Z8VvCNx4d1ee7t7KeSORpLJ1WQFGDDBZWHUeldTGgjjVB0UYGa5p1+ahGn16+nT83+B6lHL3SzCrifstKy7Sd+d26XSh+Pdnyf8E/8AhZv9p/EX/hCP+ET/ALO/4Sm887+3/tXm+buH3fK427dvXnOa+i/+J1/wry6/4SL7B/bX2Gb7V/Ze/wCzbtrfc3/NjGOvfNefj9l7TLXU9VvNM8ceN9D/ALSvJL64t9K1ZbeIyu2WO1Yvw5ycAc133hPwCnhbwvd6JJr2ua/HctIWvNbvPtNyodQpUPtGFGMgY6k1viqtKq+aDXTpr955+UYPF4SLpVou1n9pOOrvoraHzR8Gf2h4fhf+z3pMFx4K8UahHZLcf8TOOxC6bIXuZCB9oLcDLbT8v3gRXtn7NHgbUfAPwn0+y1Xyo766mkvnt7dw0cAkOVRSCRgLg8EjJOCetdF4R+FOheEfhtF4GjWbUtCSKaFl1Aq7yLLI7sGKqo6ucYAxgd+a0Ph/4Jg+Hfhaz0C01C+1GyswUgfUXR5I4+0YKquVHbIyBxnAFGJxFKopqmrXlf13t6bhlWW4rCyoPEy5lCnyrZcr926/vXsrPpZ6anRVgeIbg3VxBYRnPIklx6dh/X8BWrqWoR6batM/J6Kvdm7CsnRbOSWR7qf5ppDuY/0ryz600rLTbeHy5BBH5qbtr7BuXdjdg9s4GfXFXfrQOKbJyAO5NAmJgmEjqcYoqSiquKxmabqHnSeXJw/Yjoa06wtaRdA8P6pqEbAz2trLMjv0BVCRx+FO8Jz3txp5kvppZZDgfvRD6c4MTEEZ9eaqo4t+6RSUlG0zYbK8qMnuPWlVt3Yg+hpScDJqs03m4242A9QealK5TfKWGYLyTimq3nLnDKvoRg1XVRIwwCWB+83OPfNW1UKoA6Chqwk3IWiiipNAooooAKKKKACiiigAooooATrwaZ5e1SuNyEY2mpKKBHjHgHXIvgxqz+BPEMv2LRprmSXw5qk3ywyxOxY2rt0WRGYgA/eUjHpXs9ZviDw7pnivSZ9M1iwg1GwnGJLe4QMp9/Y+hHIryprHxH8A8y6f9t8WfD1eZLFmM2oaSvdoieZoh/cPzKBxkZrP4fQ7XbEu97T/AAf+T8tn0eyPZ6Kx/Dvi7R/F2nWl/o1/FqNndRmWGaE5UqCAc+hBIBB5FbFaHI04uz3GL8rbe3b/AAp9NcErx17UqtuANMnyFql/bVj/AGx/ZP2mM6l5H2n7MD84i3bd5HYZ4/P0p2rXx0vS7y8FvNdm3heX7Pbrukk2qTtUd2OMAetfLsPjjW/HfxU1zU/B2lXX9q3VtBYQXF0qj+zYRgTO4PAbfwM56N1PFeRjswp4GVOEtZTdklq3o3olvt6a62RrGDldn1VH3UnkGn1HsZVXDbnUY3Hv9aq2N04ma1uHL3Cr5mduAV6dvf15/nXsWvqY7aF6iiipKCsy01+3vtUms4Q8gjX/AI+FUmIsDhk3dNw4yPf2Nadc94mtdXkazj0qYQxFyGRAE5wxDM+DhQQvyhfmzgnBoA6Gioba6iuN6pNHLJE2yURsDtbGSD6HnoamoAgks45GLjMcpGPMj4P4+vU9aaGuIW+dRMn95OG/L/PSrNFAEUN1FOzKkgLqAWToy56ZHUU9wGRgeBiqklulxfPvXpEuGXIIOW6GpPLmjkA3edF3DfeHXv37f4mmJlilpqyK/wB006kMKKKKAGDdHwBuXt6imTW4uI3jk/1brtZR1/OpqKdxWKTaNZyAiSBJMrtJYZJGQcfmo/KpoIEs1KRoFQsWO0dyck/ieanppYduT7U7t6CskBYbSeopVG1QDycUxuFAPUnmnZZug2/WkHUdRTVXHcn606kUFFFFABRRRQAUUUUAFFFFAEc0QlQgiudmjn0S8Nzbrvjb/WRdmH+NdNUU0KzKQRQAyyvodQt1mhbcp4I7g+h96sVzdxptxptwbiyfY38S9Vb2Iq7YeIoLjEdwPsk/Ta5+U/Q0Aa9FFFABRRRQAUUUUAFV72+h0+3aaZtqjgDuT6D3rJ17xR/Z9nP/AGdb/wBqXyLlLdH2qT6FsGvHdN+NttY6/LYePILzSdVUrJt8oSwQo6hlUGMk8DGSRnOfSuHEY2jhJJV5csX9p2Ub9Fd9X09GUouWx61DHNrV2Lm4XZGv+rj7KP8AGobjS9cvvEEQhvzaaLGUkzblMvgcocgnJbr0G336c3q2uab4ovIVsdRt9S0hoFkjWCRWjeTLbt2OrKNnynpuHHIo8Jstn4k037On9n2tw8ybQ4VbrarDAjUnkMM7mA4Xg88/ndfi6niuIf8AV+lh6j5HFyqRklFXs1fvB3Sequ9LPr1rDuNL2ra16HqFMfgqcZPan1HI4RkJPfGPrxmv1M4WOZtq5xk9hRTZGKvEP7zYP5GikMhvrpIFVJIvMjkyrcZGPQjvTLOOysYW+yW8dujEllii2An1IA9qh1ln2ou1jF1ZhUVvfxKCCZBj7u75q6FTvFM5ZVeWbi3oXJH8xl3HnOR6GhQGC7TuU+/IHr/n1qlNqSvhEBfPB3cCtKOOX/loV/4Dn1oknFahGSk9B8a7cnuakoornOlaBRRRQMKKKKACiiigAooooAKKKKACiiigAooooA8m8SfCzUPCOuXPi34c+RZ6pN82oaDKdtnqYzk4/wCeUvHDjgn7w6123gHxzYfELw7FqtgskB3tBc2lwu2a1nQ4eKQdmU/nwe9dHXj/AIyjPwg+IUXjS2Hl+GNdkjs/EEY4S3m+7Dee3ZHPoVNZv3XfodkX9YjyP4ls+/l/l93a3sFNX5WI9eRQriQZU5oZd2COo6VqcXmOrM07wzpWkapqGo2VhBa32oFWupo1w0xXOC35n860lbcuaWocU2m1sMKp6hZ/aUR1fypYzuSTGdh6ZxnB4z1q5RVp2dxNXEHQc5paZ/q+n3f5U+kAVFdW63drNAzOiyIULRsVYAjGQR0PvUtFAzk47rTfBU1nYpbsGlwklwqiKGJcM+SScdd2FGSC3YEV1lZus2ULINQ+wx3t/ZRyNbBhkhiBkL6E7RyOaNFuru5ty90Y5Fba0U0cbRBwRkjYxJGDkc0AaVFFFAFay/eK0xwZHOGxj5ccbfw5/EmpmVs5U4PoehqG3YtcXWDlNw/PaMjr9OwqU5jyc/J/tHp+NMTEkUN95eem5TyKP3kXU+av/j3/ANenblfg9fQ9aPusuD+FAhysGGRzS1E0ZVt0eAc5Ydm/+vWL428TReF/COp6q91FZGCFjHNcRNIiyHhAyr8xG7AwKiclCLnJ2SKN+ivL/wBnjx1f/ELwNcapqeoxX94b6VCIkCeSoC7UwB9SPZhzXbeNNSk0jwlq93AcXMdrJ5A3AFpSpEagkgZLFQOeprnw+IhiaEcRBO0lfz/4fyKceV2ZtUzbtbcOMnkV8GXHjrxddW40CfxDqM8dufINsLvPKnGC4PzAFepYjjrivor4XeKv+EI0fwz4U1fWYtX8RarclxZJcee1rbsrMMyKCDjbnk87jg4Ar5rKeJKebVZ040ZwjGycpWS5n9nffXT8loa1KLgr3ue0ycbSexp9MbcFII3fSlXlR9K+wObqOooopFBRRRQAUUUUAFFFFABRRRQAUUUUAMkXeNvc1QvNGhuVIKir5ba2TwuOtR299b3bOsE8cpT7wRgcVVna5PMr2bMEaff6b/x6XDKn/PNvmX8j0/CpV16/g4ns0l/2o2K/oc1v4B7UxoY25KipKMceKEX79lcA/wCztP8AUVB/wmkLlvKs7hwOAxKYP5E1sPp8UykOuFYYwOuKjtdFtbONYoYljhXogHfNWrW1IfNfTYzTr1/cgeRZpED/ABSMW/QYqNtPv9S/4+7hmT/nmvyr+Q6/jXQrAi9Fp+AO1QWZmn6TDbgBUwMdeK+ef2kPg5q2oa9J4j0e0uNUt7yIRXUEKebLCwUIGVcE4K45AypGeOCPphVC5wMZ5rlPH11eRLp1vBcSWttcO6zPCcOxC7lQN1UEBskc8Y718txQ8JTymtiMZzclNc94fEnHZrz9dLbm1Dm50o7s8b+D0N14N8H63pHiTw9NDPcSf2hZR3kJAcbFR2JB+TbtU84b5uAa9W8F+Gbz+1l1fUImh8uDybdJGTO3sQifKigFgB1+c5rN8MeH9M1XXLu0ubSKe3jtlYRnpGS5zjH3dwHIHXHNemKoVQAMAcACvluE6MM6wWEzVSkqEYpU4N63i5RbqNaTs1enso725tTort05Sh16/wDA/UWoGybhRnK5LHnpgAf1qY9DUUSjfx2X88//AKq/Uzg6jncrJGoXIbOTnpxRQzfvkXGSQSDjpjH+NFIYnmRXCFQyurDsc5rPuoVtsQWqZmkHJ6kD+lT2+k2EciTwW0KP1DxqB2x2qSS+gh3HK7+QR34rWN09NTCok1d6DLPTY4I1Lqry9c9cfSrtUP7WiL4B49cGrSzcZcbPXnpzjFKSm3eQ4OCVoktFRqDgMr5B9elOVt2fUdRUGtwf7v6U6mv0B96dQHUKazBFyelKzBRknFV3ZpGDDgDpu6fiKaVxSdiQXKMBg8noCKds3feJPtnioLaMt87Lt9F/nVqiVk9BRvJXY1YwuMZH4mjYMg9SKdRUlWQ3y1yTtGaNo7cd+KdRQFkM2ttwHOfUgUBXA++CfcU+incLDV3Y5Iz7Ck3FR8w/FafRQFgqnrGj2fiDSbzTNRt0u7G7iaCeGQZV0YYIP4VZ2beU49uxpVcN9fTvSsNSafmeV/CbVrvwzrF/8ONcnebUNIjE+kX02d19pxOEJPd4z+7b6KfevVFbPB4b0rgvi74KvvEWmWeteHykPi7QZTd6ZKxwJeMSW7n+5IuVPvg9q1/h/wCPdM+I/h2HUrEmKdT5d3ZSHE9nOOHikXqGByOevWoi7e6zqrR9ovbx67+v/B/O67HTJwvXPJ/nTqgmdreN3VDL3Cg85p1tOLmBJBgbh2Of1rTzONdiWiiikUIRkYPSkQ8YPUcU6mqBuY9+9MQ6iiikMKwdS0C5utetL+C68oRghzJ+82qccRoflVjjlzk4JHfjeooAKr3EzbvJi5lYZJ7IM9T+uPXFMmvPnMcbquCA8jdBk4wPU/yyKbb7/LAgTYh5MkwwzdOdvqeeuOR0oAm3R2UKKST2UZJZj149e5piWxmZZbgAtjiPqqcEfieSM0+C1ELF2ZpZSMF2/kPQVPQBVNkU/wBTIY1yT5ZUMvPXjr69D3p8BdmO9CjKMH5sqenI/wAip6YP9Y30Hb60xMfUU0IkVhtVgwwyMMhxjoalopDKCx22kWcz2diAM7mhtI1VnbgdOBnGOp6Cszx54dPirw3PprzNFZyspu444FleeFeWiQNwrNgDdgkdsHBGrqS3SIs1nh5IzloG4Eq91B7H0PTseOklhfw6larPCSVOQVYYZWHBVh2IPak1dWA+D9W0+z8ceKmtPA/hqawWZfKg0/zvOfcuSWJY4QAY+UtgbevNfUfwu+AuheDX0vXJ7J08RR2ymSP7QXht5mTbJ5Y98kck+1bmg/Bbwr4Z8YHxFptgbS7ERRIY3IiRiW3SBe7sGwSTjHQZya7qvkso4fpYGrVxOIUZ1ZSunypWS0VtNHbex0VKrkklsFMj4LLjAB4p9M3DzSMc7c5r685mPooopDCiiigAooooAKKKKACiikJCgknAFAC02SRY0Z3YKqjJYnAFZVx4q023Cnz/ADc/88xnH1rm/EfiQasqQ24ZIActu4LH/CuylhalSSTVkcFbGUqUW07vsJ4n1walciO3lY2qjBA4DN61kWt1LZXCTQtskU8H+lRUV9FCnGnDkWx8tUqzqT9o3qdDH42vQyb44WUH5tqkEj867G3kW6hjmVt0bqGXt1FeW16dpkCW2n28abtqoMb+vTvXkY6lTpqLgrM9zL61SrKSm7otUUUV5B7gUUVR1nW9P8O6dNf6pe2+n2UIzJcXMgjRfqTQNJt2RerP1jS9O1G1UanBDNbwt5o+0AbVOCM8+xP515tJ8UPEXxEzb/DnSNtichvE+uRPFaAesMXDzH0PC+9WLb4B6brDLc+NtW1HxxfZ3FdQmMdoh/2LaMhAPrmspWqJxtdPvsdXsVT1rS5X23f3aW+bT8jSvPiz8NvBMbQv4k0KwHVoLWaNm4H9yPJzj2rN/wCGhNBv3KaHoviXxIckBtN0ebYSDj78gRf1rr/Dngnw/wCGw8Gl6Fp2nJCcIbazSM4IzjIUZx079K6EkKMnpTUZJWVkhc1BfZb+f6W/U8t/4WJ8Q9YUf2T8M5LJW+7NruqwwAcHrHHvbsPzpo0/4w6w2X1Lwn4ahIPNrbT3so/Fyi8HPbvXprP52AuQD6g9O/8An3qfpxVcr2bEq8d4QS+9/m2jzBPhF4h1KTfrvxM8RXYzkxaWsOnx9c4+RS3t96ivUKKXJEPrNXo7eiS/IyNMaWW1niR9rA/Kx7ZqhcwmCYoX3t/ER61q6KB9nc4wd/X14qvrcarNGwGGYc16MZfvGjxJR/cqRFY2YnRmcHGcLg4rQUGQ5DbgowCe/wDnPWqVrfJFCiYYsD91QDUvnXO4MLcAZ9ef880pqTbuVTcYpWLas6yLycdMHA7fr2qVphkEHaR1zVYM6xBivLZxGTkfSl84fxErx0I46/4Vi4nQpFk5bILqBjBAHNIzCNeHY+g4JqBieRjJx3Hv/wDrpFG8ccbh1Ax+P8qnlHzDy5IOScAD58jP5UIplYbsMD1x9KbyWxy79BkZx71ajj2Z5zk/lQ3YIrmY4DaAB0paKKyNwppYA46n2p1JQAivu4IKn0NOpCA3Wk2Drzn60xajqKb8y/7Q/WlVgygg5FIBaKKKBhSMobrS0UARSK24FTg+/Irz/wAX/CG013WG8RaFfT+FPFu3A1XT8bbjHRbiI/LKvHfn3r0OQErx1HNM4/4C3II7Gm0pKzHCpOjLmg7Hn3gH4jahda1L4P8AGNtBpni+3iMsZt2JttShHHnQE88fxIeV+nTtbVZbTUJYgrSW8pMm7k7G75JPQ8YAHGDXln7Rd1p0em6Wovo9M8XWzvqOhXbIQDNCAWiZ+irIGCYJwdw9K9F8D+K4PHHhPRtftl2Q6japP5ZPKMQNyH3ByPwrGnVi5SpqSbW/l118/wBLG9WMZQVaCt0a8/8AJ/ozfooorU5wpqdz6nNKaSPPlrnrigXUdRRRQMKgupGCiOM4lkOAf7o7t0PT+ePWpmYKpY8ADJqC2UyFp2GGf7oP8K//AF+v5elABbWMNoqiNMlRgO7Fm7dWPJ6D8qsUUUAFFFFABTCD5gbtjFPooEcn4j+IVp4c8XeHdDuI2B1fzis5VsKYwvyjAPJ3biTgBVYk9K4v9obx4+mfDcjRpVuE1SX7K1/a3C7YVBy2CrZLHBXjpyTjHPrFxaQXTFZoY5lKkESKGGCMEYPqCQa5C++CXgPUCxk8K6bGWxk28Pknj02Yx+FeXj6GJr4erRoTSck0nty3VvO+t30/U0hJJpvofOXhn9obWPCPw9i0Cxtt+oQtII9RupfNEcbFiAqY6rlcZJHB46Cvo7wXqF3rHhHSPEMLNd3d1bo90rQC3N2AMbwm4hHwMjnkYBxxt8ym/ZH0xWvJD4luYIi5NuPIQiNM8ByT8x7ZG2vQPhl4J0v4a6Vc2Wgtfaw1w4kluJHURFwMfKeFA9doJ9c4FfL8O4fPcLN080s4KKUWpbW02S1v3bub1nSlrDc7yyvYdQtUuLd/MifocYPoQR2IPBB5BFT1gfY7/SZJdRXFy0pDXVnAuFxj70fcuO+fvAdjitq3uI7yBJoXEkTjcrDuK+8OUlpjZVg3boafRQITOenNLTPLHUfKfal+cDjDH8qYeo6im7/YnsfalVgwyDkUgFoqKa5SCSFGzumbYoHrgn+QNS0DCsLWvFUWly+TEn2iYfeG7AX2J9auza5axtcAP5nkKWkZRlVPTaT03H09q85kkaaR5HOWdix+pr0cHh41m5T2R5WOxUqCUYbs9MtdQiurBLvcEiZdxLH7vqDXP+JvEcMln9mtJRIZR87r0C+n1Ncl5jbCm5tnXbnj8qSu+ngYQnzN3PNq5hOpDkSt3Cqk19tk8qFDNL8pIXoFOcNnuOO3rVumRxJCu1FCr6CvTPJEtzIYIzMAsuPmCnIzUlX7LQb6+YeXbsqn+OQbVrq9K8JWtkoe4Aupv9ofKPoP8a5KuKp0t3dnZRwlWs9FZd2cjpOnyalfRRIpZdwLsBwFzzmvTKbHGkS7URUX0UYFMurqGyt5J7iWOCCNdzyysFVQO5J4ArwsRiHiGnayR9HhcKsNFq92yWq9/qFrpVnLd3tzDaWsK7pJ53CIg9Sx4ArzG9+NF14suJNO+Guk/wDCT3Ktsk1i6LQ6VbnPOZcZlP8Asx5+tSaf8Ezr93DqfxC1aTxhqEbB47EqYtMtm7bLcHDEf3pNxNcHNf4dT2fYcmtZ8vl1+7p87eVyGT4wat46me0+G+htqsWSreItVV7fTY/UpxvmPsgx71b0f4I2l7qUOteN9Qk8a65Gd8ZvE2WVqfSG3B2jH95sk+telRRJBGkcaLHGgCqqjAAHQAUk06QgbjyxwqgZJ+g70+W+stROvyq1Fcq/H7/8rIcNsagABVHAHQUuflyOfpVf7RLji1kDH+8V/oaQRXMwHmSrD6rCM+ncj+nerOU5Tw5deJNQ8RXOoataTaPprIkNvYFoZN+d2Xdly24EDjIUBj1PNdlJ90HvnioG06BkYbcuekjHcwPYgnODwPypsjSS2MZI+dlG4ZK9uee1RSg4JRcm/N7/AIWQpPQnhwwMgOd3Q+3apajt2DRDA24429xUlWMKKKKAMHwn4itNejvEtEaNLWYxguQfNQjKyjH8Lc4+lO8YalZ6Josmo30hit4GQM6qWxuYKOB2yw+lSaN4a0vRbqW5021jsjLFHA8duoSMhC204HcbiM+mPSrOtaRHrVtFBK22NJ45mXAIfYwbaQexxVKTjK5DipR5ehh6dqAm+1NbfvBDIYJG2HAYAEjP4ir8l9a6TDHc6lexW3mHCtPIF/LJ9MmneFPDa+FdLeyW5ku1M8koklADBWYlVPrtXaue+3NV/EGm3lxqVve2EkZnjt5bbZJIY9ocod6ttYBgUAwVOQfz1lUcuhhGioPVm9HslhDIwkjcbgynIIPOQaZJGu4KCoJ5Knqf85qDQ7Z7HR7G1mkjlmhhSN3jQIrMFAJCjoPauZ1rR57jxst9NZGezFvBGkpt4ZlBWSRmyWIZPvLyB/KsdTo0OkZcNsDHk856j/PT8aldvnYDq3ykjtz/APrprKGkaQrnsOMHH19O9cT4IuNRk1q8iu5LuZPLaQvOJECsX4Ro2GFdQcAxsVIGSBwTsYdzvoo9vtjoKlpka+XGBjFK+duR1HNYvVm60Q6ikpaRQUUUUAFFFFABTGjHUfK3qKfRQIQHIB60nmAHDfL9aE+XI9DTqYCUtNK7clRz6etKDkZFIBaaq7WI7HmnU3jzB64NMGebfHn4cL4+8GySW4xqmmB7q2wCfM+X54sf7QAx7gV51+yD44iksdW8GXEu24sJGvLGJuCbeQguoH+zJn6b6+kK+e/i74Aub74kWviT4fyW0fjbRVWe80/cIvtET7sFugYMAyNz3Hcc/P18IsPjlmNLdrkkl9pX0frHXzcb9kjsozTi6M9n+D/rT5n0JRXPeAvGtj8QvCtjrlhuSO4UiS3k/wBZbyqcPE47MrAg/Suhr3k76o5pRcJOMlqhsn3D+VOprc4B6U6mR1CikJwMngVWa4kmYrboD6yyZ2jr0Hfp+vWgYSN9rcRqCYlPzsRwcE8DI55FWqjghEEKRg5CjGcAfoKkoAKKKKACm7xvC5+YjOP8/WnUyRC3KttbBAOM0APoqL96r/wupx04I/xpd0ijJQEcfKp596AFcncmB3x+hqrq00sNqBC/lSyyJEJMA7dzAE4PHAzVpXWQIyncD0IptxbJdKiyA4V1kGDjkHIoEVI9DtvM8y4DX0uch7oh8fQYwv4AVfACgADApaKBhWVdRSaTcNd26GS1c5uLdRkg/wDPRB6+o79Rz11aKAGRSpPGkkbB43AZWU5BB6EU+seZX0Gd7iIM+nSHdNCoyYWPWRR/d/vD8R3zrI6yIrowZWGQynII9aAHVHIW3EDgY/GpKay7u5B7EU0JjVOxenJP51WvtQj0yLc6ySyOSUhhXc7kDJCj6U6+vEs7d2mDN0VVQZZ2PQKPXNRabZyLI9zd7WvZFAJXlY17Ivt6nuefQAEU4rndGNXmZJyB5UEMDAqm5gMbjjLE4BJxjp65g1LUjkRam4soT1t7dy8kgz/EwA2r7Dk+vam+I5LK1jutly0VzIAXt0biQ8YLDHp3GDgda5G6upb64aaZ98jdTXoYbCOt709EeZi8aqHuw1kW9Y1I3lwYoSqWUR2wxRjaoA74rHa+hW4SENukZtpC87TjPP5U+4h+0R7C7INwOUODwc4pYoI4NxRFUt1I6mvfhGNOKij5qpOVSTlLdklFXbPRb2+wYbdyp/iYbV/M1sW/ge4fBmuI4/UKCx/pWU69Kn8UjWnh61T4YnORxvNIqIpd2OAqjJJruNC8LxaeqzXAEtz155VPp7+9XdK0O10lP3a75ccyt94/4CtBmCgknAHJJrx8TjHU92noj3sLgVS9+pq/yFpskixIzuwRFGSzHAA9TXm2ufG6xk1KbRfB2nz+NdejOx4tPOLS2b1nuD8iAegyfaqMXwj1zx5ILn4k65/aNtncnhvRy9vp6e0jZ3zn/eIHtXk83SOp9CqHKuaq+Vfj93+dl5lrWPjWNS1CbSfAWjzeNNUjOyW6gcR6dat/00uD8pI/upuP0qG3+Dt94wnjvfiTrI8Rsrb49Ds1MGlwntlM7piPVz+FelaXpNlodhDY6daQ2NnCu2O3t4wiIPQAcCrLYypP4UcvN8Q/b+z0oq3n1+/p8rerI7W0gsbaO3toY7e3jXakUShVUDsAOAKmooqzkKpvHkdlgiMoVipk3AKCMZHr69uoqSG38ti7v5krDBYjH4Adh1/OktfuyHqPMbvnv9TU9ABRRRQAVVg/0eSSFSWVQGVcjIyTx16ccVaqu2GvAO6x5PPqRjjPse340AV7CZ7iEy+V5UinaVDBtwA6E+oz+Yq8kiydD+HeszSJPLvtStnZi6zeYA8qsdrAdAOVH1q9NtmzGFDt0zjIX61clqTHYlZgoyTiimxxBME/O4GNzdaKgoz9FkdvNBbK8HB61cvrwWcW4jcx4Varf2NGJMrI6r3Hf86XUNPaeOMRNkxjGGPX8a6HySne+hyR9pCm1bUoTarNN/dQdeBUf2y4Cg7225444pHsbiPO6JsD0GadcXQmhhiVNqxj8zXWlHTlRxOUtXJkq6mVQ/uxv7kHGaP7VfugY4xksfXNQWzRfdeHzGYgA7sYrVbRrdmBG5R6A1nLki/eRrD2k1eLKq6jGUJIKtjoOpp+mXXnXj7zyR8uTnp2p8Wip5j+YSUz8oB7e9X1gjR96oobGM45rGUoWaibQp1G05dCSiiiuY7RkZ+XHocU+o0xG7L3Y7hUlNiWwUU3d1A5NJuYD5l/755pBcfRSBg2cHpQM9+tAxaKKKAGspPIODSbm6bfm/Sn0UxWI9zLjcv12nOKFYKx5G0n17+lSUm0elArMNwPQikbOQwGcUu0EYI4pPmVcdfrQMVWDDIORXiHj3w7rHgv4tp8QdNt31jTjCkOo2Fq2blFZfL3KmPmX5Ub6qe3I9t27huHyk189fGzVNZ+FnxP0zxvp37yzvrdbG5hkOI5ChJ8pj2JU7lPUFW7ZB+fzupSoYVYisnywlF3W8dfit1Svqu1zWleT5V1N/xLdH4M+P7jX9PAu9A10G41nRbchrm3lUYN9DEDudcACQKOwbmvVdD8T6T4m0WLV9K1G3v9NkTet1BIGTGMnJ7EdweRXx58evFieJfGFtrNrFeWsLaZbywyTyDDBk8wGPA4ALlTgn5g3TFfQt78C/Devf8AE50qTU/B+p30Qknn0K6Nr5hZf+WkYzGx55+XNRl+axx2KxOHpx0pNK997q+mn9dzrlyThF1XaVt/Tv8A5/genLIHZGUkqy5HH0pZJEhUtI6oo5LMcCvJ9Q+HfjbS5rD7H8UtXZJJvKZbrTrSbjaxBPyLnlRmoo/G3iX4a61Z2vxBay1XQryRba38T2MJhWCVshUuoSSE3ZwJFOOgPt7/ADW3VjFUObSnNSfbW/4pfdueqsy3sxjDboY/v4PDHP3fwxz+Rq0AFAAGBQoCjgYHtS1ZzBRRRQAUUUUAFFUpNJt5L5btw7SryuXO0fhmrtU7aWJjza3QUUUVJRCConKg89SPepqiHFweOq5z/n8KlpiCiiikMKKKKACsb7Jd6PMfsEcc9jISTBJJs8hvVTg/KT1Xtnj0rZpGYL9fSgCgs2p7Tm3tZD1DLOwB9P4