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AIM Data Service
&lt;a href="http://www.aimds.com/clients.htm"&gt;www.aimds.com&lt;/a&gt;</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://everesterpsoftware.blogspot.com/" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>16</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/EverestErpSoftware" /><feedburner:info uri="everesterpsoftware" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;AkQBRn05eSp7ImA9WhRXFEo.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-3593124870986397552</id><published>2011-12-20T07:51:00.000-08:00</published><updated>2011-12-21T06:39:17.321-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-21T06:39:17.321-08:00</app:edited><title>Everest ERP UPS Freight Rate Import Bug</title><content type="html">For those of you importing UPS rates into Everest via the Rate import utility provided by Everest.&amp;nbsp; You will encounter a flaw in the import.&amp;nbsp; It is not apparent until you start shipping international and more than 50lbs.&amp;nbsp; What makes matter worst is that it works and does not work depending where the weights falls.&amp;nbsp; First we must understand how Everest import the rates.&amp;nbsp; Everest makes the assumption that every rate will be in increment of 1 lb.&amp;nbsp; When in fact it does not.&amp;nbsp; This is the case when it's an international rate.&amp;nbsp; In the example below, you can see that UPS has increment of 2lbs for 50 and over. Note: They also change to 5 lbs increment for 100 lbs and above.&lt;br /&gt;
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" style="margin-left: auto; margin-right: auto;" width="640" /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;UPS Rate Table&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
But then you see that when Everest imports the rate from UPS, it makes an assumption that everything is in 1 lb increment. So you can clearly see that if a weight falls between, 74.01 to 75 lbs, it will not calculate the shipping rate, because it simply does not exist.&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" 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54ac5Sba1+V/ejKKaS6JWveW9/ISqKKSs9P8mnbX59DLX4gWiWNvZAMTbyBpjPZxXIumF4bn7TKHu0CzuhCyKVlZwDEbkxuSun1eXM5907Wk48vu8vKrR2T9Et+W6F7RWt28k763vv8A13OR8b6/b+JdTN9aJLEjRxqRI7tlwPnZFeWcwxlidkQmlC8kMN21emhTdKHJJrd7W+Sbsrvu7IznJSd12ORrpMgoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA6HwjeRadren3dywjht722lkc5wqJMjOxxk8KCeOa566bpTUVduEkkurs9jSFlKPqvzPpOT4rw/2iPLurD+y8r95Ln7Vt2jd/0y3eZnb22Yzzmvivq1b/AJ9z/wDAZf5Hr+0h/MvvRVm+IOkIftFvcQtJHqkt2scjSRq8T2C2uS6RTFTudiBsOdhBxkGn9Xrbezn/AOAS/wAg9pD+ZfejmPF3jWx1yxvyZYFmuYLWKKKKSSXPkSXLsS0kEGCfPAChW+6TnkCt6FCrGrTbhNJTi23Fq2q30M5zjyySa2fVdjf8QeJPC/imC2s9QvttpbIpaOKMrK0wQIrLcH5o0UFwVjRWckbpNgKNnOhW55NU57v7L7+hSnCy95bLqj2eWC3ayglnhWfZbw4BRXblEHy7unYnkdK4+Zx+Ftejt+RrZPdIeNIsSB/o0Az6xR9/wp+0n/NL72LlXZfcV7e00m5Z0gjtJWhbZIqJExjf+64UEq3s2DRzz/ml97DlXZfch/2DTN2zyrbdu2bdkWd+zzNmMZ3eX8+3rs+bGOaPaT/ml97DlXZE/wDY9j/z7wf9+o//AImj2k19qX3sOVdl9wf2PY/8+8H/AH6T/wCJo9pP+aX3sOVdkMk0rT4lLvBbqqgkkxxgADkkkrgADqaPaT/mf3sOVdkNXTdNdiiw25YKrECOPIVtwVsYztYqwU9CVOM4NP2k/wCaX3sOVdkNt9P025UvFBbuoZ0JEScPG7Ruv3equrKfcGl7Sf8ANL72HKuyJ/7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+x7H/n3g/79J/8AE0e0n/M/vYcq7IP7Hsf+feD/AL9J/wDE0e0n/M/vYcq7IP7Hsf8An3g/79J/8TR7Sf8AM/vYcq7IP7Hsf+feD/v0n/xNHtJ/zP72HKuyD+xrH/n2g/79J/8AE0e0n/NL72HKuy+4P7Hsf+feD/v0n/xNHtJ/zS+9/wCYWXZfcH9j2P8Az7Qf9+o//iaPaT/ml97/AMwsuy+4P7Hsf+feD/v0n/xNHtJ/zS+9/wCYWXZfcJ/Y9iP+XaD/AL9R/wDxNHtJ/wA0vvYWXZfcR3KGTTYlA3Zt4ONrN2T+FPmP4dOp4qOpRelTdCyZK5QjIBJGRjIA5yOoxzx60gPI5lub37NDDbzg2yx220Q3tutxH5sDtJLM9tEsIVYWIUs5zLIAefmoDSTwnqkO4xyBZZpjM0onlyI/sL2yW5XbhtjiNhLwSMHGYxkAtweGdQWSS4L+WQ1p9mjFxK3kIlzI90m5htcyQMFDMjZJ28BQaAOm8NWFzptoYbwhn8xiDvZ3K4ABlc4V5SQSzRpFHyNsS85QGhrELXNjcQp96SCVBwTyyMBwoLHk9ACfQE8UgPK20G41CdhYS36J5FqH877Tbuxh+1ghZby1kQIrTxuqKCxwxwuMmtgNTRfD2pWV+wkztjmMv2jzn2lJLm6meMRbVR2kSRBI2F2sehwKAPUakAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAIpvM2Hytu/jG7IXrznAJ6Z7daALt95dsxJ+SOMAAIpOBnAAVQSAOBgDAHtTYEMhjhTzJGCIOrMQoGSAMk4xkkCmouT5YJt9krv8BNqOr0QyGWC4yIZFkK4ztYHGfXB46d6coTp254uN9rpr1JUoy+Fp27O/5FjygO9QWL5I9TQAeSPU0ANdFjBZjgAZP0o30QELEIpdkmVACxYwzBQBySSY8AY5yeAOavkf9Nf5i2JhGpGR0xx71GwxfKHrQACIepoAPJHqaAKhubdM5kUbTg8jr/XvkjIGGyflbE3Vr9tDsWFrS5UqcryjzLT7Pf8AKy3d1Zaq9hBG/wBxs464IOPyrWUZQV5Ra7XVjgUoy0i02t0new/yh6mo2LDyvc0AL5I9TQAeSPU0AJ5I9TQAeUPU0AL5I9TQAnkgdzQBBERI8icjyyBnPXKq3px97HfpQA5cNkqszAErlYZWGVJBwVQg4IIOD1FXyv8Apr/MQqAMSuHVhgkOjIcHODh1U4ODzjHBqWnHf87/AJDI55YrUoJW2mRgideWY4AGAf1wPU1DdrLvps/6XzJbUbJ9dFo9/lt8ysNRtCyRiTLSuyJgMQWUAsMhcDGRkkgds5BA1pxdWMqlNe7D4r+61dtbSs3quifc1qQdFqFRWbV0t9PVaL5miYgO5qPQgiDRHo44/wBoVt7Kp/JL7n/kZe0h0lH70PRVflGyPUEGs5RcHaSafmrFpqWsWn6EU8kNqpeaRYlAyS7BQAOpJOKIxlKyim2+iV2PRb6ENre2l6SLaeKYjr5ciNjP+6T71cqc6dvaQlG/8ya/NCTT2Zd8oeprIogilhmO2ORXPPCsCeMZ6emR+YqnFx3TXyDyJxEPU1IDVVGJUNkrjIBGRkZGR2z29afmAihGJVWBK9QCMj6jtRZrWwDFIMzQ8jYiPnPXeZBjGO2zrnnPbHKAewSPhmC/UgUwHKisMqcj25FIAMYUZJwBQAxfLY4VgT6Ag0AMuCIADydzonXGNzBc9O2c470AT+UB3NAB5Q9SKADygO5oAPKHqaADygO5oAhucW8Ty8ny1ZsZxnaCcZwcZx6UAPYKg3M20epIFAEfmQ/89F/76X/GnZ9mBMIwwypyD0IPFLYDNfU7SNijOwKkg/JJ1Bx2TH5V2rC1pJSjDR6r3o9fmc/toLS+3k/8ia2u4LtisLFiBk/Ky8ZA/iUDvWdShUormqRsvVP8my41Izdov8H+pNERI0i8jynCZz1yiPnpx9/GOeme+BzbGpXur61smCTSBWODt5JAPQkKCVHB+ZsDjrXVTw9WsualBtLrolp0Tdk35LUlyjF2bS9Wl+ZcjCSqHjYMjDKspBBHqCOD+Fc8ouDcZJpp2aaaafmt0PdXW3Qk8ketSMgIwaAEoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAINZI+yuWwPkj5LFf4l6sOR/XoetMCtq179jih2gF3mgKbiAmY5El+bLKSCFwAuWJ4A71jOv8AVU6tr6SVtftRa6bb79zlrzVOF/NP7nf9CKa5bVIjrMLCGWKSKGVNqsGKlQwRw5zGwl6NyGUHAYZr0sLWjiKPK4u1pNX0s7X2+W/VeRzqfO1Vjo3ZNW8/y1OW8UzanZ3s9xaG4a3+yWkOyIOQss090POjVQcurLBHMVGVikWRyqIc8iPSK1lrviS4U7oIQ8jpGFCzfuHkSXcJTJFCrLbsqMxjeRX5TzhvRqLJAdIZNb1TSlms2hsL+SV2AuImkRYPOkCKyhkbzPI2NnIy4wQoJ2zs/IDpZlZbZg5DMIzuOMZO3k47ZPOM+1Ut16oBmt34slKRp5ktwoiAVVz8yAEblfeCRnbkLjBOQF5dSbhaEFeb+Ffq/wCvU4q050480Itq/Lf7Kem79Gcjr5u10pCHkjkN1GJDEbhiqediQbrZkuCnBLFGDYJ520NOLtP4uva/U6oScoxk0k7LbT5/16vW7Ob1W/v/ADLaK189kt5cxoIrtjLGdOnJnkuHYyqPtEjQiKR9+UQkkkEos6jTl1i40GNLe4VNVSJFL3UDlRKqqHjlXcGf5sqZlJ3H5wGHBWwHY2qypEizsJJQoDuq7AzY+YhcnaCeQMnHTJpAckNMu7qWSeFoCI5QfKLEbk+9vY4G0YXLJjLYc913cs4yi5yaXuWbXlZO607bre9/n9hQzLBqnHB3quSp2lUtrCTvaK2u91GS0iuVd2uvcqXhYbd0kTk7GZl/5Yn5d3OMsccAkYzXo86qUlUhfllyuPNvaUW1o9tLaHxNuWbi7JrmTt5NFe/cR28jksoCk5QZYcdv/wBYwOcjrXLLRPy7HpYWLlXpxiotuaVp6R36/wBO76PZ8xo17LNcxpN5qZjJQEHay/j/AAehI3Z2gnBArnhJuSTvtp/XbzPq8xoUqeHqSw/s3aqlUaa5oy8rfa7pe7bmaW7O0rrPiAoA5rxYtw9hsswxla4tFwkssBKNdQiQGaENLEpjLB3QEhMnpmhAcneazrGi272iqZ7pGcwERTzoYfsssqK0wAMpimCQeZIUlmC7mXfJmnYBNa8Raxptz9mh2STGTy1jMEgR4xaea1yJVD42yhx5Sh32xnCMTy9AO28O3V3d2Uc1+EE5LZ8sSKpAchGxLFC4JUAnMa8k4GMGpegF22/10/8Avp/6KSgCtd3skNvHGDJEollIdQSpzcSAgkFSGHATkgk9OhrmxDkuW3Nb3dY+nXs+3c8rFTaaguZWaacevdeXkWrZpjIwnfzHCIN2CDt3ylQc9wpAb3zXW4yhGKm23a+u+r0v523Oqg24vmd7Pd7/AIFbWNKXVIghwHjO5M5K5wRhwOqkd+o6j0LhLkak0mlun1X9dS61N1oOnGcqba0lFtOL6Pz809/XU4/wxp8WpTf2gAI4rdtsccZIJk2KWZyOoXftVOm4EsOAK9DEVaTShQgldJyk0r7fCrbJdXu3por38vL8PWoxc8VVnUk3KKUnLlSjJq6T72um1s9Dv7s7YZD6Ix/8dNefD4o/4l+Z7Mvhduz/ACJFvEiTaNjEvIo2M7YCOFwd7IAwB+fLbVwTnaCauM5NNye0pLS+yegr05/wU7JJPmST5l8VrdL3t1sVreUSSSFRjGzIycjK55BZip56Z7ZHB5Ju6j8/zCMbNlDUrZ7kzRwqrSm3AXcFztMvzhSwOGKZAPY45rvwbjGSdS/Kpa/dpe3S+5jWbjaxSstBj0fypQQWnkhGCgVoykNyWGQTwS+P+A8k12Yuu68WrJcqeqejTlG3bt+Jz0W+a3SxuX0rwQM8f3hjsWwCQCcDrgZNeFBJyUZbfceizMFjfXgiskuIne3jWdCgaIbXLhUJUszK20hiNqqFHDEjHa2leystnfX8P+HMn7r036F7Sb37fbiToys8bjjh43ZGHHB5X7w4bqAOg4px5XZadfvNUcBreoXFnrRSCQx7/sowWIj+Yurll3KrfLjG7uByK5pytOlDo1L8D26FKMsHXquKcoyik7K8b269DrNL0xLC5ebe7yTg7tyouW3M5b5CcDnG1gCvy5+8M+hUqynTjSe0Nuj/AOD9x4EYKMnNby317aGvH/x9y/8AXGH/ANDnrk6I1PLfHAYahk5x5a4znHfOO3XrVx2Ebvga9ln82FzlI1Ujr1JIzySBwAMKAOOQTzQwOi8VBjpk4TOcL09N6k9O2M59s54qFuM8esL2WxlDwnacj1xnseCM4yeDlT/ECOK1sI90v/uJ/wBdov8A0YtZDOT1u9lkuzYzxTNbMflKAKrv5at5ed+ZMfM4J8tFYbW343JFN1o14qlGEo2XuyV73bTbbaUVo9Fzyt71l14sZyxoScpyp9pQ3T6LROybt27X1M/R9Lmt79JWhZYwzYz5OFBBwcrOzH/vjJzyBX0mIUFTm400tNGowTWvdO/4HymDrTlWpRlWlK71TlVaejurOCj+NkTTa3eW1nPHAJDeJe3CbpopzHHCbidomLLDKWjMSpGnkpLgvGCFTLr8+fcHOWHiDW0tZJoYmM87ea8MsE6Lbea0G5hJsZpFVZJW8tY3ZfLxsJyC7AdRoL6tew3kjslveSiPyZGjlaDcEIVxHKsDsrAKXG2M5JxjikB0Ucd5DpbJqMkc12IH814kKRlyrE7FJJCj7oJOSBkgE4CAfqttHd/ZoZl3I1woI5Gf3Up6jB6j1rrw7cZ8y3Sf9amFXWDXmvLqjE0rw5p15aCWeBXctMCSWHCuAvAYDgH0+tejQxNWVOMpSV3/AHYrrLtHyROOw9OhiJ06ScYq1lzSe8IPq292/vOj0qJYLSOOMbVQFVHoASAOfQDv+NePN3m2+9/vOhKyt2MzSb/VbOzuI5rm2Di6k+zIskAkSHOQJfNYKRuyGU4kXOVcqAlXKjWcU6cJ9NVF2tbzWqOjDzoKp/tMo8ltU299NuTVO12rpro1rdWDcX91rBkmmt5rJbdxCsDqWR2a33CUBmzkL8reokwFUgEnTnBJzi4+sWtfmjn5oSbUGmru2q26F+0/1tx/12H/AKIhrDsM80/4SFrC5CXcf7toXmdt2N8iB/NRCWUeb5g8pclmRAoUciv0N4dPD3w0tYzUUkk/dduRvTSNnzOytJt36nmcj53z2t6vddvXo30tY6vwpczXEbNMpTKRMyngiRw5bI/hZk8p2GAdzEn5ia+dzSEIShytN+8rrZpctrd1zc8U77JJaJHVRTSd/l+v5rXvc3V1ayN0bD7RAbsDP2fzU84DbuyYt28DYQ33fu89Oa+eOklbrQAlABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBW1jUbLS1UalLHbpIAo8x9hZlAYgcg8dTj8adgMafxZoFxGYpbu3ZDjgyDsQR37EA0nG6s1oS0pKz2Ki674aQBRdQBVIIXzjtGCCMLvxwQCOO1bxnUhHki7Rtaytta1v0IVOK6bfgaX/CaaJ/z+2//AH8X/GsrM1D/AITTRP8An9t/+/i/40WYCf8ACaaJ/wA/tv8A9/F/xoswGv4x0NwUa8tyCMEeYvQ/jRZrUCofEugMwc30W4DaG8/5gvXbnOcZ7Zx1rb2k076XWzsjPki1ytaPddGWYfF+hQKES9gwMnmQE5JJOSTnkk1k+aT5pbspJRXKtkS/8Jpon/P7b/8Afxf8aVmUH/CaaJ/z+2//AH8X/GizAT/hNNE/5/bf/v4v+NFmBHH4u0KL7l7AuecCXjn0G7HWr5p99vQz5I9gXxdoStvF5BuwRkyg8HBIGWOM4HT0FDcpKz2GoxjsiX/hNNE/5/bf/v4v+NRZlh/wmmif8/tv/wB/F/xoswD/AITTRP8An9t/+/i/40WYB/wmmif8/tv/AN/F/wAaLMCvdeKfD17GYLm5tJomxuSQxuhwQRlWyDggEZHBAPWizAbaeJ/Dunx+Ta3FnBECSEjMaLk9TtUAZPU8c0WYCjxR4dWY3QubQTlNhlzH5hTOQhf723IB25xnnFFmBY/4TPRP+f23/wC/i/40WYF3SNTs9TeZ7GeO4AZC3lsG2ZQKAcf3tjEfSpehrCm6l+W2nc0vsoGQrSKCS2A7AZYljxnjJJNaqrKOif4Ibwjlq1H72OhtlgJK7iWxksxY8Zx1J9T0qZ1JVLOT2KjhXBWgoryTf+RPisr2L9hPy/r5EFvbrbAqpY5YsdzFjk47sSQOOAOBUxSgrR2+/fU0nTqVGnLl0VtEo7ei37smZQ4KsMgjBHsatO2qMvq8no7f18iBrVGUKd3HQ72yPoc5FW5t7slYVx2t97HRW6W+dgxuxnrk4GBkk56DFTe+7K+ryW1v6+RHc2MF2MTRpJwQCygkA9cE5I/D61UZuHwNr7w+ry8v6+RXtNHs7A7reGOM5yCFGQcY4PUZHXB7n1NXOtOp8cm12/4Yf1eW2mm39WNKsRewn5f18jHm0K1ml+0EOkm0pujkkjJUkkqdjLxknHpk+praFWVO9ra23Sa08mvvN+Seiap+7teKfW/8vXr3NSGBLZFiiAREACqOAAOgxWTk5NuW73MnRnJ3dr+v/AM660OxvZRcTwpJKNvzEHPynK9/4TyKFK3y20V1fs91capVYpwUrRe6TaTt3Wz+Zejtkhbcuc9MlicA9hk8DPpSuT9Xku39fIFhKzNLnhkRMf7jSHP47x+RouHsJ+X9fIju7C3vgFuI1kCnI3DOD7UXtsHsJ+X9fIbZ6bbWGfs0axbuu0Yzj1ouHsJ+X9fIuFQRg9Dxii9g9hPy/r5GSugaejBxbx5ByDt7g5+n6U7h9Xl5f18jQuITMFAONro3/fLBsfjilcPYT8v6+Ql1aQ3sZhuEWWNsZVhkEg5HBz0xRewewn5f18ihb6Bp1pIJoLaGORDlWWNQw7cEDjgnpRcPYT8v6+RsUg9hPy/r5BQHsJ+X9fIKA9hPy/r5Fe6hNxC8QODIjKCe24Ef1ph7Cfl/XyEntY7lQko3BSGHJBBAIyCCCDgkcdiapScXeLsJ4eT3sVE0a0jXaqbQOwZwOevAbufzpqpJaJ2X3A8POTvKzfVttvTbp0sl8kX4olgURxjai9B6f5981N9bj9hPy/r5Ge+iWTsXaFCzEkkjqTyT17mutYuvFKMakklolfotjn+pJ6uMSe1022smLwRrGxGCVGDjrj86znXqVVy1ZOSWqT7lxwfI7wUU/ImigMTStnPmuGHtiNE/PKZ/Gue6NPYT8v6+RTn0i3uHMhDIzHLFHdNx4AJ2MAWAA+bGccZrup4urSjyRaaW3NFSsuyunZeWxDwrfb72vyLlvbR2ieXCoReTgepOSSTySTySSSe5rlnUlVk51G23+my8kl0WhSw8lorL+vQiGn2y3P24RoLkx+UZdo8zyw2/Zu67d3zYzjPP0zuV7Cfl/XyJTEc0B7Cfl/XyE8o+1Aewn5f18g8o+1Aewn5f18g8o+1Aewn5f18g8o+1Aewn5f18ipe3UOmxG4upEhiUgF3OFBJwOT6k4oXZESpSguZ2sYf/AAl+jf8AP7b/APfxaqzOcP8AhL9G/wCf23/7+LRZgH/CX6N/z+2//fxaLMA/4S/Rv+f23/7+LRZgH/CX6N/z+2//AH8WizAP+Ev0b/n9t/8Av4tFmAf8Jfo3/P7b/wDfxaLMA/4S/Rv+f23/AO/i0WYB/wAJfo3/AD+2/wD38WizAP8AhL9G/wCf23/7+LRZgH/CX6N/z+2//fxaLMA/4S/Rv+f23/7+LRZgZPxMCi5st+dvmTZxjONiZxnjOOmatdRGZ/ZOkvYS34N3AqqVg84w4mlwcIqqu5lBxvYYCjoc1QGWfC18kHnkJuEXnmHePPEWceYYvvBe+ew688UAWP8AhDr/AGggwljALkR+avmGIgncE+9xjkkAZwM5zgArf8Ivfiz+37B5fl+bt3fvPK/567Ovl453f3fm6c0AGg6MmpefPcOYrazj8yUry5znaicEAsRjLcDuKAFGjRalNt0lmMKw+bK1wVTyMFgwkcYTBwGUgc7sfwsaAFTwpfvci0VVJMYmEgYeT5RGRKJOmw9AfWgDZ1PwiQ1nb2AV5JrXzpn8wGIbcbpN/QR8jBHHIA5IoAwm8NXkdy9m4RJEiM4JcBHjH8SN0bPbHUgjqDQBJ4e0A6z5sjbhFbBC4jCl2LttVF3MqqWw2Xb5UALNxxQBNd6Ta2F99muI7yNCi7I/3TTSSMQFCMuYypByCoYkqU6ngAn1TwwkFxb29ozhrlN7xTgLJbgYJM23ouMvkqoCjv1oAqeJdGg0ZrcWzvKtzbJNuYAZLZ6AdAQAQCWIzjcaAOaoAKACgAoAKACgAoAKAPSfh/0ufrF/7UrKXQ9DDfa+X6no1ZneFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAcv4x/5Bkn+9H/AOhirjuc1f4H8vzPGK2PJCgAoAKACgAoAKACgAoAKACgAoA9K+JjpHc2LSDcglmJXOMgImRntkcZHSpXUDD1jxFpurLk28sbRx+XAouF8qLAwuIxCOM4LDdlu7dDVAWG8aI0bSeTi8e0+xtL5n7vy8jJEW3IbAHPmYzzjHFAAvjRFuUuPK/1enix2+YOSM/vM7enP3cf8CoAbL40E+nJYusivFAbcNHcMkTJt2KZIgCGKr/tAMfvAr8tAGJomujSGljdVmt7qMxzRkgFhztKsQdrKSSDgj1B4wAaVr4ls7KSSOC3CWk9v9nkj83963LNv83ZjdlsfcxtAAAxQBZ/4TRPOx5Q+yfY/sPleZ+88nbjPmbcb8852Y7Y70AWLfx0lpPbyQw7YoLU2rIZfmZCynKyBVKMCowcE9enYAx7rXrS9ujPcxSXEYgMSLNcs7h8llkMgAyFLEBAoXHJ5ySAVdG12PTUntpkE9rdqFljD7GyhLIyuAcFSeMgg55BoA0b/wATWuozxmaA/ZraEQwos5EqYKkP5pU7jkEcpjB/vYNACXvjCYyRPYYt1ghMC7ykzsrEM29nTa2Sox8gx68mgCLxB4qfXo4InCxrBEit9z55FBDSAqilQ2f9WDtXsKAOY3r6j8xQAb19R+YoAN6+o/MUAG9fUfmKADevqPzFABvX1H5igA3r6j8xQAb19R+YoA7fwnqLadBdTxwyXQTy2ZYmhBVVWVif3ssYPToCT7VjN21eyu7noYZfElveOnrf5HVw+MbZfIN9G+nJdxvLE9zJbKhVBEeWSdwpbzVCqeSQenGU42k4XV4q7XzS001evTzOtSvFTs0m0r6dYyffT4fvaOgfU7SGVLd54kmmGYo2kQPIPVELBmHuoNK2vL1W66r+rFcySTutdtVr6fevvEvNUtNNwbyeG23fd82RI88gHG5hnkgcdyB3FLrZb9v68xvTXp32FbU7RJRA08SyspcRmRA5UDcWC5yVA5JxgDnNPa76R38vXsF9v723n6dzNn8UadbxQ3Anilt55vIE0csbRIwjkkJeTcFVQsZB5JBI4xkgt7yi9LqTV9PhV/x2XmJNNNxd7NXtrvJR/wDbk/QsHXLXzookcOk8Mtwsyshh8uIxhiXDY58wEEZGAckY5W3MnpypPXTSTsv6/Mad0nHVNtK3km/0Y/8At3TxALv7VbfZ2JUS+dH5ZIBJAfdtJABJAOQAfSjbfS+39fgJNPVO6W9tbEttq1leSeTbXEE0oUPsjlR2CNgq+1WJ2EEYbocj1p2t8tH5eQKSdknurrzS0bXlfTQZLrFpao8t1LFbRxSeUXlliVd2AcEl8KSD91ir/wCzgil0T73t8m1+nTbrqPa/ZWv87f5+XkM1HW7XS4EupmHkSvGgkDLsAkPDlywURgfMWyeOQDRs1B6N3/BNv8F99hLVcy1Vk9PNpaff9w59bsIoUunubdYJjtjlM0YjcnOAjltrHg8KT0NO2vL1ey6/d933hzJLmurd7q3+XQs/b7cMF82PO/ysb1yZCu7YBnO/b823723nGKS6Jefzte/3W17dR3XddFv1eyfrdW79ChqeuQ6bai8QNdK0qQqsJjJZ5JBEACzogw5w2XGMHPIxQtXFL7W33OV/SyureW9yW1FOT+zvbvflt6p6O+3Ufa6m8rbLqCSyLELH50lufMYgttQRTSEsFUtggcAkZwcO3Z69utlq38uo0+6aWmrtu9Lb9SWbWLG3IEtzBGWcxqGljXdIOsYywy4yMqPmGelCV7KPXbz1tp89PUHJRu20raO7Wj3++2voOfVrKJ3ie4gV4VLyKZUDRoMZdwTlFGRlmAAyOeaXTm6beV3otfN6LzHdLR6aXS8lu/TzI5Nc0+G3W8e6t0tpDhJmmjETHnhZCwQng8A54PpRtZPdq69O9hJprmTVl1Wy1tr89BljrtlqNzPZ20qSS2mzzArKceYodSACTjBGTgDJx1zh2dnPom4v1STfpvb1T7BzK6imruKl8m2v0v6OPcT+3rGNI3nuIIDMAUWSaEFtxIXaQ5VskEDaSCQQDkGktXZauydvXVff079G0NtRu3ok5at2Xuuzfy0v1V0nZ6DjrunBGlN1bCONzG7+dFtVwCxRjuwHCqSVJBwCcYGaO3nt523t94dWuqtfyvtftckl1eyghS6kuII4JcBJWlRY3J6bXLBWz2AJzT2dnv26/cLmVua65e91b79ijq/ijTNDTfeXMMZ+XCGSMO28qoIRmBI+YEnoF+YnFCWqit3JR9Lu132Svr6A5KKcm0vdlJarVJX93u+i7to0I9WspZvskdxA9xt3+UsqGTaQGDbAd20hgQcYIIOeRRZ6+W/l01+egXWmq1V1576rvs9jFufGWmWly9pJKgeGaOGX54wIjJG0oZyzjagVcM2OGOPXCj71mtE3NeXux5rfPaPdpg2o6dVGMrdbSnybeTs3/dafka8mtWEMcc73NusU5AidpYwkhPQRsWw5PYKST2p215ftPZddfLfqvvDmjbmurd7q33/J/cyxd31vp6ebdSx28ZON0rrGucFsZYgdAT1zgE9jQlfRbvZf15tFbJt7Lfy/Qpz69p9t5oe4hDWsZllQSIXRFGSzJuyox0JAHI9ahuycui0du/b16W7grNqKau9tem9/S2voMtvEOn3MdvKtxCovVDQK0sYaTOOEG75yCcELnB4PNauLTcOq6eVr39GtU+2pnGcXFTuknttvppvum7Nb30No1Boc5Pr7peS2NvaXF09skTyNG1sqjzdxUfvp42Jwhzhce9EdU3slJw+ajGT76Wmt/MlvlkoJXfKpdNnKUfLrFs1U1CEx+ZI6RFSqOrOmY5G24iYqxXeSygKGOSRtzkU7a2WurSt1tfb7n56ML6XlpZXadtPXdL7/AJkaavZSeYEuIGNucS4lQ+Uc4xJhvkOeMNjnil0v079PvHe75Vut11Xy3Grrdg7RItzblrkZhAmjJlA7xjdlx6lc1XK78ttVq11XX8tfQXMrXuknouzd9l56la/8S6bpiTtPcwBrONpZYxLH5qKozzHuDAnICggZLKM8jMX0utttPW35ldVHRN666ad/TqXTqlqtsL55o0tmVXErOix7Wxg7ydnP1wexq5LkfK9He3bXy9ehEZKUVOOzV/69OvmNm1mxto45prmCKKfHlu80apJnpsYsA+e20mlaz5evbr939bjurc11y976ffsObVbNJ/shuIRcbd3lGVBJtxncI927bjJzjGOelLv5b+XqO6Vttfh139BZNUs4FDyTwopUOGaRFBQnAcEtjaScBs4J6HND0026fN6r8E36Ifkv62/zX3oit9b0+6dIoLq3lklUvGiTRszqCQWQKxLKCCCVyAQcng07b+Su/L/InmWmq1bS13a3S811HxavZTCVo7iB1ts+eVljIiK5z5hDfu8YOd+MYOelLZc3R7P17f11HdN8q3W66r+rM53xNfW9/o7z2ssc8RdAJInV0JEgBG5SVyDwRng1cVZq+n9f8Oc1ZpwfK77X+/8A4Y8i3r6j8xWx5Qb19R+YoAN6+o/MUAG9fUfmKADevqPzFABvX1H5igA3r6j8xQAb19R+YoAN6+o/MUAG9fUfmKADevqPzFABvX1H5igD6C17T4NScQ3McMqqS486FZsEYX5VYgAndyfao7gc/wD8Ippn/PtZf+AMP/xVT94xP+EU0wf8u1l/4Aw//FUfeAv/AAiemf8APtZf+AMP/wAVR94Cf8Ippg/5drL/AMAYf/iqPvAP+EU0wf8ALtZf+AMP/wAVT+8DJ0LRNP1WxhvZLOxjaZSxVbKIgYZl4JYE9PSntpqBqN4X0pMBrexXccDNlCMnBOB8/JwCcdcCp08wHf8ACKaZ/wA+1l/4Aw//ABVGnmAf8Ippn/PtZf8AgDD/APFUaeYB/wAIppn/AD7WX/gDD/8AFUfeAf8ACKaYP+Xay/8AAGH/AOKo08wIj4a0kR+ctvZMgXeCtlCQVxnIO/BBHT19aPvAmPhPTFOPs1lxx/x4xf8AxVPbuAn/AAimmD/l2sv/AABh/wDiqWnmAv8Awimmf8+1l/4Aw/8AxVGnmAn/AAimmD/l2sv/AABh/wDiqLrzAa3hbTEIH2ay+Y7R/oMPU5/26F8wHf8ACKaYP+Xay/8AAGH/AOKo08wD/hFNM/59rL/wBi/+Ko08wGr4X0piVFvYllxkfYocjPTI38Z7etH3gO/4RTTP+fay/wDAGL/4qjTzAtx6JBZWtzDZRQxtPEy4hhSDcdjhQ20kHluM425Pqaznqml2Z6WEdm2+6/UzU0SYy6a0sSkWdlcQyZKHZJIluigc85CSAsuRjIJwRl1NZVnHacHFebc07eWi6nRFWjBdYzjJ+SUJq/3yRxtj4P1K2j+zTrdMlwlluEElgscRt44kKyPNG9wvluhkRrYuDuOArZY6qWq8p893ez0j21vpy2ejVtbN2zlHdRT5XBxSXLp702lqtE1JNNap300R1XiAums2TR2xvWFnfKFVolZdzWoLAzPGu09H+bdtPCt0rBK/tI94RV+nxS09Pk9jd+7yPqp38/hlteyv62Mq28IXsFlc2pC+ZJaWUKsWG2Qwb2khJ5YIc+XllxtbOCMitJS1vvarGdv5lFU0/K7cXv1301MlB8rjonKnOP8AhcnNpd7LmXy2C90e/vL5NVFiQi3No5tWkt/NIt4bpWmOJTBuDTRrEBLuIRSxQD5SPuO97puo/wDDzQUVv1k1d20Wmrdwack1y8vuwjbTXlqqbWmnKle19W29ErXo6h4Q1K+RmjTyPNa5m8sPDmPzLq0nEJyJI98qwybjtkhDsQzMpyyi+Rxb+yobeU5Ssr2XuKSteybjYqS51Ppzt28r0+S7tf4nva7s77mrZ+HbqS8hvZo7gn7as0n2t7IsAlpNEsgSzVYgdzqnDSSEAE7QKafLta1qm195cqtr3s3pp1bu2So7tp/YWvL9mV/s9u78lbQuaJ4dn02SwbyliW3N/wCbtKfL9okDx/dPzb8ZOM4P3sGpjpZPZUYQ/wC3ouGnytLXb79bcd7L/l65fJxqK/3uOm/3Ed3ol0hlnWK4MwvpZ4HtZLYSokkSR7tlyfIdWwVZJMMB8yjODUq6iktHy1E+q96bkk/J6O61TXqOWrb6Xg1bR+7FJtdL7qz0ab8jQn0m8u9Msbe4jjM8M9rLOiBFjXymDOQvCfKRnCcZ+6MYrV2VSMlsr3evWEo6X1td6X1S3Iin7OUZbvppqudPW2l+X4raXuY8GiXum3ct39lN3HI98iwq8AKi4lEiy/vZEXZIo2yAN5gGP3bcgYpXh7N7uHLforTqOz62tKL0T+FLexb0qKolopJ6WvrTppyV7K6lCS1a3vsYU3gvVbSOOO3VJWtrW2uI28wAHUbYJGE+cghGjRRvIAxnJBNbyldtpu/NZN78lRRjUfk7KcvWatezRz8jSSstYu8ekZQcpUrPeyclG/RU0dbq2gS/2Hb6dDE1w0D2jSRq6KziOVHlw7vGu4gMcl1yT1qJWc4tL3Yy6ae6ouMdPLTTsXyy9m4/aau/OTkpS1211/4BDcaS89nKtjYT2lzC0dxB9omgYPNC25UBju59u4ZQlti4Y5JpO8bSjZuL0W2jTjLpazi2t7lcqacWmk1vo9U046XevMk/kYEnhDULXDn7RN9qsvKuVtmsRieSWWafcbyNsRO0uA0JLgRrlHwuKtGPNTi/d93lk9LqCau7ap39/RPWUtmleLS92o1aXvuSVnZzcXZXVmklyPbSK7s0bjwre/Zp0hDo4vbW4Ta8LSzR28MCEBpUMRk3Rnb50aozqCQincC9nGXadRu39/mSavfvfe6WzuVy+64r+SC16uLu09LarS9ra9rjRoN1FGbuOLUBdPPLKriXTPtCeZEkTFotqWPly+WC6BnfOHzvZtsu6XJGy92S6uPvS5uWV9bXfN7q0d1e27Ub3lLm+KD+ype7Fx5lbS9ny67rXojf8MaffWMs/wBtiRDNFatvh8sQ744FikRUDb12upI+QJtxhs8Bys4zUf55tX6qUYJP0vFrWz23CN/dutqaT2WqnUeturUk9E1e+xzkfhO8NnLDLCpkfRpLNQWjP753mby87sAHdGS2QnTJ44h/A0t2sP8A+U42l9z+/dXNlbni38KnXb/w1Jxcfvin+KdrkWt6XLp+o2dwtqJojNZIkatEpZ4La/3bQzogaMMpQuVUnADccbKV6sn/ADOpJejppX6duupz8tqSTWsYU4v1VWm0n87+RfttFvdPmS/NqZ1dr0m0V4d0P2p0dTmSRYicKVl8uQ48w7N4znHpyaa01C/RPmcrd7WaW32VptarNS9pbablbS9uRRvva91fdfE9SnaeFL+ysJ4PLWSYw6cqBHQbzauHeNWZlwF5VDIUU8cgZI0vaUXq+WtGT7uKjTi5ercW7XuJRspaJN0qkUl9lydVxj6Lmir7G1a6bewaor28MsNq88k8yzNayQAyREeZblSbuO4ZyA6n9xtMoUnKllH3U03ooySWt03JNJPrF2lJ82utraKxK7d0nduLe1tI2ba6SSsly6aK71Yy80S7uNVaQwb7c31pdCQtFt2xWzxNlS/mb0kCsPkxggq2QcKn7tr6WlVfynSUYtW81Z3t321Ln710lvCmvnGu5yX/AIC79ntvo8B/Cuo2880ypcNFOL2IRWzWG4JNdzTKW+2I6CKaN13eWwkUqA0bfwzFfu1Tlu4wWr0XLzpJtaqykmmr9dmo3U176nHo29LbyhTvJJ6PWMlK/lbRs7S50aUx6XCimRbG4jeQu6syqlrPGGLEJvId0GVQEk7toAONG71OdvTlnra2slZaa7ijHlp+z/waPXacZNdFol+Bxv8Awj+rTXqSSQybE/tBCfMtVgUXKv5TQpGRKwY7fNafMocjapTcRk17jXV0uXX+bmi7aaKOj5WtX9vuPapGVtFV5tLJcvK1fu5aq9/PlI28M6jKrCWO7CXlpa27xwSacPKMClGErzJK6oCfNje1aRhydiyBc9Da5m1peoqibvp8LWyvzRa2+F7J2bZkk0lo/wCG4NLl13vvpyzT9VbVbI9bgLFSrKybDtBYqSwAHzDax4PbcFbg5UcZyeuq0u3p21f56Nb6PXW6N46JR7WXrotfv0d0tU+lm+Cv9Hf+17q7msLi9initljeCaBMGMSBwyyXdu2csMHawPrShopLZuo5f9u+zpxXfrGVyJJ86la69mo6WvdTqN726SRHeeG7u8v42ijNvYTrHcTKzp5kVzboyQqQruGJ3RsWRnUG35Y7lyPacW9bScGusqi5JdE1yq8vNy8hcusGk7PlU1daKnLmi+t+bZq70S2Ofi8Iag1n9lljuZJbez+yqZZLAQSBpYmYRiCNJnUiMuDcshXJG1mYka3XMprRc1Jta3XJJO+mnuq6VrtptWJ5Wk4u+1Sz0s+aMl2v7zabTsrq7ehtax4bvbi+uiBdS29+bbHkPYokYhCqVlNzE9wgRgZY2t95yThVf5miD5Uk9Gqjnd3t9na2t/dtZ6NW1V5WqcW3dXs6fJZW01nffSz5r3Wqd9NIkWoaBqL/AGu1soZFgnjvyVne1eIy3EbhHtnGLqKSSRsyLLiJQzheAuYfwW7LRbS0nFqKa0cbJ/E73cdraaL3ZxevxRbelmlG1+/NstNLX7nQ61b31zZ2ZtopUeKVHlSM2puI1EMi5iNwzWu8OyhiWbCF9h3YNaSt7Ry3i+e3T4tr/aSavzcvvXtbS5lFNUlG3vLk0dnomm7dL3Savp87HKW3h7UrLT4US3nS+hF3GrRTWkq7ZpS6rOt0dssL/KXZcTjaQFGansk0vchF3Xu3jpstUlvG3R2dthpNJ7/HKSs1zWkt9fdu/tJ7NaXWpqto2oJdgW8LRpM6vckm1ezYiDyzJErf6XDMCFVQg8raMnOTRL3lNJuz9pZPf3r2s10bd5c3ml0BJx5Xb3v3d7W5fdet0+yvy8u9o3MhPD2p3ZtUntPLS0gs4XLyQMHaC6jkdlVZG+Tau5d21z0KBsA0naftNk5QfmkoVE/xktr9xtO3JbpUV+j5pQat5NJ7pamndeFbmVJFhjWF5NUuLnzFKAiOW1lhWUkHJOWUY5fH8OBWVnaEe0K0X6z9o0vm3HvbrsaWs5ytvKi1/wBuOlzNeaSnvv031o2fhe5aAR3cN5I1tZpbKDNp8asUeNx9m+zxIzeW0Qkha8aPBIVkG+UrtKWrnG6cpQf95crbUrfBeKk1pdPVWslfnjBpKEtoxmulmpKzV0ua07a3tbd6nU6Vptxc2k8WrRq6yzbkFzFbPM0YVApuUtyLd5AykIyH/VLHu+cEA0SiuvvXtdJXlJqyfWzXNbS97GdRNRlvb3bXtfRJO9ul9utvKwL4Y0p87bexbBIOLKE4IOCDh+CDwR1FG3c84d/wimmf8+1l/wCAMX/xVGnmAz/hF9K3bPs9juA3bfsUOcHIBxvzjIIz60feAqeFtMdFcW1lh1Vh/oMPRgCP4/Qint3Ad/wimmf8+1l/4Aw//FUtPMBf+EU0wf8ALtZf+AMP/wAVRp5gJ/wimmf8+1l/4Aw//FUXXmAf8Ippn/PtZf8AgDD/APFUfeAf8Ippn/PtZf8AgDD/APFUaeYDW8L6UhAa3sVLHCg2UIycFsD5+TtBbA5wCegNGnmAN4W0xNoNtZfM6IP9Bi6uwQfxdMsM+3r0p+SuBK/hHTY2K/ZrLg4/48Yv/i6PvA6bV/vP8nm/u5P3fHz/AHPl+b5fm6fNgc88U+4jyS202/s4AdNtZLGSY3EjxxrbRRrct5X2TeqSFWtIk3xylQJJSokMWWwJGdLoqapZMv2sSzrLHEX3vGfLmaRxJtwVwiR7DtGf9nJyKNAOkguZJGCvC8YKsSSUIBV9oU7WJyy/OMcAcEhuKWwD7qJ508pDsDkKzZIKofvFcD72MhfQnOeKAL02wBdnZQDxgccDHPcYz759aYHjdjpkl3ZWMqWxuG+wzxwzDyv9GuGnyku53WSPGN2+IM2BjHPNPQQzUtK8R3YnWQtcbXnMSFIhH/q7hLdkZ533/IyLIrQwje3zBwM0tBm5qdr4g8srBKwEc6x7o1R3ktwsziUKZrf94XeCOT97GMxSsqFCu4ugHLHrVtBGZp2a7uLiSDYwQIEdXxKgjBCNEEM/zuwKB4wHcxLS0A2NUsN92sl3bHU7cRRpEm2F/JmV5DJMyTMiZkVogHXLp5bAABzuPQDBMWuH/Wi6Me5ftAjeASM22fcbUlwFh3/Z+HKNtD8dQTQCDwzY63Yx+VqLMsEVkIxFsTYpSJFQLIs7EuoDBwIEBP8AG+AS9AOnv7MjUnnuLT7dl0NrIREy2pUAN/rWVoiZB5hkiV2YYzkxoAAcdb2XiJ7lrmXzQ8UN0lsT5ShZp1geMSjz5jJbI8JBbKsSUIhUFsLTYCO4uNZ02GNbqa4Z5ZCtuFEMUpfMOFkjNxcNJHjzThJHfkfIABTA2tOtNcmuIluZJ4YQqG4bdAczhJfN8rG8ratJ5JiXCvw4ZVBOTQDd0B7u4hS4vH3GSRRGAMDZGpTzcEBg07BpcHBCNGCqOGFHoBz+k+GLrTfIliYwvPdSNd7I7VHEO26dQ0qx+ZIHlMAO53cZyCuCQXQGSIfEVtH9ovZGIiZXmbZDF5aD/j7MDtcS5DR5ELEQAMASiAnBp0Ap22matq1hd3Nu0+6+EsEXnSR4e3Z7uON5NpIJWJoSsikhlIdN4OSaIDqNe0K61hLQQoP3UFwCbxVkkR38kIQUkAjuOGMc6+YsbA5U5paIDUh1C7spi1ysqJcTW0MCfuz1ikLb33vyzDEoVE2sF2ySgkrDeqS7Tfl7sHL9NPPfQ78PopvtyfjNR/X7r21sS2PiGebRF1S8QwyMRlYijcNMIxt3ZUDkAg5OMkHOKdtaaW8vZ/fNR38m3fS1jsTdql1bldX7oc34q1td3qaFp4jF5fPZRRErDI0TuZIgysq7iTCWEojOQFfB3ZU42ndSj7y5tlZ+eztZ22fXXpvuNvlfL10v81e67rpddb9iHV/FMOjXKQTRna0kMRkLop3TuETy0Yh5QCR5hQEL7kEBRXNLkXV8q9bXV+yeyb6vtqTOXs1d7JXfpd/e1Ztrt6mGnjlbCO7N6ju1pPKF2BRviF1LANvIyYlj3PnkjkZJpwXPGnbeTjF+Tk5JSa6Ky/8AJWE5ckppJtRipJLraEG4rzvLRf3kaGoeN4bCGW48lmigaYM5eONSsBCuUZ2AZi+5VjHzNtJ6YytUk5K19fNJyaWm7ulzabJq+ug+bfl1s7XurfCpPXpa9teqfYvHxZbqxTZJv3xBVABZ0miMyyqOu0IkgPfdGy9abXLdP7Lmn5OCv+N42/xLztKmnZrqqbWq1VR2X3Wk35Rb7FnQde/txDKsXlx7VZGEsUgYNn5SI2LI4x8ysOM8EkEBuPL/AF5Xuns0NSu7Jaa6+jtZrdMy38awRXMlrJEyskNxMg3xl2W2+/ujzviz1TeBuHPFZ3tFy/lSk15Npb7X1V1/ky0/fjT/AJpcid1vZvbe2j1/zNLRtf8A7VkaF4JLWQQxXCiQod0M28I3yEgMCjBkJyPU5rSUeVS7wlyvydrp9rPX5oiMubldmlKN4vvtdeTV19/qYY8aiKBZEt57hVtGvJXzEpSFZHRiQCoLjYSFUfMB1BFTpu9ElSu/+viun8utvkW7p8sVduVVJLvTkk/vukuvfqzSPincJp4LaSW0tfMDzhowN0UZdwEZg5UEeXuH8fQFQTQ/cXNLTe3naXK/vadu9ul0KL55KMVvy69uZJr1smm+1+rRSn8bx2yr5kDLIYBdPGZYVZIGLBG+ZgGkYKx8pckbSCeRm2uVyTekGlJ9m/zSWrfa3XQhTuotL4k3FXSulbXyu2kvO/YJfG6hyLe1mnhE0NusqtGA0k8SSxYVmDbCJFDscbeuCKSi78r0bc4r1he/y0du4+ZWUkm1aLfkpOy0733/ADEPjmIYiEDfagZ/MhaWJNgt5PLfDuwRyzY8sKfmBJO3FTpbnT93lUvPVyVrb3vGX3eaDmafK1aV7Wul9mMr32s1KP3+TD/hOYZcy28Ektsv2UGcMiqPtgTycKTuPMirJwNmc89KppxdtPilBdm1FSXyldJPz7Bz6XSbXLzvuo80ovTvHkba7IuaV4jdtFXV9Qj8tiuSiEHcWfYipzjLsVVQT1OSRSa5eRR1clTSt1lJL8279kvQadufm0UJVPO0YSl+KSt5teZk6n4nvXnt9Pghe0uZLqGOYFoXKwyRTSho2IaNtxhZTkZXawAyVaqik5pXvFc/NvvGN0vRpp3Vm9VpqRJvlelpWi1ttKai36ra3S6eqOh1TxB/ZsrQRQvctDD9om2MimOLLKGwxG5m2PtReuw8jjOae7ekY2u+172XySu+y82aO65YpXcr2W21r/i7LzM1PGkLykCCX7KJo4TcZULulhWZCEzv27XAY4G09iKprl+LTWa/8F3ctvKLsLmvZxTaai+1lNpL8Xr2JtG8W22tTxwKmzz4mnt2Lxv5kakBiVVi0TYdWCuASpPcEClFq994pNrsn/k7J+bXcnnV0ujbSfmvLzs2vJF3WNSl0u5tWJAtZTMk2QMhhE0sZB7f6txjuSKzTtzeUHJeqcdPub+4t39238yT7JSTSb7e9yq/mcpa+JNRlhSGQot3JcofurxbPAbkrt4BKqGi3DkkButOS5FbdwjU5nbeUI6O3ROUo6fLqZKTd9HaUoOGiuozls31doyu/wDIm07x35VlFLqULxTSW8MqfNHiYyusQxhtsWZGHDkBVO4ngira97ljveKt/iTd7+kZN+hfNa7a099p/wCGSVrb31Vu/kaEfjVZmW3t7d5royyQtEksRVGSITbjKG2FGjYbSMnd8pAOcT0utuWUn/260mvXVP0afUal063St/iUmn6e60+1mWLzxA02n2eoWfyLeXFohDgEhJpVR1I5AYAkZHQ8inb34xvdSUnfuvZymvTp+REpNQckrSUoxafR+1jCS/NfiZPijxDdaZNcRRSLBHFBaOHKofLM10YpGJcFeEHG4EAjOKhauz0XPBfKV7/fYVSThfl/59yl800l+DY0a3fD7Qulz/2uiWwkWQJGTHN5gXy1MIjikYxFpBFw4KDLbZFxdtLtWtKCvZ3cW/f0d7uCs7r+azTC7XwPmfLL3dFaSXuXatbnba13tdNWbNjw/qTXc8kJuzdBFVjFPAba7iYnndEY4T5TDBVjGCGBAZwRtdtHotGrNO/fSXZ6abO17rS7pPVK/R3UlZ9LOO11q097O1nqxY/FgaYo9vLHbi7ay88lNpmViowoO7y2YbQ+OGOCOCahaxUu8ZSS/wAHM36aRk13t5q9SlyuS/lcFJ9udRa9bc6T/wCAyG08XtewwSQWkjSXcbTxxGSIN5ChcyMS2FyzBVTkk88Do5Ll9FFSfkpbL1au/kwb1sl9pxXS7i2m/Jafihsfji1ngM8UcuWkgjjTCh3FwgdZACcBUXeXz0MTjnFElyr/AMD1XaMee/pKNmv8SJU99GmuXR6O8pclvVSTT9GyjqHjGWPTpJrCGW4misBdO58seV5iMYyynaJHypZkQAbR7gVTTTa2SlGN/N2ul6Jpt9Llp6pWbvzO3knb8Xe3exeTxrbLMImU+WssdtJNvjG2eQKAoi3eYU3uiFwuAzdNqlqbXvNLZufL1vy82nq+WSXdq3VGSnaKb6Ri5PRW5knot3a6btsn5M0tE8RDW2byoSkQDEOZImIKsV2yRq3mROcE7WXjDBiGGDFtL+UWut+ZN6NaadfXS9mac3vOHZyT9Yuz03s+j7au10cvB4r1N7tIha+YGn1CLy0eMFltXjVG3scLgFg3992GAB0mL93nf/PqU36qry/l7tvmOV02ktqlOK81Ki5v01SfktC//wALBsmUTRoxgVIHmdnjRohOqso8tmDyFVZWk2A7VPG45Fa8utr6c3Kn0bsmn3SfNFXfV+TM3O3TVRcmtE0k2n87xlp2S7o6LUNZNldW9nHE8zXSyyblKhUjhMQdjnknEoKqoJbBHHFQt5J6cseZ/N2svO+hq3ZJrq1FfNN/ozkr/wAdsILlLWD/AEq3ijmVGkjP7uSURZcK2Y5BnPlvg/XBFCV+X/HCL/7efR7PRNXW25m5W5lbXknJbfZXVdNWn56o1f8AhNLdLnyHTaizJaySeZH8k77QE8vd5jIHdYzIq43HONqlqcVzNKPXmUX35b/dezsurVuqCUuW918PLza7c1vvsmm7bJ9bM3tZvhptsZzuAEkKfJtJ/eTRxj7wIwS3PcDO3nBqV8UY95Rj976+XpqaPSMn2hOX/gMXLTz00vptfS5haffX2t205YLatDfSQhgQxMME+1gMZw7KhUlhgliRgYxUfghJ7yUm/wDwOS/S3yv1OavdKcdknC3zhCX5tv526HCPotxqAhvIbeQvNDHcNcR+Uku1tThvPKUuwdZfIViFIEYY7S2SavY8s0fsniOS5l3SzLCZ3ICrEm2INIYNkhnkLHYEWYCGLLtyXxuo0A0tNi1AXlsl1uM8TSO0jbSfsklnCZUZl4ydRYeUpAYpbttJRDvWnQChrvhe51iSWaMlI5tKtbYgMB5yhbqVohn7pMht1ZjtBikkAYPhkb0YFBdK1+OyuVAfzGkuo4oMweUYZEuCjFPuFmkMWSxyc5cHLGi6AvLa+IoFjdWldt8RlVnhPyFJpJgvQBt6QxpzwHIztLMpoA14vEN1NJOn2iCNi3lxF4BtUf2hIm4KzjcXSwQ/Mf3blT1kKrQDUvvD02oaidQkAV4LS18kmK3kzcJJdO4VpUkeEqWiO+Jo87gQxKDaXQGJqOn+I2j8qKWSUNYspVo4H8ydopPMWRjNGikyMioBBKm0YyozT0AhSPUNY1eK3aS52Wk8r3LpJFsiYxXUcXlFSzJuWREZHUMdxO3AZgaIDpvC1pfWyM+pLItxPcWMr5ZDFvYwCQRhCdrCRW8wY2n5NhYZwegCeNvD1t4v2wvqN1ZRROW22ksce9iCAXYozHAJwoYLySRnBC2A9Ev1txPvvGMcEaSO7B3jwFCnJKMpx7Z5OOCcUpNpaAiqzaVH5Jkiu41uWRQzNdBUMknlRCRvNwpkfCqOSMguFBBOF5d/wQy7ptrpOr+abQyyLbTGFz59yF3iOOT5SZMOuyVCHXKtnKkjmk5SXX8gNX/hHbIfwy/+BFx/8dqeeXf8EMP+Edsv7sv/AIEXH/x2nzy7/kAn/CO2Q/hl/wDAi4/+O0ueXf8AIDgPCiaVbaQPtHmhrSLzpNstwAsctzdRx7QsgHWBxtUcYBPUV32IL0Gr6Fcxo8Ud6XlSOSKLddCSSKZZGjlRTMMxusUmCSD8h46ZLIDa1CLSNLXdcidMWs92R5tySIrYRGXgS/fHnJhOrHOM4NFkBVnuNCt5biBzMHshmX99ckAbYH+U+bhuLiL7vckdQaLAQG80Y3kmnRRXk00BXzfLe5ZU3s6qSfNGQTG/3QeFPtRZAa2m2mk6qGNr5rqixknz7nA8xA4XPm43hSC6/eTcu4DcKLIDQuPDtksTkLLkKxH+kXHof+mtFkBIvh2yIBKy9B/y8XH/AMdosgHf8I3Y/wB2X/wIuP8A47RZAH/COWP92X/wIuP/AI7RZAH/AAjlj/dl/wDAi4/+O0WArz+HrJNuFlGXUf8AHxcdD/21osBY/wCEcsf7sv8A4EXH/wAdosgD/hHLH+7L/wCBFx/8dosAf8I5Y/3Zf/Ai4/8AjtFkAf8ACOWP92X/AMCLj/47RZAYGueHLbNv5ZdPJnWfmR5NzRggD94z4HzknbjPGelZyVmpeUl/4FFx/JnoYfVTj35PwkpL8YnOp4cRNN/slpWaPeCjYUMFWUSheODgjbuIyQfWov8AA+sOT58lktPkr/edtvjvtPn+XtL3t6czsK/h0TahHqM0pc27s8S+XGrKWjaPaZVVXaMBmIRu+3JO2iLUb97ON/JtdtG9El2S76ilHmtd2SadvNdnuk2233u+jsZ+q+Do9SuJLjz2h854JGxHGWD27I0eJGBZYyUUtGMBjk8bjRF8lmvsy5166X230TtfVX8kKcee/S8OR+l27rtvr3trux0ngu1mlSV3c7JLxyvy7XF4xdlbjpGxynf1zk1Nly+zWzg4fjK0vVKc121vukW1eSm91KMl/wBuxjG3o+SLfmkU38AwG2itUnkAitntndljd3WQ7ncFwfLlYkkuo74xwKub5nLZKSSstLct7W8nfVdTOMFTUVH7N33+K346aPpqXbfw9s1GG6YuPsdkLZZCUHmt/DKEGQDEpkGWUDMpwCozVOV/ay2c2tO27k1fv7q8+XVaK6UOX2cFdqmnrte6SS87Wb7Xem7td0fw+um3Et40vnTTIkbERxxDahZgWWMBWkJc5c84xgAVN7RcUrXd38lZW7f1fZWvltLmvrZr72nr38u2vcxU8CRJICLhwoS6RVEcYJS6Uh97Bd0jqSCjscgDBzkmptePJ3gofJOLVktn7uvcaXLKM+0+f563TfVe87LodPaaOlncfaVdifssNttOMbYWkZW4/ibzCD24qpS5uf8Avy5nbpo1p94orlUIr7CaV+t+T8uX8zIi8IQQwPbiV9slk1jkhchHaRt4/wBoeYQO3AqGrpx2uqa/8Fx5V9/U0TcZKfVSqS/8DkpP7uX8xR4WMaTW0FzJFa3PmGSEJGfmljKOQ7KWCsx8wqP4s4YKcVUveTi9vet5czcredm3b5b2M4RdOUZRe3JfRauCSXpdRV/0buJfeEo7iRJopPKlS3S2Zmhim3RxklCFlVgrqWYhgMfMQykAYpyvKUuk5czS6PyfTR267LsSoJKEV9hcq807br5Jrtr3LI8MxAsfMf57qG66KPmhSNAvCgbSIwTgDBJwAMCpTs00tnN/+B3Tv6c2hdtGu6jH/wABd7/Pr0KE/guF5WuYZdk7vOxZ4opRtncSFdkgIyjAFG6jkHINKPupQW1uV9/ilK/k/fa2tb0CUeZ8z3umu3wRi1bs+RPvcuHwtCY5YjK+Lh7SRjhBzaGIrgKqqA5iG4BQBk7QOKOq02m5282kremnrqFtGn1puHbRueunX339yJYfDccemHSJJHki52PhVdMPvjxgYLRtgqxHJAyDyKHtG2koKNn5wSs7bdFfo9Qt8d9pud1tpNtyX4uz9CCHwuv2hL25nee6jmjkLlVQERRTRJHsUYVcTu5I+YseoGALTUXdK3xt+bklH7opJJffuTZ2fM76RS20UZKfTS7a1fa3Yn1bQBfStcRzvatLB9nnKqh8yHLMBlwdjJvfaw6bzkHjGaSV09Yys2vON/uum0+6sU73Uk7Sjez33t0+Sa87lVfC1msTRrIRCbiGfAK4HkxpEEz/AHSqDJPPJqnq1za61H5P2l0/u5tAS5VaOllBenK00/V21DSfDI0bAt5wESMxwr5MAKqSNpeQKHkKgBRllB6sGODVXb330u9tvLz6v7kQoW2dvia0Wl79ey6fK7NbW9HTXLVrSVmjBZWDpjcpUg8ZyPmGVPqrEVFlzKX8rbt3unFq/nFtfiW1eLi+qX3pqS+6SWnXZlV/DkDX41EMystsbcRjGwdQJMYzvVSyDnG1iMUnqpr+e932vbmt6uMfTlVt3eeVJwa+xt52Ttf05pWt/NrsrZlx4KtZoYoZJGxb28cCMQhAMUiSJIQQVJ3IMqRtYEgiru+ZyW7cX5e6pK3zU2n+A3G65Xtaf/kzT/BxTX4lyz8OJZywzyzbpIXkdQsUMKHzIxGVCxqOFAyCSzE5ycYAXeyteLj97Tv+C+QKNt+6eyWykun+Jv8AImHhyFdNj0sO4EGxo5RjeskTiSN8Y2nDAZUghhkEYNGt4yWjiopdtIcr+9Xv66W3G0pcye03JvycpOd15xlZp90irJ4WF2JWu53mnmMGZAqIFS3kEqIqLkAFslySSd3UYAoXu2t0kpv1S0XkvLu2+pDhzJqT3i49rJu79W2bWo2kWq2z2xkaMMAQ8bAPGysGRweRlWUEAgqcYIIJFLZprRxaa9U/yez7ovRpx6NNOztvpp2fbsyhY6QYbkX93cG6mSJoY22xxqkbMrScJ95maNSxJwAvyhctmr8qkkrc1r+keblS/wDAn63J5btNu/Le2y1drt230S8vLUydN8Mz+bI17Kxg+3zXcduAhXJkLROXHzY5D+Wf4+ScfLUpWhGL+JRnHTpzOa+fuy/HyHKPNKW/LJwfryQgvl70de6XnrcTwsLaG1jtJ3glsoTbLKERi8TBdwZWG0HKqwIxgjoQSKb95u+icVF+ajtr33+9ja6rRqUprTrJttWfTVfciKLwZZQT280TOv2S2+zKmQQ/ysqSP6yRrJLg8f61uOBgevP2nHlSX2dk+X1ioxflFEqNuR63jJtt/abd/e/7evJf3pMguPBavbm0t7mW3WW0SzmKqjGSNFZVYbgQjgMwJA5BxgYBpt3vfbmUreaS29UldeRVrWa3V152bb+9Nu3qWIfCUVtcm4t5NiNIJZE8mF2MgUA7ZXRmRW2qWUcg7trLu4fNa/rJr/t5t/Ozba+Sd0rGXIkkl2inovspK/ldJJ9Ou7uW7Dw8LS+OoyymaXy2jU+XHGdrsrHzWjVfNYbAFZgNvzYGWNSnyppLdRvv9nm1S2Tbbbf5LQ0cby5nsnK3zt13sraL772Q2z8NJZ3f2wSuwWS6kRCFAU3RRpBuAyQGTK55G4gk8VKVo8n9xw+Tnz/g7r0Kau22/tQn8403T/FavzMq18Cw2OwW0xQBIUk3QwyM5gVUVlaRG8tmRQrbQVIAIAbk6KVtLaaO22tknr2fKm13bs9dIlDmfNezd09Fs5Skt+qcnburJ3sdNeaTHeXEd0zMDFDPAAvGVuPK3HPXK+UNuPU+1ZtfGuk48vor30NFpb+7JSXqk192pycXgGOJGQ3L4a1FqAsUSAKsiSI+Ao3Shl+ZmPzg8gYrS/XZ80JeScG2rLZR1d0jJQS0TdrTj8ppJ389Fr95qReFFt7o3Ucu0PKJ5V8iFmaXADFZHVnjRyAxVeQd2xlzwk+XS2ivZX2vd2fV2u2tunRWG43d29Wopuy3VlddrpJPfvuaU+nPqll9lvW2yGRHYoBn93OssYxkjJCKrY9WI7Ulo4TW8eST/wAaScl6c1/lYrpOL2l7SK/wy5ox+ai0/Uu6FoUdvJNA7vJFcTyT7clCjSEyOoeMqxG8kjJyAdpyKcdFGH8t0vRycvwba9DmrrScu7jp/hjGH4qK+dyO41DQre7nsSLl5bRIGYxvdujPcTPBHCrrJtMvmqEKEj5nCgkpKE2sjyy+w0hbRLxVuWWWRoVjWW5MpmVnR4tnm/6yN45FcZwCjYJ7lkBBYXOh6jOkFv8AaG8whVcy3QjMphFz5O4y/wCtEH70rjAQHnPFFkBv2vh6yaJGKy5KKf8Aj4uO6j/prRYCf/hHLH+7L/4EXH/x2iyAP+Ecsf7sv/gRcf8Ax2iyAP8AhHLEfwy/+BFx/wDHaLIA/wCEcsR/DL/4EXH/AMdosBhaumkaGFNys/KSSnZLcsUhh2edM+JeIovMTe3JG9cA0WQBqcekaTIkVwJ8upclZblljQMqmSQiX5UDMBnk5PSiwEFguk6uD9kE4KfZ5AXluV3wzyERTR5l+aOXy5NjcH5ScDiiwG7tCfKOg4HOenueTx69ep5qQMXV7CHVWexuDtjuIpo2ON33gvVSCCPUHqOOM1nPbTuv1GUo/CsSxxQNPH5KTrcvElqqIro6uBaYYm1SQL5c6EzCWNnVfKLuWw16L8f6/qxRt6Fo1h4dNwLL5I7qZZdgDYjCQQwBFyTxiHd2xuK9AKTuwOi+1xev6H/Cp5WAfa4vX9D/AIUcrAPtcXr+h/wo5WB5boGgfa9PQmcQJcxeRdRmLezRw3d1LH5UgdREx89wxZJQflwo2nd6F13INmPwlZWemR6XaNANqRRzSXFsbgy+VHsVgrSII3BJdCCyxszbVySaLrugLt14Y0y5ihh3OPs9xFc7mZ2aR4lZMucjl0ZgxAAydwXOMF13QGevgfSfsVtpzszQWjyMV+cGRHO8RkhtyhZEt3DA7j5O0/LJICrrugG2nhKLTriK6tZ4RJHCkTvNaebKXE1zPNNC/mL9neeS7lLqFdB8gC7F20XXdAdNo1nFo6PGs7yI5DlWB4lbLTyA8nM8hMrrnaHZiBlmJd13QGtc3cRicBuqt2Pofai67oCRLyIKPm7Dsf8ACi67oB32yL+9+h/wouu6APtkX979D/hRdd0AfbIv736H/Ci67oCtcXcR24bpIvY/4UrrugLP2yL+9+h/wp3XdAH2yL+9+h/wouu6APtkX979D/hRdd0AfbIv736H/Ci67oDhfHGpyQx2sdrJ5JublIGm2qTEsn8SiQFN7FQiF1ZQ7rlW6GH70oxT6SenXlXNZettfK9tdV3UXyxnJbrkXkuaXLd+l7+tr6XPK49V1WW+uLK3uUuZrY3qwStFBuJhisZFjcrGACWkeOUoFBJztG1QuUX7rqNXsnJpacyjVjFpddY3trbm1vsdrTTdNSs+aKTau4uVKrK7Widmk/8ADp1Y/wD4SzUNWmiksPOFlfSOkBgW0E4FvCrSbDdlYtzzM6MH3kRwMY1BJcWo2bV+kpxa25eaMYeqavUutffir2TMuduzStZwhJaXU2pTna/VWjDteM3a9joptTvDoaXNyEFz59vG3+pkBBvY4txCNNCHZDuYI7COQnaQVGFpzUuXRScL26XWvK3ra/wvtbc1TahUvvGNS17X92MmuZR0vp7y2v0S0I9EuX0vS9Ru5p3lMF1qD7pVRtgillx8sSRlh8oJXOeylVwBF7Uqdt3H8XOStva7fpq9XbbRJOrO70vC+2n7qm+19F67Ld3u7wpq97dXt1Y3rOwgit5UE32bzl84SZVxafulU7A0alpHCsC8hJwuvKkpW+zPlv5cqeuiTabd7JLWy0Rzwk24pvSUFLourV0tWovZXbem5X1Gy+za1NMZJZGn0u6JDvlECyQhVjQAKq8kk4LsTlmbAxk9KNaP/Xt+d2q36JJdNO929v8Al5Rd95T06aKn/Xr5WOV0C8udPhmu4LjAS406I2u2IiTzrWzRtzFTKHKtuj2Oijb8yuM10W95JrSVSqvTVu69LXd76LYwd4xck7ONOL9dZaPyeytZ3e/Q7DxVql1p00v2RljdLB5EYxqxVxPGoJJGSoDHKZAPB64Nc8d2v71Ff+BSkn+G3bodD0SflUf3RTRR/tPUUv8A+xmu3w1wqi68uATBTa+f5ajyfI3M4IUtCT5YI5bDVatK725XU+fLyWv6Kbbta9l0uZu8ba/EoPb4eZ1E7ergkr3+LroRahreo6et7LFc/alsIbYIFjtwkjzMySSyHAH7vG7assMYZW3kJworSS0tzVFH0TUHeN+r5ny3utVvu2/dTad+WnOXTWUXNWlZLbl97lUXva2iAalrAmisWlmt1lu4YxNMNPe68t7e5kkUx2zSwLhokaKRo1JBIKuFJZpJyS2t7S9r9IqUb32ad7rqrOyuQm0m9doNN2VnKpGLso9Gtr7O+r0tQm8Q6vpdqL15zeNnUYvKMUKKTaeZ5UmUVG8xvLzL84jOTtSPAqL3UdLOVOMm+ibnCLtf7KUm7P77F2ab1vyztbunGUknb7V0ldWTXS+pZGsayNsBkliWeSzCzTjT2mAndllCR2ryJ5ZUAwvImQ2QTJg1pZc3Jt78lpvZQlKz0spJx6bp7aGcZStzd4p62tfmitLO7i1J77W31VrHh+e7u9cIurmSX7NFdw7SsKrIIrpUV3CxKd+0jcYyikqMKASpmHwudlrGF99LSqx0/wDAb6930tbSSako3dk5W0WqlClOz06c1rq2y87zaj4lurZZQkoV11KS2UFUz5S2zShcEc4IDZ+9jqcGsr+7F9XGs36w9pb7rR/U10Tkuzopf9vyp8y+acv6Rb8N6leyz2sdxc/blvbD7W5CRIIpA0IXy/KRf3UgkcKJC75jOHIyB0uKTqQ/kcLPq+bnuv8AyVONltvfRnMm/clf4uZNW25eXX8bSu92rJaoydMmu0nNil3NGt3qN/mYrbs6eScrDEGhKBpAd3zpIQkbBAvVcIawhF6Wpzl6v2rjr5K7m9teqWhc9JSae86cemidBS003dlFXvprZvV6z3EniDw64uZYomnL27Tsp8p1FwYQ+0EcTKOAGC5fg7at703a1/Zy5Xrr7suVX/m2V3ezW73d7Kor/D7SPNta11d+cftNJK6bSSMdoUS8g0eeG2+zR3gE3kwLDBMXtZJI1eHLjcrheGY7iEPXgONpPmfRVLLdcy5HddvdlL0tcza5Fy6b022tNG5Kz3v70Y/J2OUumcCNUkEKLKY4JCAQkS6yiREA4UhVwEzlcBeo4ohrKDu7tUb97unW79Wu99R6RU1H4U61u1v3d/kpX26aaHbSajqu6a0gnecWl0Y2liFmt3LH9nSXEazKtqzxO+JQEQmMDbh85i9oqTVlae2usZWUmr35fsu2vMtFYvVNwTu/ctsmua94rZX0UldfC31szuNEvRqFhb3Su0omiR97II2bIHLICQpPcA4B6cVclZ2tbrb1V+uv36rZhB3it+q13unZ3tpf00e60OP8aq2sSQ6IkM1zE4a4ulgaJXEagrCMzTQr80xDcOWxGcKeozV7uSduWPuvtUldQf8A26lKX+JRfq5uyUEr8zu13pxs5LX+Z8sf8LkcFqsk+uW8c9zLLbXdjp17HLGFtzsuIHhjdsvFMVaRSCWjk+6R5bgFi1trmdSO0lSa305qjjKK2dlJNa77S7GcVpGm73hKS1tdpQvGT3V2rPTTXQ6xdb1YXckcHnPFZXFtb/MdPSGSN0iLyTM8kdwJXEjGPyEWMlVVY2JIq93dq15zVtdEm0rWu76czTvo/mRdxjaN/dhB/Zs21d8zdrJ/DdWs1fXY6XQ7q5uNKkvbq4LPIJyCyIscKxtIi4EaKxAChn3M5JyVKg7RhUs6aWivBNyf96Cb7Kyvp5bs646VH1Sm0o9LRk0l3u0jh5rQaBZJpiLbPHLDZvJcW0Pkk2/2q3ilEzb5DIJI3dvMJXID5Ucmul2lV5Ze6lUjp0vL2nLFrouaMVbqm168SXLT5k1JypzfNs3blcpX63Um9LWduj0z/E0aWgvbe2Cx2sL3PlIoAjR20mdpAqgBQNxDMB3JPBNc71im97VFfy56Vvxv5HVBJVLR2vRbXm3L84qPro+p1B1DVLcGytrkXTta2s6uwto3TzJNjxQkqsO6RATbiZX+YYd2B43mvekrPSpbS12mm3vpdWTdre6/mYQbUI26020uia5UtVrZ3trf3l2ujsPDd819as0jzSSRSyRP56RRyqyNgq/kHyWIz9+LCMMEDOaz6Rktmr6X7tddVqv1WhrF2bTvdO1na6uk1to9Hf52eqOQnmnutXiXzmhSLVJE2xrEokX7AJAJCY2Z+dwzuDbWODlUKlPdN/y1tNkrTSurf1p5u7qdUnbWm+l9b97lnxRq97A1/wDZrr7ANOsRcR5jiYSuwl5k81Gby1MYUCMxnc3LEYWs5NxhKa3UlFL1Sd/Vt2Wtly7Mr7cY3suVyb9H99lvK2tmrMyl8UXemRNfTMrQGe5gKrGi5nMMcluSVUEl3Vo8k/MzoDk4raUbP2cPifOof4lWlG3/AID7z/wN9zCMrRVWXwr2bn6SpQbd+nvNL/t5dFottreu+eySeY72c9rby5+wR28gdIjM8hklS5EjGRjEIVCHaqhHJNNKN7r4XKcfRJtRatq3opNPdPS2jJvNK2vMowk/hs29Wm29F9lNWs1d32N/Q9SvDqH2bUJZGaaOeSJVW2e0dI5UAa3lhxcIUV1Dpc7iWJ2sduTEdVs7pQbv0vdNq2ji919pKzfU1btK32W5RVrWdldJ/aUlrf7N07W0RmzeJLxNYgjjdzay30lkysLdYTsgdyIx8120yyKC7sY4dvCo33qIK7Sf2o1Gu65b2atpb3bPmbbburaWVRuLbj9mVOL7e/y3Tvrf3rq1kklvrfV1nVLmzvbgicwW1lp32sqI0cPJunXLllLlAEBKI6MSBh1BYGFtPTVSpxj6zUlfpd3Stdpau/lq1rBJ2T9o5ekPZu3WytKV7K+1jjp9T1C/aWwuZ54Tb3emOpb7H9oAnk+ZJBBG8AUkCSNBvfaV3uwJQapJSjs+WpKPXW1Pm12u1qnZJb22UjnUm4yV7XpqV9Fq5WulrZaaczb036G5o2u6rfXkcjrILeW6uLeRHNisKJF5oQw7ZftjTAxqZFdGBVnYIiqDUx2jzbyp83o9Hpbp9l32dm3uim2pPlv7s1H7NmtFdvfmfxK2+1tmrGqaleR301tayCDdd2EPmLHEzhJo3MnLIQzcfIXDBD/CVypmGtk/56t7do0lJfj1+XY1k+W7W6hTav3dVxfbS3T16u52Hgu+lmRjeSea9vc3UHmFVVnWKV0RmVFVAxUANsVVJyQoziri1ywntzRbfa6lKPXXXlvv1OasnFThe9nG3e0ownZ2stOa2hXuPCRudXu9T+0pCk8dkYViiYfv7S6e6VrhC5WUBxFyjRNIGkHyEb20uu6PLNgaH5UKxx3eJIpjdIWgzGt1JNdTXEhQMrmOU3JVIjLmJY4/3jkuXd13X3gRaR4Yt9ImjdLhnghlFysZjw5uRZ/YC5kBx5RgyfK8vcJSH80qNhLpdQOwtLqJYYwWxhFHQ/3R7UXXdAWPtkX979D/AIUXXdAH2yL+9+h/wouu6APtkX979D/hRdd0AfbIv736H/Ci67oDlvEWjw66ABP5Ba3ubOX92X3W135XnqoyuyU+TH5cp3qnzbonyNqul1QEGp6INTk8yS6IDrJFKPJGTbvKsojQgqEdCoUSsJMr95Cead13QBo+jRaGv+v84LFZWkX7spstrORzCH5bzJR5z+ZKPLV8LtiTByXQGuxycjpz/P8Azn9OKkDE1jUv7GMl8EMxt4ZnEakAuQFwoJ4GTgZNZyV1bzX6jKT+J76KKCYiIhLiG2vYvJZZUknmWJQAt1IIgodPLKm8FxI4Q/ZlDuvPZdNrXWozW8J+I5PEIuzLC9qbW5ESxyRTxOEa2t5l8wTRxnzMysGCrtA24LKVkdNcozr8VABigAIoA8i8OeIJ9P0mZI1jIsrWO4TcG+Zp72/jYNhh8oEClcYOS2SRgDaS975v9BEmmeK9d1LT1vY4Y2R4reZphZzxrGJY5HljSC4u4GuVh2xH7VFcLFIsv7uNyjApxSdv1/yQGzq3jF7SGOWzTzlmSSGN5Le4iV710R7Tb5gTdayATeZJG0mD5aq+ScpR/q/QZkz/ABBmSBr+GEG0nDCyBjfzWZTaowmQPx+8lnOF58uMN/C2Xyrbr1AnsfFOq6xqT29mkKWKKsqytAXJjM93DmR/tsBiDm0by3jguAQwdlC4BVklfX+rbaeYjqfDmry6zG8soiURlYwEJLb1H7xzyf3Uhw9uerwlZMkOtJqwzoLkfun/ANxv5Gkt0A+MfKPoKWwD8UAGKADFAFa4GNv++v8AOmv0As4pAGKADFABigDk/FmmLq1uLV3MavnOFjcEArlWSVJI3VuhVkIP1wauKvr2/r/grzR3UNprvb9f+GfRq6Ob0Xw5aaEm2BVLlmcyGONGy4RSFWNESNdsaLtjVVIUEgnmui+ijsrW9bu7vffXpstErJI6ox5fvvslsrLRWWib13d229XejrM2nWMa6fLZG7iZXmNvFbxyIiI2WkZG2x/eOQq5kdslVYg1F7b6KKWr2itYrz2volok9kN2Sslfmb0SWr3flv1e7a6kcHiHR5RHZxhBAREYsoqwBTEtzCQGwqgKFK/KCrBQACAa0alzPm+KMpXbevNHlvZ/9vqzQk48qcfhlFO1rK0udWa0/klzJ7dTe2WFoGOLeIXjEt/q189iACT08xiCBk7iRjtUW+xbTX3emr10822/Nl3UffWj095eS018ktNSK3sLHSXVbW3gt9ysN0UcUYVFO8g7dp2kkthQQDktjrTbb3fRb+T0X46dNX3EoqNrJLXorb6/jb1enQnMlnNunJhfYrRu+UO1TgsjN/CpwCykgHAyOBS6Wez387X0893b18wvqn1Wq8r/AJXt+BTistJWWO4jitBMRiKRUhD4xtGxgN2NqbflPRcdBiqV1e11pd/PV3/r8xaOz0snp8uxak+w3QaR/IlCjy3ZvLYAEglGJzgbgDtPfHGanbXa9tfNaqz7rVr/AIJV76Lp09d/v2fexBJDpmogxSLa3AuMOUYRSebs4Vipzv2YwDg7cYHSi3ltr6N6X8m1pcWj3tZ+78lrb5N3t0buTQJYRK6QC3VECxyKgjACrlVRwOAFBKqrYAzgCm9Vd6p/i2kvm7WXpYatHSNlyrZaWS1+XX8TMt20XT5ILO1S1ia4d5IUhSJVLxrtd12AKHCtsyPmIJXpnDTbdtbxi2vKLaTt6t/ncm0YLoryUdLb2clfbblv62NwWVuuMRxjYWZcIo2s+d5HHBfJ3kctk5zmp8vK3lbt6eXoX+d7/O1kzk7K80mBwlpY+VbS3G1biO2iWB50YqD8h8wEOGRZmiCbh8r4Kk0rtRd7aXim+jV7rteOtna69UjK8Y81lpflk0tLqVrPq7S00uk+umnRpb2P2jciQfaYizZCx+ahk5duBvUycbjxu75pLT4f8Omml729L3du+u5bs3Z77q/pa/3aX7WWxSvNP024kmluIYI5tuw3DJCJPmQ4KyHLgqpON2Mc4BXmoavFx2vdaemr7bP1tv51s07Xas19+i+9X9bWd9p9H0qx0iBVsUiRCi7pUVFMu0YDyMiqHY9Sxz3rWTet9Ottkr/19xnFJbava+7dvMRrDS79H3RWs8dy4Z8pE6yyKOC3BEjqBwTlgB2xUWtZW7tLs38TXrrd9epWjvLR3sn52tZP00tctk2jILQmEo67BCdhUqMgoE6EAKQQBjAIxwab9699er6/N+tw0horJbLp8is2n6ZHENNaG1WFhkWxSIIeckiHG085OdvXnrS3/wC3fw/yBJR91WV+nf8AzFls9OljCyR2zRrHgBljKrEpBAAIwI1YA/3QQD1ob3b8rt/g/wAXb1Y1orLRK9ktLd7W9FcryWOjNaLBJFZmzB3IjJD5APqqkeWDknkDPPvTvqn1S072/rsSlG1klZvW23+XQvwvZRMfJMKsqoG2FAQgH7sHHRRu+QHjn5etDv176+u2vn+P3Akla1ttLfyrXTyWvkQSX9nBJFKmx3vZRbrJGFYsypLIFZwfuqEfHJwTjAyaFvyLqnLyfKtX92nmVok5drLzV5JW+9p/iPjtNPumkaOO3kZ9yzELGxYsAHWQgEncFUMG6hVByAMK2nk/ufX83f536gnr5r710+Xb0MrVYbHSvLuzp6zm2jO2WKK1Bt44xwA8skRRQpO0R5AGeB3blbmk3bS7ffvfq3+fmTyrRKKdtEklp99kl6AfEen6bp9veyK1rDePFHDCYwr752+VfLU4BOS7c8Dcx71Ti1JUvtbW7WWu+yW3a9ktbEe0jyOs9I7+t3a/m29fTXuSXi6foMQhhs1IvpDH5FvDCpmZkZ23hjHG3yIxYu3QY5zipSv7i2Sbtsklbp80vuRo7RvNWTbS8229F59X6XZQnvdMsI0smsSoWJ5ntkghYW0LbkeSREYxgOC4KxGSSRd4VGG4UPW/M9IpXk9lfW21+l3ZNK13pZuV7qSUWnJtqKsm+W13o7aXVne+qtre01/Louj2QdreH7JeFiVigjMcuIZJyzoAFbMcTEEg5OB9FJ8r5Jbx5nbty7/MuCU0pQtaXKtNL8zUV8ryXyNCyg04LHc2nkxRW0bKqxiNEjWTazAhQAh4GRkAc5BPNXJOLfNrb3b37P8ARmUeWSi4afatt8S7LuXBaWV6BMI4Jh5gmDhUceao2iQNg/OoGA4O4AYBGKjWNnta9vK97/fd376mjtLTdaee2q+57djk9a0vTPE12beebcI4CzqEtpEWMsVfbLJFJJC56MY3Q7cHIIBppWvLonHfS97taq11pqtvvJkua0U7P3trO1uW+90nro7fkdT5Wni3yVt/s25ZMkR+XvVhtck/KXDKpVj8wYDByBTbd1J73bXSzd22vW7end9x2iouKS5bJPtZWST72sl8kNubbTWniu7hLU3HSGWRY/N9hHIw3fxcbT/F70leLaW73S3fqD5XaT2VrN/fpfTzFW007SpHuVjtraWb/WSBY43fkE73wrNyQfmJ5PPJovZcq23t0/r5DaV+Z79/L19F+BHJp+l/aBLJDai5mKsHZIvNcpgqwJG9imAVOTtwMdKF7rstLXemlrppvy0bTfZtPqDSertrZdNdVZefS3yKz6xpclrc6kTG8NsssU77VYlYC4kjOeWXO4Kp4YklQd2TDsopvaaTS/m3iv8AgX6PWyuUtZcq3i/u5lF/LS1/NeRDp9no1xbxpHa2sK3MYK27RW4YpuLgFI9ysobLjaWAY54bNayTi7N6xae70a2fqtbPp0ZlHlcU0kk7qzSV0912s9Lr0uJpVzpWo30kttBGt4ibnmMKLIV82WDHm/fPzQOME42hT3wJi/dvHSL5brb4lzL8PxLaSa0V9VfT7Nl/7cl6HQtZwO3mNHGXLKxYou7cgIRs4zuUE7T1GeMUttFpZv8AFWf3rR91uV/XyTuvueq89TS0qCOCbESqgYuxCgDLNksxxjLMSSxPJJyTUS0VlstvLW+nzbfzOet8Dfp89kvwSXokjlb/AMZ39trF1pgjihVE09LbzhISzXd81q04VVRJowrI5jW5VgEC5V2l8qbK1/XY8o3F8QXU1pCI/IW8mvZrIuUdolMM11CZ/IEqPtl+ysViM+U3bfNk8sl5sl91/wCvvGZug+LrzVZoTKkKQT3Isyiq/mCX+zf7QM4kMhXyzgwiDytwyJPPOPLLcbf152/piPQLMfuY/wDcT/0EVL0b9WMs4pAGKADFABikBxfirXrrRh/ogizFZXt+/mqzh47L7PugXbJH5by+eMTEyCPZzDJu+W4q+/kvvATxD4huNNm2WnklIYGuJg6sxcLLHEYkKyIIn+ckuyygEY8vvTS/4AEPh/XrrWVH2oRAS22nX8flqy7I72SbED7pJPMeLyOZlEQk3cQx7eXbl2819y3EbzdT9f8AP+e3SupbCKUkQmvBEyJIjpKrLIflZSFBB+Vsj2I5zUT27ar9QRZj0CzhMRjsrRDbEmEgAGMk5JT9z8pJ5yO/Nc3zf9fMo044mhZ3jiiRpWDyEOQXcIqBmIi+ZtiImTztVR0Apad393/BAm3z/wByP/v43/xuiy7v7v8AggG+f+5H/wB/G/8AjdFl3f3f8EBN8/8Acj/7+N/8bosu7+7/AIIHC+FNHtb3TbW4ktoLh4TL5UsqgSLi4lPHyPtw2SMMfXgnFdTg2207fInY6i40S3uoY7We0tZILfaIo25SMKu1QimLChV+UYAwOBxU+za1Un9w7l6S2aUKrxQssbKyAsSFZeVZR5XBU/dI6dqPZef4BcjSxEYjVYIFEDtJGA2NjsHVnT918rMskgJGCQ7g/eOT2Xn+AXM6Tw3ZStG72NmzW6JFESBmOOMkxoh8n5UQk7VGAuTgcmn7N/zP7guacFp9lJMMMEZKop2sVysYwi8RDhASFHQDgUvZef4BcfcGfynyqY2t0kb0P/TMUvZW1v8AgFx6GcKPkToP+Wjf/G6fsvP8AuPzP/cj/wC/jf8Axql7Lz/ALhmf+5H/AN/G/wDjVHsvP8AuGZ/7kf8A38b/AONUey8/wC5WuDN8uVT76/xn/wCNimqVuv4Bcs5n/uR/9/G/+NUvZef4BcMz/wByP/v43/xqj2Xn+AXDM/8Acj/7+N/8ao9l5/gFwzP/AHI/+/jf/GqPZef4BcydT3/J5gVeuNrFvT1VcfrT5OTqd+H+18v1Mqg7jjPFFzeuyWFtFcC3mVjPcwKHkVcgeVGMja8gJzIchFyVBYgqklJtTXupbfzX6emmttXdJW1aibkklC6b6qz5V3S/mfTotW76J8nNobW+oRXC2MkthDJCUiCoSiLYmFf3bPyUfCFeSDzzjNWnrJz3bqu67y9lb0vyyX39CXFKMVBOyUNP8Mqzfr8Seu9+4yfQru3tkeO3drgrcrFA8UNxbrHJcvLDbSh2DQ7EZVaSMhVXK/MEXDV04pNXSpczel3HdprW8VdebtK1yWrpuzSvNxSSdlJJWcXp7zXNbpqrq7Os8Tadc3rxGGPdttL6NtuMB5YFVFGSPvMCAcfXFYyX8TlvrTsvN+0g/vsmzop6ez5rK1SDfZJQmn8k2kc1c+G57aaF4LXNrFBpxuIIwoExge48xdmQrum+NyG++FAyTgV0c1qk29Y+0bj84TjzL58t+uz6HNy/u4K3vclpeaU6UuV+qVS2urbT0Zfn0OTUJbmWytTYmTTpobdnWOMpO8sp3AIW2MxYOTw3OTzxWNmozj3dPS/2Vz80U9tdE+mtjaNuaErWSdTdbN+yUZW/7ddu9uzMWLw1PcRbTBMADYpJG8NvDEwiuo5HOI2JlaNVb5yNpU8Ek4rdtc6lpyupzdre7JXt03Sa9LbHPCLUbO6kqco+rduv2tm0/N3tc0JvCsqGR7OAQTNqbypIoVSsTW7JuBByE3HlR3OdvesNWox1+Gsn/wBvc7jf1bjbtp2OjlinJ2W9JrT+V0+b7lzX76mND4YvJbTyHin8xLeKCVDDBFFL/pEDPudX3zlRG7LIRjaz5IL4O91zKS+HnpyttZRd9ulldPo13sYKLUXF35lCqrpLVyg1q93zSs11vq7anQRaHJYa99sS1P2UTyFDGqEL5lnbLvVcjaDLHIpIH3ucc5rKD5VK972qW7/HCVvn71vn3NZxV48q6076dlWi38r07vtbselI29QwBXIBwRgjPOCPUZwRSa6LpsWu+qv3/I82is72CZfsVvc2N39pzNsk3adJG0qtLII3kdEMkYLfukjm81iGJyxNw0UU9I8uqe8XZ6R62Uvhs+W1rrSyxkn73KrScm01s7y0lJbXa1ldc19m9BdN0i5iurVGt3jntbu4mubwhFWaKRJgqhwS0hkMkWUYfL5fOCq5UNEneyVLla7yuv8A25OfN592xyWrVtXU5lLtHV77/C+Tl8+yRPqOhzXmoO7w+ZA+oWc3zYKmOK1ZGYgnkLJgEEdexFKn7tr9JVn8pU4qP3yVvU0mrppfyUl81XcpL/wF3fkTDRbpdFu7GFPLZrm5aOLIAeA3bSCNedqrLDlFBIAD4OBmp+zS5teXk5l1ajN6efu206pJA1b2qjpzJ8r296VJJvTb373fR3Zkvp9yt4up2tnLDaRXNs/2ZVRJTst7qGWVYVbaMedEp5DMsZOCAudI+67yd9alvJSgkv8AwKSb8rpvdmfR8seX3YJ7K7jVUmrLTSK0fVuy2LnhLRriC+lvby3MJaFhGX2kqXvb2UqCpOD5ckZJB6NjPUVMPcp8r0dqafyi0/knZeZclzSUrbOf4+yUfv5X5rUpX2hXj6pO8gnZZ7u3nhlhigfYkYj+UzSMrxBWRw6DO5XO0MWIpw91LupTbvs07/enF8tt1b5mdRNt2vrGKVlqmu3Zp+8n5lc6Pf263LLasyXTxSRJgSG2gFyWkhCF1Dk5+0iMkoSzRnKxotKPwxjLdNNuy25Xyxtt+7do3135kriad5tLRp2XRO65n/3E+O3Rq11e4uheHrhpYUvrdzDFfXk375IguyaACN/Lj+RQzFhsC/I2QeRkj28/ZVI731dS6V/8PXyZaTTlvZ1ISWy09m09F2l0fk9TG1Xw6+m6TaE2uBHbPFcou1S7PeWTJG5zyW2ybSSQvPIqov34X1TWHTXeUXG/q1eV+933CUEo1OVWs8Q09rQcK2z3S+C3bS1rG1f6De37vNp0LWMcsy+WhCxmNlsbuE3BRSQmZJIkyPmOwNjGDWb2s9f4v3SjFW125mpPyvd7sqOjvaytSXq41VJu2z5Y233tboXvDdm+jP8Aa7mO4hEFtHBIvkQRxs28Af6py0zIckSYxtZjklsVu2m5ctrTlG3TVtpafZ3SfTbexzwTgouV7wjLmt5JN67y2bXzbtc6nxPZzajbR2USF47i4hW4xji3Dh5QckcOF8th3Dniso/FGTtaLcvnFNx/8nszolflko3u1bTe0mlJ/wDgLf5rU57xh4e1HUGFxZvC6xm3WKF4WZo9s6PLIrCeNeQq7vkzsTarDJNEdJKT6zi79kuj8ua7e19O1zOpFuDUdlF2j591520Wmib7m5rlvDeCI3dk17HBI24D+FjGQJFhJ2zISxX5j8h+YAkZpaKV0ujSe7SutH2ulv6LqaNXjyyV7NN9Oj1XV6u1vNvocnNpF9bRBkW7W4uIZ4D5Kwuv2czyNbQSNI2Ynhjk2iUAqoLAlyootzRdNveEFK70c+Xlcr6vupdZ6Nakr3WppNWlPkStdRbTUbaaNq8VtHZtIveIPD9z/Y9lp9shmktVZG2kdtPuoQeSODI6qPdhnvgqvnnKUdnGpa/mlb5v8zSivZxjF6WlT87JVIyevkk/WxmjQmuIjss57OCKyhhkjjEQkkmjmjkRlQsY5hDtYsz581XZAGyRWs5LmnOL0dSLjptbmvJrorOKstdLq3KmYQi1GEGrNU2pO9r3SVk+9035dd2b9lYX02jXtqEW2nnFwtuwjW3Zt6bUklSMlY3LcEg9AHwDxWcvhitH1aTdmue9r9HKO/S7ZrT0k+mqtKyTvypXaW/K9u9rHMT6LPdTtLaae9rCltapLGVjU3Hk3AeWFVDYb93kBmwsnTNaX1cm7x9pGVtVpyyV7dLNxbX90w5XyqPLZqnNN36tw08+ZKSv5jrnQ72Sb7bDC8FkbxpRa+VFIwBtY4RL9mZvL5lVjtB3KG8zGc1C91JSd3aa20ipSi1H8Jarbm5di5K93FWV6d1/M0pJu22l4evJfsJNoVxbW0LW8FxLP5MipHcQW0kG152kSCRA5+zKu7aGjb5YiFO4xhVadpJJrT2V7v8Al68y15oq/e7s1d3bTi+V771LKyt7yWnLfaTV121WiZ22q6R/aOo2Uk0KywwRXQfcAyK7rCqcH1AcA46A9Kya1qWvZ02l5tzi7fNXNteWHdVItpbJKnUX3JtI4K20C+isTa3Fs8t3cW1mlvMdhFqYkRWR5C26MxSK82VyG3YUluK2vdpt2ftIycn1XLC/zXLONv7395sylFJtKN48k4xS6PnqWXkmpQd128kdHFo0o0PVNP8As+JpX1Hy12oBL5zSvCyc4IIZQN2Cp44xWUtYQS3Vlbtaev4arujeGk23teGvR+5FP11TvcxNS0i/+3I0NtIqQXdlIhiji2mGOOJZGaVm3god6+REEBA3/Nl87prn5r/bnf0kpRT01lo43b2V1b3Ucbi1DlS2hT6K7ad5J9rXbVtXprrZdB4U0m6sL2eWeNo0eHapOOT9tvpMDBJ+5LG3Tow75FYw0hyvf93+ELP8dDql8V/Ofpr7O35P7j0AUFFyx3CYbACeeCSB09QD/Ki3Noc9bSD+X5jP+EXsmuri8e0tnmvYo4p9xBDrG8jqWBh5LM53E/e2J/cFP2bta+3keTcuNoVq8Rt2s7UxFEjKHG0pEzNGhHk42ozuyDopdiOWOV7N78z+4dySHR4LaYXUNrbRzKgjEi4VwgAAQMIQdoAAA6YAHSj2Xn+AXLdoZvJTCpjYvV2B6Dt5ZodK7vf8AuWMz/3I/wDv43/xql7Lz/ALhmf+5H/38b/41R7Lz/ALhmf+5H/38b/41R7Lz/ALhmf+5H/38b/41R7Lz/ALlC90yPUggu7a3nETb08w79req7ojg/SmqbW0vwC5FLotvMyvJaWrtHI0qFsErI53M4Jh4Zm+YnqTyeaPZW6/gFxkemRaarG1t7e3M0sbyGI7d7eYvLYiGSSTyemSR6U/Z93+HfQVxDwT6/X+v/1uetabaAYOui7ZZhpxK3Rgn8ogZIfC4IGRkjqACCT0IOKiW2u11+oHPi1vJI7NY4Z47iG5i8iXyp0ja3E6tMzo8zm0faXMouAWuolWKJizAxY9/QZ0/g+y1OxN8mrOJna7V45Bv2uptLXeUDk7Y/NDhUXCowdVGAKiTWnLpp+oztc1ABmgAJoA8T0Zbwac8UCXDC9tIordo1cos0d9qDTb3X5YPklhy8hQMOhOw49MgdaeG72y0mB70yiaSG1zaxw3VypmSGTzHulWQOs0jSKsjh0jR4kOG6UAdNrWnazd28OwRwvKGs5I4nk/dWt2iCWTdyDcQPFH5UoyiIZTtYsKAMWXSfEV1bi4BWO+1FnjuF3SiC32iAK6KMtEjRWkgDZcmaePgLI+wAr2um3baqt9qsVyy3MMUyxJBcyiOR57wiJZI5FS0kjhNp5/mb1Mm7a4Rd1AHd+FILm3SQXqyiU+VtaRsr5O39zGMBR5sS/LcNtJklzIG2sscQB1Nz/qn/3G/kaAJE+6PoKAH5oAM0AGaAK1wfuf9dF/nRsBZzQAZoAM0AGaAMPWOqf8C/pWc+h6GG+18v1MWsjvKeoXqabbS3cgZkgRpGCAFiqgk4BIBOB0JFJu33pfe7fd3D01306vyXm+nmc1J40sVeWFPNMkLxJwqncZ43kVky4DIqxuXyVI2EAHjLaai3bZ1Ivy9nG8m121SXeTt5makm0tdqbXS/tJcqt5rdrotddDDn8bXKPiK2keMGw2vtjzKLvqqoLglHI4TdhFIYu+3BNpe9yv+eULeSp817vTeze2jXW9i7Sul9hSvbrz8trb7bJJ6/jrnxpbKskzpOgt4pnlhMSGVWhlWJ1ykrKWDEYCblYHcH7GN0mtb8lrafHKUV9zi09rW63KTvdWaa5rr/DGMvxUk1662sbWma3HqImBjmt5LUgSRyhN4DIJFYeU8qsGQ5ADFgeCA3FNqyv0u1p0cbXX4rbvpcSd3ypNaJq/VO9n96a1s9NUZDeNbSET+dDcxPaxxTGNljMjxTP5cbqiSuRub+CTy5QP4M8UJX235owa0upS2T6fNNpC51qtvdlNX6qG7XVejS/O0sXjC0LvDPHPayQCUyLKsfymKOOYrujkkQlopFkTaxyAwJDKRS2TktbX0W+klFpLq03Hy96Ouuj5rSUXpeyTei1Tkn3SajPppyyulbXSvNbjs4oH8qaWW7wIoECeaxK72B3yJEuxcly0gUYwCSQDT92Thu1fba0dG/RuyXV3WglL3VOzV7WXX3tbeqV29baPUwrDxPNq+qJa2kbJaLbvJMzom4SrM8LRH9+GjKPGynEUgZuhCYckVdSl0Shy26qak7/hto1Z3s7JptpxSVm3NSTtpycmm/8AevdXTTi431tQj8ZXZulh+xzMpuL2EInktI4ttm1lJuFRerF/MZc/KqZJGZjrHnf/AD7lN+VqnL+Wmmrl5WLk3FuKW04RW2qlSc++/Mr3dkovXW9tceNbKSMTwpPLbiOKWaZUQJbrMAyGUNIr52nc4iSUxr8z7QQTfLZ8t18Sin0cmk0l680dWkveSvvaHOyvyu9nJrrFJtO+vRxlort8raW19e+1qOyuYLQRyzSXQkZfKCbVSIx73cu6YAEinC7mYAhVLYUyldtbcq5nfte3m99LW69rtW3ZKS1u0lbu035LaL3ZzWo+OEt4bgQW8/2qCFLhIpPJUyRPIIxIB5+UGedsvlSY6J1wJXtp9uEZLqud+Wl7ebs7XsJySutfhnJba8vlva/e11exqjxVAsgjaKdY1ljgknxH5UU8m3bC5EpctudELojxB2C+bnOHbXTb3uV/zct27fc7Xs200r6E89lqnok5be7zbX181e10k7vS5b0nXk1g7oIZ0hIYxzuIvKk2PsbGyV3Rgf4Jo4nIz8uVYBWdrvTRO3VqSurPZ+dnpfUq6u4rWzab6Jx0a7rXZ2s7aNpo2pmaONmRd7KpKr03EDIGTwMnjNRJuKbirtJtLu+iNVa6Tdlfc4XRPEVxdSp9puLUfumkuLZopLe4t8Ak7RIzGZUYFHbYgx84PRTrJRipPeKV+ZfLePRNd3e+ne3NGUpct1yylvF6Naa2fVp28mne9rX3dM8RQ6lKsAimgaaIzwGVUAnhUqrSJskcgDehKSiOQB1JTGcKz16Ncrkusb7X6b3TtezVnur2pp2stHfll0dt7dVo7q6V1qtnbDu/E94862WmwmaSVr5FdxGqJLbbQgYGcMyF2G5gMlcYVSTiYe9bouTm/wDKqg9vK/e7ae17XL3Xovtxj6c1Jz62v0fklJauze3Z6+t1cm0SGZ/JfyZZ1EfkpMIw7KR5vnqMEYcxbCSAH5BqrX1Wi97lv1s7ff62vbbYi7jaMtZWjzW2Tav1d7el1rq9HZbzWYluWsBbzXZj8ppjGkbJCJG/dlw8iM3Kl8RJIyqu4gfLlRV9drO13tzJX9bq61skr772cny6JNtptpdttbtXvrZLV2as9L0pPGVpDmR4p1g/fCKcqnlztAjvIkeJDIG2xybTIkaPsOxmGCZb93m/u86XXlulddOqdr3s72te1J3koLbmUL9OZ9O+6ava11a92r1JPG9thhLZ3iiOKO5fdHDhbeQnZOf35+UMh/d/8fClSTFgZrTls+VtLlmoPyk7W+9vdXtZ3sZqaaTSbUoOS0Wsbe9bXdaXTte65b3J28XwxYRIri6kke8CrDHGpC2coSQkyTquBuXadwMmDhVYhKjpzPRKHO32XM43tve62V/0NL9urjFLu5Q5/wAurtZ6eYy48c2cEZuI4bme3RYTJNEiFIzOEaNWV5Uk3FZEZtiMqBgXK1fK01DvLkT6N36Wvprvor6b3Szc0o81npFzfdR1/H3XorvS+2pv3mrw2U3kSBi3kS3HAGNkJXcM7h8x3jAxg85I75OXLzP+VJv5tr9DZL4UursvUw4PGtpcPhYblYRJDE07JGIkkuFjeJT+98w7vNRSyRsqscMw61qou/L1vKK83C9/ydr27b6GLmkubWyUZPyUtm7/AI2u1vtqXNZ8U2eheb9qEuIIkmOxVO5Hk8v5csCSrcsDjAIIyeKmK5rRW7nGHzlez8lo79rMcpcl7p6RlLRbqNrpLvqrLz3MnVvGaWiXBtI5JpLWKdgm2MLI0LQhmDmZMKhlAIKgttfHIAda72/ltfopTcL+d7O3yv1tSavZefbX3FNW+9BY+MT9olgvYJYo1uEgSULH5aM8EcojkImZi+WYFo0eIfKC+eappK+qWtT5qDlt/wBuq+tr6kKTVtHqoN+Tm7a/O217X1Lf/Ca2iJ5kkVxEjRmaFmWPE8SuiF4tsjEAGRDtlETlG3BSM4Er2WzvFWe653ZN/Pe2qe/m+db62tJp9HyJtpa3vZNq6V1qutnXPicpq0WlQQSSZkZJpP3YVMQLMpXdKrEbXBbCEjBABOMqPvN9ElL74uHbp71vVromxyfLy21b5X/27L2i621vBv082i5qviW30eVY545vLaSGNpgIxGjzvsjU75EdyzHnyUlKDl9ooj70lFbt8q83a9lv97SWtr6OxKXInJ3sld+Sva+rV/RXdumqvavdbttOmMFxuTFvLc7yBs8uEqJBnOd6h1bGOhyDwai/uya+zbRat3ulZddVb1a7l9Yx/muk+iaS3+V2vKMuxmQ+LbeSa3geG4h+2nZE8qxqpk8ozGMr5plLKgO51jaLd8okzWkk4uUVbmipNdU1DdryWtr2va60s3iqiaUknZ8vTbm1jfve62va+tmnappHjCO5sBdXSsJY1tfO8tQF3XTBU2AvnALDduOQM43Glb4LfacI/wDb0oQk/l75o/dc0/se1l/27CVRffaD8m+xp2fie3vJ0iWOZIp2kjt7hwghneIMXVMSGQEBHK+ZHGrhGMZYYJFr/wCA86XXldtfxTte9ne29k5WdrO3NyX6c3be+6ava101e9r9LSLCgC9pv+vX6H+Rq47nNX+B/L8zzPUYb6bxFqSot1cReRpjSFfPjC2y6hM00SQghJw1uJ1RoVLsBIFzJJJu2PJOl8q5bToraeC6MEV000ihXLNYyXF59mhCKTOzwxLamSHbvjVow3IcKAUvDVhqcF7AbtLgTrKrSSOXMf2D+zBGIi5JjLDUMOYc+cCDKV2AtQB6nZ/6iP8A3E/9BFAFnNABmgAzQAZoA888c2t3chfsyTSD7JepCId52ag/2f7DK2z7gTbcfvn/AHUef3jDcuQCDxNHd31wrQQ3IKpJFblQwCXSzx7ZW2MVSNogxSWXCFTg4JxQAnhK1u7YP9pSaM+RpqT+dv8An1BJZvt0qb/vh90H76PMUmBsY7TgA6lvvH6n+f8An+nFQBRldIbsSSv5UcaSszFtoVQFySTwBjk1nPbTv/mNEp1qxQwq0lwn2kqE3Q3CgF38qPzS0QEHmyfJD53l+c3EW6ubystCi9Y3drqPmi0naX7PKYZCrEhZAiOVzjBIWRclSQCdudwIBtul9wGh9m/23/76pX8kAfZv9t/++qL+SAPs3+2//fVF/JAcF4U1S1g0lTNKYjbxtNKqhgEjlublI2wFIO5oZBhckFSSACM7ylJSsthGjD4t0q4jEsU1y+8IyIttdmWRJFdo5I4PI86SJ1jcrMkbRkI3z/KcLmmv6QGtealaaeu65mkiAt5rs5EmRBb+X5zldmQU82PKEBzuwqkhsSpye35ICCXW7CCWeB7h1ksxmZcSHYNsL5yEwflniPyk/fx1DYfNL+kgIH8Sael09iJbmSeEqJRFb3UqxbiwUySRwPHGCUb5nZVwrHOATRzS30/BAadjeW2o5+zTPJtWNjgsABKu9OSoGSvJH3gCNwGRkc5L/hgLlxBiJ/nfhW/i9jSVSV7foFh8dv8AKPnfoP4qHUkFh/2f/bf/AL6pe0l/SHYPs/8Atv8A99Ue0l/SCwfZ/wDbf/vqj2kv6QWK1xBjb87/AH1/iqlUkKxZ+z/7b/8AfVT7SX9Idg+z/wC2/wD31R7SX9ILB9n/ANt/++qPaS/pBYPs/wDtv/31R7SX9ILGTqcfl7OWbOepz6Vak5bndh9Ob5fqZdUdwySNZVKMMqwII9QRgipklJOL2aa+8admmump5/YfD+OxaFzcvK0EE8LFkH7wy5EcjfMfmgRnRf729j8ucVcveUk/txUX5O8nKSX95y26JJXdkYxgouLW0Zykl0s+VKPpFRSTLkfg4xSRsJx5ca2eVMXJazztYN5mFDqSCu1iDghuoNc3vOX95yXzg4NefRp6dVrfR8tklf7Kj90uZPf1T3/zSbwWsrXDeeR9qE4x5Y+Xzpkm/v8AO3Zt7ZznjpUR91JdnF/+A1Jz/Hmt8r+Ro9W33TX304U//bb/ADt0N2PRhHJdyeYw+3BAdo2mPZF5WVOTk/xA4GDxz1pNXi4d5Slf/Eor8OX8QWklLtGMfulKV/nzfgcja/D77MHHnxKskEUJWG1WJT5M6zLIQJmLSuQwlZid5IYBNpDac1nzf34Tt0XI5e6l0i77bp63eyxULKyf2KkNtX7RJXb6yVt9mtLLct634WN9Mdu9vtN7Dcs67FWFIoEgkRiW3MJog6DYvV+cAbqmHuNLpGU5O/XmStG3lKMZdNr7qzuouZNLdxjDS2lpyk5a+UpR0V9bdXbo9V0lr5oZ7aRYLm0ctE7R+amGUo6vGHjLKyn+GRCGAOSMqVs7rs0/NPX700n8tdxtXXKtLNNequtV1um1030KWi+GV0ec3IlMrvGyyZUDdJJPJcPIMHCgvIQqYO1QPmY8007JxjorQS8uRS37tuTbemuy7FtVKT9682+3vciVlrZRUEkrvTd31bLPw01pe/bDNuRZbmVI/LwR9qCb1Z/MIYKyZUhF4ODnGTKVo8n9yUL+Up+0XzTuvPyG7tt9OaErecabp/infbT56YMHw5gtSmxraQ+XDHK9xZRTyHyQFDQM74hZkGGDrOmQGVQd27RStp0Vnpo7qKT17PlT2uru0ldNZyhzNy0u+a91de9KUl81zNdmkrrQ7G60gXN1Ddbyn2eGeEKB1E/lfMGz8pTyuAAc7u2Oc7fF/ejy6dNb3NdlFfyyUvLSMo2t/wBvfgcVb/Ds26Oi3MSB7U237q0WPJ3o6zyYmJkmJT96xIEgxtEZBLXfto7wa/lXI20kukXd6XvfW/QxULPfpNbatTWt31asrO3fTW5pJ4IiS8N5/ohMkqXErPYxvP5qgBvJnd2MUbMoYKySyJ82yUEqVafLotEnK1nbdt66a2bdmuXpfTccLu7tdpJ+72srq7drpLe66luy8MSWd9JqIlgEzo8YMdr5Xmb3Vt93smAuJFC7UZRDt3OcHdgTF8itbflv20bbaXSUru719LaFSjeXMrJrmtprqkkm7q8Y2WmjdlrfU6qeEXEbRMWUOpUlSVYBhjKsMFTzwRyDzUtXTWq9NGap2afb7jk/+EXnujCmpXQu4bTf5eIPLmYtE8OZ5fNcORHI2fLjhDPhmH8NU7S5m1Zyi46aJc1rtLo9NNbLXTa2Ki4qMeZuMXF66tuO13ppffS76ve9nSvDsljPFNcT/aBZwNbWyiLytsbmMkyne/mykRRruURJgEiMFuK5vik/ilZN+mui6Xbu9XskrJaiha0b+7FtxXrorvryx0Wi3bd3ayQeGmtrqO7jmGY7i7mZWjyGS7KsyAhwVZCq7X+YHnKc8RH3El0UJQ7bz9on5WejWt12NJLmu9vfhL/wGn7O3Tda36Poxs3hkz6nHqbyRDyHLoVtwlwQY2TynuVkG+Abi3lmHOQuXOOXH3bvq012TvbWS6tJJJ6Wsna6IlHmtto09tVbs9LJ9Vru1s9LM2i3CXkl5ZXAgFyI1nRofNJ8rIBhbzEEbFSVYukynCkKCDuSsvdeqvzW2d7JNX7Oyut97NX0ck3rF2duW9r6XbTS095Xdm7ra6drPHl8FmeL7G1ziziNw1vGIsPG9xHLGTJJ5hEqRiaTy0EcR5Xe7lclW923Xk5E+0dOn83KlG97Wvpd3VK8Zcyfu86qNdW0+a1/5eb3rWvdLWyaehdeF1uVnXzSv2ixisvuZ2iMynzPvDJPm/d4xt+8c8XJ8znLbmqRn6crvb599PQmEeRQj/JFx7Xuoq//AJL+I208LC0lWUTFtn2/jZjP26VJT/EceXs2j+/nPy4xUNXi494cnp7zlf8AG1ikrW8pQl/4DT5LfPf8PM4298L6lbRvpWn+Z9nuPsvmymOEoxhSKN3Dm5WWHKRKrp9nnLYBR03EjWMruLlpGE+ZLXyk0rXunK7Sstb3djCaaT5d5wcXbz5knq1qlKzet1ayTR3Gt6BLqcizW84tnEE1u+6LzQY5tm4qPMj2yKUG1jvXqGQ9sWk1JPaSSdulm2rfe76eljo1XK1vGV122s9Py1+857S/Cd3G81tcTAWIubeVU8sb5fs0VvtYSLLiNGkiy8bRsx2nDqprZS2m17ylUkvLmcrb7pXuttd7mLhpyJ6ckYt90t+1r7PfTax0WteGotauIJ5HKrAJVkj2grMki8K3IxscK44OcEY5yMrfFbS8WlbRp2aUvkpT07tO6cddWr8v92Sl8k03H0k1G/p5sx4vAqx2a2huWZ1tJ7ZpWjG53ndHaZhu6hl+7nnP3hjNVJ8zbVlfksuicJOV/wDt5vXYinD2aUU27Nu/V3XKvuVteti9/wAIp5iMs824yXUV0+2PapMcSRlApkYqrbc5LMVzj5sZKdnpbS9T/wAqKS/Dm+duhSTit9bQW1vglGV7X62/4cov4Ia4hFtPdFo7e3ktrXZEEaJXaNg0pMjiZ18pFBVYVKhsrubcKu7832/cu+nuNS2/vNJy16aWI5PsX9z3rLZ++nHfb3Yyko6dbu5ZtfCtzDfDU5rpJJzN5rgW+xCpt1t2jRfOZlOFDK7O+DkFWHRRtG6Wz57/APb3I/wcF6p20epTTdndXXJ00932nn1VR9dGr7PlINc8FHV7qS6WaOIyGBgzW6yyxtA6uqxSmRdkLsoMsYXc5yRIuaIPkaa6TU9NL2tpLulb3drN312FOPPdbXg4bXtfm1j2bvZ6O6XQ2PEfhxPEUUMUkhi8iZZCVGd6YKywsCfuSoxVuTjAODiiL5Zqoul1butGk/ScYSXnFdxyjzxcNm7a9uja9YuUfSTMZ/BJN+t+k0alLv7UP9GBmbKNGYZJ/MDNEqs3lKqp5ZwTvA2lR91JdlNdr86krvvJcys+ytbW6mUOa9tLuD225OWyX918uq7u9+hAngSSCIW0N3thZbQTBoAzObSQOhRvNAjEgAVwVkPAKsvILTty32hKEkvOMYR+58ifk+6Kkm+dp251UT8lOU5aeac2n3Wyi9S3pXgmHR7gTW/2UJGZWiP2KL7SGkycSXIfLopZsBI4pGXarythi4m0rLdR5V0VtFdpbuyto0nd6aqy5Fzc2lnLm2V9dWk+iu7rRtLS52yBgoDkFsDJAwCe5AJYgegJJA4yetD300XT/h9C1dLXfrbRX9Lu33sfSGW7Jd0oGSvXkHB6Um+VXRz1vgfy/Mr3HibS7S7msZLlhcWscMkiKS7ETyNFGiJGHkeQyKF8tULEyRhQS4FTzT0t19Dyi6+r2aWq33nTGGRtihUmaVpAWVohAsZn81GR1ki8vzI2Rw6qUbBzy2/yAis9e0++mW2t7iR3kA2kLKIyxjEwjEpQRed5J80wb/OEWZDGEBIOeS1A17SDMMfzOPkXjd/sih1JJ2/QLFj7P/tv/wB9VPtJf0h2D7P/ALb/APfVHtJf0gsH2f8A23/76o9pL+kFg+z/AO2//fVHtJf0gsY+p6paaMFN5NLHvDN8qySbUj2+ZK4jR/Lhj3L5s0m2KPeu913Llqcnt+ggv9Us9LkSK6mlRpRkYWRwq5Cl5GRGWGMMQDJKUQEgbs01OT2/JAQWuq2mrqws5pJPLaFjuWRAUkk/dyx+YiCWGTY/lTxl4pNjFHbacPnktH5/gBYPBI/z/n+XStxGFrVhFqxksZmWNLmKaMlsEDcF6gkBh6rkZGeRUS0V13/zAop4YHlQ273VqIIrhLgxxw7BEUkV/Lsz9oJto5FUxzKfN3LJJtKFzWOu/K/6+Qzb8PaLY+GvtKWs2YrqZJVSSeSXylS3gtwgaaaVj/qSwOVwrLHjbGtS7u2n4f8AAGdN9rh/56J/32v+NTyvswD7XD/z0T/vtf8AGjlfZgJ9rh/56J/32v8AjRyvswPKND0B7rT1/wBIjtkuoRBcxSxky7Ibu7lQxN5sYjZhcNkvHKCAhA652knd6Pf+ugjVi8H2lnpsWnwS2ssqRQRyz3iyXRYQRlEMKvdA24Rmd4o0cxQl3CJliTOt72fy0/QDQvvDFlexQxNcyM0M8czvLcSTGTahSRMSSsI0lUkskYWPdhthwBS95dH93/AGZg8Dae1nb2ElzuSB5DK28B5o3IdULbiVKvFbned+UjdNo8zKP3r3s/u/4AhLLwkum3cV7Bc2UkyQJHJJPb+ZKJPOupppYHFynk+a106hCJAqoi7mAxRrtZ/K6+/QDqNDso9FR4jcpKjsJMEIhEr5adshvuyyEuqYxHkop2BFVNN7J/j/AJDNm4uoTG4EiZKt/EvofepUXdaP7mA9LuHaP3idB/Ev+NDi+z+5gP8AtcP/AD0T/vtf8aXLLs/uYB9rh/56J/32v+NHLLs/uYB9rh/56J/32v8AjRyy7P7mBWnuoflxInDqfvD/ABqlFq+j+5iLP2uH/non/fa/41PLLs/uYw+1w/8APRP++1/xo5Zdn9zAPtcP/PRP++1/xo5Zdn9zAPtcP/PRP++1/wAaOWXZ/cwMrUpUl2bGVsZzgg46elaRTW6sd2H+18v1MutDuCgAoAKACgAoAKAExijYA6UALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAmKADGKACgBaACgAoAKACgAoAKACgAoAKACgAoAt2TrHKGchQM8kgDp6mpltoc9b4H8vzOOuPCk0+r3l9HdwW8E6WLxIgYo1xa3kl0DNGbgg4YIXaIQeZ5zn5X3s61SSs+vT/gHlG0uiPHAkaXtv5kNw14haLMYuZZrua4LKJ1cwt9pCxR+YHj8sFpZCxqbP+V9vyt08gK2jeF49Imib7ZFJBBMLoJtCyG4Fj9gPz+aV8kxZcR+XvEhGZSo2kd30a/4e/YDtrS6hWGMGRAQig/MB2HvScXd6Pd9GMsfa4f+eif99r/jU8suz+5gH2uH/non/fa/40csuz+5gH2uH/non/fa/wCNHLLs/uYB9rh/56J/32v+NHLLs/uYHJ+JNHTXR+6uooC9tdWUm5RJmC88nzSgEseyZfITy3begy26N+MWrr7L79f8gINW0VtVlLteQqJEkhkHlgn7O0qyqqETKFlXYFMjB1bk+WDQk1pyv/g/cINE0dNDX57mKcJBY2cW1QhW3spJDEZMySb5SJ28x18tDtG2NRnL1vs1u9n29AN0nJJH8/X/AD+PWulaaCMfVdSTRmkvpFaRbeGZyiDLNgLhQPUnjgE+gJ4qJq6t5r9QRXbxTcxQ29yY42jaeO2uQEuEkjlllWPbsdB5WxXRh5uTOzrGiqzJv5+VbFGj4W8Tr4mW6dYzCLW4ESqwYOUaCCZWcMq7XPmkMgyEK43N94qS5bAddUAFAAaAPKPDPiF9O0iRFjV/sNqlwuSRuM95fxlTxwFFuCCOSWPpXpkD9O8calqNkt5HboVaO3laZI7h44hMkjvE0YUSSNDsTfLH+72yq3ABoA2tV8aR2ESSW4S4EkcsSNiRVe+2JJawLlf9XOonJm5RAi7mBcZAMq4+I6RQyX0aK1i6k2cp3hpiptEO5Nu6P97cOnzAcIG6HNAFiz8YX2q6m9lZQx/Z0AZJWSdt6ie6gbcyDbAQ9pIqmX755UEDkA6jw/rEmtRvMyLGkbCLhwx81BibhSQIw/ETZzKmJVHlvG7gG7c/6p/9xv5GgCRPuj6CgB1ABQAUAVrj+D/rov8AOgCzQAUAFABQBm6hZvdbdhA25zkkdcegPpUSV9jqpVFTvzX1tt8/Mzv7Im9V/M/4VHK/I6frEOz/AK+Yf2RN6r+Z/wAKOV+QfWIdn/XzD+yJvVfzP+FHK/IPrEOz/r5h/ZE3qv5n/CjlfkH1iHZ/18w/sib1X8z/AIUcr8g+sQ7P+vmc/rF7HoU9tb3m5VvZGjSYDMKOqlsSvxs3KGIOCMKxJABNHK/IPrEOz/r5k0k8cXmsTlIGEZdQSrzElTBEAN0kqsArKqkBjs3b1dVOV+Q/rEOz/r5li2ja4uJLTaY5YYoZnViOBOZQq5UsCymFw+Mr02swOQcr8hfWIdn/AF8yld3X2SWSFYppzbtEsrQRtKEaVXcAqmZCUVUaQKh2ieE8hmKHK/IPrEOz/r5mlZW/2+NJrdkeOWNJUbkAq+dpwVz25BAo5X5B9Yh2f9fMu/2RN6r+Z/wo5X5B9Yh2f9fMP7Im9V/M/wCFHK/IPrEOz/r5h/ZE3qv5n/CjlfkH1iHZ/wBfMP7Im9V/M/4Ucr8g+sQ7P+vmH9kTeq/mf8KOV+QfWIdn/XzD+yJvVfzP+FHK/IPrEOz/AK+Yf2RN6r+Z/wAKOV+QfWIdn/XzMXXpl8O232y6DPGGC4iVnYZBYseAFVVVmLMR0Crl2VWOV+Q/rEOz/r5jIblJ2tUTd/xMI/NhYqyptMZkAZmAHmbQT5a7nAyxGwFgcr8g+sQ7P+vmU5tXhgSSRg+Io9QkOAPu6bKsU+PmHLMwMXTcuSxQ8Ucr8hfWIdn/AF8zo106RiFBX5l3dT049uvNHK/IPrEOz/r5k39kTeq/mf8ACjlfkH1iHZ/18w/sib1X8z/hRyvyD6xDs/6+Yf2RN6r+Z/wo5X5B9Yh2f9fMP7Im9V/M/wCFHK/IPrEOz/r5h/ZE3qv5n/CjlfkH1iHZ/wBfMP7Im9V/M/4Ucr8g+sQ7P+vmc74kv4/Ctsby8DtGA5PkozkBInlJbgKoIQgFiAWKjPPByvyD6xDs/wCvmRabq0Gq38ulwb1mgQyEyRuiMgcIWQsASN5wNyruALLlCGJyvyH9Yh2f9fMjj1mGS5tbNQ4kv2uEiJA2g2xlEm87sgEwttwGzkZ25ODlfkH1iHZ/18zZ0uM6tbRXUGFS4ginUPwwSVdyggbgGA+8ASAehNHK/IPrEOz/AK+Zpf2RN6r+Z/wo5X5C+sQ7P+vmH9kTeq/mf8KOV+QfWIdn/XzD+yJvVfzP+FHK/IPrEOz/AK+Yf2RN6r+Z/wAKOV+QfWIdn/XzD+yJvVfzP+FHK/IPrEOz/r5h/ZE3qv5n/CjlfkH1iHZ/18w/sib1X8z/AIUcr8g+sQ7P+vmH9kTeq/mf8KOV+QfWIdn/AF8w/sib1X8z/hRyvyD6xDs/6+ZZtNOkt5A7FSBnoT3H0FUotMyqVozi4pO/9eZxV543uoNWu9MSGJVgWwSHzndZGlvLxrTzNgQq8A3Rv8kgYKv96UrDocJuDxDcSWUMkSRi6nvJrH5i3lCSCW4ieTAw5RjbMyrncA6gscHIBnaH4xn1WeHdDHHBPOLPhmMgn/s/+0C+cBfK2ZiC437sNuxkUAd3Z/6mP/rmn/oIoAs0AFABQAUAcd4o8QzaGP8AR0SQx2l5fSbywBhs/I8yNNvSSTz12M2VXa25TkYADxB4hm0iYJDGjrFAbmUuSGMYkSLbHjgOS+ctleMYoAr6F4hm1tf38aRiS30++i2FjiG9kl2RybuskfkHey4VtwwowcgGw/3j9T/P/Of04qAM6eFbm68mRBKkiSqyMcAghc/569xWc9u2v+YyWPw7ZQtG62o3QsGBMrkswberSkkmdo3+aMzeYYm+aPaa57+f4FGtDD9naR4olVp3EkhD/fcRpGGPHXy40XjHCip02v8AgBa82X/nmP8Avsf4UWXcA82X/nmP++x/hRZdwE82X/nmP++x/hRZdwOB8L6NaXmnW08kPnMnmKG8x0DqtxMyrJGGCyKjMxVZQ6jLEAbmz2Ook7Mmx1E2j289tFZGArb2wVY4455IwqouxVPlspZQvG1iQe4NL2kfMLF2W3WVEjeBCkLI8ahgAjR/cKgAY29h0o9rHzCxDHYRRLEi26AWztLEN33HdZFZhx1KyyA5yPmPthe1j5hYz28OWRaJhbFDBFHAgSeWNfJhLGONlR1WRE3tgSBvvMDkE5ftI+YWNS1tUsSTBAsZZY0OG6rENsY6fwqcD+tHtI+YWLFxNIYnGwD5W/iHofaj2kfMLEiTy7R+7HQfxj/Cj2kfMLD/AD5f+eY/77H+FHtI+YWDz5f+eY/77H+FHtI+YWDz5f8AnmP++x/hR7SPmFitPNJ8vyAYdf4h/hR7ReYWLPny/wDPMf8AfY/wo9pHzCwefL/zzH/fY/wo9pHzCwefL/zzH/fY/wAKPaR8wsHny/8APMf99j/Cj2kfMLB58v8AzzH/AH2P8KPaR8wsHny/88x/32P8KPaR8wsHny/88x/32P8ACj2kfMLB58v/ADzH/fY/wo9pHzCwefL/AM8x/wB9j/Cj2kfMLB58v/PMf99j/Cj2kfMLGBrOhwa7JbS3kTP9ilMqKJSI3JRkKyx/ckQhuQw7bc7GdWPaR8/uCxTHhLT1QRrbuqo4dALu4Xy2Cuo8vEo8sbZHUhNoIbBBAGD2kfMLF/8AsW2DyyG33NcJFHKWmdtyQ/6oEMxHynJyACSWLEliSe0j5hYln0uC4jeGS3G2SQzMVkZG808F1dCroxHBKMvykr91iCvaxXf7gsWLVTZsIYYljjjiRFRWACqpYADjpin7SIWL/ny/88x/32P8KPaR8wsHny/88x/32P8ACj2kfMLB58v/ADzH/fY/wo9pHzCwefL/AM8x/wB9j/Cj2kfMLB58v/PMf99j/Cj2kfMLB58v/PMf99j/AAo9pHzCwefL/wA8x/32P8KPaR8wsQzlp0aKSIMjqVZdwwVYYIPHQg4o9pHz+4LGK+gWUjOzWqnzYjCw8xtpRo/Kb5M7Axi/dmRQJCnyltvFHtI+f3BYWbQLOcztJag/a0eOYeawBSTBlCqCBH5pAMpjCGVvmkLHml7WPmFjQi3W7JFHHhY4iiguWO0FAMs2STx1JJPUkmq9ot9QsXvPl/55j/vsf4UvaR8wsL58v/PMf99j/Cj2kfMLB58v/PMf99j/AAo9pHzCwefL/wA8x/32P8KPaR8wsHny/wDPMf8AfY/wo9pHzCwefL/zzH/fY/wo9pHzCxVu4/tsMltPCHinRo5EL8MjqVZTx0Kkg0e0j5/cFiC4so7ti81ursyqjEv1VH8xV4xwH+b60e0iFjOfw5YyF2NqA0jbywmdWViSSYmVg0G8s2/yTGHy2/dk0vaxXcLGnaqbRvJhiWOOOKNERWAVVUuFAAGAAOAB0xT9pELF/wA+X/nmP++x/hR7SPmFg8+X/nmP++x/hR7SPmFg8+X/AJ5j/vsf4Ue0j5hYPPl/55j/AL7H+FHtI+YWDz5f+eY/77H+FHtI+YWDz5f+eY/77H+FHtI+YWDz5f8AnmP++x/hR7SPmFg8+X/nmP8Avsf4Ue0j5hYPPl/55j/vsf4Ue0j5hYQzS/8APMf99j/Cj2kfMLHLSeFbOa8n1CaBpJbuKKJw8zEIIZJJVaH+KF97hsxsu0xoyBWDFj2kQsWzoNmYzF9lUAqiErK6