tag:blogger.com,1999:blog-366095912024-03-05T04:15:16.988-05:00DIRECTED STUDIESGRD 8500Unknownnoreply@blogger.comBlogger121125tag:blogger.com,1999:blog-36609591.post-2694629308926033172016-09-11T14:03:00.000-04:002016-09-11T14:05:06.196-04:00<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://youtu.be/P4YEvHUxIEE" target="_blank">Eco-vative packaging is made from mushrooms</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-63519797212793212392016-09-07T19:40:00.001-04:002016-09-11T16:36:37.304-04:00<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.graphicpkg.com/NA/EN/Innovation/Pages/Global.aspx?x=32" target="_blank">Graphic Packaging Innovation Center</a><br />
<br />
<a href="http://www.packagingcorp.com/design-services" target="_blank">Packaging Corporation of America (PCA)</a><br />
<br />
<a href="https://www.westrock.com/en/products" target="_blank">Westrock (Formerly RockTenn)</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-9316996108822030202016-08-31T14:25:00.001-04:002016-08-31T14:25:13.243-04:00<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://www.linkedin.com/pulse/what-i-look-when-hiring-user-experience-designers-daan-lindhout?trk=hp-feed-article-title-like" target="_blank">What I Look for When Hiring UX Designers</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-11922242865000069852016-07-30T21:26:00.000-04:002016-07-30T21:26:06.845-04:00<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.servicedesigntools.org/repository" target="_blank">Service Design Tools </a><br />
<br />
is a helpful website for understanding the tools and methods of Service Design </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-23523552692639585212013-10-04T14:43:00.003-04:002013-10-04T14:43:24.192-04:00Center for Active Design<a href="http://centerforactivedesign.org/call_projects/" target="_blank">Call for proposals</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-70764557944897870232012-06-23T18:36:00.003-04:002012-06-23T18:36:43.070-04:00<a href="http://www.slate.com/articles/life/fashion/2012/06/the_salvation_army_and_goodwill_inside_the_places_your_clothes_go_when_you_donate_them_.single.html" target="_blank">The Salvation Army probably can't use your clothes</a><br />
This is fascinating - about the book Overdressed: The shockingly high price of cheap fashion<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-11161495829425265362012-04-17T16:52:00.001-04:002012-05-03T16:02:35.304-04:00Invisible Threads<div class="separator"style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhigUWmJY-fYHp-df9HU_HCEGcgpXT1lLmHcxE17t_HlaT6X1XoSCRhwCWQKxdap6AEwXFAdt5OPEv6mEL7PK8ey9qHJUhXU_-RkuvV0nS5X97Culgun6K4ObHMa48hO7JLSY2Ucw/s640/blogger-image--456533476.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhigUWmJY-fYHp-df9HU_HCEGcgpXT1lLmHcxE17t_HlaT6X1XoSCRhwCWQKxdap6AEwXFAdt5OPEv6mEL7PK8ey9qHJUhXU_-RkuvV0nS5X97Culgun6K4ObHMa48hO7JLSY2Ucw/s640/blogger-image--456533476.jpg" /></a></div><div class="separator"style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihucxpFQBI9661GXIe0ewKqqhbE7XxVa2n6TwjC-fGWzGuIwFv-2FwAgGD8U47J8dtfIw8LOiWwwTIw5QBVNIRXKW-E8LeMTrTmzSLXI1fYb7hm-CRmCBa4YErJlitQiytvW-ong/s640/blogger-image--64892298.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihucxpFQBI9661GXIe0ewKqqhbE7XxVa2n6TwjC-fGWzGuIwFv-2FwAgGD8U47J8dtfIw8LOiWwwTIw5QBVNIRXKW-E8LeMTrTmzSLXI1fYb7hm-CRmCBa4YErJlitQiytvW-ong/s640/blogger-image--64892298.jpg" /></a></div><div class="separator"style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLk8QMPh3dtXXzHAqFcKg8JrhVo_2Okc9-Bz6-JXfqDmc9f1MiO1YX0zLkTTBKdVtSY9g917Fxw3r3N1KKzsNTtPCQdCbU_FSbsGCAeueIKEvUzQ9l88atqcdUusrFHB4lSvi4hA/s640/blogger-image-1669469604.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLk8QMPh3dtXXzHAqFcKg8JrhVo_2Okc9-Bz6-JXfqDmc9f1MiO1YX0zLkTTBKdVtSY9g917Fxw3r3N1KKzsNTtPCQdCbU_FSbsGCAeueIKEvUzQ9l88atqcdUusrFHB4lSvi4hA/s640/blogger-image-1669469604.jpg" /></a></div><div class="separator"style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL2e9JrorWzhICVwg_fxFDe2a46OoMDrAQlfNmYsjv2IVnoZpnk4CxqY-lA0AFbk98jK5UwEDJKnbZBFOhNkn9ZhGHzGH8Y3iyw0nPIRVbj9dj7oLwJJdBZfYdcW6pTAu9WY4buA/s640/blogger-image-589770974.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL2e9JrorWzhICVwg_fxFDe2a46OoMDrAQlfNmYsjv2IVnoZpnk4CxqY-lA0AFbk98jK5UwEDJKnbZBFOhNkn9ZhGHzGH8Y3iyw0nPIRVbj9dj7oLwJJdBZfYdcW6pTAu9WY4buA/s640/blogger-image-589770974.jpg" /></a></div><div class="separator"style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5vXoB0yO4gfCdkeFcPycj2Z3LqV1niSGDlUd_syszk9pzNyCxstfXAqUwA7VUyBvuZPi2NKlDrjxxaVluatTP3ZIHJe10DGDeik4hHll18I9FiR4keW05AjL1niRrJuX4qRspJw/s640/blogger-image-771162796.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5vXoB0yO4gfCdkeFcPycj2Z3LqV1niSGDlUd_syszk9pzNyCxstfXAqUwA7VUyBvuZPi2NKlDrjxxaVluatTP3ZIHJe10DGDeik4hHll18I9FiR4keW05AjL1niRrJuX4qRspJw/s640/blogger-image-771162796.jpg" /></a></div><div class="separator"style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJZIJxUstuSLlSY51vJuncOjFRER_LYpp5V6uV3YhWrJU0QlH7iugmFEMWPTAmwG7crvuxIpNYZXnofWhZqckMo3GCUhQE8RizKpGyBWJG-5Pw2kgVpjVgQP1nDGgTaO5ctDXqag/s640/blogger-image-2103339678.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJZIJxUstuSLlSY51vJuncOjFRER_LYpp5V6uV3YhWrJU0QlH7iugmFEMWPTAmwG7crvuxIpNYZXnofWhZqckMo3GCUhQE8RizKpGyBWJG-5Pw2kgVpjVgQP1nDGgTaO5ctDXqag/s640/blogger-image-2103339678.jpg" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-71659073705614639282012-04-12T19:57:00.001-04:002012-05-03T16:01:19.717-04:00Here is what we did today!! Getting excited about Monday! Hope all goes smoothly tomorrow!<div class="separator"style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrUSkIEzTZ-0NDuoyWujggMmTAtFMiC2f7S32B1kXDJE8ztVYCSYDEl0N_5HPGAyofYyuskoXkwIRPyjN_XmONOhrAOKDv4_7jGhK4ju6rVFQ7EnKSw8a0rzTQIZgXE8SLQ97YvQ/s640/blogger-image-371492556.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrUSkIEzTZ-0NDuoyWujggMmTAtFMiC2f7S32B1kXDJE8ztVYCSYDEl0N_5HPGAyofYyuskoXkwIRPyjN_XmONOhrAOKDv4_7jGhK4ju6rVFQ7EnKSw8a0rzTQIZgXE8SLQ97YvQ/s640/blogger-image-371492556.jpg" /></a></div><div class="separator"style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIvcNDJGWpL-apgbJninolNMVrILOWbGQKkjHO8tYsYwt_4vUTTQV87DL9zi2Sqs1csRWm56BTAJDNx81J13CwsYAyBJ8ihLReLKAWo3Q1wyDArOpy8DMD5VqdFSh4vA9l_Hp0Rg/s640/blogger-image--1840177677.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIvcNDJGWpL-apgbJninolNMVrILOWbGQKkjHO8tYsYwt_4vUTTQV87DL9zi2Sqs1csRWm56BTAJDNx81J13CwsYAyBJ8ihLReLKAWo3Q1wyDArOpy8DMD5VqdFSh4vA9l_Hp0Rg/s640/blogger-image--1840177677.jpg" /></a></div><div class="separator"style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPNw8DxuxY6jYQTAFxrA97RL8dk_3vnawfUusatEWfi1hW9vX27464AQzDOs6cIebTLOECXW7vukIW9kxbd8FjG_0exBB1d3V3jErK-cFVqmC2T8szD8Qaqc43-1DT4WHbci8Mcg/s640/blogger-image-1850184610.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPNw8DxuxY6jYQTAFxrA97RL8dk_3vnawfUusatEWfi1hW9vX27464AQzDOs6cIebTLOECXW7vukIW9kxbd8FjG_0exBB1d3V3jErK-cFVqmC2T8szD8Qaqc43-1DT4WHbci8Mcg/s640/blogger-image-1850184610.jpg" /></a></div><div class="separator"style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjtQ0BF_pkSiLGISmkWHTagWd8fB2SQVnUaW-6sAGddB2mp8FdPfco-Q2G6UKWYcREHy8Sdj5oBndchd_oyN55OdSVORaWpKVtac9tsS6FPCxmi8jveG_zdTRrFmJvgI0MVtubLQ/s640/blogger-image--310173826.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjtQ0BF_pkSiLGISmkWHTagWd8fB2SQVnUaW-6sAGddB2mp8FdPfco-Q2G6UKWYcREHy8Sdj5oBndchd_oyN55OdSVORaWpKVtac9tsS6FPCxmi8jveG_zdTRrFmJvgI0MVtubLQ/s640/blogger-image--310173826.jpg" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-7571374496944820132012-04-06T10:37:00.002-04:002012-04-06T10:37:08.483-04:00Movie break!<br />
<a href="http://www.treehugger.com/corporate-responsibility/real-cost-our-clothes-video.html">The Real Cost of our Clothes video</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-55657021518442948212012-03-28T12:30:00.005-04:002012-03-31T20:50:41.897-04:00<a href="http://www.good.is/post/ethical-style-where-do-my-used-clothes-go/">Where do used clothes go?</a><br />
<br />
<a href="http://www.dietrichwegner.com/work/terrorvision/playhouse_detail.html">playhouse by dietrich wegner</a><br />
<br />
<a href="http://thisiscolossal.com/wp-content/uploads/2011/05/TateModern-23.jpg">infographics installation</a>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-36609591.post-39685592102714689582012-03-28T12:00:00.003-04:002012-03-28T12:00:59.446-04:00A simple straight-forward article from National Geographic on Global Warming/Climate Change.<br />
<br />
http://environment.nationalgeographic.com/environment/global-warming/?source=NavEnvGlobaldiane speighthttp://www.blogger.com/profile/04865962426348692173noreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-76186468744236793172012-03-26T10:15:00.008-04:002012-03-26T10:43:33.661-04:00<div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxVhi-UDIYUOTbr5fnMCCfCCxl_X0Tt5WLDz5fGb3Yi_TDXQ7yLt4bpAri8lVBMXaTXXy30ITyIqNIFr2toN4z-V_CLOGPpHvJ4Hu1-c1ZfRqfT1A3jvBWi56NHP9c_3PzSRT9/s1600/carpetroll.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxVhi-UDIYUOTbr5fnMCCfCCxl_X0Tt5WLDz5fGb3Yi_TDXQ7yLt4bpAri8lVBMXaTXXy30ITyIqNIFr2toN4z-V_CLOGPpHvJ4Hu1-c1ZfRqfT1A3jvBWi56NHP9c_3PzSRT9/s320/carpetroll.jpg" width="236" /></a></div><a href="http://www.flickr.com/photos/stickitto/5543194445/in/photostream/lightbox/">Do you have use for these kinds of photos?</a><br />
<br />
<a href="http://www.flickr.com/photos/stickitto/5426434762/in/photostream/lightbox/">Trashed sofa shots are especially plentiful</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-34798739359037151052012-03-26T08:08:00.002-04:002012-03-26T08:08:32.522-04:00FROM WIKIPEDIA: Nondurable goods or soft goods (consumables) are the opposite of durable goods. They may be defined either as goods that are immediately consumed in one use or ones that have a lifespan of less than 3 years.<br />
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Examples of nondurable goods include fast moving consumer goods such as cosmetics and cleaning products, food, fuel, office supplies, packaging and containers, paper and paper products, personal products, rubber, plastics, textiles, clothing and footwear.<br />
<br />
While durable goods can usually be rented as well as bought, nondurable goods generally are not rented. While buying durable goods comes under the category of Investment demand of Goods, buying Non-Durables comes under the category of Consumption demand of Goods.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-23030755412063195692012-03-25T23:26:00.001-04:002012-03-25T23:26:28.807-04:00email invitationPossible layout for email invitation. After we finalize the printed invitation, I will make the same changes to this version, but wanted to get it started. -d.<br />
<img alt="" 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uNsnD+YesULr/qK2RMwGMssR1R3/ACrvy3pWoRWev+ZI7u8ZuLaV5fie/uS3++/UIjhR/b42/wAjHiPQMfEJGw/0z0S0n/K/yZbK9xpMuiXQHJXu5oLnW3BFQwtxHcLaMabMZbPK9y0njl1v/csctPO7a55ne48o+Vbe4uIl5z6x5hnn1B4Y1NfXkknm9C1VB/rf5HxZLhoblsMKG5/0qe3nnDWdURrrSbfTLq+tHre+ftQtIYbK1dd+Fi06vI/H9n7cj/7rtV+1keH/AKRYCAHP/SITTfPGqXlzdDRYY/Nepgc9Q16+srLTtMgqDWWQrHFK48HuriPl/vjCY/BJgOvpQVz+cEuiQyWr6mvmm6JJNnFbw2uixNWtFVY0nuuJ/wCMCN/xZh4L8kjDf9H/AHTEpfzk87S20li7WDaU7FxpR06yNqpJrtGYj0/yi2S4A2eDFBf4+D/70+W9DuPH/QzBWo3/AN5Xgp9H+xw8Pmnw/MuPmXyTOSbvyhHET1Nhf3MG/sLj64o+7Gj3rwy73eh+V92eKXWsaS7HZpore/jHzMbWj/dHg3X1eTZ8j6dd1Oi+Z9LvT+zDcvJp8xPhS7SOGv8AqztjxeS8Z6goLVvIfnDSYvXvtJuFtSKi7jX17cgeE0JeL/h8IkCkZInqkGSZuxV2KuxV2Ksq0vyLL9Sj1bzHdDQdFkHKCSZS11cjr/ottVXlr/v1vTg/4syJl3NZn0G5ZN5X80WDxa7oflnTxplg+jXz/WnYSajcPBF6vKWcAcBwRv8AR4Akf+u2RI6lhKPInveX5Y3uxV2KuxV2KuxVUt7m4t5BLbyvDKOjxsVYfSKHFFMn0r81vzG0vj9T8w3vFTVUmk+sIP8AYz+otPamRMAejA4ononn/K7tXvRw8yaFo+vqfty3VoqT/NZI+IU+/DI+H3MfBA5EhcNe/JDV6DUfLmo+X5m2abS7oXMdf5uFxTiP8lExqQ6rwzHI2n3l/RNCQNF5I/MqGCOb7ej6zCYYXNa8XWYNBLX/AIwNkST1DCUj/FFGav8AlFf3MYfVvLSQvJThrPleeKSFidgW0+4ZC4PX/Rmh/wBXET80DL3H/TME1z8ovNNgJJdPjOq28YLOkUcsN2ijqZLKZUuV/wBZEkj/AOLMmJhtjlB5sIZWVirAqymjKdiCOxyba1irsVdirsVdiqK03VdT0u7W7027msrpPsTwO0bj/ZKQcBCCAebJv8cadq5KebtHi1GR/tarZcbK/BP7TMimCc/8Z4Gb/izI8NcmHARyLj5FstX/AHnk/VY9Ucio0m6C2mojvxWNmMVwR/y7zO//ABXjxVzXjr6gxa8sryyuZLW9gktrmI8ZYJkaORT4MrAMMkzBtQwpdiqYaL5g1zQ7oXekX89hcClXgdkrTswBoy/5LfDgIBYmIPN6P5e/PIG6L+bdFt9UadPQu9QtlS3uZoT9pLiMD6vdJ4JIqcftq3PKzj7mmWDuKC1z8vNE8xSTan+WdydRtuJlufL8p4X9sK78Ef8Av4t9uDOy/Z/eYRKuaY5CNpPOJoZoJXhnjaKaMlZI3BVlYdQQdwcsb1mKuxV2KuxV2KuxV//Q5Bmc7d2KuxV2Kq9jY3l/eQ2VlC9xd3DiOCCMFndm2AAGBBNM6tILfyjcR2OkxLrnn6U8RJAv1mDTn/kgVQy3F6v7UvxRW7/3fN/jyHP3NR9XPaKvpn5aXF3qUreYr2a81YkzXek6cyXN2tTVnvbt2+qWQ/maaSST/irEz7lOTbZN283eTPJ6mLSYIJdQA4+jpTmRgaUIn1eZTM5Nfs6bFbR/8XYOElhwSlz/AB/m/wDFKGs6p5mv7EXPnXVT5a0O6Alh0GyU/XbtOoYws3qOrf8ALRqE3+UnqYgDokAD6RxFitz5/ksoZLLylZJ5fs3BSS5jb1NQmU/79uyA6g/77txDHkuHvbBjvnu15S8i3et8NS1F5bXSJJfTjlRDLdXk1d4LKL7U8x/af+6h+1K37OMpUs51sObLfMOs+XtBtU0WS1jnMLhoPKdpKXt0mU0WXVrqOj3t1y/49of3Uf2OSfZyIBLXEE7/AOy/4lLtaSRDDqH5i3UhljQHS/J9mVhZImFVEioPS0+Ajj8PD61J/Kv95hHkyj3R/wBMxTzB5y1bWYUsqR2GjQGtro9mvpWsZ6citS0sn80szPJ/lZIRpnGAHvSHJM3Yq7FXYq7FXYqj9J17XNHm9bStQuLCWtS9tK8RPz4EV+nAQCgxB5p//wArClvvh8yaPYa4G+1cvF9Uu/b/AEm09FmP/GZZsjw9zDw65Gm/0X+XusH/AHG6nceX7tulpqq/WLYsegW7t1DoP+Mtr/z0xshbkOe6Xa15H8y6PbC9uLT19Mf+71O0dbm0bw/fwl0Wv8rlX/ycIkCmMwUTpvkDV5rRNS1aSLQdHfdb/UWMXqAdfQgANxcH/jFGy/5a4mSDkHIblF/4k8q+Xvh8r2Jv9SXpr2qIrFW/mtrOrQxeKvOZ3/1MFE80cJPNI1j8z+a9ZYqt1rOrXB5ORznlIHc9aKv/AAK5LYM9ojuZd5R8qan5c8y2Gpape6TapDIVvLGfUrX1mt5lMU6FI3k4F4Xdfj45CRsNc5CQoWhtb/KHzFZ6g8Gnz2GoQS0msDHf2gmmtpCTDKInkSQiRBX4VwiYTHKCGM6z5V8y6Kf9y2l3Vip+zJPE6I1f5XI4N/sTkgQWYkDyKVYWTsVdirsVdirsVdirsVdiqa6L5q8yaI3LSNTubIGvKOGVljavUMleDj/WXAQCxMQebPNB/P8A81WJRdRgivUQhvVgJs5QR+1xjBtGb/jJaSZA4w1SwA8k+v8Azp+WfnoFdbhht9QYcVurtDY3fz+vWyz281B0W5tLeP8A1cjwkcmAhKPJBXX/ADjve39p9d8q6rHexOC0dtd8EYjwjuLdri1n8arIn+Vh8XvSNRXMPOdf8kebNAq2raZPbwglRcgepASDQgTRlom+h8mJAt0Zg8kjyTN2KuxV2KuxVsEggg0I3BGKsqs/zBvpLaOw8x2sXmPTY14RpeVF1EvhBeL+/jp2Vmki/wCKsjw9zWcfd6Vf/B2ia8pl8m35luj10DUSkN6PaCWqwXfTonpTf8U4OKuaOMj6mJ3lnd2V1JaXkEltdQtxlglUo6MOzKwBByTYDajhS7FUXpWralpOoQajptw9rfWzc4Z4zRlPT6QRsyn4WwEWggEUXsMXm7SfzDsC2raRFqeswJW806KkN80aL8VxptwPik4j45bCf1f5oPg+DKuHhcbgMOR2/H1MQvPywXU7OTVPIt9/iCxjHKfTivp6nbjwlt/92AdPUh5cv5cnx97YMtbS2YI6PG7I6lHQlWVhQgjYgg5NuW4q7FXYq7FX/9HkGZzt3Yq7FUbo2jalrOoxadpsDT3UxoqDYADdmdj8KIo+J3b4VXATSDIAWXqlh5etPLek8LW++pR3tYL3zLGjSXd9U0a00S3FJGhr8El4fTSb/fnpfA1d245lxH/e/wDFtXl9ovlCya0ljfRUkQA6FZSK2s3SmhH6TvwP9Djb/llgXl8X93+3jzUAy8/9z/msXS+83+dVfS9Lhh0ry5aH1ZraE/VdOtlrtLdSsf3j/wDFkzySv/uv+XJbBsoR3PNZ+nfLnlSsXllV1XXF2fzFcx/uoW/5cbdwaEf8tM49T/fccWNE814TLny/msRvL28vbqW7vJ3ubqZi808rF3Zj3ZmqTkmwCmfeRPy3+tQxa1rsdLFkNxZ2Ej+iJokO9xdSkf6NYKdmm/vJv7u3VmyEpdzVPJ0CZar5w1fXtUOg+SFee4kiNvPqyILelqmxitVNF07TkH2viWWX7VzL+zgEa3LEQAFyY++s6H5NU2/lySPU/MYqtx5iK8oLc9Cmno43Pb6468v98Kn28lRPNnRlz5fzWFzTTTzPNPI0s0rF5JXJZmZjUszHck5NtWYq7FXYq7FXYq7FXYq7FUTp+m6jqV0lpp9rLeXUn2IIEaRz8lUE4CUEgc2Tf4EtNKo/m3V4NKI3bTLel7qB70MUTelCSP8Alomj/wBTI8V8mHHfIIqz/MeHy1HNB5Hsm04zr6c+qXsn1q7lX/jHRbSIf5Ihdv8Ai3Hhvmg4+L6mr3zl5f8ANk/q+cbSWDVXAU6/pu7GmwM9nI3ov1qfq7W3+yx4SOSiBj9KCvPy61lolvNCli8waW7qi3lgSzRtIaItxAwE9sxqP71OH8sjYeLvSMg67IrzhrR0QTeTNAl9HT7I+jq93CeMl/dpUTNI4ozW8b8o4IfscV9T4nbBEXuUQjfqLCsm2sr0XzLpN5pUXl3zUksmmwknTNTgAa6sWc1YKrECa2ZvikgJ/wAuJlf7USOoa5RN2E2tNK/MXRLZ7vyjqs2r6LSrS6VI80QU9rmzYc4jT7Szwcf8psjYPNiTE8xRS1vNmg6mzReZ/L8Pr1o2o6SF0+6Vu5eFVNpKa9f3Eb/8WYeE9GXARyLU3kNNRjkuvKF+uuwoOb6fwMOpRqBU8rUlvVC93tnm/wBjjxd6+JXPZiTKysVYFWU0ZTsQR2OTbGsVdirsVdirsVdirsVdirsVTPQvM3mDQLr6zo2oT2E1QWMLlQ1Ozr9lx7OMBALGUQeb0fTfz2mvfg80WkguGHFtc0dxaXlKU/fRb210tP8Adcqen/k5Wcfc0nBXJWuNG0vzFby3tppdr5otVHKa80QfozWIB3aewo9vL/rRQOr/AO/cbryQCR14f630sOfyXououw8u67C9yCQdK1YDTrsNUjgHdmtJG2p/vQjf8V5Li723jI5hINZ8v65olz9W1exnsZjuqzoych4oTs6/5S/DkgQWQkDyS/CydirsVdirYJBqOuKsts/PhvLaLTvN1p+ntPjHCG5Z+GoW6/8AFF1Riyr/AL5nEsX+pkOHuazj6jZbf+Rhc2UmreVLv9N6ZEvO5gC8L+1X/l4tgWJQf7/hMkX+piJd6ifQ7MTybY7FVa0u7qzuoru0leC5gcSQzRkq6OpqGUjcEHAgi2fR3UnmivmLy/KdL8+WCme/tbUmL68iCr3VqEpxuAtWubdf71eUsf7aZDlseTVXDsfpTC186+S/PaJY+f4BpuuMAkHmyyRULHYL9ciUcWX/ACx+z/vn7eDhI5IMJR+nl/NY355/K/zH5RKXM4S/0WehtNYtD6lvIrfZqRX02Ydm+Fv91u+SjMFnDKJe9h+TbHYq7FX/0uQZnO3diqaeWvLWs+ZdZg0jSIDPeTnYdFRR9qSRv2UX9pv+NsBNMZSERZeyQWOh+UY5vJ3lmOHzB5nmTnrl9J8FlAkW7m7kJp9Wg/5Zq8Hb/eln+G2yq73PJxiTL1HYMQ1bzlcR6o9t5bmm1zzTd/ubjzMULTHt6GmQ0/0eFfsrKq+s6/3fopkhHv5NohtvsP5v/FJW3lfRdAc3fnW7afUmq48vWUivdM5Nf9MuPjjtQ37S/vLj/ITDd8k8RP0pT5i85aprMMdiqR6fotuxa00ezBjtoyf2mFS0sp/ammZ5MIjTKMAPekGSZvSfy98gwGNNf8xRRrZGJriytrrksJiQ0a8u6Ub6oh+GKJf3l7Nxij/d83yuUugaMmToERrOral54uLy2064Om+TrJll1fWbz4RKy/Cktxw+037NnYQ/BF9mNPtyYgV71AEef1MZ1zzbaRac/l/ytE9joTEfW7h6C7v2Xo9yy/Zj/wB92yH04/2ub/FkhHqWcYb2ebFMk2OxV2KuxV2KuxV2KuxVk1h+XfmW4tVvr2OLRtMf7N/qkgtIm/4xq/76b/njFJkTIMDkHvRNPy30bvc+ab1fDlYaeD9PK7m/6dcG58keo/0UPqH5h+Y7i1ewsWi0XS5PtafpcYtY2H/FjL++m/57yyYREJGMe9jGSZuxV2Ksv/Ka5uLXz9plxBK8XoetPJ6bFeUdvA87I1CKxt6fx1+HjkJ8mvKPSqnWvKnmlivmCFdE1qQ/8d2yj/0aVyalru0X7JY/antv9lA+NEckcJjy3CSeYvKes6A8RvY1ktLkcrLULdhLa3CfzRSr8Le6/bX9tFwg2zjMFJskyV7K+vbG4S5sriS1uU3SeF2jdfkykEYEEWyUfmf5tlUJqUttrMYHGmqWlveN/wAjZUab/kpg4Aw8IdNl0Pn2wWZJpfKuketGQyTW/wBdtJAwNQytb3MYUg/yrg4fNfD8yyIfmL5E8z6jEfOXlqGB/TMQ1e0muTIG6I1yvqercqP2naRpv5f5cHCRyLDw5RHpKB8yR+XvL9zEtz5Ptbi0uV9Sw1CDULyS1uY/5o5FcV/y0+GRP2uOIs9Uxs9Un/xV5U/6kvT/APpK1P8A7KslR72XCe/7nf4q8qf9SXp//SVqf/ZVjR714T3/AHOPmXyY27eT7dSeoS+vQv0BpHb/AIbGj3rwy73fp/yG27eU3Vu4j1GYL9AaN2/4bGj3rwy73fpv8vW2fytdL4GLVCp+nnbSj8MaPevDLv8Asd+l/wAuP+pa1D/uLJ/2RY0e9al3/Z+1w1f8t67+WtRp/wBtaP8A7IsaPetS7/s/a761+V3/AFbNc/7iFp/2RY+pan5fj4u+tfld/wBWzXP+4haf9kWPqWp+X4+LvrX5Xf8AVs1z/uIWn/ZFj6lqfl+PiiNP1z8vdNvIr3T7TzBaXcJ5RTw6lao6n2ZbMHAQVMZHnTMZ/wAx/wArPOd3BbecdCubKVVWMeZYp45Ltyuwa5WGCBGBHXjFLx/YTI8MhyavDnH6T/msk1XS18naULnQ9KvPNXkuVfUUJqkN5aGPu0lnJZTLH1PKSL7P+/VbIg3z2LAHiO54Ze79rz2DW/yW1bUnk1Ly9f6BFIPg+o3ouIA3iyyQiRF/4x+p/wAY8nUh1buGYGxtG33lbytFayX+jeWp/MOmoOTXdhrAuBGvWs1utnDdQED/AH6iLjZ70CR6mvgxc675CBofKk1f+2lJ/wBUclR72fDLva/T3kH/AKlWX/uJSf8AVHGj3rwy72/0/wCQ13Xym7N2EmozFfpCxo3/AA2NHvXhl3tf4k8l/wDUoRf9J15/zVjR714Zd6J0/wA6eWdOvIr2w8sC1u4G5Qzw6heo6nxDBwcBie9TAnqyG384flp5q1KeTzF5et9J1S4A+r6jHNcLaPL/AMvSQlWTn+1PGj/zSJkeEjkWHBKI2KU+YBoegXgtdS8kwp6i87e4TULqSCeM9JIZVcpKh/mU/wDDZIWerKNnkUs/T3kB/wC98qTJXr9X1ORPu9WGf8cNHvTwy7/sV7LU/wAuLa8hvbSLXdMu7dxLBNFc2twY3U8lZaw252PvgoqRLyZJq+i/l55xhv8AzNpepXmm3FoqPrVibCORizbPepHFcDhAz/33p+p6cjc+EUb5EEjZrEpR2KN8geb9I8r8rA+brTUvLdz8N5oupWV6Iyj/AGvT4RXKxv8Azf7rb9rljKN9EZIGXTdF6/8Ak15Z81M+r/lpq1rJbepwu9OleQCJiKgx1QygN+zE6f8AGORvsKBkI5ojmMdpB59J+XtxHIyNruihlJDBr5EII6gq4VlP+Sy8snxN3ieRWf4An/6v2if9xCLDxL4nkX//0+QZnO3THy/5f1bzBq0GlaVA1xe3DURBsAB9p3boqKN2Y4CaYykALL2W30PzDo2jyeXPItpJawTCnmXz3dj6rC4UH1BbzS8eFpEK/vI/jf8AY/neqwdz/pXH4gTcv82CQa5dfl7o2lny7b63Je6Wjh7yDSE/f6hOvSS6vZgIo4V+L0beBLlI/tszy/FhFndlESJumKXP5g3lvbyWXlmzi8uWMo4StaFmvJV8Jrx/3zD/ACI/Si/4ryfD3tgx9/qYoSSanrkmxrFWd/lt5G/SsyavqMHq6bHIY7O0ZvTF5cIObKzn7FpboPVvZ/2IvgT9665CUqask62DJfMl/F5ggmnu75rLyLaTA3epIgSbVryJSBFZwn7MMa/urWH+4s4f3k37xsiNve1xFf1v9y8+8z+bJtYWGwtLddN0CyJ/R+lQk8FqKGWVjvNcOP7yZ/i/l4p8OTApujCvekGSZuxV2KuxV2KuxVMdF8va5rdybbSbGa9mUcnEKFgi/wAzt9lF/wApyq4CQGJkBzT/APwp5W0ep8za4styvXSdF43c1enGS5JFpEQftcGuG/yMjZPJjxk8h82v8fQ6Z8HlTR7bRSNhfyUvb8+/rzLwiP8AzDww48Pevh3zNsZ1DUtR1K6e71C6lvLqT7c87tI5+bMSckAzAA5IbCl2KuxV2KuxVlH5ZSIvnnS4XYIt40tjyb7P+mQvbCvt+9yM+TXk+ksalikileKRSkkbFXQ7EMDQg5JsTHTvMus2Gm3mlwT102/Urc2cqrLEWIoJFRwwSZf2Jk4yL/NgIYmIJtK8LJ2KuxV2KuxVkflnzYNPtptH1aA6j5bvSDdWJNHifp9YtWP91cIO/wBiVf3cvJciYsJQvcc1DzV5Yk0O5gkhnW+0fUEM+lanGKJPEDQgj9iaM/BNCfijf/YtiDawlfvSPJM3Yq7FXYq7FXYq7FXYq7FXYq7FWS+TfzB8y+UrgtplwWtJG5XFhIWMMh6VoCrRyU6SxMki/wA2RlEFhPGJc3oE2n+QPzHhe709G0vzCQXuIYEDTAgVLPbpxW9i+1ymtFju4/8AdttN9vIWYtNyhz5PPNU0DzT5QvIL1ZWhRyTYazYSloJaVB9KeOnxbfFG3CVP20XJggtwkJI7/Hdnqw9PzfpMOqsdjqttSz1EduTSopinoP8Alohdv+LMHDXJHBX0lv8AwNp+sVk8n6tHqMh3Gj3nGz1AV/ZVWYwXBH/FE3Nv99Y8Vc14yPqDFr7T77T7qS0v7eW0uojSW3nRo5FP+UrAMMlbMG0PhS7FXYqyTy95ym0+zbR9Ut11fy5K3KXTJjQxsestrLu1tN/lJ8D/AO7UfImLCUL3HNU17yfAlg2u+W7htU8u1AlcgC6s2b7Md5Ev2PBJl/cS/st+xiJdCiM+h5sXyTYmPl/XtQ0HVoNTsGAmhJDRuOUcsbDjJFIv7cciko6/y4CLYyjYpNvOWhafElr5g0JT/h7VyxhiJ5NaXC7zWch8Y68omP8AeQMj/wA2CJ6FjCR5HmlnlzzLrPlzU49S0m4MFwmzj7SSITvHIh+F0burYSLZSiCKL1m5s/Kn5u6e95Yeno/nm3TlcwO1Ip1UbuxPxPH/AMXfFND/AMfHqQ/vkq3j7nHs4/OLyf8Awt5i/T/+H/0fN+mufpfUeP7zlSvy48fj5/Y4fHy45bYq3I4hV9H/1I5omm+RrjU7fStF0zUfNmrXDcIxO66fanuW9OIyz8F6sz3EPFfibMsk+52UjKrPpT7zN5+/RFzb+WPy8gtbG8BFvqOqaVDxe6uHYKILeVzLO0KN8KyGTnM/xrxX7URG9ywjjveSRee/MF5YWj+U1v5NQveSv5m1SSVpnuLtN/qyyMWLW1o23/Fk/OT+TJRHVnCN7/6VgWTbXYq7FU68peXJNf1hbRpPq9lCjXGo3hFRBbR7ySUHVv2I1/blZE/ayMjTGcqD2jzg+j+WPL9vDrCNZwXEAjt9AhcLdPZqeUdkXH9xG70n1S6+3cTfuIeaxZVHcuLC5Hb8fj+F4n5j8zan5gvVubwpHFCvpWdlAvp29vCPsxQxjZEH/BN9p+TZcBTlRiAlOFk7FXYq7FXYqneg+Tdf1uJrm0gEWnRGlxqd0629pF4855CqV/yV5P8A5ORMgGEpgJqR+X2gVB5+a9TXbYvaaYjU/wBjdXVG/wCYVG/ysG58keo/0Uv1vzz5j1a2+oyTrZ6Uv93pVii21ovf+6j4hz/ly83/AMrCIgJjABj+SZuxV2KuxV2KuxV2KuxVUt55reeO4gcxzQsskUi9VZTVSPkcVZX5+tIr94POOnoBp2vEvdIm4t9SABuoG/l5OfXh/mhk/wAlshHua8Zr0noxDJtjsVdirsVdirsVdirL/JWoWuoQTeTtWkCafqjhtNuHO1pqNOMMte0Uv9zcf5Dep/uvISHVrmK9QYve2d1ZXk9ndxmG6tpGhnibqroSrKfkRkmYNqGFLsVdiqb6H5R8y67yOk6dNdRJtJcBeMCf68z8Yk/2brgMgGMpgc01PknSrIV1vzRpto4621mZNRmB8CbZTbg/9HGDi8mPGTyDRi/K22+E3Otamw6tHFa2Knbtye7b71/5ufUvr8mv0v8AlvHtH5c1Cfj9lp9UQcv9ZY7RP+FfGj3rUu/7Hfpz8vm2fytcqPGLVCrfe9vIP+Fxo968Mu/7HfWfyvn3aw1qxY9RHdWt0o+QaC3Y/wDB47rU/Jv9Bfl/d0Nl5nmsmY7R6pYOgHzktHu+v/GPGz3LxS7nD8vLycgabrWjai7fYjiv4oHb5JefVm/DHiXxO8FQuvI3n3RvTv20m9hSMh4r63VpI1K7hlnh5ID4HnjxApE4nqy3y5+ZkOorLYeYXht7y6ASa/mi9WxvCNlXU7ZR9vst/b8LqP8Ab55Ew7muWOuX4/qoTzH+W0M94U0CNrTVGT1l8vTyiX14iKibTLsfBfQsPsp/vR/xkxE+9Mcnf+P6zzyWKaGVopUaKaNirowKsrA0IIO4IyxuZPYfmFqotY9P1yCHzFpUY4R22oBnliX/AIouVK3EO32eMnp/8V5Ex7ms4xzGyI/w15S1/wCLyzqf6Pvm3/QusukdT/LBegLBJ/Kqzrbv/rYLI5o4iObG9Y0PWNFvWstWs5bK6Xf0plKkjsyk7Mp7MvwtkgbbBIHkgcKXYqmWgeYNW0HUFv8ATJzDMFKSKQGjljb7UcsbVSSNv2kcYCLYyiCN2RX+g6V5msptZ8qw/V7+3Qzav5cBLNGq7vcWZJ5S2380P99b/wCXF8eRBrmwEjHY/wCmYXk21lHknWbGN7ny/rUnDy/rQWO5lIr9WuFr6F2g8YWNJP54GkT+XIyHVrmOo5hJdb0e+0XVrvSr9PTu7OQxSr1BI6Mp/aRx8SN+0uEG2cTYtRsL+80+8hvbKZ7e7t3EkE8ZKujqaggjFSLevf8AQwKf4e9f9EQ/439D6j+l/TTh6PLn6n81a/8AHvT0eXxf3f7nKvD38nH8Dfn6X//VJtcubfyBo03ljTJFk81ahHw8y6lGQfq8TUP6Pgcf9PTr+18H+plD1b9HYxHGbP0/wpV5NYaFouo+cW2vIG/R2g+17OhMk4/5hberL/xdLDhlvsynueFh5JJJJqTuScm2NYq7FV0ccksixxqXkchURQSzMTQAAdScVe52Fhpv5Zflomp6gBJ5svblJBpsg2W4jUPbxz034WiuLqSL/loeDn9lMpviPk4pJnKh9LxfWNZ1TWdSn1LVLl7u+uW5SzyGpJ7AdlVRsqr8Kr9nLQKckAAUEFhS7FXYq7FU00Dy1rWv3TW2l2zTtGvOeUkJFCnd5pXKxxJt9p2wE0xlIDmn5/wP5Z2onmvW067vHpULDwpwmvSD/wAYYG/4tyO58mHql/RH+ySLX/NOu69KjalcmSKEcba0QCO3gTskMKBY41H+QuSAAZxiBySnCydirsVdirsVdirsVdirsVdirsVT/wAreZ10k3Nlf2/6Q0HUVCalp5biW4/Ymiah9O4hJ5RyU/yG+BsiRbCUb96v5g8mSWlmda0Wf9L+W3IC38YpJAzdIruIVMEo6f76k/3W+IksZ9DzYzkmbsVdirsVdirsVbBINR1xVln5hMt9No/mNR8Wu6fHNdt0BvLdmtbg08XeD1j/AMZchHua8e1juYlk2xkOh+SNY1O0/SUxj0zRFNJNXvmMNvX+WM0Lzyf8VwJI+RMqYSmBt1R51byNoNV0ewPmHUFp/uT1VOFopHUxWKn4/wDWuZG/4wYKJRUjz2SfXPN3mTXeK6pfyzwx/wB1agiO3j/4xwRhYY/9gi5IRAZRgBySfCydirsVdirsVdirsVRmm6xq2mTCbTb2eymBr6lvK8TVHuhGAhBAPNkQ/MjUbwen5ksLLzFEdmlvIvTuwP8AJu4PSuK/8ZHk/wBXI8Pcw8MDlsyny1rPky/tV0eO7eDT3f1E0LWZQogmND6unaoij6tKD0W4ijhl+zNy+1kSC1yEhv8Aj/OimPnfy1wjjPnBJpbN+MVj5zji/wBKgJHwQ6pAhZbhf5bhHZnT44Jp1+DBE9yIS7v9L/xLy/zH5V1bQJ4lu1SW0uV52Oo27era3Ef88Uo2b/KU8ZE/bRctBtvjIFJ8LJkmj+e9YsbJdLvUi1nQx/0qtQUyxJXYmBwRLbN/lQSJ/ssiYsDAHfkUevl7yj5jNfLd9+idTfpoeqyKEdv5ba+osbeCpcrC3/Fj4LI5seIx5sZ1fRtW0e9ex1S0lsruP7UMylDTxFftKezL8LZIG2wSB5ILClEWGoXunXsN9YzvbXluwkgnjJV1YdwRgIQRbL760svO1vLqekWyWvmi3jMuq6RCAsd2iCr3Vog+zIPtXFsv/GWH9tMjy9zWDw7HkwjJtrM9SP8AibyXDq4+LWfLgjstTP7Utg542k58TA/+jSH+RrfIDYtQ9Mq6SYZk212Kv//W5FJJJJI0kjF5HJZ3Y1JJ3JJPUnM527K/PTGxs/L/AJcXYabYJdXSd/reogXMlfdYWt4v+eWQj3tcN7LEsm2OxVM9A8u6vr199S0yH1ZFUyTSsQkUMS/almkaiRxr+07HATTGUgOb1X8qNO0KDzpaaR5fKanfwBrnWvMjrSKGCEVeKxVhVBI3GBrx/wB5xdvR9P7eVTJrdoyk8Nn/AErBvzR84/4m80TTQOW0y0Lw2PYOC5eWcrXZriUtL/krwj/YycI0G3FDhDEMm2OxV2KuxVl9l5PsNLsotW84zSWVtMokstGhp9fu1PRuLVFtA3+/5R/xiikyHF3NZne0UFr/AJ11DU7VdMtIo9J0CJqw6RaVWKo6PMx+O4m/4tmLf5HDCIpjADfqx3JM3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqmOh+Yda0K8+uaTdvazFSknGhSRD1SSNgUkQ90kVlwEWxlEHmyB9V8ia/vqtk/l3Um+1f6Wnq2btTrJZMymLp/x7ScP+KMjRDGpDlupv+W2s3KmXy9c2nmOAbj9HShrilK/FaSiO6H/IlseLvXxB19LG77TdR0+YwX9rNaTjrFPG0b7f5LgHJWzBBQ2FLsVdirYBJAAqTsAMVek3fkrVrzyJ5Ze/kg0W2tmvzNc6o/1ekcksbR+nEQZ5uXxsiwxPlfFuWgTAkeqTjVfI3l5v9xFo3mLU0+zqWpJ6dkjfzQ2QPKX2N0/H/l3w0SyqR57Me1zzFreu3Yu9XvZLyZRxj9Q/Ci/yxoKJGn+RGqrkgAGcYgckuwsnYq7FXYq7FXYq7FXYq7FXYq7FXYqzTyV+avmHyzG2ny8dW8vTApdaNefHC0bbMIywYxV/yfg/nRshKALVPEJb9WUf7jBpN5qnk9P015Ok/fa/5NvSTcWJO3rQkEyBFr8F3D8Sf7u5/FkffzYb3UtpfzmHa55QtX059f8AK876joKkfWonA+uWLN0S6jX9g/sXKfun/wAh/hyYl0LZGe9HmxTJNjsVZRo/n3UbWyTSdXgi17QUPw6de1JiqKVtpx++tm/4xNw/mRsiYtZxjmNijD5N0XzAvreS7xpbsir+Xb9kS9UgVIt5Bxiu1/lC+nP/AMU4OKuaOMj6vmxC5trm1nkt7mJ4LiJissMilHVh1DK1CDkmwFfYX95p95De2Uz293buJIJ4yVdHU1BBGKkWy3WrS082aVceZtLiWHWbRfU8yaZEAqstQPr9ug/3Ux/3qT/dMjc/7t/hiNtmuJ4TR5fwpT5I1230fzBFJeqX0m8VrLV4R+3Z3A4S/wCyQfvY/wDiyNMMhYZTjYQfmTQ7jQtevtIuCGks5SgkHR06xyL/AJMkZV1/yWwg2ExlYtLMLJ//1+TWds11eQWy15TyJGKbmrsF/jma7YlP/wAyblbjz/5gZP7qO/nghoaj04HMUdD4cEXBDkxxj0hjWSZsl8veUBd2J1zW7j9FeW4mKteFeUtw46w2cRI9aX+Zv7qL7Ur5Ey6BhKfQc3a/5xN1Y/oTRLf9EeW0YN9SRuUtw69JryXYzydwv91F/upFxEepWMOp5p7oeoDyx+VmqXsTcNX82TnTbY9GSwtlDXMi+0ryCA/825Ei5e5hIcU/KLz3LG52KuxV2KonTdRutNv7e/tCq3Ns4lhZ0SRQymoJRwyN9IwEIItq/wBQvtRvJr2+ne5vLhi808rFnZj3JOICgUh8KXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FW1ZlYMpIYGoI2IIxVkdj+Y3niygFtFrNxLajpbXJF1CP+eVwJY/+FyPCGBxxPRXP5gSTEm+8v6JesftO1kLcknqSbNrbfHhR4fmWj5p8pybzeTbFSdyYLvUI9/k88qhf8njjR714T3uHmzytFRrbybYFx0a5udQmFfdVuIlI+jHhPevAe9v/lZXmKBeOkRWWhilC+m2kMEp/wCjgq9x/wAlcHAF8Mdd1bzze3txoHlD69cSXN5Jp9xdTTTO0kjetf3CrV2JJ+CJcY8ysBuWHZNsdirsVdirsVdirsVdirsVdirsVdirsVdirsVRmkaxqmj6jDqWl3L2l7btyinjNCPEHsysNmVvhZfhbARaCARRZ5p93Jqk/wDiXyUo0zzVaRM+saHCB6NzGBWWa1iaqyRMB/pFkR8P+6ldPswO2x5NRFbS+lLrvQ9J822suqeVoBaazCrS6n5aSpBVRV57Cu7x93tv72L9jnH9k3XNIkY7Hl/OYSQQaHrk21rFW1ZlYMpKspqrDYgjuMVZja+erXVII9P862jatboojg1aIhNTt1HTjMarcIP99XHL/JkTIcNcmswreKF1ryNcQWD6zod0mu6AtPUvbdSstvWtFu7c1kt22+0eULfsSthEu9RPodik2ha5qOh6rb6pp0np3Vu1VqOSsCKMjqdmR1JV1P2lwkWzlEEUU6836Lpz2tv5o0GP09D1N2SS0ryNjeKOUlqx/kofUtnP24f8uN8ET0LCEjyPNV8zU1fyhoXmAb3NoDompnuWtl52jn/Xtm9L/o2wDY0sdiR/nMRybY//0OWaNOtvq9jO32YbiKRqmmyuD1zNLtjyTLz9btbeevMUDVrHqV2tSKVHrvQ09xvgjyDHH9ITLSfLul6Lp0PmDzZGzx3C+ppGghik14N6TSsPigtAf2/tz/7q+H95gJvYIMiTQSTzF5l1XzBfC7v3UCNRFa2sKiO3t4V+zFBEPhjjXsP+C5NkgKZRiAgtPsbnUL+2sLVPUubuVIIE8XkYKo+84lJNMz/ONLWw8z2/lqzblZ+W7KDT0YbB5ePrzyU/meWZueRhytrw7i/5zBMm2uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ksr/MYehqmmacftadpGnQyDweS2W4cf8HO2Ri14+V+bFMk2OxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVEWF/eafeQ3tlM9vd27iSCeMlXR1NQQRgQRbNbr/nZoX81aAF0/wA06YBc6xYW37sycDU6haKvSh3uYk/u2/fL8DNxjy2PJrHp2PJZPFY+fLd7q0jS187oGe7soxwi1NQKtNAo+FLwdZYF+G4/vIf3nJMeXuX6P6v+5YMysrFWBDA0IOxBGTbWsVdiqP0bXNX0S+S/0q6ktLtAQJIz1U9VZTVXRv2kcMrYCLQYg82UV8p+cWoRB5a8zP0I+DS7t/f/AJYZW/6Rmb/fOR3DXvH+kP8AZKOiPdeVtau/Lnmy1lttJ1RVt9Wt3HxItaw3cNKq727/AL2J05LInNPsyYnfcJl6hYR2l6DeWM/mvyRfFWmltDfWDpuss+nj6zFJEe6z2bXHD/JkxJ5FiZXUmAZNuf/R5Bmc7d6x5ls9DsdTHn/WFiv49Yt7a70bRmNfrF29vGbiS5A/49refnzX/d8n7v7PPKh3OPEkjhHR5rrWtanrWpz6nqc7XF5cNykkb7gqgbKij4URfhVcsApvjEAUEDhS9C/JPTRL5sXVHUsunmKO22qPrl9Ktrb/APIv1HuP+eGV5Ds05jtTFPN+pnVfNWsakTyF5e3Eyn/JeRio+hcnEUGyAoAJRhZOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVVtbeS5uYrePeSZ1jQe7Gg/XgQWQ/mXcRz+f8AXjF/cw3kttFSlOFsfQSlNqcYxghyY4/pDGckzdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVRelarqGk6jb6lp0zW97auJIJl6qw+exB6Mp+FlwEWgixRZR5hsrTU7BfOnl1PqfpyoNa0+AlTY3bGqTRUPJba4Ycov98y/uf5MiNti1xNekq8sEHnuwkvLVAnna0QyX1qigLqUKCrXESjYXiL8U8Y/v1/ex/vOa48vcv0f1WC5NtdirsVdirKtF85wmwi0LzPbNq2gx7W5DBbyzr1a0mbovc28n7h/8j7eRMeoa5Q6jm9EtNJ+r6Tonm2yuk1ex8q3UMf6SiHFpdIlkpJBcxGrw3FpzZeDfD9Xn5IzpFld9O9pJ3I/nf7p5x/hF/wDlY/8AhOh/46v6Pr34ev6fL/gPiyzi2tv4/Tfk/wD/0oF5N0Cz1G5udQ1YtH5f0eMXOqyJszAnjFbxn/ftzJ+7T+X45P8AdeZki7Scq5cyn3mrV5POXlBdcaGOC70C7+pPaQAKkWm3I5WaqNvgt5Ekh/56R8siBRphEcJrvef5Y3OxV6v+Xx/Rdl5WhG1xqt/d6zIOhMOmW8kdqPpn+tNXKpb24+Te/k8oy1yHYq7FU28waNDpaaWY5jK1/YRXsoIA4NKzjht/kqp/2WAFjE3aF0nVb3SdQi1CyZFuoOXptJFHMg5KVNY5leNtm/aXEi0kWKZpqWsXWs/lNPdX0VsbqDX4I47iG2gt39OSznZkPoJGCvJQen/GuQAqTUBU/g8/yxudirsVdirsVdirsVdirsVdirsVdirsVZ9+XHnHWD5q8s6POlpcab9dt7P0ZLO0Z/SnmCEGUxGZqcywq/LISjsWrJAUSwnUFVb+5VQAolcADYABjkg2BD4UuxV2KuxV2KuxVM/Ltnb3Wpj60pe1t45bm4QVHJII2kK1H83HjgRIplpfm6+OqwfXrp7fSuf762tkVYgn8oiA4Ff9jjTEx2VtFXS9Q/M/Sk09PS0661a0SJCuwV50U/D/ACk1PHBLkiViJ9yR69cG51zUblq1nuppDXrV5C2/34RyZx5IzSfOOu6VYixs2tvqwlM3GaztLhuZAB+OaKSShCj4eXHAYgoMAU2/N6OBPzF1gQQpbxM0LiGJQiKXt42NFG3U4IcmOL6Qw7JtjsVdirsVdirsVdirsVdirsVROm6bfanqFvp1hC1xe3ciw28K0qzuaAVNAPmcBKCa3ZL/AIR1zQ0n1zT77T7+TRJI2vBaul19XZmCqzpKnoyoJCFLR+sitkeIHZhxg7HqmsevX2u/lp5ol1KO1ea0vdMa3mhtLa3dfXM4cVgjj2PprgqiGPDUhTzzLG52KqlvD61xFCDxMjqlfDkaYqyZL6TyR551S0gAvrGzubrTL22m2S7tFlaKSOQDp6iryr/uuTi6/ZyPMNdcUQp+ZNKfy3rFnquh3MjaXdgX2g6iNnCq32GI2E9vIPTlX+b4vsOuIN80xPEKKN8x2lr5l0eTzfpkSw30DKvmbT4xRUlkNFvYlHSC4b+8X/dM/wDkSJgG2zGJ4TR/zWGZNtdirsVdirIfI/m258ta5Fc1MmmTkQ6vYn4o7m0c0ljdD8LfAW48v2sjKNhhOHEHvf8Agfyd/wArh/T36Xj4/Uf0j+ieEn2Pq3pev6/T0KfvOdfV9b/gsp4jw04nGeCqf//TiXnVhoel2HkuE0mtKXuvEftahMm0R9rSErD/AMZfXzLjvu7KG54kB5E1ixsNZe01RiNE1iFtP1Q9eEUxHGYD+a3lWOdf+MeGQZTFjbmEr13Rr3RNYu9KvVC3VnIY5KGqmm6sp7o60dD/AC4QbZRNi0BhS9WStv8AmlpOj/s6JpIsP+ei6bJLP/08TTZV/C4/8BPef0vKctch2Kplomu3OjzSSwW1ncmVeJW9tYLtQAa1VZ0kCt7rgItjKNvQvzD886ja3ehqmnaTIJdD02Y+tpllKVaW3DsqGSJuEYZvgjX4E/ZyuMWrHAb8+fe8yvbp7u7munSON5nLtHDGsUaljWiRoFRF8FUccsbgHovk+LQf+VUavea2rT2mn6zbXMdijFDdTfVpYo4S43RCZPUlZfj9KN+HxZCV8TTO+MV3Mdf8yvM4lBtPqdhbp/dWdtZWqwKPDi0bmT5ytI3+VkuAM/DCJ82wabqvlfTPN1laRWF3PczadrFrbKI7c3ESJLHNFGNo/Vik+NF+DmnwYI7GkQsGkk0TzNd6PFLHBZ6fciVgxa+sra7YEClFadJCo9lyRFs5Rtnf5garo+hXGlahoum2UOta3pdjqE7C2hMFmstuvwW9uVMKyyOHlkmKc1Vo/S4fGzQiLasYJu+QKn5PTX/O1pfW2t6aL3SRb3Xo6+lpHG1ldQQNcJW4iRKxvxVHhlbj+8TjwbGVDks6jyYv5S0TS2sNQ8x64jS6NpRjjW0RuDXd5NyMNuH6olEeSd1+NYk+D4mXJSPQM5yPIc10n5keZFkAshZ6faoT6VlbWVqsKg7UIeN2k/1pmkdv5seEL4YRl5Bpvmry1fa1aWcVh5g0bhLqlvaqI7e5tJHEf1iOFfhhkhkZFmWP92yv6nFfiwcigXE10Kr+Uvk2PzNrF9ytV1GTTrX6xb6W0npLcStIkSCVwQwgj5+pNw+LivD9rGcqXLPhCnr3nLzxo2t3Wl3H1KxmsJXheytrOyFuhBoVCiJldf8AjJzbERBWMIkWp+abWy1Tynp3m+1sY9Onmu5tM1SC2X07d54o45o54ox8MXqRyFZI1+DnH8C4jnSxNHhY7oOi3uua1ZaRYgG6vpVhi5bKCx3Zj/Ko+Jv8nJE02SlQtkur+a9P0KeTSfJ0ECW1sTFNrk0MU93eOPheRWlVxbwsf7qOHg3D+8ZnyIF82sQveSe/ll5jg8yedtFsPMUFu14l3Bcabq8MEcE6TW0izCGUwiNZopljaL94rvG7oyNx5LkZihsxyR4Ymnm2o/8AHQuv+M0n/EjlgbhyZbai18reT9L1yO0hvNb157k2k93Es8Vpb2riImOKQNE88kvL45Vf00VeKcm55Hmaaz6iR0CFtvzBv7iUQeYbe31fSpW/0i3e3gilVTszQTxIkkMgH2eLcP50ZcPD3JOPu2U/zMt7K2876lb2MYis4jCluqqEBQQRhX4gKB6g/ef7LGHJcf0qHCz0KwtpZYI7rWL2MTxpMOcVvC32CUOzyv8Aa+P4UX9nCnmhk81apyP1hYLqFvt280ERQ/Liqlf9gVxTwh2tadZi1t9W00FbC7LI0DHk0EyULRFv2loeUbfy4qD0TTynrVx/pkP1e04wabdFW+rQ829OE05tx5PWnx8/t/tYokEkvNbuLuAwvb2kakglobWCJ9t9nRVbCyAZl+UHmq7tfOPl7S1srCSB71IzcSWVu10PVfci5KeuCvL4fj+H7OVzGxas0fSSkWoeftTvoLiGXTtIQXKssksWl2Uco59SsixCRX32dW55IRZjGB3/ADYzkmb1782Na0ny75suf0VbQXfmG7jt573ULuKO4W1BgQRwQQyh4ufALLJM6M/xqsfDKoCw4+KJI35MZ0Dz/cXmpW+n+aba21bRbuQRXKPbQpPEsp4mW3miRZY5I68lo3FvsZIx7mcse23NjfmjRW0PzHqejl/U/R91NbCTpyEblVb/AGQFckDYZxNi2SW1ro/lLy7Y6tqFlDqfmPWUM+m2V0PUtrW0qUW4mi6TSzMG9CN/3SqvqOv7OR5lgSZGhyCBj/MvzR6pNx9SvLd6CSynsbRrdlH7PBYl4D/jEUb/ACsPAE+GFfzHpelNpdh5z8vQC3sJ7j6tf6XJ++jtL6MCQIPUB9S3nT95Gr8/syRvywA9CsSb4Smmj66Nf8rebUvtK0pJLLT47i1uLbTrS2mjk+twxkrJDGjbq7A4CKIYmNEbl57FIYpUkAVijBgrgMpINaMpqGHscsbmf6R5iTXvLnmu3v8AStLSa101buzubXTrS2ljdbyCJuMkMaMOSzZWRRDSY0RuXnuWNzObiS18maFpDWtrBc+ZNZtl1GS+uY47hLW2kdlgjgikDR+s6p6kkrozJ8Kx8ftZDmWr6ie4L/Kn5ranp+v2V5rdvbanZQy1k5W0KTxq9Q7wTRJHKjBWPwc/Tb7PHEw22WWIEbLPM2teY/KcGu/lzb3SNoZvDK5CKZJUPB4zz6gOiRMwxAB3WMRKpdUx/La10WXyF50n1pn/AEbZS6XczQRni85RrkRwK2/D1ZGRGenwJybBLmGOQniFebH5fzI8wrIBpsdlpVpGf3Nna2duI1HT4mkSSSU+LTPIzZLhDPwx1RvmBdP1/wAkw+aYrOGy1i0vhp2rpaIIoZ1miaWC59FKJE5MckcnphUdviwDY0iNiVdEF5F803elapp9pDZ6fcRyX0LtJd2VvcTAs6LRZpEaVF+H4eDrxb4l+LDIWmcbCa+dPP8Aqf8AinXYf0bo5H166j9RtLsnlIErDkZHiaRn/wAtm58sjGOzGGMUOfzQPkueHW7C48lXzqv11zPoNw5oINRAoEr2ivFHoSf8WejJ+xhltuynt6kn8va5f+WddFz6PIx87bULCYEJNC/wT28qnsw2/wAlvi+0uEiwylHiCt5x0C20rUYp9Ndp9C1OIXmkXDbkwuSDE5G3rW7hoZh/OnL9pcYm0QlY35pBkmbsVdirsVe2+sf+VG/4r+sP+l/0d/hX2+q/X/Up0/5Z/wB1/q/tfs5T/FTi/wCUrp9T/9Tk97eXN9e3F7dOZLm6keaeQ9WkkYszH5sczXbAUoYUs2uF/wAW+URep8XmLy1CI71f27nTF+GOb/KezqIpf+KPTf8A3XkORah6T5SY75W00an5m0jTSOQvb23t2FK7Syqh/XkidmcjQJZPo2uR3H50w6rO37m91tvUbfaO5nKHr2VHyJHpYGPoryYXe2stneT2kopLbyPFIP8AKRip/EZJsBUMKXYqzL8zv97fL/8A4D2k/wDUIuQh+lrx9f6xSC50C+t9AstddozZX889tEqtWQPbhGbmtKAESrx3/wCNeUr3plxb0n8BP/Knr338w2n/AFBXGR/i+DH+P4MNybYzL/yj3/gw/wDYlkP4vg1/x/5rDcm2Mr/MZ2bU9IDGoTQtIVR4D6hEf1nIxa8fI+8pXYebfMun6JeaHZajNb6TfsWu7RDRJCQFau3IclVVfifjX4XwmIu2RgCbZfp99oNn+UVmdR0p9Tjl1y59ThctbenKlrDwrxR+dUY8f5fi/myBviayDx7HokX6e8g/9SrL/wBxKT/qjkqPey4Zd6NsfNug2tnq0eh+WZYbi+sJrSe4N5JcCOCXjzcp6Sj4SF3JwcJ6lBgdrKG8kaROsF55mm1ifQdL0tkie/tOf1uWaYErb2wVouUjKrF+UioifE+Mj0TM9Kt02q/lukzyDR9W1KV2LvNeajFEWYmpLLFbM3xH7X77l/l40VqXeE68wa6dW/KO39Kyg06xtNd9Czs7YNwRPqhc8nctJLIzPyeR25f7H4cAFSYxjU/gln5UBk8zXUigi8j0nU5LHt+++pS8e1fs8umGfJOXl8QwvJtrI/y3Mn/KwvLPCvL9K2VePWn1hOXTtx65GXIsMn0n3JLqP/HQuv8AjNJ/xI4QyHJmset22iaBpmheZtKh1/SLqAapp/CWS1ubQ3LMjrHMob4WMXJ42RkZsjVmw1cNmwaKFWL8oL48Fm1rRJX6Syrb38CHxIj+rzcfkGbH1J9Y7il/n/S9Z0/zG41W7i1CS5hguLXUYKCK4tWjCwSIAFoOC8fs/aX9r7WGJ2ZYyCNlHzwKeZ7sD+7Ai9H/AIx+inD/AIWmEJhySHCyT62/5Qq+5/Z+v2/peHP0pOVP9jgY9VvlP+/1L/tmXv8AyZOKySPCyZV+Vn/kx/LX/bQt/wDiYyM+Ra8v0liuSbEy8xaDe6BrNxpN6yNc23D1GiJZDzRZBQkKfssO2AG2MZWLZB+b/wD5MTVv+jf/AKhosjDkxxfSGG5NsZV+af8A5MfzL/20Lj/iZyMOQa8X0hFfmzy/xTb8P94v0Xpn6P8AD0PqMVKe3PnghyRi5fEsLybazPy2GP5Z+cuf9yJ9K9KvT1vVl+z/AJXp+pX/AK5yB5hql9Q+LXkY/wDOt+dh3/RMf/Udb4y5hM+Y97Dcm2Ms8kxudH85SAfAui8WPu2oWhH/ABE5CXRrnzHvSXy3osuu6/p2jQyCKTULiO2WVhUJ6jBeRA68a1yRNBlKVC2eeabPyh5nisbPRdYS01Xy/bDS3XWOFlHeQ27N6csMhZ4o3HIr6czx8l45AWGqJMeY5pHYeRbWwuUuvNmqWNlpsBDz2trd297eTqN/ThjtZJeLSfY9SVo0T7WEy7mZnfJI/NnmCXzD5k1DWpIxCb2ZpEhXpHGPhjT/AGCBVyURQZQjQpPPLpI/LHzlQ9bvRwf+CusieYYy+ofFhuTbGZaX/wCSn1//ALa2nf8AJm5yB+prP1j3Me8u/wDKQaZ/zFwf8nFyR5MpckT50BHnHXgRQjUbsEH/AIzvgjyWH0hR1nRNQ0K4shPInq3dpbajbvCzVWO5jEsdSQpEig/FT9r9rCDaiVp555VNXs9O85QKA2rcrfWAoAVdTtwPVag2X6zG0dz/AK7S/wAuRjtsxht6XeWS2veW7/ys/wAd5aiTVdCJ+16kSVu7dfaeBPVVR/u2Bf58TsbWWxth+TbHYq7FXYq9H/SI/wChffqlV5/4l4cK/Fw+p+pyp/r7ZXXq+DTX7z/Nf//V5Bmc7d2KphoOuX+h6vbarYMFubZuQDDkjqRxeN1/aSRCyOv8rYCLYyjYp6H5e0Kwj87aD5q0FSPL93NLcJDXk1ld20LzvaOT/IU5W7t/ew8f8vKydqLVKXpIPN5fDNJDMk0TFJY2Dow6hlNQfvy1vZN+ZUMX+LbnUIFC2utJFq1vx6UvYxM4H+pK0kf+wyMOTXj5V3MWyTY7FXoetaJe+cdG8vanoAS8u7LTotL1SwWSNbiKSzLJHIUYqzRSw+nxdeS/DxbKwau2kS4SQVHzBo8v6M8seSbOa3n1y3a9u9QRbiFYY57rgVhad3W39SOG3Xl+8+2/p/bwg8ymJ3MuiaweS74flheaQ9/pia0+rw30WnHUrEyPbw28kLOGE3p/am/n/Y/1cjxbseP1XvVMHPlDXBri6Jxtv0gyeoFF5aGHjw5/70CX6uPh7erk+IVbbxirZwfJd7/yq8aQNQ0s65+mDfNpv6SsfUFt9X9EScvW9P8AvP2ef2chxepq4/Ve9UxBPy+8zPcXNuEsxLaNGk/LULBVDSrzTi7ThH+HrwZuP7eT4g2eIGW/mF5Iur/UbCbQ73TdRtrXSbK2uZYtSsfhmsrdYZFo8yMSBGD8K5GMu9rxzob97y/LG9lflHVtIm0rUPK2uT/VdO1F47my1DiXW0voQypI6rVvRlR2im4hmX4H/ZyMh1DXMG7Dn/LDziZD9Vtob62r8F9aXVvLbsv8wlEnFR/r8GX9rjjxhfFijLh9O8o+W9Q0yG8gv/MmtoltfNaOs0FnZq6yvF66kxyzzyJH6npl440T7fPBzKN5G+gW+V2sdb8n3vlKS8h0/UhfR6npcl04jguHETQyW7StRInKlXhZ/gZuSftLidjay2laGj/LDzasg+vxW+mWg3kvry6gjgVR+0GDsZPlEsjN+zjxhPihlFzBpuveQf8ACPlAC9uNF1CO6kkciGa+9aF45rmOOQr+7jcRxqn94sPptJkeRssBYlcuqV+YfMknl3zroFxZNBdXXluwsrO6EbK8MkkcX+kQl1LK6/vXgdlwgWExjcT/AElDVvIMWqztqXkeePU9KuTzXTzLHHfWhbcwzQyMruE+ys0fNHX4sIlXNIyVtJNPy90Sx8o+btJ1XzXPBBcrdQx2eliaN5FaWQRtc3JQstvDbKzS/vWWSSRF+HhzfBI2NmOSXECAxnzR5O1HT5tSvvrNhPZQ3LKjW9/Z3EjK7kKRFDK8vhyrGvHJCTOMwWRa15c0rXPL/lqLTdSgj8w22lxiWwu5khWeN5pXT0ZpCsXrRszI0LsnJOHDIg0SxjIgm+VpCn5ZebEcNqEUGlWg3kvr64hihVfGvJnk/wBWJJHb9lclxhl4o6KHnvW9P1LUrK2012l03RrGDTLO4kBVplg5M8vE1KCSWSRkT9mPjjEJhGhv1WM1tr9jbRtPHb6zZxiBfWYRx3MKbR0c0VZUHwfH9tf2sK8kOvlLWgwNwkdrD+1cTyxpGB415Hl/sOWKeINa1f2QtLbSdOYyWVqWkluCCvr3D0DScT0VVASOv7OKgdU38t6Dc2k98b64tLVZ7K4t4S91bnlJMhRF+GRvGuKJFjt/o99YIklyIgshKoY5oZd167Ru9PpwsgbRnk7WYdE82aPq8yloLG8hnmUdSiOC9PfjWmRkLCJiwQyS9/KzWJ/MEzWc1q/lyadpIdd+sQi1W1ZuQkdiwKsiH44qc+fw8cHHswGUV5u8y6LqHnPzVquu6O9qukz3jQW093e2lsfTiVURzHNJHLx9MK1fT/4bEGhSxkIgApj+anlK81Hzdq2t6PeafqOjmOOZLuHULKpSGBEk/dmYSFlZG+FVbl+zghLamOKdAA82JaB5J1fWI7e6je0h0+Wb0pJ7i9tLcoFI5sUllWXiqmtfT/1eWSMqbJTAZL+aPlS8u/NnmDX9MuLC90aWV7xLqDULJyUehbjGJfVYhyV4rHkYS2phinsAeaBt7jTPOHl6x0u8vIdP8y6LGbbTrq7f07e8s+RdLeSVvghmgLN6LvxjdP3bMuHkU7xN9Cgk/LHzgHH1m2hsravx31zdW8dsqjq3qmTiw/1OXL9nDxhPixVPNWsaRZ6Fa+UdBn+uWNvMbzVNT4lFur0r6Y9NWo31eCP4IuX22Z344AN7KxBJsof8v9W0uy1W8stXkNvpetWM2mXV0FL+h6pV45uI3YRzxRM9P2OWGQXICRt0VZvyv84CVvqtvDqFqD+7v7S5t5bd1rs4kD0UHr8fBl/b44OML4oZZ5T0rRrHy15o8snUbKXzJqmnGaWX6zCtrB9VuImjtFuXZYJJpuUjyMkvpR+nH8f95xjI7gtcySQejFtF8i+Yh5l0q1hvbW1uZ+d1Hf215b3K20drWSSd3tZJeHpqvNfi+L9nJGQpslMUU58z/mF5MvJmWLyva6tc7i41u8D2cl0/eU29i0Cx8jv9t3/m+LAInvYxxyHVj8HmbykwC3nk+z41+JrS71CF6exmnulH/AZKj3suE96N1LyVpWpaXaa35QnkktLm6XT7rT9QkhjmtbqRS8YM5MULwyqrcJT6f8r/ABYBLvQJkGpJ9onkq+t/IHmbS7u/0uDV9QuLCTT7BtSsS8os2l9WjLMUHwzVHJv2MiZbhjKfqB3pg1z5Q1y31m20eVbb6/dqHgCXlo8RDcgKzpK0CE8T8LyK3/BLk+Jt4xVs407yXfRflvrGlTX+lx6xdX9rc22nHUrEySRWySI7BhMY/wDd3d/2P9XIGW7UZ+oHemB3en6l5a1u2F6kJubdorlUinhuEIDB1rJbvInxU/m5ZZdtoIkGYebvI2qeYfNV7rnlz0b7RNana+ivfXhRYTcn1JEuOTgwPC7Mrq+QjKhRa4TAFHmEi/MjUbC78yLb6fOt1Y6VZ2mmQXSGqyizgSJpFI6o0ivwP7S5KI2ZYxtureR2Gp6frXlSTc6jbm800Htf2KtKgX3mg9eD/K5pgl3rPaix7Q9XutG1my1a0NLixnjnj8CY2DcT/kt9lskRbOQsUmPnrSrXTPNd/b2Qpp8rLdaf4fVbpFuIKU22ikVcETsxgbCQZJm7FXYqyv60n/Kq/qlDz/Tnq8u1PqfGmR/ia69fwf/W5Bmc7d2KuxVn35M63NZeZ5tPmkkGj6jZX36ShjoXKwWU0yvFy2WdOH7t/wDKZf2shkGzTmjYvqxzzX5Zm0K+jVJlvNLvE9fS9SjBEdxATQMK/ZdfsTR/aik+HCDbZGVppcga1+XltdL8V95XmNpcD9o2F45kgbc9IbkzR/8APeLByPvYjaX9ZiGTbHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqyDyP5htND14XF/E82mXcE9jqUUVPUNtdRNFIY+W3NeXNf9XjkZCwwnGwjZ/y8urhzJ5e1Sw1qzY1jZLmG1uAp6epbXLxSo383H1F/y8HF3o8Tv2Uk/LfzV9qeO1s4QSGnur6zhjFPd5R/wuHiC+IEXrt7omjeUj5V028TVb27u477VtQgDC2QwxtHFbwFwrS8fUkeSbiq/ZVMA3NoiCTZYZk212KuxV2KuxV2Ko/QtWn0fWrDVbcn1rC4iuEoaVMThqfI0pgItEhYpH+e9Kt9K836pZ2v+8frGayoKf6NcATwf8kZEwRNhjA2AjPOp9fSfKWoH7VxpAhevUmzu7i2U/8AIuKMYx6ohzPvYrkmx2KuxVkv1eb/AJVt9Y4/uf0z6fKo+19VrSnXpkerD+L4P//X5Bmc7d2KuxVlf5X7+drGOo/fxXdvQ7g+vaSxcT/rc+ORnya8v0teVvMGnPYyeWPMRY6DdP6ltdKOUthdMABcR+MTfZuYf92J8S/vEXEjqFlE8xzVtOin8k+bmsNfjE2lXkJttQ9Bucdzp90Np4HH2x9meBh/uyNfstgO42U+oWEk8zeX7nQNauNNnYSrGQ9tcp/dzwSDnFNGe6SxlWGSBtlGVi0qwsmcWv5fsv5exedItUs0ukvHRbSSeGnCGMSBeLElrov/AMe1OTRcX4/FkOLemo5PVw0n35yeQNUHm7zJq9gtobC0MM01lbzRevDA0aIJWt1PJE5+37XL7ORhLYMMOQUAxMflp5p/R31vhbic2v19dM+sRfXja05esLavqceHx/z8P2cnxhs8QWmH5UWMupXPmPTY0iZ7jRLv0zP6aqrqU4uZJNogtSWfkv8AlYJnkjKao+bWlflzqNv5gsbbUbe31KyvrO5vLR7a9RIZ0gifkY50ElXhdebxBOfwYmWynJtsg9D/AC8803dnYavAbS1F5ITpMV5cQQy3TxH/AHTFKf3nxjj8Q4s3w/tYmQTLIOSfeefI+p6x+YPmybTo7ay0rTbn/Sby5kjtbWLmAETkxVeTn7KLgjKgGEJgRFqnm7yXr1xp/kjRI7aB9WexuzLLC0PotDHcyNHO06H0jELYI/rM32PtfHjGQ3KwmNyx+D8rvM9zqmnafavZ3I1b1RYXsF1FJbSPAvKSMSKTSRf5COWHjDPxRSA1/wAka3oenwajdG3nsp5WtvrFpPHcJHcRirQyGMsFkA7f8DhEgUxmCaXaD5F1vWbD9IRPa2li04tIbm9uI7ZJbggH0o/UI5sARX9lcTKllMDZGWf5X+Z7i1vLmc2mnx6fdmwvvr1zFbmGalRz5n7L/ZQj7X+p8WDjCDlCE1ryD5k0a0vrm+hRF027SxvUVw7xySx+rE5A/wB1SpvHJ9lsIkCmOQFM5Py91Gw0LV3v7aA3to2ncp/raobP67Uqs0JHxeqrJVmZPR4ftfFg4t2PiWQ1qH5Q+crHVYNIdLWXU52YGzhuYnkiRVLmaYVHow8RyEknFcRMKMsSLQ0v5Z+ZFutNhhks7uDVrj6nZ39tdRTWpuT/ALpaVCQkh/ZVvt/scseMJ8QO1P8ALLzLp0ImmazkjS8TT7swXUMv1a5kNFS44sfS7/E3wr+1iJhRlBR91+TPnC1e7SWXTg2nMo1MfXYP9FV1LJJPVh6aOF+CvxN/Lj4gQMwSxvy380JrlxpDxwI9rbre3F608Ys1tXAZJ/rBPpmNuS8aH4m+HDxCk+IKtXt/yt81XGqHTofqru1m2oW1wLmL6vPbp9poZeXB+NG5/wAnH4+ODjC+KKtNPLX5P6hqHmnSdL1G+tYtO1WKae21G1uIZkmWA8HSA1pJMjleUX2uHNv2MBnsxlmABISiy/LfWL7UJbCzv9KnuVlWC3VNQtyLmVo1k4W7cqSn41T+X1P3f2sPEyOQDvROowSR/lRZJcQrHd2uv3lqxKKsiqttC5jZgAx4yO/2sR9SB9fwS7QvIOvazYxX0LWtrbXMxtrJ725itvrEy0rHAJCC5HJVJ+zybjywmQDKWQBmvkvyvPo/k7WtXkGlQ+YEvotOT9MGFlswnqesrRzBo0nkZAF5r/d/ZyEjZapyuQG9In81/Luuan5z1DQ9N/RtvoGkJHcD0/qtrDZRlFT/AEiVVjKPLIfhiZmZ+a8ExgRVoxSAjZ5lgq/lv5rfW00iO3jkkkt/ryXizRm0Nn/y0/WeXpeh/l8vtfB9v4cnxCm3xBVpxo35TS31vq7y63pavYWsdxbyR31u0LF5hH+8krRIx8QL/wC/OCft5EzYnLVbFIdQ8i6xp+iLrF1NZxwSp6tvB9ZiM80Preh6sUQPJ4y/7Q/Y+P7GSEt2YmCaUPLvlDWNejuri1MFvY2IU3l/eTJb28Zc0RWkkIHNz9lB8WJlSZTAZt+Xf5fahYeeGj1hLDlY2M1/Zpdzwtb3HK3kNvPESSk8CSL6kjr8MfH48jKWzVkyXHZJdA0C787/AJkfovVtQtkmmkMVze27W8ccggAiBthGEhlLcVZPTX96v7z/ACsJNBlKXDGwg4vy31uWS6K3mm/UbN44pdVN7B9SaaVeSxRz8uMkvHdkT7H7ePEnxA0/5ZecFaeL6mGura9h065tEdWlSW5FYGIFR6M1f3cwPpt/Nh4wvixTaf8AKeSDyXea7Jq+n/XbK/ks5Lf63CIysMcjOqsxBNyzx/uof92xfvE+HI8e9MfF9VUnF1olvpXlf8w9NWxjtjaW+hyxx+ot2yvPNEzOlxwQkSq/Pivwrz44LshiJWYn+sxHUfy080afY3NzOluZrKJbi/06O4ikvLeF6UkmgUl0Ucl5/wC++Xx8cmJhsGQFDeVfI2u+Z4b+XShAV01EkuvXmjh4xuSC9XIHBKcpGPwquJkAmUxHmjD+WPmU6lpdlE1ncR6yzR6dfw3MUlrJIn2o/WUkCTtwPxYOMI8UUfJe35W+Zlv57My2A+pxetqVz9cgNvafGY/TuJQ3CObmvH0vt48YXxQhpPy382rrtno0VqlzcahH69jcQSxyW0sABLTLOD6XpqB8bFvhw8QpfEFWyu18l6nZflxrlvNLp1zFdalpsWn6hbz280Sys8sc6tcKeSBaQlg54cfjT7TZDi3YGYMgwq48m63b3euWsix+t5dUtqQDggBZVhPA/t/G65PiDZxjbzR8n5aa9b2kE9/dadp0lwsMiWd5eww3KxTuqRyPEzckT4w7Fvsp8TYOMI8QMh178rLfQfMGv6essGr21hptxdQBb2KK5gaJIyJZoUDtVS/wwHh6q/t4BOwwjlsBINP/ACt82X1nazxJbR3F/EbjT9NmuYYry5hHR4YHYOytQ8P5/wBjCZhmcoDek/ld5m1PTrHUIpLKC31GV7a1FzdRQu1xG3D0ODkN6rH7Kf8ABcfhxMwpygFi97ZXVje3FldxmG6tZHhuIW6pJGxV1NO6sKZJmDahhSyzzyfrWneVtVFD9a0iO3kPf1LCaS03/wCeUUWQj1a4cyPNrzkvo6D5Os2/vY9JeZ/YXN/cyoP+AZThjzKw5n3sUyTY7FXYqzn6of8AlR/1zlt/ib0eFP8Alw5VrkP4vg1X6/8ANf/Q5Bmc7d2KuxVPfImorp3nXQr5jSOC/tnlJ/k9VQ//AAtcjIbMJi4lAa5pzabreoacwIayuZrcg7GsUhTv/q4QWUTYtkPlzXdJ1LTE8reZ3MdiGZtI1ihaTT5X6hh1ezkb+9i/Yb97H8WRI6hhKJBsJzP5f1DUbT/BWrosfmnSEMvlu55Bo760f4zaxydJA+81i/7X7yD4eS4L69GPEB6hyP1POXR43ZHUo6EqysKEEbEEHLG5l9lrWgz/AJYXXl67untNTtdUbVLNfSaSO4D26wGLkp/dMpTlyf4chRu2sg8V+Sf6p+YHl2587eetXieU2ev6RNY6cTGQxmkFuFDr+yv7p98AiaDAYzwgdxR+s/mhDqMI1nT/ADHJo2o/UhHLo/6Oimb6xHAIqRXfHaGam5kbnGrN8LfYwCHkgYq2Itgfk3XLHSf059bZl+v6RdWNvxHKs03HiD4L8J3ychbbON172ReWvO2g6fB5SW4kkDaRBrUV6AhPE38UiQcf5qs45fy5ExO7CUCb+CyXWPI/mDS9An1rUbvTL/QLSOwnsoIDMLqGCRnjaCUOqwysHKv6nw8vj/1miOS1IE11TPXfOfkzzPP5k0q+vbjTLDUNVTV9L1NYGmXmsPovHPArK1GX+7ZfstgESKYxhKNHyROn/mP5O0e70C0sbi9n02z0q90i9vnhT10a7mMgnjicvGyhviWJi3GL938WJiSpxyN+9Zpv5h2Ol+bPL1zeeZX1vSbG6uLm6SHTls1iYwmKN1UBXkdw557cU4r9vEx2OynHYO1MMXzBpw/LGTy8Wb9JNrUeoBePwegto8JPL+bmw+HJ1vbZwnivyZL5W8+aePJVn5fm1Y6BeaZcTSxXTWSX8NxDcEMyspV3jljYfCV+Fl/4WJjvbCUDxXVpP5g84xan5a1eyub6XUNUvNchvUvJIhF61tBbTQLIyr8KOeUf7vCI7sowoj3MgsvzG8sr581G6v43vPK2q2NlFeWzKQTPp9rCYTx33+sweny/33K2R4TXmwOM8Pmx6PztFd+W/OsWpyM2seZLqxuYeK1QmCeWSWp/ZCiReAyXDuGfBuK5RTa68+eXp/zH8z6lO1w+g+ZLaawe6jWlxDFOIysixsRy9NolVo+XxR8sHCaDEQPCB1iu0zzN5N8sRaPpmm6hPq8K67ZaxqmoNbtbxxxWbUWOGFmZ2kKs7O5/yUxIJUxlKye5LbHzbo0GlecbWSSRpdZ1CxurBuB+KO2upZZC38p4SLhMeTIwNjyRfmPzvoV/e/mBNbPIU8xfVv0bVCCfSuopX5/yfBG2AROyIwI4fJOrD80dBjeKw+szWdvc+XdM0ubU1t0na2vNPq1fQkqs0JJKt+1/JgMD9rE4j/silknnq1TUbuO+199atBoWo2VlKlktoiXV9GyeksahTwJ4O0rL/scPCng25VupeTvP2iaM3kZ7n1X/AEDe6jLqCoteMV6sSIyfzU4uzLjKJNpnjJvzR3k/Xfy58voka3lvcXNnqa3MmpXWlm4kurJVRlS35lmtJUkEm/wfsv6mCQJYzjI/LvSLzj5l0O90S902wuGuHl8xX2qxSGNo1a2uYYlQ/FuG5IwK5KIN/BnCJBv+inHlzz9YHyXpehvrB8v3ujST8JzYx38VzFcS+t3VniljdmH8jr+1gMd7Yyx+omrtJ9U85W195S17T7u8lvdW1HWIb5Lp4hH6sMUUkfqOF+FHPJfgwiO7IQoj3Mrf80vL83mzzm8V3NYaf5lNpJZar9WW4MMtmtB6tvJXlHJykVqcnX4eOR4DQa/CND+ilg8+6bJe32ka1rc+raLqWmfUP0pb2SW7WshmEw9OAemZIQ6j1B8Dvyw8LLwzzA3S3QbjyRpVzrejNrks2mazpgtxrC2ciiK4W4SYKYCxkZKRceX82E2WUuI0a5K9z5j8sf8AKt5tEutSOs3caQnQ7eS0aOewmMga543J2a3deVI/i/Z+FeOCjaBE8V8ks8s6v5cuvKV75U128m0uOS9j1Kz1GKI3CCVIzC0c0SlWKsjfAy/ZbCQbsMpA3YTpfPPliz1TTrKzluJ9H0bRb/TYb6ZKS3FxexTEv6dT6cXqzBY0LfBHg4Sw4CR5ksU/L7XbLQfOmj6xfBvqdncrJP6Y5ME3BIHela5KQsNmSNxIZnoPm7y7pWg33lS08wNaxQ3wv9N1w6es0U6ywoksM1vIHljZGX4JF/4jxyBiSba5QJN0r+X/AMz9J0PWtU1i81K616+1AwaWZBF9SA04KvrThIyB6y09O1X9hfib7XHEwtEsRIrkx4ar5SPkbWvLC6jKhh1UarpFw8DMLpEt3gWFwCPRk+IFmb4MlRu2dHiB8k31L8xNBb/FktqzyS6rb6Euno8ZCtJpnoGYSfyj9y3H+bAInZiMZ2/zkT5y/Me21WHVNR0nzJLa/pWBo5dAfT4vVHrqEnhN4qgNFQsRJX1OPw8eXxYIwroiGOtiEr/KyPS5PLfnePVJ5baxfT7dZriBfUdK3ShW4VXmofjzTl8ScsM+YZZbsUjNK83eTfLY8t6Pp99PqdlY6ymt6pqb25hUFEESxW8TFpPsfb5fafj/ALAGJNoMJGz5cKReXtf8vz6Zr/l/W7maws9XuIry21OKMzenNbtJRZogVZ45FlP2DyR+P2skQebKUTYI6J9ZeffKGltpnlyGW7vPLtvp+o6bfasE9Kdm1RlaSWCEsaRRGOPijtyb978P80eE82Jxk79Uvl1fyRofkvU9F0nVLjV9QvL2zu/Wa3e2gKWxc8FV2dg/xfG5HxfCv7GGiTaakZWRSZa/5n8gyDzlqVhqdzPfeaoAbeye2MYt2NxHPJHLJyIZuSUQxjh/M2AA7eTGMZbD+aknnzUfKHmWa881W+qT2+tXqxNNoMtuzgTAJHJwuQ3D0QgZ4+S8/wDdfHJRBGzPGJR26Jzr/nTyndeavMXmC1vZZF8x6LPbm1aBla3u5IokWFmqVcExt+8X4ciImgGMYGgP5pWL5k8gajruk+cdR1G8tNS0yK0+s6HFAX9aewRUj+r3HMJFDL6acldeSfH/AK2GjyXhkAYhKdU86adqNj5ed+UV1Zavf6jfwKpKKl5PDKvBv2uPpuMIjzZCBF+5IfPOrWWsecdZ1WxLG0vruaeAsOLFHcsKjscMRQZQFRASPJM2cDSLzXfKXkvT7NS91cajqNhGeoXk1rIOX8oHrO5/yfiyF0S1XRJSjz9qlnqPmi6Onty0yzWKw04+NvZxrBG3/PQR+p/s8MRsyxigx7JM3Yq7FXqnEf8AQvv1ag5/pD9JdRXh6v1Pp4csq/iaP8o//9HkGZzt3Yq7FWwSCCDQjcEYqyv8zVWbzMNYjFIdetLbVE/17iIeuP8AY3KzL/schDk14uVdzE8m2Mx8veaLK806Dy95ileK2t356JrcdTcabKTXt8T2rNvJEPij/vYfj+1AjqGuUd7Cf+bPKV7r08zNHGnna2i+sXdtBQwaxa0qt/YsvwyTMg5Txr/e/FKi+p6seCMq9zCE6/q/7l5gQQaHrlje1irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVR9hrmqWFlf2VpP6Vrqkaw30fFG9REcSKKsCy0cA/AVwEIMQUBhS7FXYq7FXYq7FXYq7FXYq7FXYq9Uaa+8lflPYrdWph13Xrm/fTJW2a2s57e1incqd0nmjVVi/wCKJmfKucmj6p+QeV5a3uxV2KuxV6vxP+Gf8Ob0/wAH/XuHf1v0j+k69f8Alnyrrfm4/W/6X/HX/9KA+ZvKMulRRalYTjVPLt21LLVYlKqWpUxTJuYLhf2on/1k5pmYJW7SM726seyTN2KuxVl1wp1f8uLa4U8rryzdNbTDv9SvyZIW/wBWO6WZP+e6ZDkWvlL+sxHJtjsVZf5T85Q21vDouuNMdJil9fT7+2NL3Tbg7+tbNUfAW3mg+y/204S5Ax6hrnDqGSeZ/K0OvTw+o9vbeZ7xPUsL+CiaZrif78ieirb37HaWJ+CyS/77lf44g17mEZV7v9w8zvLK7sbqW0vIXt7qBik0EqlXVh1DKdxljcDahhS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq9KGhaQdC/wgLWH/Eg039N/XOK/WPrVPrH1Pl9vh+j/AIvS5f70fscsrve2jiN30+lguj6BrGsyXEWl2rXctrCbiaOOnP0w6x1VSQztzkReCcn+L7OTJptMgOaOuvJHmS2sJ78wRTW1oAbw2t1bXTwAnj+/jgkkkh+L4f3qJ8WDiCBMNW/knzJPp9vqK28cdhdRmW3up7i3gjYB3jpylkQeoXikVYv71+HwpjxBeMcmQ+SNKnn89+T7bWtNtfqd3CjwRelCyXFsWmCyTKvIO5dXWso9Tiif5ORkdjTCZ9JpgOWNzOvy2l0Kdr7TbnRoLq8k0/UpjqFyTKYxDZySRiGE0jjdZEDeq3qP/J6eQlbVkvnaS+StGsdS1WaXUgzaVpdrNqOoRxni8kUAFIlP7JmlaOLl+zz5YZFlM0Nky1+fzYmmyyah5Ug0zR7gAW0n6KFsIq0KGO74JcSH/jLcSq/7StgFd6I1ex397Dcm2M6/LaXQp2vtNudGguryTT9SmOoXJMpjENnJJGIYTSON1kQN6reo/wDJ6eQlbVkvnaWflxpWman5phtb+IXIENxLaWLMUW6uooWeC3ZgQQJZFVdj8X2P2sMjQTkJAT/Qzcaw2sWnmbRbWx0q0s7iSS9isIbGSxnjjL249SKOKSRpJPTi9GdpXl5/zfFkTtyYy2qi85yxudirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVXIjyOqIpd3IVVUVJJ2AAGKs2g0jTPJcIvvMMSXnmVlD6d5fb4ktyaFZ9QHj+1Hafaf/AHfwT4chd8mqzLlyU/OupX995W8sT6jO9xfXx1HUZ5pDVmM9yIOR/wCkSg/yf8nGI3KwFE0wvJtrsVdiqtaWs13dw2sC8p7iRYol8XchVH3nAgl6R+k7H/ldX1P1B+iuf+HOX7H1f6t+jK9fs/t/8NkK9LTXo/2X++f/0yPy4dG0qWUaN5vs5bW7UJeaTrVndQ29yn8sqxrdRVH7L+qrI32JMyjv0djKzzHyRutflVp+qW/6Q8nalYT3Dmkvl9b+CeVWP/LNIWR5Yz+yk8cU3/GXET70DLW0mI3/AOXfnzT6m78vahGg6yfVpWTav7aqV7eOSEg2DJE9Uhnt54JDHPG0Ug6o6lW+45Jmn/kTV7Kx1lrPVG46LrELadqh/kimI4zD/Kt5VjnH/GPIyDCYsbcwleuaNe6LrF5pN8vC6spWhlA6EqdmU91cfEjftLhBtlE2LQGFLsVZH5a82LYW0ujavbnUvLd23K4sSQHikIp9ZtXP91cIP9hIv7uX4ciYsJQvcc2X64dOnsLRfMcj6x5duB6Wh+dLVa3ttx6W17GT+99P9qCU+qq/FbzNH8ORHk1xvpsf5rDPMfk3U9FijvVePUNFuDS01i0JktpO/EmnKKWn2oZQki5IStsjMH3pBkmbsVdirsVdirsVdirsVdirsVdirsVdirIfIejW2qeZIRfKW0qwR7/VTtta2q+pIN/9+UES/wCVJkZGgwyGgnK+evK6+bB5p/RGqHVBd/Xd9Ut/TL8+XDj+j/7r9jhy/u/hwcJqmPAaqx8v+PMm0Hy3c2Xm/wA5Wfl5WMOpeXbi80LgaF7a8kgkiRKft8WMI/4sXIk7C+9rlKwL/nMW/LCG7tNc1G/uY2i0mw0++TWWkUhOElu8SQvUfbknMapH9pm/1clPk2ZeVLfOU0p8h+Q4Sx9JbS/dUrsGa/lBNPcKuMeZWH1SZToH/Kfflj/2yYP+T93kTyLCX0y97yHLXIZd+V//ACkV1/2ydV/6gJshPk15eXxCK/KfU5rXVNYs7UhdS1TSbm10vYcjeBknhVK7eozQ8Yv+LeH7WMwjKNh71b8sDqSa7rL6l6o0VbG9Hmb1+XAgwyCMS8v93/WSnpcv3nqfZwT5Iy1Qrn/CxmO68oDTwkmmag2oemQbhb+BYfVps3omyZ+Ff91+vy/4syW7ZRTb8r/+Uiuv+2Tqv/UBNgnyY5eXxC38ttNsr7XLkT26X11a2NzdaXp0lStzeRJWKIotDJ+1J6X+7PT4YzOy5DQZN5Y8zeZvOOp3Wj+cH+vaBDBcy38k8McY05ooXMc0TqqfV2WQLGI/sSf3fp5EgDkwlERFx5vLctb3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqyfTvy+12e1TUNUMehaQ+41DUmMKuBufRioZ7hqdBDE+RMg1nIOQ3KMbzVoXlyMw+TYZH1EgrL5lvVUXO+xFpCC6Wi/8W8pLj/LjwUTzRwk/V/pWHyyyyyvLK7SSyMWkkYlmZmNSSTuSTk21lP5j0t9V03