DVLR76TT7e8h1RjDLDLLOGkl8zdCzllIOBkDO3GMjAHcZ12V1y0a8k5KseD7+1ZGoSQvrFpLexlbeJd1u7L8vnFip3HsQMYzwST3ApiuWbW3lupxqFyhSRQRBC3/LJD1J/wBs9/Tp65Zr2uLo8aMqiWSThUzgD3NaTTFGXMbbT1Yc4rnvEcEWqLExeWEISkf7h2MjHnAUDdgAHnFb0Yx506nwnLiJT5GqXxHLahqEup3Rnm2hyAPlGBxVatqPwtNcMghu7aTzE8xBvIYr64x0rQs/A7+YDdXC7O6xDk/ia976zQhHSWh839UxNSV3HVmBpulXGqzeXAmQPvOfur9a7bS/DNnpqqxQTzd5JBn8h2rRtbSGxhWGCMRxr2H86lZgoJJwBySa8ivi51XaOiPdw2BhRV5ayFqvDeJLdz2+CssIViD3Vhww9sgj8DXB+Ivjj4f03Um0jRVn8X+IOQNM0NROyH/prIPkiHqWPHpWH/wrnxh8S7pbvxvqw0DSypQeHvD0zKzoSDtuLoYZ+gyqAD3rzebpHU9xYdpc1V8q8936Lf8ATzNvxN8a9L03Vn0Lw/ZXXjDxIvDafpIDJCf+m8x+SIfU59qxrn4X+K/iZCz+PdcSysWGU8N6GzLbdQcXEuQ83oVG1fSvSPDPhPR/Bulx6boem2+mWUfSG3QKCfUnqx9zk1rUuVy+Ifto0/4Kt5vf5dF8tfM5fw9DpPhHRLSCzs7TRbGP/R3s7dAiRyjj5QMZyfYlsqa1jPfX+37OgsoM8yXCZkYf7KZ4z6t+VWP7LtDdvdG2jNw67WlKgtjGMZ+lG17PlcyQf3P4k57eo56dgK0OVtt3ZZoxmkRxIqspyrDIPrTqBBTZFLRsoO0kYB9KdRQBBZsRGY2Xa0Z2ng4PfIz1z+POanqNIhHJI+c7yDjA7DFSUAFFZ8+vWFvO8LT7pUGXWNGcr9doOKqO11rt55aCaz0uMfPId0Us7dgvRlQdzwTxjjOQDbqgmoW6yF5bmOIzNsiV5ANwUkcDPJJJ6eo9Kh/sWeNtsOqXUUBzujbbI34MwJH61ZtdJtLNvMjhUzHrNJ88h+rHmgB0RRlcwoN7HBfbjI7HPerCqEUAdKSPoTnOT6U+mxLYKKKKQwrK1yzur5I44UQxA7mPmtG+fbHtnrSjVlUFXDq446A1LHrEDMAxZf8AaI4rX2cuxiq0H1My0h1Kxunka2mnTHyj7ZuXp6ECrN1pLlfMjHLcmPPI9ge9ar3EccYkZ1CHo2eKp/2hi/VN6tC44K+tOnzxd4iq8kklIxCCpIIwa1tLvv3TRMSXHK7v5VLqlibgK8SAyZ57ZFc3PpYNyZPNuIJVbny5SuD06dK61y1o6nC1KhM65bgFuSAtSghgCDkGsK1vljjSOTewUY3Fsk+9aNteI+VRw/GR2J/D/PWuWVNxO2FZS6l2mtIsYyxwKhkkYt94qB2A5qPno2X9V6n/ADxWaiaOXYla5jZeAX5x6fzpPOQDkPjpjrTFjJ5Jb1yRSp0zjJz0/r/n1qrIm7ZZGMDHSlqqryRqVUhh1DUIx3cszjP3gf8AOOlTylcxO21j1w3TIPNGSq8kfWkZjtwF68c8U5UC+pPvUjEUu3UAVE0UuD+8JbqCOP0qxRRcbjfcr/aHj4eI/UEYp63CNwcr/vcVLUbwhhxx6+hp6MVpLZj6WqW5oWGwfxYZe1W0cSKCDkUNWCMubQdRRRUlnnvjz43eGPh3efYb2aa9v8ZNpYoHeLjI3kkBc9gTnnpiuV0D9obQ/iF4ltvDzeG7iSzuy2Zr4xMiqqM5Z0yRgbTzmuG1b4A+JdP+JVrdXFnH4u0e9vTLczySeWdjsd/mjcCGAJIKkjKj6V0Pjr4B+HPBenf2tpel6prcpmSH+z2mMkKq7YaRwAHZVUk7N3zEAHOTXwcMVxDicVKXs4U6UJ2cZX5nHTVSSad1222OnlpRja7ueX/Fbw1f6TcQW9nCbvSba6vLjTprJxKE05mjkMileNsckm0c9WPQDNfTHw98ZxfFDT7u+j03VtESzmNrG10xjaXCqSSoOMgkjBzjHXkiuC/Z08Mz+FfEfjLSY9ZXVbPTZIbciKPZC0pDFyuSdrDAVgOMjqcCvdWk4AH3mOPpXqZPg3DmxiXI6nxRupWcbxXvJ20WitbRJPUipL7PYybOxvrqZH1CVJFgZhEqqORyu58fxFSeBgDJ+gs69olj4i0m603U7aO80+8jMFxBKMq6EYx/9ftV9VCLgf8A66H+6fyr6gxu1qjyXwJrd98MPE0Hw+8SXUl1p9wD/wAI3rE5JNxGOtpK3/PVB0P8S47ivWpJEhQu7KiLyWY4ArA8eeB9N+IXhu40fU1ZY3IkhuIjtlt5lOUljbsynkH8Ohrivhv4l1G+1u68HeOHR/E+kxh4SI9sGp2/RbtAfvN2Zf4T25rNe6+V7HZNKvF1Y/Et1+q/Xz12enqO5pPufKv94jrx1FBl8oN5mcDoygnP5VLRWhxjVbcSMEY7kU6iigAopCwXrS0ANCfLgkn606io5G5Vc47nnnAoAZ5gWRpHcKg+QbuOeKh/te3aZY4i07btp8tSQvTknpjkfnU8tutwoVx8nXbUixquABiq06k69A3qWxnn0pc460EA9RmgKF6CpHqAIPTmlpNoznHNN8scYJGPegNR9NU8t9aMN6j8qVV20wGyMVjYrt3AZG44H414/L4u8TfF24vbHwU1tpHhyJzb3fia7iMvnyKcOLOPIDAYx5jcZHAOKtfEDVL74leKJfh5oNxJa2EKLJ4k1WE4MELDK2sZ/wCeko6n+FfrXpukaTZ6DpdrpunW0dnY2sawwwRDCogGABWd+bRbHYoqhFSkryeyeyXdru+ifTW2qPPV+Ct9JCWuPiP4ykvG5M0V9HEoPtGI9oHtVS68A/ErT41jsvGumeIrdMlIfEWlAOO3+tgZSTgnnb3r1mijkQvrNTrZ/Jf5fkePaU3xX8LWiW8PhLwtqR3fPLa6tNDlR7PEccdADgdBgVf/AOEo+Lc0yqngbQYIyOXm11mwfosNenPMq7lHzuoyY1I3UFWfcCdq8Y28H86OV9w9tH/n2vx/zPMHtfi9q2Fm1bwr4dQ8E2NpPfSrk8ffZV6e1RSfANfETB/Gfi7X/FSiQObNrkWlm/HQwwhcj2zXq6qFzgAZ5OKWjkXXUPrM18Fo+iV/v3/EzPD/AIZ0jwnYLZaNplrpdovSG0hWNfqcDk+5rTooqzmbcndhRRRQIKKKKAK9v+6mlixgE+YvHGD1/XP51PUVxb+coIO2VDuRsdD/AIHofamR38T7VZtsmdrJ12n0OOlAFmiiorm4jtIHmmcRxoMsx7UAQanqkWmRIWDSTSNshhT78jeg/mT0ABJqnHpM15DnVbl5WcfNbwsY4Vz/AAjGGYf7x59B0p2k2LzXD6neLm7kysSsMeRETwg9CcAt3J47CtXaPSmBHb20VnCsUESQxL0SNQAPwFV7i+a3uJAyL5KKpJz83JIz+FWJ7hYV/vOeFQdSfQVEse5XEqB2k4YY4x6fSrjZatGU23pF6llWDAEcim7t/C9O5qnCsljH5LqzxgBUaMZOPfvmsOTxFqL6p9lghhSI3KoPMG1xHzuYAtz0HYdeh61UablflJdVK3NozqqiuLyCzTfPMkS5UZdgOWYKv5kgVgLY67qKsZrxbKNhcRmPaC2G4jOVPG0AHrk7j7U2PwfB9olSeT7YJo0Mq3C7kJQ/KQCc8e5PQdetNQj9qQ3N20RatPEcup6gsNnZSNBHM8VzLKdpjK8YA75JU/TPpRWlDYuufNnMi5zsRQi/j3P50VMuW+g489tSO3aDU4v3iKZF+96/WlbR7c9Nw+jVjQzPbyB0OCP1ras9TjucK37uT+6T1+lbTjKGsXoc1OcKmk1qQX1isFiRFuIVtxyc+1ZGccjg11TKGUgjIPBrJbQ2807ZAI+2etOlVVmpMVai7pwRNa6xHIqrL8j9Cexq60McmMqDyG/H1rObSYY2GWdhjnkVZin8uTYRgduetZSjF6wNoSltUEvbGOVkkIACHL4HLD0rOVpZZs21v5R6ZA/xrd69KWlGo4qz1HKipO6djHWO+lMisSgUccDk+grStIWgt0RjuYDk1NRUynzaWLhTUXe9wqKSPbl1BY/3c/SiS4EbAAFj7dvrUbTSNgAfxY444pJMqTWwkfzqCSCMfM3THpUo7ZHzddoqNWLMAF+Y+3T/ADirCrtokTFXG4ZiCcDHYU+iioNQpOeP1paKACiiigCrKv75+wIBpsbbXL569v5ipJgRMp7EEU1QGL7unTn1xW3Q53uWQwYZFLVCG48vCmXI4AyMjrV1W3ZBGGFZyjymsZKQ6iiipLPM/g78PtT8E6l4xu9QEcceqam81tEkm8iIO5VmPqQ4468c16Mh3TsexHy8fn/T8qdNllCA4LcZx0HenbQu0DgDoK58Ph4YWmqVPZX/ABd/zY5Nyd2OprfeWnU1uq/Wugljq4n4ofDw+N9NtrrTrkaX4o0pzc6TqijJhl7o3rG4G1l7g+1dtRSaTVmaQnKnJSjucf8AC3x9/wALA8M/abm2/s/WbOZrLVNPJyba6Th1/wB08MD3DCuwrx/xpIvwl+J1r4y5h8N68q6frbKcRwXA4trl+wB/1bN2ytevRuJEVlOVIyCDmpi+j3RtWgk1OHwy/Duvl+Vn1HUmM9RmloqzmE2+vNLRRQAVBcfLJE/8IJB+XPB9+3IFT1EVEk2WThRgNnrnqMfgPzoAV5guOQuehY460qvnqMehHINCxovRFH4VXLQrcJGmFZh0UcHH+H9RTEW6KiV5H2EJsU53Bz8w9On+NCQkbC8jO655HAOfYUhjmmRXVS3zN0H0qheX0sepWNtGyxpOHJZ4mYkrj5eMBcgk5PpWgiLGoVFCr6KMCoL6z+2QqA5hlRt8cqjJRvX3GCQR3BNAEjTBSg2OdzbeFPHufaqusaqNI0q8vnhkdLaN5WC4zhVLE9enFLYag80jW11H5N4gyVH3ZF/voe49uo79iec+MmoLpfwl8ZXTFlEekXXK9QTEwGPzpN2VzSnHnmo92YXwBsJrL4W6bq1xC9xq2vO2r30mVDSSTnfk5PRVKrj0WvS97fN+7PB45HNYfgCy/s3wJ4ctP+eGm20X/fMSj+lb9KKtFIuvLnqyl3bIt8vmOvljaB8rFvvH09qGjeQ4ZsIVwVXIOfXNS0VRgNVQigAcAYp1FFABRRRQAUUUUAJS0UUAJS0UmevFABu5xTJIVmjZW/iHUdR6EfSn0tAENrMZoVLEFx8r7em4cHuaoeJpfJ0vefu+dECOMHMigA+2cVcyLe6IPCTcjn+IDkde4GeB2NZM94mt6pDbwDfDayeZKx6FhwFHrg4Ptj1qkrsmT5UaM0k10yJCWiXkuxUgj0HPvTY7q42qiQu7ngtINoQ98nuPpV7k98Unljgjr649qvmVrWMuR3vcbbw+TGoOGcDlsck9zUmOc4FN3sM7l/Ec04MD0Oazd9zVWSshajmt4rhQJY1kA5G4ZxUlFG2w2k9GU206GGMLboLd85Voxjn39RU0cLiYyO4Y7doCrgfXrUi8sxPrgU6qcn1IUI9EFFFFQaHnPiXwXrGoamt5ZyCMiOO3aMyEB4zKWl6d8bSp9QR0NdF9hnkcr5TjPtj9a6SiuhVmuhyPDR7mP4X0+fT9NK3TzvcNLIzCedpdql22AEk4G3FVLrV9Uj8WW8KWcn9jf6iSbYOZWUuG652jCrkDGXOT8tW7jUpFupFyUVTtGAP1qdb7zGGGL4/ujip9lLctVo3sJ4humsNLluI41llUqqK2SCWYLzj603WpBpekX14E3/Z4HlCZwPlUnrzjoOasi5KuAWBGcYOB6/54qRriGRCr/dYYKuOoqfeRd4S3Mbwn4o/4SKK5D2/2We1dYZoy+4rLsDOnT+EnHv16GrOoeJLfTtYs9OkikMtzjY/yhTkkYGSNxGMkDJA5qb7OlrPLNCqp5rb5Cqhd7YABPqcADn0FQTaZa311FfTQq8y7SpywyVJK7lzgkEnGRkE8UOPVBGVtGalxOlrBJNJkJGpdsDJwBk0z7SJo1aBldWAIf+HB6fzqreJJqFjcWwkMPmIU85QCwzkZA/xp1tbpbW0VvGAI40EahTkABcCjl7hzX2HR4ztK4PUj0PX9f6VIkbMvBGc4JP8Ah+X5VDhkGNxy3AB688fl/jVq3yEweaqWhMddB0USwrtX8Sepp9FFYm2wUUUUDCiiigAooqGS6SOTYNzvnBCKWx06+nUUAF0PkDf3Tk1FHiQOv3eTzn2pTNLcKBFG0eeryDG3gdB3PP6Gqn2W6hYqs0bK2cbo8Ecnjg89u3b3rSL0sYzVncfEqL5bg5Y8HjOeeP6VbWT92jAd8HPXFVIbedlBeZFGNuY15/XPf+VT/ZCZPmnmOR/eA7j0Ht+ppyZEItFqmNMCdqDe3t0H1NIsSPGARvUj+LmpAAvAGBWR0DY49vLHc397GPwpR8zE9hwKdTY/uLnrjmgOo6mvzgdyadTV+Zi34CmD7DqKKKQyrqml2mt6dc2F/bR3llcxmKaCZQyOpGCCK8bs7zVf2d7z7DfR3WsfDSQ5ttRRWnutHJxiKUAFnhHZ+SvAPavbqQgMCCMiplG+q3N6dXkTjJXi+n6rs/62Mrw74s0XxdYreaJqtnqtqwz5lpMsgH1weD7GtauA8QfAnwT4gu2vf7FTS9SJz/aGkSNZTg+u6Irk/XNZP/Cv/iF4WwfDXj3+17ZTxY+K7UT8en2iPa/tyDSvJbov2dGfwTt6r9Vf8Uj1WivKm+Inj/Qcpr3w6nu4h1vPDV7Hdg+p8mTY/wDOpLX9oTwLLcG21a/uvDt07Y+y+ILOW0wR7uuz0796OePUPqtX7Kv6a/lc9MkuY41cls7SAwHJGelMtd/lqxh8guSzozZIP4dazNL8XaF4g2y6dren38OOPs9xHJk54OQfbiturOZpxdmRrGflLuzMueeg/IUyFVjlZFCovZVGOwqeq3nR/awglUuR9zdzx7fj/KmiWWagurh7cL5dtLcljjEZUY9zuIqeikMzludTlAK2UMP/AF2nyffhVP8AOgW+qSKu+8t4T3EMBP6s39K0aKAMqTw/HdSJJdXFxcyx/wCrcsEMRxgsu0DB9/cjoTXk37S0KWPw31G2S5nMtxb+SHmndsl5I0wRuxzu6Ec17dXjX7Rkct5YaHYLGXS81bTrfnpg3SFgPfCg/hWNb4Gell1vrMW+h7Bawi1tYYVGFjQIPwGKloorY80KKKKACiiigAooooAKKKKACiiigAooooAKKKQkKCScAUAZHiR3khgtUbZ574ZhwQoG7g9jkAZ96uWOl21jCqQx7ABgcnge3pWHJcLrF87q+VZQluACcpuBkkPbB27R64963JNQFuzLMVjAG4OfusP6Vtyy5VbqcznFzfNsvzLPl5GGJYe/emSr6DgdR2NEV1DNjy5FcEZBUgipGwvJOPrWeqeptpJaFaGRyu3cQR03jr7VIsiy/K3DfXBp8mwrywX34prRnAziTHqOarRkWaHrlTgnI9+1PqukmXMYcE4zhuv5VMrZyCMEcGoaNItAU7gkH2NLg+tLRSGM5Ug7iQeKKd160UwFooopDMrVNP3MZowzOxAKgZ/Gs5vNtWKFmjYdQDXTVm6xaBo/ORPnB+Yj0rrp1NoyOGtR3nEoyag5QJGWVfc5NRR3ckcgYszjoVY9R6UtmxEyqEV9xAIZc1sPpNs5zsK/7prWUoU9GjGMZ1NUypHfRynAU7yMY25/lUzKfJYxIolZeN3Az9ecc4/OnSRw6fGSihc9WPJ+lR29z9pvJAoO0LgbTkHnr+prHfWOxurxdpPUgjvL/wA9Ums0VTx5izbivHUjHr/SrynzOnPPcfTj8qew+YqDyOvPTinQr838PA6dwcmobW9jZJ3sOkiXbkKM/TrSxxhVHHIqSisbu1jWyvcKKKKRQUUUUAFFFIzBVJJwByTQBDcTMuI4/wDWv0/2R3b/AD34p0KpFHtQdOSM5P41Har5jPcHrJwvsvbuevX8qkxtkbjhuSaaJY8uACewpGYFQ45A5/Co4927Ixs9hR5m04XBHfmqsK4NGBKHUd+R25706Riw+XseD71DJuj3jZvUgDjt7VKr7n4BHRvz/wAmn5kdbD8DzBz0XpT6i8xZHUenNSbgehzUGiFpseNgwMCmTSMq5Vc8UqttVVAyccAUW0C+o7JYkDgetKBtAA6VEzNkBCOOtShgeM80AhaKoXGuWNrJGj3Me+Sb7Oig5zJgnZ7HAPX6Vl2/iabUhbywWUkVlIhMlzIR+7OXG3Hc5UdM/eq1TlLoTKcYnQtIq9T+XNR/aVLFdrZ9xWYt0bjUALeWPyY15RSMs5P8XcYHbvmtNmbcgxknq2cYpuHLuRGpz3aHCQlc7Svs3WmiYr/rAF9MGlbO3gZPp0zSKPMQFl+YVOhpqPDHuPpVe/t7a+iNvdQR3ETdUljDqfwNRXN8IxnaAitsLt9cccdvrVv5ioHVvyp8ttWSpp6JnD6t8C/h9rEhe78G6OznB3Q2ixMcdOUxXO3Xw3174YMNU+Hd1cXljGc3PhPVLt5IJ06n7PI5Jhk9ATtPevXVXByTk06sXCPRHbHE1VpKV12eq/r01OE8H/EHS/ihEYrKV4Hjjki1HSbpPKurSUMo2yJ1Xqeeh7V2dvYwWpzHEqt6gc1xPj74UweJtSh8Q6Lev4c8Y2qbbfV7ZQfMX/nlOnSWM4xg8jsao+Dfi1cPrCeFfGOnf2F4vC5jjRs2uoqOsls7EbvUofmHvQpte7IcqMZr2lLpuuq/zXn06936ZRVf7dGAN4eLp99CPTv07j9fSl+225QMJkZTjBVgc5xj+Y/MVRzE9Mkmjh5d1T/eOPU/0P5VBma64AaCHHXo7ZH6dfrxU0dvHDkoiqSck45PJP8AU/nQBG16vIjSSYjP3F44zxk4HUY6+leN/GC7F98Qfh/p7pKobxBayYJ4BjSWTJ5I7DHQ/XivbK8e+JG2H41fDf7ZdgW4lvrtIdmf9XbbfQkndIMD34FZVNUvVHoYKSjOTf8ALL8rnrsNxHcRl4nDruZcj1BII/AgijzQ2Ng3jJBZSMDFUdHt5xp8S3C+SxYyFVOCSWLEH069K0eFHHArU88ZFMsygjK5/hYEH8jS4LYYMR7U11WQj5csOA2OmfQ0irJCFAPmIq8k/fJ7e1MW5L9aWmxv5kathlyM4YYIp1IYUUUUAFFFFABRRRQAUUVR1HUhZlIo0M91J/q4V6n3PoPc0AF7fyRSC3tYftF0y7trNtRR0yx7DPoCagGjyXmG1K4