viNpZFbzFIkEm+aVmkDeY7SyF2Yscr2sfP7gsSW2i2llMLmC1SORFCrhztGEEYYJ9wSeWBH5u3zTH+7L7CVp+0iFjTtJpBCgCD7i/wAQ9B7Ue0iu4WLHny/88x/32P8ACj2kfMLB58v/ADzH/fY/wo9pHzCwefL/AM8x/wB9j/Cj2kfMLCefL/zzH/fY/wAKPaR8wsZeo6bDqwUXduJRHnGZCvDY3I23bvifA8yJ90cm1d6ttGD2kV3+4LFebRLSdleS1UsjvJ/rGALSNvfeAQJFZ/mKOGTdzto9pHzCwQabBpSsbSAReY8W7Dk8LINkahs7IkLN5cSbY49zbEXJye0jsgsSN1549v8AP+R0PNUBg6693Esz6d/x9rBOYcLvIfC4ITILkdQoOT0HNRLbXuv1A59Zb947MRfbRcRXMSRsU1BIbiDz18+WVZZHMOEZt66gZiYo9tn5ckgdMNNXpt5f19wzqPCC6tGb5NawZBdqY2WR5IyjWlqWEO+CACESFwoVSA/mKxZ1Z3l205e36jO1qACgBDQB4jo1zewae8EH2rNzaxpaeVHOyCdb6/8AP/eRqY4G2NBueRowy7fmIQ7d5LX0b/rUQtpp2rW+kwT3095DJNDat9nWTVbyWSZYZGmaZ4TBdWbTF41aBJBbQPDyZN7KFpeyt17LqB02tLrc8ELQRtbGYNZskVzLK8cV0if6U58qLbdWrxqqPulVBJKxc5qVZfnt+AGLKviS4txdIssd3qLSRNB5kqw2jIIAGTnMSNHbXDh2OGlmVQczgF6LTt+IFe1+3zaot1qb38MFxDFPHBGmqFUaSe8Cxg20qQQOsK2rzx3kcoBfYQihqfTS1/l5f1oB3fhU3WyT7d9o8393t87O3ytv7ojPHn7P+Pvv5+4fc8smHbSwzqLkfun/AN1v5GpW6AkjHyj6Ch6AOxSAMUAGKAK1wPu/76/zql+gFnFSAYoAMUAGKADFABigAxQAYoAMUAGKAPMPiFc3dtd6T9lacq1426K3R98h8iTbibyZolIG4COUxK+7cZESN3TSPX0Ay5bzfHM4/thVnnRFjMerAxsBMTcyNHGsixtjd9ns2SD5II2MZmbDtbt+H3f8OI3NNl1iy1R5b4yXGn/Y18po/NLEiVVVntvs0YS5dSzzjzGK/wAKIg2qna2m4HO3NxrMjzxTfagsl1IZZY4dQVbaCOWZbeNUgmD3KzRmN2fTXt3VlBuWkXctVp07aLT+vvA9J8PGc2lubsOLj7JB5vmHL78Nu38D5s9eAc9ah+Xd/oM6DFQAYoAMUAGKADFABigAxQBzXi5NSfTZV0cqtxtbku0b7NjE+SyxTETE7QmYz3wVbawqNr6gctYz67aahBdaghaxXS53aOCSeVhKi2LYeI2yGS6Z/PWIGQtJGX2JGyuslaWst7/5+ewjM1J9TUagY21BZha6ruMa3LKG81P7L+yrtaHzDBuH+iKZM5M/73kUum3T/gjPUbaTzTFINw3w7vmDK3Ow/MrAMreqsAwOQQDmoeifr+jA0MVABigAxQAYoAMUAGKAOL8eLqzaTP8A2IQJxFMx2u8cxAhkKi3McMxMpkCAKFUsMqskbEMLja+v9eoGRo5utN1S4a6+13Sv57sQuoGOAyXEZihjWWZ7S4XZIRHLbQQvFFAfNVTIyhu1tLfh/SEYTtqAu4/POpC1M1x/aez7dkLvn+x/ZjF+8C/6nd/Z2FK/6/5d1Vol0vbTYZ6P4c+0mztjfbvtX2O18/f97zdreZu/2t2c+9Q/La7/AEA6HFQAYoAMUAGKADFABigAxQAYoAMUABGKAPDtRutRPiDUYUa8khEOmbjbpPGI7f8AtCXz1VVgWVn+zGcJLaTyO+12T58JDt9lfPcR0hubptOigmF+I0umeV1W6E5sHuLxbUB4/wDS2lEUduZgD9qVWQ3HLvlddLbfjp8hlLw22q/bYPtn23zvNXzPN8/yPsP9mAjIb/RvO/tDG4/8fmchj5O6h2tp/Tv/AJfIR6lZj9xH/wBc0/8AQRUS3fqxljFSAYoAMUAGKAPPvHBvQF+y/agPsl55P2Xz8/2h/o/2ESfZ+fL/AOPjIn/0Q/8ALcf6utI6fh93UCDxNc3k9wptRepsSRIBEtwqm7SeNQZRF8jRGMOVa5zbsvPWhW6/0v67CE8JG8w32v7VnyNOM32nz8f2h5k327yfP4Ef+owLb/RBx5AxuqvT+991tAOsbqfqf8/569a6UIqMQl6rM/lKqysW+UYAC5JLAgDuT2A64rOe3z/zBEw1uyLQp9rYG5x5QKqM7mKLnMQ2CRwUjL7RIwKx7iMVz28l+P8AmUX7a4ivDItvcGU28hhl2+UdkiqrMjYThlDruHUZwcHIo+S/H/MC35D/APPWT8o//jdK67L8f8wDyH/56yflH/8AG6Lrsvx/zAPIf/nrJ+Uf/wAbouuy/H/MDiPCN9bw6ShebyPIRpJEG3EaPcXCIx3qzYdo5OrHlWxgYFdrhF6tE3sakfijS5YvPjvWZMrjamWYOCyMqCDe6MFYq6qUIVsN8pwvZx7fmFzVuL63s13z3LRjyJbn5hGP3MIQyyYMeQsfmJu7jcOKPZx7fmFyKTVLOGSWJ7sq9sMzKfLzGNsbfN+74+WaI/R1o9nHt+YXKs3iHT4LhrN7t/PQgOioG2biQN5WEqgJVsFiB8pOcA0ezj2/MLmpbXEV4SILhnKrG5x5fCygtG3+r6MASKPZx7fmFya4t2ETnzHPytwRH6H0Sj2cV0/MLj0t32j96/Qdo/8A43RyR6r8wuP+zv8A89ZPyj/+N0ezj2/MLh9nf/nrJ+Uf/wAbo9nHt+YXD7O//PWT8o//AI3R7OPb8wuVri3Ybf3j/fXtH/8AECnyRWy/MLln7O//AD1k/KP/AON0vZx7fmFw+zv/AM9ZPyj/APjdHs49vzC4fZ3/AOesn5R//G6PZx7fmFw+zv8A89ZPyj/+N0ezj2/MLh9nf/nrJ+Uf/wAbo9nHt+YXD7O//PWT8o//AI3R7OPb8wuH2d/+esn5R/8Axuj2ce35hcPs7/8APWT8o/8A43R7OPb8wuH2d/8AnrJ+Uf8A8bo9nHt+YXD7O/8Az1k/KP8A+N0ezj2/MLmNq9/ZaQYP7RuhB583lwGUwqPN2O2AWQBTsDDOR125ywBPZx7fiwuVz4i01FZvtpwjBCAqkkncQUUQkyKQjkOgZMKx3YU4PZx7fiwuWLbWLO8ufsUF07zbGkC7AAyLtDMjmEI6jenKMwwwPQ0ezj2/MLlJ/FGmIWBvJPkkaI4iJBkVmVkUi3IdlKOCE3Y2sTwDR7OPb8wubFsBct5sUshR4kdSVRSQxYjIaMEfQgHnmnyRWiXnuwuXvs7/APPWT8o//jdL2ce35hcPs7/89ZPyj/8AjdHs49vzC4fZ3/56yflH/wDG6PZx7fmFw+zv/wA9ZPyj/wDjdHs49vzC4fZ3/wCesn5R/wDxuj2ce35hcPs7/wDPWT8o/wD43R7OPb8wuH2d/wDnrJ+Uf/xuj2ce35hcr3TJYxPcXFw0UMSs7u/lKqIoyzMTHgAAEk+lHs49vzC5nWusWd5cGzt7qSSZcZCxjaMosgy/k7M7HVsbs4Ycc0ezj2/MLjJtc0+3Myy3vl/ZEaSYt5aqipgSHeYwreWSFkCklGIVgGOKPZx7fmFzS8lmmXEj4MbHOI/7y/7GMfrT5I2tb8wuWvs7/wDPWT8o/wD43S9nHt+YXD7O/wDz1k/KP/43R7OPb8wuH2d/+esn5R//ABuj2ce35hcPs7/89ZPyj/8AjdHs49vzC4fZ3/56yflH/wDG6PZx7fmFw+zv/wA9ZPyj/wDjdHs49vzC5UvpotMge6u7kwQQrueR/KVVHqSY/XgDqSQBkkCj2ce35hcI5o5Z3tY53aWEKZFAT5N4yoJ8vaGKkNtzuClWIAZST2ce35hcy5PEGnRFwbw5ibawCqSWyQRGohJl2kHd5QfZg7sYNHs49vzC5o2wFy3mwzM8ckUbo6+WQysXKkEJgjHII65+lPkitEvPdhcvfZ3/AOesn5R//G6Xs49vzC4fZ3/56yflH/8AG6PZx7fmFw+zv/z1k/KP/wCN0ezj2/MLh9nf/nrJ+Uf/AMbo9nHt+YXD7O//AD1k/KP/AON0ezj2/MLh9nf/AJ6yflH/APG6PZx7fmFw+zv/AM9ZPyj/APjdHs49vzC4fZ3/AOesn5R//G6PZx7fmFw+zv8A89ZPyj/+N0ezj2/MLiG3cf8ALWT8o/8A43R7OPb8WFznp9c0yyu5rSW8WO7t4YZJU/deZ5cjusQ2iMu535ARQWBlTj98m49nHt+LC5dfU7WO1F8103kNgKwVCS2SNoQRFy4IIZNu9SrBlBVsHs49vzC5Hb6vZXkwtoLsvKyh1ACYIKiQAN5W3f5ZEnl7vM2fPt280ezj2/MLmjaQMYU/eOPkXgCPA4HqhNHJF6tfiwuWPs7/APPWT8o//jdHs49vzC4fZ3/56yflH/8AG6PZx7fmFw+zv/z1k/KP/wCN0ezj2/MLh9nf/nrJ+Uf/AMbo9nHt+YXM3Ub+20kKby5aESE7chDwMbmOIjtRMjfI2ETcu5huGT2ce35hcS91C2010iublonlOEBCeoGSREQq5IG5iq5OM5o9nHt+YXK8GoW2pqwtLkzeVJEGwEH3pAEcfuxuRirFJFzG5U7WYA01CK2X5hcewwSP8M/4fX0PA4p7AYOt6cNX82xZxH9ohmj3EkAZC9wQR6ZByOo5FZy0XzX6gUv+EeupYYbaaeDyUuY7ggSzs8HlSpJ5UTuxM6yBSoMwRoGdpELsIwmHont2KNnwzoEHhn7THDMXiuJ0kjV5C5RUtbeDaSx5O6Fjn+6VB5FS7y6P7g2Oq+0R/wB5f++h/jU2YB9oj/vL/wB9D/GizAPtEf8AeX/vof40WYHkeh6FcXenjy5IY472BbacSllkiWC8vJQ8agEOXFwRtcxgbQcndx6RBrQeDk0/ToLWF4ri7jht4XnmuZkKCCN1X7O0eXVFaSQpFlVIchiRxQBpal4Wiv4YY5LuSSSOVGld5AfNiK7LiDadwWGYYZoR+7LohYMFAoAyT4EhktIbSW8cuHkF1OJB508TFGQGQqSzhre2QmQMvlCZAoLRlAB1h4XuNKvUv4pbaeZ4I1meSadCJvOu5pnVI8rNGftXlwpOd0ccSLvzl6AOo8Pad/YkbwNLE6SMJflCq3muP333Qo8vcB5K4zFHiIHy0jRADeuZ4zE4DL91u49D70APS4j2j516D+If40AP+0R/3l/76H+NAB9oj/vL/wB9D/GgA+0R/wB5f++h/jQBWuLiP5fmX/WL/EPX60AWftEf95f++h/jQAfaI/7y/wDfQ/xoAPtEf95f++h/jQAfaI/7y/8AfQ/xoAPtEf8AeX/vof40AH2iP+8v/fQ/xoAPtEf95f8Avof40AH2iP8AvL/30P8AGgA+0R/3l/76H+NAB9oj/vL/AN9D/GgDgfGWj3Gr3em3OntFHJaXDM85kw8UbROCRH92ZS4TdGSCxCj7hdlAIX0zV3STdJYmaeRfOkE0yGSBRJiBCIibeNSyAKm9ihl3SeY5lYA34LF7eSW6R7ZJjFDBboM+TDDGqs64BQktK0mCu1fLWAbFZXLgHNT+FGaWWRDaiPzXlSHz7pEkkkkZjKzLKTayoHkXMG9JfNk3Im5QgB2WlL9hjjt55hPJFbxI8pIy7LuDMeTyTz1zzzQBsfaI/wC8v/fQ/wAaAD7RH/eX/vof40AH2iP+8v8A30P8aAD7RH/eX/vof40AH2iP+8v/AH0P8aAD7RH/AHl/76H+NAB9oj/vL/30P8aAMDxLpNt4isms5ZCmcsjJIUxIFYIW2n5lViG2nI3KrD5lUgA5yx8O3GlTebZzW6MkGN7STv58q2ywILmIyeWVDokjSxFJXCKm0cuQCG98MTzrdRRz24SWDU4oCzNndqcqzOZQAQqwsu1NhcyDlgh4oA7iCYI0YlaMOIcPtbK7vkztJwSM5xkA45IFAGh9oj/vL/30P8aAD7RH/eX/AL6H+NAB9oj/ALy/99D/ABoAPtEf95f++h/jQAfaI/7y/wDfQ/xoAPtEf95f++h/jQByvjDQbfxVp8lk0xikMcoidZCoWSSGSIFwp+dB5hypz7c0AZeleH7jRrqae1uIjHI07gSSSv5rXFws5aWMuEjaBfNijaI5l3+ZJg/KQCiPC1zDdQXsU1sX02W4e2RmYCUXTTGQTMATEYxMdnliXeVGdueADr9CtY9HtobDzFf7LaW8O/IG7ylZCcZOM4zjJxmgDd+0R/3l/wC+h/jQAfaI/wC8v/fQ/wAaAD7RH/eX/vof40AH2iP+8v8A30P8aAD7RH/eX/vof40AH2iP+8v/AH0P8aAD7RH/AHl/76H+NAB9oj/vL/30P8aAD7RH/eX/AL6H+NACG4i/vL/30P8AGgDym48LXkus3t5BJBb2sq2EsamQuk09rfS3ZDjG6HkDeyBl/fbl3sHUAG6mi3UMEaLNal4Lp75FJYKbiee8mnjZxk+SouUWFhHvJjZnUbwEAKmh+FZNJmh3zwvBBcC8yCRIZv7P/s4x7T8oi2kyiTdv3YQx4+YAHe2c8Yhj+ZfuL3H90e9AFj7RH/eX/vof40AH2iP+8v8A30P8aAD7RH/eX/vof40AH2iP+8v/AH0P8aAOO8UaM+tf8e80KGS0vLGTzGPyxXvkb5U253SR+Qu2NtqvvOXXaMgEGs6LcarKXM1sqyxyWz/eBSBpklR1GW3ygIFYEohJJBA4oATQdFfRV/fywuI7fT7GLyyctFZSS7JXzjbJIJzvjXcqbOHbPABut1OOmfw/z6frzUDMfU9Qi0iR76dWeO3imkZUXcx2heFUclj0AHJrOaurLuv1BFdvFbRxW1w1tGIZpkgnIeYNbySSiNVKSWkbAqCruLkWmd6JB58jorc9ul/6+8ov+F/E1n4qS5ksxH5drOIQVeOQurQwzLIQmRHu80rsJLKUIbD7kVNOO4HV+WnoPyFTcA8tPQfkKLgBjT0H5Ci4HlnhrX1sNJkVohIbK3W4JLgGTz7y9j2fcO3Z9nzu+bO/G1duTrJe9vu2ILDx/LqNoLuCyhlBSB2aG4luIIROkjGOeSCxkkjuIfLAniEDrEJYmeVVbIXLZ2v38v12A29T8Y2dggeD7PdkxzKPJnRx9tVEeCzyqMVa4UylZHChBESy/OAEk/T+txmfP8QLSCOW6WJXswCbafeQLnH2VSFXyi0eJLkx/NnmPd0f5Wovbr/w4D7fxlLf6k2n2NlHLEmGE7SThXXzbiFiPLsZooyr2sqgXE0AdhtRmGSFayu3b+vXzA6fRNT/ALYR5fIEKI3l5LKxMqZWdMBRxDIDGH6SEFlAXBZNWA2LiNBE/A+63YehpLdASJGgUcDoOwpNgP8ALT0H5CkAeWnoPyFAB5aeg/IUAVriNRt4H317D1qk/wAgLPlp6D8hUgHlp6D8hQAeWnoPyFAB5aeg/IUAHlp6D8hQAeWnoPyFAB5aeg/IUAHlp6D8hQAeWnoPyFAB5aeg/IUAcb4o8Sr4eubC1WFZDqFwYcsyRoAI2bAkkZE81m2bEyS6h9oJAq0r3d9gIZvEF7GLnZYxv9lK5KzyOu1txKP5NnLILhAELwwx3Cr5qEygbirt5/19+wDtC8UDW5o0FukUFylw0L+asjk2zxxyiRETy1BaQeU8c8wdQWOzIFDVuv8ATEZMnjWeEyxyWKRyLPJDDE73ayyqkki+cI/7N3yRlIxJmyF7s8yPeFjLSq+Xz6eX+f52GdnpF2mpxRXgQILi3ikC5Vtu/ccbl4OOmR1qXorX6v8AQDZ8tPQfkKgA8tPQfkKADy09B+QoAPLT0H5CgA8tPQfkKADy09B+QoAPLT0H5CgDnfE+u2vhexe/uQuF+VFLJGHkKsyoZHwiZCn5mIHGBuYqrUk27IDN0Txba63dfZ4UVY/LQrKfM2ySvFHP5cD+SIJgsMgclJ/M4Y+TsBcU4tagU7vxg1qLmRbRZI4IdQlhxMA8p02RYp1kUxBYQztmJlkmLICWVG+Smlsr9V+IHaIqtKp2gZjJxgdytTdpf15gW/LT0H5CpAXy09B+QpAHlp6D8hQAeWnoPyFAB5aeg/IUAHlp6D8hQBy3ivxHa+FLNrqVFlkIfyYdyRmV1RpNgduASEOMBmY4VEdyFOsISm7RTfom/wAiJTjTV5tRXm0vzsY8fjezGoPaTNZLaCNnS5jujISQ6qiNGbZEVmUux2TS7NoHO4Eb/V6trqMvu/r8jm+s0Vp7SP3/AORlN8SIPMEUcNv+9d1hd7kqgWMuC10wtnMG8JmERrc796BjHkkP6tV/ll9wfWqP/PyP3m9p/jPR7pEuZJoYGlhiYxuw3Rs24tG2B95MgN70OhWS+CW7/QPrVH/n5H7zS/4S3Q/+fq3/AO+h/hUewrfySD61Q/5+R+8P+Et0P/n6t/8Avof4UewrfySD61Q/5+R+8P8AhLdD/wCfq3/76H+FHsK38kg+tUP+fkfvD/hLdD/5+rf/AL6H+FHsK38kg+tUP+fkfvE/4S3Q/wDn6t/++h/hR9XrfyS+4PrVD/n5H7zRtNX06/O21nt5mP8ACkkbN/3yDkflWcqc4ayjKPqnb+vmaxq05/BOL8k1f7jW8tPQfkKxNw8tPQfkKADy09B+QoAQxJ6D8hTA84ufG/k6nd6ZFbK5tVslTfIkTNNeXbWo3r+8lWHcYnEiwsdhL4YSRBtLbO/f8ANr+32ezinit4zcz3UtmImlKxCaGWeKQmYQs/lbreQo/kb2BTdGhZgs2tp0tf7wKGjeLxq00S/ZVjgnmFqH8zdILg2P28gxeUq+SIcqJfN3mTA8gKd4bVtn/V7CO0tI1MMZIH3E7D+6Kl7v1GWfLT0H5CpAPLT0H5CgA8tPQfkKAE8tPQfkKAOU8R6//YI/dwJOUtrq8l3SeVtt7PyfO2Yil3zHz08uNhGjYbdKmButK/8AX9dgDXdf/saYRpbpMqRGeZjJ5ZWISJGfLUROJJMuCEZolwP9Znimlf77AV9F1464vzwLAGhsbyLbJ5m6C8kk8rzAYo/LmHkN5kamVFyoWV+cO3K9H3XzQjZbgn8f8/569a6lsIzbq2ju7n7PMhlilSVXUEDIIXPO5SPYggg8jGKiei001/zAfH4bsY2Rhb3BMTrJ81zK3mSK4kR591yRcNG6q0bT+YYyAU24Fc9/Nfc/8hmxBElq8skUMitcyCWU7kO6QRxwhsGUhf3cUa4XA+XONxJKfRXWnr/kMuec/wDzyf8AOP8A+OUrea/H/IA85/8Ank/5x/8Axyi3mvx/yATzn/55P+cf/wAcot5r8f8AIDzzwzoFnfadbzTRSTMA6FoppI45US5ndEliEsSzKjO+FmjZQWfAwxz0uErtq1v68iTqZdEt3tItPENxHbWyJHGkVzJD8iJ5aozRXCPIgXgrIzhurAnmp9nJO91/XyGWp9PguY4oZLYmO2dJIlzGAjRcIQBIOFHGDwRwQRxS9nJdV/XyC5WTQrKOOGEWh8u1d5IlJQqruHDZBlwwPmN8r7lBCMqho0Kv2cu6/r5AU18L2MTRvFBcxGGGOACK7miVoomkZFlWO6VZsNLIWaYOzl23lsmjkl5f18gNWx0+HTM/Zbd49yxqQGUgiJNicGUjIXALfeYAbixApOnJ9V/XyAuXEj+U/wC6cfK3eP0Po9CpPuv6+QXJEkcKP3T9B3j/APjlHsn0t/XyC47zH/55P+cf/wAcpeyl3X9fILh5j/8APJ/zj/8AjlHspd1/XyC4eY//ADyf84//AI5R7KXdf18guV55H+X924+de8f/AMX/APWpqk12/r5AWPMf/nk/5x//AByl7KXdf18guHmP/wA8n/OP/wCOUeyl3X9fILh5j/8APJ/zj/8AjlHspd1/XyC4eY//ADyf84//AI5R7KXdf18guHmP/wA8n/OP/wCOUeyl3X9fILh5j/8APJ/zj/8AjlHspd1/XyC4eY//ADyf84//AI5R7KXdf18guHmP/wA8n/OP/wCOUeyl3X9fILh5j/8APJ/zj/8AjlHspd1/XyC4eY//ADyf84//AI5R7KXdf18guc7r3h+HxA9s13HPttJTJ5ay7Y5A0bxlJY0nVJFIf+NW43J9yRw1KnJbNf18gIIfCtlBEYI4r1Yy2/H2+5yrfOT5Z+2Zj3b33iMqHBw4YAYOSXl/XyESQeGdPtiTDayRgqUCrMyxopZGYRRifZDvZEaQxKhkIy5bmjkl3X9fIYTeGbGeRpnt7gysxZXFzKrxFiS32dluQbYOSfMFuYxIDhww4o5JeX9fIDVs4VsdtvbwskUMUaIgKfKqlgo5kPGOOpPHNHs3bpf+vIDQ8x/+eT/nH/8AHKn2Uu6/r5BcPMf/AJ5P+cf/AMco9lLuv6+QXDzH/wCeT/nH/wDHKPZS7r+vkFw8x/8Ank/5x/8Axyj2Uu6/r5BcPMf/AJ5P+cf/AMco9lLuv6+QXDzH/wCeT/nH/wDHKPZS7r+vkFw8x/8Ank/5x/8Axyj2Uu6/r5BchuF+0RtDLC5SRWRhuQZVhgjIkBGQeoINP2Uls1/XyC5gnwzYFmf7NMDJGYyBO4UBovIZ1QXARJjCPLM6BZtvHmU+Sa6r+vkAT+GbG4M/mW03+lxyxyAXDquychpxGq3AWAzMA0zQiNpG+ZyTzT5JLqtP67Aa0QNuyRJHLtji2Dc6u2FKAFnaVmY4AyzMWYnJJOTS9nLrbf8AroBe8x/+eT/nH/8AHKn2Uu6/r5BcPMf/AJ5P+cf/AMco9lLuv6+QXDzH/wCeT/nH/wDHKPZS7r+vkFw8x/8Ank/5x/8Axyj2Uu6/r5BcPMf/AJ5P+cf/AMco9lLuv6+QXMjXtUl0mwnvEibdDGWXcUxu6LnDk4yRnA6VrToc04xk9G/w6nPWqeypyqR3S09eh5JY6M2qH7VfMbiZ/mLPyBnqFHRQOgCgcV7fMqa5Kasuy/Xqz5+NJ1PfqXlJ9X59lsjpIvDcKjAQcewFZe0e12daoLZIl/4RyH+4PyFL2j8x+wXYP+Ech/uD8v8A61HtH3YewXYP+EchH8A/Kj2j7sPYR7fkH/COQ/3B+Qo9o11D2C7f19wf8I5D/cH5f/Wo9o13D2C7f19wf8I5D/cH5Ue0fcPYR7DW8OQ/3B+VCqPo2HsF2MS/8MwAFgoVhyGHykH1BGCD7itY1Ht/X3HPOglsrPy0f3nTeA9WurhJ7G433BtGUJJld2xwSFYsy7iuMA8nGMmuDE0VdTp2XMtV0uu3Y78FVlJSp1Hfkas+tn0foegeY/8Azyf84/8A45Xn+yl3X9fI9W4eY/8Azyf84/8A45R7KXdf18guIZHH/LJ/zj/+OUeyl3X9fILnIz+ELO6v59RuIriWS5ihiw07/ujBLJMrwN9ozA29kZfJ2eW0YZNrM5N8kkrKy/r0Au/8I5ZeX5It51X5fmW4dZAyPNJ5glW4EizM88zSTBxLMZD5ruMYXs5LW6/r5ALZ+HbHT5luLe1kR4wNo80mMMIhAJPKacxed5I8oz7POMeUL7SQT2curX9fIDZtJHEMYEb8IveP+6OeXz+dJ0n0t/XyC5Y8x/8Ank/5x/8Axyl7KXdf18guHmP/AM8n/OP/AOOUeyl3X9fILh5j/wDPJ/zj/wDjlHspd1/XyC4eY/8Azyf84/8A45R7KXdf18guY+qaPbayFF5byuEV1G2Xy8pJt8yJ/KmQyQybV8yF90Um1d6HaMUqcls1/XyAr3Ph+zu3DzW8xYM7f69gG3v5jo4W4AkiLgMIZA0QwNqAUezktmv6+QBaaRbaOrGzglj8wwKd0vmBUjk/dRRiSZ/Khj3uIoY9kUe87VUE0+SXW3X8V6CLR6ntyfT1/wA59DwOK12AwddubmyWaexAa5jgnaIEEjcAuCQAScdeh6dD0MT217oEc8urXLx2ZglmNwtzFEqeZK0V1C06iaaNmhXzxsYrL5h/0aNDJGiNt8zG1ijqPCFxqsxvl1lQssV2oQKwZFRrS1kKRHYn7pXd9pO5jkh2Z1ZjLtpbsB2tZgFAAaAPEtG1W4stOe2jkeN5rSL7EgB+ef7dqAmEfBy+zyN47Ap0zXpkDrR9Xh0iC8v7p7dbiG1cRS3EvmzTGGR5iJUj8yDzC0W22AKq0bAkBjQB0+tXesmCF7WKS3+0BrML5oZ4/tSIY7yTKriW2ePZ5ZJBMzMzgLQBiS6j4intxeQxSLPqTSRR2nmIFtZIxADiQ4BBjt7yYM+xSx8sMWkiDgFe11O8udVWbUbmW0tbmGK4gi86WNgsk94sYjjSMrKzxR20kkUwV4vNEbJu3AgHeeFbm5uEkN60hlHlbVdNq+Tt/cyjBYebMvzzruHlyZj2bVWWUA6m5/1T/wC438jQBIn3R9BQA6gAoAKAK1x/B/10X+dAFmgAoAKACgAoAKACgAoAKACgDzH4g6pdadd6UlvM8Mct2wkjt9n2iXEMmFRZIpY5F5IMZUFpGj2upGQAZ39qR3MF1NHqFwqeYgjWSR1bzP3vzzPHCWtY5iP3cCiMAxorhGkaGgDQ0nV5or5HuZrl1Nnvu45I5A0NxmAKrQLEqwgh28sxBvN+dnZgodgDJ1XUdeivryK7P2e0/wBEMbxyssUcTSaiu5pY4vNiMoigMzKXZZPLiGIpOAD0Tw7LPPaW8t1u897SBpN42tvIYtuUdDnqKAOhoAKACgAoAKACgAoA5nxfJqUWmytpAX7RtbLFtrIgRizxZR1aUEAIGUqCdxD7djAGBp8k4uF1C5kuYobSwSe8QvJJG0zwqfLjiCncIo0eSTyo97yvEEOVljYAwdS1S/i/tEpcXEU8drqrOFGRA0UyLprRoyMiNLCWKlVJm++csAQAeo20y3BilQ7leHcCO4bYQfxBzQBpUAFABQAUAFAHKeOf+QJd/wDXMf8Aoa1vR/iR9Tixf8Cfp+qPOjK8NhG0Shm8+0GCgfhrmEMcEEZVSSG/gI3AggEby+Jf9vf+kS/r8Dlw6XK7/wDPuX/pL/q3Urwa1qsMStcTOqTxwvJJ5EQNqrXDxyNGBFg4jCk+csuGJfAT5BztKNk3bWN3605SsuiTmlFaXServqem0k24q+s0o/4ZRSd73fuuUrX95rQt3+tajGks1nPJPDDb2ZVzBHDv8+6mjnuG8yB8NFAiuCqeSCTK0LRkIJs7Lm0Tny9rJUozT1v8c2o6/Cm1vZoslbl1dpvfrFpJXVtk29LOXKknd61YdY1q5QMJ9gjFoFKQo6zC4vprdnctAmStuqSsYVijMgEiDyW2Najflvpd2dui9nzNq93duzjzXUW2pKelk0krq2iqSXnyKEoxdraNuUXaza2akmFx4g1mCSCBW+7LNGJJERTcmO8eELIqWz5JgVXxbiA7m352fKJjvG9tVTuvVe+/VPa7stmtQklHmS1tf3tN3GMor0vJp6XdtLO94LzUNVkSNp7meOOSaKVzHDEpiSLVIodoIhLFGgO+QPvLbc5EZZWdPRwcn0g3fZudKrePpz8iXVN3vta5KK5+XtUS+STTXnuuzvok9Tq/F+r3OnNGLSRoQYLiRCkSy+fcx+V9ntWyj4WbfJuCeXK2393Km05hX5rdfdtHZSUpWm79OVWt25uZqSjYlKLir6K9pS/ljyt8yXXX12tvJWd4S00JZXRmeQTXd5eNI+I45QBcSomHjjjY4jUbGbcQOEIQKopxSjCC25U9NHeVm9rat3vpd9SZO85SstoK3Rfu4aLyV2u2mut2/Orq0eztLVY/MiWEIPMKNIyKutQNvO4NuIQF8tnIBZgRmtIv3otu3u0rtWVl7CsnborX7Wi7XXQ2na1RR11q/P3Y+m//AAx3NldS3lh5k7GQ75lSVlCNLEsjrFMyhUAMkYVjtVVYncqqrBRUbpRclaVldeffyurSs9Y35Xqjy6lk5KL0T0+5Nrzs24362v1LHw7/AOPu/wDrD/6C1XX+GPzMcF8VT/t38meq1wntBQAh4oA8P1HWr9Ne1G2FxN5McWmgi32+VBbtfyJcO/7ozRTLbNITIkvOGfG1IlhAOiOrStp0Ucs08aLdN504EiuNOa4vEtJvP2jmSOCEmRSZGDK8mBMpYApeGtT1K4vYFupJzO0qrJC4IT7CdMEonKYCgnUMRmb75Y+VnBxQB6nZ/wCpj/65p/6CKALNABQAUAFAHnnjm9u7ML9nklhH2S9eExZHmX6C3+xQnaDv8zdPiE/LLt+YHaMAEHibVp/tCizkmjCJIsKorqJbyOeNPKYFR5o2byFOY2HzLkYNADfCV7d3Yf7TJLKfI055xLn91fvLN9thXIHl+XthzCvyxZG0DdyAdU/U/U/5/wAPQdeagCpg/blw2zCyHOB0wvrx+NZT2/rzGiyur2TmFVvoC11u8gCSEmbacN5Qz+82ng7M4PBrnt/dKL8TicusU4cxNskC+WxR9qtscDJVtrK204O1lOMEUvl+YFjypP8Anof++V/wouuwB5Un/PQ/98r/AIUXXYBPKk/56H/vlf8ACi67Acb4PvIo9IjzOkAiWR3Usn7tHuJ1Vm3cqrsj7WbAJVgv3SB0Oo4uyQjUXxLpbwm6XUrQwIwRpBPbmNWIyFL7toYjkAnJHQUe0ltb8wsjTlvIoF3SXUaL5Tz5ZolHkx7TJLk/8skDoXf7q71yRuGV7SXZfiFhjahBG0kb3cSvAMyqWiBj4Q5cHBXiSM/MBxIh6MuT2kuy/ELFOfX9PtZ/sk2oW0VwSB5TywLJknAGwkNkngDHJ460e0l2/MLGlDOLgkQ3CyEKrHb5bEK4yjHGflcAlT0YcjNHtWun5hYkuEk8p8yHG1v4V9D7UKo72sgsSRpLtH7w9B/Cv+FL2rXRBYdsl/56H/vlf8