SAKHR9LsrSUeEzRfWZh9E1xIMhFrx8r7yxPJtjsVdirLvy4jS01S68zTqPqvlu3a+BYVDXZ/d2UfQ/E1yyP/qRyZCXc15OVfzmK+vP6/1j1G9fl6nq1+LnWvKvjXJtj//UiN15E0lriW30zzPYvcQu0ctpqSyaZOrqaFW9YNbVBG/+k5l8Xk7MTPUIS7/LfzzaxfWBpE91bj/j5seN5EPf1LYyoP8AgsPEEjJHvTPTvzQ8yWSJp2vRyapb244J60kttfwCn2YruMrOnb4JfWi/4rwGA6MTiB3Cew+aL/U4wvl/z1dQyHppHmWQN7cUunEtrIN6fvVtsjXeGHDXMf6VLdb1X8wtIUSeYvL2n3EL7peT6VZPE4P8t1bRqj/7GVsIAPJlERPI/amQ8yaP5s8tz6jdeWdPvde0ONBeQI93bvJpsYEcc0XozrU2u0cokEn7v0pPsxsuCqPNjwmJq9ixP9N/l7LtP5XuYa9WtNTZaeJCzQT1/wCCydHvbOGXf9juX5Wyf7r1y19udpc/R9i2x9S+vyd+i/y1mFYvMGpWx6cbnTI2FfHlFdvQf7FsbK3Lu+1PPLEvlbRpJol812l5o96FXU9Iv7K+SK4jG4qYY5/TmjO8UqfFG37X7DRNnoxlZ6bpva+VbjRje635K81aZdeVZJFt7yC/Z/SJfdYLuGSH0mU/ZjncR8v2fSbBd8xuxMr2kPUh7/8ALryzrlq13per6Pour0q+mfpO3ms5m3r9Xdn+swnb+7ljkj/lnxEiFGQjmCR7mOXn5P8A5jWfD19Ip6q84uFxbSc12+JOErchv+zkuMNgzR70JN+WP5iRKGPlzUZFJoGit5JQa71BjDbe+HjHenxY96XXHlPzVbmlxo19CakfvLaZdx16qMPEE8Y70slgmhYLLG0bEVCuCpp474WSzFXYq7FXYq7FXYq7FXYqr299e20c8VtcSwx3SelcpG7IskdQ3CQAjmvIBuLYEUoYUss8qeZ1tbXXItUvpf3miTafpSuZJArtcQypFHTl6S/DI/7CZCQa5x5V3pNqXmbzJqlvHbalq15fW0RBigubiWZEIFBxV2ZV28MkAGQiByCDmvbyeCC3mnklgtVZLWJ3ZkiV2LsI1JogZyWbj+1imlWPWNXjuLW5jvrhLixQR2UyyuHhQEkLEwNY1BdvhT+ZsaWgg8KUz0rzR5m0eJ4dJ1e906GRuckdpcSwKzUpyYRsoJpgIBYmIPMIS81C/vbx728uZbm8kIaS5mdpJWYbAs7EsTt440kCkVqXmbzHqlvHbanqt5fW8O8UNzcSzIlBT4VdmC7eGIAQIgcgluFkmeleaPM2jxPDpOr3unQyNzkjtLiWBWalOTCNlBNMBALExB5hC3OpajdXzahdXU09+7B2u5ZGeYutKMZGJfkKda40kAIvUvNXmfU7dbbUtXvb62X7MNzcyzIKU6K7MO2IAQIgcgleFk7FXYq7FXYq7FXYq7FXYq7FUxsPLnmHUafo/S7u85fZ+rwSy1rTpwU+OAkMTIDqnK/lf55ADXOmfUFO5a/mgsgAe5+syRYOMMfFi2PIlpBQ6j5o0W0UfaEc8l6/0CzinU/8HjxeS8fcC2NL/LW1FbnXdQ1F/wDfdjYpEv8AyNuZg3/JDBZW5dzhrf5e2lBZ+Wri+Zf92anfsQf+eVpHbU/5Gtho968Mu9w/MjWLYU0ax03RD2lsbSP1gB4XE/r3C/NZeWPCvhjruxzUNS1HUrprvULqa8un+3PO7SufmzknCAzAA5IbClPvIujRax5t0yxuKfUzMJb5j0W1gBmuCflCj5GRoMJmggfMOsTa1r2o6vNtJf3Mtyy+HquW4/7GtMIFBMRQpL8LJ2Kq1paXV5dRWlpE89zO4jhhjBZ3djQKoG5JOBBNMq83zW2iaVB5MsZVmkt5frXmC6iIZJb6hVYVYfajs0LR/wArzPM/8uRjvuwhueJin1a4+rfWvTb6vz9L1afDzpy418ab5Nnb/9WI+eI01mzs/Otso/3Jn6vrUagARalEo9RiB0W7T/SU/wAr1l/YzLjts7OG3pYraXt5ZzCa0nktpl6SxOyMP9kpByTMi2RQfmb51WMQ3eofpS3Gxg1SKK/Qjw/0lZSB/qnBwBh4cV/+K/Kt7/x1/KlsHOxuNKnmsX+fpubm3r/qwrgo968BHIpro2seWbFy3l3zXrHltmrzt7uET27V7O9q/wAY8eVngIPUMSCeYEmS6NqOsxanDqVnB5X8y3kJJW4spk0y8cEUPKKtl6odTxkV7abny44CPewkBVeqKn5u/Lbypb6QnmObTdc0CC5dhe26QxXUVlOTXjwdrZ2tW/3TOssit9hvTf4cYzPJYZDdbFhJ8o+V7j/jm+cLEt2jv4LuzalPERzxV/565LiPc28Z6hr/AJVvrsu9hd6XqI/5dtSsi3/IuSWOTt/Jh4wviDzWyfld+YSKzLoF5Oq9Wt4/rA28DDzrjxhfFj3quiWX5geWL57hdDvlhkX0b+yurSb0LiFvtQzoygMrf8Ev2k+LAaKyMZdVbzR5J52reYPLtncrpDMovdNmRvrOnyv0jeo5SW7n/ee4/a+xJxl+0iXQojPoeaW6N5217R7dtMmEeoaRy/e6NqCetb17lVajwP8A5cDRSf5WExBZGAO/VMorTyTrLF9G1CTytqcm31G/kaSyY+Ed4g9SIVHS5Tj/AMX4Nx5sbkOfqQ+rL+ZPlkobu81G0gmoYLuG5ka3lA6GKeJ2ik/2D4iikcMlKL8zvzEjXj/iPUJF7rNcSTA18RIWrh4B3J8KPciIfzG8+Tg/vYr0AjkZtPs7nftUyQOa++DhCPDiv/xfrD/70eWNJnHT/jlRw7df+PcQ48PmvAO8/Nv9O6ZN/vZ5Esif5rZtStz931h06/5GNea8J7/ud63kicUn8papak787S/6e3Ge1l/4ljv3o9XeHfoj8vp9lPmCxJ2DPaW92o9zxktj9wxsrcvJ3+CfLc+1r5lMbH7IvtNvINz0qYFu1Xr448R7l4z3O/5VZrMo/wBA1LSr9j9lEvFt2PyW8FsceNfFHmhLn8sPzAgVn/QdzcIhId7RRdKKbGptzKMPGEjLHvY9d2N7ZSmG8t5LaUdY5kaNvuYA4WYNqGFK+KCaZisUbSMBUqgLGnjtiqt+jtQ/5ZZv+Rbf0wWiw79Hah/yyzf8i2/pja2Hfo7UP+WWb/kW39MbWw2ml6m7BUtJmZjQKI3JJ+7G1sK/+HfMH/Vsu/8AkRJ/zTjYRxBw8ueYTsNLu6/8YJf+acbC8QRH+DPOH/Vi1D/pEn/5owcQXjj3qkXkTzvMSIfL2pyEbkJZ3DU+5MeId6OOPeqr+XP5hMwUeWNVqTQVsrgDfxJSgx4h3r4ke8Ij/lVn5j/9S1qH/SO/9MeMd6PFj3uP5XefwaHRpgR1BMYP/EseML4se93/ACrDzrWhsogelDd2Y++s2PGF8WLv+VaeZxvI+mxIN2kfVtM4qPE0uDjxhfEH4Bd/yr2+UVl1nQ4x2/3KWklf+RTyfjjxL4nkfk7/AALarX1vNWhxU2/v7iXfw/c28v8AwX2f8rHi8l4/Itnyv5OiP77zlavStRbWd9Idv+MkUCn/ACfixs9y8Uu5r9F/lrBvNr+pXXYrbabEg8a8prtdu32MbK3LubE35WwiotdbvWG4DT2tqp770iuT7bHH1L6/J3+IvIkX9x5R9Xw+uajcSff6C2uNHvXhl3u/x3BF/vF5Y0S2A+zW2kuT7V+tyzg/d/xtjw+a8HmXD80POke1ndwaeo+wtjZ2lrx6UoYYkbag/awcAXwopdf+dPOGoVF9rl/cqeqy3MzLvXopanfCIhkIAdEmZmZizEliakncknJMmsVdirsVdirsVdirL/Lw/RHkrXNdb4bnU6aHpvykAlvX/wBjAEh/6OcgdzTXLeQH+cxDJtjsVTDQ9A1jXb9bDSbV7u5YVKoNlUdXdjRI0X9p3ZVXATTGUgObJptR0fydbSWmhXKaj5nlUx3euwkmC0RhR4bEmnOVh8L3n8vwwf78yNXz5MKMufJi+i6NqOt6pBpunxGa7uWoorQAdWd2Oyoi/E7t8Kr8WSJpskQBZe1f4Y8lfVv+VVfW0+ufUf01+naN/wAdT0+fDjTl9X+p/Fw4/wB38f8Ae5VZ+pxeKX1/5r//1oJ5L1yxtJrrSNYJPl/WkFvfkDk0Dg1hu0H89u/xf5cXqR/t5mSDtJx6jmEt8w6DfaDq9xpl6B6sJBSRDWOWNhyjljb9qORCHRv5cINpjKxaW4WTsVdirsVZD5R89+ZfKupQXulXkipE1Xs2djBIp+0rx1p8Q7/aX7S/FkZRBYTgJDdnWq+YL3XLGXXtGtLHXrKJeepaNqNnBLfWNftMJoliuZ7Sv2Z1k5L/ALv4t8eQArZqEa2OzEP0/wCQbygv/K8lkzGrzaVfSR0PtFdrdr/sea5Kj3tnDLvXRaf+Xc7CSy8wahpMwrRb2zEqio/39ays/wD0742VuXcj4NF8yin6C86WV3tSNItTksZCPDhefVd/8nGx1COIdR9iY2Nz+fXl27t9QQ6xd21u3Mp6k19ZOD1V/SeWIq1fHl+0vFsB4SxIxnbZE+afNnnk2R1/y9r2rQ6YGCanpc1xK0+mzsaBHLHm9vIf9552/wCMUn737QAHIojGPIgMS/5Wn+Y//Uy6h/0kP/XJ8A7mzwo9yvY/m/8AmZZ3SXMfmG8kaM1CTv60Z9mSTkp+7BwDuU4YnoycfnVd6yOOrajqug3rbG/0i4kltyaUDSWUz7f5XoXEf/GLI+HTX4NcqKjeTfmvfIZ/LvnC78x2qAtTTb2dLpV6/vLNjHc9u0cif5eH09QkcA5jhYjN5+/MeCV4ZvMesRSoeLxve3SspHYgvUZLhHc2eHHuCz/lYv5g/wDUz6t/0nXP/NePCO5fDj3B3/KxfzB/6mfVv+k65/5rx4R3L4ce4O/5WL+YP/Uz6t/0nXP/ADXjwjuXw49wd/ysX8wf+pn1b/pOuf8AmvHhHcvhx7g7/lYv5g/9TPq3/Sdc/wDNePCO5fDj3BEL+aX5jqoUeZdRoBQVuZCdvEk1OPAO5HhR7le0/N/8zbSYTReY7xnHQTOJl+lJQ6H/AIHBwDuU4o9zI4v+chvOM6LFrCLdoo/vrWa40+f/AIK3cQn/AGcD5Hwgw/Lx6Ol/MOHVl4xedPMfl+YnkEupnvIBt09e1ME4X/o2kx4a6BfDrpEqEkX5wzI0uiea7zzDAili2lapPPKFH81sXS6X6YMPp6hfR1FfBjFx59/Mi3meC48xazDNGaSRSXl0rKfAqXBGS4R3NnBHuCn/AMrF/MH/AKmfVv8ApOuf+a8eEdy+HHuDT/mF5+dSj+ZdVZWFGU31yQR8uePCO5fDj3BQ/wAZ+cP+r7qH/SXP/wA148ITwR7nf4z84f8AV91D/pLn/wCa8eELwR7kP/iLzB/1c7v/AJHyf81YaC8IWS63rUyhZdQuZFBqA80jCv0nGk8IUW1C/ZSrXMpUihBdiCD9ONLSHwpdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVVbS1uLu6htLaMy3Nw6xQRLuzO5Cqo9yxwIJZP+YV1bwXln5ZspBLY+XITaGRPsS3jNzvJh7NP+7X/iuKPIx72GMdf5yS6J5b17Xbj6vpFhNeyjd/SUlUHi7/AGI1/wAp2VckSAylIDmyAeWvKOhfvPMmqjUb1d/0LozrKeX8s96Q0Ee44uIRcPkbJ5MeInkEDrPnnULywbSdNt4dF0IkV02y5ASU6NcSsWmuX/4yvx/lRcIikQrc7lJ9J0nUdX1GDTdNga5vblgkMKDcn9QUDdmPwqvxNhJpkSALL1/yv5asNHt2iEvp+W4Ty84+bGqtvchCCNNsjTnLbvLxineIc7j/AIx8Eeom3GlK/f8Awx/3yQf408h/4p/SPpX/ANf+t/XP8U8l9X1+VafUK+l9S/Z9H1fX9L/dn+6slwmmfBKq/wBi/wD/1+QZnO3Zrol1a+a9Ig8sanMkGsWYK+W9SlPFWBNTYTuf91uf95nP91L+7/u5Phgdt2qQ4TY5fxMQu7S6s7qW0u4nguYHMc0MgKujqaFWB3BByTYDajhS7FXYq7FUVpmqajpV9Df6dcSWl5A3KKeJirA/R2PRl+y2Ai0EA82Vm58qebyTetD5c8yP/wAfirx0y7c95kX/AHjlY9ZYx9X/AJo4vtZHcNdGP9IMc17y5rWg3n1TVbVreRhyic0aOVOzxSLVJUP86My5IG2cZA8ktwsle0v76yl9WzuJbaX/AH5C7Rtt7qQcCCLZTpH5tefdPlj9XVZtStB8M1jqDG6hliP2onEvI8GGx4nImAYHFE9GReadZ0qSyi8xWHlvSNS8t3z+nIGt2tbizuSOTW0zWUlvvQcoZeP72P8A4sV8AHS2EQeVm2MHV/y4uiRc+Xr2wJ3D2GoB1Ht6dzDKT/yOyVHvZ1LvcdM/LW6/3n1zUdPb+S9sI5V/5GW85b/kjjZW5dy+LyZYvIs2k+b9JkZSDGZZLmxlU12/3ohjRfolwcXkvH3gsogt/wAzLqNINS0+w87WSiiB7i1v5+NKfu7m1m+ur12/ecf8jI7e5r9PT0pff+RNFmr6+n6z5Qu/2k1G0mu7CvT4Z40SeNSR3hn/ANfCJfFkJnykkF/+XXmi2t5Ly0gTV9OjJD32lyLdxLT+cR1lh/57Rx5ISDMZAxkgg0PXJM2sVdirsVdirsVdiq+KWWKRZInaORDVHUkMCO4IxVk9t+Y/mH0VttXEHmCzUcVg1aP6yygbfu56rcxf885lyPCGs4x02VAv5b6x0a68r3h7PXULAn5jjdxD/Y3WDcea+of0kNqX5e+Y7S1a/tI4tY0tBVtR0uQXcKj/AIsCfvYf+e8cWESCRkHuY1kmbsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqK07S9T1O5Ftp1pNe3LfZht42lc/7FATgJQSBzel+UPJFx5Qjn8z+bLqHQbiOOSDQlmPryi8YcWlMEHqOHto2LoknD996XPguVylewaJz4thuxr9L+QNIaum6XN5gvFNRe6uxhtuQ/aWzt25NX/i66b/UyVEtlSPPZLda87+ZtYtxZ3N4YtNX+70y1Vba0UDpSCEJGaU+0ys3+VhEQExgAkOSZsv8p/lV5y8zcJrW0FppzAu2pXp9C3CLuzqzfFIq/tekr8f2shKYDXPLGLJ9J8zeX/KYm8u+StPXzL5j1JvqdzrdwlYZOTU9G1gBq0LH7RkfjN+2skXHIkE7lrMTLeXpCU/mX5u1C4ih8sNqTal9Sf1dWvFP7mW9A4+nAooiWtotYoFjVEZvVl4/GuGEerLHDq8/yxuf/9DkGZzt3Yqzi31Gw8728Wn61PHZ+aII1h03WZPhjvFX4Ut71v2ZQPhhuj/qT/78yFV7mquHccmI6ppeo6VfzafqNu9re27cJoJBRlPX6QRurD4WX4lyQNtgIO4QuFLsVdirsVdirIdC87applp+jLmOLVdCc1k0i9BkhBPVomBElvJ/xZA6f5XLImLCUAd+qY/4c8qeYPj8s6h+jtQb/pRatIqcmP7Nte/DDJ4Kk4gf/XwWRzY8RHNjWr6Lq+j3jWWq2ctldJ1imQoaeIr9pfBl+HJA22CQPJBYUp35X8z3GhXMwMK3ml3yehqmmy/3dxDWtK/sSIfjhlX44n+LIkWxlG0R5l8rR2drHrejStfeWrt+FvdMB6sEtKm2ulH93On/AAEyfvIv8lB6IjK9jzY5kmbsVdiqZ2HmfzJp1P0fq15Z8dl9C4lip8uDDAQGJiD0T6y/N/8AMmzmWeLXJXnUcVluEhuHAPblMkhyPAGJxRPRFv8AmvNqd6LjzT5f0vXa7SytB9VuWFa/39vwP/Bo+PB3I8KuRITuOX8jdbQfU9NbRbwje0vLy5hjLU39O7C3yf8AI6CHI+oMP3g80Hq/kTyxY25u59M16CwJ+HUbKWy1e0p4iaEQJ4Hizq2ESKRkJ7v9yx8aH+Xs+8Hmm4tgdwt7prrT2LW81xX/AIHDZ7mfFLua/wAEabMK2XmzRpweiyPdWrfSLi3jUf8AB4eLyXjPcXf8q18xyb2c2m36jva6nYyH/gfWD/8AC48YXxB+Asn/ACy/MGFOZ8vX0qDq8ELzr98QcY8Y70+JHvSe70HXLOv1vTrq349fVhkSm1f2gO2GwyEggMKXYqitN1XU9Lu1u9Nu5rK6T7E8DtG4/wBkpBwEIIB5smPnnT9WPHzbo0OpSN9rVLPjY34J/aZ41ME5/wCM8DP/AMWZHhrkw4CORd/gnStX+PylrEV7K32dIv8AjZX/ALKnNjb3Bp/vqbm3++seKua8ZHMMZ1LS9S0u7ez1K1msruP7cE6NG4/2LAHJAswQeSFwpdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiq+KKWaRYokaSRzRUQFmJ8ABirJLX8tvOk0C3M2mtp1m3S71J47GGnjzuWiBH+rkeMMDkiqjyv5RsATrPmiGWRdzaaRBJeOfb1Zfq1uD/qyyYLPcjiJ5Bv/ABD5H04U0ny41/MPs3es3DSiviLa2EEX+xkebGj3rwyPM/JFaZ5k89+a76LQbO/GnWEnJ5oLJEsbOGBAWllmW3WNTFElWYycv+CxIA3QYxjulXnTXrPUby3sNKDJoGjx/VNKRhRmWtZLhwP923MlZX/2KfsYYhlCNc+ZQOieWPMOuS+lpGnXF6w+20MbMi+7v9hB7u2EkBMpAc07/wAGaLpfxeZvMFvbSKKnTdMpqN3UdVZo2W0ibt8dz/sMjxdzHjJ5BPfLMljKZbjyvo9vpOm2JBvvNuuEXskIG6lEZVtlnb/dUEMEs7N/uzj8WA+bCXmf82KW+bvzCu9USTRtGmupbK4KpeX90xe+1Bgfh9ShPpW4b+5s4v3aftc5MMYsoY63LpuPkLTpLYU/xtfxcLhhQ/oy1lXeMEdL2ZT+8P8AuiJuH947cX6vcv1n+j/umC5Ntdir/9HkGZzt3Yq7FWXab5r03U7CHRfOCSXFrAoj0/WoQGvbJey7kfWbZf8AfDnkn+6XX7OQI7mswI3il/mHyfqWjxR3qPHqGi3BIs9YtCXt5KfssaBopR+1DKEkXCJWmMwfekOSZuxV2KuxV2KuxVkmk+fddsbNdOufS1fR1O2l6kn1iFf+MRJEsB94JI8iYhgcYO/Iov6v+XWtU+rzz+V75v8AdNzyvbAt02mQfWoR/rxXHH/fmDceaPUP6SE1H8vfNFnbteQWy6ppq7/pDTHW8gAPdmi5NF8pljbCJBIyBCeWvNF/oNxKYVS5sLpfS1HTZwWt7mL+WRfEdY5F/eRt8SNiRaZRtN9Q8o2Gr2kuseTWe5to1Ml9och5X1mO5AH+9VsP2ZoxzRf75F+3gEq5sROtpMPybY7FXYq7FXYq7FUdpOuazo9wLnSr6exnBB9S3keMmnjxIqPngItBiDzT/wD5WFNemnmLR9O1wN9u4lh+q3R/6OLQwOze8vq5Hh7mHh1yNOCflfqPSTVPL87deQi1K2B+a/VZ1X/Yy47r6h3Fr/AAuzXQ9f0rVAf7uH6x9SnPt6V6tv8AF7Iz48Xevid4KFvPJvnvRD68+lX9olKi6jjkMRAPaaOsZ+h8PECkTieqjaeevOtnT6rr+owAU+FLudV2NdwGoceEKYRPRHf8rR89t/f6obvx+twwXVe2/rxyVr3x4Ajwo9zv+Vh6hJ/vXpGi3ZP2mfTLWNj41aBIW3/65x4V8PzPzd/jLQpv97fJ+lSf5Vu99bN7/YueH/CcceE968B7y79Ofl9J/feVriKvU2upsgHyE0E//EsaPevDLv8Asdz/ACtk/wB065a/89bS5/5l2+PqX1+TJ9M83eUltE0+71+91HSUqF0zXNKiuo0HX91NFeevb+H7hl/1ciYlgYHnX+lKG1by1+UWqMj+XvNH6Ju5acrLUYLlrYMevG4EZaJR/wAW+r/xlxBl1CRKY5hQ1f8AJfXNKtobu41nR2srgVt7xLlxbyb0oszxJET7c8RkBUZgehSj/lW3mGT/AHkuNLvvEW2qae59vhMytv4ceWS4wy8Qefyaf8r/AMwQhePQrq4VRUtaqLkU/wCeJk69seML4se9Krzyt5msq/XdIvbamx9a3ljpvT9pRhsMhIHqlhBBoeuFk1irsVdirsVdiqva2V5eSiK0gkuJT0jiRnb7lBOBBLILf8svPk0InfRp7SAiomvuFklPHnctEtPeuDjDDxI96r/gS0tt9W8z6PZBac0inkvpN/BbOOdCf+ei4OLyXj7gXCz/ACxswRPqWq6vIO1pbw2UR9hJO88n/TvjutyPc7/FflKz/wCOV5StmcbCfVLme9b58IzbQffE2NHvXhPUrZfzN85cGisbxNIt22EOlQw2AA8OVusch/2Tth4AvhxY3dXl3dzGe7nkuJm+1LKzOx+bMScLMBFaZ5e17VXCaXpt1fMe1tDJL/xAHEkBBkBzZLp35Recbu+hsbgWmm3dw4jht726hSdm8Bbo0lxt3/dZEzDA5Yp/ct+XXlXy/c+W21e6v9VuZCuvXGkxJwlEZqlrFdTsoS3VhykKQy+tJx/YXhkdybYjikbpjA84+XtP20LyxaRyDYXeqO2ozbdCEcRWoP8A0bZLhPUs+AnmUt1fzl5r1tEt9Q1Kee3Hwx2SH07danokEQSJf9imERASIAJvbeUNM0KBNQ86vJbuyiS08uwkLfXAO6matfqcDfzSD1mX+6i/awcV8kGZO0fml+seYdc803VpplrbCKzib0tK0OxRhDGW2+BBVpJX/wB2TPylk/abCAAkREd069Sw/L9aQvFfeeKFXlUrLbaXUUohHwy3y92+KK3b+eT4lH1e5j9f9X/dMGlllmleaZ2klkYvJI5LMzMalmJ3JJybasxV2Kv/0uQZnO3dirsVdiqb+XvNWtaBNI+nzD0Jxwu7KZRLbTp/JNC9UcfRyX9llwEWxlEHmnZtPI/mX4rOZfK2sN1s7pmk0yVj/vq4+KW1/wBScSRf8Xrkdx5sLlH+kEj17yr5g0CVI9WspLdZRWCfZ4ZV/mimQtFKvujtkgQWcZA8kpwsnYq7FXYq7FXYqi9N1XVNLuVutNu5rK5X7M1vI0Tj/ZIQcBCCAebI/wDlYlzfGnmXSrDXwdnuJ4vq93Qf8vVqYZGPvN6uR4e5h4dcjSrY3HkB7uK806/1XyrqUTB4ZSFvoY2H8ssJtrhP+RUuO/vQeLrUmWHy1onm80u77TLjVn3XW9Gljhllr+1d6Zc/VHkf+eS0X1P5o5cjdMOIx/H++Yh5u/Kfzt5WQ3F/YNNp1OS6jbBpIePi9QskP/PZI8lGYLZDLGTD8m2OxV2KuxV2KuxV2KuxVH6ZruuaU/PTNQubF615W00kR/4QrgIBQYg808/5Wd5tmHHUpLbV0pQjUrO2umP/AD0kjMtflJkeAMPCHRx83eW7n/jo+UbBn/37YzXdm3/A+rLD/wAksPCe9eA9C43H5XXJ5NZ6zppbqsVxbXqL8g8Vqx+l8d19fk4aH+Xs5Bt/NFxbA/s3umsvH5tbzXFf+Bxs9y8Uu5w8kaZNvZebdGnU9BK93bN9IuLeMDf/ACseLyXjPcWv+Vb65J/vHe6Re+0Oq2HKh78ZJo2/DHiC+IPP5O/5Vd59b+60l7ivT6vJDPX2HpO/xf5P2seML4se9Qn/AC3/ADBhJ9Ty1qlAORZbOdlA+aqRjxDvT4ke8IjR1/Mvy2zSafaalZxS7SwvbSmCXbpJDIjRS/J0bE0UHhkmMz+X9VIXzD5butBvZOmpaRC4iJ6VksZiEp/N9Xlg/wBTBuORRuORtDz/AJYeY/ROoeXJU160jHMvY81uox/xZaSBLlD/AKiSJ/l48Y6r4o5HZJIPNXnHTZDFBrGo2UkfwlI7meIrTalAy0w0GfDE9GR6b5w/N/VeK2j32sg9BJaLfg/8jYpvHAYxDAwgPJkEWifmXIiy6v5S0OKM/bn1O2sdOJ71bg9o5rTsMjY72HFHoSqxeW/KUhJ1jTdGicfbXRptZnk6bUVFu4AP9n/xLGyjiPS/9ihdR8p/ldIwGmaV5umlG8ggt43iA9jJGsvX+YYiUvJInPqYptp3kf8AL2S2DWvlXzPJMNi2q2F1LFXbvpzwt38MBke8MTOXfFMh+X3m77ehWPl7TSB8LXek3cLrt0EmpwXKcv8Anr/zTg4h1tHiDrxfP/iUg13QPzwhVoJNfg9EEBobPVLSyjqdhWMSWy+H7OSBizjKHd9iUW35Gfmdq5NwyW8zlSzSPfQTtsaUrG8tcPiAMvHiFC6/JnWtPJ/SupWtkqmjA2+pSv0rsI7Rh/w3+Vj4ijMDy/QlcvlnyPatxvfNMpfuttpk7EjpUfWHtf1YbPcy4pd32rK/lZD21y+I/wCYSyB/6jMPqX1+Th5l8lW+9n5RjlcD4W1C+ubjfxKwfU1P3Y0e9eGXe4fmPq8Brpen6VpRB2e10+3aQewluFnl/wCHx4V8MdbVLLVPzI853X1BNUvbyONC8/q3DR2kEI+1JKSywwxqOrHBQCkRj0VL3XtJ8s2M+j+VZvrOoXKGHVvMYBUuh+1b2QPxRW/88x/e3H+RH8ONXzQImW5/0rDMm2sg0LyTq+q2rajIYtN0SM0m1e+b0rcEfsoaF5pP+K4EkfImVMJTA26pofNHl/y0ph8nwNcakNn8zX0Y9YHubO3JZLYfyyv6lx/xiwUTzY8Jl9X+lSzQfK/mHzVdz3YY/V0YvqOsXjkQxk7kyStUvI3aNecsn7K4SQGUpCLLotN1/T7Z9M8gaFqdxNOpivvND2cqTzKahkt6rSzt2/1vXl/bdf7vI2OrXYO8j/msb/5Vr5hhFdTn0/SV2P8Ap1/axv8A8ild5/8AklkuMM/EHRv/AA75Hst9S80fW3X7UGkWcs1T4CW6Nmn+yUPjZ7l4pHkGzr/kLT/+OV5bfUJV3W51m5aRa/8AMPai3T6HllwUe9eGR5lv/lZ/mT+59DTf0b/1av0dZ/VP+A9Ply/4s5+r/l48AXwg/wD/0+QZnO3dirsVdirsVdiqd6F5y8xaJE9tZXZNhL/f6dcKs9pJ/rwSh4if8rjz/wArImILGUAU0/Sv5fawQNT0ubQLtvtXukt69sSa7tZ3DBlH/GK5X/JjwUQxqQ5G1v8Ayr83oD+Xda0/WeX2bYTCzu/l6F36PI/8Ynlx4u9fErmKSTWPLfmHRZAmrabc2DE0U3ETxhv9VmADf7HJAgshIHkluFk7FXYq7FXYq7FXYqm+kebvNOjkfovV7uzUbenDNIqEeBQHgR8xgMQWJgDzDM9M/OCznAi83+VtL19T9q9WCK1vN9iTJGnFv+AT/WyBh3FqOHuJCO/5AnrXxWlsmmzvQm2uLi6sCD34zEapbH/J5+h/scHqCPWPx/0ipXH5XaFLA09nb621v2utPWx1yEClas1pLA/H5xr/AM0njKfFPl/uWNz+UPKiytCnmuK2nGwi1GwvLZq9uXpJchfvw8R7mfGe5S/wC0n+8vmLQ7mvT/Tlt69/+Ppben04eLyXxPItn8sfOLH9xBa3Y34m1v7KevyEczNv22x4wvixU5fyw/MONef+HNQkTs0MDzA18DGHrjxjvXxY96Xz+T/NtvX6xol/DQ8T6lrMtD4bqMPEGXGO9AzaZqUJYTWk0ZQVfnGy0FK71G2NpsIbCl2KuxV2KuxVtVZmCqCzMaKo3JJ7DFU707yL501EBrHQr+dD/u1beX0xXxcrwH0tkTIMDOI6ptB5D83WQBu7+z0VVIZRdalbQuD4iJJWmqP+MfLBxBHGD5o2IR2BP1v8x2SQ05Jpg1C5alenJxaxH/kZg+DHn/CiYfPujaeCIfMXm3UGB34Xi6dG5Hye8bif+Cx4fILwE9Iqn/K8NWth/uPt7suK0l1DV9Uu2H+xSe2iJ/55Y+GjwR1+4Iq0/wCckvzCS4c3ptru0kXg9sEMLKOlY5YyJVf/ACmaTB4QQdPFt/zBk1lT9Q87az5eu5NvqupTSXFrUjot3bASoK/z2vw/z48NdF8OugKXaifzss4Gu4dc1XU9PX/j/wBM1Ka9gp4s0Ej+n0/3aEwjhZDg7gxebz757lHGbzFqkgBqFe9uGofpfJcI7mfhx7gh5fNnmqZQsus30ig1Ae5mYV+lsPCE8A7kLLrGrTNylvbiRgKBnldjTw3ONJoIQkkkk1J3JOFLWKtqzKwZSVZTVWGxBHcYqmVr5n8y2gAtdWvbcDp6VxKnev7LDBQYmI7k0i/M78w404f4iv5U7rNO8wPzEpeuDgHcx8KPcv8A+Vnec2/vbq3n8frFjYz7+P72F/i/yvtY8AXwoo3SfNPmrW7sWlj5d0vVbp92jh0a0Lk1+2xhiRhv1avHAQB1QYgdT82SfpLy3oi+p5w07Q7m9X7Oh6TbI9wD/LPcxSC2g9wPrE3+QuRonkwon6bSK7/NppbGTSofLGkQ6I0vqppyrdovLsZWhuIfXf8AypR8P7HDJcHmyGLrZtMdNs726tE1C+8m+X9F0l/s6jqjahbRN3/dKbszT/8APCKTAfeUE9LJa1Xz1+Xum24t9C8r6bqWoIwZtTnt547Wo/33bTT3Ezr7zSx/8YMRE9SohI8yh2/MXzl5v1KC2j8v6bql2ihLe3Wx9cRoKD4VdnEUY25U4x48ICfDjEc03/xdaeVfi1dtJv8AV0J/3B6Np+nJAj9P9Lvkgb4l3/dWfJv+L0wcNseDi5XTFdV/N/8AMG/mkaHVpdMtmJ9Oy00m0hjB/ZQR0b6WZmyQgGYwxHRjd9r2uahX6/qNzd16+vNJLX/gyckAGwRAQGFLsVdirsVf/9TkGZzt3Yq7FXYq7FXYq7FXYq7FU70fzr5t0eP0tN1a5t7elDaiQtAR7wvyib6UyJiCxMAeYTE+fYbyo1vy7pWolvtzxwNYzk/zc7JoEr/rRtg4fNj4dciXfWPyuvaGSz1fR3P2vQmgv4h7hJFtZP8Akq2HdfWO4tf4W8pXO2n+brZXP2Y9Rtbq0Jr25RLdRD6ZMbPcvEeod/yrfXJRXT7zS9THha6jac6b/wC65ZIpe38mPEF8QdbUbn8tvP8AbJ6j+Xr949/3sMDzJt/lxB1/HHjCRkj3pNd6Pq1mSLuyuLcrXl6sTpSmxryAw2yBCDwpdirsVdiqrb3NzbSrNbSvDMv2ZI2KMPkRQ4opkdv+ZvnmKJIZtVe/t0+zBqCR3yU8ON0suR4Aw8OPcvPnfTLkcdU8q6Tc9ayWyT2MlT3/ANFlji+j0cHD5rwHoS2L38sLrebS9W0x/G1u4LuOlP5JoYX6/wDF2O61LvCKsfKvli+YPonmS6gkcURbzTriM+6l7Jrz9WNnqEGRHMJ/D+WH5yLB9Y0S+lv4VUDlZ3ssB4HdfguTbScTT4fgyPHHqx8WHVq38v8A/ORUUZkFxrNtBBuz3GoGCJR4kzTInH/hcbgvFj8nfpD8z0FNQ89WEBH2o7jVYLoqen2YTc0bftjQ7lqPd9jv8SXkIpf/AJhWU8g6i302W8IH+S89tCv/AA+NeS8P9F3/ACsPy/AKTateaq4/a/QejQj5B5xcuB/sMeEr4Z7v9lJzfnD5biBRfKVrqgH2H1SLTWA9+FrY21P+Dx4D3r4J7/v/AFpPe/my87f6P5S8s2i9hHpcTn6TIX/VkuDzLIYvOXzRVl+fPnawXjYQaZZrSlLeyii2P+pxweGEHBEoHUfzZ1jVCW1TS9Nv3bdmuI53qa1rQzcevgMIgkYgORQP+N9PbeTylobt/N6d6n4R3SL/AMLh4fNPB5l3+LvLb/FN5M0sydzHPqUS/wDAi7OPCe9eA95+x3+IvIz15+UQncejqFyv0fvBLtjR714Zd7vr/wCWM329G1ezPb0dQt5h8yJLRD/w2NFal3h31f8AK6bZb7WrNj0L2trcqK+JWeBtv9X4v8nHdfX5O/w95Ek/ufNpj8PrenXEfXx9Brn/AGX/ABtjZ7l4pdyJ0/y0LK5W70TzvpcM4p6c0c97ZSivvJbxcd/8vAT3hBlfMFkgbzZffDqr+WPNYPU3N7YR3RHQ0uEmtLqv+U8jZHbzDDYcuKLR/LfSdRH/ABxr/SJ2/asL2w1a336MsZlhm4f895MeJfEI63/sVr/849ea7lPU0a5ivUpX054ri0k+VXRrev8Aq3DY+KE/mB1SHUfyX/NCwYiby/cSb7NblLgH/kSz5IZAyGaJ6oP/AJVZ+Y//AFLWof8ASO/9MPGO9Pix73f8qu89A/vdM9Delbie3gFfnLIg+ePGF8WLf/KvL+L/AHv1jRrAinJZNRt5mFfFLVrh/wDhceJfE8i3/h3yLaEHUPNX1oqAXi0qymmJPdRJdGzT/ZfFjZ7l4pdAmmnWekEhfLnkjUtenO6XOomaVK+ItrJIVp/rzy5E+ZYknqaRuq2P5m3Vo1nq13ZeVtHbZtOae20yGng1rCRPKf8AXikfEEe9AMenqLHxpP5d6dQ6hrdzrMo2a20m3MMVR/y83gRqf6to+GyzuR6U2PP0WnbeV9Fs9GYDa+kH169r4ie4BSM/8YIYceHvXw75m0LaaH53843MuocLnUaf706pdyUhQD/flzOyxJTwZ8NgJMox2Rv6I8h6F8Wr6i3mG/X/AKV2kt6dqCO0t9Ip5j/mGhf/AIy4LJRcjy2QerefdYu7N9M0+OHRNFfZtN05TEkgGw9eQlprg0/39I+ERSMY5ncsayTN2KuxV2KuxV2KuxV//9XkGZzt3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqrW15eWr87WeSB/5onZDt7qR44EEJzaef/PVpQW3mHUolHRFu5+PSn2eXHBwjuYnHHuRf/K0fPjf3urPceP1iOGffx/eo/xf5WPAEeFHud/ysvzQ2066dcKdnWbS9Nfl/rH6vyb/AILHgC+GPwS4fmJqf7Wk6Gy91/RFgKjwqsQb7jjwr4Y7z82v8fz/APVh0T/uHxY8K+H5lsfmBcjddC0MN2P6Ogah8aMGU/7IY8K+H5l3/KxNU/6tWh/9wfT/APqjjwr4Y7z83f8AKzfNwqUksYif2o9M05GHyZbcN+OPAF8Mfgl3/K0fPo/u9XeCnT0I4Yae49NFo3+UPix4AvhR7kPc/mL5/uQRN5k1NlIAKfW5gpoa/ZDAY8I7kjHHuSq61vWbuv1u/ubjlXl6szvXl1ryJ64aZCIVNK8x+YNJYNpep3ViQa/6NNJF/wAQIxIBQYg807P5k65c7a1aafri+N/aRGXfr/pEIhud/wDjNkeAMfDHTZwvvy21Ha602+0GY7erYTC9gFe5gueE1B/zFtjutSHmu/5V/wDXyD5Z1mx1st9i05/U7z5fV7n0+Z9oJJseLvXxK5imOanpOqaVdNaanZzWV0v2obiNon/4FgDkgbZgg8kJhS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqqRXE8JJhkaMnYlGK1+7FU2s/OvnGyAFnruoW6j9mK6mQfcGGR4QxMInomH/K0vzCP29duZSOjSsJGp4cnDGmPAGPhR7nH8zvOp3N7FX/AJhLP/qjjwBfCi7/AJWl+YIqU1u4hJ7w8IiPYGNVoPljwBfCj3JZqHnDzZqII1DWr67VuqzXMsi/czEYREMhADoraR5G83avF61hpU8lqNzdyL6NuB7zylIR9L4DIBBmB1TH/B/lvTjXzB5mtlcbmy0hTqM58QZAYrRT/wBHD4OI9AjjJ5Bv/FPlLS6Dy/5dSademo60/wBcevitsgjtU/2aT/62NHqV4SeZ/wBKk2uea/Meusn6W1CW6jj/ALmAnjDGB2jhQLFGP9RFyQADKMAOSU4WTsVdirsVdirsVdirsVdir//W5Bmc7d2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ksi038wPNdhaiy+ufXdOG36P1BEvLengsc4kVP+efDImIYHGCi28w+RtRr+lfLZsJm3a60a5eEV8fq1yLmP/YxvDgo96OGQ5H5tHy75GvTXTPNH1Nm+xBq9pLDQ+Bmtfraf7IrHjZ7l4pDmGv8AlWnmOYBtMlsNXQmgNhfW0r/8ii6Tj6YsPGF8Qddku1DyV5w06v1/Q7+2A3LS20qrSlftFePbESDITieqTMrKxVgVZTRlOxBHY5Jk1irsVdirsVdirsVdirsVVILe4uJPTgieWQ9ERSx8OgxVPLH8vvPN8vK20C/eOlTKbeVIwPd2VU/4bI8QYHJEdUX/AMq216HfUrrTdLHheahaq+3X90kkk23/ABjx4gjxB0b/AMM+TLQkaj5timdftRaXZ3FyfkHuPqcf0hmwWe5eKXQO/SH5aWVfq+k6jq8nZ765S1i/5E2yPJ/084aK1I9abH5j6jaVGh6Zpmifyy2tqss4H/MRdG4mHzV1wcPevhjruker+Yde1mX1tX1G5v5AahrmV5af6oYnj9GSAAZCIHJLsLJ2KuxV2KuxV2KuxV2KuxV2KuxV2Kv/1+QZnO3dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqY6f5j8w6dQafql3Z8en1eeWKn/AADDwwEBiYg805X80fP23raxLdhdgLxY7rp/xnWTBwBj4Ue53/KxdWk/3r03Rrtu7yaXZKx8PiiijO3THhXwx5/N3+ObRq+t5V0OWu/9zcxb/wDPG4j+77OPD5rweZd/i7y2/wAU3kzSzJ3Mc+pRL/wIuzjwnvXgPefsd/iryp/1Jen/APSVqf8A2VY0e9eE9/3O/wAVeVP+pL0//pK1P/sqxo968J7/ALnDznoqfDD5O0YRj7IkOoyN9LG83x4fNeA95cPPvH+68uaHH4/6F6lf+Rryfhjw+a+H5l3/ACsrzKm1rHptkp6i20vT4jXx5CDlU9PtY8AXwx+Csn/M38wZk4f4gvooz1S3ma3X7oeAx4Anw49yR3urarfmt9eT3RrWs8ryb/7InDTIABCYUuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kv8A/9DkGZzt3Yq7FXYqm/lTy5c+Y9dttKgkEAl5PcXLglIYIlMksrAdkRWNP2m+HBI0GM5ULTK613yVbXJt9O8tRXlgh4i7v7m7+tyAbc/9Hlggi5faVPQl4ftepgo97ERl1K3zL5asksNL13QRK+lay0kMdpJ+8nt7qIgSW7MoHq/bRoZOKs6N9jkuIPQrGXQ9EBD5P83TpcPBomoSpaM8d0yWszCJ46h1kIX4GSh5Bvs4eIMuMd6UxxySSLHGpeRyFRFBLFiaAADqThZJhqnlvzFpMccmq6Xd6fHKaRPdQSwq5pX4TIq8vowAgsRIHkW7Pyx5lvmiSy0m9umnj9eBYbeWQvFyK+ogVTyTkrLyHw8lxsKZAdWrGwvLfXreyutKlu7pJ0STR3WWOWU1H7ninGZWfp8Hx49FJ25oeLTdRuRNJbWc0kcLokvpxu6xtK3GNGIB4s7fCgb7TY2mwrat5f1/R2jXVtNutOaUExC7gkgLAdePqKtcQQVEgeS/TPLHmXVYHuNL0m9v7eI0kmtreWZFNK0ZkVgMSQEGQHMoO6sb209L63by2/roJYfVRk5xklQ68gOSclZeQ/lxtILJfy60vSb++1h9Ts0votP0e9v4beV5UQzW6B05GF4pONeoDrkZFhkJFV3o7ynD5Z826wmgTaHb6RcXkcv1PUbCa7PpSxxNKDMl1Pco8XwUfj6bKvJuWMrG6J3EXbD9O0vU9TuRa6baTXt0wJWC2jeWQgdSFQM2SJbCQObtR0vU9MuTa6laTWV0oBaC5jeKQA9CVcK2IKgg8kXF5V80TacdTh0e+k00Asb1LaVoAo6n1AvCn+yxsI4hdWhdN0nVdUufqumWU99ckFhBbRPNJxHU8UDNQYk0kkDm670nVLK9+oXlnPbX1Qv1WaN45asaAcGAbf5Y2oIKNh8n+bp0uHg0TUJUtGeO6ZLWZhE8dQ6yEL8DJQ8g32ceII4x3ozyV5E1rzXeyRWUE/1WGKaSa8jgkmjV4oWlSIlaLzmZRGgLftftfZwSlSJzEUH+iNT0/wDSdrqOh3H1uCBGk9eOeJ7MNIhE7oOPwuD6Q9YcP3v83DDabB5FDaVoOuaxI8ek6dc6jJEA0iWkMk7KD0LCMNTEkBJkBzUbjTdRtr42FzazQ36uI2tJI2SYOdgpjID8j/LTG1sI1PKPmt4J7hNFv2t7V3juZltpikTxni6yMFojIw4sG+zjxBHGO9KcLJXuLG9tkge5t5IEuY/WtmkRkEkZJXmhYDmnJWXkuBFt3OnahaxW8t1bSwRXaeraySoyLLHWnOMsAHWv7S42oKNs9PvIBMbnR5roTWT3EBZZk9OImi3g4U5xIQfib9zjaCfNOLD8svNd95TfzBbadezVuYYba0itJpGmhljkka4RlG8SFETkqsv7z7a/tR4xdMTkANN3HlRrryj5audH06a71jUZtRW6W2WWaSRLZoRHSNeVOHqN9hf2vix4tyonub5Ma1DTdR026a01G1msrpKF7e4jaKQV6VRwGyQLMEHkn/5ZaNputee9I0vU4frFhcyss8PJ05ARswHKMq43H7LYJmgwyEiJIRPl/UPK2sa1ZaTfeWba1g1CaO1+s6dPfC5jaZgiugubi6ifiW5cGi+L+bAQR1WQIF2kOoaFd2/mK70O0Vr+5trqW1iECF2lMTslUVeRPLjy2yQO1shLa1moeXtf025itdR0y7srmeggguIJIpHqaDgrqGbc9sQQokDyZb5p8mXnl7yjpjy+Wrj6xeWoudT1m6ivENrK1y8aQABkt4z6caVE8cjt63w8PgyIlZ5tcZ2TuxSfy35it7a5up9LvIrazcR3k7wSrHC7UCrIxXjGx5LRW/myVhs4h3t2vlfzNd6e2pWukXtxpy15XkVvK8I49ayKpTb542FMhytDabpWp6ndC002znvrpgWFvbRvNIQOp4IGbbEmkkgc010ny3eweb9I0nXtPntBdXltHPa3Mclu7RSyqrbMEcBlP2lwE7bMTLYkKms+T9cW+1a503R7x9Fs7u5iW7jgmkgRIZGWhmoy/AB8XJ8RIKJjazukltp2oXUckttbSzxwlBM8aM6oZW4RhioPHm/wpX7TYbZEou+8s+ZNPngt7/Sby0uLo0tYZ7eWJ5TWn7tXUF+v7OIIQJA9VPVtA13R3jj1fTrrTnlBaJLuGSAuBsSokVeVPbEEFIkDyVNO8seZNTtpLrTdJvL62iqJZ7a3llRaCp5MisoxJCDIDmUHb2N7ctKltbyTPBG80yxozlI4xV3YAHiiDd2P2cbTaLvvLPmOws0vb/Sry0s5aencz28scTV6cXdQp+/GwgSB6p3B+WfmufykPMMOm30ge4SKG1S0mYvbvCZfrQcDeH7K8gvD4vt5HjF0x8QXSS6X5Y8y6vC82laTe6hDGeMklrbyzKrUrRjGrAHJEgMjIDmUvlikikeKVDHJGSrowIZWBoQQehGFksxV2KuxV2KuxV2KuxV2Kv8A/9HkGZzt3Yq7FXYqzL8q5rf/ABJcadLKIH1nT73TLWZiFVbi6hZIqsfs8npH/s8hPk15eV9zErq1ubS5ltbmJobiBzHNE4KsrqaFWB6EHJMwXoMQOmeTfKWkXVVv9R1o6wsDbNHakRW8TMp3X1mR3T+ZVyHMlq5yJ8kD+Z+p6/F+aWsSerNBeWl/KLAIWVo0LkxGML9n1FYSfD9tn5/tYYAcKcQHAGYyw6Tb/mF53vy72OoWWlLcI9pCkssF1NHbi/lhiMkC+rGZJ/8Adqenykf9jIdA178I97DtO1zyfp2l65aDUtV1NNVtJI/qlxYQRRfW6h4LhnF9OVaOVR8YjZ+LNkyC2GMiRy/HwX+e9QvF8peS7BZWW0fSjLJCporv9cnAL0+3xp8HL7HxcftNjEblYDc+9kFk0k/nX8q76dzLdXNvZieZzVn9K+ljQsT1IjVE/wBVcj0LA/TJI/LWoXlh5N8+T2cpgnMtggmTZ1D3EqtxbqpKkryX9nCRuGUhcooHQmef8tPNUErF4bO5024to23CSyPLE7JX7JZDxan2sJ5hlL6gr/mldXFtr9jp9lI0Wj6dYWLaKsRKpwkt0maZaH+8kmeRnl+2zf6uMOSMQ2vqrfm9PqVxc+VrjU6/X5vL9pJcFhRmZ5pzycfzvXk/+Xgh196MVb13qX5TSxw3/mKWSFLiOPy/qTPbylwkgEQJRjG0cnFuh4Oj/wArYZ9PenLyHvCI8p3un66up6Lpmk2+ia1d2czaddWElyzzNEhd7Rvrc1yyrcRCRKwyQ8vsSeojccEhSJgjcmwv0pdEtvypV5r+8sDqOqSw6nLY20dy7rDCjQQSl7i0KxUeWVV+P1H5f77xP1Kb4/g3p+peTdQh8s+W5Lu91BIdagP1q/tYrZIrCcqlxAClzdNwLBH4/CqfHiQdypEhZ8mP+cta8w/441G7ubia21K0upYoCjNE1ukTsqRxcSDEka/Cir+zkogUzhEcLILVdCg/KrTxPf3djHqOo3Q1OSwtY7oyPAkfoQzs9za8EVHaWOP41dmd/h4ZHfiYG+NDvrfl+5sfLWk2d1fahd6dqYNveXttFbCO0lMdbdeFxdFlWVfUWv2PUbDR3TwncqX5n6nr8X5paxJ6s0F5aX8osAhZWjQuTEYwv2fUVhJ8P22fn+1jADhXEBwBlPpwJ+dWtCKNYnbTLx7uNAFVbp9JZ7kUHT9+0nL/ACsj/C1/wD8fxMM8lf8AKO+df+2TH/1H22SlzDbPmPeiPOkstr5T8pWVgxTRrrT2upxGaJNfm4kW4MlD8bxBIUXl/dpjHmUQ5nvTOGae88peTL3VGMmpJrcltp08hrLJp6GFiCxPJ44rlnVOX2PiRcHUseRNdyE1zXNX/wCV0T3Qu5BPaa5JDbOpp6ca3ZQIoGwUr9pf2+Tc/tNiB6UxiOD4Mb8620Nr5y161gUJDBqN3FEgFAFSd1UAewGSjybIH0hkOk6bP5t8m6dpkBH6R0XUltVY/s2WptUM3+RBco5b+X18BNFgTwyvvTDUj/jm1ubDSxU6Rqdvb6MjdV0274WMY22+CSG1Y/5U8jYBsxHp59W4tXttT8z+b3sjXTLTQbqx02lKfVbRI4YiKfzqnqf6z41sFqgPek1r/wCSf1H/ALb9n/1B3GH+Jkfr+Crrt/dxflR5Vso5Clvc3eptcIppz9N4OAbxVS3Kn82I+orEes/BS80yyXP5feTbq4dpbhTqVoJXJZvQgliaKOp/Zj9V+A/ZxHMrH6iu/Jj/AMmdoPf98/8AyZfHJ9K5vpKK8k65oV95ht9OXRrPQ7q/rbWOs2Ul2ZrW5k2hkAu57qOnqcVZkWOVFblHKmCQNInEgXdq/lK1tdL8p+b5r+6utN1a3ubWwvJ7SBLi5hgd5BKoDzW3FZZo0jlcS/ypx/eYy5hZmyEsl1rypb+TNT0K2vdR1KS4lguNOW6sobeK2mjciV1Zbu5YerCzoyqnxNw5YaN2mjxWpee/+OT5N/