+0jr9njGyH8R1b/gRx7VY0uxazjkeZhJdTNvlZenso9gP6nvRdXz+f9mtgrz7dzMx+VAemR3J9KqMXJ2RMpKKuxlp+8kuWVMKz+WvHZRgn6Zz+VNkhuI3xEwkVekcgxx6bv8A61WLOI2sYR8lj8xYnqepP5nt61Iz7v4GBzjPGfrWvNaWhzqPu67mRJ4ctppFnliW1Cg5jgOM/UgVbj0kSEtK24Njcm0AHB44q66mRkxkAHJ6ipaHWm1uEaFNNuxUXT49wLbiRwMMR/Wl+yyIu1JiqDoMDOPTNWqKz5mbezj0RntYBizEOzg5Dk/OPoay9T0G4uZjPHdTC7ELRRTIdrxhsZIB+Qtx1wDXSUjKGGCMirjVkiHRT2MFdQ1G2mJ2LdwbyHj6SxZwFXAHI7lj6k9BzfsdesdRk2QzqX3Oqq3yl9pwxUHqAe4qS80yK8GctFL2mjOHHtn0rMvvDBvI5M3DCV0CGcfLKADuwHXHGfUGq/dyXYm9SLta5v0VBE7xssbpgYwrBt2fY55zRWDVjoTuT0V4D/w3l8C/+h5/8pF//wDGKP8AhvL4F/8AQ8/+Ui//APjFaeyqfyv7jH29L+dfej36oL3zGtnWJdztxXhH/DeXwL/6Hn/ykX//AMYo/wCG8vgX/wBDz/5SL/8A+MU1TqJ35X9wnWoyVudfej223sYrCMTTH51HXPA+lLpt011JMzfgM8AemK8Mm/bq+A1woEnjbcB0/wCJTf8A/wAYptv+3N8BbZmaPxvtLDB/4lN+f/aFaOM5J3i7+hgqlOMlyzVl5nt2tM/mAeXiPH38d/rVvSoBDaK38T/Ma8Hn/bq+BNwV3+OiUByU/si+wf8AyBUq/t4fApVAHjjAHAH9kX3/AMYocZ8iiov7gjOkqjm5r70e2ale/Z5tioGJGW3dPap7O4EqoysSCcHd16V4BN+3F8Cri6aSTx0ChXaFGkX+R7/6iq0f7b/wUh/1fj9QPT+yL/8A+MVp7NuNrO/oZ+3UZt8yt6o+lKK+fLf9vD4HLCol8cguOu3SL/H/AKIqX/hvL4F/9Dz/AOUi/wD/AIxXN7Kp/K/uOtYik1fmX3o9+orwH/hvL4F/9Dz/AOUi/wD/AIxR/wAN5fAv/oef/KRf/wDxij2VT+V/cP29L+dfej36ivAf+G8vgX/0PP8A5SL/AP8AjFH/AA3l8C/+h5/8pF//APGKPZVP5X9we3pfzr70e/VVZTeSFTj7OjYOCDvYdvoD+OR6dfCX/b0+BioxXxvuIGQo0i+59v8AUUy2/bv+Bkduit44+bGWzpN/17/8sT396PZVP5X9we3pfzr70fQVROu2UN2PHSvm3VP2+PhBuaOy8XA/9N20u8z+A8n+dYDftt/CtpfMPjmbfnO7+z73/wCNV2U8HOSu3Y8+tmFOLtFXPq9m+XHG3vimwxrGu7GfrXyzD+3P8LoGBHjdnH92TTLth/6Jre0f9vT4ONDL9u8aJG+75MaTe4I/CE0VMLOmrp3HSx1KpKz09T6MaQK43H9KZDH5eG3F814J/wAN4/A7aWbxvubsv9k33H4+RSJ+3n8D9wz41AHvpN9n/wBEVz+yqW+FnV7eje/Mj35Rib2xjpilVRGWIX9a8AH7d/wNDnHjfA686TfEH/yBSr+3h8D/ADM/8JyoT0/si+z/AOiKXs6nZgq9L+Zfej3ySZeMsOoGKFUNJ5oYkE8CvAz+3Z8C9wx45+XuP7Ivv/jFMm/by+CMe9o/GnnADIT+yb4En05gp+ynsosTxFLdyX3nsEXiibUriNdPspGhbzVkmYA7GVVKjg453dzxggis6a1mv7cjVdWii8yGINaxqrssq/fYbTj5skY5x8p7V4jdftxfBjUpi1z4rdLZT8lvDp14uT/eY+T/ACrR0n9tb4DaaFYeM4zNzlxpF/37D9weK7fZezV7a+Wv4/8AAOL6yqkrJq3n/l/wT2yzWytbox2enzT3MrtcYuBt2k4ywLep9K0orAXNwkuoOWnHKQbsRr/u+p9/5V4bcftyfAe6kjeTxsNycqy6Tfhl+hEGarD9tX4BI+T40+0Z6mfS9Qcj6Zg4rKza0TT9P1NOeN/elFr1SX3H0RLptrNG6eSihuSyAA59cjvVeTzoy0lwVhjiGTMpB3e5HYeteBj9uD4Gwpi28ffZW/ux6PfFD/wEwcfhTG/ba+Bcrq1z4/a7YHO2TSL4IPoogx+eazjTl1vb0f8AwxpKtT+y0n6q3+Z7z9oN3GpublbSOQjZ5cm1mHbr0z/KkubGK8UCB7osQdsnmuFH1yefwrxOL9uX4CQ8p40Vec8aPfYz6/6inyft5fA3+HxwD9dJv/8A4xRaafuxaDmpNe/NP5ntNvpb2sIEVyYtuTwnyn1DbicinWt5tjjLxTKdu5dsbNwf4en5e2K8Qm/bs+BU3lq/jUMn8S/2TfY/9EdKc37evwQVcL403Ed20q+AP0/cGhqpL4otgpUYv3ZpL1PfYrlZtpjdWBPKnhhU9fO9z+3P8CbqMP8A8JsqTgZR20e+LIfr5FRx/t8/BlseZ4ujCnAO3Tr8nJ6n/j36Cs/YTeyNfrVKLtKSPorzFzjNYPjbwLo3xC0VtM1q18+HO+KZCUmt5B0kjccow7EV41/w3r8Dg4X/AITNinqNJvcdP+uNSt+3h8Cm6+OMf9wm/H/tCs3Rns4s2hiqcXzRmk15nS6D4u134Y+IrDwv43u/7U0rUJPI0fxQy7TJJ2t7oDhZCPuv0fHrmvWsDrjmvmTxj+2F+z5468L32h6r418yzvI9jf8AEov90bdVdD5HDK2CD6gVmfDD9vL4aW3hpdP8WeMgdTsJGtV1BdMvHW/iXAS4wIiVLDqrYOQahUakXbldjpqYnD1Ye0UkpdVda+a/Vf0vq+sTWPP88bVuPKBzujDHHHba2fzFeLN+3b8DZlG/x0V4xgaTfj+UNNk/bp+BbYVfHTKpbc2dJvzn2/1NbwhUg78rOCpUo1I25196Pc9HaT7PuZpXMuWTzCSFHbORkZ9K8+1zfcftG+EI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Simple
FALSE
3530
TRUE
FALSE