KPavsgsGyX/nof++V/wo9q+yCwbJf+eh/75X/Cj2r7ILFadJBtzIfvr/Cv+FNVH5BYs7Jf+eh/75X/AApe1fZBYNkv/PQ/98r/AIUe1fZBYNkv/PQ/98r/AIUe1fZBYNkv/PQ/98r/AIUe1fZBYNkv/PQ/98r/AIUe1fZBYNkv/PQ/98r/AIUe1fZBYNkv/PQ/98r/AIUe1fZBYNkv/PQ/98r/AIUe1fZBYNkv/PQ/98r/AIUe1fZBYNkv/PQ/98r/AIUe1fZBYzdQmgtmg+2SorPLtgMiJ/rvLkPyEr8reWJBu4+Ulc/Ngv2j6JBYrPr+nxq8j6hbKkLiKVjLABHIc4jck4Vzg/KcHg8Ue0l2/BisaEdykkpt47lGmRVdowYy6o+drFRyFbB2sRg4OCcUvaSXRfiOxRk1yxg83zL+3T7KQJ90sA8kscKJcn92SeAGxk8Cn7SXYVi7CWlk3xy71aNGVlCEMpLEEEDBB6gjrmj2jXRdR2LmyX/nof8Avlf8KXtX2QWDZL/z0P8A3yv+FHtX2QWDZL/z0P8A3yv+FHtX2QWDZL/z0P8A3yv+FHtX2QWDZL/z0P8A3yv+FHtX2QWDZL/z0P8A3yv+FHtX2QWDZL/z0P8A3yv+FHtX2QWIpmMCNLLMI0QFmZgiqqgZLEkAAAckkgAdaftX2QWKcWo280/2WK7ie4CCTylaIybGwQ+wHdsOQQ2MHI5o9pJdNAsMbVrWN5YmvYVktU3zqXhDQpjO+UZzGuOcvgY70e0l29NwsWtshmXEh+43OF6ZX2o9o7XsgsWgkv8Az0P/AHyv+FL2r7ILBsl/56H/AL5X/Cj2r7ILBsl/56H/AL5X/Cj2r7ILBsl/56H/AL5X/Cj2r7ILBsl/56H/AL5X/Cj2r7ILGL4i02fU9OuLRHJeWMhQQoBYcqCccAkAfjW1OtyTjJrRPW3Y5q9N1KcoR3a09dzyfS9cFl/o1yDBPH8rRv8AKwI4PBxx7jg17Uoc3vRaaezR4FOrye5P3ZLRp6WOiHiOIfx/qKx9mdXtkuov/CRxf3x+YpezD2y7h/wkcX9/9RR7NoPbLuH/AAkcX98fmKPZh7ZdxR4ijJwGz+NP2bH7ZdGWV1ff0P61PJYpVOw46uE6nH40cg/aWKreIY1ONwH40/Zsj2yXUytQ8RQBDlgOPUfpWkab6GM60Utzd8AaddRpPfyhoFu2Xy1ZRuKICN5BGQGz8ucZHPQiuLFVVFqnCz5Vr6s7MFTklOpJWUmrX0dl1+Z6Lsl/56H/AL5X/CvP9q+yPXsGyX/nof8Avlf8KPavsgsIUl/56H/vlf8ACj2r7ILGNLf2VncTebcww3EMMTzs4iRlgLzCEySMANgfztoLYQsxwPM+Z+0lukFizJqNvDbC+e8iS1IDCcvEIirfdIkPyENkYO7B4xR7SW1lf5hYSHU7a4mFrDeQyTmMSiJXhaQxnBEgQEsUIIw2NpyMGj2kuwWLVoknkpiQgbF/hX0HtQ6jTtZbhYsbJf8Anof++V/wpe1fZBYNkv8Az0P/AHyv+FHtX2QWDZL/AM9D/wB8r/hR7V9kFg2S/wDPQ/8AfK/4Ue1fZBYoXt9DpoQ3l1HbCRgiea0Ue9z0Vd2NzHsoyfan7ST2S/EVgur6GxeOK5uo4HnbbEsjRI0jcfKgbBduRwoJ5o9pLt+Y7FdL+DUFYWl1HcGGWNJBE0T+W/mKNr7M7WH91sHjkU/aPqrb/kFhTkE/z/z/AJPWtUIwdc05tYE1jG3ltcQTRhssuCwX+JPmXPTcvIzkZNRJ2XzX6gikfDepTRQ28phVEuYZi32u5llgjgmWVYQ8kOb8EB/Ka58o2sjiWPe0ceznul628v8APT9Rmz4V8Nv4a+1xmZ7iO4uVmiMnlbwotbeFjJ5UMKmRpInJOG3Lsdm8xpCU3fy/4cZ1+4VABuFFgEyKdgPG9C0K9vdOzbeR5N/brbStJI6PD9nvb2TekawyLNuFxja0kG0p947vl2k1d36NsRq23gm40/T7eNSLzUIre2gMz3cloLdbeKRUW3e0tg7xo8suFmUPKj4nlYBVE82vZeif6gamq+FLnUooVlu3mlEgEzOsSK1tIoW6tlEMKEwzFUcxyl9zRoGfApJ22X9dwMhvAVzNaxQy3R+0SPIL24BJlmiPlmM7iuXcfZreJg+FETS4JKoGfNa+mnQB+neFNR0y+F/iG5kmgjFwzXt1ABN515LKTDHA0d5EqXKRQfaNjBYRgIWyBtWt/l5fdcDqvDmkTaNHJFKYiHKuGj3A7mHzxnIH7qI4S27rCFjIGzJl62Gb9yR5T/7jfyNSt16gSIQFH0FAD8ilYA3CgA3CiwFa4I+X/fX+dUuoFncKkA3Ci1gDIosAbhQAbhRYAyKLAG4UAGRRYAyKLAGRQB5z450C71m60yaxSNmtbli8krbljRon5a3aCVJVLBckPDIDtRJF8wyR6R0uA5NG1R45muLeyNxKVRWjvbmLEC+YFjieKzSS2Ee/ICGUyl5ld0VhTuum3y/zEQeHPC2p+HHYRSxSIVfcTNMEmkdoth+y7DDZiCNXjUW7N5oKb1QKAqbT/rb/ADATVvC1/qF6LxVt0WBm2RrdXMRmVieVlSEyaa4BzIbQyfamyJiFPDTS0/yA67QrJtLt4bOQqz29tDGxQbVJTcCVGBgenA+lS9vm/wBB7G9moAM0AGaADNABmgAzQAZoA53xRof/AAkdhJYiV4CwJUpswzbWCrIskcqNHuILAoSCqsuGUGqT5dbAcpp/hPUtMuRcI8MrwoWR5JpcSSiyW2VHt0hEEWZF8x7yIfaGiJh8vyztqr/1b+vuEN1Dwhf3Ud3Aotmjkg1WOAvJIN76nMk375fIYRLAV2go05l4bbH92mml+H4Ad/b71aMShVkEPzBWLKG+TcFYqhYA5wxRSRyVXoJe3z/RjL4IqQF3CkAZFFgDIosAbhQAZFFgOM8aeFF8U2TwxObe6VJfIkAjx5jROiCQvDMfLDMGJRRIpUMjBgK3p1JUn7ra+ZjOlCppOKfqjnE+G8MN9JcoqSWwjVIreWTKM7GIyTP5cEckTLskCRiWaM+YSohTbGm/1mrbWT/A5vqdD+Rfj/mZ5+HE0c8cyxWkkdtJKRE086C7SVpNgmYQMbcwKybQi3HmGMAlM5D+s1P53+H9ah9TofyL8f8AM6TS/Ael20MdvdwRzzRW8KyyAuN8oDLI+N3G8jNJ4mrupvd9vLyD6nQ/kX4/5i6roPhjRIvPvYYYl7As+5j6Ku7J/AVpTq4iq+WEm/u09XbQxqUcLRXNUjFLpe/4K9zyHUr+w1aT7Notj5SnjcFeSdhn+FQzLGD6nJA5yD09enCdJc9epfyulH77K54NScKr5MPS5V3s3J+i1S/M6HSPCOsMm2CFLRDjL3D/ADH32rvYn2OB9KyqYmkt25PtFfq7HVSwtZq0YqC7yev3K7/Q7C0+HStg6jdSTeqRfuk+meXI/EH6Vwyxj/5dxS9dX+iPQjgV/wAvZt+UfdX+Zvp4F0NBj7Khx3LSE/iS5J/Oub6zW/nf4f5HUsHQX2F97/zL1p4X0qwYSW9rCjjo20M3/fTZNZyrVZaSm7dr/wDDGscPSpu8IRT72u/xN8EDpXOdQ7IpWAMiiwCEimB4/c+ENRl129vbdII4JE06aMySFvOltr97pk80W3m2+7y8SKGuFQSxlQyqscWl1ZLrr+Ijo00LUYYI1UWzSQXb36oZZFVpri4vZZoWlELERxLcRiKYQlpWR98MQK4V1fytb8hlPQPCV7pM0KytA0ENyLwurv5hk/s3+zzCIjEF2DJmE3m7jgRmAZ3gb0/rvcWx6DZkCGP/AK5p/wCgiplu/VjLORU2ANwoANwFFgDIosBxXivQbrWB/ohizLZXthIJXdNiXv2fMy7I5N7ReRxCfLEm/wD10e35tI2j96f3AQa5oWoarKXX7OqyxSWz5kkBSEzpIkqgRMJJNqYaItEu48SkUJ2EHh7QrrRVH2oxYitdNsI/Kd3LpZSTYncNHH5bS+fzCplEe3/XPnh3XT+8/wAAN9up/H+f+c+h4HFdS2EeSfFz7a9gkWmuYrqW5ijjZWZTlnX+JTgcdd2VIBABcrXbhVH2q9orxXM2tP5X3/TX5XMal+V8uj0t96Pmz7TrjyXMA1G6E0EckioyyKXTZvkZjuwgc/JDtMhZwQwiBBP0vsqC5X7ONm4q6e1np623e3zPP5p3a5np/X/DFHXtS8SeHGgS7vLhZJ4xNt3SDYyySwFDuA3MnlncVyhyCCwIc1To4eqny01Zaet7S+Sd+9/TYUpzju3tf80c/wD8JjrQGPttxgAD/WN0B3Dv6/ieh4rf6rR/kXV/erEe0n3Yp8Za0c/6bcc7v+Wjfx/e79/bGO2KX1WivsLp+G39ffcPaT/mY4eM9bBB+23GQQf9Y3UDaO/p+B6nml9Vo2tyLZr73cPaT/mZ1l3qeu3l6Ql/NGtzf3tqi72AQW7xyDpxg+coUDkbSDwRXDQp0XSUp002oRk33bvH8o/0zonKXM0m0r2+7X9TUurTXbW4aB9Uuvla5QjY6yu8bRrIYomkXzYW8wFJQ6ghX2qNvNRhRauqUfsvfRLVq7to1bb77ktzWnM+v/Bt95iaddeI798C9uocTQcyeYuIG3o12QT/AKmDCCU5IzKuSTzWsqOHivgi9JLR9dHy+r6emnYlSn/M1t93f5FyCLxLKYoTfXCzvhZYSz+ZbjdcMvmjPHywGT1KuvYGpcMOrv2asrtPo9Ip2++35aheptzP07bj5Drdtp41G61O5j379yKrv5bPHDJiU+YpTes8ZXarHadwA4ylToufJGlF2tZ3teza001tZ9vO5V5pXcn/AF/w5z+qa/rekuiNqMru2JAFkY4TA8mTIJGJo2EiKTkoVdhhlJ2jh6E1pTSW2vnrJfJ6PzvYhznH7X9dPwIdI8X6y17bo15OVM0KkGRjlfNBweeRk856jg8cU6mFoqMmoLaT+fLYUak7pXe6/Mq3PjLWvNcfbbj78n/LQ/xEhvz7enbFXHC0bL3Fsvw2/r77idWfd9fxIv8AhM9bHP224yCD/rG6qMDv6fgepyaf1WjtyR6/i7sXtJ/zMb/wmOtYx9tuMYA/1jdAdw7+vfr2zin9Vo/yLv8AhYPaT7sU+MtbOf8ATbjnd/y0b+P73fv+GO2KX1WivsLp+G39ffcPaT/mZpaZ4q1e4aXzLy4byoHkX94ww8a/I3B7eh4PUg1lPDUY2tCOrs/RvX7/APhrFxqT1959zM/4THWgMfbbjGNv+sboDu9fX8e3StvqtH+Rb3/CxHtJ92KfGWt8/wCm3HO7/lo38fDd+/4Y7YpfVaK+wun4bf199w9pP+ZijxnrY5+23HBU/wCsbqowO/p+ffNH1Wj/ACLr+OrD2s/5mJ/wmOtAY+23GMY/1jdM7vX1/HtnFP6rR/kXf8LB7SfdinxlrfP+m3HO4/6xv4+G79/bGO2KX1WgvsLp+G39ffcPaT/mYDxnrY5F7ccFT/rG6qMDv6fn3zR9Vo/yLr+O4e0n/Mxv/CY61jH224xjb/rG6Z3evr+PbOKf1Wj/ACLv+Fg9pPuxx8Za2c/6bcc7j/rG/jGG79/wx2xS+q0F9hdPw2/r77h7Sf8AMwHjLWxz9tuOCp/1jdVGB39Pz75o+q0f5I9fx3D2k/5mN/4THWgMfbbjGMf6xumd3r6/j2zin9Vo/wAi7/hYPaT7s6fQtQ17W4Ly6OpTQR2MRlZmeVss7KpUrEkjhSu8l9mxCBkruyOadGhTcI+zTbaSStsterS/G78zSM5u75npqTQahqkpg26vcEXGdoCyl2eLao8tCy7o/mYCVzEG8uQFC6hSOjSXN+6jp56Wlrq+j02V91rYOaWnvPUTVZvEGk2huX1C4kVHjicqZPK/e+ZIgimOBIR5beYNqtG3yHPOCFOhOVlTXVrvpZO66b6dHvoDlNK/M/8Ah/MsWFzq2pQxzw6rdZl80tGUYP8AKqCYxDzcSBWkRMsYQfnaPJjkVZlSowbi6UdLWd9N3a+mmzel/PdDUpvVSfX+vxPePglbS6vFqUGsyNeyWdz5CuzuQF2BW28g4bYp55HOCCTnx8bCEHB0oqKlG7Xq2ddFtp8zvZnu/wDwjmng7vJGd277zddu3+96dunfrzXlnSNHhrTlGBCOAo+8/RDlf4ux6+vfIoAD4a04jHkjkMPvP/Gct/F3PT06DFADv+Ec08Hd5Iznd95uu3b/AHvTt079eaAGjw1pyjAhHAUfefohyv8AF69e56HIoAD4a04jHkjkOPvP/Gct/F3PT07YoAd/wjmng7vJGc7vvN127f73p26d+vNAGD4hh0XwxZNe3cQCIFVEDkNI67njjUu6qGOCSzMFCgtIwRSQAYun6jo2pXsdklugFwrCNhPl2MkC3THyg2fJMZws4YjzBsVQOaAEutS060+0zfYWkjto72eMpKN8p05lguQUZlWPDMBHl2DqC5CthSAeZfHmZ/DVjYSaQz2bTSMjmN2BZVjO0HJPTe3PU5yc4GPXwNKFWUlUSdkrX6ar/I5a0nBLldtf0PmMeMtbXGL2442/8tG/h4X8v175r3/qtH+Rdfx3OD2k+jYn/CY61jH224xgr/rG6E7vX179e2cU/qtH+Rd/wsHtJ7XY7/hM9byT9tuOSx/1jdWGD37j6AdRg0vqtBaci6fhr/X4h7Sf8zEHjLWxjF7ccbf+Wjfwfd79v175o+q0f5I9fx3/AK+4PaT/AJmJ/wAJjrWMfbbjGCP9Y3Qnd6+v49s4p/VaO/Iu/wCFg9pPux3/AAmet5z9tuMkk/6xurDB79x9AOowaX1WgtORdPw1/r8Q9rP+Zm/4f1bWtaaVf7RuYvs8aSALmR32uqKFQyR5I37m+Y5AOQaxqUKNO37uLu2uy11f5fLyLjOb+00O1PUNb062Mx1G4ZozAksZLoUW7je5gwSxyxRCZAQpjc7AXHNKNGjKVvZxW7T3u42i/wA9O610Byml8T/4fX+uxpebrSxSXUmqzrHaqkl0RvJjNykfliNd4Eu4SKG5iCckBiOY9lRVoqkrvSOv8rd79tvO/UrmnvzvTf5/8OU7/wASazo8S29xdzSPbX91E+2VgGNulsqjdjcUBLEA9dxz1NOOHozbcYJJwi15czlfS/8AXQmU5qNlKzu1ffaxzN94v1K/OXkK8Y4yTj/eYs36/hXZChCnoloef7GLfNO85d5O5DF4s1eAbY7udBknCvgZI2k4Ht+XUc81Lw1F7wT2/B3OuM3BWhovLQkHjLWxjF7ccbf+Wjfwfd/Lv6980vqtH+SPX8d+v9dC/az7v/hhP+Ex1rGPttxjBH+sboTuPf179R0BxT+q0V9hd/uVhe0n3Y7/AITPW85+23Gck/6w9WG0/mO3QdRzS+q0NuRdF9zuHtJ/zMQeMtaGMXtxxt/5aN/B93v27+vfNH1Wj/JHr+O/9fcHtJ/zMT/hMdaxj7bcYwV/1jdCdx7+v4joDin9Vo/yLe/3Kwe0ntdjv+Ez1vOfttxkkn/WHqw2n9O3QdRzzS+q0NuRdF9zuHtJ/wAzEHjLWlxi9uONv/LRv4Pu9+3f175o+q0f5I9fx3/r7g9pP+ZiHxjrWMfbbjGCP9Y3Qnce/r+I6A44p/VaP8ke/wA0rIPaT7s7iE689lbahLqksf2p7tymZXKxW9qs7yKyr5TMYt48rzVIbYBh/NEXG6dBSlBUk+VRXbVyaS3vvbW21+lr6807J83f8Ff8un9LJXVNaS6eB9SnWGCCG6MoLE+SyRSQkR7h85WePehfAJYFn2jOnsaPKmqau3KNtd7tS17XWn4JC5pp25nsn8un5lvU5dd02GRn1KZpIommaMM4H2c3htN4fP8ArDcY/d7eIzuEnGwqNOhJq1JJNpf9vKHNt25fx6Dcpx+09r/K9vzMbWfFWr2d/cwQ3lwkcVzMqKJGwFDNGByegQADP1681dPDUZQi3BXcY/kn+ZEqk02k3u/8jMHjLWhjF7ccbf8Alo38H3e/bv6981r9Vo/yR6/jv/X3E+0n/MwPjHWsY+23GMEf6xujHce/r+I6DAo+q0V9hdH9ysHtJ92L/wAJnrec/bbjJJP+sPUjaf07dO/Xmj6rQ25F2+53D2s/5mIPGWtDGL2442/8tG/g+737d/Xvmj6rR/kj1/Hf+vuD2k/5mb+h6nretZB1GeFWmhtEyzsWnu2kMSnDDbGTE5aT5inygIQTjGdGhT1VNOycn00hZN+b1WlrPui1Kb05n2+8dpGq65qqNL/aM8TNL5cS7mbfM0bNhiCAiFFPzYbnoveidChDT2aemvkk/wAdfQalN683XT1NX+0da0ichtQmnCJqNs4ywCXFlaMzhdxO9EaVCknys5BJVdorF0aM43VNLWm15qpNLy3s7rp0ZSlKLtzPaS+aTf5n2lo7FrG3ZjkmCIknPJMa8+uf6dea+VnpKSXd/melHZehxnxE0PUNft1tNJ2i6EyyLvbauEZWbcMEOMfwHHqDkAHWjUjRqKpUT5VfZa6xktNravdX7ddJnFyjyx0en5ryPGn+EXi3DhUsEzHJDGVGDDGyNGyRN94LMjuCHL7NzFdhYmvXWYUNLqe6bvbV3Tu/OOm1r26nJ7CW112+Xl6mZd/A3xXfLDHO8DLbJ5SEyHhGeSZieCSRJK49cYx8oFaLM6EbtRlrq1pq1ZJb9UkyfYTfVaadfUz/APhn3xLj/l3zgHHmdycEdOw5z0PQc1f9qUdrS3fba2/36C+rS7r8RT+z54kGcG343Y/eHt93txu/8d70f2rS7S6duu/3fj0D6tLuhw/Z88SAjm3AyOfMPQjJPTseMdT1HFL+1aW/LLZ9u/r13D6tLuvxNy3+F3iO5825002c1vNc3NxbyPuDxNNKUkMeQu1tsabt6sPkG3vnlp42jTjGE1O8Vyu1rO13+ba6GsqMm201bdX6DT8G/Fb3kuoTrZ3M0zyP+8ZiqOX8wMgBXbuYnaOQo4IrZZjQ5VBKaSS2svJp97de5PsJXvdfO9iGD4L+MIJZZllh33CNFI3mnlJfmk4AAGHAOB/EAyjij+0sO0lyS01S03Wy36oSoTvuvx6lhvhH42aWa586JZrmNFd1lYMCrKMq3VX2qwZwcskkqZxI4KWYYZJR5JWTdtu3Xur9PJPoh+xnvdXfr/X9Mmm+Efi24V0uI7C43zTTKZMkxs6RIBEAQFTZDEkcZBSNY1XAUYpLMKEbOKmrKKdmtdW3fzV2293cHRk9+Xdmbf8AwQ8V6mV+0tbMUZsNv+YCQl2GcZ2IxIROi5O3gmtI5nQh8MZemnTRdd5Lr95LoSe7X4lew+AviKzuIbiUwBIXjkbDkkBZAWAGOcKN3v0HNEszpSTglK7TS27afjoCw8k07rdd+5DN+z/4jd3dDBgs5HzkZHVT043/APjveqWaUkkuWXTtp369PxB4eXdDB+z54k9bfGRz5h6Ecnp2PGOp6jij+1aXaXXt3069RfVpd0N/4Z98Sgf8u+cA48zvnBHT05z07daf9qUdrS38trb/AH6B9Wl3Q4/s+eJBnBt+N2P3h7fd7cbv070f2rS7S6duu/3fiH1aXdFq0+BXiKwL7hAwmjMIxJ93zFwWORyEPBA5PaolmdKVrKWj5unR7fNf8Eaw8l1Xb7+pT/4Z98Sgf8u+cA48zvnGOnpznp261f8AalHa0t/La2/36C+rS7ocf2fPEgzg2/G7H7w9vu9uN36d6P7VpdpdO3Xf7vxD6tLugH7PniT1twMr/wAtD0I5PT+E8Y79RxS/tWl2l17fLr1D6tLuhv8Awz54lA/5d84zjzO+cY6enOenbrT/ALUo7Wlv5bW3+/QPq0u6HH9nzxIM4Nvxux+8Pb7vbjd09u9H9q0u0unbrv8Ad+IfVpd0A/Z88SetuOV/5aHoRyen8J4x36jil/atHtLr2+XXr+AfVpd0N/4Z88Sgf8u+cZx5nfOMdPTnPTt1p/2pR2tLfy7b/foH1aXdDj+z54kGcG343Y/eHsPlPTjd09u9L+1aXaXTt13+78Q+rS7oyNT+DWq6Nj7bPaRFtuF8ws5BHJCKpYhTwcDFbwzCFX+HCT37W8tW7anPUhGj/EnFdlrf7lqYa/DfUm+7g8Z+5IO+MDKjPHOf8K6frUez+9f5/I43Vj9lSf8A26/1Ol0LwprPh9bkQRxtJcxeUsjLJuiKyJIHUbdrZKY2sMbtpPAKtjUrQqct7pJ3tda7pr5FRrqN7Rl9w6bwvrM8qzPbWZKqEP7iTBUBdvGfk8rYAgi2ADKgFCVpKtBKyc//AAJb/wDBv1v+oe3X8kv/AAErP4T1+VQsgjcGR55A0bESyuX+aVSpVivmPswAq5JA3HNV7amtUnsktVol21vrZJh7f+7L7vz1GweDtcgK/LE8aQG38po3MbRb/MwygA5aXEhIIJcbmJycjr030ad73urp2t+WnpsHt/7r+7/gnsfwx1G78FR3ranBNdTX8/nloVAAIXkENtxkk4xwMc9RXmYlKu4unaKjG1m/PyOiniowTvGervov+Ceqf8LKi/58rzr/AHU6Y6/f9eP1rg9g/wCaJv8AXYfyT+5f5h/wsuP/AJ8bwdP4Y+/X+Pt+tHsH/NEPrsP5J/cv8xrfEyJR/wAeV53/AIY+3Qff/i/TvR9Xl/NH7w+uw/kn93/BLNn8R7S8lEAilidmAUTGOLI25yN7Afe+XbncTyBis5UZwV7XXlr+WptDFUpvl5uV9pJx/M6cardkA/Ypein/AFkPUnDD7/8ACOSeh6DmuTniuv5nfYU6rdgcWUvRuPMh5wflH3/4xyPTvRzx7/n/AJBYd/ad0Dj7HLjOM+ZD0253Y3+vy469+lHPHv8An/kFineXM1/A1vcWErJKm1lMkB+/lWA+fqinOR1/h5o549/z/wAgsZL6dn5hZ3IZLd7eErNCjQqF8sNCyuGjmkQ8S53RgEKU3OGOePf8/wDILFe40NLg3Aa0uwl2k8JCzwhY0u8SXTRDdlTNIo35LHdygVeKXPHv+f8AkFjg/in4M1Xx3Z2VlZxGF7PLsbiRCzgptPMZILAqu44AJfI4Bx6OExcMNKUpJtNW09fO3S/3HPVpupZJpWZ4oP2fPEnrbj7v/LQ8ZHzdv4f17V6/9q0u0uvbpt9/4HL9Wl3X4jf+GffEoH/LvnGceZ3zjHTuPmz07daP7Uo7Wlv5dt/v0D6tLuhx/Z88SZIBt+rDPmHoBkHpxuPHt1PFL+1aX8sunbrv92/mH1aXdfiA/Z88Scc24+7/AMtD3+92/h/XtR/atFdJde3Tbr1/APq0u6E/4Z98Sgf8u+cZx5ncHGOncfNnp260/wC1KO1pb+Xbf79A+rS7oU/s+eJMkA2+MsM+YegGQenc8Y6jqeKX9q0v5ZdO3Xf7t/MPq0u6/Evaf8C/E2nyeYEspM7QRKd4GSCWXgFWjIHKkbunIJFTLM6Mla01u9LLbbrbXz2GsPJdUadz8JfGN4n78WUrkh5GbBaVo1eKLzMjafLikbyyqqBkZywBrNZhh47KaWy1tZOzbXq0r/5FOjO26+a6kq/CjxeqeSRZPEwCTK2cXCxqoiMuMElSihNpTBUFsjOV/aGH3Smn029271t+u9w9jPa6+56+pn33wS8SajCFmaBrlrqa5lO7AxcrDluBjh4pMge2OtXHMqMHdRko8qS2+zzab9U0DoSa3V7tv52/yMf/AIZ98Sgf8u+cE48zuDgDp3HzZ6duta/2pR2tLfy2tv8AJ6EfVpd0O/4Z88SA4Bt8AsM+YegGQenc8Y6jqeKX9q0v5ZdO3XdfLcPq0u6EH7PniTjm3H3f+Wh4z97t/D+van/atFdJde3Tbr1/APq0u6E/4Z98Sgf8u+cE48zuDgDp3HzZ6DoeaP7Uo7Wlv5bW3+T0D6tLuh3/AAz54kzgG3xkjPmHoBkHp3Py46jqeKX9q0v5ZdO3V6r5bh9Wl3X4iD9nzxJxzbj7v/LT1+92/g/XtT/tWj2l17dNuvX8A+rS7oP+GffEoH/LvnBOPM7g4A6dxznoOh5o/tSjtaW/l23+T0D6tLuhf+GfPEgOM2+MkZ8w9AMg9O5+XHUdTxS/tWl/LLp276r5bh9Wl3X4iD9nzxJx/wAe4+7/AMtPX73b+D9e1P8AtWiukuvbpt16/gH1aXdB/wAM++JQM/6PnBOPM7g4A6dx82eg6Hmj+1aK0tL8NrevR6B9Wl3R18Hwr8WWdhBpsCWaJBNcO7biROk0CQlZFIyAyiRGKspIkHC7dzczzCg5ObU7tRstNLSb0f3PqtOpp7GSVk1o337FAfCDxaZPMZbEhgEZSPlMTJDGIWIw5it0t4hGu7IwSCSz7r/tGglZKel2tVum3fsnJt3/AB2QvYS3uvu6dvlYS9+EfjC/heKb7ITIrKzhsSGPz/PEGcY8szHzhxuDAAtj5aI5hh4tcsZrbtba3NbvbT9AdGb6r8e97fqZl/8AArxFqdzLeIIES5lklUGTlVkJkXOBjOW28d+elXHM6UIxhaXupJ7brR/hqS8PJtu6V2/8ymP2fPEnH/HuPu/8tPX73b+D9e1X/atFdJde3Tbr1/AX1aXdB/wz54lA/wCXfOCceZ3BwB0/iHOeg6Hmj+1KO1pfh2/TYPq0u6F/4Z88SZxm3xkjPmHpjIPTuflx1HU8Uv7Vpfyy/Dvt+ofVpd1+Ig/Z88Scf8e4+7/y09fvdv4f17U/7VorpLr26bdev4dQ+rS7o19K+DHizR9xt/shJZJVDtu2zQlhDKnAxIgdyhOVG4hlJxjOWZUJ2up220stHbmT120V7avoUqE47Nf8HoT2vwd8WWSmOIWQHy7TwCjJGUWZcAfvWBKszbsklmHeoeY0JauM777rq9Y+i3GqE1s4/d5blhvhH4ou5BJfG1Vdl1nYSC9xe27QySvgHLu4i3kYTAyqjnKeYUIq0FLeO9tIwkpJLXa17dV1H7GW7a6995K1z6Z02B7W1hhk4eKKNGGc4ZVUHnvyP+Bferw5NOTa2bb+87ForGdrt9PpqzXdqqvPDBO8atnaWAXG4gEhR1YgHABODWMldW81+pSOfXxNculm0N2JJ/tMULRLJbyJeo86pLLbyC0i+1RorhWaEWv2VVkmlEwRUlx5fLp92nqM6jwhqeo6ib5dVjaCW3u1REPk4RGtLWby1MMku4K0rHezbmDj7uDGkySVrDO1rMAoAQ0AeIaP4gl0zT3tVmWGRrWJrGNvLDyzvfagswhVhumfasAZAH25Q7VL5beS969urv8AgLYdaaxrQ0mDUL29FolxFayKbuWwt5ppHhkecWzR21xEImzC0EUsBuGKyq5iG1qVleyXfa9v0A6bWta1RIIZbOK4txcBrNPOW2L+dcoht70qjSYEDI6NA6xb2mG5QEFSkru/+XyGYsviXW5rcX1vG4Oos8VraYiLW8sYgDLvKfvTtivZ/mAG0Mv8KU0ktO39f5AVrXxNe3mqL9pv0sLO4hiuLeJ5rWKRo5Z7yOPyo5LOV7vzkghfas1u6LKoG52FFrLa7/4a/VCO88LajPqKSNdSb5F8sKnlhP3ZU+XPwMn7Uv74r0iz5WAUYspK239f8MM6i54if/db+RqFuvUCSP7o+goYD6QBQAUAVbj+H/fX+dUuoFqpAKACgAoAKACgAoAaaAPBbeP7deXd7cfvJBNMMk9FRiFQccAAYAr6Ny9jSXKtFG/4Xf3nzMI+2qyct3Nr0V7JfI0tL1TS7tY1LpFNJGrtG2cJmEXBVn2hNyxHfjIJQFgMA4mUuVyW6jzXfT3Zcrfybs/Vd0d6o20tu7LTe7aX3tO3mi9HqOlSKjLKuJH8tQUkUlgoc5UoGA2MH3EBdh3Z281HNbfTST+Ud79refXTqP2Xl2/G9rd72drX2Yw6tpCxiXzl2l9gGyTcW2GThNm8goC4YLtKgsCQKHPl1emjeumite/a11e+177Fex1sltb8XZW73atp1HrqWlNEZ1mRo1ZVyqOxYuCy7FVS0gZQzBkDKVVmBwrEDly76atfdZu/ZJNO70s0+pKpX0ilsn8m7L73p66bkNxrGkW4b96rssZkCxqz7gIvPAUgbSzxfOi7gXXJGcHCcnG+nw3v8mk16ptX7Jp7NFRo8zilZczVvm2k321TXqmty/5tkLOPUXPlwTKjLuRt58wAqvlgFy5zjaATmqlLkfI972/r83+JMaXNstihp99bapfSWdogkjhgjmaUbxkyltqqpj2nAUlj5gYH5dhIbbPM0pS1snZW3btzO3yas09bvbRtuklyrS8ubTsou333vdO1rGTLrhtJDDd2flSYVwolDkRvFcyqJf3aiOYfZmDxjeo3BllcA0lPSV3Zw3102i9H1tfXTTR7NM09gm1bZ2tdWes4wvbonzXTe9mtGmloxavpM9qt35ihW2gqEkZgzJ5mAoTew2Zbeq7CoLA7eaty5Xbor6+m9+1rrfuu6MVSv06L8dFbvd6KwzU9Ntp4N6hXjcBlI5UgjIIPoRyCK3i3F22aevlbc4qlOLV+jMbTPHeqaVEtvHGt5DFlVZkl3bQSAC4yCQOM+1RUwtKbcm+VvpdW+7oYU8ZVpRUElOK0Talf70dJbfFBxxc6fcD3iy3/AI6yr/6FXLLBL7FSPz0/K52xzB/bpS+Wv5pfmdDb/EXTJMealzb5/wCesDj9U3j9a5ZYSotnFrykv1sdUcdSe6nH1i/0uO8Ray11p8d5pV5FaRrcKJZppFt02bJAUM01pdpETIYyGeHDY8sMGcZ53TdN8s1r23/JnfCpGouaDuivo3iVWuZBdXOIItJs70xTCJZ4gxuTPLKI1Uk7ViL7UVFO3Yi7+Ycbbd2vyNDB1LxNe241BkuxFLb2uqyGJlgIs2tZUSxfaUEi/aYiZB9od1mPzxAINtUktNOq/