7Ya/8AUddYx6phzPvTX807xr380ZrPUJyumwTW0HCvFI4XSNpSB0HJmaRz/P8AFgh9LHEKhsjPPF7oNp+YF7O+u6vp97pVyYdPhttNgMVrFAeMKW5OoJ+69MLxb009X7fD48Y3SIA8PIfj4JdP518stq/mi2Wzu7fy/wCYpopi1v6cN3CYmZyvpkyRtE7yPzg9Rf8Adfx/Bxw8J2TwGh3h2m+XYbPXfJ2r6bqL6lod7qkUFsZozBNBLFcRPJFJFylQf3qtzikdHwE7FTKwQedNw65qr/nVDdm5cSjW1tloSFWD616foqvQRemeHp/Z4416V4RwfBF6dPLpGk/mWNNb6sYZre3haPYpGb5oyEP7P7slMTvSncxtL/Kmt6naflx5rjt52QRTWBt2B+KFp2mjmaI9Y2li/dSFPtR/DhkNwmcRxBS0mWS5/KbzFbzsZIrDUtOms1bf03nW4SUr4c1ReWJ+oKfrCefmJ/he38w2tm+tarZ22l21r+h4LWwhkgjiMKSLLBKb6As0rH1Xl9NGaT/VwRumOO65D8fBW0fzFYX/AJ11/WtG9aOT/Dd5JLPcRRxPJdxWYEk/pK86L6si+rTm3xNgI2A80GNRAP8AOY7+X9zd3cnmmG4neWO70O/nulkYv6kkCetG78q8nSReSv8AayUujPJ096kv/koZP/AgT/qCbH+L4J/j+DcWveWdZ0LStH1uS80uXSY3gtLyzRLi2YSzGUyTW7NE4k+NucsUjM/wfu/hxog7LwkEkJL5r0S70TzBd6dd3C3c0ZST60pYiVJo1mjk+OjfHHIrHl8WSBsMoSsWlGFk7FXYq7FXYq7FXYq7FX//0uQZnO3dirsVdirYJBqOuKsj/wCVheamEZnuILueJQkV3d2dndXKhRReNzPDJOOP7P7z4f2cjwhh4YQVpq15feZ7TUtUumnuJLqGS4up3qaB1qWZuiqB/sVw1skihQZR5w/MXzBF501qXTr+C4gj1C7Om35gtbmVIWmcp9XupI5Jkj4n936UvH+TIxiKa4Yxwi2GWmr6pZ6kup213LFqKuZPrSufULtXkS3VudTz5fb/AGslTaQCKTG+87eYry1ntXlt4IbsUu/qlnaWjTCvKkr20UTyDlv8bNg4QxEAEvv9Y1HULeyt7ub1YdOh+rWa8VXhFzaTjVQC3xuxq/JsIDIABFRea9fiutIuo7qk+hKqaU/pxn0VSRpVFCtHpI7N+8540EcA380NDrWpw2N/YxzcbXU2je+j4ofUaFi8ZqRyXizH7BXGk8IW22r6jbade6bBLwstQMRvIuKnmYGLR/EQWXizH7JX/KxpSBdsv0iXzgdKsorfVtGmsY1/0c6hPpbzWYY1ZYxff6VDx+3/AKMv2v7vlJkTTWeG+R+1LfzD1q21LVbKG3uzqKaXYxWMmonl/pEqM8s0oL/GytNK/F3+J1+LDEJxxoJHpes6lpbXTWE3om8tpbK5PFG5QTjjInxhqch+0vx/y4SLZkArNM1O+0vUbbUbCY297aSLNbzLQlXQ1BoQVP8AqsOLftYkWpFikZp3mrXdOubue0uFX68Sby3eKKW3lqSfjt5Ea3ahJ4/u/g/YxICDEFbq/mXWNWhhgvJYxawFmhtbeGG1gVmpyYQ26RRcmpu3DliBSiICYJ+YfmxfTdrqKW5iUJFfTWlrLeKqiihbuSJrkcR0/e4OEI8MJfo/mXWtHE6WM6rBcgC5tZoori3kp9kvBOskLla/CWj+H9nCRaTEFGReZ9T1LWNJ/SNxGlnaXUbxQRRQ2ttFydPUdYYFihTkEXm/D4uPxYKRwgA0n/nD8xfMEXnTWpdOv4LiCPULs6bfmC1uZUhaZyn1e6kjkmSPif3fpS8f5MEYimEMY4RbD9O1zVtO1ZNXtLl01JHaT6y1JGZpAQ/PmGD8wzBw/Lny+LJENpiCKVn8zauzagUeGBdUhW3vore2t7eN4kdHVRHFGkcfxxIxaNUZv2vtNjSOELtJ8165pVpJZWs0b2Mreo9ndQQXcHPb4xFcpLGr7fbVeWJiCpgCp3/mXXNQ1OHU7y6aW8tyhtm4qqRCM8kWOJQIo0Vt/TROH+TiAFEQBShPq+oz6xJrEsvLUZbg3kk/FRWdn9QvxA4fb348eONJoVSnqF/d6hf3N/eP6t3eSvPcS0C8pJWLu3FQFFWPRRiAoFIrRfMWtaI122l3RtjfW72l0QqtzhkILL8QbiaqKOvxr+y2JFolEHm1ofmHWNCuZbnSrk2s88L28rhVasUlOS0cMOqqwb7St8S/FiRayiDzUdP1W/0/6z9Tl9L65A9rcfCrcoZac1+IGlafaX4sSEkWitI8zazpFvc2tnJEbS7Km4tbmCC6hZo68G9O4SVA68jxcLzxItBiChrjV9RudMs9Mml5WNg0z2kPFRwa4KmU8gAzcvTT7TNx/ZxpNC7dcavqNzplnpk0vKxsGme0h4qODXBUynkAGbl6afaZuP7ONLQu29F1nUtF1O31TTJvq99aktBNxR+JIKn4XDKdj3XEi1IBFFCI7xuskbFHQhkdTQgjcEEYUpwPOXmUa9ca8t6U1S8LG7mVI1SXlTkJIgohdWpVkaPizfF9rI8IqmPAKpbqXmzW9RsjYzSQw2TOJHtrO1trKJ3WoVnS1jhV2Fdi/LERCiACDv8AVtQv4rKG7l9SPT4PqtmvFV4Qh3k4/CBy+OR25NybCAkAB2r6vqOsajNqWoy+ve3BBml4qnIqoUfCgVR8KjoMQKUAAUE0h8+eZ4reGBp4Lj6sojtp7q0tLqeJBsqx3E8Uk8ap/uvhJ+7/AGOODhDHwwh7PzZr1rcXlws6XEuouJL765BBeLM4JYO6XKSozcmY8uOHhCTAOuvNvmC6v7G+luQJtMdZNPjiiiiggZWDgxwRosCfEqlqR/F+1g4QogEGur6iusDWFlpqK3H1wT8V/vw/qc+NOH29+PHjhpNCqVj5i1gxapEbj93rLrJqS8E/eskhmU/Z+Ckh5fu+GNI4R8lC31W/t9Pu9Ohl42d8YmuouKnmYCTH8RBZeJdvsn/WxpNb2ut9Y1G30u70qGbjYX7xS3UPFTze35ekeRHNePqP9lvi/axpaF2mFn528x2tlDZCaC5trYUtUvbS1vTCCa8YWuopmiWu/GMquDhDEwCHXzTr4v73UDeO97qMElpeTOFcvBMnpunxAhR6fwLw48F+xxw0E8I5IbTNX1HTHuHsZfRa6t5bO4PFW5QTrwkT4g1OS/tL8X8uJFpIBRGl+ZdX0yyubG1kiayu2V5ra4t4LqMugKq6pcJKqSBXYepHxf8AysSEGIKIsfOmv2VpBawtbSRW1RbG4srO5eKp5fu5J4ZJI/iPL4G+18WDhCDAFK7+/vdQvJr29me4u7hi808h5MzHuScIDICkPhS7FXYq7FXYq7FXYq7FX//T5Bmc7d2KuxV2KuxVlM/kaWLycmv/AFsG74R3MumGOjJZTTPbx3Hqcj9qaPjw9Nfhkjfn8WR4t6a+P1UxbJNjsVdiqJsobKX1/rVybbhC7wcYzJ6kopxjNCvAN/vz9n+XAgo9PL3LyhL5i+sU9LUI9P8AqvDr6kDzepz5dvT48OH+ywXvSOL1Uk+SZMo0PyVb6nod9qUmsW0M9taT3kOmoGmuHW3NH9ULxS3UmnHm3N+XJY+ORMt2uU6NUx2zs7q9u4LO0jM11cyLFBEv2ndyFVR8ycLMmmQ6h5c8rafNNYXHmB31WAMsnoWZksVmX7Uf1n1VmajDj6kdm6f7H4sAJYCRPRJNO0nUNSa4WyhMxtIJLu43VeMMI5SP8RH2R2HxYSWZNI3y95d/TFtrU/1j0P0RYPqHHhz9ThLHF6deS8P73ly+L7P2cSaRKVV5pNhZOxVP9M8tWj6QNa1q/Om6ZJI0FoIofrFzcSIAX9GEvCnpx8l9SSSaNfi4rzf4ciT3MDLegl2rW2lW9wg0y+e+tnQPzlhNvIjEkFHTlKvIUr+7lkT4vtYQyBPVA4UuxV2KuxV2Kp55f8trqNnfane3YsNH0301u7r0zNIZJiRHFDECnqSvxdvieNFVfjkXIksJSrbqr33lewfQZ9d0LUH1Cys5Y4dQiuYBa3EJn5CJyiy3EbxuUZeSTclb7SYg70VEt6LHMkzdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVf//U5Bmc7d2KuxV2Kpn5a0OfXdfsdIgIV7yVY2kJACR9ZJGJ/ZjjDO3+SuAmgxlKhb0m1tbi4/MG4mmuNMTyzqEb6N6K6vpbGPTWjFvAVRbnlyhCxT8UXl6qfzZX082kn09b9xY55A8vw235npomv2qzJafpCK9tnVXUmC0nNQHBU0ZOcbU/lfJSPpsM8kvTYb8o6/Y6r5lsNB1DRtP/AEHqc8diIIbWFLiAXDCNJI7zj9beSNmDVmmk5/tLjIULWcaF3uv8r2Ol6dpPnaa9soNSl0dbcWhmQECUXohDfzBTWroG/eJ+7f4cBPJZEkjzQXliWPWbrzFdahbWryx6LdSxrFbQQRpJGECSJFCkcUbr/OiK2E7UmW1e90X/AJKG6/8AAgt/+oKfH+L4L/H/AJrD8m2Ms/L/AP6aT/thXv8AxpkJdGvJ096I/J2KCX8wtOWWQxfu7topQKlZVtJTGwFR8SuAy7/axnyRm+ld5al8l6zr9n5fm0IW9nqMyWdtqiXFw1/HJMwjjlkrJ9Uk+M/HGlrH8P2WxNgWsuIC7TH8vL2/0a782aUEtZDZaXqbM8lpbTsZYQqU9SWN3aE8f7hm9Bv2o8Et6RkF0fMKH5e6kszec7+9t4Zq6FK8ltFGltCxW6tqL6duIlRCQOYi9P4eX2W+LDIclyDl71LSbuDzP5d8x29/YWMNzpNkNS0+8s7SC0kQxzxRPE5gSP1o3SX/AHdzdW+LlidiEkcJDBMm2vSPNV3oWm+W/JrSaamqSSaQGjguJJo7WIm6maV+NtJDK8skjNy/eqqemv2+XwVi7LTEEk+9KPMGi6OdO8veY9KtjZ2urzTQXOms5mjhntZEDem0lZGikSRG4yc2T4l5thB6Mok2Qeia/mB5gtNB8+axp2jaLpcWn2106PBPZW9x6h/aHKRC0KAkqiWvocU4/ak/eYIiwxxxuIJJRuneWfLtr+b9rZi0Euh3li+oJYSgS+mlxpb3Ij/eBgTE5/dM38qN9rASeFBkeDz/AGpd5I1PS/MGry6Hq2j2P6JktbqeBbaCOC5ga0t5LheN2q/WZOXp8H+sSTcuWGQrdMwQLBWeVr+38ztq+j32mafDb/o28u9Pe1tIYJraa0iaeOk6Ks8qHhwcTyzclwkUshw0WL6b5X1LUbUXNvNYJGSV43Oo2FrJUf8AFdxPFJT/ACuGSJbDIBk3kRbax0LXLnzEUk8otNBa3ton7ye4vF5vALV45I1R41ErNM0jRem393NyyMue3NhPcivqV9SXRLzyBqJ8m+ra6fZTW83mC0vgGvZQzGO3l9dD6UkCO9PSSGBkkfm/qfA2AXe6BYl6luuX1honlHyhcWGl2J1W9sZnur24tobiqpdyov7qVHhdyBxaSVJX4rH6fp/FzQLJWIslB69aafqPl7y95mjtIbO8vLuew1K3t0EVvI9uY3SZIV+CPlHLwlVOMfJfhRcI50mJIJCcea9a07SfzO1DSLLRNNGipqHoT2clnA7SKzBX4ylPVg6n0ltnhVF4fabmzgCwxiCY3e6jd6jpej/mI/lm00exl8v2uonTp4Lq2inuJlExikc3Tr9Zjc1Jj9GWJE+D4ftc2rFpAJjd7sK8z6bDpfmXVtMhJMNje3FtGT1Kwysgr9C5MGw2RNgFLMLJ2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kv//V5Bmc7d2KuxV2Kpz5d8wjRE1N4rf1L29s5LK2uefH6uJ6LM4XiebNDziX4k4+pyyJFsZRtJskyeneR/NLaz+a2k6z9WEN/HYTreOz+qs9xb6bMhnKlV4+qETnH8Xxcvi+LK5CotE41Aj8c2P2PnHy/pl6dX0nQWttcWrW0j3fq2dtKwp6kFt6KyckrWL1rqZUb+bCYkszAnYnZK9M8xtZaJrumNCZm1uOBGuC9DGYLhZ+RXi3qc+PH7S/zYSN2RjZB7lPy/r36I/SX7j1/wBIWE9h9vhw9fj8fRuXHj9n4f8AWwkWso2uTzDx8oS+Xfq9fV1CPUPrXPp6cDw+nw49/U5c+f8AscFb2vD6rSfJMmTeU/MmgaLbXy3mmXd7c39tNZSyw3sduiwTBa8Ua1nb1Bx+36nH/ivIyBLCcSUptNWk0zW4tU0b1LR7WYTWQkdZXTiaqHcJEsng37tFf+TDWzIixRT+085eXtN1L9N6T5f+q62hMlsXujLY28p/3ZDbekstUPxRLLdTIjfstkeE8mBgSKJ2Szyz5mbSNSu7q6ga+g1G2uLO/i9T0pHjuVo7JKVk4ScqNyaOT/VwkWmUbCppfmWy0o69HZWUn1XWLF7CJJp1eSEPLFLzZ1ijWX+6pQRxfa/ycSLUxuvJQ8veYv0Pba1B9X9f9L2D6fy58PT5yxy+pTi3P+648fh+19rCRaZRuvJJsLJkNj5l06TRoNH17T5NQtbJnbT5ra4FrcQiVuUkfNoriN4mf4+LQ8ldn4v8WRruYGJuw7VfMh1a50qytrVbDSNMPp2FkrGQr6sgeWSSRqNJLI32moq/Cqqi4gUojVsu/M3XPKh/MTW21TQJLq8truSMvb3htoZuHwoZ4jDM5NAvL0ZoOf8ArfFkYA0144nhFFjFh57vYvOjear2BLm4dJ4zbRn0UVZbV7VFTaTikKMvBfi+FOP+VkjHamZh6aS7yrr/AOgdX/SPofWf9Hurf0ufp/71W0lvy5cX+x6vOlPi48cJFspRsUv8q+Yv0Bf3F39X+s+vZ3Vlw5+nT61C0POvF68OfLj+1gItZRtJckyZBoPmiGx0u80XU7Ealo15Ik7W4kME0VxGCqzQyhZAj8GZG5xyIy/sZEjqwlGzY5r7zzRYRaJdaLoOnPp9nftG2ozXM4urmYQtzjj5rHbxpGr/AB0SHkzcOT/DjXeojvZZP5i1TRIvI/kqy1fTHvYvqFxLDPbXAtbhC17MGXm0dxGyNxX4Xh+H9hl5ZEA2WuIPEaYnrnmhL9tPtrOzWw0fSSxsbEOZWBkcPK8szAepLIVXk3BF4qirGvHJANkY171vmDzL+l/N935i+reh9auzd/VefPjVuXDnxWv+twxAoUsY1GmtS8yfXfOVz5k+r+n9Y1BtQ+qc+XHlN63p+pxFf5efD/Y41tSRGo0hPMGq/pfXtS1b0vQ/SF1Pdejy58PXkaTjyovLjypy4rhAoJiKFJfhS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX//1uQZnO3dirsVdirsVdiqtaXt5ZTrcWc8ltcKGVZoXaNwHUowDKQfiVmVv8nAgi1HCl2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVtWZWDKSGBqCNiCMVVbu7u7y5kuruaS5upmLzTysXkdj1ZmYlmPzwIApRwpdirsVdirsVdiqvPe3lxFBDPPJLDaqY7aN3ZljQsWKxgmiKWYtRf2sCKUMKXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq//9fkGZzt3Yq7FXYqyf8ALu10W58wmLVPq7H6tO2nRXrmO1kvVjJt0neq0iL+LKrNxRvtZGV015Ca2VPNkvmeEDS9d0K1sbmSQSWs0FhBZyEdOMT2qRRzxNyG7et/kPjGuiwrmCv/AOVbaj9c/RZ1TTh5hK1GhGWX6z6n++OfpfVPrHb0frPqcvg+1g418Qc+iR3+g3tjpWn6lOUEWotcJFEOXqI1s4RxIpUBfib4aM2SBZCVmmW+Vfy+sn1eS212+tEEmivqttCTd1InsXuIZCYYT/vN8EkyFvi+zEtx9nISl3Ncsm23e6Pypptx+XSXX1/TrdbfXLqCXW5VmVZI/qtsYo0CwteyLyMjKn1f4Pjd+GPFuvEeL4IvyF5POl/mBbRahf2QMVnPqGmzj1porlfqc0kNxAVhcUheP1XE4if93xVHk/d4ylYRkncdmPz+Xb/VGudb1XzDam0eb0I9bvnvJPrcsaLyES+hJeSekjJzZ4ERPhXl9nJXTPirYBu5/LXzBDeaZaxyWtz+lYJbyC4hmBgS2hZg88srBUjjCoX/AJlX4W4y/u8HGFGQISXyhJJdWtppGqWOt3V3P9WjhsmnVxIenIXUVt+7/wCLV5Rf5eHiTx94pffeSp4LG8u7LVbDVv0aFbUYLF5mkhRmCep+9iiSWNZGVGkt3mReS/s/FjxKJ+SE8p+VdX8067b6LpKK95cciGkbjGioOTO7UNFUDw/1fiwyNBM5CIsovz15C17yVq6aZrAiaSWMTQT27F4pEJK/CWVG2YUYMq4IyBRDIJCwt0bzLLZWtpYaZo9jPfPLWae6tYb+W4Z2okSpcJIsSUovGFVkZv8AdmJCmN8ynXmPynpl1+Yl3pdh6en6faxx3GsupLQWZSFHveFSSVimLxRR1+KXhCv7OAHZjGZ4bb/M0aC1v5WvdI0yLTrO605m9BFVZHWK6liRpnUVkmaONfUkP2mxhe6473tC+dW0248s+V7+y0y20w3KXoeK2U7rFccE9SRy0krBf25HbGPMphdlS/Ky2tbjztax3VvFdQi2v5PRuI0miLRWE8iFo5AyNxdVYcl+1jPkuX6UfotwfMmia+2sadZR2unWMl1bara2dvYtFdIVEMJa1SGOT6wW9P05Fdv20+xidkS9JFIVvy+1++1G9gkudPhk03TrO/uJKi2hFtPHDwPwxopkRJUaYsOcjep8U0v23iCfEACX3vknUIoNOudOurbWrbVLg2VrLYGb/ekcf3LpcRwSo7c1ZeUfFlw8SRMddlW88hXcEV/9X1TT9QvNLQy6hp9rJK00aIaSMGeJIJhF/uz6vNLw+1jxIGTyUfIEGgT+a7OPXniTTyJD/pDGO3aYRMYFndSCkLTcBI38n/BYyutk5LrZM/Mo8ywSforzFpGn6TFdyJ9W1FdPit44lDAl4bixj5XEXH4X/wB6/h+z+9wCujGNcwUw1/8ALW1uPOFjoHly/snuLyxgmFsWu1oyaet1LI8k0IQLccXeIK/w81WRIP2QJ7WURybWUgi8kSSvdSR6xpx0yxCi81flcC1SVy3GBawetNK3psy/V4ZkZfi55LiZ8fktfyHrJ1Kxs7OS3vodSha5s9QgkItWgi5GaRnlWJohBwf1lmSN4+P2fs48S8Ypu48lenam9g1rTrzTop1tr69tzdFLV5K8GlRrdJzG/FuMsMUyM3w48S8fkiPzJ8uaPoXmA22l3dvLCYrdjaQ/WS8Ra2idmdriNFImZ2kT05JOK/bWL7GCJsIxyJG6e+VdM8uX/wCXMVhqEEEGoatrF1a2GssiiWGeK1tnt45Jacvq0jvJHIv2UaX1v2MEibYSJEtu5j9hpP1by35sjv7UJqOnvZxfvUHqwv8AWGSRQTutacW45K9wzJ3DMPNmmeeLXVhH5e8qxzaMLOxeCeLQLS6Ri9lC8reu1rIzn1mk5EyN8WQiR1P2tcDGtzv/AFnlSJLcTqka8pZWCoiACrMaAAD37Za5DNPOv5O+cfJ2jW2rastu1rO6xOLeQyNDIwLBZaqq70PxI0if5X2chGYLVDNGRoMZ8t6NJrWu2Wlo3pi5kCyzHpHEvxSyH/JjjV5G/wBXJE0GcjQtkfnFNF1nTrXzBo1rDptpFdS6XdQRx8FRQxls5pAi/E8luWSRqc3e2ZvtNkY7bMIWDRZBp/kzyzZ+b/IaRXdjqEeorZtfWQS7kFyZJ5VefjcwJF6LKix+mzI/w/3H7eRMjRYmZqTC7TylJc2b6peahZ6Pp0k7wWst4ZqzPHQuIoraK4lKx8l5yemsS8uPPlk+JsM+nNMP+VW+YDqNtYLc2Ly3enzarBKs9YWtoWda+rx9MFxEXWrcOH948fxKo4wjxRSDufJDRWK6jFrOnXemLcrZ3l7AbpktpXVmT1kaBZijhH4yQxTI3H4cPEnj6Um/m3yDap5wGkeX7u0kRreKaaLncItrGtpHNLPcS3MaIsT8nm+CSTivwcEbjHgEtt2MMm1lKpPIk7aRqOr6fq+nanY6VGsl41s86upeVIlUR3EMEh5GTkH4elxR/wB5z+DDxJ496IYxkmxmdzJZeVdC0n6vZW13rmsWwv7i8vYY7qOCB5HSGGGCZXh5MsfqSySRyfbVY+HHIcy1D1E9wSDWtbXVVt3ksbW1vIgyzT2cSWyTKacOUEQWFXT4viiROfL4l+HJAUzEaZjqOi6UNDuvKsdrEnmDRrGLVJ7sIPXknFZL21aQDkVgt5o/g+yr2cv8+QB3trBN30LzrLG52KuxV2KuxV2KuxV2KuxV2KuxV2KuxV//0OQZnO3dirsVdiqO0e20q5vPR1O8awt3U8boRGZVf9nminnwPcoHb/IbAUEnozCy1/SvLvli604avH5guJbm1udOtYI7kWtq9vMJXl5XUdu6ySqGh4xRcWV/jf8AZyNWWoxJN1SoZ/I/+Mv8XDXSbP63+lP0P9XuPr/rer631fn6f1Tjz+H1/rP2fi9PBvVL6uGqQl3qeh+Z9Cs4b7VIdGv7G9vZ5EniuJIpIb11lrCbeOY+pG6uvCQRq3w/vMNEFIBieVptN5q8pjzrby218w0f/Dw0YXssUgMch042oMsaqz/BIR6npLJ/xXzwUa+LHhPD53+ljeo6hpcXkSDQYL2O7vLfWbq6JhSZY2gktreNJFMscRozxuOLKsn+RkgN7ZgHivyTvTPNegQ6/wCWruW642+n+X7mwvH9OQ8LmSC8RI6BatVp4hyXknxfa+1kSDRYmJo+9JbafRdZ8s2GlXmpxaRe6TLcNDJcxzyW88VyyNTlbRzyJLGyt9qLg6cfjXjkuRZGwb5sjPmjydaWmk6NDfz3Onto97pOo3ohZZIJLm7a4WVYmpzi5hTxV+foN8XGb93kaLDhlufNJfLt1onlHzHp+sR6vbaysUrxzQWkFx8ME0TwvIReQwI0ih6pHxdWb7TYTuGUgZCqpF6rrywaXqKWfmPSZxdRegltYaJFZ3EsUjAuk0os7cQigr+6nm+Nf9ngA8kCO/I/6ZjXlLzXq/lXXrfW9KZBd2/IBZQWjdXUqyOoKkqQf5slKNimycRIUUV558+a/wCdNXXU9YaMSRRiGCCBSkUaAlqKGLtuxqWZmbGMQEQxiIoJ15Ul8s6VoS6haa7ZWvm25Lr6t7FfH9Hx1Khrf0La4R7mRfi9cv8AuF/u19X94oNk+TGVk8vSlNv5gh0ODUNJEGm+YrS/eKW4vG/SEfMxgsqBg9hNxDtyZZE4tIqv+wmGrSY3vyRvnXzXomr+XvLtnY6faW91ZWjx3Jg+ucrc/WZmEKevNIjo6OkrM3qvyb+9X+7wRBBKIRIJW+Zm0J/J2g2dprlpe3ulLcrcW0Ud6rN9Zn9ReDTW8UZ4L9vk6/5HPEXaY3xHZCflvrlnofm+21O8uDawwwXqi4UOWWSWzmiip6YL1MroOQ+z9rDIWE5I2KSrVfM3mPV0SPVtVvNRSM8o1u7iWcKelVEjNTCAAkRA5Bmmr+bPL9x/iX0brl+kNC0qxtP3cg53Fr9T9ZN1+Hh6EvxNxRuPwt9nICJ2axA7e8oLyj5z07QNH0iRv397p+vrqMlnxYFrYQLGSHI4cqhgvxfa+LjhlG0zgST7kZf+YobaDUJdO8yaSYp4JoYIbbQoLa+kjnQo0UjrZRRw80Zkd4rp/wDJwAeSBHvB/wBN+1g2lQ6bPfRxalcvZ2jhg9zHH6xRuJ4EpyUlOfHnx+Lh9lWyZbTfRllrqOi6H5X1rS31yPXRqcQis9NtY7oW8M4kRxdu13Fb8JEVXRfRR2bn8TccjVlrIJINUmqeZfLS+c9N8yfpSMW7aQ1lcW3pXPrwTpo7WYD/ALr02V56BGilk+1yfhgo1THhPDVdf98lHk7zPZ2/ly90C4ubTT5ZLpL61vb+xi1C3LLG0TRSI8N08daq0cscT8fjX9vDIb2ynHe00s/PcWnavaw3WqWepaebO7s3ksNLggtrVr0KGkW3e3txdDlHGZVlgXkvNF/ygYsTCxy+1LPMOuFdDvLKDX9KvI7x0WS00vSI7JpI43Eimab6nZsvFgrBEaX/AJqIDKMd+R+aB/MG90nU9YTWNOv47lLyC2SS0CTJNA8FrFEyy+pGsRq6Nx9GWX/Y4YpxggUVGbVtPb8u7PSFlrqMWr3N3JBxbaGS2t40flThu8bjjy5Y1umvVfknt95u0TVPI2oNeTGPzZcraWtzHwci7jtZOUdyZACom9M+lNzP7z00k+JnfIiJB8mAgRL+ipecIPLfmDXDqtt5n0+3iltbKIwXEOpCVXt7OKBw3p2cifbjanF2+HDGwOSYWBVfcwkO9vch4ZavC9YpkqN1PwsvIK3uKjJtjNPO/wCcXnHzlpNvpWqm3jtIHWRxbRtGZpFBAaQln6VPwpwT/J+zkIwAa4YYxNhLfKWu2Wg6XrGoxyRPrs8SWOnW0sInQRTkm6mdZUeBh6S/V+D8uXrt8Hw4ZC0zjZA6I/R/OqX1jq2ia99StNO1K1YxT2un21sY7y3/AHtq7myhjkZS4aE7PxWZsBj1CDCqITLSvMPluPW/ImtzapHEmiJa2upWbRXBnj9G4lkaYcImheLi6/Yl9X/irAQdwgxNEVzSZrnQ9e0DT7C61WLSLzSHuEja6iuHgnguJjMGVraOeRZUdnVleLiycP3n7OHcFlRB5J7P5n8pW4s7az1GS4gtfLF/pRmlhkRmu5pLhkTiA1Ff1VKHlxRGX1GVuWCj9rDhP+yYtpOrafB5H8w6ZLLxvr6606W1h4seaW/1j1TyA4rx9VPtN8XL4ckRuGwj1Ask1DzF5al8x3d+NSV9O8w6XHpt2I4Zzc2LJb2685EdI4pB60H+6JpeUXP9rjkQDTARNe4oHT28raL5b8yWa66mpanqtpFBZx2kF0sB4XkMpDtPFC/qlUZl/d+mqq373m6phNkhJskbMb8z6Kmia5daStx9ZezKxzycPTpMFHqx05P/AHUnKPlX4uH2VyQNhnGVi0+Oo6B5g0TSo77U/wBCa/okItILqaOeS2uLZZGkhPO2WWaGaHm6/wBy6uvp/EuRogsKIJ6gsgbzToM9t5etvMXmNvMMmk3t3qV3O4vZVkQQxm3tEe5jSU+rLDxaqJHH6jfFkaO9BjwnehSQ6Z+amvQeYotWvINPm5TmW+46Zp6SyxykidfWSBZqyozqz+pz+L7WSMBTI4hVfpYzrsOlwazexaVcfW9MWZxZXHF0Lw8vgJWQK4bj9qo+1kg2Rut0BhS7FXYq7FXYq7FXYq7FXYq7FXYq7FX/0eQZnO3dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVf/0uQZnO3dirsVdiqpb289zcRW9vG0s8zrHFEgLMzsaKqgdSScVZ15m/LmwsLbyva6Tdvfazq91cafqB5IbZbuFoF4QFV5FEe4MTyMz+o0fNOKZAS5tMcl3fILYfKfk3UtUv8Ay3pE97+m7SOY2d/O8RtLya0RnljWBY1kgWRY39B2uJv2eafFjxHmnjkBZ5Ib8s/I9j5l1iIaxcS2ejGeK0MsPETS3VweMUMJcMvIfFNKeLcIY2/adMZypck+Ebc2JXcKw3c0KklY5GRSetFJG+SbAymTRfKGkado0mtJqF7c6xbi8LWMsMEUELSvEFUSxTm5lHpszryt1X+75/tLGyWHESTXRR1bSvLHlzX9U0bVLe81R7Ocxw3NpdxWYKAAgPHJbXZ9Tf4vj+FvhwgkhQSRYRetaD5Ks5NCMjX+mJfWkl/qMEssd7KkTVNrHEUgtFWS4VOX7z4ESWJ/9YAlEZSNoe40TyxqPlbUtb0NL2yl0ia3juba+miuVliuiyo0ckUNtxkVk+KJo2+D4lkxs3RTxEGj1Y5pw003sQ1JpksakzG2VWloASAodlX4movIn4ftcX+xkizN9GRz6H5b1HytqOuaKl5Yy6RNbx3VrezRXSypdFlRopY4bbjIrJ8UTRN8Hx+p+zkbN0w4iDRRXm3S/Ivl/WLjR/qGqXU8EULfWv0hbxoXmgSb+6+ouQqmTjx9X/ZYxJKIGRF7fj4oL8v/ACja+YNWX9KTPaaHDJFHeXMXH1DJcP6cMMXIFTLK/t8MaySfsYZSpOSdDbmiY/KOi2svma/1KS5fR9BvPqMEEDRrcXE0kkixKZWV0iUJCzySei/+RHg4uS8Z2rmUBr2h6QNCsvMOhm4XT7ieSyurS7ZJJoLmNFkp6saRLLHJG/JG9KP7LrhB3opjI3RY5kmbsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVf/9PkGZzt3Yq7FXYqyTyVq2haVcXl3qE13bah6Pp6Xd2kEdz6EknwySlJJrb94sdVhYP8Dt6n2kTIyBLCYJZvDqHlTRvL3kLVY769ni07WLueITWcUXqBZ7Nrj1ON1N6XCP4oign9Vvtel9rIUSS1USZDyQugeV9U8sedbrzLqcZi8v6WLq7t9U2Nvd+pG4tktpPszNO7x/AnxIvL1OPHCTYpMpCUaHNW8l6r5NuvNnk2ysr7UoI9PurcQWDWMBie8mdfWmknF5y/eyUHP6v+7hSOPh8GCQNFExKiw69l8j2+pXsc1rqep/v3Mdylxb6dsaVUwmHUN1fn+8+sfGvH92mT3bRxUzK0XztZ6H5cHkW1a/0wwLcXdxHEt3w1CTklwsxcP9SEangpX6uvD996jP8AvFhtZtqPDZ4kku/K+ial+aVzptjOp0KJ/rWo3MUhljihhhE97wlYlnWNxLHG5dufwfE2Sv0sxIiF9Uujsta/MTzzc/UIgs167yqm5S3tYhRRRQzFYYlVFRFZ2+FEXlj9ITYhFNPN+n6xpekwaRBoGqWflGxnWa9vrq1ltJL24P7szSPJGyQjiTHaxHn6XLk/OR2wRN+9jAgm7HExqS10jV7u2sfLmn3VveSlgVvb63mD0WoVD9Xs1Rtj9pn9T4UT4vtS5c2yyObLtVi8wnyFqFv5usRo31KSKTQYfq6abJPcvIiSqbSJYUuEEHN/rLQs8b/D63xvG0RV7NQri23Tfy1efmfc63Z3fmmWVvJrQodVlufTGkyWPABuPp/6LJOU+FPS5XPq/wCXgNVtzRIRrb6v9kk+iar5IlvPLGnWl9qdrFZXkFxLa/UYJFnvXlXlI831xGKgBYYj6H7uJfsc3k5Eg7spCW5aun1QecfNNh5bsH8x2V3PK2qaXdWxqzpcPQxR287TsYWY+nNDJHLwaTlGicsegtRXCL9Kn55v57PyZpvl28tLbTL83kl/Jo9qCBaRCIRRibm8sv1iYmR39eRplRY+f7K4xG9rAXK3nmWNzsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVf//U5Bmc7d2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV//V5Bmc7d2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV//W5Bmc7d2KuxV2KptpuhDUdH1G7tp632mhZ5LApu9r9mSaN+XxGFinqR8P7tvV5cY3wEsTKiiG8o35sdMNust3rGqB5rfSLaFpZRarskzcCWBlYP6cfp/3a+ry+NMHEjj+SAudA161vJLK5026gvYomnltpYZElWJFLtIyMoYIqKzM9OKrhsMhIIYWl0bU3Yhc2iuImuOJ9MSMCwQvTjzKqzcf8nFbROlaDrmsSSRaTp1zqMkQDSpaQyTsqk0BYRhqDEkBTIDmqJ5Y8yST/V49JvHn4h/RW3lL8Gk9FW4ha8TN+6B/358H2sbCOId6+18peart7lLXRr64eycx3ixW0zmF1+0soVT6bDur48QUzHelRBBoeuFkmN95a8x6fZx3t/pV5aWcpAiuZ7eWKJyRUcXdQrV9jgsMRIHq3qHlnzJptrHd6jpN5ZWktPSuLi3lijeoqOLuoVqjwxBCiQPIrpfKvmiIwiXR76M3Mhhtw1tKPUlAqY0qvxPT9lfixsLxDvTg+Q7210JbrVrLULHU5NUtbCO0a3YStDcRSuWjt5BG8svKMLGvqIr/AGP8rI8W7Hj327kmsvLHmHUXuP0Vpd7fx2zFZmhtpZClP9+CMP6beKlslYZGQHMppo/lFZ9Lv7jUkuLW7tbnTIooWHp1h1AyEuVdeW6IjxN9n4uXx4DJiZ77eaX+adCk0fW7+1SKYafDeXVtZXEyn96ttMYzRwFR2Wg9Th+1hBtlGVhAPp93DdxW11BNBLL6bCMxn1CkoDIyo3EtzRlaP+fG02jk8ra/dXs9vpml394Ip5LdQtrJ6vOLdkeNPU9OVV+KSLm/p42EcQ6lB3ek6rZiQ3dlPbiGX6vMZYnQJNTl6bcgOMnH4uB+LG0ggoi20DUprX1hZXrPMIjYiO2Z45hLKYR+8qKcpFaOLgknqS8o8bRxBMfNXkLX/L+r22my2d1K15FA9o7W0kZmkkgjlliiU8vUaB5fRk4/tL8Sp9jAJAojMEWld95f16wvYrG+026tL2ano2s8Ekcr8jReKMoZqnYUGEEMhIFOJPI+pWHlrVtR1qxvdNvbOWzW0huYmgWRLkzCRisiBm4+kvEqcHFuw4wSAFLQPIuva3oWqavY2l1PFp4jEawW0kyzOzqsiK67Bokb1X2b4f5ftYmQBTKYBpL7byz5kutOfU7XSbyfTU5c72K3leBeH2qyKpQcf2viw2EmQurS1VZmCqCWJoANyScLJN7jyb5vtiouND1CEuvNPUtZl5LyVeQqoqvJ0Wv8zr/NkeIMeMd7JR+T3mn9PWOlNaXqx3lil690bKbjG5thPJCR3aKVltn+Jf3jfZVvgwcYph4wq2L2vlTzTd3txY2uj31xe2lBd2sVtM8sVenqIqlk/wBkMlYZmY71Oy8ueYb52jstLu7p0kMDrDBLIRKASYyFU0eiseH2sbCmQHVamg64+qHSU066bVVJVtPEMhuAQKkGIL6laf5ONhPEKtNNb8pT6P5Z0+/v7e5s9Uub27tp7S5QxcY7eK3eMiN1WQM3rvyqf5cAlZYxnZRHlvyx5W1i0unl1i+trqws5L68iXT4ZYwkRUMsUhvI2dvjFOUcWAkhEpEdFy+S4dR0Jr7yymo6xcC++qrGLULIYhAJGYwQNdEcX25etx4/s48W+68dHfZI4fLnmGe8msodLu5by2ZUuLZIJWljZ2CqroF5KWY8V5D7WSsMuId6pa+VPNF2t01ro99cLZO0d6YraZxC6faWXip9Nlp8SvjYUyHepaX5e1/VxKdK0y71AQ0MxtYJJuFenL01bj9OJICmQHNdbeW/MV1eLY22lXk960YnW1jgleUxMKiQIqluBB+3TjjYUyHem2reSNRtbTQYrexvZNb1OK5a604xMZVkguZIgqQhBKPgQMwblgEmImN+5IdS0rVNLujaanZz2N0AGNvcxvDIFboeDhWocINswQeSJs/LHmS9sW1Cy0m8ubBK87uG3lkhXj1rIqlBT542EGQHVPI/JE8HkBvM13pmoyPcXDRWssamK2hhRI2FzMWhk9SKV5fSi4yQryjf9432cjxb0x4/VSE8l+XNB8w6nZ6Td6ndWOpX9ytvbCKzjuIKPQKzyNcwOvxFuSrC/wAP7X7KmRITORAtGWHlHQdTh1ldGudR1K706zE8ELWkduzTNeQW4QJHNeNKpSZzt6TcuH2sBkUGZFWx2/0PW9OvUsdQ0+5s72XiY7WeGSKVuZovFHAY8jsu2SBDMSBVr/yv5m06aCDUNIvbOe6YJbRXFvLE8rE0Cxq6guan9nEEIEgeRQSWF87XCpbys1orPdKqMTEisFZpKD4FVmVSW/axTaPt/KPmu4s47230W/ms5iBDcx20zROWNFCuFKtU9KHHiCOMd6a3fkPVZdH0W/0XT77Ufr1i93ftBC86ROt1PAAPST4F4Qq3xn7XLI8XexExZtQtPImvXXk668zw2l1JbW9wkXFLaRkaH05nmuPVHwiO3aARyGnFWk+N0/aPELpJmLpjeSZprb+VPNFzZR39to99NYysEiuo7aZ4mZm4KquFKklzxAr9rBYY8Q70sdHjdo5FKOhKujChBGxBBwsluKuxV2KuxV2KuxV2Kv8A/9fkGZzt3Yq7FXYqnHlDUX07zRpd2sqwolzGszvTh6LsElWTl8PptGzLJy+HhgkNmMxYLLY9Xj1SfzrYxalb2mpanNEmnXMsq28EtlbSSK1mk5KwxxvH9X9MO6QssHDlkKqmuqpH6TqGn6fZaV5d1TVrWbUZLXWLYXizrPbWUWo2QgtreS5jLxFPXDyP6bvHB6n+U+AjqggmyB3JBqVhDpX5cSWE+oWM2pz6vBObK0uobp0hS2mTmzQNJGQWb9h24fDz481yQ3LIG5fBT09P0v5Gi0awvba0vLW/mur60u7mGzW5jljiSCRZbh4onMBjlX0+fJfV5ovxPidik7StlmueYo4bK+Ua/Be6gPKVtp73kE/IyzrqaiSFWbi7uIOXLbk0X7z7HxZED72uMfL+L9CX6dqVnd+V/Lyaba6PPc6QrrcxanqE+nzxXJuJJRcRcbyxilVkaL441knRk9P7KR4SN0kbm73Y3ba/Zt+ZUOu61FA1qNVW71COzBa3IE4eRolYsXjO7ha/Hkq2pmY+mh3JzYxT6R5zt/MOu61ZanprX0U13dwXkN3JOOfJZmtFka4pEeMhjmiXjx45HmKDE7xoBqCK40W18yXOsa5Z6hBqlpJbxw297HeSXlzIwaGZoo2d4/QYetzuVidf7tfibHnS86oJjceYbe88/wDmCmrxRy3ulfo/RtUknpBDJ6cB4iZSViV40ng5fYV5fj/axrZHD6Rt1X6FLDo3l/QNO1LWrKSa3802N6bOK8huEtrcK4eUyRu8IQkcpPTdlj+H1OLvgO5+Cy3JIH8KWaqDruladBpGrWdqdLurw3dvcXkVn++lupJY72MytGs1YWjirCZJl9H7H2cI2SNjuE98y69pc97rMh1i2v5ZpPLLfW1lH79re3IuJFDUf4H/AL3kOUX+7OLYAP0sYxO2385AQNo/mPX/ADPpl/cBtKsNVutfguozzRrVJyt5HGy1X/SYPSeJvstJCnxfHh5UncAHy4WEy61Lqnm9dXuysRub1JnFQEjT1AQoOwCRp8K/5K5KqDbw0KZX5w163fy95gtLLUEZb3zTd3DwQzA+tb8axyFVPxw8vsP9jlkYjf4NcI7j+qirjU9M1u/XQ7zU7dIdZ0XTC+pTSqY4dTsrZeDzyE0VuPq2snP7Pq/F9nGq3RRG/cSluqeYNNvtN82R20qxWirp9no1u7AO1raSlFKr1Zig9WWn7bthA5MhEghPYdU0qDzbPqRutPmi1nQLey0yaa74xx3MNnaRypc/VpY7q05elNbhpDBy5/779TI1swo1XcVmma6bCSz0m6XRNEjaPUBpl1p97Je/VLq6tvRWWSb61fLBG7UHwMrRv++Zf2mSFMb33KUPE+k/ltrelX2sWc91cX1lPbabbXcN0VVPWEkoaF5I/jqnJUbmvD97w5Jh5llzkDSU+UhFceX/ADNpwuLeG8u4LZrZLmeK2WT0blHcLJM0cfIJ8XHnyb9nJS5hlPmCyZ3N75n0XzJpvmCysNFsobQASXccE9kltCiTwCz5fWJCzLJ/cRSJcc/tfG2R6VTDkCCN2MeX9b0e2/MSPVyv1TSzezSwEry+rrKX9GTiASfq5ZJPh/k+HJEbM5RPDSfaPBd6LovnCPU9fsJRqVg6w20N/Ddtdzi5iYTD03ej8ef99wnbn/d/3nCJ3pidyKCIhudP/wAY+WNUN/Zixm0e2sTKbmGsVxHpf1V0nTl6luBN8POZEj/a5ccehR/CR5/pUtLktf8ACEGhJb6Neajp19cTX1rqGotbRuZFjEU8E8F5aWlxxVWjb97JJH/uv4HbE87U/Ve63zX5ouLrytrUUt3Zw395q9mLq102dnimhhsXTmOckskyc1j9WRndWn+L7WMRumMdx7kTJqtrqWnXFhBqtvDrGoaBp0Au57hY1kNu59e0knZgkUkkYj/vnRP3Xpu3xY0iqPLa0o83yCDyD5b0mfVbbUL6xu78y29tcJc/Vo5EtzHHzQsjLUOVaNni5c0V/gbDHmWUPqJpLPJF3aWyeYhcTRw+vot1DD6jBecjPGVRakcnahoowy6JmOXvbj1X0vy0m02O7CSXGrrLPZq4DPGlv8LMgNWQP/sef+VjW616r8mUap5kt/0RrksGpob6+8u6LbyukymWaVWgS4jJB5PIsassy/a4cueRA+9gI7j+sV1hqttdaH5ak0u30WabR4fTmXU9QnsJ7a5E7yNKkYvLOKVJKpJ6kMckv+65PsJgI3Kkbm73S/V55/M2kQx2V9p1jd2mpXtzqVh9bisoGluJeaXVubiRFljVP3KBXeaNU+xxfCNkj0lPvN2oW+uaZd6TY6/ZT6tJb6PJd3clylvFfJbWjxyx+vM0ac453ErQztGzfa4+onHBEUwgKN13oPUdSvY7Xy5p9lq+m6nfQ6Pd2OpfWLyOOAxyXTH6sbhpIeJWMoEb1o/UWP8Adu8f20DmyA57dWG+cdN0uxfT1srqOSeS3LXtlBcLew2shlciKK4jrG6MpEnFXk4MzcpZMnEtkCSym59TU9U8va3pHmCz07TdPtLSIJLeR282nvbxItyBblhcS+rKskoa3il9b1PiyPeKaxsCCEr83avo1/5akbTmSKObzJqt3BZAqJI7aeK29EmP7SoeLKv7PwMv7OGI3+DKAIO/80Jb+W13a2fn/wAv3V3MlvbQ30LzTysEjRQ4JZmYhVUeJwz5Msg9JRPlTVksLDzg6Xa21xc6b6NqRIEeQvfW/NI9wWJi9Sqr+xywEckSF0nvlnXtLh0fy5Hc6jFbXyRa3aW927cmspLiONbWRwtXhj9RpOEnH93yeRfstgI5sJRNn4Kei3MflbTJI9b1O1u/X1OxurWys7uK+4NaziSe7Jt2ljj5RVhAZ/Wk5/Y4pid+SZDiO3cuj0u00w+dL641jTZI9QsbiPTI7e8gnkuPVuoZQVSNmeOiL/dzCOX+WP4X4t3S3dbMh0Ey3f5s2vmOx1u0TQ7gBLWJLuMzramLilibNW+sL6dOL8oVgXh6vPIn6aYS+iq3Ybfa8VtfIMNvqAVNOg9SZI5QBBM2ozsxcA/u39L02+L/AHXx/ZyYHNsEfqRetyaff6T5ztLC7tOS+YBqMEbXEMQltIkvFL25kZVn/vI+McPOR+XwJgHREdiPd+pg2pabeabdtZ3qCO5RUZ4wyvQSIHWpQsOXFhyX7SfZb4smC2g29P0+4M/5jaL5rtfMFjZaGj2QUy3kUcttbxhEksmtSwnCrR46rF9WZW9X1ePJsrPKmg/SRW7zLWHSTV76SNg6PcSsjqagguSCCMsDeOSDwpdirsVdirsVdirsVf/Q5Bmc7d2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ko2DWdRt9MuNMglEVndsGuVREV5ONCqvIB6rRggN6Rf0ufx8OeCkULtBYUuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kp8PO/mNbNrWOaCEPD9We4htLWK6aHjwMbXSRLcspQcGrL8SfDkeEMOAJDkmbsVVbm5ubq4kubmV57iZi800jF3d2NSzM1SzE9zgQApYUuxV2KuxV2KuxV2KuxV2Kv//R5Bmc7d2KuxV2KphDot1NolzrETxtb2k8VvcRAn1UM6s0chWnH02MbJy5fb/1lwXui96TdfJeqR6VLKUtZppYLK4EZeYXEIvZSkCgfBDylXjI3qc1WGSNlZX5YOJhxi1LVfJx0+9XTxrFhd6gLpbK4tLc3POGViVPJpII43VGUq7QvL/xHESSJ30QqeV9QfUtX08SRetosdxLdNVuLC1bg/pnjUkn7HIJjaeLYHvTuw/K/UrzVbbRRq2mQ69c+n/uJmlmWaP1KGkjiFrcSIp5PCs7T/s+l6nwYDNgcoq62QXmWxtrbyx5WkjhjS4mt7w3MqKA0jJfSopdgAX4qoVeX7OEcyyidyo6d5QkubK1u7zVLHSUvyRp6XrTBpwrmMuPRimEcXqK0fqzmKPkr/F8DYmSmfkq/wDKvvMZZIkSN7kXsmm3luGIe0uI6mlySAiRuiySJKrvFwjk+P4Gx4gviBUTyEw02HVLjXdMtdNuZ5ra2uZXuT6jwMAxWOO3ebgeQbmY+C/7s4Nxx4keJvVFHw+Ubuz0LzJptxaxXGrw3mkxWUsYWQst36zIYJKV4XCmJtvt/BywcW4Rx7g9N0PH+Wt5NLfW1rrWl3V7pkE9zf2kU03ONLaNpJArNCsU7Djw/wBGkm+P7XGPk6vGnxPIro/yx1J5NOtjqumpqWrWsN5pmnGWUzzLcRCWNPhiMUUp5cFWeSLm/wDdc/tY8a+KO5LrHydLPp1tf32p2OkRXzMunpfNMHnCMY2dRDFMI4xIpj9Wdoo+St8XwthMkme6fy/lzaaXo3mOPWdSsYdZ0trIIA15IIvrCGXjWKB4nMylUQjmqujfEicXaPFdMPEsiuSUv5J1CeVGd7HTbKHTrS/ur5pJ/QSO5jBjMnISytcS13ht43+Pl6ScFyXEy411t+XGr3mqadZWF7Y3cGqx3EllqUcrrasbSFppo3aSOOWGREUVWaKP7afsfHg4lOQAIHVvKUthpX6Vt9RstUsluBZ3Elk0pMM7IzqjiaKEkOqPwkj9SJ+DcXwiSROzSno/lifUNPn1Oe9tdL0y3kWBry8MvFpnHIRxpBHPNI/H4m4RcUX7fHElJlWzLPKvkyHTb/U59TvtLY2+lyXulTTxzXlpKrsIlu1VbeaOSOJuaNHKnqrN/wAe/wADZEytrlO+V80j8gaLpmveftP0/VJ4PqdzdqJkpNElwGkAMUQgjDRmQH4OQgRF/bjyUjQZZCRGwmVl5V0u48kam41TTVFpqtqv6ckW4WMxvaykxR1g+uNWTjWNbf7Ufqf3aepgvdBkeL4JTL5C1OHUbi2mvLOOytreO8k1cyObQ284HpOpVDM/qE8ViWH1uXL938LYeJl4gpLtc8vT6StrMLmC+sb5Ge0vrUuYn4NxdaSpFKjo32lkjRv9jhBtMZW668u3ts2jrI8ROtwJc2vEt8KPPJbgSVUUbnCx+Hn8PHG1EufknDfl1fQ2l5eX+q6dp9pZajcaRNNPJOa3FsELcI4oZZnjb1PhZY/h/wB2+nkeJj4nkpN+X+owXOpx39/ZWNrpX1f6xqEryyQP9cUyWxi+rxTSyCaMeopEX2ft8cPEviBCWflR7g3kzalZQaVYukcmrytN9XeSUFo0jVInuZHZVZuK2/wKrepwxtJmiG8iakl3Ikt3aR6dHbJe/plnk+qNbyMUjdaIZ2LyBoxEsHr81f8AdfA2PEviBXtfy51W8vYoLO/sbi1uLSe+t9SEskds8dqD6ylpY45I3SnxLNHH/N9j4sHEg5AEu1nytLpunW+pw6haapp9xK9v9Ys2lpHNGAxjkSeOCRTxbkrcODr9l8ILISs01pXll73T21K6v7XStO9U28VzeGYiWZVDOkaW8VxK3BXRnb0+Cc0+L4sSVMqNJoPy11aOHUbi9v7Cxs9Nkt0mu55XMbpdxNNBLD6UcjTRyRryURq0vx/3f95wHGx8QITUfIuqWUV7MLm2uobO2gv1kt2kYT2ly/pCeEMiNwjkKpKJBG6N+x9rCJJEwV1l5Rv/ANESai4tJFm06fUI4ZnmE0cENylv6yrHxXm8hdYhIzxsiysy/wB1jxKZ70irv8tdVttQg006hp8l/LEt1LbpLJ+4tWg+sG4nkaNYYo0j+0rSet/LEyOjMOJAyDmhm8i3cotZNN1Kx1W1ubuKwe5tWnCwT3DERCZJ4YZlR6NxkWJ0bj9rl8OHiTx96/U/y/vbG31Nl1PT7270ajanYWssrzRJ6ohL1MSwyKrsgk9GaRo+X7xV+LESQMl/FGP+VWrjUp9Jj1TTJdZt4/WfTVmkEnpBQ5f1HiW3+GM+qyNP6qx/E0eDjR4oq62S268j6gtvZXGmXlrrUV9djT4zYmaq3bAFImWeKBquD8DKGjb4vjw8TIT79l0/ke4Fvcy2Wq2GpSWJjGoW9o8xeBZJBEJCZIo45Y1lZEd7Z51Xmv7PxY8S8fkitW/LXUdNl1S1bVNOutT0hJJbzTbaWZ5hFE1HdWMSwtxX42j9b1kT7cSt8OATQMgNbc0ZrnkKzaPyzBoV9aXV9qVh61zGhuk58Z7oyXha4ijijt4ooQknxRv+6Z/R4/vWRLnaI5OdpefIko0y81iy1fTtUsNMeFb36s84dWmmWJFEdxDA7Bi1eYX0uKv+85/DjxJ496pDfmBZQweftfs7KBYoY9RuYre2hQKqqJmVURFFAOyquGPJOM+kK0/kG8i+tQ/pOwl1OwjaXUdKjeZp4Ej3mLMIvq8hgHxTJBPK6cX+H4Gx4keIze08s+XT5k8oaO1/pEtiLW3vJoBa3PrXUrKZC0kxtFkkjm5fBFLKsaxR8Xjjf7cLNFrMjRO7Crry6+ozT6teaxpNjYTTehbXywzW1tcSIilxb21vaiVUiDJ6jtaxR82+3zbJ22CVbUVMeQdUimvxqV1aaXaac8cc1/dO5hd509SFYfQSaWYyxfvV9OJv3fxvwx4k+IOiPsPJ+hP5Y1+8m1qwkurJ7UWk6fXioWXmTstvT9+AERXXnGyN63oYOI2xMzY2SrVPKDaXZrJearYpftbw3Q0oG4a4EdwiyR1YQ/VuRjdX4fWOXHCJMhO+jH8kzdirsVdirsVdirsVdirsVf/S5Bmc7d2KuxV2Kp95P1vTdNv7iHWI5Z9D1GBrXUoLfiZSlRJG8YYqvOKeOOQVb+Zf2sjIMJxJ5c0bc+cbe/j8ym9jkWXXJrZ4FhC8IoreUt6e5FAkXGOL7X2fix4eSBCq8kVfeatCTTQsNxfa3qaXEE9pd6nBDC1qkDcjGsqTXM0yyfY4FoYl+3w5YACgRN9yJn8z+RorvzHqVmNSlvdftrmOK3migjitZLphI9ZFldrheXwK3pwcU/3W7fZaOyOGWw7lew84eRv8bWvnTUE1M6gLmO9vdNhjg9H6yGDSSx3DSq5j5fvFt2t1/wB9fWOPx4DE1SmEuHhDF9e1201DRtDsoUkWXTI7lJ2cKFJnupJ14UJJ+Bxy5BfiyQDOMaJZFpn5hf8AOvabps2ua3oU2lI0CfohucFxE0jygyRfWLT05lMhT1R6vNFT4fhyJjuwOPe6BUdL8+WGmC7Crd6m2uSyR+YZ75gZZbEkqsMbhnPrMG9Z7hvi9VI0T92snrExtJgT8EVqEfkpvJWgxXtxqMNut3qLWN3DBDLI0PqRApLA08So9KESJO/H+R/2QLtA4uIqX/KyraGa7uLO1kjeK40V9Gifi6rDoqsiCdqg83X02birLy5/5OHgXw/0/wCyWaZ5g/L7StQ1LU7RdUknv7O9t7e0kjgWO2e8t5IvimErNdKGk4/3Nt8P7z42X08SCUmMiK2UF86aWPOnlfXPSn+qaJBpUN2nFPUZrCONJfTHPiQxQ+nyZP8AK4Y8OxC8B4SO+0PJrPlTV9P0+PW3vrW70pGtoms4YZluLYzSTqrepLD6EqtM6eoqzrx4/u/h+NojkmiOSY6z5z8s6tc+Y0ZL2zstWi0/6kyxxXEiSafCsfCUGWEFHPL96r8v2vS/ZVESKQIEUtl86+X76yl0i/iu49OudO0y3kuYFjaaK70yFo1kWJnVJoW9SQcGlhb7LfAy48JXgI396/SPO3lvRJtMstPjvJtJsV1KW4uZkiS4mu9QsTaAiFZHSKKOkfw+vI394/8AKmAxJQYEsbtNatYfJ+paKyObq8vrO6icAemEto7hHDGvLkTOnH4f5slW9thj6rRelazoM3llvL2tm6t44rxr+yvrOOOdleWNIpY5IJJLcOrLFHxYTKyN/PyxIN2EEG7CYzedNFjim06yguV0qDRptK05pQhmeWe5Fy80wDcUDOX+BGk4Lw+18TYOFjwHn5pD5P1uHQvNWk6zPG00NhdRXEsaUDMqMCwWu3KnTDIWGc42CEXe6vokXlm80HTnubhZNSgvbe5uIY4CYo7eSNw6JLPxf1Jfh4s6snxfB9jGjdoAN2U/0z8yLW1jWzjn1HToJtLs7Ga/09hHdRXFmzMrxgSJ6sLeoyvG0sPP/J45ExYHH97HPNmutqstsP01qmtJArUm1Y0ZWcgn0o/WuuCkBeX734uOSiKZwjXQBNbPzD5Rubby9NrIv0vfL8f1c29pHC8VzCly9zH+9eVHt35TOj/uZ+S8ePDBRYmJ3rqpeavN+m6tpN3Z20UySz6/f6uhkVAogu0iWNTxZv3o9Nua/Y/y2xEaTGBB+CvN5r0e71g3w1HU9IC2OnWitaQRT+obO1jhlWWJri3Vo2kiDx1d/h+3F/K0jhIHemFv+YukQvqtjpsmpeXdNvJLe4trzSikdwJoIfRkMsEcltE0dyT6rRRzRrBJ/d8lwcKPDO1+pZZfmP8AVry/hfXtfuLa/toYf000vHUYZYJGdTGnrsDbnm4a3+tLy58vU5Y8CnH5BDN55tlvLl7nV9Y12OXS76xim1KnJJruPgpSNri49OP7PqUlZm48uP7OHhTweQG7Hv0za/4P/QvF/rX6Q+uc6D0/T9D06Vry5cv8nDW7OvVae+WfPRsvLQ0KXVdV0T0LmS6tr3R2qX9dUV454fWtOYX0g0T+ryTm/wAOAx3thKFm6BUdZ84W17oGq6Y93qGpXN5f2dzBfagQ8pitoJo3EjGSRlbnMPTRS68P28RHdIhRBXQec9Oj1HQJHhmews9LOkaxDRQ0sUrz+t6XxUNI5w0XPh++T9n7WPCvAaPvam85ac+o6/IkMyWN5pf6J0eGico4onh9H1fioP3cHKUpz/ev+19rHhXgND3qknnbSZPNt7qEttPJo+p6fFpl5ECsdwqC1ihaSPd05JLD6iBvhdfhfjyx4dkcBrzdpvmbytoCQW+km+vUm1CzvNRurqGK3ZYbKUyLDDDHNOrMxbk0jzL9lU4L8TYkEqYk80Da+ZrCLUPNNy0cpTXLa5gtAAtVae6jmUyfFsOMZ5cefxYa5MjHYeSMbzpph89arr4inFpfWt7BCnFPVD3Nk9shYc+NA7gtR/sYOHamPAeEBQ8sedU0DS7ZIYWl1C01m11WMMB6LR28UiMjNXkGYyDon2f2sTG0yhZ+CY6z55huIpPQ8zeZLyKV42/Rd/JygVA6s6PL9ak9egB4f6PF+zyxEfIIEPKKEn846ZJ5y80a2Ip/qutxanHaoVT1FN8rrF6g5cRx5/HxZ/8AJ5Y8OwCeA8IHdSrbectDit9CmkjuXubHT59F1KyCRrFJZ3LXJkliuPULrMFuvhja34cl/vf2WeEoMDv/AKZTg1vyVpXl/WtO0x9SvLrVRbiO5uYYLdI0t7mObgY0mnLEqjfvef2uKel+3jRJXhkSCUp8yeYYr/zrqPmGwRkjuL+S+tUmA5ANKZEDqpZa/wAwDYQNqZRjUaZP5h/MOPVU1C5i8x+Y4Gv0kP6DaXnZxvLXlF6/1mr225UJ9UX938OREa6BhHHXSKW2vnLTIfNXl7VminNtpNlbWtygVObPBCY2KDlxK8j8PJlw8OzIwNEK3l3z39V8tQ6JLq+r6E1nPLNb3ejtyEqz8eUc8Pr2lWRk5Ry+r+2ycMTHe0ShvdArLjzToWq2t/pmt3mq3FvJdJe2OsSCO6vA6wiF0uIpJo1kRkVeHG4/dcP28aI5LwkbikHY6p5WttO13R/WvvqWoC1ezvPq8Jl9W1LEiWH11VEkZ23SeRo/h/vMNFJBsFEw+YfLcOg3FpcXWo6tJJZ/V7XTbyCEW9rcFaCaG4M0sqrE5ZlSK3g9T7EjcftCja8JthuTbHYq7FXYq7FXYq7FXYq7FX//0+QZnO3dirsVdirsVVbW1uru4jtrWF7i5mYJFBEpd3Y9FVVBZifbAglu7s7uyuZLW8gktrqFik0EytHIjDqGVgGU/PFQbUcKXYq7FVa2tLq6kMdtC88io8jJEpdgkal3YhQfhRFZ3b9lcCCVHCl2KuxV2KuxV2KuxVFyaTqsenRanJZTppszmKG+aJxA8grVFlI4Mw4t8Ib9nBaLF0hMKXYq7FXYq7FXYq7FXYq7FVZ7S6jt4rmSF0tpy6wTMpCOY6cwjEUYpyXlT7PLAi1HCl2KuxV2Kq01pdQRwyTQvFHcoZLd3UqsiBihZCR8S81ZOS/tK2BFtWtrdXc6W9rC9xcSGkcMSl3Y9aKqgk4qSpYUuxV2KuxVWtbS6u5hBawvcTEMwiiUuxCKXY8VBNFVWZv8nAglRwpdiqs9pdR28VzJC6W05dYJmUhHMdOYRiKMU5Lyp9nlgRajhS7FXYq7FXYq7FXYq7FXYqrG0uhai7MLi0ZzEtxxPpmRQGKB6ceYVlbj/lYEW57S6S2iunhdbadnSGcqRG7R8S6qxHFmTmnMD7PNf5sVtRwpdirsVdirsVdirsVdirsVf//U5Bmc7d2KuxV2Ksi8v6Lo76LqGva007WFlLDaQ2toyRyzXNwsjqvqSLKsUaxwyM7elJ+zxXIk9GEpG6DMvJGleVrXVtN1yyhvpLPULPV4ooJbiFZbe4s7CR51MiwETq0UsfoSrHB6cnxOj8ODQkTya5k1XuYP5dl0f/F1jI1tcHTjdx+lbi4QTLVx6fKb0SjcWoXpAnP/AIr+1kzybZXTMb7ypomseYPNGsNHLDYWOotam1m1KytHnu5pJnZlurqOGGKJViZvS9Keb/WXm6RBIAahMgAJfL5H8uy65a6RZXvK61m1B0yKO8tL0W1/6hQWt1Lah45Em4/upo/R4erG0sfwyYeI0y4zV9yO8t6f5a0TV9d0q5gvLu/s9GvI9SljuI4I/WSNvrMUStbytRfhiSVm+2jy+m6OiKCSWMiSAfN3lSyhiTTbyCa5MN3pfmMxWk8olSFY7SZVEdFQBmH963H43+LiuMv1LM/fFZY/lzoMdvpcWq3Qjn1O3gupr06rpdolol0gkjLWdw31m44RsryfHb8vsx8vtM8RSch3r7ixfyr5estU852ehXlwRaTXDQTXVsVb4V5fHGSGVh8NR/NkiaFs5SqNpvaaP+X13oGo61Gmqxpo80EU1q81uWu1uQ4iZHEIFoeUTNIjJd8V+y74LNsSZXW26tP5M8sRQJrxmvB5dbTI9R+qcozeGaS6ez+rCb0xFxEsbP8AWPQ/u/8AdPPHiPJeM8utorQPJXkrzAmi3FnLqFrHqGq/o29tZpIZXhQQGXnHKsUaycveFOPxJwb+8wGRCJTkL9yUDQvKWpaPd3ej/X4ZtOubaKc3ckMizwXLmPmixxoYJFcf3bPcLx/3ZhssuIg7tHyjpg84+aNGMk5tNETVXtX5IJG/R/qel6h4cTy4D1OKL/k8ceLYLxnhB76ZDrmm+WtZk8uwCO9sLKz0L69cytcR3LC0haeRoo4xBADcSSf7uLrH8fxRfDgBIthEkX70q0vyp5U8yaXcyaEL6y1WK7sbOC0vJobiN/r0/orIZY4bc7dDH6fw/a9R/sqSSObIyMTulepj8vrS8ltLe21W6W1k9Nrprq3hFwFPFysX1aQ29d2Sslz/AJS/F8JFshxeTJfzD0jRNQ80efb2GO5t7jR29Yhpo5I5Z5L+K3c8RDGUi9OY8Y+btz/3a32cjE7BrxkgR80t8seSdA1Gy0e61Ce6ijvotYlumgMZKDTLdZ4yisu9atzUt8X7LR4TIspTIuvJdo3l/Rdah0qO2k1C10rUfMNrprWUtzHNxSZEV5gVhij9f4m4N6Xwp8Hx/axJI+SmRF/1VN/KvlbUYtbtdC+vpqOjGMpNeSQtFco91HaN+7jjVrdleZGX99PyXl9nGz1XiIq+qNsvKf5f3PmW98sepqf1+xjux+kRJB6E89lDJJIqwGHnDGzRHg5nlbj+ynPkg4jVoM5VbzrLG56J5W85+cB5L80ka7qANja2IsiLqf8Acg3kcdIvj/d/B8HwfsfDlZiLDTKA4hs3e3+hXXkTy/feaG1HUrue+1LeC4SORgTb+pLLNPHcl2HwhE4fF+1Kn7TRvZQDxGmk/LbTba71uW5uDc6fp11HaWULXllpckxnjMys9xeFoU9OLjySOOZ3dv2EXnjxr4h2Y15y0LTdI1GCPTruO5t7m3S4MSXNvePbuWZWglmtSYZHUpy5Lw5I6fAuSibZwkSN2WW35baBCbGx1W7SC6vLeGe51FtW0u2jtDdRLLGHsJ2+tzLGrp6p9SFn+L0Uf4PUjxlrOQ9PuKU2fkzRbjQv8RevP+idLDQa/EjI8v1sGkAtpAnD0bssvF2WT6vxk9T1P3XqHi3pkZm6TW8h8oT6L5Gt9Xjv5JrqyeFDaTQxLDE2pXIWRvUil9duTH92PQ+z9v4vhAvdiLs1+NkZ5V8ufonX/L0M19PJ6PmDVNPkjLVt0+qxQqZo4v2ZJOf7z4vjVI/5cBNg+5EpWD/VDGYdF8patp2py6GNQtr3R447pjdywyJcW5njt3ZVjiiNvIrTI4QyXHw8l55KyObZxEc+rI9Tt9B06x/MGxu49Q1Ce11OKF72S8jEstJ5lidy1tIS9QWmPL99+z6ORF7MBZ4fc8sy1vZ7Z+RdAk8xMtzdTweWprW0ubS7LIZeWoFIoUduHE+lM8vrfu1/d203D9nIGRpqMzXmjvy/8uWumaxpk+qNNBqN1Lq1u0S8WEdraWMsczlNi0hnZkj/AHir+4k/yWwSLHJKxt5JXZ6B5Z1G0tdU0M6hYtb6vZ6fcrcTxSuUu+bRTwyRRQ+lIvoPVCsnH4P3jYbPVkZEbHua1XQvLejxS32tm/1Ke+vbyOygt54oG9G1mMTTTzyw3HOSSTkOCQ/ss7P+ziCTyUSJ5I26bydH5D8vvqUWoXMBv9TWzhtpYbeQRcrfk8rvHcKXC8eMaJ8Tcv3iftDe0Di4jXkxPzZosWieYr7S4ZWngt5P3MrgK7RuodCwFRy4sOVMnE2GyErFst1Dyx5eXWNYjvri91fUreW2jtbD67BbXMsckAdpTNcRTeuVbjEkEMXq5Cy1iRodGGHSpJ/MH6KtopYJJroW0EN0OMqF5OCLKABRxX4/hyd7Nl7Wneo6d5Ii1Y6JZLqMtzFcpatqbzQCKVhKI5StsIecSkcjEzXMrfZ5x/F8EQTzYgyq06byL5Vn8w65ZWL3Q0/y20qXk13eWdq11J64giSOSdIoLVeXPlJK9w0ir8ECu3pYOI0x4zQ/pLJvIfllSNRN6Y9NtrOe81TTra+sdSu4vQlihjVZ7WkPG4kuY+DPEvp8Zfgfj8TxFfEPJR07SPIk+iJ5htodSVrXU7SyuNMkuYG+GdJnWRbkWw5VaJPhNsvHi6/H6ivGSTdJJldJvrnlXRdb86ec9TKSwWelajLFcwTahZ2xuLy4uZ947m6SGG3i4xM3psl1Kv8AxZy5JEEgBjGREQEsuvI3li2SbVpL1n0m0shc3em2l7ZXt2lw9wLeO3+tW/O34ychN6xh+GPkvoc8PEUiZ5KOvjQm/LHTZdGS5igk1i69a3u3SZ45RawAgSxpCsiFeLD90n8v+VhF2mN8W/cu5eWo/wAs9Ak1mK7uXGo6mttbWcsdvUFLT1HeWSK4pwonFBF8fL7a8cd7XfiNeSG13ybo9vY6hPpdxcTSQQWWqWiTcAzabeKA/NFH9/bzSRK7I3BkZn4rxxEljM9Ul81aNa6LfQaajSNfQ20TaoHIKpdSD1GiQBRxESMkb8i/71ZMINs4m90lyTJ2KuxV2KuxV2KuxV//1eQZnO3dirsVdiqcaD5mutIhvLX6tb3+nX6qLzT7tXaJ2jqY3rG8UqSR8m4PHIjfE2RItjKNo3/HuqJfWlxbWtpa21hbXVpZ6fCji3jS9heCZvidpnlZZOXqSyyPyVOXJF4Y8KOAMftriW2uYriI0lhdZIyRWjIajY+4yTIsjfz7cyX+o3D6VYNaauRJqWmMtybaWcM7CfeczRSgyPxME0Sry4qvHI8LDw/NCDzZJDLcy6dptnpslxbfVEe2WYtDGxJkMTSyyt6kqkxSSOzv6XwJwxpPB3q8PnrUUvob2e0tbq4Fk+m3jTLLW7gdDF/pBSRG9RY+MayxNFJ8Cc2Zvix4V4AttvO+o2qW0dvbW0cNpDf20EQEpCx6mjJKKtIWPpq/7mrf8ZPUx4VMA3H50drS0g1DR9P1SawiEFneXST+qkamqI3ozQxzLH0QXEcvw/B9j4ceFeDuKWaJrVzo2sW+q2qRtcWzl445AxjqQRQgFWpv/NhItMo2Kda61dW2jX+kxohttRkt5Z3YHmDbc+HAggUPqtyqrY0kje0ztPPOqW8VnbNb21xZWtk+my2cyO0VxbvcPc0mo6tzWaTkkkLROnBOP+UOFiYBG235manZjTo9P0zT7K10u7N/a20Mc3H1mjMbeo7yvNLyX+eVm+zxbh8ODgR4YY/Za1d2emX+nwhPS1EwmZyG5qbd+acCCAPiO9Q2SpmY2bZBL+ZeoSPqVwulabFqOsW8trqmopFN60yzpwkejTNDFIx/eM0EUXOT7fL7OR4GHhjv5JZD5y1eG+028iWFX0y0FgkZTnHNb/GHSdHLBxKsrpJ9n4f5W+LDwp4AjG8/3sOmz6dpWmWGjwXE0Fy72aTmUTWz+pE4lnmnk+FuicvTX9lFbHhR4e9ndCa15qj1ZLh5NF062vrpg9xqFslwkrNUMxEbTNbR8yPj9K3j/wCGbECkxjXVG3H5h31xrN7qs2m2LvqsDQaxbFbgwXnNxIZJF9blHL6iJIrWzwcHX4OOPCjw9qbk/MbVDHZQ2+n2Nna6fBfWtpbQRyhVj1KH0ZuReV5HYD4keR2fn9v1F+HBwr4YS7RfNupaRFYx20cLrp+pRavCZFYkzwgBVbiy/uvh+IDi3+XhMbZGAKlaeZdQtf0uYVjDazH6Vy1GBQfWI7msRDDi3qQr9rn8P/BYaUxG3kz6PznoVhPf6411pV3q13bTxSPY2l/HfXE1zC0Zab6wFsbf439Wd7X95Lx4f7tfK+E8mrgJ23eZXFxDLHAkdrFbtCnCSSMyFpWqTzk9R3UNvx/dLGn+RljcirDW7uy0vU9NiSNoNVSKO4ZgS6iGVZl4EEAfEnxcg3w40gxs21da1dXOjWGkyIgttOkuJYHUHmTc8OfMkkUHpLxoq40kDe03bz9qU11qEl9ZWd9aamYnutOnWX0PUgT045YzHJHPFIqlhyjmXly+L4cHCw8MJLquoxX9yJorG30+NUEa29oJBGAtdyZXlkZt92eRsIDMCk3HnR5bW1i1HR9P1O5s4lgtr+6W49YRRgLGjejNFFKIlAVPWik+H4cHCx4O4rbPzxqtp9Sight1sLSCS2fTuL/V7hZx+/a4XnzkkmonJ+a8fTi9L0/Sj4vCpgEHdeZL25/RAaKJF0SP0bRVD0K/WJLn46sS3xysu3H4OP7XxYaSI8/NNY/zI16PUrbUEhthcWmp3esRfA5X6xfBBIpBfeNfSX01+1/Oz5HgDHwxSHvPOtxLYXFnZ6ZYaWL10fUJbNJVe49NhIqN6ksqRxeoqyelbpDHzVfh+HDwpEG5PPN9Pea9cXljaXSeYpfXvbaQTLGkwkaRHiMcscimNnbiGkdf51fHhXg5eSVa1NpM1+W0q3a3sVjiRFkJMjskarJI9WkAaWQNJxVuC8uKYQyjfVE3XmnU7ny5Z6A4jFnZSGSOVQwlb4nZEduVCkTTTtGoX4Wmkxre0CIu0fdfmFrl15hg16WO3+twW0tqkYVxERPHIkshXnX1JHnlmduX98/Lj+zg4RVMRjFUl+k+Z7/TLFrK3jiaJr211AtIGLerZCQRrsyjg3rNz25fZ+JcSGRjaOXzxcywTW2p6ZY6rayXUt5DDdC4X0Jbg1lEMlvNBMI3NKxtI6ftfax4UcHcl+qeYbnUdPtbB4ILe2s57m4gSBWWhuyhdfiZvgT019Mfs/5WEBIjSjrms3Ws6pPqV0qJPPx5rECEHBAgoGLHov8ANiBSYihSaS+cVutSutQ1LRdP1Ga5aN6T/WkVDGgjAT0LiFuJC/EsjOuDhY8G1ApZqmu6jqWsy6xcSBb6WQS84lEYRkoE4Bfs8AqhcICREAUmuoedjfTtey6LpqarLIk0+pxJcJK8iOshYxif6sjSMv7xo7dGb4v52wCKBCuqjb+ctSi1vVNUeC3uF1lpW1LT5kZrWVZpfWKFeQkUJIA0bpIsqcfhkx4VMBQHcvh85Pa30Vzp+k6fYwrFJBcWUaTSw3EU1OaT/WJZpXG3w/vFaP7UfBuOPCvB3lfe+eLqbRDolnptjpmn/Wor4JapKXE8KuoYyzyzyOCJPsyO6rxX0+Hx83h3tRDe1W4/MG8n1PUb2XS7BotYFdWsCtwbe4m9RpfrDVmMsU3J2+K3lhVf2FXk/J4UeHtz5KFt50ktLyWS00nT4LG4tzaXelBJ3tpoi4k/eGSZ7gyLIA6Sif1I+PwMq48KTDzU9a84XeqaNa6KtjaWGm2c73FtBaJIOLSqqsC8skryfZrykZ5P8vhwVURUQo2qaf50nttCt9DutLsdS022nluo47pJg/qzBFJ9SCWGQACP7Ksqt/uzn8HBMd7Uw3u0y8v+ck/xVN5o1maJfq8DRRaRFC3pzxmEwRWqJxMMdvGvDn6j8lT4o/UmwGO1MZQ2oMQvLu4vLue8uXMtzcyNNNIerO7FmY/MnJNgFKOFLsVdirsVdirsVdir/9bkGZzt3Yq7FXYqi7TS767tL27t4udvp0aTXj8lHBJJVhU0JBaskiL8HL/gcFoJQmFKKn0y+gsLW/lj42l6ZFtpOSnkYSBJsDyXiWX7QwWi0LhSqwW0k/qcCg9JDI3qSJHVV6heZXm3gicnb9lcCLUsKXYqmmi+W9W1mO5lslgENmENzNc3NvaRoJDxSr3MkSfER0BwE0xMgF2s+Vdd0eCG5vrYC0uDxgvIJYrm3dgOXFZ4GlhZqfs8+WIIKiQKU4WTsVVbm2ktp2hkKM6UqYpElTcV2eMsjdezYEAqWFLsVdirsVdiqP8A0NdfoL9Nck+q/WvqfCp9T1PT9StKcePH/KwXui96X6N5e1fWXmXT4BIlsnqXM8jxwwxJWgaWaVkijB/y3XEmkGQHNvV/LmraQkEt5HGbe55C3ubeeG6gcpTmqzW7yxFk5LyXnyXEG1EgUswsnYqjtC0i51rWbHSLVkS51CeO2heUkIHlYKpYqGbjU70VsBNIkaFoORCjsh6qSDT22wpVLq2ktbiS3kKNJGeLNFIkyE/5MkbPG491bAgFRwpZTJ+WfnFLiW0W2t5r6EEyWFvfWU90KdR9Wimeeu/2fT5ZHjDX4kWMOjxu0cilHQlXRhQgjYgg5JsW4qrJbSPby3AKCOEorq0iK5L1pwjLCSQfD8RRW4ft8eS4EWo4UuxV2KuxV2KuxVMNN0W61Cz1O7hdFj0q3W6uA5IZkaaOABKA1bnMp+Lj8PLASxMqS/CydiqKGmXx0xtUEf8AoKzi2abkv96yFwvGvL7Kk148cFovekLhS7FUVYaZfag062kfqm2gkuZhyVeMUI5O3xEV4jsPiwEoJpC4UuxVH6to11pn1P6wyN9etY7yL0yTSOWvENUL8Xw70wAoBtAYUqlvBLcXEVvCvKaZ1jjWoFWY0AqaDqcVXXtncWV5PZ3Kenc20jwzx1DcXjYqwqpKmjDtgQDajhS7FU2vvLs1jothqlzdQI+pKZbTT6ym5MCu8XrmkforH6kTovKb1G/33w+LBbESs0lOFk7FXYq7FXYq7FXYq//X5Bmc7d2KuxV2Ksq8q/8AKJ+dP+2faf8AdTtcieYa5cx+OjMbubTX8/jyqujabHpNxZRJNxtIhOZJNOWb11np60ciyb/unSP+dGZnyHS2sXw3f4tB2NzHq+h+QtH1UWsOlX+oT213MlrawuIo5oF+GdI1kjZgaSyK/KT7U/PCdrSRRkQpa3qHlVrfU9Onsp/r1u8X1OFdDs9O+pyrMo4zTw3U00sTxlomW5WZmZkfny+0gFYg8/8AfIjzA2n3PnPznpiaXYWtho9rqYsIILWCMo8cir6hcJ6jNtVOT8Yfsw+mmAcgsfpBvnS1on0/zRovlrT/AC/Z3+j3sNmwaW0jnnvUuYUeedbviZ4+LPJx9CWNIOHxfZfD0teYJJ3S3zXJpukeVdPsdKtLOVbq41KF9Ve3hluJbeC5KQ8ZHVinwmvqR8Zfsrz4Yx3KYWTulnl5R/gHzc1Nw2mgH2M7/wBMJ5hlL6gjvK1o8HknXP0uWtNI1aWxgsJJfhV7lLpHkli5fa9G19f1JFHw+oqN9vE80SPqFc0980v5OsbzXdAksrgR2kU8dhaRaLaQyQNGCILg6iLp7yaLlxaSSXmk0b/3afBwiL5sI8Ro/pSa/lj1zR7yDRLK1sodNsYp7ywl0+FLmNYRGJJY9QVWnmLtV2+sSQ8kk4Ij/DkhtzZjY7pr5kt7LQode1TS9Ls5bpL60tCZrWK4hs4HtFl5LBIjwK1zLVfUkjb+7bh8b4BuxjvQJTO4tNOjktdSvPLlhBct5SuNRl05rcRwm5F44SYxjiyll4sOLLxT90nGP4cj8erGzyv+JhOvTRar5H07WprS1t9RTUbqxklsreG0WWEQwzJ6kcCxxc42d1V1Rfh+1yyY2LbHaVKsE7aP5M0i/wBM060u59RubiPUL26tIb3jJEQIrRROkiRco29b4FWaTn9vimPMo5yNsx8yW+naLo+t38fl6wtdQitfLxitp7ZJRazXVvcNPRJQ3Jyy/Gs/qc+P71XdcgN/ta42SN/5yWpp+nXNtB5jj0u1l1f/AA6dRj02OBBbS3UWotZvP9WUCJvTt19d4Qnpck5+nww3082Vnlf8X6Et1+8vb78qrC9vNPgs3l1iQRz21vHaJcItvQP6UKxxVRuSepHGvPj/ADo2EfUmIqfwS/6vdXX5XQjTFaRLPU7ibXYowWZVeCIWk0gH+6lC3SK5+FXZv5sPVl/Hv3Jv5Q8v+Wbq98p6pb2FyqXeuxadd2t/LDdwTRgRszKot4PhJcrwb1cEid2M5HceSHTVA+g6xr1ppGnvfWd1BZRxCyt5IbOycSsJDCyMkzvIqxfWrpZpP2efJ1xrelrcC2TabpsV5b6JfTeV7Q6ldaLq92bAWojS6mhNYJhCoUryABRYuH/FHBHyJPmwJq9+oQXkST9LXOg6tqNha2d9aeZNOtrC5tbWGzE8cpka4iZIEijk9Axwt6nHmnqcGb4sMtvkme1gfzUhl1CDXfLfmh59OsbY6Ube4057S2igkjD3SwNG0sarLMhST/d7SNzXlyyXIhnVEJz5psrPRJfNOqaTpVpNcW+rJZUltoriCxtmi5q627q0C+vJ+7WSSNlXhxTi75Eb0xiboE9Hm2p3U91evcTwR20soRmjhiWCPdAQ6xIFRPUHx/u1WP4vgXjlgbgGX/mHpmq335ta5aaRbyz3v19/QjtwxcEEUYcfs8T+1+zkYn0teMgQFsn1ZvLHreZvMfqCe6XUorW4vodOttWjj/cAyyiG5lht1W6ull4zskv2P3fDn8URewaxew/46kE+u+UbfUbu7s9NeH61aWqi/udLtnihuCxMsqWEks1skdzGFZaO3D956MeGiz4TX7UdZ+VYnbUYPMENpC15feXz9ctoVgSO1vvU9R4kKRm35p8UsYji+NfsceOPF3eaDLu/pKunyzajf+cdOvPLVhb2elabfyQKljFFLYyRRMsNZgolkdv+Xh5W5fvY+PHAem6najatFLpq+bvJ3lwaNpp03VtP0hNTJtImnma9toxJL6zAyxSjlzVoGi5P8cvqY9CUb0TfewjyJpVjfec7OyvIhcwAzutqagTyQQySRQmm/wC/lRItv58nI7NszUWQw3M+seQ/Nt5qGh2EEuntaraX9vYw2jwvJdxrJADEiBqIOr8p1X4Xk4yZHkQwqpCim2utYN5v81QWei6dXy/A8+j6XFaQhXlMsSSyyALzuFhieWb6u7NAvH+69NGwDkGMeQ35u8tWFn5j8u6Td6zolrFJca7HbJd21tHZfXY0tZ5FtgIFijHKdVhZoVTlyTnykTEmisjRNHogdL1PVNR8m+eWvNGtLNba2hiFxa2UVkYnN/BW1b0kj5/Z5fvvUmX0/t/FhI3CSAJDdfL5ctn/ADT82QxabGdKs7TVrmOJYV9CKL6nKbaRVpwVebRNCy/tcWTBfpC8XoHwU462HmDy7oOnaDZ6lpN/BZSt6tnHPPfG4iR7lxclTcR+lIZUCwyxrD6Xx/t8j0JXmCSVfzNqD23l3zDpkMNnbafF5omslK2NqTFAwnPwv6XMOgH7uQN6safu43VPhxA3HuWI3B/oq/mdvJOlanq3l+W0neyggnjsreHRrNZQFU/V7xdTF19blTkFleV19KaLn+4j/YAs7ojxEA/p/wB6wLyjqWm6deXlxf2Yul+qulvK0Ed2ttMzoEna3mKwygbx8ZTw5S8viZeOTkG2YJZxosutaXqOo3LR6dLDqfl67v7OaLTbVEkiiWRUYwPAvpVZX9WNU9GbivL1k4PkDu1miPixzV9Le/0vyZLZWKPd6nHcpP8AVoUT1rn9Iz/AVjVV5LE0QVP2IvTX7HHJA82YNE/joyLzjb2vl461f6LpdnLNL5h1CxneazguYrSCAxtbwxwTJJDF63qSUcR8v3Xpp+1kY78+5hDerPRNtT07TpdWkv8AVNP+q32neW7C5h0yG0W8EEkkgWaQWM0sKSLArk+lLIyQ8vjjf0sAP3sQTW385LNLuvKF/cm+h0wX1za6Rqs1w93plvp9pcGCINbslvazSxepE3NZJIvSb7H7fxYTaSCPmEt0zVTdaZomuGx0+HU7bWhY+rDY2scckEsavSSAR+g7xmvpymL1V/n5cWwkdGRG5Hkqap5ks4/MXmcX1nbRX7akbe11M6XZ3UMMcc0waOS3dFi9SWqu1z6c1y3pMvx4gbBAjsP1sT17R7qx82y6bq/o2spmiNy1uojhRJwrh0Tinpr6bhuBROH2WRckDs2RNiwzgWyy+edR8o3OgWdt5etluYzILSMXFvawqxjvjeqv1hzRVk5yTPBLy4cPiTIdLar9N3ukf5h61eXmi+UoZY7VUk0lbhjDaWsDhxeXcdFeGNHWPiP7lW9Hn+84ep8eSiNyzxxon3sGyba7FXYq7FXYq7FXYq//0OQZnO3dirsVdiqtFd3UMU8MMzxw3KhLmNGKrIqsHVXANHUOquA37S8sCKVTq2qG9F+byc3wAUXfqP6oCp6YHqV5bRjh1+x8ONLQbTV9WTTZNLS9nXTJXEktisriBnFKM0QPBm2HxFcaWhdom881eaL2zSyvdYvrmyj48LWa5lkiXh9miMxUcafDtjQQIgdEI2qam9xc3LXczXN4HF3OZHLzCQ1cSNXk/M/b5faxpNBE2/mbzJbaa2l22rXkGmOGD2MdxKkDB/tViVgh5ftfDjQQYi7pAyXV1JBFbyTO8EHL0ImYlE5mrcFJovI7tTFNIvSfMGvaO0jaRqV1pzTACZrSeSAuFrQN6bLypXviQCpiDzUtS1fVdUuPrOp3s99cU4+tcyvM9B25OWOIFKAByRTeavND6aNLfWL5tMC8BYm5lMAT+X0uXDj7ccaCOEXdLbrzP5lu9PXTbvVr2405OPCyluJXgHD7NI2YoOP7Pw40FERd0mHl3zdJpt5dXt5Lqkl5cKii9sNRexuQE2KvKYrj1EYcfhZfh4LxbAYolC+5Z5j846hq98JoDLZW0dqbGOETySSNA0jTSCeU8WnaWaR5JSw+Jv2cRGljABJTd3RtRaGZzaK5lW35H0xIwClwlePMqqry/wAnCypFaX5g17SRKNK1K608TgCcWs8kPMDoH9Nl5de+JAKmIPNTn1nWLiGSGe+uJYZREssbyuysIARCGBND6QZhH/Jy+HGloOg1nV7ea1ngvriKaxUpYypK6tApZmIiYGsY5O7fB+07fzY0tBfqWv67qdf0lqN1fcmDn6zNJNVwOIb42b4gvw1xAAURA5KWnanqWm3IutOu5rK6UUWe3keKQA9gyFWxIUgHmi7zzV5ovbq3u7zWL65u7Rg9rcTXMskkTKaho3ZiyEHf4caCBEDohtN1jV9Lujd6ZfXFjdkFTcW0rwycW3I5oVahxISQDzTXTPOus211dXN5c3F/NcWlzbRSTXDlonulo0qs3M8gw5H7PP8AmwGLEwCBvPNHma9vLe+vdXvbm9syGtLqa4lkliIPIGN2YsnxCvwnDQSIgdEFHeXccU8Mc8iRXQAuY1ZgsgVg6hwDR6OAw5ftYppGW3mTzFa6hLqNrql5BqE9fWvIp5UmevXlIrB2+k40EGI5UhL6/vr+6ku764lu7qU1luJ3aSRj0qzsSxxSBSZ3vnbznfWz2t7r+o3VtIKSQTXc8kbA7UZWcqcHCECER0QOl6zrGkzm40q+uLC4YcWmtZXhcqe3KMqaYSLSQDzRUPm7zXBfTX8GtX8V9cALPdpczLNIBuA8gbm3+yOPCEcA7kLLq+pztObm7nnF26SXokldvWaOvAyEk82Xk3Fm+zyxpNBld/8AmQZNLubK0j1JnuIWtk/SWpvfQW8Ug4yC2gMUIjLR/uuUjzcYv8r48iINYx7/ALGJ/pbVPrVvefXJ/rdoI1tLj1H9SJYQBEI3ryQRAD0+P2P2clTZQW2F1Hb38F1MjTJFIsjxrI0TNxNdpF+JG/yhiVIZR5g/MGTUtIm02EahILooLi61bUG1GYRRtzWGI+lbpFGZAsj/AAM7Mi/HxyIiwjjo2xpdX1ZdSGqLezjUw/qC+Erifn/N6tefL/K5ZKmdCqVdQ8x+YdRPLUNUu7wl0kJuJ5ZTzjBCN8bH4kDMFb9nliAECIHIKl95q80X8Riv9YvruJo/RaOe5lkUx8lfgQ7EcOaI3H+ZF/lxoKIgdHN5s80taRWTazfGzhQxQ2xuZvSSNkMbIqcuKq0bNGVH7DcceELwDuW2vmbzJaae2nWmrXlvp7ElrOK4lSEkmpJjVgm9PDGgpiOdKcev67Gt6seo3SLqVTqKrNIBcciS3r0b97Xk1fU5faxoJ4Qq/wCKfM/6M/RX6Xvf0Xx4fUPrEvocP5fS5cOPtxxoI4Rd0htM1bVdKufrWl3s9hdcSnr20rwycT1HJCrUOJFpIB5q3+I/MP6UGr/pS7/So6ah68v1jpx/veXqfZ2+1jQRwiqXweaPM1vBcwW+r3sMF47SXcUdxKqTO/22kUNR2b9pm+1jQXhHc1Z+aPM1ld3N5Z6ve215eEteXMNxLHJMSSxMjqwaTc1+LGgpiD0Ul1zW1vob9dQuVvrcBYLsTSCWMCtAkleS9T9k40nhCreeZ/Mt7MZ7zVr25naJ4GlmuJZHMUgo8ZZmJ4ONnT7LY0ECIHRBC7uxbC2E0gthJ6wgDHh6lOPPjXjz47csU0mqed/Okdy91Hr+pJcyIsck63c4kZEqVUsH5FVqeK4OEI4I9yUTzzTzPNPI0s0hLSSuSzMx3JZjuTkmSPl8zeZJdMXSZdWvJNLQBUsGuJTbhV3UCIt6dB2+HBQY8Iu6QU93dXCwpPM8qW6elbq7FhHHyL8EBPwpzd24r+0zYppRwpdirsVdirsVdirsVf/R5Bmc7d2KuxV2Kpv5e8vHVmupprqOw02wjE19fShmVFZgqKqL8UksjHjHGv8AwqKzYCaYylS7U7DyulkZ9K1ee5nVwrWl5Z/VXZT+2jRTXcZA7h3jbACVBPUKEnlvzFHpa6tJpd4mlMAV1BoJRbkMaCkpX09z/lYbC8Qurbh8s+ZJtMbVYdJvJNMQEvfpbytAAvUmULw2/wBbGwvELq1NNA16TT21GPTbp9PVPVa8WGQwiMOY+ZkC8OPqKycq/bXjjYTxDkr3PlHzXa2ou7rRb+C0ZDItxLbTJGUA5Fg7KF48fi5Y8QQJjva/w7qlxqUen6ZY315dSQRTi2+quJyrxLIWWJDKzRfFWOX/AHZFxk4py442vEKsobUdG1jTGC6lY3FkxZkC3ETxEugBdfjC/EvNOQ/Z5LiCkEHknUHljRbfRdO1PXNVms/0sJHsYLS0W7b0opGhZ5mee2WP94jgKnqvx+LjgvfZjxG6AX/8q/1ebyxf+YrGO5vdOs7sQQzxWs3pzWwSZpbsOQOEUJgVZOS/B6n7xk4/E8W9I8QXSWReUfNc1nDew6LfyWdyVFvcpbTNFIWNFCOF4tyPTicPEGXGO9G6p5F17TvK+neYZrS6W1vjIZC9tIkcSAoIXaU/CVuOdYvs8v2eeASF0gTBNJdqHlvzFp1pFeahpd5Z2k5AhuLiCWKNyRUcXdQrVG+2EEJEgeRXadon13RtX1L1vT/RSQP6XGvqevMIqcqjjx5cujYkqZUQF+meX2v9C1bVVmKtpjWqLbhORlN07Js1Rx48f5W5Yk7qZUQFt35V80WdnJe3ej31vZwuYpbmW2lSJHDcCjOyhVYP8PEn7WNhRId6lf6Pd2tvFdC3uxaOkJa4uLcwp6k8ZkVVbk6urKGaF+S+rGvqemuIKgrLbRNaupLWO1sLmeS+DNZJFDI5mCMVYxBQfU4srK3D9pcbCTIKr+WfMaX76c+lXi6hGgkks2t5RMqEgBjGV5hSWX4qY2EcQ52rQeTfN9xLcwwaHqEstm3C7jS1mZoWpypIAtUPHf4sHEF4x3o/yr5Hv/MWqaTp9tHeIdQneK5ufqjPDDFG6K8quH/een6n77kIli/d/H+8xMqRKdAlJtT0LW9KYLqmn3NgzMUVbqGSEllVWIHMLuFkRv8AVdP5sIILISB5Ie5tLu1ZFuYZIGljSaMSKULRyDkjryAqjqeSt+1ioLb2N6kdvK9vIsV3U2shRgsvFuDemaUejjieP7WK2rHRtWW9nsZLG4W7tQz3VsYX9WJIxV2eMgMoRd25fZxtbDKNJ8kadcmNLlryJz5itNFdJUW2mWC4EnMvCfV9K4XgPh9R1T/LyJl9zWZn/Y8ST6LoVpfeeLHQZXkWzutTisZJEKiURSXAiJBIK8+J/l48v2cJO1sjKo2o6t5V8wabE93c6XeW+mlysF7NBIkTitFIkZQjcvbCCEiQPVSTy35ifSzqyaXeNpSgltQEEptwAaGsoX0+v+VjYXiF1aK8paDDrV3fW8nq8rfT7u7gWGnJpreEvGtCGqrMKFR8WCRpE5UgtW0HXNHkjj1bTrrTpJQWiS7hkgZlBoSokC1GEEFkJA8kWfKevWlzYfpbTLywtL6aOKKeeCSFXDkV9NpFCseJrg4gjjHRWv8AyhqsnmfWNI0GwvNTTTLqeACCJ7iQRxStGrSekvfj14qvLHi23QJigSp+atAj0WbToQJVmubCG6uY56BkmkLB0pxUqF4/Zb4sQbWMrQ9r5W8z3dgNRtdIvbjTyeIvIreV4a1409RVKfaPHrhsJMhytMrv8v8AzFaeUo/Mc9jdxwtdTW80T2sqrFFEkRWd5CKBJJJWiWq8ecTfH+yo4hdIGQXSG8v+XbW/0/UdV1G9ax0vTDCk7xQ/WZ3luS/pJHEXhXf0pCzvLGq4krKVGghb7TLFr6C20G5m1UXKjghtmhuBIWI9IxK0wLbBv3Usi/F/NhvvSD3uu/K/mazvbewu9Ivbe+uzS1tJbeVJZSTSkcbKGff+UY2FEgeqFs9N1G+LCytZrooUVxDG0lDK4jjB4g/bkZUT+Z2442kkBmcv5W6hYa3c6bqUN4qDSZdQsZvQaD1riOyS5aFQ4f1PRmk9CYJ8fL/fbfDkeNr8UEWO9JLHyH5qm1+w0a60m+s7m/dQqS2syuIuQWSUIyhikYPJ2+yuEyFMjkFXavr3k3Ul8z3Wj6Joeql7atLWeN57lkDECcpFDFxjkFGX4G4/79fES23RGYqyQk7+X9ejuobSTTbpLu4LLb27QSCSRkYo4RCvJirKytx+y2Gwz4guufLPmO11CHTbnSryDUbihgspLeVJpK9OEbKHbp2GNhHEKu1HU9H1fSbgW2qWNxYXJUOILqJ4X4no3GQK1NsQbSCDyQeFLsVdirsVdirsVdirsVdirsVdirsVdir/AP/S5Bmc7d2KuxV2Ksq8pT6ddaJrXly7vItPm1JrW5sry4JWD1rMyj0pXAPpiVJ34uRx5ovLj9rIy521zuwU19BdO8najba22izSRm1XS47N9MnvG43CtNW4s/Unp6VVJnlyPXZjzltf2p75j8wL+lNY17R7Xy/NY6hb3Ecd1Jf3AuzazoyC3exe+qJVSiLGtn6CSKjRcVVOIA6MYx2AN/j4Id5ln866b5rs/MFla+X7VbV1VrqNLi1toERZbMWJb6w5+F4+EULxT8ufL43x6Un+Gq3Qb+adFjk8hvNIG0TT7u4u7vTFYSCBG1KSQc4lJ+L0ePwkfGmGuaeE+rv/AGIvR7PWbWDzpd3+vWt8l/pdyzLbXkd210xdCszxxM7QhK9bhYpP3npIv2+IPRBI226rdYv7LVbPUdI03UrWDULqy0JxNJcRQwzxWmnCO4tDcOyxRukzI7RySJyaLj9tFXEClArc/wBJJvO83Dyd5U0ubVbfUr3TjfpNHbTrcfV0doWjiLqWVgBy4tGzxfsRu3DJR5llD6iaUfLUeunTbdLXU9JuNLeQyXOl6pc2yRwOG4sxhvDG4Z0HIy2HORk+Hn6nwYmkyq+qZajH5abRPMunaFdW8lla6xaX9vbz3CQmW0gtrlZhAbho3n4ySBI0XlO6cPg5YBdi2IuwT3J7otwV/NRfNo8x2FvoN3M7xSPewpILWUER2b2ob14vTUrH+8iS3j9Pn6n2MB+mqYH6KrdINBv9Jt9K8m6leS281noepzSatZmaIXCxyTQMjLbOwlmUhWb92jr8Px8cJ6s5A2R3hW8xald2ml64Irfy+1vqwRLm8s9RuLu4uP3yyJItvNfXEiSKw5cp7dHjX1F/axAWI3HP8fBj/k+WzuNO13Q57qKyuNVt4RZT3LiOAzW9wkvpySH4YvUQPxkf93z+2y8slLvZT5gpjZR2/l3y3fWN9e2kuoaveWPpW1pcw3YjhtZHkklllt3khTdkVE9Tn9r4eODmUHcpnqXmOC7/ADD873E+ppPY3dpq0FpM8waKVAj/AFWONi3FxyCegq/7DABsGIj6R8FsmpaVqF9BoM1/bx2OraBp1s108iiG3v7S3V4WletI+Mivbycv7tZn5Y11WiN/NEaf5k0ae/8AMOlW/wBTkiFnb6Zof6Rnltbaa1s3/eRtNDNbmNrtv9J/eTrCz/DJgI5KYnYuh8y3dkJraVtL0lrPRNQg08aXetckG4ZCIvXa5uxzryeKOKX4eb/tfZNLw3380j8qrcajo1ppt7Lp/wChIL2SYtPqENhd2zSpGsk0aySL6myIy/6PdN+7ZUVefxEspbG+qdaLqnl7TtU8kKupxTWWm67fvLdOQrC3M1uIp5UPxRLKq8/j/wAr+XAQd2JBIPuSzynpEN7+kPKGs3MMdtaOmri8t5Y7mKNbdQbvhNA0kR9SzYts399BFF8L4ZHqGUzXqDHfM82pardS+ZbiEQ2epXEsVovNfhW3VAIlSvPhDE0Uavx4fs8uXLCNtmUaGyf+T9T0ltCDalNElx5Yum1PTYZmUG4EsRBgRT/ef6XDaOU+L9287/zchIb+9jMG9v4kTfa9p7+XP00LuOTX9agtdKv4+YMyLaSVmmcV5ATxQWI5/wC7OVz/AJXIVvSBE3XQJ3da5oreZb6YahbGF/PNrepIJo+JtVablODWnoryWsv2MFbf5rERNf5jCvLd5aQ/mfpd7LPHHZx63BNJcuyrEsS3asXLk8QgX4uX2eOTPJskPSfcnsjSac3mzU9S1201G01i2lhgSG7S4mvJpZA0EjQBjNF9XI9XlcxxcOPBPtZHuY86AHJOdR8wxHVE8waJaeX5bUWaxwT3eo3Ed1FEIPTa1ks2vouXH4ouENo0D/b/AJsAHQsRHajf4+DCfy81RdM1PU7r60LOYaRqCW0xcRt6z27CMIxI/eFvscfi5fZycg2ZBY+Kc+S/MWk2OlaJJq1wskVh5gFyYHb1HjiaAcphEDz4CVVduH2mT+fIyH3MZxJJruRt1qVzYxXaNB5eitNQurV7q8s9SnvLibhcLKJljmvbl42FP3jzwxyem8i/zY170AX/ADvx8FnmKS31+01fT9H1Kyhnj8w6je3Uc93Dax3cE7ILaaOaZ44ZRDwm+BX5fvOafaxG3yWO1E/zUl/M+9hu9W0spqceryQaVZ29zfRP6gaaJWV6sfiJB/n+NvtN9rDBniGx6bsgtZZLvzloHmax8wWVho9qlig9a8jhls47dEjmtvqhYTspZZP7qJoZlf1Hf4pOMelUwP0kVulXmOW01DypfLa3ds8lp5h1G8lhNxCkjW9zHbpFJCjsrTqzRP8A3Ik4/ab4ckOfwZR2P+akXlNdYD3T6TqlrZXBRY5LO8nit47mJ68lb61xs5UQqpaKeT+X00fj8JkynXUMytJvL1heqkd/Yad5l1LR7m1uLyykH1G2vXlT0mE0PKKKSa2WWCZrdvq8bSc/hVnyG7WbPutrynqdn5Tg0iDXdRtrlhrllfW9taXMV6tlBD6i3MzSW7SxL63qRfukfm/p82X4UxIvksxxXXclUGjQ6F5R82RXeq6bNc3cdrFY29peQXLzrHexu0iiJn4rxHLhJwm4/F6fwNkrshldkbJw+qW9p5qudetdTto4bzy00NjcRXUPrLcw6RFAY2RX9aCb1l4RrIiO7f3XLI1tXmxqxX9L/fJN5X1a1XRNChu71Fa08yw3AjllAMUDIhkkox+CMsvxv9nlkiPuZSG5/qtiSLVdF17R9Pv7a2vJdXN66XFzFaxXlsOSoFmlaOBvQc+qI5JF5epzj5MmPIryIPkyZtXtl0nTdJfzFatrz6Fc6db6qtxWK3mOoCT6vJP/ALr52ivbrP8A3fFvhf0X9TI15Ndb3W1pB5OCaFcahp+qXOmy3Oo2EkGmepfiWzjkM8TyJLPYTj6v9YiR05i4j/lm/dO+GW7Oe+4QPmeTULvT9L0L6rollDatdXFtHYaitwE5qrSB55ry6iRZOHKOFZV5ycuKeo/xkd6Y1z3YVk212KuxV2KuxV2KuxV2KuxV2KuxV2KuxV//0+QZnO3dirsVdirsVdirsVdiq+KR4pEkQ0dCGU9aEGo64qnOo+c/MGoWc1nNLBFb3LBrpbW0tbQzFTyHrNbRRNNRvi/el/i+L7WREQwEAEjyTN2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVG22saja2FzYW8vpW15QXQRUDyKpqEaSnqenUBvS5+ny+LjywUggIeS5uZIooZJXeGAEQRsxKoGPJggOy8m+I0xWlLCl2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kv/9TkGZzt3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX/9XkGZzt3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX/9bkGZzt3Yq7FXYqiLPT7++d47K2lupI42mkSFGkKxoKu7BQaIo+037OC0E0ttLO7vbmO1s4JLm6mYJDBCrSSOx6BVUFmPyxUmlOSOSORo5FKSISrowIYMDQgg9CMKVuKuxVWNpdC1F2YXFozmJbjifTMigMUD048wrK3H/KwItqW1uYY4ZZYnjiuVMlu7qVWRA7RlkJ2ZQ6OlV/bVlxW1LCl2KuxVdHHJJIscal5HIVEUEsWJoAAOpOKovVNE1nSJlg1WwudPndeaRXULwuV6VCyBTTADaBIHkoLaXbWsl2sMjWsTrHLcBSY1dwSqs9OIZgrcV/ycVtz2l1HbxXLwultMWWGdlIR2SnMKxHFivIcqfZxW1HClUggnuJ47e3jaaeZljiijUs7uxoqqoqWZiaADFU4ufIvne1ga4uvL2pwQJTnLLZ3CIKmgqzIAKk0yPEO9gJx70mmhmgmkgnjaKaJiksTgqyspoysp3DA9RkmazFXYquRHkdY41Lu5CoiipJOwAAxVUvLK8srqS0vIJLa6hPGa3mRo5EbwZGAZT88CAbXXmn39k0S3ttLbNNGs8KzI0ZeKQVSReQHJH/AGXHwtjag2mF15N832di1/d6HqFvYood7uW1nSIK1AGMjKFoajvg4ggTHel1vY3tyk721vJOltH61y0aM4jjBC83Kg8E5Mq8mwptQwpRul6LrOrTtBpVhcahOo5NFaxPM4XxKxhjTATSDIDmoXVpdWlxJbXcL29zEeMsMqlHU+DKwBBxUFRwpdiqJk07UI4jLJaypEESUyNGwUJLtG9SKcX/AGG/awWi1OK1uZo5pYonkitlElw6KWWNC6xhnI2VS7olW/bZVxW1LCl2KuxV2Kqr21zHDFO8TpBNyEMrKQj8DRuLHZuNfipii1LFLsVXwwzTzRwQRtLNKwSKJAWZmY0VVUbliegxVaysjFWBVlNGU7EEdjirWKpppXlXzPq8DXGk6Re6hAjem8trbSzorgA8S0asA1CDTASAxMgOZS+4tri2maC4ieGZDR4pFKMp67qaEYWSniqoLa4Nu1yInNuriNpuJ4B2BYKW6ciFYhf8nFVPFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX/9fkGZzt3Yq7FXYqy78uNSutLv8AVtRtSBcWmmTTR1FVJSSI0YftK3Rl/aXISFteQXQZH5e0218v+abXXLQUtNXvLSDy5XciK8dHuTU9WtYWayk/4um5fs4CbFMJGxX+mS7UrTR7E2876D+nLjWb68WaVpLlDGyXLRLb2wt3RfrHELLymSf+9j/dYQkEnrVIvzrpPlHy1BciDQ0up31vUbKE3E9yFjtbRbZlWkcqVkrMaOzN+3zV/wB36YiSUQJl16JNr/lzR9J0/U9RWMy2moTRR+WSzNtDIq3UkhIK83gheG2fnyX1Jn+DnH8JBtnGRO3+mVLG50KL8tbVdXs7q8R9ZujELS6jtSpW1tq8jJb3XKtewTE3aCDxbdyeXOl6De6dot5FYT3Fjpnl2e+ttHmn9SWZ/wBLTRssksMdszRx+q88npJE/pR8eX+7MjZ+1iCQT/W/3qG03RvKl1pMfmK80QW6mz1B/wBExz3CwytZ+h6VxE0kklwsbtO8MoaV1/dN6XxfYJJ5JJN1aywg8nP/AITjuPLkLyeY3kW9dbm8URI99Jbp9XX1m4vGoG8xnVuK8k5c3dN77qeLffkirHyn5L06w0karJZzfpSSdbma5Oq/WUEVy9t6dmLKGS29VFjWQ/WPVZnkX90kXB5EkoM5G6/QxbyRp9zL5wjk0mdpJdKMuo2jJHylm+ogzqscTdXl9P7B+z/K3HjkpHZnM7bp+LO21jy7Pqy2c/8AhvSLW99OymeSSWLUbqiq4mAj9eMSGObZVWJYeFynx+rdR5HzY3RrqWNeR7pf03HpFwvqadrhTTr2PwEzgRzKOnqW8vCaP/V4fZdslLkzmNr7k48yQ2d7oOrzW9uyroGo2WlacvJj6Vm0d56hZQeHK4uI0mkcr/fPxT7WAc2MdiPNOG8l+W7CfWbm9itoDpltoy/UdSOoegkt9YpNcSzCxWS6r6wZVXnFEjy/E391E44ix4ya+LC/NtlosWu+loLia1mihkWOJbjgssqAtHEblIp5I+RrEzx8mRl+39tpR5btkCa3TFJBot5Z+XrdgbqW6t31yZSCDKkgKWqsP91253l/nuf5lgibBz3Rz3ZHqWneV/MPmDzNamwXS3sNTjpqqyzPK8c+orazmdJHaD/d3qp6MUXDhw/efawAkAMASAPx0ULDRPLurN5jsZPLn6GOkRoIdQ9a6LQs13FB/pYlkaJpDG7uvprCnwyfu2+H00kit1MiK3u0NqWi6HLceZtKTQG0r9AQySQ6k0tw0/KGRUQXYkZoD9arSP0YoP3jpx5piCdkiR2N82F6J/x2rD/mJh/5ODJnk2y5PRfM2m23mLzHc65d1NvpF7d2vmNhsxhtGeS1bl/PcwJ9Si/4thXIA0GmJoV3/Sx/8zNRuNSutC1C4p611pMMrhRRRynmPFQOir9lR/LhgGeMVfvVPzIuPLZ17Uoo7C8XVqxVu2vImt+QROR+ri1WShWoUfWvhb4vi+zjG6Rjukw8rR2GiaPpkt9q9npzarMbrUbS6S8aSbTaParEPq1vcKqzK13yWR15fuH4ceLYDuiW55ML8x6NJouuXmmO3qfVpCIpR0kiYcopB/kyRski/wCtkwbDZE2LT6/N6v5aaSNO5fo17q5bWzFWn1tWQQevT9n0Svoc/h5etw+LlkRzYj6janp1vbW/lu617U9MbWbtLi3tUiu3uFgggaItHJJ6Dwyt6gVY7f8AepH8Dfb+HE86U86GzI9Z0PynpGm3+pv5eJlS30iW30+6uLkLFLfR3DzCTg8Ujp+7XivKN/hT4v7zmASerASJNX3ofVND8tabpl55ig0ZLyKWPS3h0qWe4NvafX4HllkkaKSK5dPUj9K35Tft/vGkbjyQTySJEmr70w1/y5peo3UEdxaNpZFpoMMKSu/K1S8dlkBLUqFU/wC7V5Kv+VgBYxkR/sllnaaVPpvnTTodCGhQ2q2llJf+pcSMEbVbVaXImd4/Wonq1hWBPhf4Ps8XuSSbBu/+kUImm+XWvPM1o3lP0V8uwSTwyyzXnNmilVFW9/eqh9ZSSPq62v8Akf5Js7bps7b/AFJjqmneX9W8z+YL69s7G1GkWdo6wytqXoSmZIx61x9XNzc8IVPCkPoL8UfqSfa5gEgMQSAPP3JJdJ+XtpdyvBBaXr3NrbyQrJ+lRpsE/ORZ0QgW9/JzRI5IefNF5Sxs78OWS3ZDi/HCw/XtOuNO1m8sri2FpLDKwNqGLiME8lUMSSwCkbt8WSBbYmwzby/Y6VeaPoCarbG7soLPX7p7dZGiZmtbdp0o6/ZPONezL/MrZAlqkSCa/oo3ycdBe+8ua7a6FbW011d6hp09qJbx4Q1vDBNHPHynMqy8bhonV5ZIv2vSVvssr3CJ3uLQmj6R5O/QNlreowabEuqXc0ctvcvrAjgjiKgQ2xtEuP33E+pyuppvtx/uf5kk3SSZXQ/3rcGi+TIbry5psOnjUhrGqy2smpzyXMTNaR34hjKQo8XpySRfb9RPh/kWT48bK8Utz3BR/Q2h6a2g2n+HjrTa6ZGe69a5VwfrMkAt7T0XSMSwrGrSeus/xv8AYVPtNlbJveqQnmzS/LehaLDaWlkl7fXF1fw/peSWb+5tboxRPFGjpFzdV+JnR04/scvjwxJKYEkpdMWH5caeVry/TN5SnWv1W1w9WX8XwZpHokWqWunSebGQ6zpejT3k0F8bkPJD9aWO1+uG1SS84xxSPLxQer6CRfHHD+8SF9zVxVy5Wkt1H+XlrcJcJDaXb3Nn8MK/pUaXFcifiX5OINQaN4VfiqtLwuF+J+H92d2Q4vxw8SJ0zyNp085j1PT/AKtO2pxBba3llPO1k0+W9jghMhdv9J4xCP1FadfU4N8fLEyQZnoiPLei+V/MNvplzL5aTTVl8yWGly+jPeGKW2uEnaWL99LIwlXhH6jo6/scfT+LkCSOvRZSI6/wsav4/L+peUb7U9P0lNLuNMv7W2Vo5p5jNBdxXDD1vWd19ZGth8cKwxtzb91khdsxYNEsTybY7FXYq7FXYq7FXYq7FXYq7FXYq//Q5Bmc7d2KuxV2KqsNzcwep6Erxeqhil4MV5o1Ko1PtKafZOKKVF1LUVFqFupgLElrICRv3LFuZMW/7s8/j+D9r4sFLQRNl5l8x2MdxHZareWsd4SbtIbiWNZSwoxkCsOda78saCDEHoh7vU9Svdr27muR6jzUmkZ/3kvESP8AET8cnBOb/abgvL7ONJAARuva82ppY2sMbW+m6XB9XsLZ5PVZVZ2lkZ34oGeSR2YlY0XjxTj8OICIxpLTdXJtltTK5tUdpUgLH0xIwCs4X7PJlVQW/wAnFNK8Gs6vbzWs8F9cRTWKlLGVJXVoFLMxETA1jHJ3b4P2nb+bGloL7zX9dvrmS6vdSurq5mi9CaeaaSSR4uvpszMWZP8AIPw40FEQFBdQv1NsVuZQbLezIdh6PxmT91v+7/eEv8H7fxY0tIyw80eZtOini0/V72ziuWL3McFxLEsjMKFnCMA7Ed2xICDEHogLe6ure4S5t5nhuY25xzxsVdWH7QYEMDimkfdeaPM13eR3t1q97cXkKskNzLcSvKisKMFdmLKGGxocaCBEdyXQzTQTRzwSNFNEweKVCVZWU1VlYbhgehwskZp2v69pl1Ld6bqV1ZXU4ImuLeaSKRwTyPJ0ZWarb74CAgxB5r4PMnmK31D9JQareQ6iYxCbyO4lWb01UKqeoG58AqqoWv2VxoI4RypRm1jV5tSGpzX1xJqSusovnldpw6Gqv6pPPktPhbljSaFUmNz57873UDQXPmHU54HpzikvLh0NDUVVnIO4wcI7mIhHuSptQv2NyWuZSb3e8Jdj63xiT97v+8/eAP8AH+38WGmVI2681+aLy1Fpd6xfXFoE9IW8tzM8YjqDw4MxXjVE+H/JXGggRHctufMvmC7tIbK+1K6vLC3KmKyuJ5ZIF49AIy3FfD4caC8IUtU1i+1PWLnV7h+N7dTNcO0dVCuzcvg3qqr+xv8ADiAkChSk2paiwug11MRfENegyN++YNzBl3/eHn8fx/tfFjS0F/6X1b0Gt/rtx6DxLbvF6r8GhR/USIrWhjV/jVPsq/xY0tBamq6omoLqKXk66gjB0vBI4mDAUDCQHnyHjXGloclO5u7u6kWS6mknkVFjV5WLkIg4ooLE/Cqjio/ZxUBWuNY1a5tltbm9uJ7VShWCSV3jBiT04yFYlf3cf7tP5U+H7ONKAF2la7rekSvLpOoXOnSyDjJJaTSQMyjejGMqSMSAVMQeatD5q8zwahLqUGsXsWozik14lzKszjwaQNzb6TjQRwiqpD3WsavdrIt1fXE6zFDKssruHMfLhy5E8uHN+Ffs82/mxpIAVbLzH5hsbhbmy1S7tblYlgWaGeWNxCgosYZWB9NafCn2caCDEHopXOsavdCQXV9cTiYKJRLK78whLIG5E8uLMxWv2caSAETeeavNF7a/VL3WL25teAi9Ca5lkj9MMrBOLMV4hkRuP8yL/LjQQIgdGp/NPme4s1sbjV72ayRDGlrJcStEqEUKhC3ELT9mmNBeEdzl80eZluLa5XV70XNlH6FnOLiUPDFSnpxNy5RpT9lPhxoLwjuVYvOfnCK9lvotd1CO9nUJPdLdTiV1XdVdw/JlWuwJwcIXgHch77XdQvtPtrG4bnFbSz3HMljJJNc8PUkkZieTkRovL+VcNKIgFDxanqUSJHFdzRxxpLGiLIwCpOpWZQAdllU8ZF/3Yv2saTQbttU1O29D6tdzQfVZTcWvpyOnpTMFBlj4kcJCI4/jX4vgT+XGloIy283ea7We5uLbWr+C4vG53k0VzMjzN4yMrAyH/Wx4QgwHcg/0pqfqwS/XJ/VtnMttJ6j8o5C/qF0Naoxf4+S/t/FjSaCJsvM/mWwtprWx1a8tba4Ja4gguJY0kLCjF1VgrV78saCDEHogZLm5khihkld4YOQhiZiVTkeTcVOy8juaYU0mGleavNGkW7W+k6xfafbu5keG1uZYELkAFisbKC1FUcsBAKDEHmEJBquqW+oDUYLyeLUFYut4kjrMGIoWEgPPlv1rjSaHJHDzl5vF+dRGuagNQZPSa8F1P6xjrXgZOXPj/k1wcIRwDlSjBrt+b5Li/uLm8i+spd3MZuJFaWRNufqfERLx+FZac1w0vCn2v/mJe39pb29jLqMTw3Md41/f6g99eetArrB6cwjt/RWISylQicub8uf2ciIsY46Yot1cpbyWyyuttMySSwBiEd4wwRmX7LMgd+JP2eb/AM2SZ0pYUuxV2KuxV2KuxV2KuxV2KuxV2Kv/0eQZnO3dirsVdirLvy20az1jVNSsbpreJZNNuPTuboAxwPVAJSSPh4V+1kJGmvIaCrd6RZ3urXOiiEaJpXl+KSW/up4Ve+YIyxtJLQqzySyPGkNusqwR8l+L7cztoBoXztMfLfkfybdXOk30urXN7pWoXFzaC2+piKdZreJJOMwF1xRWWXmrxSy/ZT+d/SBkUSnLfZLIPKFre2VjPDqQj0d/r88l3PaJHNHBaelyZ1ieV5XkLqkUPq8Y3/b4u7YeJlx170v1jy5o8GgQa5pWqSXttNdNZtBPbC2njdIxIS6rLOnFgw4cJG/2P2cIO9JEjdEKnmK0tYvKnlSeKFI5rm2u2uJVUK0hW9lRS7AVYqoCjl+ziOZWJ3KNt/IemyXlposmsNH5mvYY5YbEW3K2Es8Ylht5Ln1Q6zOrIPhtnjV34ep9rBxdejHxDzrZdF5D0kxWPq62Y57iwGrXii1LR21oELNyf1Q0kxYKkUSR8X5rzkix4l4z3KevaX5ft/Ium3ek3BvTPqV2klzNbLbXKhILekUgV5xxUkyJxmdf3n7L88QTaYk8W6aeUVsrPRLSG8sLKa8u3nuxY3Nuk93qNoUEUUVtI6MbRlmjm48JYZZ+X7r1XSKKYSYz5sO1rRhpiadWb1Zr6zS8mi48TCZXcJGd25coljl5fD/e/Z/aaYLZE2ynXPMI0W50m0j0nS7nTzpenTT281ha85XltY5JGa5SNLvk7EnkJ8iBbCMbvc80Rq/5fW31yeK1vFs9HivrsuZ4VeW3t7e0hunLyrSaZlWX0Ug/36v/ABY+ASQMnzQemeQNC1eC0utM15zbXF4bKX61Z+jLCy28lx6jpHNOpQiKi+nI7fa+H4OLkyISchHMKdj+X1prL6ePLmpyX63d1LZ3AmtGgkiaGE3BkSOOS4M0bQpIyfYl+Dj6XxY8Vc1OSuah5t8g3Og6Zb6mq362k07Wzpqdg+nTCQLzUojSTCSN15fGr/Dx+NF+HGMrTDJZpF6Ff2zaHp9lodtpcmsq8n6TtdTtoJprtmlPprbzXKNGiekUj9KKW3uGk5NH6jceKRvuiQ33ukNB5P0FbXSZdX1iXTbrWPV9OzjsjN9XaO5kt/3zNPGyx8o+qrLL9v8AdfBykeIp4zvQ5Jppn5O6vPEn10X6Sz3M9pCbDTpb+BGtpmt3e5mV4xDH6yOvwLNJxXn6f2eQM2JzBAt5ElSG2OqXyWdnaWl1c6jLHbK8kIt797LgODIbqSS44LH6kkfFX48vTjw8SePuTLQvJvltQl7HqgvdM1HTNVcTXdp6T2r2kKks0YknrKpfknpP/Lxf4vhBkUSmftCj5d8l+UZ9T0uefULq90bU4b70QbRYphcWcRd0lRbqiBVaOaN45pPU/u3VPj4pkVlM15sDultluJVtZHltgxEMkqCN2SvwlkVpFRiOqiR/9bJtoZ15l0nTLjyVo8llaxQanp2nw3l68SKj3FtdTyQtJJTd2t5kiXl/Lcf5GQB3aok8Ra8x6Vpunfl7DZraxDVrHUoo9SvOC+t609tJLJbl6cgkH7uJo68fWjkf9rCDumJJkraUba18kaPOl9oumXFxcXomk1TTRfSzCMxcOLiyviqx8jsWj+1gPNB+o8/x8Uk8k6Jearrd1dw6e2rLpkUl69nbwGVZpAeMCeii7xPO8fqJw/uPU+HiuSkaZTlQWeftButK1mOaWwk0yPVIEvorGWJoTCZKrLEI2ClFjnWRYx/vr02/axibTjlYd5PtLBLPWtcvLVL8aNbRyW9lKCYWmnnSBHmClS0cXMvw/bfgrfByxl3LM8h3tWj3PmzUI7e8+o6fFaxzXN1f29nDbCO3iT1H5RWqRLKRx/djh6jO/D1OP2Xkp9ITPTPIGhavBaXWma85tri8NlL9as/RlhZbeS49R0jmnUoRFRfTkdvtfD8HFwZEMTkI5hRt/Iml6jHa3Oj6y09k008Ooz3Vqbc26WsBupJgqST+rH6EcrJ8UcnJOHpryx4k8ZHMJto3lny9e6LZJo1+Lia51qKD65eWESzRAW0zcWhaS4jkifirBfW+L9tFwEliZEHfuQflDyn5fTXPLC6zqXC91Se2uItNNp69uYXnASO5lMi8TcBfhVIJ04unq8Pi4mRNFM5mjSgvkrQ31Kysb/WTYajrEnK0t47X1oIY5ZSkP1iX1Y2j9SnJVihm4qy8+H7LxFeM1y5IufyJolzpuh2GlXFxJ5g1DUruwZ5LcJC5haFW5MLiUokIdnRkgZ5uTc0TgnJ4ijjNm+Td3+VDwC2nkub2wsWvEsrq61bTpNPCmRHdJIA8j+ujeky7tDIr+n6iJ6mDjUZWJ+YdKtNMvI4LZ7xlaMOy39p9SmUkkf3YluAVNKh/UyYLZE2mXlWCztdF1nzDPaRX8+mta29pbXA5wiW7Mn76SPpKsawsFRvg9SROfL7OA9zGXMBNIfL2ueZ59Djvo9KsrbUbgW8eqaetirIZY/UCXFvYuioVUcqTQxzL8Ss37GCwEcQjfNLm8s+VorM6lPrlyulyzvaWMiWKtPNLCqNM/om5QR26erFxkaX1ZOf9wvFsNlPEeVI7U/y/0PSI7u41HX2NpbPZxxPaWfrSTm9s0vFMaSTQLwRXKs0kkfw/F9pvTwCRKBkJ5BG3Xk/y9pvlW6fUdQpam+s5bHU7e0EtzPb3VpJKirFJJDwH7UyvPxRo/wDdjcMHEbQJknZBy/l3eLJJp1vfQSo+pW1vFO0KoDDcWjXSXDSnlLGiwfFJAOX+ydFw8SfE6sa1q08u27KukalcahRmWVp7RbVaDo0dJp2ZW/y1if8AyMkLZgnqyTUNcfRNG8rpa6fps0V1pjXF2t1YWk7zSG/u4iXneP6x/dxxr8EycePw5EC7YCNkpjc/lpFqd3capp1vfQaS1vY3AsNOs5NSuY5r+ATmJI+cX7mL4j6k0y/u2iX947YONiMlbFAXH5aQ2F1e2+pX12Jbd4fRtrSwM90YZ4ROs89u80D28aqQkn946S/Bxw8bIZL5IS08oR3enafe3eoLbaUthcX93cJaqZIoo71rRVAVkNzLLM0YT1ZE4c+HPhHjxJM90Vb/AJe6Hdx2V3aeYG/Rt3bX109xPZtG8IsFRnSSJJZas3P/AHW8n7P2uXwvEUeIe5Itf0HT7HT9O1PTL6S+0/UTMiNPALaaOW3KiRHjWS4T7MkbKyyt9r9nCCyjInYpHkmbsVdirsVdirsVdirsVf/S5Bmc7d2KuxV2Ko/SdZutM+ufV1Rvr1rJZy+oCaRy05FaFfi+HauAhBFprb+etUjS1FxbWt69tC9o8tyjs89owAFtOVdecUdKwt8M8Xw8JuKIqjhY8AV1/MK9h/RaWWl6fZWuk3Ml3b2sKTlGeZFSQSvJNJNIrqneX1F/YdV4cHhR4fNDxed76BrVLaytIbO0N1xseMskLx3oUSwyetJI7R0QcPj9Rftepy448KeBR1fzXJqGkQ6RDptnpunwTtcpDaLNUyugRi0k8s8j1AH23+H9n4cQFEaNq0HnCL9EWGmX2hafqUemrIlrNcNfJIFmlaZgfq91Ah+NzT4MeFeDe7V4/wAwtQT0rj9HWLazbwC1g1tkmN2kaJ6UZp6v1dpY46Ik0kDzfCvx8lx4UeGPgg7XzlqdtqNpeiG3k+q2Y057aRGaGa2CGMpMvKrc1bfiyfF8ScGx4UmAprWvNk2p6Ta6RHp9np2nWc0lxBDaLKD6kyorlnmlmkkr6a7yOzfs/Y4oqAsYUbV7bzvOlhY2t5pWn6lJpimPT7u7jmM0UZcuEPpyxRzIjsxRLiOZV/1ceFTDzQHmDzFf6/dLe6isT6gRS4vUXhJOf2TKFPp8kUcQyRp8P2+eECkxjXJNP8et/oczaFpkmo2NvBa2+oSpdSyBbaNYo2aGS4a0dwqj7Vtx/wAnBwsfD8yoWvnvXoSjSGK6k+t3V7cPcqZDO97EsNwkwJ4vHJGnTirfE3xfZ4vCEmARMf5h3ltbwWunaVp+n2tvO1ykMCXDVlaGSBi8k00sr/BKdmk+HivDj8XJ4UeH3lLdH816ppNtFBZiILFdfWwzrzLMYmhaNgTxaJ43ZXXj/ssSLZGIKlq+sWd+qLb6PZaXxYsxszckuT/Mbme4oB2VOOEBQK6ovSPNiabDbA6Lpt5c2TFrS9uI5hKhLcxyEMsUU/Fvs/WY5v5PsfDgMUGF9U6uvzCT9H6I8ljY6vqlqlxcT3N7FN6kN3PezzFh6bwxyhleKThIs0Kt+z/eYOFiMe56JTH51uZLYQ6tp1nrTJLLNBPei4EkbTuZJQGtprfmryMZOEvqLz/1mw8LLg7tkToPmyZprWxu3sbbTYbS4snju4rmS2lhnna64Ti3Lz/DMwaOSHi8fpxt9peWJCJQTHzJ5ysLa1sNN0MWc0cFne21w9pDcx2qjUOKusP1ki6kZFTl61x9p3+zwRcAj3ojDqUg0nzjqOmLpaRQwSx6VLdSwpKrkSfXY0imSTi6njwSi8PTZf5sJiyMAUHq13o9xDaGwshZz8ZXvgrSGP1HmYokQkklb0oofTVWdvUZ+fPl8LYQkA9UdY+dtVs9Q069jit3bTbM2CQSIzxSwEuSJkLfH/enpx+yn7S4OFBgCEOvme9azezu4Yr2Ca/XU7n1/U5SyhWVldo3jbg4dufArJ/LIuGk8KHvdZuLvTLPTmijjtrGSeSAIG5VuSpYEszVVfTXh/w3LGlA3tVn1+RtIfSre0gs7aaSGa5MPql5Xt42jQu0skm3xySFF4p6j/Z4qiq0vDvbcfmCQaPDpVzZ295b2z3Els83qiSNrlFRuLRSR1VWjWVEbkvqfa5KzJjS8O9rNA8wX2iXj3FqsUyTxNb3VrcJ6kE0L0LRyJtVahWFDyV1Vl+LEi1lG0dH5wFtdwXOm6Np+n+lzEsUS3EyTpKhjkjm+tT3DNG8bFSisv8AN9v4sHCjg7yio/zDvLa3gtdO0rT9PtbedrlIYEuGrK0MkDF5JppZX+CU7NJ8PFeHH4uTwo8PvKA0PzfquiwxQ2axFI7k3REilw/KFoJInFeLQyRO6OtP2vtYmNplAFMovzGvbWO0h07SdO0+2s7wX8UMCTkGcRvGebyzSSupV/smT4eK+nw+LkOBHh95WaR+Yd9po0uX9GafeX+jUGm6jdRzNNGiuZFQhJUhkCMW9NpYneL/AHU6cU4kxU47+K2y/MC8t5LS4l0rT7y/09+Vhe3EczSxD1DIq0SVIpVRmPp/WI5mT9lvs48KnH5qKeedUjhgVLe3W6tL6XUrK+Ak9WGWdkaVFHqei8T+knwzRS/62PCngCjd+ZLCeWJ08u6ZbhZfVnSL65xm2I4NzuXMcfxE8bYwfs/yJjXmoj5q955o07UNOe0udKgtY7WB49GtbP1vSinnmjeWaR5ppZ3Ppo6ojO8fJvsLjSiJB5oDQPMV7os0xhjhubW6T0r2xuk9SCeMMGCutVb4XAZXRkkRvsvhItMo2mkPn64tDZjTNJsNOisrr66sMP1p1km9Mx1ka4uJn48D9lHTBwsfD7ygNJ8ytY2Dadc6daarZGU3EMF4Jv3UxUKzxvBLBIPUVEEiM7Rv6ack+HEhkY2bZFc/mLHfaNfHUtPsL27vbq0L6fJFPHCIrOzFtHJG0EkTxMOCgqky8ub/ALv0/hwcLAY6OyQ615y1XWLWa1uY4I4JZ4Z0jhQosQt4TbxQxLyKrCkRpxpy/wAvCI0yjABEv+YWvGWOaNYIZobi0ukdEJ+OythaRgh2dWR4h+9Vl+Nv8j4MeEL4YSzWNZtNRC+ho9lpj8i8j2f1n4yexWeadEX/ACYljXCAkCuqYwedEWy062utB02/l0qE29pdXIu2cRmaScB40uEt5KSTSfbgb/KwcKODzWR+d9Tklv21W3t9Zh1GSOa5trxZFjEsKlInjNs9vJF6cZMarE6x+n8HDjxx4V4B02WWXmm0tb17xfL+mySCRJbVG+uBbcxgBRGEuU5j4Qx+sGfk3+s2NKY+aZaX51vbzUI49TlsYbVre6t7kXcNw1tOl1ctdss6WvKVf9IfnG9uqNF6cfH7OAxQYbbIzzJ5ysLa1sNN0MWc0cFne21w9pDcx2qjUOKusP1ki6kZFTl61x9p3+zwRcRHvRGHUsQuNXuZ9HstKdUFvYyzzQuAeZa5EYcMa0oPRXjRf5slTZW9oHCl2KuxV2KuxV2KuxV2Kv8A/9PkGZzt3Yq7FXYqyTyJ5dtde1O8t7i2u736tZTXUVnYMEuJpIuPGNSYrj7XLtE2RkaYTlQR155TtFbVBNo+q6FJYaYb+G21KRXkkf61FCG3tbX91xkfov21/vP2cHEgT5bgoNPIeu3d/La2kVtBNHIIvqd1qWnpccuCuaLJLAzghqhkj4/s/sth4gnjCjp3kPzTqMEE1paxuLssLKJri2jluODFWNvDJIss6hgw5Qo6/DiZBTMBMp/yy16S10mTToBJPfW8hkhmubWJ3uYbmaF4rZJHjecqkUfwRes3J/8AKXBxhHiDe0p03yV5l1K2W4tLRSkjvFbxyzQQyzPH9tLeGV0luGXoywJJ8Xw/awmQSZgJ5of5ay3beXJru6ia11yVo3gtrm1a4QCnDiiySyMxr+8X0f3DfBLxfAZ82MsnPyY9rHlTXNItYrq+hjFvLI0IlhnguAsyAM0UnoPJ6Uqg7xS8JP8AJyQILMTBTbQLHyXd6Dqd5e2GpPdaTbxTTGG/gjjmaW4jgoqtZStEB6vLd5fs5E3bGRlatL+X13qWm6RqHl63dl1VLh1trq7thIXiuZYlhg5/VmuZRFGhdYo2dnb7Cc1THi70eJRNpRa+SvMt1psGpQWYa1upDDaEywrJNKH9MxwxM4llkDHeONGf9r7OHiDIzF03qHkjzNYojy2qzK862lbSeC843D/Zhf6s8vpzNT4Y5OLtiJBRMFWn/L7zZDJFGbSOV5bmOxKwXVrP6dzM3GOKf0pX+ruzfD+/9PHiC+IEPqvkzzFpdk97eW8awRSLDcelcW87wyMCVSeOGR5IGPE7TInxfDiJApEwUlAJNB1yTJk3mfytZabZQyWMss11aSiw1tHoRFetGJAsfFRRK+vAA3JvUtZW+y3HIgtcZWo3PkLzRb30Fg9tC1/cS+gtpFdWssyS0LcJo45We3ICtX1xHx4t/LjxBPiBQHk/Xn1OPTYY4Lm5ljaYNbXVrPCsSV5O9xFK8EaJT42kkXh+1jxBPGKtUbyN5nF/bWS2iyyXcbTW88M8Ets0cf8AeP8AWo5Gtgkf+7WMv7v9vjjxBHGFkvlbVII7pWt1upIfQCy2d1b3MYNw5RAPQMwmZ2UoFik+Bvt42niCLl/LnzZFHPK9vbiK0KC9k+vWRW3aSRYVW4YTUt2Mkirwm4N9tvsxycXiCPECrrP5c61Y+YbzR7aS3vFs09WW8+s2scKRk8Q08hmMVuxb4RHNKsn/AAWAS2QMgItINV0nUNJvXsr+L0rhArUDLIrK6hldHjLRyIynkrozK2SBtmDbNtZ8m+VF1fX9E02LUYLvQ4Li4/SFxcQ3Fu4to/UKyRpbwND6tPTib1pP3rInH4sgJHm1CZoE9Uik/LnzfFcrbS2ccc5iNxIj3VqvpQqAfWnJlAt4m5Lwlm9ON/2GbJcQZ+IE18reQb1dVuv0xZ2s0Vtp8t7axT39vDbXB4ssTrOk8YmgEin1Xt5+KceMkseAyYyybbJIPJXmOe0fUIrSJIGSS4igW5g9VoYyebwQPKbmaFOLfvI0kXivLnh4gy4xyU7jyb5ht7W3uJYIh9aWF4bYXNs10UuKeixtVkNyqycl4s0XH4l/mx4gnjDd35L8xWt/b6e0EU99dSNBFbWtzbXUglSnJHW3klMTLX4ll4cceIIEwrN+X/mv6zaW0VpHdSXsjwWzWlzbXUbTRqXaIywSSRpLxHL03dX/AMnHiC+IEn1PTbrTbx7O69L146cxDNFOoJFac4WkTkP2l5clb4WwgsgbZBLpPlXRbGx/TaXt9qd/BHeG3s5orWOCCYcoubywXJlldOMnFUjRUdfjwWTyYWTyQUHlW/1KC/1LR4y+iWUnBru8lt7UryBZFf1JAvqMB8Ko3xt9j+XG08VbHmrf8q982/V5J/qafuLd7y4g+s231iG3jjMzSTW/qevCvpio9WNOXwovxui48QXxA65/L3zbbW8s81mi+jB9bktxc2zXAt6cvWFushnMPE8vUWPhxx4gviBGeZvy71XTprmaxi9XTre2gu29S4tzciKSKNnl+rhln9ESOV9X0eH+XgEkRyAoH/BeuXF7dw21mLaOxjge7ku7u2jii+sRq0fO5kaCAGavKOPlz/Y+JkbDxBPGFPy15ejv/OemeX9QYpHdX0NncvbvG5CySBGMci+pGevwt8a4k7WspVGwmOn6R5Q8wLcWekR3+m6xHDNcWkV3cQ3kE4t4zK8ZeOC0aFzGj+n8Mqs3w/BgJIQSRz5JYfJnmMaZ+kjbIIPQ+t+kZ4PrP1Y/7v8AqvP6z6P7Xq+l6fH4uXHDxBPGLpWPkjXre7sYru2jZ7yeCBbGO8tBdFrihjR4+cklu0in4Xnh4r+1jxBeMO07yJ5n1SMTWNonpyTPBbJNc20Mk0kf2kgWV4nuGXo3oI/xYmQCmYCpbflz5wuF5JZxohuZLJGmurWEPcwtweBDLKnqS8vsxpyZ/wBjljxBTkix6eCaCaSCZDHNExSWNhRlZTRlIPcHJM1PFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX//U5Bmc7d2KuxV2Kp/5P1bStOudQXVGnjtb+wnsvVtokmkRpuNG9N5IFYDj/vxcjIMJgnkr22o+WdKg1aHT7m9vRqenNaK1xaxW3CU3EMoqEubmqcIn+KvLlx+DGiVomrTW58x+Tb251e9e71KwvtTYRerFZQXHG09NUeNS13BwaZhSVh/ur939mSXkKLHhkKUrDzF5Pa90TUtRfUlu9DEMYgt4oTHcR2sheFhI0ytbNxp6iiO4+L7LryxIKmJ3A6oq481eRr+70bUL79KR3Oj+oTbwxwNHcA3s93GvqNMrW9PWCu/pz8v99rw5SCijhkL5boi1/MrT7i1snvibDUNPeZo3g0nTNR9RZLmS6UrNecJrV0eZ1+D1k+zLw9TnzeBTj/FlAaL500a2bQr69e7OpaRfXNxKsUMRSVLlg5cSerGY5FYf3fpcP+LFwmKZQO/mx6LWLZPKNzoxV/rM2oW94j0HphIoZo2BNeXItKtPhyVbs63t2kavbWeja7ZSq7S6nbww27KAVVorqKcl6kEDhG1OIb4sSFIshMLfzTZRP5PJWbj5efndgBfi/wBOe5/dfFv+7ZV+Lh8f/BYK5sTHn5otPPNnBqOhXccE0qaXcXks8LER8ku5mf8AdsC/GT02+1x+GT+bBwo4Nir6L5u8seVnEuhre6jJNd209wL6OK2VILaQyCNPSlnLTM3/AB8fuuH++fixMSeaygZc0Z5N1bypYa9Z2OhyX91NrGp6dHI19FDCsEEV7FPQelLN60peNF9XjB8HP93+8wSB6omCRv0QIvfKZ+v6RpVzdJN5juYLe6uNSSGKCygFysrN6qyuZyrqvKV1tv3fL4fiw7po8z/Cx/QL3SdL8xRX1yr3lnZSPNboEA9WSIFrf1FZvhjaUR+ru/wcvt5I8mcgSE2h8+z3tnqlhrkUBtdRhLCWxsLK2mW7jYSQSs0EduzjnySTm7fBLI3HnkeHuY+HVUr3PmDyuVikS+1GfVDcpKdZNlbW1zBGFcSV9O4dr+SZmTm1zLE37v7f7yTGigRKqvmjybF6lkkN09tqFlJZapqcVrbWU9DPFcQtFaQytB+6aAJJWdPrCO3LhxXGivDJu083+V7LST5ZhF9PodzDcLe6i8cUd2JbmS2kDQwCWSNY0NjCrRG5/f8AOXk6/BxeE81MCTfVC6L5n0Py1JK+kPdX7fWLC7he6gjtqyWc7SujLHNccVK8QrK7N9r7GJBKZRMubjrHkuw0PzBZ6XJqdxc61BFFCLqKCNIfTu4bgq7JNIZjxiYetwi+L/dP7z920bWpEi+ibn8wPLv6V1uSP1xZ6+Le4mkn06xvHtrm35gIlvcySQzxMJG/e87eX/I+H4hwlj4ZoeTEfNmtrq+pxzR3DXFvbwpb27vaW1hREqeIt7QtCi8malGbJRFNkI0Ef53896x5i1W/I1K+fRJ52ltdOuZnMcaVqg9Hm8S8f8nGMaYwgAPNGXHm/Q7/AFXzAt8t3HpeuJAqzwqjXEL2xQxkxM6pLH8JVo/WT9hufwYOEo4CAPJa3m3QrW0TTLBLqWwt9NvbSK5nSNJpLi9IZnaNXdYoV4qFQSyt9p/28eErwHmmMH5i2H6OsJBK1hqun2cdmgj0jS7vmYI/SjkF7OUuouSgcxwl4/sN/KOFHh7/ALSlK635ZGjhLm4vr7UxFBHbO1rbwNaSRshMkd4s0lxOsUaNFBDIkcfBl+x6aYaLLhNo+Hzd5Vsbm2uI1utUu2a5ivr+S1t9Om+q3ls9vKFEEtx60/70zLPM/LmvH9tseEo4CVujebfK/l1EttKa/vIZrn61d3NzDFbunpW88MCQxJNOta3LNLMZVb4eKJ/MkEqYE82JX9ja2trp8kV2txPdwma4hQCkB9V0WNmDNV2RFlI4rw9RckGwFk1v5o0S6TTb26vtU0PzBpdvHZR6jpcaTCWCJDFGd57OSGQQkQtxkkV41/ZyNFr4T5ENebPOtjrFtqUVuLn1LzUre+jkuOJLJBatATLRm/eszcv2v2vjxjGlhCkX/izyf+ltZ8wE6kdU1qz1CKWyMcPoQ3OoW8kbMJ/W9SaESSfCrQROif78aP4xwnkjglQHcjfMOs+VtJ80XGqob6TXI7BLdLJo4jaetLYrAJTP6nq+msb8vQ+r/b+H1uGIBIREEiuiST+cdPk8z6lqvCf6veaVJp8SkLzEjaeLRSw5U9MSCv2vsfs/s4eHZnwbV5onU/NvlnWkvrLUPrtpaTS2lzaXVvFFNIstvaLbSLLA0sKujcaxuJ1aP+X4+OIiQgQISTy3q2laJ500zVVM8+madew3BJjRJ3jicMf3fqMgY0+z6v8As8JFhlIExpG2eq+UtBS4utHkvtR1eWGW3tpbu3hs4bcTxtE8vCOe7aaQI7en8USo3x/HgolBBPPknN7+Ythc2huopWstVNiLN4I9I0uUMwt/qxI1F+N4kcifaX0ndV5RJJx4so4WIx/iz/uUPYeavKdnPp97cSXuq39reWVys01nbW8kKW0qvKPXSeWW8LRr6Uaz+kv7fwfZwkFJiSmvl/TU80Jod6+n6rx0iaWJJ7SCN7J4frT3Ya4uXkRbJ1aZ1kkZJlaNU+HATTGR4b5bsf8ANfmjTr28t0tvUdbLVdRvDKAODx3VwkkZj3rXjHvyC4YhnCJHySDzJqMGp+YtV1K3Vkt768nuYUcAOEllZ1DAFhyo29DkgNmURQAS3CydirsVdirsVdirsVdirsVdirsVdirsVdirsVf/1eQZnO3dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqJttN1G6/3mtZp6/wC+42f/AIiDkTMDmUWmEXkzzbL9jR7z/ZQun/EgMrOoxj+ILxBV/wAB+cf+rRc/8Bg/M4/5wRxBbJ5I83xiraPdEf5MTMfuWuI1OP8AnBPEEDcaHrVsK3On3MAHX1IZE/4kBlgyRPIhbQOTS7FXYq7FXYq7FXYq7FX/1uQZnO3dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqM03SNT1Ob0NPtZbqXusSlqe7EbKP9bITnGIsmkEs20f8l9fuQH1K4i09D1QfvpPuUhP+SmYWTtCA+kcTEzDMtN/J7ylagG6E1846+q5Ra+yx8PxZsxJ6/IeXpYGZZNY+WvL1gB9U022hI6OsScv+CI5fjmNLNOXMlFlMsrQ2qlmoOpxVrFURfIqXLKoCqAuw91Bwy5ojyQ+BKFvNJ0q+BF5ZwXIP+/Y0f/iQOSjOUeRpbY3qP5V+TL2pW0a0kP7ds7L/AMK3KP8A4TMiGtyDrbITLEdW/JG7QM+k6gk3hDcKUP8Awa8gf+AXMuHaI/iDITYNrXlPzFopJ1GxkhjBp6wHOI/7Nar+OZ2PPCfIswQUoy1LsVdirsVf/9fkGZzt3Yq7FXYq7FXYq7FXYq7FXYq7FXYqy7Qfy91DUbPT7mYtFJrc5tNCtAP3ly6kCSYk7R2sFf3ktH5N8CJ9qRIGTXLJXwR35mWGi+Vb0eT9HRZZ7JE/TWrOoM1xcOok4ITX0YIwR+7j+23976nDGBJ3RjJl6iwPJtrsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVTXQfLGt67P6Om2zShTSSY/DGn+s52+j7WVZc0YD1FBNPU/Lv5N6RaBJtZlN/cDcwJVIAfwd/+F/1M1mXtCR2j6WszZ9aWdpZwLBaQR28C/ZiiUIo+gUzAlIk2WCtgV2KuxV2KqkO3Nv5UP/DfD/xthCCp4EonUP8Aet/kv/ERkp82MeSGyLJ2KuxV2KtMqspVgGUihB3BBxVh/mH8rPLGrcpYIv0ddnf1bcAIT/lRfZ/4Hg2ZeLWzjz9QZCZDyvzP+XnmLQOU0sX1mxX/AI+4KsoH+Wv2k+n4f8rNph1UMnkWwSBYxmSydir/AP/Q5Bmc7d2KuxV2KuxV2KuxV2KuxV2KuxVFabp81/eRW0Y+26I79lEkixhj/snXASgmn0m9va2P/ORHl7SSvo2Om6N6GjxbBQBDKPvp6g/2OUfwFwueMnzeOfndplzYfmfrizg0uJVuYWPRo5kDAj2Bqn+xy3GdnJwm4hguTbXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqvhhmnlSGFGklkIVI0BZmJ6AAdcBNc1eoeUvyddxHeeYmKKaMunxn4j/wAZXHT/AFU/4PNZn1/SH+mazPuep2dlaWVsltaQpBbxiiRRgKo+gZrJSJNlrVsCuxV2KuxV2KuxVUG0DHuzAD5CpP8Axrh6IU8CUTqH+9b/ACX/AIiMlPmxjyQ2RZOxV2KuxV2KuxVxAIIIqDsQcVYD5t/KXStT53WkFdPvTuYgP3Dn3Uf3fzT4f8jM7BrpR2l6gzE3ln+C/M36Z/Q/1CT671pT4OFac+f2OH+VXNn+Yhw8V7NnEH//0eQZnO3dirsVdirsVdirsVdirsVdirsVZp+XWh3Ws2fma308E6pbact9ZIv2y1rdQyOFH7TcK8V/n45CRqmrJKqey+cjL508oaF+Z/lSn+IfL9Jbi3XdisZDTwsOrek9XVf92QO/+/EyqOx4S48PSTE8ihfza03TPzG/LOz8+6MlL7TYi9zF1cQg/wCkRP03t3rIrf775t/uzGB4TS4iYS4SyDyF+XH5TeavKGma6nl6FHu4v9IjEs9EmjJSVR+86eorcf8AJwSlIGrY5Mk4mrWfmL+Uf5a6T5G1zUbPRYre7tbSWS3mEkxKyAfAaFyPteOMZklceWRkBb5TzJc92KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVMdC0DU9cv0stOiMkrbux2RF7s7fsrleTLGAsoJp755F8gaR5csLmUKLnUzEvqXjjcVdarGP2F/4Zv2s02bUyyX/NaJSsp/mIrsVdirsVdirsVdirsVVH2ijXxq/3mn/GuEoU8CUTqH+9b/Jf+IjJT5sY8kNkWTsVdirsVdirsVdirsVdir//0uQZnO3dirsVdirsVdirsVdirsVdirsVZR+WvnJ/J/nGx1ohntoyYr2JerwSDi4H+Uv94v8AlouRnGxTXkhxRp9JWlvpvl3zNYeZvLc6TeU/OU6W+o20ZrCl3PX6vdQj9n1ZP3Myfzv/ALFMfmKPMOGbIo/VFR8iaRbaF5m/MXQCvHy3Ebe9jiGyRi9gd50AO1OKhf8AVRcZGwCszYieqI/5x2066s/ywsnuAR9cnnuIVPURs/Bf+C4c/wDZY5TuuoNyYx/zkn+YtjBo58m2Ewlv7tkfU+Br6MKESLGxH7crBG4/77X4v7xclij1Z6fHvxPmrMhzXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqnHljyxqXmLUlsrJaKKNcXDD4I0/mb/AI1X9rKc2aOONlBNPf8Ay35a0zy/py2VilOhmnb7cj/zMf1D9nNFmzSyGy0k2n1v/vJdf6qD/hxkByLA80ovtVS0uYoWgnlEisxeKN5AKdvhByqU6LMBFW0zTQrK0bRcq0R9moCQCR2qN6ZIG0KmFXYq7FXYq7FXYqq3G0nH+QBSPcCh/HCUBSwJROof71v8l/4iMlPmxjyQ2RZOxV2KuxV2KuxV2KuxV2Kv/9PkGZzt3Yq7FXYqitM0zUNUvobDTreS6vJ24wwRKWZj16DsBux/ZXATSCQOaeWP5eeYtQu2stPayvL1ATLbQXtq7qFFXagk+MJT4vT54DIMTkAYzkmbsVdirsVdiqP0bRb7V7tra0CD043nnmlYJHFDGKvJIx6Kv/BN9leTYCaQZUy7SPMHmjybp1jd2eo2ureXZb5Zks1d2hN1Zsk28cixTwMpMbfZT1P8vIkAtZiJHzZLJ+ethd6VrFtdaZNBeeY7wSazc28i1+pqixCCEsFKkwRrByb+eWX7Xw5Hw2vwNx5N+Yv+cktdm01NK8radFoFlFGIYpAwmmSNV4qsdVSOKi7fYdv5WxGIdVjpxdnd5BPPPcTSTzyNLPKxeWVyWdmY1LMx3JJy1yVPFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUy8v6BqOu6nHp9hHzlf4pH/ZjjH2nc9lWv8AxrleTIIRsoJp9C+WfLen+X9MSxs1rT4p5iPjkfuzfwH7OaDNmOSVlpJtNcqQibf/AHkuvkn/ABLJDkWJ5pFLo8kszJPOG055DM1uFKs7t0WR+XxRg78OK/sr9lfjpML9zO0ZYW721qsLNy4FuO5NFLEqtTueCkJkoiggojJK7FXYq7FXYqviUNKinoSK/LviEFp2LMWPViSfpxStxVE6h/vW/wAl/wCIjJT5sY8kNkWTsVdirsVdirsVdirsVdir/9TkGZzt3Yq7FXYq9I/LW0K+Q/zB1S0FdVtbG2t4WU0ZLa5lb60RsesUe/8Ak/62Vz5hpyH1RDHvy/8ALnmHWdbT/Dt3Bb6tZ/6RAJpBGxCCrMvIFGCj7at+z+zx5ZKRAG7LJIAbsnvPIHlHQX0Ww16/hMup20V5qF6s8iG3iuGIjNtGsTrKEQc39T+9+wnpfayPETyYDITdIHzR5W8s+T7HRFu431u61m3/AEg1ykrW8S2kjUg9FQrN6roPUZpeSp8K+liCSmMjK+lMi1r8vPIXl3y7eanqUF9eLZajawRNBOkbT291arcpzDIViYB6Scef2Pg4c+agSJLCOSRNBSPknyGvm3y1okFheT2nmizS/iupLiklul1zMKBUXg3ohB6/Ln+1x48ceI0T3J45UT/NS3VPJnl6O40KTT9LvL46hpP15tNtpTJ6kyztEzNPw/dW6opkZvT/AMjknLnhEikTO9nqi7tdE/LvzfZ3EVhJqHl7zBoaSatpkkqTPHb3rmOWJLiKiP6ckS+nJ8PL7PJW+PBvIIFzHmCyXyb5L8pWvmfR/MGgTHWvK2pvdRW8VyxWbT7+KzluQrxj4Xk4Q/A7D4ftfH+6laMpGqPNhOZog7FhHkvy35Z166sxJol99RvLlbO7v/rSw29pzIVGWWWMJNOeXP0a/ZXiiO75ORIbZyI6ssHk3Q7zyt5f8swWfC4utfvdPmvxIQzSW49NrlwQeXwJyWAFUX+b7T5HiN218ZsnyYPrmheR4dN1dYL1LfUbCRV0yNZpJ3ulEnCRZ1MUaxyqvxho+CfaTj+1kwS2xlKwxXRoo5buRZFDqLa7cAio5JbSMp/2LAHJFsKc/lnoGn+YPPOlaTqPI2U8jtPGpo0iwxPL6YIoaylPT2/mwTNBhklUSQi9Y/Me8vYr2w/QekWunzK8MNoljEslsOilJwqzerH/ADs3xN+zgEUDHXUpxd6mnkvyl5bbSdMs573XLV76+1a9to7pmPqtGLaISh0jWJVX1KDkzMuCrJYgcRN9E1t9M0fUvM35ceYf0Zb2MnmK5ZNT0yKMC1ZrW4WL1khPwqk6t9j7HJWwXsQiyBIdzz70Yf8AHfoemvo/pTh6VBx4/WKcePTjTtk+jb/D8ER+Zlvb235g+YYLeJIYIr+dY4o1CoqhzQKooAMYcguP6Qzn81A1rYXNlbX2gQWItdPYaRHbomqgvDA7H1Ftx9qQmZv9J/uf+AyEGrF8f96hLib/AAxZeVtH0Oz0uO61zT4NSvdc1WKCVWkuCx9L1blXihhhC8G4/t/8M87tP1WTeyp5a0q7t/zP1yDVrbSbS+h0m6ulCRI+mQyGzWaGYJxlT0lDLK/FG/a4r+ziTsiR9Iq+bDfP09zNrELXF/pWouLdQJtFiENuBzf4XUQ2/wC97seH2GT4snFtx8uvxTXyBBp1j5a8yea5rCHVL7R/qsNja3S+pBE127obiWM7Senw4xhvh5t/q4JcwGOSyQO9GrqMfnLyR5iu9U0y0g1HQI7e5tNWsreO1qJZ1ha3mWIIj8w3KL4eS8WwVRCK4ZCuqaa/JbWfkDRYYL/R7E3WhrLNYz2QkvriRpZlLx3AgfgXCqi1mTiyYBzYx+o8+byPLXIdirsVdirsVdirsVdiq+GGWeZIYUMksjBI0UVLMxoAB74Ca3V9F/lv5Ng8taJc+oA+pXEKm8lG9CXWkan+VP8Ahm+LNHqNQchP80OPOVlPsxFdiqJt/wDeS6+Sf8SyQ5FiebHPMkaObEiVVnWeMwRujSKW9WOjEKRw4txT1P2VkZf28oyjkzCYaYqrZqok9Zg8nqSAFR6nqN6gCndVV+SqMnHkgorJKlsevWclpJcoG/czCCSIijBjL6QO/wCyTuG/42ysZBVppGm6tQzoZk5R0Mi8hVa9OQrtk7CEHd69p8Kt6c0c0iekWjVx9iaT0w1dxt8WQOQBNI+KaGaMSxOskTbq6EMpHsRkwbQpaTqdte273ER4gF41V9iSfs7f5cZ9Vf8AIwQkCLUhf9atvUWL1U9RwSichyYL1oO9O+Gwq1L2zkJEc8blSqtxdTQv9kGh/a/Zx4gqK1O6tkuzzmReZWNKsBV+IHEf5XtkpkWiPJTwJdirsVdirsVdirsVdirsVf/V5Bmc7d2KuxV2Kp35U836z5X1F73TGQ+tG0F3azoJIJ4X+1FKh+0jf8FkTG2M4CQ3T7QPzC0TQNWk1jSvLaQai8csSA3Ur28YmUq3CJl59DtymbAY31YSxkiiVllr2s+Z9P0/SZvLh8x3miQiKxnt0uDOtqp+GGcW5/eQJWif3bp/vz4sarqpiI73w24a7rermw8vap5dfV9R0YvFYWqJcR3KRBubW0sUXxvDH+ynFJI1+H1OONAb2vCBuDVojzX5/wDMlxpeo+XvMOjrbXt7dJfXLzLPBOkqRiKILEzBUiSEKiR8Ps4iI5hEcYuwWT6gNFg0fSPLbebZPK2qWFkIb7TLm2knCXFyOU4+uxF3gSao5wL+6jVuD8ZPVyIvnVsBdk1xJVqP5kah5fupvLlzo9jPb2dhJoVwIppmWa0di4ZZQ1QSW5q4C/C/xJ/IRC92Qx3vf9JfoPmTVvOky6LYeWtMme20f9HSJLPLCPqUN1FLFxklmHGSF6cfjZnZucnNV4YCK6rKIjvfVkei+VfzS0GXTF0TSNOtrDTrmS9ktZb+Cf6xNNC1s7TM0i9Ld3jjCKnHkzfE2AmJ5sDKB5lEw+WvP0Gn2mnweVNGS00y+Go6VGdS5elN1bmTcVmr25fCv+Vgsd6OKN3ZV5dM/NFnd4/LukRPDqD6tpTLqCj6rdSj943wzr6yu37z05Pg5fs+l+7xuPei4d5Yh578j+ams9U1+98vaZYzSr6+o3NterIA3MM8kEAlbg0rfb/vftfBwyUZDk2QmNhbznQv97Zf+YS8/wCoSXLC3SQtle3djeQ3tnK0F1bOssEyGjI6GqsD4g4pItld/wDmnr17b3avY6XHe38UkF7qkVhAl3KkylZayU2aRWYO6Kr5HgDWMQHehNC/MLW9J0oaQ8FlqulJIZoLLU7dLqOGRjVmi5UZOX7Sq3Bv5fibCYgpljBNqd15/wDM115lsvMVxOj3+mtGbCMRqsEKQmscccKhUWNf5RjwiqSMYql2s+fNR1WW3mk0/TLS4t7gXQuLKyht5HkU1/ePGAzqT8RVv2sRGlEAF/mb8wNT8xwzLf6fpkc9xIJpr22soYblnrUlplHqHl+1v8WIjSI4wO9drX5i6trNhJa32n6W8skccLX62MIvOMKqqf6RT1ahEVK8vsfDiI0scYHe1pH5ia3p+kw6RPbWOrabaszWdvqdslyIC5q3pM1HQMdyvLh/k4mKnGCbWxfmJ5iXzRdeZHFtNf3kBtbiKW3ja3aAxLB6Xo0EfD0kWPjT7P2seEVSfDFUlnmDzBLrdzHcS2VlYmNPTEen20dpGRUmrJEAGbf7WECkxjSp5a81615cu5LnS5VUXEZhureVFmgmibrHLE4ZHXEi1lEHmjdf8/63rGmjShDaaZpPqCZ9O023S1heUbB5AvxSEdubfDgEaRHGAbSrVdbv9Uj0+O7KldMtVsbXivGkKO8gDeLcpX3wgUyEaS/Cl2KuxV2KuxV2KuxV2KvVfyf8nhifMd6lQCU09GHfo8v/ABon+z/yc1evz/wD/Oa5no9gtv8Aea7/ANRf+Ti5rRyLUUNkUuxVEwf7x3P/ADzH4k/wyQ5FiebH9ei9aW0i+rNc1Ltxik9GVShVlZX5psGAqn+q37GUZBdMwjtN9H6lEIY/SRar6fIOVZWIYFgW5NyB5Hl9rJx5IKJySpLJ5dL2ccQl4XEcxkMijZ4zcev6bD9X8rf7LlV4e34702tu9AuLi1ktC0Sx8ZgkoB5v61aiTbp8VX+16j/F8OA4yRS2q3+iNcXU0iemI547ZGqN1NtM0uwA35h+PX9nDKFn5KCrHTJxZ3lukoX63M7lhUcY5SOYH+Xx5U/ysPDsR3randeXmhMiWMxhLLHKPUZ5SlzESEYFyx4mJvRkX+X7OJx1yUFSTy8kV8kij1LcejxDSyoYzb/Z+FPgl3+L4+Pxc/tcsHh7ramPLk6W0CJInO3igUChCs9vcLOKkVorFeP+yweGaTapqHlm4a6dpyk3qGf1oBLNCgW6cSkB0+JuP2GDL+8/yMMsRvf8cSBLZOgKCnhlqHYq7FXYq7FXYq7FXYq7FX//1uQZnO3dirsVdirsVdir0P8AIAkfm3oVD1+tg/8ASHNleT6WnP8AQWP/AJeO5/MPy05Yl21ayLMTua3KVqffJS5Fnk+k+5l3m/yfot9f+bvM99rM9qtn5gurK6tVtBM37yaUx+g3roJTxUfDJ9XVfi+P4V5xjI7BrhMihXRkMthqGp3n1W91O0v5P0ANe0zWLnR7Wa8ltI1IEVw7yfDMhThyb6z/ADc8jbC6+fDzYdq3kHTTd6FqD69c3mn+ZLe61CfVWsl5RG3DPOHQ3J9SSMq/r/vF4/serkhJsGQ7ivpXzflI0GtfoOa9uIdRaETJNNZ+nZoWiMyQzXHrFUlaMqrcQ8Uc/wC69R/7zHj6r4u1r7r8svKtqujm581G3Ou2C3unJNYsGLyEiOOXhK8cSsRx9T1X+L7SKnxY8Z7lGU77clt1+Ven2XmO20DUdUvLG+udRi02JZrBaSCYlUuoT9ZAltzIArMp5JzX/Vx49rUZSRYCNuvJXkKy8ku95qF5b3kXmGXSrvUxZxzUNvGTxSP6zGVg4uJHfk0jP8PpfCmPEb+CBORl/mpH5i/L/TtB1bX7G91Sb0dIhgktLpbRCt3JchTGij6x8CsGZ1cNL+7ilbjzX02IlbKOQkDbmxrQv97Zf+YS8/6hJckWckHa2091cxWtuhkuJ3WKGNerO54qo+ZOKSXoP5pfl7pPl2x0+80V3mht3bStbkbkQNSgUO7Ly6JKGbhT4f3TZCErasWQnmyG1/LTyzP5FstSn0ma3il0WXUbnzKLorHFdxlxHC0D8lcSlUXinx/H8OR4zbA5DxVfX6WLfl5F5L1G2vrTVfL5vLvT9OvtRa9F5NF6n1WNplj9NBxWoHDl/ssnK2zJxDkXeTdO8oeZvN1xENLFpALKR9M0Rr5kF1eqVCQ/WpByX1Azuo+H4k44yJARMmI5sb832tta6/c20GlT6J6XBZdMunaSSKTiOQ5sFZkY/EhI+w2GPJsgdudsp/KDyNpXmq51UX1vLePYxwPFaRzi1UpLLwmleZkcD0I/3gT/AHZkZyprzTMaYh5m0u303WrqCzMsmlmWRtLupkKGe15ssUy1C8ldV+2o4tkwWyJsMp/LTy3omsWWryzacdd1m0EL2WhrdG0eWE8vXkjKgtK8dE/dr/N+1kZmmGSRFdAoeXvLvlqaTzJr2rQ3UOg6BKix6QHCXcslzK6W9vJKV+DgI29d+HL4fh+LEk7BZSOwHMpT5h1PybfWUZ0bRJtHvkk/eVu2uoXiIPaRVdJA3H9rjhALKIkOZtmNn5G0B/zdvfLiWD3enQWss1vp4ldXklSxE6J6gPP4pcjxHhtrMzwWhH8pWz/mL5c0bUvLEvl201CaGOexkuZJmljeUqziRqMn8vw/y48Wx3Tx+kkG0TB+WelJ570qKN21LydrJuGsLtWKt+6hkZreYpQpPA6gOP2vtfzKrx7eaPEPCf5wSby7ofliw8oSebPMdvNqKTXZ0/S9Kgl+rq8iRiSWWaUBnVFDAKqfEzf5OEk3QZSkSaCjYR+T9f8AOflyz0/SptNtL29trXUrN7lrhGWWdEJikKpIvJGNa/Z/ZbE2AUniETZTf8x/Ktno13Fbt5Wm8u2DXzQpq8lzLciaBGIqsb9PgpLgib6sccr62pfmj5b0TRFhj0vRJrW0klrp2vLdm8tr+14n46hVSOavFiifZ+JeP2WxgSVxSJ5l57ljc7FU18r6DPruuW2mxVUStWaQfsRLu7fd0/ysqzZRCJkgmn0xZEWVnDZ2qpHb26LFEgRNlUUA6Zz8shJsuOQjre7nNvcsSvwotPgXqXX2xEjRQQxu981apBPVFsxZzopsriWRUDk1LMVEbNwFUr/xP4vholmkO6mXAE8F7c0FSle9ESlfuy3iKKREV3MbS4aq1BSnwL3J9skJGixI3Yjr1xBf3kXqWHqND6kb3MmnC4IoRRV5JwZCeR5fF/k/b5ZjZJWeX+xbAE9026mSwgRQqqqgBTAkNB/xj4jh8sujI1+xiQifrtx4r/wCf0w8RWnfXbjxX/gE/pjxFad9duPFf+AT+mPEVp31248V/wCAT+mPEVpUiu593biVQVI4Juew6YRIoIWG+uCakqSep4J/THiKaa+u3Hiv/AJ/TBxFad9duPFf+AT+mPEVpEX13Mt0wBWlF/YU/sjxGSlI2xiNkP8AXbjxX/gE/pkeIsqd9duPFf8AgE/pjxFad9duPFf+AT+mPEVp31248V/4BP6Y8RWnfXbjxX/gE/pjxFad9duPFf8AgE/pjxFad9duPFf+AT+mPEVp31248V/4BP6Y8RWnfXbjxX/gE/pjxFaf/9fkGZzt3Yq7FXYq7FXYqnXk3zPd+V/M+n69axiWaxk5+kx4h0ZSkiVFePONmXl+zkZCxTGceIUyDT/MP5daT5ptfMFhY6lP9Xu4ruHTZ2hjjhKSCQ0lQs8vp0/dKUi/Z9Rm+JWBBIpgYyIpW8w+evLep6R5isoIbyKTXNW/TKs4iZYnIesRo4LqTI/x/D+z8GAROyIwII8gmVr+Z/li3mtJhbXrNbeXW8tkUiAYMWP1j7fwn42/dfF/xkwcB+1BxH/ZcTGrfz00P5f3XlMw+qzXYmsb1gA0MEg/0iMbkr6rRxbD+aXJcO9s+D1WiPN/mzyz5svItc1GC8tddaBItRit/SeC6lhjEaSiRyHtyyqvNfRn+z/ssYxI2RCBjsOTvMnm/wAu6vJ5UU2tw9roFtb2N7FKEH1iGF+TsvF/gZwWXhX/AJ6YiJFrGBF+abWf5n6bbwaRZ3Muo6lZaTqsGrWYuxE01ult9m0jl5kujk/HI3Dj6a8Lf4vhHAxOI7+5CX3nbynqWiappN9bXwhudal12zkhMKvWeP03t5ORdVAoOMyq/wDxi/ZxETaRAgg+XCjtT876RN5b8v2fmPSfr9wNKdDIkjRuzRTvFYPLxIP7mBbhBX9m59b+XER32QIGzR6vPdKuYre6eSU0Vre5jBpX4pbeSNen+UwyZbimHkzzDbeXfMEOsy2v1yazWR7KIsFVbkoRDI9QeSxOfU4/zLgkLDGcbFJuv5na9faLq+keZbm41q01CBRa+vKS1tdROHimQsG2+0siDjzVsHAOjHwgCCNkTZfmjLaXPl8x2ZkstM046TqtlI9Y723d3aRWAA41WT4PtcHXljwKcXNJND8x2OjanrE9tayNaahY31hbQvIC8S3kTRozsFo/phvi+Fef+ThItlKNgITy5f6DZ3cx1vTX1KzmhMSpFN9XlifmriWN+Mg5AIU4snHi7YSD0TIE8kV5380jzLrn6QS2NrBFBBaW8TyGaT07eMRq0kpCmSRgKs1MERQRCPCKT3yH+Zlp5Z0Y6dc6bNdmLUE1S1ltrtrQtKkYjEdxwVjLAKc+Hw/Fy/mwShbHJj4jaU/mB5wi83a1HrP1VrO6e3iiu4RIZIfUiXjWBSKxREf7qq/H+bDGNBOOHCKU/KGveXNJkaTVtKnvp45oriyurW6NpLE8VTwrwkqj1FfsuvH4WxkCUziTyKY2n5kONe8wXmpabHfaP5mkaTVdILtGD+8MsTRzAFkkhY/A/H/Y4OHb3MTj2Fc4pX5h1PydcWcdtoGiT2Eok9Sa9urs3MjLQj0wixxRqtTy5U5YQD1ZREupTqL8xLE/mDeeZ7nT5Hs722ktZbJJQsgWW0+qsRIUIr+19jBw7Ux8P00gbPzJ5W0jzZo2t6Hpl3Db6bOlxcW1zcpM8rRuGAV1ijCbf5LY0SKKTEkEFG+Q/wA0b3ytfXgkthf6Res8r2DsAY5yrKk0LEN6cihuD0H7yP4W/Z4soWieLi96B8tectPstEuPL2vaX+l9DnmF1EiSm3uLe448DJDLxcfGgCujJxbCY9QmULNg7tL5m8s2XmfQ9V0TRZLK10i5huZo5bozzXLQzLLVnKIkey8AEj440a3XhJBBPN3mnX/J+pagdS0zSLq3vZ7xru8W6uknhkV2LvGqpFEy1Y/zN8OIBWMSNiUR5k866Hd+WE8u6FpM2mWLXo1Gdbi6N3xlEbRBIapH6cdHPI/E7/DgETdlYwN2Sw3JtjsVe4/k95T+oeWT5guEpc6pIUtieot4tq/89JK/7FEzU9oZLIj3NM5WaZ3mtYom3/3kuvkn/EskORYnmx76polrO9iZilzcw+jGHcsywtVVSMvVVWoNF/ayiojZnumFjeWd1DytX5xpRejDsCPtAGhUhlb9pfiycZA8kFMYf94rn5x/rOWDkWJ5pBrtwbdoJ4WIuo1kKAIJFMZKh+QZ4f2jHT95y/4bKMhr3swidG4/o9OIYENIJOfHl6gkYPUISo+PlspyUOSlG5NDsVdirsVVZPhjWPufjf6fs/h/xLCUKWBLsVQ36SsfXkg9UerEUEgoaAyMFUcqcaljSlcjxBaTLUP963+S/wDERlk+bGPJDZFk7FXYq7FXYq7FXYq7FXYq/wD/0OQZnO3dirsVdirsVdirsVdirsVdirsVdirsVdiqO0W/tdP1S3vLqyj1G3hblJZTlhHIKEUYrQ++AhEhYb1vV59X1Oa/mjjhMnFY7eBeEUUcahI4o17JGiqi4gUsRQQGFLsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVRmkabNqeqWunw/3l1KsSnw5GhY+yj4shkmIxJPRBL6yltILTy1pttbrxgtkjhjHgqJxA/4XNDlkZCy4g+opblDYiYP95Lr5IP8AhskORYnmxTXQJL9oUb0yUieYNPHAr8XYxkB45WPBl7cV/m55jZObYE407TksYmRZHmLEVeTjWiqEUfCFGyrlsY0xJTOL/eC4/wBeL9T5YORQebG9evD69vawMs0nJTc2iek8zRFl5Lwk/wB1tF6nLj8f2P2OeY+SW9MgmWmRyR2MaSRCAjlxhUKoRCxKJRPhqqcVbjlkeSCickrsVdirsVVLj+/k/wBY/rwnmgKeBLsVYzeC3i15XJhKvNErW63h9QsXBVzbel+y558fV4/7sbMeVcX7f96y6Mv1D/et/kv/ABEZlT5tceSGyLJ2KuxV2KuxV2KuxV2KuxV//9HkGZzt3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq9D/JfRxc6/cak4qlhFRD/wAWTVUf8IJM1/aGSoCP85hMvoKf955ehb+Rv1ErmtP0OMPqSbKWxEw/7xXPzj/WckORYnmxXVo4jqRW4ku1AiUpJBaJchqu5ozfVpuPHsvL7P8AwTY0+e9/L/jrYGQ5exRMX+8Fx/rxfqfJDkUHmx+60dnuiU1CSAyy/WEiCRH40UKSCylunvlBhvzZWmVt/cqDN9YZaq0vw7spIavGi1BFDlgQq4VdirsVdiqpP/fyf6x/XhPNAU8CXYqkCyT/AKclVhcVSVd4ms1iEb0Cl1ZvrG526cm/Yyn+L/pH/pJl0ZRqH+9b/Jf+IjMifNrjyQ2RZOxV2KuxV2KuxV2KuxV2Kv8A/9LkGZzt3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq90/J7TBa+UhdEUkvpnlr34ofTUf8Ix/2WaTXzvJX81pmd3qWl0utMuLOvxj4l+ncf8MMohvEhplsbSYgg0OxHXKWxEQ/7w3B/wAqMf8AEj/DJDkUHmw/zA8LTeuY4LiK5gVbC5luEjCS1b4oq+zI3qJ8X+VmLk/sZhkFlJdSQ1uYfQkBpx5K9RQfFVdsuiT1Ypgv/HOk95kr/wAC+WdEdWMeZbO3lntJHjgaSQm2jeepKtKyhWCgHnx+L4f5mX4lzHyxFhmEy0iMx2EcXwfuy6D0wqrRXZRsvwhqD4wv7fLJw5IKMyaHYq7FXYqqT/38n+sf14TzQFPAl2Ksdmt4I9f9OWZ41uXSRYFVJPUaNhIDVayIgcVbmnH9n1ePw5QR6mXRleof71v8l/4iMyZ82uPJDZFk7FXYq7FXYq7FXYq7FXYq/wD/0+QZnO3dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir6a8s2P1Hy7ptpSjQ20SuP8rgC3/DVzm80uKZPm0Hmnul3X1a9RyaI3wv8jkYSosJCwra3aGC7MgH7ub4lPv3GSyRoogdkPFtYT+8kYH3PkRyLLqksWhWcccqB5G9SE26OzBjHCRThHUUA+Ybl+1yykYwytMFUKoUdFFB9GTQil/45z+8yfgrf1yf8KOrFdbmieZhNMqi2ZWRoXSK5jHJXA4T8o5lMiIa/D9niqs2Y0yzCc6ckCWUQg5+mRyBlDLISx5MzhgG5Mx5NUZbHkxKIySuxV2KuxVUn/v5P9Y/rwnmgKeBK2QyCNjGoaQA8FY8QT2BYBqf8DgKsfs5Ln9Kt+kSbAyGNkijRY45ZiWBVpgX9YgCPj8cfL/fWUxu99mTK9Q/3rf5L/wARGZM+bXHkhsiydirsVdirsVdirsVdirsVf//U5Bmc7d2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVE6bbfWtRtbbr680cdP9dgv8cjM0CUF9R5zLQ7FU7sJU1CyaymP72MVjY9aDofoy6B4hRazsbQDxPFZTRuKOs6Aj/YvldUGXVB5Fk7FUT/ANK75zbfQv8AbkujHqx660eW7vJXMcUCkil01Zrjan91y+C3p/k8/wCbhlBhZ/H4iztNYIhDCkQZnCADnISzGnck9TlgFIX4VdirsVdiqpP/AH8n+sf14TzQFPAl2KpGuuXg1A2M/wBSglaZRGj3SmUxkjpEByLsOXD/ACsp8Q3W3zTSeaxcvHfOqgfZQ1P+qMypDdrBQBu5z3p8hg4QvEXR3UivViWB6g4kKCva9bkKLRe47nBwrxItHV1DKag5Fk3il2KuxV2KuxV//9XkGZzt3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FU68mRer5t0dT/y1wt/wLhv4ZTqDWOXuRLk+ks51odiqpBNJDKssZo6Gowg0ghOtQC32mi5tx8QIaVe/wgg/dXLp+qNhrjsUhyhtdiqKu/3ccNsOqLzk/wBd9/wXiMlLuYhByyxRRtJK6xxqKs7EKoHuTkCaZNRTQzIskMiyRturoQwI9iMQbVfhVSubu1tUElzNHAhNA8jBBX5sRgJA5qq4VdiqpP8A38n+sf14TzQFPAl2KpGpnh1CWSKaVbE3KpKoWHh6knFabj1eJc8Wav2v8j4sp3B8rZJ3rAi/SL+oaD01p86DMvq0IQxWIYATMQTuSpFB+OGgjdzQ2QSonJbYU4n7+mNBXcLEPQyFlI3NCKGo/h7Y7K4yRQlfRfmOkmxAPvvkZAMgUTHPHJsp38D1yBDMFfgS7FXYq7FX/9bkGZzt3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWQeQaf4y0j/AJiF/Ucx9V/dy9zGXJ9GZz7S7FXYqmumX31S3VmFYnlKv8uI3Hyy2EqDCQsrdW04RN9ZgHK3k326KT/xqcGSFbjksZISyjV7gF/7uMGST/VXf8emQiN2RUpZGlleRvtOSx+nATahLNfiml0i4jhUtKwXgoBY15g9BuchkGzIJbeWuq2UzPau0ktxHPNLLFCvFZTJbIoQESceUYf4eXx/FJlZBHL8fSlq7n1yJjCryLAs0qi7ZCWICI0VeEb1Tk0g5cP2FTl/MkyXZGav9YSC3uY+TalAjtEqRPJHIxUc4mAHw+oacalWX/g8lO+fVAQ8dvrZ1CSFJbpElvj6oEasqW7WrOpVjGQF9VVjry/4dviAEr68/wDerYaVvNRS9dY5DOiyUtvSclaSAI0Z9Pi1I6kCsnqY+vdbCvDaa7JqVnLLJcvAXnWqRPxNeBRZOcSnciT4+K/8FhEZWOa2KZCNPvj0t5PpUj9eX8B7mPEG/wBHX3eBh8xT9ePAV4gxoRXUuvuPS4iO4EZUWl1KjMoA5NOji1WSm3J05RZRR4v2S/6RZWKZPqulXFxcllAFAtDyX+UeJzKINtQqkF+gL3sAfkVP6jgors2ugXf7SMT4CmNHuXZs6BedopP+BxqXcnZTbQr4HaKT/kW2O/cih3rodKvopOTwv02+Fv6YCD3JCs1vOi8njdVHcqQMjRZWp4EuxV2Kv//X5Bmc7d2KuxV2Ksq8u6zp9toxs4I7CDWXuWkkvNTtYruKW3KKqQIZY51t2WQOzP6ac+fxXEXpcXiQ1yBvyRMvl/QNJiik80218l9fXdxEbTT3iiS1SCT03P7xJ/Xb1CeEKtGvpqv7/wCPBZPJHETyV7j8vLW082+XtAnmllGpag9hfzRUXaLUHtGaEMp4fu05/vOfFseLYlfE2JTrypH5WEfltksri2uZ9L1v69eLNDIXRLG6SU+mIImZq7w85/3Sfum9T+8yMr3Yzvf3xQ/lKy8r2Wo6Vr9lb6gsVza6v6MLXcPrQXNhaNJ6izLbANyjkUxfuo2gn/ecpeHFzK+SzJII9yG0vy55R1LzHoumaq2qSah5jkiuJb5LmFxGLyUlEYPCzzylP7645xcZGZvQfhxdJNJMiASK9KT3+g+XbM2OjlbuXXryC0mN56saWkb3saTRx+gYmlkVY5UDy/WF+Plwj4/akCWQkTv0R/m7yVoGladevZ3ai706ZIf3mpaddNdqWKO0drasZ7Zkb4uEjTfu/tMjLgjIlEJkn+1CaZo+gSaVpM+qyyLHOt8Uiia3tjLLC0YjjNy8b+mG5N+8n9VV48U4c8SSkk2aQMNjp1p5ws4LqwuF02SaBltJJ4nkaOUKVIuFiaGWNuXIOsPCWP8Al5YeibPCyvVj5Mh0fWRPY3yadFr5jhsre4gR+QicOwlNvwSNQP3cIt2/k9X9rIi2scVj3OH5Z6FYy3R1C5a4g/SU1ja/7kNP0x0ggCM07i9J9dyJk/cQhfstznTkmPGV8QnkxPSn0bQvNdxHqCw6pZ2jXNvDOqrPbvIqvHDccOQWaEScZeHPi6fz/ZaR3DYbI2To6SNUjk1vWlt30WwtZZvrOiQQ2bXbJPDB6XFYo44XjkuovUkktOXo/Fxl5xYL7mN1sOf9JD3XlTQ5tDutc01ruO1Gmm8t7W4ZHkjuItQtrOVHkSNFmh9O4Z0dY4W5/a/u/jeI3SRM3RRun6L5YsfLN/Pf2Nzd3VxotvfrIJ4ovSaTUkg/dc7eVk2CHny+KL1Yv92c0BJtiSSfj+hFebdL8ualqOoRILxNas9Gsr36wZIvqrejY25aL0fT9T+6/wB3ev8A3n+6eOIJWBI91q9z+VWjfX20SPUIoNVguILVruTUtPnW4ledIJkjsIW+uQtHzaRBI0jMsTLIsTtxx4+qBlPNJrLRfy91Kyur2KTUtNtbC7tIbia4eG5DW1xKVafjHDEY3VUP7n99/wAZJOPHDZZGUgitG0nytBrE7T6PdyadLpeoyW/K/tLpDJb2sjsyTxWrReoo48Rw520vpytz+xgJKCTXPqlWjx+WdVt5Fu7dxc2vpwadp9vcW1i8kTtI7zTXU8Ui3EyMY4/T4xu/JfS4xx8EJsMjYQvlbQdOvtdvLPWPrVra2Vre3M6RBRcKbSF5OBWQceVU4srcf9jhJ2TKRA2TdPKvlWewj8wRi/h0WKymubuwaWGW6MsV1HaqkdwIo4wjvcxO0j237tVk+GT4MFnkx4jy6qsHlPybJo1x5jY6iNKSy+sRWAkh+sC4S8jtXiM5i9N4m9VWWYQKyfF+5f0+LjiPJHHK6SvWfJ8RlS50aWOPTp7OG9SLUb2yguEEqtyQeo9v9Y4tG9Ghi/l+DlkhJkJ96Zan5U8oLd6lo9gdQXU7Cwa/F5cSQm3Zo4BcSQ+isSuB6ZZY5vX+J+P7rjgBKBI81XWvKvkjS7rV2K6nPZ6G8NvOongSS4uLoM0fFvQdbeKIRS83ZZ2l/d8UhwCRKIyka80YsGhaD5S1q600aip1eztZbWYXUcEscFy8sJt5gsB9VBNA5m4tGl3D6XwQ/ax3JRuSLQvmzTvLNho+vQCxmfUbbXJbWG+WS3iUALIV/dR2yhY+K/FDG8aep8a8F/d4xJTAkke555ljc7FU88juE836OT3uol/4JqfxyjUj93L3IlyfSGc80OxV2Kol9tPhH80sh+5UGSPJHVX07Vnth6Uo9S3PVe4r4f0yUMle5jKNppLAj2hm06ONvUAqCq7qOooR4+OWEbXFiDvukrXtwhK+nGjDYj0kB/EZTxFnTX6QuuxUfKNB+pceMp4Q79I3naSnyVR+oY8ZRwh36Rvu0zD5bfqx4yvCGjqF8f8Aj4k+hiP1Y8Z708IaN7eHrPIfm7f1wcR71oLTc3J6yufmxx4itBu4mlM0gLtQMdqnxxJ3UBSLMepJ+eBKlcfWPRb6vw9bbh6lePXetN+mA30VjMZuU1E3ErRq/wBcjilhjubpSWYqtRBzER2PKhX4o/jyje78+8smZ6h/vW/yX/iIzKnza48nzZPr3nW5e/mtfMF0phvJomg9bjHDClWEkjlwUQ/EkdEbkycPttGr9NDTYqFxjydoIwFWOipZS/mZLqIs7vX57OjxxyO1yXoZHt0ovFuLFfrkLH41X7XxZI6fDX0x+Snw6sD8b/8AErnl/Mtre2+q65eXN5PC10YI5wQIQ7KjKwkLn1FXmvKKNW+yrM/w4/l8P82PyR+76hLr7zB+Zljp8eoS65dtYyyelFPHcs6M3xD4SDRhWORdv5P9TlIabCduGPyZiGMmq3fRHl28u5dA0yaWZ3lltIHkcsSWZo1JJPiTnMZtpkD+cXWzA4imaXdyjcllYH5nKxIsKCp9Ztpf96IaN/v2Kin6V+yf+Fw2DzRRd9S9Te2kWb/I+y//AAJ6/wCxx4e5b71D0pefp8G9Tpwoa/dkaTb/AP/Q5Bmc7d2KuxV2KpvpHmvW9Jg+r2ckJhEnrRx3Ftb3QjlIAMkX1iOX0pKKvxx8G+Ff5cBFsTEFFWnn/wA2WplKXolaa4e9L3MEFyy3Mn254mnjkMMrU/vIuDYOEIOMO0nz95r0oRGzvFEkEzXNvcTQW9xNHLIQZGjmmjklj9Ur+9VHVZf92cuTYmIKnGChrTzbr1pYxWVvPGsEAuBCTBA0iLdxPDOiyshlEckcr1j58OX7zj6iq2HhCTAKNt5i1i1t7e3guOENqLoQLwQ8RfRCG43Kkn1Ixx+L7H7HFsaUxCP0fz95q0eK0j0+6jjNiSbKZ7a2lmhBYuVjmljeZI2YtyjV/Tbk/JfjbAYgoOMFDS+bNcm0uPTJ5YZraGMQQSS21u9xHEDURpctGblEWvwosvFcNBPALt2q+bNc1a3MF/JDNyZXluBa2yXEjLsGluEjWeZveWR8AiAogApWXmPVbNLeONoZIbUSiCG5tre5jHrFS9UnjkRqlFPxq3H9jDSmIKlqOt6pqOojUbubldrwEboqRqgiAEaxpGFjjRABwRFVVxASIgClfVvM+s6ssy3ssZSecXUyQwQW6tMFKeoRCkY5FT8X8/2m+LECkCICKTzz5lWW6lknhuTeSi4nS6tbW5j9YLx9RI5opI4pOPw84lRsHCEcAS6x1vU7HUm1G1lEd25f1CURkYS1Dq8TKYnRwfijZOH+ThIZGIIpMz5+81fWre4W6ji+qxyQwW0VtbRWojnp6qG1SNbZlloPUDRfH+1g4Qx8MKZ87+ZTqC35uYzKtubNYDb25tRbE8jCLX0/qvpcvj9P0ePP4/t48IXgFNzeefM09zJcTXEUrS2gsHje2tmh+rCT1ViEJjMQEcgDRUTlFxX0+PBceELwBByeY9Zku57t7itxc2wsp34J8VusSwhKcaD93Gi8h8f+Vyw0nhCJuPOXmG4tkglniLIIwLsW1ut2RCVMYa7WMXT8CiU5zfsJ/Lg4QvAERdfmD5quoXgluIPRlmS5niSzs41lmjPJZJlSJRM9T8TS8+f7ePCEDGFJvO/mM3ltdrNBG1ok0UEEVpax2wS4UpMptUiW2b1kPGTnE3P9rHhC8AQ2l+ZdU0yWaW0W19SZxIxms7Sfi4JIMQmikENK7ejwwkJMQVCDWtUhvLq9S4Y3V6k8V1M4DtIt0rJNXkDvIrt8X2saTQROnea9f04Wy2d16aWizRxRtHFIhS4oZUkR1ZZkfiKpKHXEgIMQV1/5v8w36Tx3N0DDcQR2jwRxQxRLBFKJ0jijjRI4UEq86Qqnxf6zYBEKIAJfe6jeXotxcyeoLWFbeDZV4xISVX4QK05Hdviw0kCmR+ZvzC1jVZLq3t5vT064jig+KC3S5aGJVpE9wimdogy1ERmaP/JwCLCOMBLYPOPmKHU7zUhcq9zqA43yzQwTQzDbaSCRHgalKrWP4f2ceEMuAVSlqHmfXNQ+tfXLr1Be+kJ14RqvG3qIlRVVViSOvwpFwTCAFEQF1x5q1y5i1KK4mjmTVpvrN76kEDkzVJ9SMshMD/E3xQen8Pw/Zx4QvCEowsnYqjtDuRa63p9ydhBcwyE/6kgP8MhkFxI8kF9PZzTQ7FXYqirgFbS1U7Eh3p7MaD/iOSPIMRzQ6IzuqKKsxAA9zkWSNkvpba7pbvRIQIwOzcetR7tXJmVHZiBYTGW7spLKO+ltVd3lhtyDTrNKsQNfAF65bYIumFEbLr6OG2nto47GGVbiQR1LcGGxZiF4MCEjVm+0v8uGQAI2QChrSfTr22tD9VjV7xzHwjarxUiMh5/CrK60CslPtMuRHCQNuadwk7CjEeBplDa1irsVdiqpP/fyf6x/XhPNAU8CXEgCp2A6nFWOPNdjzA4ojPI0Swz8oKJEHDOoBPrcnj+H7LfG3w/D9mizxMujLNQ/3rf5L/xEZkz5tceTxGf8nfPAuppLPXY7eB55LiKJJbhArScgWAVaBuDFSRm7j2pjAAMT9jnjUwrcLD+Tv5hHhXzGh9LkY6z3Pw82V347bcmRGb+ZkX+XD/KuL+afsT+Zh3KR/JrzzBGzf4gijj9IW7UmuAPRFQItl/u/iPwfZw/yrjP8J+xTqodyhd/lL5tvU4XnmSC5Qv6nGaW4kHOlOVGU/FT9rCO04D+GX2IGsxjkHs+hwC20eyteayNbQRQM6V4lo0CkivyzRZTcie8uGZWSUbkEOxVvFVf6/ecOHrNTp13p4V65LiKOEP8A/9HkGZzt3Yq7FXYqz3yv5fh17y5pFjcTfV7VdR1a5uJOccZ9O3sbWVlV5mSFGcJxV5XWNPtv8OQJotUpUT8F995L8rWlk+syTObK3gZrrSLXUrC/uhN60cUf+lWqPDHDKJeXJ7bmvpSJwf4XwcRQJnk1P5T8mw6LB5jH6RfS5bIXDWHqwrcfWHu5LVYxceiyCJPRdmm+r8pPh/dR8/geI8l45XScaj5V0LVrax1INL+i7DSLGO3s572y0+Z5Lqa6ZQ11dD6vSNYZK8ImeX4eMSfHwAJDESI280h1nyp5S0nSdRvWuJ9QdbiG305LS6tXiUz2vrkTzRJPHI1s/wC6k9E8ZePwtFkgSWYkSUP5O8t6drFnaR3skkUM+qLbzPCkXqCP6tJISrMhetU+x6np/wCTy+LGRpM5EfJA65pXl8+X7XWtFW7hie7msp4L2SKZi0caSJIjRRw8Q6yfFEVfhx/vXwgm6TEm6LMtAj8praaQ0djc2rz+XdWkv7hZoZGkjUXkcnwCCHlKSn7p3l/dxcIWV+Hq5A39rXK9/wCsEq03yR5d1YW2p2bXFrpRsri7urO7u7SOX1Le4jt/TS9mS3tkWRriE85Yfg+P4ZX4LhMiEmZGzHvN+iabpV5afUJ0khuoBNJbLeW1+9vIHZGie4tP3LkhBKrBU+CReScslE2zhIlk9/5J8mP5i1vy/prajHdaJNR7u6lhaOaNLtLeVRGsKNE6iX93J6kqy8f7uPn8MRI1bATlQJ6oPVNB8iacdQu2i1S4sLO+bS4IVuLeOWaWPk0k7SG3dYY+HARw+nM7ty/fJ9nCCUiUj3Lr/wAq+TdFtpr3Um1C9t3uLUWMNvJDbSfVry0W7VpTJFOPViSRUZVXjI38i4gkqJSPJFS/l95ZvNZ1Dy9pNxdpqWmXttZvfXLRvBMLi5W1dlgSNZIjFJInH9/N6q8v7vBxHmjxCBZUNA0fyLf30V5ZW2otb6ff2sV3a3k0DC5huZPSRwywcYWWXiZLZ0n9SLmqzr9rEkrIyC4eWtB1Sa4e3Wew02HUb5p4v3E8wgsbM3MoikWGBuT+m6xRn9zHyXl9l5GbK8RC3RvKfkzWbb9KwnUbLTLdL4X1s8kM84e1tWuo2hlEUEbh1Uq8bRJw/wB+fH8KZEKZyGzHvMel6NDp+lappC3MNrqKTB7a7kjneOWCTi1JY44A6MrIR+5Tj/lZIFnEncFPG8qeVRfXOgg37a1ZWUl5NeepELV3t7c3U0KwiJpI0MSukVy0z/Hxd4OGDiPNjxnn0Q/5lX9ncazp9nbC6gsrPT7BYoZ51uEjSWzhk/coscCx/arL/v6blL8HPgrAJxjZETeUvLl1fumkx3j6ZHb6jJHqRure4WZ7SxmuresccKNaNK0PJreflN6fP4uScseIo4z1QGkeXvLx0zTdQ1aWdRe/XgsKSxW6yyW3o+lGs8qOkHP1JOcsiyL8HH4cJJSZG9kzj0fy6nl3Wbd9Juor573To9Pnmu7d/TW7huDE3qJbUkgqvORomRblPR4+j6fxizbGzY3VLPyt5MudQ1jTrU6gl/oQVvrErwSQ3JS7itpG9H0QYFBl5JG0lxz/AG2X7LiyplLY964+U/Jy31jb6gdQe71jVLuwja2e3higWO4EKSmP0SJN3HKFPQX+SRPs42V45fIKGneUPKkWr6HoWsNfSahrUiKbu0khSGAS3DQRr6TxSNMzcKu3rReny+zLw+ImR5pMzRI6JhcaH5X1C98p6Ddi+/SGo2i2drdwvEsMBe9uIoWkiaN3uAZN5eEtvwT7PNsFncseIiytPlWx1SKPUL9w1vp2l6XCtsL2004yy3MchWlzeVhVUWCRiqpJI/w8V483Vul4628ywvzVpNlpWtS2ljdJd2vCOSKSOaG44+rGrmJpYC0LyQsxidozwZk5LkwbbYmwlGFk7FW8VfUGkXgvtKsrwGv1mCOX/g0DfxzmckeGRHc45ReRVEWsKHlPMP3EX2h/M3ZR88lEdSglTmmeaVpHPxN9wHYDATagK1j8BkuT/ular/rtsv8AzVhj3oKFyLJObc2o0SP6yGMf1qDjwpX1PrEfpde3qcOX+Tl8a4d+/wDS1S5qtzNpVlqkMIgdJmQRxmIIqILmQKSFqrMzMi82RX9NV5PwXCTEH8fxI3pvQ4bK4C6rAZWaXn+8laNjJ6gjHMiMkL8MMaBfg48fiTljjAPqCy7kik/vG+ZzHLctxV2KuxVD6vqUdlLI0kM0iDm7vEnJVCnfkaimRnKlAU7LVI7uV4hDNBIih+M6FCVYkbV+W+CMrTSrf/WfqNx9WXnc+k/oKabvxPEfEQv2v5sMrrZASfTYrmK8YTaXcPG5QpdT/UzIjbhixjk5cRRSvFWb7X+TlcQb5f7lkWRa4zKbhlJDCMEEbH7AzJP1NXRjMM19M/BJ35HfdyOnzOW8IauIqgluDZtMZ5AwfiPjahG3+fXDwil4i3FNLJYXfqOz09OnIk0+L3yBG4ZA7FTh028mjEkaBlIqPiUGlePQmu7fCv8AM3w5ZRa010f/AHiH+sconzb4ckbkGbsVdirsVf/S5Bmc7d2KuxV2KpjYeYdZsEtUs7kwrZTyXVtxC/DLMiRyEkj4ldI0RkflHx/Z+JsBDExBRg86+YFu1uo2tYWEbwNDDY2cUDxyEF0lt44VglViin97G/2cHCEcAV3/ADD82vOkr3cTiO3Nmls1ratbfVi/qekbYxfVzGr/ABIpi/d/7r48ceEL4YWSefvNUt4bua7jnc262jRTW1tJbtAjmRI2t3jaBljdv3XKP91/uvjxXHhC+GEvv/MGq38MsFzInoSzLcNDFFFCgkSP0l4rEqKirH8IROKf5OEBIiA7TfMOr6aiJZXHpLHN9ZQcEakvAx8viVv2HZafZxIUxBUDqV6dNXTDJ/oKTNcrFxXaVkCFuVOX2VUU5ccaTW9o6382a7b6dHp8U6LbQxTwREwQNKsN0rrNGJihm9N/VkPD1OKu3Nfj+LHhCOAXayx8z65YC1W1uQiWYmWCNo43ThcU9ZJEdWWZJKfEkodMSApiCh9V1a81S4We6EKuiCNEt4IbaNVBLUWK3SKNfiZmNE+LECkgUyTzZ+ZWuaxrWpz2s/o6fd3rXMCm3to7hoo5jLbJcSxp6k3o/BxSWWVE4/D9nIxgAwhjACUWHnHzBYy3skM8bjUZBPew3Fvb3MMkoYsHMM8ckXNSzcWVPh/ZwmIZGAKF1DX9Y1FZhfXTXH1ic3UxcKS0xXhyrSv2fhCfYX+XCAkRAVG8za413f3n1tlutScS3kyKiMzrKJ1YFQPTIlVX/d8MaCOEIrUfPHmfUBGLi7RRHOt2fQggt+dwn2ZpfQjj9aVan95LzfAIhAgAtfzr5ka9W9S6W3uEufritbQQW6icoI2fhCiJ8aLR148ZPi58mdseELwBu687+ZbkrzuY441iuIEt7e3t7eFUu09O44wwxxxB5U2eQJ6n+XjwhRAJXPqN5PZW1lLJytrMyG3joo4mUhn3A5HkQPtHDTKk0n87+Z59NOnS3amBoEtXlEMAuWt46cYWuQguWiFAPTaXhg4Qx4BdpXe6jeXt0t1dSepOqRRB+Kj4II1ijFAAPhjjRf8AK/aw0yApNz578zepbPFPDbfVZDPGlraWttG0hQxlpY4Yo0nJjZkPrLJ8Dun2XbBwhjwB03nrzFPJbNM9rJHZiRbW2axsjbRrNxLhbcw+huY1b+7+F/jX42bHhC8AUZ/OPmC4+vCeeOVNRSOK5ie3t2jCwqUi9JDHwt/SVmWJrdYmj5fBjwhPAEU/5i+b3gmhN5GBchFu5FtrZZZ/TZXQzzLEJZ2VkUq8ru3/AATY8IR4YS+TzNrclzaXL3NZrK4e8tX4RjhPLIJXegWjVkUNxb4cNJ4QjtO/MDzZpxia0u41lt5Hmtp3traWWF5HLyejLJG8kKuxYukTIjcm+H4mwGIQcYLcX5g+bYrSO1S8ThBHJDbSG3tmmhSYsZBDOYzNDz5ty9KRMeEL4YQlp5u1+1l5xzo4+rx2bQzwQTwvBDT00eGVHik4EVVnRn5Y8ISYBAahf3N/dyXdyU9aSnIRRxwoAqhVCxxKkaKqgAKiquEBIFIbCl2KuxV79+Veo/XfJlopNZLRnt3/ANi3Jf8AhGTNDrYVkPm0zG7MoIXmlWNOrdz0A7k/LMYC2BKpdTI3GGL+4i2X/KPdj88Mj0UBD5FKKn/dWkMH7T/vpPp2Qf8AA7/7LJHYUxHNC5FknFj9TuNMW2mnELRzxTbkCphlWVevYlKHLoUY0WuQNqlxpmjTXMc63axmMxnirod4pPVUqX5FPj+3x/vF+FsJjEm7Y7oiy/R9kLiU3izSTuJZWqg3VFjAVUp+yg/yv+FyUSBe6kEoS80yC5iN3YGoO7xD8aDx/wAnISgDuGQlWxSfKWxrFXYqt1RI3iu0l4+kyyCT1DROJBB5Go+GnXBPqoSnQaSNLKyTvIAEW5lYvGydQIiwjYr4v6fxfzvleNJTjLUOxVdr3S5/4xj/AIgMmfqYfwsb05gtzyLiMUI5kjvt32OXhob5cLJ4WpXly+0Kgg8SOPXtWuPRXW3+8F5/zz/4lkDzDMcijEeSLRSYJWSv95xMgBJbpWgStP2a5b0YIjR/94h/rHMafNvhyRuQZuxV2KuxV//T5Bmc7d2KuxV2Ks80hPLknkHR4taju5Vm12+iiFnJHCVD21iHkZpI5ufD4eMQVPU/37Hx+KBu9mo3xGu79a268peVtEuILHXDf3V1e3VzbwzWLxRpDHb3L2nNkeKZriRpYmf0keH4OPx/HjxEqJk8kcnkPyja6lpOhalPfNqmpC8Wa9t3iFvA9re3VqjiFomeZJPqvxJ60TJ/O/PjGOI80cZokIbSfJnlbXYrS/02S6srFXvU1CG8ubb1CLOKOZDFO6W1vF63q8G9b4Yftc5fs4TIhTMjmtufKvky1uo5J7klZ7V3h0mHVdOnkFzHKqcJNQiSS1iRoWaZPUgRm4ND9rjzbKeKX4DDtXs/qepXFt6EtsqN8EM7K8gRgGWrqFR6qQyyIvB1+NfhyQbAbDKdF8l6Nf8A6Pu57iaHS7y0USTck5JfvcfVBHXhT0xIyXLLx5/VuXx8/iyJk1mZC7/COg6X5fTVtcW9luIxElzp1tJHCwmu3nMAMskUwiVYLR5X/dy+p60Kpx/eY8RvZeMk0FW68peUrHR9S1mZr+4tAumyaTbq8UMtNQjuWZbhzFKv7prb4XjT96v7Ker+6eIqJkmk113ylo9z5u0e31KS4e48x3Wn28BtWRYoLdhDDMXkdJA9z8Xwwp/crwkl5c/SwCWzGMzRr+FD+UdH8sT6pFqOiC9hk0u9it51vpIpBOlxHMFkRY44jA4aH4oWM3wt/e/BjInqmZNUUFo3lPyjNqukaDqBv21LU7eG6kvbeWFYI/rMInjiELRO7fu2VXm9f4X/AN0tw+ImR5pMzRIQVx5d8vQXGm6FS7k17UIrOQ33qxpZxvfoksSegYmlkVI5kDy/WE+Plxj4/abPNIkefRNtT8keS7OZPW1E2lrb3sdvdSfpHTr6aeBiweaK3tC0lqyMo5JL6/FZPt/u+LgSLETkfwWJeZNOtLSeB7K0mtbSePknrXUF8GZWKtwuLeOGJgNuS8eSN9rJgtkSySXyn5RS91rRAb/9K6JZ3U0l76sJtp7i1jJdVh9IPFFz+y/rytIq/wC6+fwR4jzYcZ2PejNR8geVp9c1nQNFkvor7SL6C0+t3kkMkMqT3i2bfuo442jaN5UPP1X9VVf4Ivs4BI1aBkNAnqhZ4/K0fk/zPFosV/HJb3NnFK97JFIsiiWQK4EccJhYkH9y3rf8ZcO9hO9i0mttM8tWXl+y1HWEvbq51N5hbxWcsUCQxQkIXcyRTmZy5P7lfR+Bf734/hNm2RJJoJmPKflk3v8Ah3lffp/6h9b+v84/qfr/AFb636P1f0vW9L0/g+s/WPt/vPQ9PBxHmx4zz6ImTyt5Ciub2xkOpm407TYNTmuFlg9OVnhhlkt1jMPKP++4rOZH4/74f9oWUcUlGTyz5Li01tckGoNp0unwXtrYLPCJ/VkvJrOSJ7gwcOIa3eRZBb/Z+Hhhs8k8UrpdqPlbyWHubLT21D67+ihrNtPPLCYlDQLdC2kjWIM7CBv96FljX1P90YglRKXXvQU3k3T49b8z2Ief0NFSNrZyV5MZL+2tv3h40P7q4kYcQnxKv7Pw48WwTx7DzTW48o+Uf01qFjpJv1m0TVbezmnu2t5Y54pLo27FYhEojZHpTmZ0lX7ccf8Ad4OIseM1v1Cuuk+V5j5es4bGaG9nvb6Ka9L2rq4hYBuUJteLA/7qVm4w/F9v9lsos7oOHyBoS6JayXd4kV/eWBvhdyalp0EUTMhkhhaxkP1yXmoVWkVk+OT4IpFT43iNp8Q3+xJPMWj6DBYLcaHHc3EEbRrNqT3MEsb+ohPxW0caS2bF1bgk0knLi38uSBPVnEnqxrJM3Yq7FXYq9Q/JHVgl3qGku398q3EI90PF/vDJ/wADms7RhsJNcw9ok/0WAwj/AHolAMx7qvUJ9P7Waw7Cmnmg8iyVbWH1rhIyaKT8R8FG5P3YYiyglUIe9vqIKeq1FHgo6f8AArh+oo5B2oWZtLpotynVCe6nGcaKxNhDZFk7FXYqibK9mtJuaGqn7adiMlGRBQRaZXljDfw/XLL+8P8AeR+J7/7LLJREhYYA1sUlIINDsR1GUtjWKpP5unt4JVeUvUtJQC6mtVIXcisJ+J26IGyrMQP7eFMVHy1cQyTTokvrHgknIXE9wq8iw4H1nejLT7S8ef8ALgxFJT7LmLsVXa90uf8AjGP+IDJn6mH8LHtLSNrghqNVSAhFa/L5HL4tBWKVFiy7ByeVKEnhUDr2+IY9Fbtv94Lz/nn/AMSyB5hmORRk8kn6GVLiZxIQpijcS0ccq9S/p/CnE/3f2WXLTyYIjR/94h/rHMafNvhyRuQZuxV2KuxV/9TkGZzt3Yq7FXYqjF1bUFsbexEv+i2txJd28fFfhmlWNXetORqsEXwsePw/62CkUm1v+YPm2B5nS8R5JriS85y29tK0dxMS0ksDSRubZ2Y1/wBH9LBwhj4YS9PMetJc2NyLkm401Gis5GVGKK8skzVqDzrLPK/KTk3x/wCrhpPCHad5j1rTUgSyuTCttNJcRAKho80Yik5cgeayRqEeN+UbL+z8TYkKYgok+cdZN2Lox2BdYzEsX6NsPQCluX9x6HocuX7fp8/8rBwo4Apat5gn1S1Au4lk1B7iS4udQIQSOpjjjihAVV9OKERtxRTw+P7C8MIFJEaQ/wCmtU/Qw0b6w36MFx9cFtQU9fh6fOtOX2Nvtcca6p4RdpiPPXmj9J3upSXaz3OpKiX63EEE8MyxgCMPBLG8B4BRw/d/B+zg4Qx4BVIXUPM+u6il4l7dmZb+SCa6DKg5Nao8cHGij01ijldEjj4x8f2fhTCAEiICZ+XvPOpWXmOw1DUZmuLKO/sry9hWOJmYWbpRolYKscvpJ6fNGjZvsu/FmwGOzGUARQULnz95quJIZJLtFaCY3KmK3t4ec5UoZpRHGnry8Sy+pN6j/F9rHhCRjDtM8++atMgt4bK7jj+qKUtp2traSeONiSY0nkjadYjyb916np/F9nExCnGCh5PN2vSaZFp0s0UsFvGIbeWS2t3uY41PJUjumjNyiKT8KrLxXHhCeAXapeedfMF40b3LWskiSCZpDY2YeWRQV5TsIQ1zszcvrBk5cm5fax4QgQAQesa/qmrtB9dePhbKUt4IIYbaGNWYs3CG3SKJSzHkzBOTftYQKSIgJgfPvmo2Uln9bjEc1ubO4lFtbCeW3K8PTluBH68qhfs+pI3H4eP2VwcIR4YQc3mjXprvU7t7s/WdYcSahKqorSOJluAw4qPTPrIr/uuH/A4aCeEfJFap558zapYz2N5cxG1unWW6jitraD1ZVNRJK0McbSS/8WOWf/KwCICBABQ03zbrmnaedOglhksvUMyQXVtbXaxyMArPF9Yjl9J2AFWi4YmISYAm1U+d/Mx039HG7X0Pq/1P1fQg+s/Vv98fWuH1n0e3per6fH4ePHHhCOAXaDk8wavJcXNw89Zru3WzuG4J8UCKiKlONB8MSfEvxfDhpPCGpNf1aTTk01562UcS26RcE2iSeS5VeXHl/fTyvWvL4uP2OK40nhF22fMGrm4Nx6/75rQaeW4J/vMIRbiOnGn9yOHL7f7XLljSOEJhN5+81TWUtnJdx+jcJDFcsttbLLMtu6PD60yxiaZo2iTg8ru6/Z+y78hwhHhhBp5o11Ly8vFuaXOoTrdXcnCP45kl9dWpx4rSX4uK8V/2OGgnhCrB5x8wwRRxx3EdIbh7uGRoIHkSaX+8KSNGZEV/2o1b0v8AIwcIXgDUPm3XItMXTRJDJbJG8MRmtbaaaOOSvNIp5I3niQ8m+GORV+Jv5seELwC7Xy+c9elgit2NqtvFIkxhjsbONJZIwQjXCpCq3PGrf70er9pseEI4AkhNSSe/ht+rJM2sVdirsVTrybrzaD5m0/VeqW8o9UHcGNvhfbv8JrlWaHFEhjIWKfSfqer+85c+fxcuta71znC0tYqioP3VnNN+1J+5T5Hdz923+yyQ2FsTzW2NxJBco0ZAZiFJIrsTvjE0UkIrXJpZL5oTusVOAA3oVBOSyndjAbJcQRSvfcZWzcASQB1PTFXEEGh6jFWsVRFlezWkvOPcH7aHoRkoyIKCLTO8s4dQh+uWf97/ALsj7k/81f8AEsslESFhgDWxSUgg0OxHUZS2IPXbrULUT3FtFFJFCJJJvUdlNE3+EKrV2yOQkbhYqOn317JdPb3aQKwiWZDbyNIKMSN+SpTp8P8ANkYyN0UkJjliHYqu17pc/wDGMf8AEBkz9TD+Fjul8PrPxNxbieJ6j36Edsvi0FavH9HsTzLc6L14gCh+XfHordt/vBef88/+JZA8wzHIqcl7dSQiF5C0SgBVNNqAAfgoydsE40f/AHiH+sconzb4ckbkGbsVdirsVf/V5Bmc7d2KuxV2KvQPKotLfyQLxrrSbCd9Ukie51XTxfNJEtvE3px0tbxkoSW/3V9r7WVnm0y+rryTGTRdA8yQ2Edgfqehx3msXVOcduSkNvZFlRrh/SgEsn2PWk4wo37fDizZCLMfft+lLL7yb5XtIZNWknd9Pt7b1bjSrXUbG+ulnM6wohu7ZXgSN+fqc2t+a8Wj9Nvt4RIshM8nSeWvIaWNhqKtfOupWZubbTpru1tG9RbqS3lX63JC0PGIRVX9yrT/APFX2MbK8UuSppP5faR9TW41gyWzXV5PbJBNqOn6fJaxQsFMsqXlHunq28UCxL8H998fFQZIOQ9GNaXoNpd6hqul+v6t5bw3D6bNAymKaW1PNh0bmssCS+jwdf3np/b+zkiWZlsCn9v5X8u29gItTupbdYp9KGsTKsTmM3sd1MyxkxmWP04lhjcB2X1fUaVJOEaRiyx4j080ONC0mMapcpZXEGnxaYtyiPdWd6ZWW/t4ZBFdx2/pp8D/AGo4/Vjf4X5Rs0cja8RQnn9NAg80NHplhJa20aW5ngaaNlctCjfB6cMPp1B+L+85P+8/ycMbpOO63Ta8jPmu6a00K302LSJbu3SJIrOO2u7CK4nWCIzSKqyzrzkVJH9e6Xlw5ek7pkeXNiPTz5rtF8oeTdf1QWOmnUrb6pf2VteyXMkL+vb3V3HaO8QWFPq0yvLzWORrj4f2vgxMiFlOQG6D/L/QtHmu9Lv9Ut5blDrllp5tQyJEwmDsfUDxS8wrInOP9uPknw8uamRTkkencmQXybN5S0+O7tdQSxm8wX0VrBDcw+pGGtrFZJHlNvxk4n7ESwRcuX96vD4xvfwR6r+H60bLo2mR6Ha+UxJe2yJqurjVLiO4QxTjSoYpZGNuIk5sY0pao837iTn8UnqfAL6os3fkP9klOl+UvJ+t6YNSsTqFhDBcypfQzyQ3TfVrazmvJDE6RW/KWRYOCKycI/2vUX7MjIhJmQaUNB8ueVdb/SF/bRXVtY6dHGGsrrUrGCSWaZyEpeXEVvBGvFXZl9CR/wBlOXLkiSQmUiEBeeUbSTzrY6Bpl7HJBqUttHFMJobv0WuSoaOSS2JileFmKn0v7z+VOXHDxbWkT9NlNdE8q+TfMV9bw6V+kbWKPU7GzvPrUkMjS217OIPUjKRIIJlJ/un+sL/xZ8HxAkhEpSHNF+W9H8tm6h1XRReR/U7qewuFvJIpBKJLG4kjlQRxx+j/AHMnKJjN+z+9wElEieRQbeXPLcekTarqn1qVLSx0ySO3tDb25ke8WTkrP6LhacK+q0csn8/PlyU2U8Ruh5otfy80GNru+eSSbTSLF9OtJdQsNNmK39ot5+9uLseizQo4j4xQ/vW+P9ymDiKPELHk8q6c/nWXREv1n02H1pmvbdo5i1vBA1y4RkZonl9NDH8L8PVyV7Wz4vTbJvKGieQrt7LVksdQeM6gLB9Purm3lT4reSUSFxaqJPsf3XpJx/34+RkS1zlLk85u2tHuZGs4pIbUsTDFNIssir2DSKkSufcRpk24KOFLsVdirsVdirsVdirsVdir3z8rPMP6W8sRQStW706lvLXqUA/dN/wHw/6yZotbi4Z30k0yFFmOYjFE33wNHbDpAtG/123b8fhyUu5iO9Rg/v4/9YfrwDmko3VZPT1aZqkEAAEeJjAGTyH1MY8kP68LEHjwIWh+EMK8iTQHxrkbTTluIwTRQqlQPsgmvIHr9GNrSlNIrsCBQ0NaADufD2wEpCngS7FURZ3k1pMJIzt0ZT0IwxkQUEWmd5Zw6hD9cs/73/dkfcn/AJq/4llsoiQsMAa2KRaq86Q3jwDlOqyGJSC1XAPEUG53yifWmwJT5fhWEzKqSxB6OUkt4bcVNakekF5Hx5ZXjFJKcZah2Krte6XP/GMf8QGTP1MP4WMWs8cMnN0MngA3H+By8FoVVkjGmMgYBy45IGNT4Eqdv+Bx6KidERHW4V1DKeFQRUd8qyNuNMvqlp/vmP8A4Ef0yviLZwhUSNEXiihV8FFB+GBLeKuxV2KuxV//1uQZnO3dirsVdiqKOpXp01dMMn+gpM1ysXFdpWQIW5U5fZVRTlxwUit7RFh5j1qwW0W0uTELGSaW2AVDxa5RY5uVQeayJGiPHJyTj+z8TYkIMQUUPOmvrei8je2hk9JrdoYrKzit3ichmSS2SJbeRSwDfvIm+LBwhHAFeX8wPM80sUtxJa3H1eIQW0c9hYyxRRK5dViikhaKMKzNx4IvFfgX4MeEL4YUoPPHmaJrhmuY7r6zO11KLy3t7sCdwA0sYuI5RFIQFHKLh9lf5Vx4QvAErs9SvbLUYtRtZfSvYJRPFKoXaRW5A8SOPX9mnHDTIixSLXzPrYnupmnWV765W9vBLFFKss6epRnSRGQr+/lrHx9NufxJjSOEKl95v1+9SSKWeNIJLc2ht4Le3t4RC0yzsqRQxxxoWmjR2dFV2/abBwhRABDanrup6nNbz3ciNcW0aRRzxxRQyFYwAhd4lRpXUAD1JS8n+VhAURAR99568z3trJbS3SRpO6S3L29vb20s0kbc0eaWCOOWZlf4w0rv8fx/awCIQIAOv/Pfmm+VBNeKhWZLlpLeCC2kkni+xLNJAkbzyId1eZnbl8WPCFEAG7zz55ouxAJLqOJbe6S/hW2tra2UXUdeM3GCOMGT4viY/b+Hny4JjwhRAIO+8y6xfKizyRrHHcvexxQwQQRrPKkaO4SFEQclgi+GnD4eX2nfkQEiIC+XzZ5hku4rxrxhcw3c+oRSoqIVubkoZpPhUfb9NPg+x/k/ax4QvAEY/wCYXm0/V/TvEtUtLgXdvHaW1taxrPxZC/CCONKujsslV/eL/ecsHCEeGFFfOuvpdtcxtaRs8ZhlgjsbJLaRCwaktssIt5fiAblJEzY8IXgCX3er391qI1F3WO8UoySW8cduEMYATgkKxpHwCrx4KuGmQG1JrcfmD5snntp2vEjltbqO/jMNvbQhruE1jnmWKNFuJVP7c/qftfzYOEMfDCAsPMmtafC8NpcelG831hl4RtWX0pIeXxKf91zSrT7PxfzccJCTEFqbzFrE1k9jLccrWSO3iePggqloGEIqF5fBzbv8X7fLGl4Qirfzp5ihd2FxHMskNvbSQXFvb3EDR2cYht+UM0ckLNFGvFJCnqfa+L4mwcIRwBArrOpJqw1aKb0dQWT1lmiVI+Lg1qqIFRR/kheOGmVCqTSX8wPNT/VgtzFDHaXC3lvDb2trbxLOoK+p6UMSRksrFX5L+8/3ZywcIY+GEju7qS6uZLmVY1klYsyxRxwxgn+WOJUjQf5KKq4WQCjhS7FXYq7FXYq7FXYq7FXYqyj8u/M/6A8xRSTNxsbr9xd16BWPwv8A7Bt/9XlmNq8PHDbmGMhYfRtgFM3rNvHCvqnwNPsj6WpmijzaJIdmZmLMasxqT7nIpbjbhIrdeJBp8jiFVr65FzdPOF4h6fD16AD+GSlKzaAKCHyKUQrWHEcklLU+Ih1Ar7fDktkbt8tO/wB9zf8ABr/zRj6V3dy07/fc3/Br/wA0Y+ld3ctO/wB9zf8ABr/zRj6V3dy07/fc3/Br/wA0Y+ld1e0vrW1l9SJJa9GUutCPf4clGQCCCVnmj6vJZXE0FndThopfrFxavbxiHitCz+vJGeQ+0OGOaiLAP2MYksc0CzsbfUrpnsprNXWsMLfVkfiWq3Jonm58W2X4IuK/z5j4wATtX+lbDaf8tO/33N/wa/8ANGXelG6HtdS0C75fVneYrQsElQkA9DTj0OREonktFF39zpX6RNtIshnaMScAwoUAUE7ofEd8nIxukAGkLJLoccsUTxSCSYkRCq7lQWP7H8owGUfNaK5zoqFQ8TrzbilXQVY70Hwe2PEForlfSBIY1jkEgAZkDoDQkgGnD2ONxWisub/RLYL6/qIXNEUupZiNzxUJVvowGUQmisbVdAVI3LSFZaenR1atVZhsEPUI2DjgtFqTVfL0VvFcSu8cM4Bid5FUMCvLun8u+JnCrWiqxXmjyySRxiVni48wHXbmOS78KGo8MIlFaLdxdaRbx+pMsypyVeXNTu7BV6J3Y4kxC7qnLTv99zf8Gv8AzRh9K7v/1+QZnO3dirsVdirKtD8s6VfWFhqU7zrZRSXS676bJyRLaMTp6NVIVp0PpR8/U/fL/LkSWuUiNkdceRNOtbPUIJpZ21jlfSaQEKiGS20/g7SOpTm3rxeuYuDr8UP2cHEjjPwVLjyNoVnMLm5muZNLsLSYa2Y2RZF1K3KRPBExRlCevc232lduHqY8RXjKndfl7FFb6nBFJLNqsdy40iFSvGe0ilijMhHGpaUXMckRDKvGGf4fs48SjIgYNH8op5k1exnuJ57Oy5x6cguIbVrqWORY2rczRvDChX1Zk5xfEqrH/eYbNJs0FaTy/wCW9KsjqGuWuo+ndXstpZWME0MckUcEcUryyzNDJHNyW5i9FY441lX956iIyYLJ5LxE7Bfrvkaz0y+0u1jmmnF/qM1oZCAhMKm3MRCUPCXhcfvF5P8AH/wyJWiM7ZL5dsfK9pdeXYYrO4jvV1bU7aS/M0TlkgjhBLRiCNnHF/3Ufrr6T+q3J/V+CJvdhInf3BBeTtN8orq2ha7Y21/6Bvp7Rra4uIGdZ4IkmhnV1t+PEh2rD6fJHVf37YZE8kzJohArpnlW+1HSH1h9VnvfNEhnS6+tRTPbxSXL2sfrM8HK8mLxO0jBrb4eP7WGz8mVkA1XpQOvaF5W0GCO2u1vrrUbyOaeCWKWKKCCMTSQwB0aF2uGPpcpeEluq8uC8sQSUxkSmPmnyBomj2OpQreRrqekhQ8z6np0y3UokWOaKKxiP1u3ZOTOnqtJ8ETeokT/AA4BIljHIT/Ylmm6J5Vg03SJdaF/Nc64XMDWTxRpbxJM1uGZHila4kMiM3pI8Hwcfj+PCSWRkbNdE3PkDy5avYabeT3bapcSaj9auYWj9COHS5ZRKY4ihklkmigZY19WPhJ8f7z+7wcRY+Ief49SRa1pnlZ/LEGtaLHfW8jXr2c1teyxTqAsYkV0kjigqW5brw+D/KyQJtnEm6LGMkzdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVe7flN50TU/LzaLcN/uSs+PxHrJbJsh+aE8X/AOeeabW4eA2OUmmcd7ZtmAxdirsVdirsVdirsVdirsVdiqnrIElhqVu6pJFNHIrxSbISKlS2604sA3LlgnyIQA1o8Gl30c1zpVja2ciopnjtp4pmYb9RH8S8f8r7WGAEt4gBFkc1XFkxextNTsrNGlilnkNmI4VT4DEQwMiN6Y51pR1YfF8HBeL/AG8eIIHwZF2ptq6KLqT10ljR4RLRhJxe8iEQHqgMS0FP7z4v9+fFyxnxc/x9Silb6ndXV/BT6yNPjmLRvIzpKtbd1b4mpKE5lePL9rl/uvDwknrSq01pqN9pukxzgpdqqzXEh24TLbsASB4TMrf7HCQSB3/sVDNBrJmN/wCi8U93Ev1hEILRxxzJ+7Un9v0Wkb/X58MFS5967I2MfVr5b0RTy2kluIUZlkeWIrIzHkrVmpLyXt/upeWS5G+iEE6azeTRSzwMq84nCUIC/u7hW2JJHWKuQ9R/H9ZK+6sbg6bosbJOvoIFuPq4BkStsyd6/tHjhMTQ/HRbW29rrdqrTxQhbhUtkNutBG37r02G1donKv8A6qtiBIfYuzeo2t8xe3f6zPIslr9VZa+m0SNGZWkp+758hIzc/i48PSxkDy36KGR5exf/0OQZnO3dirsVdiqNtda1O00290y3uDHY6j6RvYAARJ6DFo6kio4sf2cFIMRdooebPMI1HTtS+uE3mkxRW+nylIyI4oa8E4leDr8TcvUVuf7fLHhCOAVSi3mDWG06605rlms72cXd1GQpLzLWjFqc/wBrdeXFvh5fYXGl4RdomLzn5mi1Gw1KO+YX2mWws7CbihMcCo0aoAVoaI7Dkw5YOELwCqULHzDqFk8bwx2jGKL0As1laTqU5l6ussTrJJyP97IGl4/Bz4YaUxBR0Hn3zVFNcy/W0mN1Ik8qXFvb3EYljXgjxxzRvHC6IAiNEqcUVVX4VwcIR4YasfPvmyyaR4b0PLLctfetcQwXEqXT05zRSTJI8Mr8V5PEyM3Ff5ceEKcYKlbec/MVsnCK4jFLmS9R2t7d3SeYBZWjd42eMSBV5pGyxtx+zjwhJgENYeYtYsIYIbS49OO2na7hXgjcZnQRs1WU1qiheJ+HCQpiCi9H87eZdHt4YLC5jRbV2ltHkt7eaWB3oWMEs0bywcqfF6TpywGIKDAFo+c/ML2L2M00NxbsZSouLW2neP6wS0voySxvJAHZixELx/FjwheALbrzhr13aLa3MkEygRq072lqbh1hIKLLcel9YlReCfBLK6/CuPCEiAVbDz15msI2jtbiJIzM9xErWtq4glk+09tzib6pX/l29LExCDAFS07zJqCahpUt1ezxw6ZIzwTQKjTxiSQyyFeXESMzsx/et8X2fs4kJMRunfmXzxb3OnWOn6a5uUt5Z55ZbnT7Gzh5TR+lxjsYPWtlovJmmPKVpOD/AANEmARYRhvuwrJtrsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqO0XWL3R9Tg1GzbjPA1QOzDoyt/ksNjkMmMTjRQRb6N8va9Y67pUOo2bfBIKPGftRuPtI3uv/N2c9lxGEqLSRSY5Wh2KuxV2KuxV2KuxV2KuxVZqsqxQ3krNwWNZGL8eVAATXj+1TwwTNWoQvle5u9P1OR7ot6rxLyi4xohj5H/AH3X94p8T/qftYMMjE7rMWGR6rYxtGL613ifdwO1e/8AXL8keoYRPQpTlTNW1aGKad45VDp+7bifFQrD7iMMxZRHko4EuxV2KuxV2KuxV2KuxV2Kv//R5Bmc7d2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVk3kTznceWtT5tWTTrghbuAeHZ1/y1/4b7OY2p04yR/pMZRt9A2d3bXlrFdWsglt5lDxSLuCpzQyiQaLSq4FdirsVdirsVdirsVdiqH1O5EeoxwylVtrhpUcuNmfbgm+3xLz/wCByMzuo5IayW3i1OeC2AZEiT1jyZ2RuTcU5MW241Ij/Y/2eRjV7JZHo+oLC5t5jW3l2NegJ2+498yMc62PJrlFS1SxFpccVNY3+JB3A8DgnGimJtSvnV7lmUhlIXceygZGXNMeSHwJdirsVdirsVdirsVdirsVf//S5Bmc7d2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ksz/L7z/P5duPql4Wl0eZqug3aJj+2g8P50/42zD1WlGQWPqYSjb3S1ura7t47m2kWaCVQ0cqGqsD3BzSSiQaLUq4FdirsVdirsVdirsVWTQwzxtFMiyxPs6OAyke4O2Ai1at7W2tohDbRJBEvSONQij6FoMQAOSqmFWySepr2xVrFXYq7FXYq7FXYq7FXYq7FXYq//9k=" />diane speighthttp://www.blogger.com/profile/04865962426348692173noreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-34216841232976543642012-03-25T15:32:00.002-04:002012-03-25T15:32:51.298-04:00<a href="http://store.levi.com/waterless/index.html">Levis using less water to make their jeans</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-52192335524184004772012-03-24T22:05:00.000-04:002012-03-24T22:05:06.615-04:00Hi everyone. I've sent a pdf of the revised invitation to your email. Give me your feedback when you have a chance! Thanks, Dianediane speighthttp://www.blogger.com/profile/04865962426348692173noreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-55146988172234889442012-03-24T13:00:00.003-04:002012-03-24T13:00:58.862-04:00Let me know the lengths you want these cut. Do you want straight or angled cuts?Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-33473037005371163872012-03-22T15:27:00.001-04:002012-03-22T15:28:12.167-04:00Bamboo!<br />
<div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim4WNOJ2YiBmRF3WZLho0m3cVBw4XpKCc9toH4RVxRvdQAZeCWOlIlCyOVGF6cy5ZDvcI5FQ0LbIZI7vdX21JiFBkdVp9w3IzRlVzRBI95fNbRu1FBmUIWYg-FtaY9-lhpam3M/s1600/20120322_1216.JPG" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"><img border="0" height="320" width="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim4WNOJ2YiBmRF3WZLho0m3cVBw4XpKCc9toH4RVxRvdQAZeCWOlIlCyOVGF6cy5ZDvcI5FQ0LbIZI7vdX21JiFBkdVp9w3IzRlVzRBI95fNbRu1FBmUIWYg-FtaY9-lhpam3M/s320/20120322_1216.JPG" /></a>2.5" diameter, 8.5" circumference</div><br />
<div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRx9D7T11t2zpVXGjSeLnzbj5ybZQJwh9svyJj7GHoyIGV9Ooh6sgDdMQ6EPQk0TjwyVXp6zaBs8biQ8pRx64qONG_bczDQ8e5Eb00S_SBQriCVpM8AOP268gwX2Ouf_nlbocs/s1600/20120322_1217.JPG" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"><img border="0" height="320" width="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRx9D7T11t2zpVXGjSeLnzbj5ybZQJwh9svyJj7GHoyIGV9Ooh6sgDdMQ6EPQk0TjwyVXp6zaBs8biQ8pRx64qONG_bczDQ8e5Eb00S_SBQriCVpM8AOP268gwX2Ouf_nlbocs/s320/20120322_1217.JPG" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-78086093932171425532012-03-18T21:31:00.001-04:002012-03-18T21:32:28.032-04:00<div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsVUdChzf_uMPtgEhWhO2TRfwqTDkMY2UL1rgcREz36ozFjUvgPlNtIZ0MVAUZBGbTUZuzhWRlfA1TBDKS0xPh8-VF7g-vjbKH2vC_K1SQNuc-ZkepGg-HHu5QMVzVgnU2fQMD/s1600/cardtower3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsVUdChzf_uMPtgEhWhO2TRfwqTDkMY2UL1rgcREz36ozFjUvgPlNtIZ0MVAUZBGbTUZuzhWRlfA1TBDKS0xPh8-VF7g-vjbKH2vC_K1SQNuc-ZkepGg-HHu5QMVzVgnU2fQMD/s320/cardtower3.JPG" width="221" /></a></div><br />
<div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizN3nombVDF7liJlGY05SBbmaJNAT8MU9h8u4fqXnx2PmicsiV498ruxXs5ZHowM0Kn12_4Nw9IlRtPOg_bjeSnqESUSMxSlKtDzVXXMTjycQZcIca8SZk2JYgxpUocfDxa_pi/s1600/cardtower2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizN3nombVDF7liJlGY05SBbmaJNAT8MU9h8u4fqXnx2PmicsiV498ruxXs5ZHowM0Kn12_4Nw9IlRtPOg_bjeSnqESUSMxSlKtDzVXXMTjycQZcIca8SZk2JYgxpUocfDxa_pi/s320/cardtower2.JPG" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidDapKIH0hi8bGCc8Gddx7hGIx0bgy7obtW23cs5lpQpBxcAPJPYnQs4HryYPg_hxjIkN_NZnokBWeOlLS_Da1LnhYj3zvdI1fUBbCIfnXArZTaAgRTcRyKD_PsWZKANr0L9fI/s1600/cardtower1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidDapKIH0hi8bGCc8Gddx7hGIx0bgy7obtW23cs5lpQpBxcAPJPYnQs4HryYPg_hxjIkN_NZnokBWeOlLS_Da1LnhYj3zvdI1fUBbCIfnXArZTaAgRTcRyKD_PsWZKANr0L9fI/s320/cardtower1.JPG" width="196" /></a></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-36609591.post-83828550862166678732012-03-15T21:44:00.001-04:002012-03-15T22:05:03.721-04:00<div _fallwcm="1" class="bdyItmPrt" id="divBdy">
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<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="mso-bidi-font-family: Avenir-Book;"><span style="color: #0c343d;"><b>Energy-Efficiency Improvement Opportunities for the </b></span></span><b><span style="mso-bidi-font-family: Avenir-Book;"><span style="color: #0c343d;">Textile Industry</span></span></b><span style="mso-bidi-font-family: Avenir-Book;"></span></span></div>
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<span style="font-family: "Calibri", "sans-serif"; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;"><span style="font-family: "Calibri", "sans-serif"; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://www.e-techinc.com/downloads/PDF_LBNL-Textile%20industry.pdf"><span style="color: purple;">http://www.e-techinc.com/downloads/PDF_LBNL-Textile%20industry.pdf</span></a></span></span>Maryhhttp://www.blogger.com/profile/04803847257238895630noreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-57666700613185131232012-03-14T15:51:00.000-04:002012-03-14T15:51:39.251-04:00<a href="http://www.lizthroop.com/8500/Jungmichel._Systain.pdf" target="_blank">The Carbon Footprint of Textiles by Jungmichel</a><br />
Maybe I am just reposting something from one of you. Anyway this does have a pie chart that Yue could use to get going.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-67524188886301522422012-03-14T13:14:00.001-04:002012-03-18T21:32:53.538-04:00<div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9o59zhLTqKETpqJVN2bX2vI-9i0OhPJ-4WLhQm7a2td86eKYQOeAzaPg7MW8uvDHKmn2j_H4zbCTwaeA_rXK1J7HTNnaZmQmuMXg4UCYQyhbkThbgSy04Mqd2ylqEC7r8KjLgNQ/s1600/Image2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9o59zhLTqKETpqJVN2bX2vI-9i0OhPJ-4WLhQm7a2td86eKYQOeAzaPg7MW8uvDHKmn2j_H4zbCTwaeA_rXK1J7HTNnaZmQmuMXg4UCYQyhbkThbgSy04Mqd2ylqEC7r8KjLgNQ/s320/Image2.jpg" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPM6RxzeAxzxoXKA0hXHnmjWGIdnWEmneytlYsYT923w5BE8NyewbrKc07CBHfHdam8NHjR0GFJPG4quJMLYWPzvr-MGFtsSuNzyoSrD7Cqx6SuKDqES9uMuChiKcZ1sHp_apZZA/s1600/Image3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPM6RxzeAxzxoXKA0hXHnmjWGIdnWEmneytlYsYT923w5BE8NyewbrKc07CBHfHdam8NHjR0GFJPG4quJMLYWPzvr-MGFtsSuNzyoSrD7Cqx6SuKDqES9uMuChiKcZ1sHp_apZZA/s320/Image3.jpg" width="320" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-46811284779557613372012-03-14T11:49:00.000-04:002012-03-14T11:49:08.868-04:00Aiming for Sustainable Product Development - Textiles Manunfacturing Steps<br />
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<a href="https://docs.google.com/open?id=0B7wRkTp3nBt2eW9kemRrdmpSQU9NQXU4N2RYQ0todw">https://docs.google.com/open?id=0B7wRkTp3nBt2eW9kemRrdmpSQU9NQXU4N2RYQ0todw</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-36609591.post-63825533663826193572012-03-14T11:47:00.000-04:002012-03-14T11:47:26.530-04:00<!--[if gte mso 9]><xml> <o:DocumentProperties> <o:Template>Normal.dotm</o:Template> <o:Revision>0</o:Revision> <o:TotalTime>0</o:TotalTime> <o:Pages>1</o:Pages> <o:Words>221</o:Words> <o:Characters>1262</o:Characters> <o:Company>Design Mind Studio</o:Company> <o:Lines>10</o:Lines> <o:Paragraphs>2</o:Paragraphs> <o:CharactersWithSpaces>1549</o:CharactersWithSpaces> <o:Version>12.256</o:Version> </o:DocumentProperties> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:Zoom>0</w:Zoom> <w:TrackMoves>false</w:TrackMoves> <w:TrackFormatting/> <w:PunctuationKerning/> <w:DrawingGridHorizontalSpacing>18 pt</w:DrawingGridHorizontalSpacing> <w:DrawingGridVerticalSpacing>18 pt</w:DrawingGridVerticalSpacing> <w:DisplayHorizontalDrawingGridEvery>0</w:DisplayHorizontalDrawingGridEvery> <w:DisplayVerticalDrawingGridEvery>0</w:DisplayVerticalDrawingGridEvery> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:Compatibility> <w:BreakWrappedTables/> <w:DontGrowAutofit/> <w:DontAutofitConstrainedTables/> <w:DontVertAlignInTxbx/> </w:Compatibility> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" LatentStyleCount="276"> </w:LatentStyles> </xml><![endif]--> <!--[if gte mso 10]> <style>
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<div class="MsoNormal"><b><span style="font-family: Helvetica; font-size: 16.0pt; mso-bidi-font-size: 10.0pt;">Digital Printing in textiles<o:p></o:p></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="background: white; text-align: justify;"><span style="font-family: Helvetica; font-size: 10pt;">They found that these new digital presses lowered water, energy and materials consumption significantly. The following reductions were achieved:<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l1 level1 lfo1; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: .25in list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Production space required by 60%<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l1 level1 lfo1; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: .25in list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Noise by 60%<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l1 level1 lfo1; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: .25in list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Thermal energy usage by 80%<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l1 level1 lfo1; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: .25in list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Wastewater by 60%<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l1 level1 lfo1; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: .25in list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Electricity consumption by 30%<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l1 level1 lfo1; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: .25in list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">By-production of waste dyes = eliminated entirely<o:p></o:p></span></div><div class="MsoNormal" style="background: white; text-align: justify;"><span style="font-family: Helvetica; font-size: 10pt;"><br />
</span></div><div class="MsoNormal" style="background: white; text-align: justify;"><span style="font-family: Helvetica; font-size: 10pt;">Digital printing has other advantages, which include:<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l0 level1 lfo2; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Minimal set up costs – short runs and samples are economical – so traditional mill minimums can be avoided. Costs per print are the same for 1 or 1000000.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l0 level1 lfo2; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">There is no down time for set up – the printer is always printing – so there is also increased productivity.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l0 level1 lfo2; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Faster turnaround time – and very fast design changes. Turnaround time for samples can be reduced from 6 to 8 weeks to a few days.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l0 level1 lfo2; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Print on demand, dramatically reducing time to market.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l0 level1 lfo2; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Just-in-time customization or personalization<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l0 level1 lfo2; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Theoretically no limit on number of colors.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: .1pt; mso-list: l0 level1 lfo2; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0in; mso-para-margin-left: .25in; mso-para-margin-right: 0in; mso-para-margin-top: .01gd; tab-stops: list .5in; text-align: justify; text-indent: -.25in;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="font-family: Helvetica; font-size: 10pt;">Decreases industrial waste and print loss.<o:p></o:p></span></div><div class="MsoNormal" style="margin-top: .1pt; mso-para-margin-top: .01gd; text-align: justify;"><br />
</div><div class="MsoNormal"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-family: Helvetica; font-size: 10pt;">The traditional textile industry needs to understand that, in the same way the Internet is not going to replace the television as a form of entertainment or information, this new digital technology isn’t about replacing existing processes , but rather about leveraging the expanded parameters to offer new niche products and services. And we must remember too that digital printing is not the panacea it’s touted to be for the environment, though it seems to have less of a pollution footprint than traditional screen or rotary printing.</span><span style="font-family: Helvetica; font-size: 10.0pt;"><o:p></o:p></span></div><div class="MsoNormal" style="margin-top: .1pt; mso-para-margin-top: .01gd; text-align: justify;"><br />
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<div class="MsoNormal" style="margin-top: .1pt; mso-para-margin-top: .01gd; text-align: justify;"><b><span style="font-family: Helvetica; font-size: 16pt;">Organic farming X CO2</span></b><b><span style="font-family: Helvetica; font-size: 16.0pt; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></b></div><div class="MsoNormal"><span style="background-color: white; font-family: Helvetica; text-align: justify;"> </span></div><div style="background: white; text-align: justify;"> </div><div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial;">So just how much CO2 can organic farming take out of the air each year? According to data from the Rodale Institute Farming <span style="font-family: Helvetica; font-size: 9.5pt;"><o:p></o:p></span></div><div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial;"><br />
</div><div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial;">If only 10,000 medium sized farms in the US converted to organic production, they would store so much carbon in the soil it would be equivalent to taking 1,174,400 cars off the road.</div><div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial;"><br />
</div><div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial;"><span style="font-family: Helvetica; font-size: 9.5pt;">If we converted the U.S.’s 160 million acres of corn and soybeans to organic, we could sequester enough carbon to satisfy 73% of the Koyoto targets for CO2 reduction in the U.S.<o:p></o:p></span></div><div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial;"><br />
</div><div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial;"><span style="font-family: Helvetica; font-size: 9.5pt;">Converting U.S. agriculture to organic would actually wipe out the 1.5 trillion pounds of CO2 emitted annually and give us a net increase in soil carbon of 734 billion pounds.</span></div><!--EndFragment--><br />
<h2 style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; text-align: justify; text-indent: -30px;"> <!--EndFragment--></h2><!--EndFragment--> <!--EndFragment-->Unknownnoreply@blogger.com0