wCCB6jbTLcGKZGDrJDvV1IKsG2EMpHBBBBBHBBGKztZW8/8xmhUgLQAUAFABQAUAcP42u7qxhgmtbqOxQTHzmkljg3p5Um1Elms7yMOX2lVMab8bRICcG4q/T+vvQGdofiaG6vZWN/vhiiAltp/s6zxSl4lXEMSCZPKLeXcNKWR55AIgirg04+XX8AOffxPefa44Zb7yLeWe4S+kxar/ZwjecW67niKQfaNkS/6WJDJu/dFSwNOy7f8HYR6P4cupr2ytrm6GJ5rO2klG3biR1Zn+X+H5ieO3Soemi7v9BnRVABQAUAFABQAUAFABQAUAIaAPEtS8V3sGuahZ/a1iihj04fufKkS3ikv3iuJpGZnEE0du5eQzwhBsBbdHGhk2S0Tt3/IR0B8Ru2nRb7vyT9qZZrvEKlbI3F5Fa3Zd4zbAXK2yES+X5T7y0aqHjwra6Lpt56XAo+GvEl/fXkEdzOWkklWN7XZEv8Aoh0wXIvdoQTDdeYg83f9ny3lBBJggaSX9d9gPU7P/UR/9c0/9BFQ936sZZqQCgAoASgDz7xxrNzpIX7PP9lH2S9mjOIj595D5H2W0/eo4b7R5kx8mLbPL5f7pxtbOkV+n6/8ACDxN4iltrhVs7nygqSeWgEZ+03Uc6Rm2/eIzOQpcmOApIcZDYFNLuv+Au4hPCWsXOqhhcT/AGnFvp00oxEPs13NJN9qtP3aIU+z+XF+5mLzx7/3rsWWnaz003XysB1jdT9T/P8Azn0PA4rpWwiqFY36bCAcSdRn+76EVnPb5/5gjQXUI38sLc25Nxu8oAg+Zs+/5Y8359n8W3OO+K57Ls/v2/AotKZHJCyRkodrAITtOA2CBJwdrBsHBwwPQ0tO34/8ACXZN/fT/vg//HKNOz+//gAGyb++n/fB/wDjlGnZ/f8A8AA2Tf30/wC+D/8AHKNOz+//AIAHIeDZQukQ7JEiVRIxV8FkDTzAMx3JwzK20lQOCMkgmux003d3/D/Im5t/2va+U1wLy08lG2NJuTYr/wB1m87aGx2Jz7VPso+f4f5BcutLsG5poVXY0gJGB5a43PnzPuKGXLfdG4ZPIo9lHz/D/ILiGcIWUzwhox84IAK8KfmHm8cMp5xwy+oo9lHz/D/ILlabU7e2lFvLd2scrHCxsyq5JOAAplBJJ4AA68UeyXd/h/kFy6heThJYmICk4XPDDKniTow5Hr1GaPZR8/w/yC4txFMIny6Y2t/AfQ/9NKfsorXX+vkFx6RTbR86dB/yzP8A8cpeyj5/18guO8qb++n/AH7P/wAco9lHz/r5DuHlTf30/wC/Z/8AjlHso+f9fILh5U399P8Av2f/AI5R7KPn/XyC5XuIpht+dPvr/Af/AIun7NLv/XyFcseVN/fT/v2f/jlL2UfP+vkO4eVN/fT/AL9n/wCOUeyj5/18guHlTf30/wC/Z/8AjlHso+f9fILh5U399P8Av2f/AI5R7KPn/XyC4eVN/fT/AL9n/wCOUeyj5/18guHlTf30/wC/Z/8AjlHso+f9fILh5U399P8Av2f/AI5R7KPn/XyC4himH8af9+z/APHKPZLpf+vkK54dpbhJruCQ7W+0XCn1BLnt+OetezUhzQUVs4pX+Vj5ujLkqSb3U27f9vEsHhe1W3W1eZmQSByQoDEf2f8AYMA5OPl/eg4PzfLgjmspXk21o/f+TlUVRP5NJeaPU9tvfqorfopuX43t+JqHTmutn2+5E5iWZBsiWIbJYhEQBvchgAWLFmyxOAq4Ws3FyUk1rJNP5tP8LevdhGooJRjsnFr/ALdTWvm79LbbbmdpvhqCwKMZgzRMSCsZXK+RJAoYvLKxYCQsTuCkjCogNDi5KSsryjJO395wd1/4BbVvffYaqqO2ycba7crb/Xol95HceFoJUiCT4kt47ZIyyMU/0eKaLLrHLE5DrOxwsibWCnLDKmpJycmtOZyb9JKCa+TpxafqrB7VWs9ld79XJyvt5tej6OzJ4/DVtFF5CzEKJFfhFH3bM2mOMAZBL9OD8uMc0NO3LFWVpJeSdrfckl5+Q1Ws76X93/yWo6nrq3bVt9btmvNbNLZW9sJ1WezMTRy+XlC8Q2gtF5gJVhkFRIDk5DCk03Ln2et+z5k1L82120365xnGKaez87PdNfkr6a66IZo1hHopkaOYu8sUaEsoADI0rl8A9GaU/L2AA3HrQ0+XkjprdN629yMF6/Df59C3V5mnK3W/S95X+XbqY8Ph9/I8i6uklPmvM0qQFJJJJIZYWaVmnlDHbINu1UVQgRVC4CrlduXb3XFW6J2u9b3bavd73dxqtaTkrauL9OWSkkuyVrJfPe92SeHC8GxrlHmHlKsjQYURwxtGgCpMjrJhizSJKgZuCmzKUSg5NyWjbbbW92ktO1rLut7pu1pVVLTokkl6SctdNd/LysaGoSLbWqxb2kMaKu9zlm2jG5j3J6n3rpV3LmtbXY4KkrKx1ngGOU6NCVZVBMhGUJ48xu+8fyrhxFNSqNu99PyO/BP9xH5/mzsvKm/vp/3wf/jlcnso+Z6AeTMP40/79n/45R7JeYXKl3cLp6ebdXEEEeQu+UBFyeg3NKBk84Gc0eyj5/18guMgvEuHEUNzBI5QShUwzGNsbZAolJ2HIw33Tng80eyj5/18guO+0oHki+0Qb4FDSrxujUjcGkHm5RSOQWwCOelP2UfP8P8AILjvLl84fOn3G/gPTK9t/wDWj2aWiv8A18guWvKmH8af9+z/APHKXso+f9fILh5U399P+/Z/+OUeyj5/18h3Dypv76f9+z/8co9lHz/r5BcPKm/vp/37P/xyj2UfP+vkFw8qb++n/fs//HKPZR8/6+QXDypv76f9+z/8co9lHz/r5BcpXt2mnKHu7iC3QnaGlxGpbrgFpQCcAnA5wCaPZJbX/r5CuTIzSYCSxElQ4wucqejDEnKnseho9lFd/wCvkFyrJqEMQkZ7q2QW5UTElQIixwokJl+QseFDYyemaPZR8/w/yC5YjSVpWKunMaEEISCCXxj95+vfI/F+zVra/wBfILlnypv76f8Afs//AByl7KPn/XyHcPKm/vp/37P/AMco9lHz/r5BcPKm/vp/37P/AMco9lHz/r5BcPKm/vp/37P/AMco9lHz/r5BcPKm/vp/37P/AMco9lHz/r5BcPKm/vp/37P/AMco9lHz/r5BcPKm/vp/37P/AMco9lHz/r5BcPKm/vp/37P/AMco9lHz/r5BcPKm/vp/37P/AMco9lHz/r5BcDFN/fT/AL9n/wCOUeyj5/18hXMxjDbzzTPLBHMkMRnZl2lYA05hLkyABA/2jaTxnf6UeyW13+H+QXJ3uVig+1PcQLb7Q/mkAR7WxtbeZdu1sjBzg5GOtHso+f8AXyC4JcLJL5CXEDTbPN8sAF/LJwJNol3bCTgNjaSRzR7KPn/XyAltIpjCmHUDYv8AAf7o/wBsU3Tj5/18guT+VN/fT/v2f/jlL2UfP+vkO4eVN/fT/v2f/jlHso+f9fILh5U399P+/Z/+OUeyj5/18guHlTf30/79n/45R7KPn/XyC5VuJ/se03E8MIkYRpvGwM7Z2ou6UbmODhRycHAo9lHz/D/IVwmm+zMiTTwxtKdsauNpdv7qAyAs3suTR7KPn/XyC5XM4uVYQzwy+VKkbhAG2OJEyr7ZDtZT95ThvpT9mls317dfkFyFhgnOP8/549uvNXsBha7Yzams1nbsY5ZoJ0Vg20gkKOG5xkcZwRzzxWc9FfzX6gjLOgalPFBC8QQpcwSLN5kRliggnWXyptsQEpA8xoDGSqyOPMUKp34XSGbvhLw7N4c+2RyzNcJcXSzRu4j3sPsttG7yeWiAyPLG5cnJbAcnczEzJ3t6DOzqACgBDQB4xoejXt5pxFvGrxahbR2xkLqvkmC9vpGZlPzOrLcDATJypyBkZ9Mg0LTwTcabp1sCJLnUEt7WAtHJBEtv5EUigL+7CyoGmkDM6vLIpXLfKKANvWPC19qcMIkufMlLGG4+SNU+xzoq3dum1UOyRkjcFsyfu1UMuSaAMV/A2o3Fsiy3IF5ctIl9c7AS8f7kxvs3BWJW0hhKLswszPuJixIALp/hjULDUP7QniN091BF9oCzRLGJjPeSOkquhMqQx3EUUbxhS4iLlAW20Adf4Y0mfSEkjuFjy5RhIrMWwV/1HzFj5dt/qoCGAMeCy+Z5kkgB0lz/AKl/9xv5GgCVPuj6CgB1ABQAUAVrj+D/AK6L/OgCzQAUAFABQAUAFABQAYoA4nXPBNrq0zXULvaXLfeeLBD47uh4Y+4IY+tdMKzprltePZ/ozz6uEjVfOm4S6tbP1X9M5s+ANSU4S+jYepgIP5CQitvbw/kf3/8AAOX6nUW1RfONv1MXVPCWvWMtvHbOt0txL5ckioVWAbSwkkG4sUO0jIHBIH3mUE9vD+V/f/wBfU6v/PyP/gL/AMxLbwf4jlSUzNFDJGuYlJDLK2G+XcrZQEgDcy8Bs44NHt4fyv7/APgB9Tq/8/I/c/8AMtt4J10NIEnhITb5ZII8wnG7jcdgXkfN94jgYOaPbw/lf3/8APqdX/n5H7n/AJkU/gzX41laKWGTy2AjX7plUj5mGW2pgnADsCcN0+Xce3h/K/v/AOAH1Or/AM/I/c/8y5F4H1ZiFe7hR9iswEbEAnIKg7hnBHXAzR7aH8r+/wD4AfU6v/PyP3P/ADLP/CA6p/z+xf8Aflv/AIuj28P5X9//AAA+p1f+fkfuf+Yf8IDqn/P7F/35b/4uj28P5X9//AD6nV/5+R+5/wCYn/CA6oP+X2L/AL8t/wDF0e3h/K/v/wCAH1Or/wA/I/c/8y3bfDgO2dRupLlP+ecaCJT7MdzsR9CtS8RbSEUvNu7NI4H/AJ+zcl2S5fv1b/I9JtbeO0jWGFRHHGAqqowABwABXG23q92erFKCUY6JbJE9IoKAOa8UaW2p28YjR5ZIJhKgjlWFwdkkZKs6OhO2RgVfAKkkNuCggHPQaTqcM9vctBC09pAzOyyIkdzObYxgYWIPHIZCEMjB0WBeAWwoAMzUvCl7dR3sHkxSLJb6tHGzOuJ21GdJoQQwyotwu1i/fBjyKAPSLcuWj8xdj+T8y5B2t8mVyODg8ZHB7UAaNABQAUAFABQAUAcn4r0mTUo4XgR5JbeUumyVYmUtG8Zb50dHGHwynacElSSACAY2l+G9R0nUpdVab7bJcWsUbqxjjXzBLuKxssW9YYULGFDkfMdw3sXoAyB4W1GG8trwQxyLp010/l+YoN2ty9wVIyNqmITKSJcZ2nbnigDu/DlhJpVpb2UxDSW1nbRORkgtGrKxBPOCQcZoA6GgAoAKACgAoAKACgAoAKAENAHit54Vvp/EF9eQ2ytE6abKsk/ll5Tb373DwwT7dyq8cWxo5GIRTCrARiPAB0y6PqEVrFGYI38i8kvhH5q5f7RcXsjW3KhB5CTw/PuKOQ4UAIpYAo+HfCt9pdxAJlj2Q3Iu2mVwcj+y/sBtguA2RL++3f6vaP7+BQB6VZ/6iP8A65p/6CKALNABQAUAFAHCeMdDutWH+iosnmWN9ZEMwXymvPs+y456iHyG3Bf3nzjYDzQBB4g0a/1aYusUYEkUlsD5oPlL56OlwcqD8yJyiZZScZI5oATwzod1pC/6Uqx+Xa6ZZDawbzXs5Jt9xwBtWbzl2h/3nyneBxQBtT3UccjId2VJGcD1+v5+p5qL20GUL+7ttOma7vSqW9vHNJIzdFVQuT+VZy207r9QIf8AhJrDZazeQTDfOqJIr2rorO5RRlJ280/KXk+z+d5MYMk3lqrEYarS+xRraNqVjrgma1Q7babySzLtDkwxTB05JMbJMpViFLckDbgmXdbsDb+xxf3F/KlzPuAfY4v7i/lRzPuAn2SL+4v5UXfcDzjwzrVrbaUxuEeR7OEXEhAU7lmuruJAuWGWX7O24HAAK4J5A1k2nZPqIkTx1p7QJO9pNEZkt5Y1ka0jDRXSytC5la5EEe/yZAI5JUl3ADYSwye93/MDotV1iy0dQ1xE3ME8wChCWeERn7Mp3gNcyhz5Mak+Z5cpDYXJlOT2b+9gZs3i3SbczEoWitxlZl8vyp+LcnyH8wLIQblEOMfOrr1Ay/e6N/iBB/wmWnvqJ0qC3eWYHhhJaIsg3yozQrLcxyThGhk8wQo5XaQwDcUe9a/N+YbHRaVe2urqzwxMiJtBLoFG8j54xyTvhb93KOiyZTJZWATlJdX94GncWsSxOQi8K3b2NJSd1qx2HpaRbR8i9B2pc0l1YWH/AGSL+4v5Uc8u7+8A+yRf3F/Kjnl3f3gH2SL+4v5Uc8u7+8CtPaxLtwi/fXtVKT7vYViz9ki/uL+VTzy7v7xh9ki/uL+VHPLu/vAPskX9xfyo55d394B9ki/uL+VHPLu/vAPskX9xfyo55d394B9ki/uL+VHPLu/vAPskX9xfyo55d394B9ki/uL+VHPLu/vAPskX9xfyo55d394B9ki/uL+VHPLu/vA5rXdbs9DuLS0eFppb+Vo0SNSWVVRmaTAHIUhVIyD8+f4SKpOTvq9PMRi6n40sdIcRXVpLE7SrGvmPZxKQ8c0iMZJblI49ywNiORkmyyfu8MDT97v+f6Ab9lq1jfXradHGRNFEJHOFKKd21og6sVaSNuJAm5FPy7twICvJK9394GBeeONHtBKyKsy29yLRmWa0QCUibcHM1xH5Ko0Dpmfy97YEXmZJFe93ffqGx11mkVztl8sR+ZDG+0lGK7txwTGzoSO5R2U/wsRzUuTXV9f0Cxo/ZIv7i/lU88u7+8YfZIv7i/lRzy7v7wD7JF/cX8qOeXd/eAfZIv7i/lRzy7v7wD7JF/cX8qOeXd/eAfZIv7i/lRzy7v7wD7JF/cX8qOeXd/eBz3iTV7LwzBHcXMQZZZRCuHgiAYpI+WkuJYYkXEZGWcEsVUAk1Scns/zFsUNI8SWer30mmx25jltwpk3S2bFd0UUo/dx3LzFf3qp5ixmIvna5XDFtyWt/zAbc+KbC0FwzW0xjtYruUOqxnzhYuI7lYl8zeGjkYL+9WNX+8jFfmpJy/m7d+oHTrbxNKpCDBjJ6e6/40cztu/6TCxbFpF/cX8qnmkurGH2SL+4v5Uc8u7+8A+yRf3F/Kjnl3f3gH2SL+4v5Uc8u7+8A+yRf3F/Kjnl3f3gH2SL+4v5Uc8u7+8DmfEmuWXhlYWuIt/2mUxJh7eJQwjeT5nuZoIwCEIA3lmYgBTVJyfV/iIk0rWdP1i5ntLZUMlphZRvhJSTJDxmNJGkBjYFS7II2OfLd8Egbkle7/EDLPiuy85baO0neWd5EtlAgH2kwl1mKFplWMR+U5PnmIsB8gYkAv3v5n+IWOh0yS21SNLyBR5NxbwzR5GDtkDMMjscEZFJya6vd/oFjV+yRf3F/Kp55d394w+yRf3F/Kjnl3f3gH2SL+4v5Uc8u7+8A+yRf3F/Kjnl3f3gH2SL+4v5Uc8u7+8A+yRf3F/Kjnl3f3gH2SL+4v5Uc8u7+8A+yRf3F/Kjnl3f3gH2SL+4v5Uc8u7+8BDaRD+Bfyo5pd394HEz+LLCC9ubFLaSU2a2w3xqNrzXVzJapCC5RFYSqq7mcISXyVEZJu8rXvb/gCNI6zafZI7tLeR3mne2W3AiEnnxvJHLEWaRYQUeGUF/N8ttuUZgy5V5fzPvuwsVdM8TWGqzRwwwSqkziFZWWMJ55tReeQQJDIGFvly+zysgoJC2ARuS6/wBXtcDp7S1iMKEqvKKenqBQ5NNpN7sdix9ki/uL+VTzy7v7wD7JF/cX8qOeXd/eAfZIv7i/lRzy7v7wD7JF/cX8qOeXd/eBzmu6xaaCAZYHm/czXDiIR/u7e28vz5m8x0yI/Nj+RN0rbvkRsNik5Pq18xWDV9XtNHkWKSB5coZZGjEeIog6xmRt7oSNzAbYw799uKacn1YbEGmaxa64pEMDw/JaXCGQR/vLe5kYQyrsd9okEUnySbJVx86LkUXkt33++wEd4Ns7gdmP8zW3mIffWkWoTG1n3eXNHKjbAdwyF5GAcEdRkEZ6gjiiWi07/wCYDR4atztEk97KpmS4nV0TbcyxSJLE8qrbKE8t40OLYQCQKFmEijFc+q00+/b8SjT0jSLDQmnNhCYBdyiZ0jg2IGWGKEBFSNcLtiDYOTvZ2z82And72+8Da+1L/dk/79v/APE1Nn5feAfal/uyf9+3/wDiaLPy+8A+1L/dk/79v/8AE07Py+8DzPw74ehvdPikkluIxKhinjhCNFPHFdXEkaOxhkddpmkyYJYmO4hmJVdvQ4yu7Lz3EdFb+GrTT7CPTNOaexiRVSRoIIRJOFjEZM5ktZFZ3UAvIqo5bkMBxU8s73aT+f8AwQJZPDOlPFFAtuYlgmjnHlwlWaSJSqtI2wlyUJVmYlyCfmyc0uSf9MCuvhDSVtoLIwyNBaO7qjRthg+SUcbOUV/LdQNpDwwkkhSGOWer7+YCWvhiHT3R7K5vrbbDFBIqRwkTiOWebfKZLV3EkklzM0jwtFkvkBSAQ+SW1l/XzA2NL0+DRwyW/nlX2kq6uRuUYaQYQfPKfnlP8b5bAJOZcJPp+IGjcXC+U42v91v+Wbjsf9mhU5J7DHpcqFHyv0H/ACzf/wCJodOXRCH/AGlf7sn/AH7f/wCJpezl2/EYfaV/uyf9+3/+Jo9nLt+IB9pX+7J/37f/AOJo9nLt+IFa4uFO3h/vr/A4/wDZapU5Lp0EWftK/wB2T/v2/wD8TU+zl2/EYfaV/uyf9+3/APiaPZy7fiAfaV/uyf8Aft//AImj2cu34gH2lf7sn/ft/wD4mj2cu34gH2lf7sn/AH7f/wCJo9nLt+IB9pX+7J/37f8A+Jo9nLt+IB9pX+7J/wB+3/8AiaPZy7fiAfaV/uyf9+3/APiaPZy7fiAfaV/uyf8Aft//AImj2cu34gH2lf7sn/ft/wD4mj2cu34gcl4o8PR+JpLMyvNHHZXHnMixD5x5bpw7QtLE4LDa8UkZUFiD5gjeOlCUen4iC28PG1ieGO+1EeZJ5m7yrbeC24Pk/YsS7wwBM4lYBE2FCoNPll2X9fMB1t4V0uwlFxZRPaTC3W18yGLbJ5asjAmQxF2c7FVmdm3KOecGjln1X4gInhqGGRpoLi+hkzL5JRE/0cTy+fOsYa2ZZFlkwzC5E+3A8ox4FLkltZff/wAEDX02GHS0S0gWQRQQRxpuVy21NwGTt9O/GecUcknv38gNX7Sv92T/AL9v/wDE1Ps5dvxGH2lf7sn/AH7f/wCJo9nLt+IB9pX+7J/37f8A+Jo9nLt+IB9pX+7J/wB+3/8AiaPZy7fiAfaV/uyf9+3/APiaPZy7fiAfaV/uyf8Aft//AImj2cu34gH2lf7sn/ft/wD4mj2cu34gUr9Dex+XHJc2rggrJDH84I4PEsUsTAgkEPGw53AB1Vg1TkuiEYEfhm3hWOOOa+SO2hMVugAxAxgNv50TGAyeYIycB3eEMS4i3c0+SXZff+G4Edz4VtLj7QDLeIl1FdRBVRMQi9ZXumiLW7MWmdQx85plQ8RKi8U+WS6LTz7AdFC4gaOMmWQpFt3NGQzEbBuYKirk4ydqqoJ4UDApckrPT8QL32lR/DJ/37f/AOJqfZy7AH2lf7sn/ft//iaPZy7fiMPtK/3ZP+/b/wDxNHs5dvxAPtK/3ZP+/b//ABNHs5dvxAPtK/3ZP+/b/wDxNHs5dvxAPtK/3ZP+/b//ABNHs5dvxAzdTt/7Rj8pZbq1OeXhQbiCCpUiWGWMqQe6ZBwVKsAaahJdF/XzAwrDwrZ6Yw+yyXkUcayJBGB8sCzSxzT+Wxh81vOkiUv50ku0ZWLy1OKfJN7pfeLYjbwjaeatxHNexywPI9sypGfspmLtMIg9syuJfMcH7Ss5UN+7KEAh8s9rL7/+CBv6bDDpaJZwLIIbeCGJAUcsEj3KuTtz0A5PU5pckn9/l1A1PtK/3ZP+/b//ABNT7OXb8Rh9pX+7J/37f/4mj2cu34gH2lf7sn/ft/8A4mj2cu34gH2lf7sn/ft//iaPZy7fiAfaV/uyf9+3/wDiaPZy7fiAfaV/uyf9+3/+Jo9nLt+IB9pX+7J/37f/AOJo9nLt+IB9pX+7J/37f/4mj2cu34gH2lf7sn/ft/8A4mj2cu34gIblf7sn/ft//iaPZy7fkI4K48GQXmq3OrTS3Ie4itUj2RIjQyWs7zo4It8ShHEJjFwJvuMr70Kqt8srcqX4/wDBA1R4dgWIRJNeIyOJkkCqWW4MtxLLcKrQND5k7XMnmqYjDt2CKKMItLklvZfeBHp3hey0qZJoWuikLCVYWXMfni2+x+eSIRL5ht/3ZTzPI5LiESYYDhPt+PncDpbS4VYYxh+EUcI5/hHotDpyvogLH2lf7sn/AH7f/wCJqfZy7fiMPtK/3ZP+/b//ABNHs5dvxAPtK/3ZP+/b/wDxNHs5dvxAPtK/3ZP+/b//ABNHs5dvxA5/W9FttcAErXMX7qa3cxJjzLe48vz4G8yKQBJfKjy8eyZdv7uVMtmlCUei+8RBfeHrfUH8yWW753q4CjEkLyCXyG3QsyxqyjaYjHKFGPMNChNbJfeAmm6Lb6Gp8lriTK2tuglXiK3tpG8iBNkUZKx+bIA0pkmfdh5XIGHyy6rv+KAgvDmd/wDeP861ERa3qEmkCW9gQSyQQTOiE4DMAuAT2GevTjuOoUldW81+oGQfEt2I7d4598sdzDbzwEW5aXzp1jaQMn+sTa6rCbcRiN1d53lRWC4W/J9xnQeEdavtX+2jUoWtZLa6WNYyEGxGtbaYIWSSQOymVtz5AfIIVB8iTJJbf1qM7LFQAYoACKAPG9B8QT6bpcsMborRWkUtsrBdzSy32oJIFB5f5YovlAO3Of4q9Mgfp+u69caXFfzytFFNDbTeZILKKZmkikkmW2BDwmAfuTH5qfaGDSA4IXAB0GseJL+GCKayimVblXtYmljjJa5nRGtLoqjNiBCkiyoyozPLGBHxwAY03jHVXt/t9vBIY74ullb+VmaOSP7OrLIMfO3y3k21ckRRuTxE2AAsvEuo6pqZU3AtLF4o7iHP2VcxST3kSM4mQvMky2ySRtA6/upVbd8ykAHZ+F9Vn1VJHuHXcmxRGFKnbt+W4+ZVOy6H72IAEImEZhKJI4wDpbn/AFT/AO438jQBJGPlH0FAD8UAGKADFAFa4/g/66L/ADoAs4oAMUAGKADFABigAxQAYoAMUAGKADFAHnXjrX7zQrjTVtnjggnuWW4kdPNOxYZGC+SJoXZDy7NGzOrIgCOWCsAY93rmpygy2N9FLbfaAC4NpDIQIrgutusyyL5PmLF5Rl3yyKkrrI8ZRmANDRvE13JqAjvGYWkls85eRYEjjQtB9kJKMJY5Z45S0yTKq+aGWABFxQAx/EWp3F9f2Uw/sxLeK3e2Z/s+ZN0t6nyyySvHuuRbo6eZFiONZFaMPiSgDsPD95JqNrBdzY8ye1gkbAKjcwYnCnkDJ6UAdBigAxQAYoAMUAGKADFABigDlvFlzeWttE1hKsDNOqyMzwIxj8uQlY2uFeLeXCHDKfkD45xQBi6Xq01xcR3X2yRrCOxW6uvtEduix+ZGpjBZI0KOQslxMS+2NQgCbJVaMAyNQ8U6hbrfSxzxo0Vtq0iRvGrJbtYTJFbsQCkh+0IxdhK5DNgxhUypAPS4ZBK8cgIIaIsCOhBKHIPoaAL+KADFABigAxQAYoAMUAcb4wvL2yjgaylECmVvOO+3R2QRSMBH9pR4y28KSoG4qDg0AYPh3xZPe3x+1TAWckU7J5gijK+TPBBGWUBZImk8z5xMSsshDWwSMbaAM/8A4Sm/kvILU3KxR301yksgSHNiLd5xGFLKVHn+Ugb7SJCdx8vaSMAHfeHL2XUrO3vLgBZbiztpXABADyKzMADkgZJ4NAHRYoAMUAGKADFABigAxQAYoAMUAGKAEIoA8c1LxdqNtrl7p5ljt4Vj05YVEayFFnv3t5rjzfNKI6xPvZJrfaCiDlY2acA3h4imlsYU+0JHO95JbSTgR70t0uLyGG6KsDEv2gWmQ5TyWZpPLUAKFAKHhzxTfalcwefIpEtwts0ARRiP+zBe/ahx5oYz/uc7vI2ttCeZhqAPTLP/AFMf+4n/AKCKALOKADFABigAxQBwXjPXLrSAPssgg2WV9eAlUbzZbT7P5Vsd4Pyz+c+4R7ZjsHluuGyAReJPEc1pOFspkVYYpJCoCP500c8cTW7E5IwGbcsZWUMPvAAigBnhfW7rVlP2mQS77bTbsgKi+RLdyzedbDaB8sPkptEm6Ybj5jtlcAFy94uJP99v51kxlwqzXyqu3lZAQwyCCFBBGRUT0XzX6gjRSzjTy9q2w8vd5OIwNmfveXhvlz/FtxnvXPf1+8rYtKkiklTGCTlsKeTgDJ+brtAHPYAdKWnn94Eu2b+8n/fLf/F0af1/wwBtm/vJ/wB8t/8AF0af1/wwCbZv7yf98t/8XRp/X/DAcb4Pt45dLtpQkR8oymMyIHdP38mSG4xkjIwB+JGa6XU5XaxNjpZYI50VZRbPHGRtDRgqhAwNoLEKQOBjGB0pe18vx/4A7FpxI2NxiIHzDKntzuHz9vXtR7W3T8f+AFhoVlwAYRsOQNh+UkEEj5uCQxyRg4Y+po9r5fj/AMALFWWzhdkMiWpeMAIWiBKgdAuWyoB6AYwelHtbdPx/4AWLcaSIfk8peAOEI4H3ejdAOnYUe1t0/H/gBYW487ynyUxtb+FvQ/7dCq9Lfj/wAsPTz9o5ToP4W/8Ai6Pa26fj/wAALD/3/qn/AHy3/wAXR7Xy/H/gBYP3/qn/AHy3/wAXR7Xy/H/gBYP3/qn/AHy3/wAXR7Xy/H/gBYrXHnfLkp99f4W/+Lp+1XYLFn9/6p/3y3/xdL2vl+P/AAAsH7/1T/vlv/i6Pa+X4/8AACwfv/VP++W/+Lo9r5fj/wAALB+/9U/75b/4uj2vl+P/AAAsH7/1T/vlv/i6Pa+X4/8AACwfv/VP++W/+Lo9r5fj/wAALB+/9U/75b/4uj2vl+P/AAAsH7/1T/vlv/i6Pa+X4/8AACwfv/VP++W/+Lo9r5fj/wAALB+/9U/75b/4uj2vl+P/AAAsZeoWMNzLbyXgt2lgl32zOpDCXY/3MuMts3nbz93djKAhe18v6+4LANOt1V1EVoFYgyAQrgkEkb+cEgk4zyCfen7Xy/H/AIArFzyGyxxDukwX/d8tt4Xd83OOgznHQUe18vx/4AWI5ohMrLN5DqQquHTIIByobLHgEkgHoSSOTR7Xy/r7h2HIJVlIUxgCNOinGMtjA3f54p+0trYLFr9/6p/3y3/xdL2vl+P/AAAsH7/1T/vlv/i6Pa+X4/8AACwfv/VP++W/+Lo9r5fj/wAALB+/9U/75b/4uj2vl+P/AAAsH7/1T/vlv/i6Pa+X4/8AACwfv/VP++W/+Lo9r5fj/wAALB+/9U/75b/4uj2vl+P/AAAsV7qNpYzHceS0bYyroSpwcjIZiDyMj3o9r5fj/wAALDQhYFAYSHXDDZncuMDI3cjHHORjij2vl+P/AAAsRtaq7SF1ty0gAlJiyWUDgPlskAdN2RjpR7Xy/r7gsOVJY5FRPLULGQAEIAUFcAANxjjGOMcU/a6Xt+P/AAAsW/3/AKp/3y3/AMXS9r5fj/wAsL+/9U/75b/4uj2vl+P/AAAsH7/1T/vlv/i6Pa+X4/8AACwfv/VP++W/+Lo9r5fj/wAALB+/9U/75b/4uj2vl+P/AAAsH7/1T/vlv/i6Pa+X4/8AACxWuITOu2cQumQcOm5cjocMxGR2o9r5fj/wAsMFuC7sBB5j7d58v5m2427juyccbc9O1HtfL8f+AFiN7WNhIHW2IkIMoMYIcg5XzMt8xB6bsnPSj2vl/X3BYmQSiVgpjH7tP4TjGXxgbuO/6U/aLewWLX7/ANU/75b/AOLpe18vx/4AWD9/6p/3y3/xdHtfL8f+AFg/f+qf98t/8XR7Xy/H/gBYP3/qn/fLf/F0e18vx/4AWD9/6p/3y3/xdHtfL8f+AFg/f+qf98t/8XR7Xy/H/gBYP3/qn/fLf/F0e18vx/4AWD9/6p/3y3/xdHtfL8f+AFg/f+qf98t/8XR7Xy/H/gBYQ+eO6f8AfLf/ABdHtfL8f+AFjHXTrVLqeYLbfaZ4YluPl+ZoQ0xi8xd+NpZpsMV+fBBLeWAp7Xy/r7gsXGtlMexlt/KKqpBj+TYv3FwW27VJ+UdBk4o9r5fj/wAALDkg2yeYggEuwKGEeG8sEYXIbOzOMDOM0e1t0/r7gsPtPO8mPBTGxcfK3oP9uh1baW/r7gsWP3/qn/fLf/F0e18vx/4AWD9/6p/3y3/xdHtfL8f+AFg/f+qf98t/8XR7Xy/H/gBYP3/qn/fLf/F0e18vx/4AWKs8JmC+eIGCsGTemcOPulctww5wRz1xR7Xy/H/gBYa9uGZS4gLKxZC0fIc9WXLcMe5HJo9r5fj/AMALELReSp8kQpulRn2Jjc5kXLNhuWP8RPJ9aaqX0sKxhXnE7567j/M1XmBBrttc3qzW9kzR3EsE6xspCsGIX7rMCobspYbc/e4zSlotdrr9QMEeH76SO0j+ytHJb3MTwzsLAPBBHOski3Kw7VR2G94/7Pys7eXHd4i8xZMbpdfz7f1uM6bwhol7oZvkvZRcefdrNHKFKGQfZLWN5GBllILSxuCpK8qWVQjIBEmna2n/AA4ztKgAoADQB4lo2l3txpzLbwNMmo2sdusqvCqQtBfX7u0wklSTYVuE2mGOZjtfKjC7uiWkvRsWxJaeBJdP0qBJoGnuzDao0NpFYrFE8MMgLXEd3K8Fw7NKyTXChpHCxtEiFNxnm18td73+VgOj1nw3qWpQQq0kBkYNazLDEY0WwuURbuEb5W3fPFEyyII5Ase1Au5symlt8vUZjSeD9XurcPJIi6hfNIl/NtTbsAgCSCMHaN0dnHFtiAYGZXP3HNO6T8l/X6iILTwrdxamNS1Czku3uYYnk8saa0cc5nvHKStcN56eRFLbqJLEjzGjZyHOBRfSydvv8uwHc+FtMn0xJEuYwrt5ZD79/wAgUhIPvEgWq/uQ3SUDzTl3cmZNf1/XUZ09z/qn/wB1v5GpW6AfH90fQUMB9IAoAKAK1x/D/vr/ADql1As1IBQAUAFABQAUAFABQAUAFAHmPxB067vbvSns4pLjyrtiykqLcZhkw0xE0cqEYwsiJKFUyAoztHHJpF2uBjXPh29vA0qWNxZbrhWnhhOmMs8Sx3AjAWaWaGdxM6Szy3SRyMNojBMYFVe2l/z/AKXyEdDpujazYao+q3bR3jTWaoyRjywsvmqfKjZ5iPKjG8qfKQuOXJlLM03VrLTUDF1Hw9cahNNKdOlg/wBIJbyjp5E8AaTEirLO8VxcSOUk/wCJhEI4YQywqk6hnq9uv5/19wHoHh+1lsLWC2uABNDawI4ViwDKGBwxJJ575P1qH+r/AEGdBUAFABQAUAFABQAUAcp4v0cazaxoY5Z/InWYJD9kLkhJI+Evke1kwJCSsu3A+dG3qqtUXby+/wDQDldO8Oajp95FfrDFvgt/NlREhjM0/wBkEC2dvMsvyWyuofy5YY4o32tGzgt5d3VrLv5/eIq6l4YvZxfqtqXea21WPzVeBTdteTI9mgYyrIfs0YMbfaBEsX3YS6HNNO1te3ytuB6fbsxMRdTGxhyUbaWQnZlWKMy5U8EqzLkcMRg1HRpd/wDMZoVABQAUAFABQAUAcX400y71OKBbUSukUxeWKH7KWkHlSLGGS8Bt3RZSjuGwwC7o/nAq4tK//B/QRiaHpOp6feC8uLZTcKl59omjeJUumuruCWARsXMxW0hWRMXCR7ABHDvU7qbt+X4X/rQDIbwteLdxTyWXnwW81w93HutT/aAmecwMqvKqS/Z/MjJ+2GEpsPkhyqg1fpfp56aID0Xw5aTafZ21pcnM8FnbRyEHd86Kyt8x6/MDz361D8u7/QZ0NQAUAFABQAUAFABQAUAFACGgDxHUNAv7rX9QdLaS4t2i02QmZogZY4r+SaW3g/fmJ0khSSMRzrBhdiSlVffLtdJK77iOk/si8+wRWstn5sEF010bbfbtvgmuLx0sxG8iwbrWJ7bKmX7PxtgkcRAmbq+/S3Xy/MCj4b8M3+nXkD3EAV4plme63xEfZhpgtfsWQ5nJW7xP5fl/ZsL5glMuFLbWy/rW9wPUbPiCP/cT/wBBFQ936sZYqQCgAoAKAPP/ABtotzqwX7PD9pzaXtugzEPIurj7P9mu/wB66BRb+XKDJFvuI/MHlRvufGkWl5bfqBB4l0m91a4WRbXdiOSGF98J+zyeejJdfM6sgaNTgwh51ztKd6E0uvW/X7hB4T0W50gN9oh+zYt9Ot3OYj9oubeSb7Tdjy2YsLjzYsSTbLiTYfNjTauavd6ef3WA0r3/AF8n++38zW4iW6uILO4+03T+VDFHK7uSVCqoUknbz+AznoBmpntp3X6gKdftEW3d47lI7tlUOWBRGkkMcYdlmIYuw+7D5piX55xEhDVjrtp9y/yKNDS7+z1jzjaNI6203kMxMigt5ccuUJb5kKSoVcfK4+ZCyEMU7q3+SA2Pssf+1/32/wD8VU3f9JAH2WP/AGv++3/+Kou/6SAT7LH/ALX/AH2//wAVRd/0kB594X1e0t9Jzcb99pF58uzKjZNdXUabQrKucwPuGB2JJJNd/Kuy+4gsxeMtOliSRYbsPMkMsUTMivJDcLI0Mys1yIlRxFJhZJUlyuDHkrk5V2X3IDe1LVLPSF3XQmT/AEae5wGYnbbiMunEmDKfNGxATv2tg4XNHKuy+4ZSn8S6XbyTxsZf9EGXYM2xhtt2/dt5mH/4+Yxx/FuH8NHKuy+4RXPimwa/fTIIrmeaLG8xugUBmkXKh7hHkAMUm4RJIw2kEZIBOWPZfcBt6Ze2mrhmtvMKoEyxZwNzru2Z3Eb0BAkXqhIB60cq7L7hmlcWkYicjdwrfxv6H/ao5V2X3ASJaR7R97oP43/+Ko5V2X3AO+yR/wC1/wB9v/8AFUcq7L7gD7JH/tf99v8A/FUcq7L7gD7JH/tf99v/APFUcq7L7gK9xaRjbjd99R99/wD4qjlXZfcIsfZI/wDa/wC+3/8AiqOVdl9ww+yR/wC1/wB9v/8AFUcq7L7gD7JH/tf99v8A/FUcq7L7gD7JH/tf99v/APFUcq7L7gD7JH/tf99v/wDFUcq7L7gD7JH/ALX/AH2//wAVRyrsvuAPskf+1/32/wD8VRyrsvuAPskf+1/32/8A8VRyrsvuAPskf+1/32//AMVRyrsvuAPskf8Atf8Afb//ABVHKuy+4Dntb1mx0Ka1t5xM8t9KY40iE8rgKjO0hSIO+xSFVjjALqTxkg5V2X3AUJ/E+n2heOdLiGUMixxSHY84k8wo0e+YBQVikYrMYZFVCzooIycq7L7hGjaarZ3l21kizBh5oSQswjkNu6x3CpiQvmGRlRt6IGJzGXXmjlS6L7gMW78Y6bZOI2juWaSR4ocMqicws6TNG0lwiqsToUbzjEWYjyxIDmjlXZfcgOptI0uCJCske+GNtjOdy7ixwxSRlJHQ7WZc9CepOVdl9wGh9kj/ANr/AL7f/wCKo5V2X3DD7JH/ALX/AH2//wAVRyrsvuAPskf+1/32/wD8VRyrsvuAPskf+1/32/8A8VRyrsvuAPskf+1/32//AMVRyrsvuAPskf8Atf8Afb//ABVHKuy+4A+yR/7X/fb/APxVHKuy+4DK1e7s9Fg+0XJYAsERRIQ0kjZ2om6RV3EAklmVVUM7sqKzA5V2X3AJb3Vrc3UliglE0MMM77jIF2TtKqbX3bXOYn3bCwXjnmjlXZfcIx7nxNp1p9oaRbkR2sVzL5ih3Eos2CXQiVHaQtDIwRt6IGJ3IXQFgcq7L7kM6MW0ZlXG7BjJ++/qv+1nvRyray+4Rb+xx/7X/fb/APxVHKuy+4YfZI/9r/vt/wD4qjlXZfcAfZI/9r/vt/8A4qjlXZfcAfZI/wDa/wC+3/8AiqOVdl9wB9kj/wBr/vt//iqOVdl9wB9kj/2v++3/APiqOVdl9wGPq99Z6KiPcF90riOKMSENI+CxC75EQYUMzFmUBQec4BOVdl9yENgvreW8bTzHcRuFd0dyypKsbIkhT95vAR3VcyIgkzvhMiAtRyrsvuAx28UWHmiBIrqSWV3S3RSM3RiLiYwlplVRF5blvPMOQp2B8gE5Y9l9yA39Oa21JVurcs0M8EMsZ3SAlZN7KSCQRkY4PT86OVdl9wGn9kj/ANr/AL7f/wCKo5V2X3DD7JH/ALX/AH2//wAVRyrsvuAPskf+1/32/wD8VRyrsvuAPskf+1/32/8A8VRyrsvuAPskf+1/32//AMVRyrsvuAPskf8Atf8Afb//ABVHKuy+4A+yR/7X/fb/APxVHKuy+4A+yR/7X/fb/wDxVHKuy+4A+yR/7X/fb/8AxVHKuy+4BDaR/wC1/wB9v/8AFUcq7L7gOOn8Vabb3lxYhbiWS0S3JMazMjy3M720cCynbCJfOVUw8qrucjI8qbYcq7L7hGg2r2gtEu0SdzLK1ukCsfOM6PJHJD80qxh43ilVm8zyz5ZKO4KljlXZfcBX07xFp2pzJDAJ9spEayksIzObcXX2f/WeYJBb/vSSnlYBUSl8ITlXZfcB0VpaxmFD83KKfvuP4R/tUcq7L7hlj7JH/tf99v8A/FUcq7L7gD7JH/tf99v/APFUcq7L7gD7JH/tf99v/wDFUcq7L7gD7JH/ALX/AH2//wAVRyrsvuA5/WdVs9CAM6zPmOWdhGzHy7eDZ5877pFHlxeZHuVN0rbx5cb4bByrsvuANU1Wz0eRYplmYlTI5RmKxRBlQyyZkU7QzAYjDvz9zHNHKuy+4CDT9Ws9aU/Z1mTAtpkMhYebb3EhEE8eJGwkvlybQ4SVdvzxoSMnKuy+4RVvBtnkA7Mf51nsMbqdjDqTtZT7hHPFLG20biMhe2D+RGD0PWlPbTuv1Arr4XiCxxPPI0QnS5lj+zKqvJG6yJ5YEeYVOxVkVCVkTK4G5icNd0vx/wCCUa+iaNp/h43H2CPyEu5lmMccJRU2wRQBVCoPlxFv55DO2OKTu9/zQHQfa4/9r/vh/wD4mp5X5fegD7XH/tf98P8A/E0cr8vvQB9qj/2v++H/APiaOV+X3oDy/wAP6Al5p8bNNJEs8fkXMaRiQSRw3V1LGFkAOw5nkDFSeoBAK133S6ok3YfCtlYadHpdgRbqqRpNJ9kV2n8uPy975QDzDy28chiSOtHMu6+8RauPDGkzRQwiNoxBcRXG5Y3DSSRKU3SMFBdmRmDMefmJGDg0cy7r70BRXwXpAtLfT2WRre0eRthWUb0c7vLYgBgqyLBICpDEwICSrSBjmXdfegEtPCsWnTR3FpcPG6QxwuzWyyM7LLcTSSqzJmJ5pLqZnCDZyoVQqhaOZd194HQ6RZQ6OrRxyTOjkMVdXOJDkyyAlchp3JlkGdpkLOBudyxdd194GrcXcZicDdyrfwP6H/Zouu6+8B6XcYUfe6D+B/8A4mjmXdfeA/7XH/tf98P/APE0cy7r7wD7XH/tf98P/wDE0cy7r7wD7XH/ALX/AHw//wATRzLuvvArXF3H8uN3Ei/wP/8AE0cy7r7wLP2uP/a/74f/AOJo5l3X3gH2uP8A2v8Avh//AImjmXdfeAfa4/8Aa/74f/4mjmXdfeAfa4/9r/vh/wD4mjmXdfeAfa4/9r/vh/8A4mjmXdfeAfa4/wDa/wC+H/8AiaOZd194B9rj/wBr/vh//iaOZd194B9rj/2v++H/APiaOZd194B9rj/2v++H/wDiaOZd194B9rj/ANr/AL4f/wCJo5l3X3gcZ4s0FfEk1jIsphWyuDM5ELebgxOuYZdhaOQMykEYwfnzuRQTmXdfeBTfwoJkxPdPNIs5uEkktFZvMaOWJzIChEmY5SqZCiIKgjVUUKDmXdfeBbtfC9jY3Bu7ZninW3S3ilEA8xIwIg5dzGTM8nkpuaTO3naASTRzLuvvAibwvDvZ0uJMqZjCr2yyJGLif7ROrK8Z83dJgqTtZMAAkZBOZd196A6LS44dLjjtIzIyQQRRKWRyxCbhk/L1P0x6Ucy7r7wNf7XH/tf98P8A/E0cy7r7wD7XH/tf98P/APE0cy7r7wD7XH/tf98P/wDE0cy7r7wD7XH/ALX/AHw//wATRzLuvvAPtcf+1/3w/wD8TRzLuvvAPtcf+1/3w/8A8TRzLuvvAPtcf+1/3w//AMTRzLuvvAw9dsYNaijRmaN4JRNGxgMih9jx/NG6FXGyRxg9Gww5UUcyXVfegMyz0NdOZjbXM6A2ENin7nc0fkeZ5c4ZozukBlclWUoTjIwOTmXdfegK114XguBcqLiZEuYb2JFEOfJ/tB1lumBKfOWdcoG4Qcc0cy7r70B1EEywtGjszskW0t5bLuI2ZbaF4zgnA4HSjmXdfeBofbI/9r/vh/8A4mjmXdfeAfa4/wDa/wC+H/8AiaOZd194B9sj/wBr/vh//iaOZLqvvAjfUIIxlmKj3Rx/NaE09mK6W+hVOv6eODPGD9auz7Mj2kP5o/ev8xP+Eg0//nvH+f8A9aiz7B7SH80fvRz2v/2ZrqxBrmON7dy6MVWQfNG8TZRwVzsdsHqpwR0os+we0h/NH70UdNt7XTGk8vUyyyKiqWSNpESMp5aeYVOUSNTGF2gEu8pzKzOxZ9g9pD+aP3opnSNNWdLqLUNktrJK9odqEQ+e0jTBlI/ehvNcKWwV4xnFFn2D2kP5o/ejpdJvtN0mKOzhnUxW1vDChZskrEGUZ4HOAMnAp2fYPaQ/mj96Nb/hINP/AOe8f5//AFqVn2D2kP5o/eg/4SDT/wDnvH+f/wBaiz7B7SH80fvQf8JBp/8Az3j/AD/+tRZ9g9pD+aP3oP8AhINP/wCe8f5//Wos+we0h/NH70OTXbFztSZGPoMn+Qos10DnjspL70WxexHkFj9Ef/4mouu6+809Bftkf+1/3w//AMTRzLuvvQC/a4/9r/vh/wD4mjmXdfeAfa4/9r/vh/8A4mjmXdfeAhu4/wDa/wC+H/8AiaOZd194HnNx4PS61e61Vp2iFxFZiIRQFSs1rcvcq8w2YmCsIdpY7mG9TgBSTmXdfeBrjQUSFY47mYNHL9pRjCCFuXluZp5tmwZExuWXyySqKibMHcWOZd196Ai0rwxa6TNHJHNM0UMgnWJoj/x8C0+wmUuEztNvkeX90Od+eMUcyXVfeB1tpdRrDGPm4RR9x/7o9Fo5l3X3gWPtcf8Atf8AfD//ABNHMu6+8A+1x/7X/fD/APxNHMu6+8A+1x/7X/fD/wDxNHMu6+8A+1x/7X/fD/8AxNF13X3gcx4g0eDXQAZZYSYLi1k2xFt9vdeV58Y3L8rN5Me2Qcpg8HNHMl1X3oCDUdCj1KTzJbib5hJHIPJ+9A8qyiEHYNmwqqq4y20c5PNHMu6+9AGk6NBoSnZLLNiOztY90ZXy7a0kcwx/Ko3svnPuc/M/HAI5LruAy8OZ5Mf3z/Os+rGR6zqR0bzb5EMzW8MziMEAuQFwuSQBk+pA9SOtKSurea/UCg/ia+SOGX5S0NzBbXsDRIJUe4nWJSdl3KEBDosJiNyJZTiQwosjx89l02tdf1Yo2PCXiC4177WbmFrZrW5ESRvHLGyo1tbzAP5gXdIDKwYqAuNpUFSGZNcoHYYqADFAARQB5B4d164sNJnSIIRZWkU8e4E5ee91CNw3zDKgQJtAwQSxJOQBtJe983+giTS/EviDUdOS/SNWjeG3naQWpjZfMikeZIobi7hE8cWIiJ1mUSLI3lo7IRScUnb+vyA2dW8Wz28MU1kjSLcI9vG8lvMga8lRHs5MNtzaNtmEzIXYFolTJLUlFdf6QGRN48vBA1/BATbXW5bKMxMZ96fZUZZkEm3Idrl8Rknyo9xwUenyrbtuMn0/xLq2s6k8dsEisFjWZZDCjYiae8hDTM15CyrJ9kLRPBFcAo4kbaCBSskr9f8AhttPMR1XhvVptXjkkn8oeWVQKm7dkD5pTux+6nP7y3wOYSrMdzFETVhnRXI/dP8A7jfyNJboB8Y+UfQUtgH4pAGKADFAFa4GNuP76/zql+gFnFSAYoAMUAGKADFABigAxQAYoAMUAGKAOD8Z+ILzQZrD7OFS2nuGS5mkVnREWGRwrBAWQHaZDLwqCI7iFJq4q9wK1zq+rLb3FxBNbsiOi2rC3cieZy6fZ4wbhd6+YYlF1lUz5hKbELh2W2wjQtNWvbfUUtL+S3eGS3kfzI12IJYXijkQMZ5GJDSZdZEiCFkRHlYSbFZW0GZP/CQ6s97NpwVI5gkskatbtkKkpWBI3kuIYbmS6iDOp82FYikgYnY212Vr9BHW6DfNqdtDeSbQ1xawyMEzty4Ynbuw2MnjPNJq2nZv9Bm9ioAMUAGKADFABigAxQAYoA5vxNqtxpUMS2UTT3F3OII1URkqTHLKz7ZZbdG2pE3ytNHk4+bsaSAx7XxLLLc203mQnTryIsrlBGYytubgh3852WTYDIyPCkSxc+eX2o9W37oDMvfFWowJdTReQQlvq0kCMj/I+mTJCDI4k/eLNuLkBYymNoLdaFFfl+IHoSHfIhPeMn9UpbJ+v6MC7io2ADxQB554q8UT2840vTMC4wGllIyIlboFB4MjDnnhRyck16eHoKS9rU+G9ktr28+x5OJxEoy9jR+L7Uv5b9vM5BfDRvj5l48lw55LSuWyfoflH4AV6fOoK0EoryPO9g561G5PzbZX1bQ7XRrV7trV7hIVLOsIh3KiqWZv3ssSkADopLHIwp5xPtpXSV9Wlv1bsuvc3hhIzfKkrt2Xn+H52K9lY6dcz/Y5oPsdwUSRYpzbhnEhlChPKllDNiF2IBJC4J7gUqsns9m01re6Sb+SUlqifqsUlOy5ZbP7vLz0L/8AYukBXbfbbYX8uQ748I/9xznCt/snB9qSrSaTT3dl5+nf5B9Vinbl1326dyeHw5p1yzpB5MjRHbIqFGKN/dcAkqfY4NHtZWunoDw0Vo1bS/y7lc6NpCmRS9sDBjzRvjzHk4HmDPyZOAN2OaXtna9/LTv2/B/cx/VY3ty672tr/X+aJofDum3LvFD5MkkWC6IUZk3DKllBJXcOVyBkcin7WW93o2n6rdeqJ+rQXTfVea8hg0LSizxhrcvCpaRQ8eUUEgs4zlQCCCTgAgg9KXtpJXvorX8r6r70P6rG6jy6vpbX5EieHdNkh+1J5LQY3eaChj2+u8Hbj3zim6so7u39fqL6tHZIzrqz0KyjeaaW2VYovPYB0ZvKxkOFUlipGNpAIbIxnIpe2e1+qj6NtJX7atblRwkZNRS1d7fK7f3Wdy/F4f0yWQQRmBpWTzBGGQuYz0faDnYc8Njb70/ay1V9t/L17E/Vo2Tto9vP0JpPB1qRjy1/IUe1fdieGj2Ki6beaGfN02Z4Sv8ABktE2P4WRsjB9sEdjmk+Sr7tSKfn1+/clQnQ96lJxt0vo/VbHpnhfxCuvQMXXyrmE7Jox0DY4ZfVHHI9OQemT41ej7CVvsvWL/T1R7OHr+3jrpOOkl5915M6jFch2higAIxQB5RqPi/UrXWbrTcRQIE05LZZI3Yk3V81q9wGXYsi7HRzF5gxsVAVbzTWttE/URuL4gup7SGONoVvJb2ayZyhZVEM93D5/k+YrAS/ZGKoZMKSwDts5Vkvuvb7v8xmd4f8WX2qTQNMIRDNciyMaowYP/Zn9oGYSGQjBIMQi2cA7/MJG0jil/XnYR6JZj9zH/uJ/wCgipe79WMsYqQDFABigAxQBxPizXbvSAfsflgxWN9fv5iF962X2f8AcjDps83z/wDWfNs2fcbdxcVffy/EBniHxDcWExWzaEpBA9xKGUuX2TRwmIFZFEbDccsQ5BGClNJMNiLw7rl3q6j7X5eJbXTb+Py0KbFvZJv3LZd95i8gYkGzfuPyLinZR2/vL7luIs3vE7/77fzNdAi46eZehCqurLKrK/3SpCggjByD0IIwc1M9F81+oIuR6JaweT5dpZp9k3fZ9sajyN/3/JxF+73fxbNu7vmuf5so0EieIsyJEpkbc5BILMFVAzEJ8zbFVcnJ2qq9AAFp5/gBLun9I/8Avpv/AIiiy8wDdP6R/wDfTf8AxFFl5gJun9I/++m/+IosvMDiPCek213ptpcPb287wGYwyzRqZYz58hJRijlDuGRtYdAevTrcLtu7RNzp7nRbe8ijt7i1tJoYNvlRyIrpHtG1fLRoyqbV+VdoGBwOKn2dtpMLl6SB5QA8cTBWDLkk4ZeVYZTgg8gjkdqXsrdX9w7ka2ewIFigAiYvGBxsZgysyfJ8rMHcEjBIdgThjk9l5v7guZ83h6yuHiklsrJ3t1VIWaJGaJEOUWMmIlFQ8qq4CnoBT9nb7TFc0orY2+TFFDGSFU7cr8qDCLwg4UHCjoBwKXsvN/cO4tx53lPkJja3Rm9D/s0eytrf8AuPTz9o4ToP4m/+Jo9ku/4Bcf8Av/SP/vpv/iKPYru/uC4fv/SP/vpv/iKPYru/uC4fv/SP/vpv/iKPYru/uC5WuPO+XIT76/xH/wCJpqlbr+Arln9/6R/99N/8RS9iu7+4dw/f+kf/AH03/wARR7Fd39wXD9/6R/8AfTf/ABFHsV3f3BcP3/pH/wB9N/8AEUexXd/cFw/f+kf/AH03/wARR7Fd39wXD9/6R/8AfTf/ABFHsV3f3BcP3/pH/wB9N/8AEUexXd/cFw/f+kf/AH03/wARR7Fd39wXD9/6R/8AfTf/ABFHsV3f3BcP3/pH/wB9N/8AEUexXd/cFzG1PRbbU5ra4vYLeSazl8y2Z+WSTaw+QlM9Pm2j+JFfqgIap20T/AVx1poFpp5LWtnZQM7K7GKNELOpJVmKxDLKWYqTyNxx1NHs31kwuTHSYTJJOba182cKJX2DfIFxtEjeXucLgbQxIGBjpR7PzY7iS6PBOksUtraPHcsHmRkVllcbcNIpjIdhtXDMCRtXngUeytrd6BcnijkikKIsahY0AUEhQAWwAAnHpjoBij2fS/XsK5b/AH/pH/303/xFL2K7v7h3D9/6R/8AfTf/ABFHsV3f3BcP3/pH/wB9N/8AEUexXd/cFw/f+kf/AH03/wARR7Fd39wXD9/6R/8AfTf/ABFHsV3f3BcP3/pH/wB9N/8AEUexXd/cFw/f+kf/AH03/wARR7Fd39wXKt5ZDUIjb3cNvcQvjdHKN6NggjKNGVOCARkcEA9aPZW2bC5WOjW5dpTa2m+SLyHbYu5ocY8pj5eWixx5ZJXHan7L+8xXEl0W2maZ5LS0drpQk5ZFJmUDAWUmLMigDAD5AHaj2dur+4dyeOF7d0iiSKNEiKoiEqiqpQBVAQBQAAFAGAPpR7PS1/wFcufv/RP++m/+IpeyXf8AAdwPn+if99N/8RR7LzYXPGbFDLql67/fNzID/wABAAx+Ar2rctOEV/Kj5yPvVaj/AL7/AAselWNqCtcjdj1YRJNZ0U6lYXFnGQj3EEkSseil0KgnHOBnnFZ31T7Si/ukn+h1wXJJS6JnPal4LN9dPchkUsunKpwdyizunuJMHHHmKwVf9oZbiqulfzlUk7dpUXTXzTbfoyYxSjGL6QlHyvLlf3XiYelfDmaykjM0iOtvJb4YvI7SR2/nbSVZVSNiZAQgDhTu/esCAEpbt76+aT5HHT7/AC0STvZWbS1Sv1s2095xm79/h3vq3e0db7HhjwXLodxJLM4kXZ5Ubb5GZk8xpMsrBUj5ONq+ZySQ4B20KVo26+76e6ml99+no2+kyim7q9veeu/vNNr5W369kYi/Du8mvDc3MsBTzUYKobBRL6G7+5sVUJWMoVG/LnzC53EApy5GrrZL71CcU185ppW92zSbvpcve5lbdSt395JW+VtX9rsrG3oXguTStQku5XEkebkxEvIXxdTiZlKYVIwhAXgymTAYeVgqVFuMeXryxh6qPV+b38ry1syZRTd135vR2tyry6LsklZ2uqVx8PpJQSjxKxN8xJU4Zrm8huow+BkqqxeXJ35yoIGKpS5UkktFT06Xg25fe5XT76lu0m91dp36peydN2+evmlY0x4Sml0q6sZTEk168shCbjDGZGB2rkKzAActtUsSTtFF0uRatRcXr1tPnfy6IlK0nK26t/5Jypvz6v7jntZ+Hl7qtzPIJYI4ZEnWIAMMedamBd6KgXKNyZNztIuBhdoBmMnB82jad93q/aRqL0+Hlejv8V+jpWjy9ly3+Sadu+7a2ttbW5rWvgqdNW/tGV0MZkFxtEkh2Si1W2KIm1VK4BYSs33SUMOcOGpct0r7TS7vnlza9LK/nfli9GjLl0UfKCfZcmzXru1prKTu0+U7p7NccUXFy2RzOpwKoxW8TkqROV8Fb01m6WMLzbqSCSOknB4B9T+dViYc9ON+kn+RyYTStNf3V+Z6z+/9I/8Avpv/AIivK9iu7+4964fv/SP/AL6b/wCIo9iu7+4LiHz/AEj/AO+m/wDiKPZef4BcwF8OWP2q5uTa2jT3sUcdyCqnzY1aUr5imP5t5dwzMDvCKDnyxh+z6XenkK5dfRreSE2z2to0BjSIxFFMZjiJMUZQx7SkZZjGmNqEkqBk0ez63Y7j4tLigmF1Fb2qTiMRCVVCyCIYxHvEYbyxgYTO0YHHFHsvN/cFyxaed5KYCY2L1ZumB/s0Old3v+AXLH7/ANI/++m/+IpexXd/cFw/f+kf/fTf/EUexXd/cFw/f+kf/fTf/EUexXd/cFw/f+kf/fTf/EUexXd/cFynd6el+EF1BbziJxJGJQH2SLna6boztcZOGGCMnBp+zts39wXIpNJhmZHktrV2ikMsZZQSkjHLSITGSrk8lxhieSaPZeb+4Lka6elgrm2gt4DNMkkhiAQySNIuXfbGNzMfvM2W75NP2dt2xXMS8/17567j/M09gIddjuplmj09mS6aCcRMuAwYhcFc8bvTkc45B5pS212uv1A58aVdyR2aJayRTW9zEbeby40CW6zq03mIsn+jSMpkMnlAG7QJFIzAkLj316d/6uM6fwfpmo6Wb5NTlFy0l2skcoR08xTaWquwV5pti+arqIwVVCrBFCFFWJNaW0/4cZ2uagAzQAE0AeJ6NbXr6c8dvFLIt/aRQxPHjZHLFfag0pkO4GMbZovmwd2CP4a9MgdaeDrix0mD7Whknkhtd1pBao8Imjhk3vdxyzOk07tJtmuRtyYo2VBtoA6bWtG1e9ghAMKvIGs5Y4VeNYrO6RBOATJIHlieKLy5lCbUD7UJbFAGLL4e166txMWRL/UWeO7JLCGIKINkiqMlFaOzKDbubzZ4yVAMhQAr2ug3J1VdR1W1ln+0wxS7FhilEUrT3jeX5juGtpIYXtfMaElWkViHYKpoA7vwpZ3Fmki3iOsreUVdn3Dytv7qEYC4e3X91K2396/73d8/lxAHU3J/dP8A7jfyNAEiH5R9BQA/NABmgAzQBVuD9z/rov8AOgC1mgAzQAZoAM0AGaADNABmgAzQAZoAM0AeW/ESC6lu9INqJ5Qt42YYmkijc+RLgvPDLE8TYDKrHzECtIzRtt2sAVBoY1WC6Q2DwSXUsSKlxGjpCC0iNeFpGkE92I3d3lKt8xiiPmorSMAdFZaFDpWoTahbWgjW3hjtohGFEs+4RvLKzFgZFUeXGplffuimOOVZwDi73QL+WUn7PL5fnXRvmCRyfale5Z7NvKd9t4IYsIFl4hByvKCgD07w7DNbWlvDdAieO0gWQFt5DgMGBbJyc98mgDoc0AGaADNABmgAzQAZoAM0Acj4ztbq8tI4rXeYzOpuVjRJHeDZJlBG5USK0vleYmQGj3hgyFlYA5PSdNvNOv21KWzMlxJD5s4EUA2MLSNfKtJ94clpYxGIZCEXc7ZAw1AFbUtGvnGo7IJzNLa6qryxtsa4aeVG05EkWRXcwQgxgEqIFzGPlJBAPUbdi5iYqyFoclWGGXOw4Yc4I6Hk80AaWaAEJoA8U03/AJCV7/19S/zFelL4Y/4UfPQ/i1P8cj0qFpEgdoQDIEYoGzgsF+UHHOCeuDnHSvOqNxTa3S0PapJXSei62OCPj2e8UrHCoVgsoO6RD5IkjgbLIysH+0lgMfK0S4IJJqoxUpaPS6s/KbTpNr+9Dnk10aSdrm+2ml7SvbvCEnUtp9mfJFPfVtbaUbfxJrFuI7uSWG48m3vXmUq6IyxXyxKqoshCyhPlEjbto6o2SaqKTsujWGu+t6nMpNdu77tW06azjduMdLTqWv0UYKST7/hbzNaHxffeaywxwiCG4RJN5leRhPqlzY4RjJ8m0RiQZDKOY1RU27FGF+Rv7UYrTu6KqX+T0d7uV7t3WsTjy3cd1GcvlCNOVtOrUnr0aWjuyfxbqmo2t1NDbTKkS2cEkcYBRzKbxULearZCFflcBDwffmYK7tpfngl5Jp3uuq020va1yrJRTt9mq3/27BNW0dmm99fQqXfjjUbRlt/Jillie4ErKrLHIsEyR4QvMPILB9xZ2nC4A2kHIEldPWzUNP8AHKUdPTlva2t0rrczacbrrrZpXXwRkr+b5raPZN+RteJdauNKvrdoTxJazDY7HyhJJd6fCksoUjKwiZmOCpKllDruLAirucNPipJN9L+2bttrLlSS0vLlTL05FLXRybS3ajTlK3pdavWy1s7WMtvHV1bBVmjhY+ZIhkj3iNktp5Y7qVcs21VjRXUFm2M+1mcAMYutG7pcqk11UXdJ9neaio9XGSdiXFpuKs3tHpeVoTt5NQlK+u8GVR4+1DzDutlWNY8srAq2WtDdowcy9ACkbQiJmOHlEgA8sVyuN1L4kmrdFKOkk3q2m7pNbXi3dNtOKUmuW7TcWnbRwnPli1tsmm293zRsmlfqtQ1y60/SobtzALu4MYA8uRo90nzbUjEgZ2VMjmaNWILFlHy0p+5Lljra9/8At1O78k2urdl3e8w95OT00TXldpJX6vXotXbbVnLad47v71IrkxQeQRaCRFDmRmuTKp8s7yqhTGCFZZN27buGNxckoJzWqtJpLd8tFVfxb5dvPyKUW7Rur63fTSr7Pbppru+3ma/hPWbrWLy4luJYpEeysJo44GYpF5zXbFWDM2JQAqu42+YFRticKNeXkjJXTcaso8y2aVOk9OyfNdK70d7+8Zt8yg0uXmUnyvSS95K0l3WqfnzLpd6mrcA/SqhocVQ5PwP/AMhu5/69h/6MFdFX+HH/ABfocOF/jz/wfqev5rzz3QzQAhoA8M1HT7+48Q6iFjubqBoNMZwzSIpt01CV5oEh87yLhJIFnRQYkJG9TlpZWlAOl+xXR06K0mtZZLeG6ad4MIwezluLwwWoi34Jtovsu6EgJGvlqhPlkKAUvDWjajaXsD3UUizJKryXDEEfYv7MEItTJuLELf4m8jG0MvndRmgD1Oz/ANRH/uJ/6CKALOaADNABmgAzQB5545026vwv2eJ5x9kvY4QmP3N9J9n+xXPLDYYdk+Jx80O84xvNAEHiazvNSuFeK3lJRJIrdvk/c3AnjK3OQ/7pWiVtso+cKdpAzigBPCWnXVgG+0RPAfI02OYvj9/fRyzfbLnIJ8wzb4czt80u0ZztFAGje/8AHxJ/vt/OsXuMszyRwXYlnfy440lZm3FQAAuSSCOP50p7ad/8wRK+s2cZhD/ao/tJRVLpcqqmSTyohKSAIjLIQkYfaWJGOCK5tdlb7kUXNPvbPVPN+ySvKLaUwSEPJgSBEkIBJAYbZFO5cqc8E4NGq3S+5Aaf2VfV/wDv4/8A8VSv6fcgD7Kvq/8A38f/AOKov6fcgD7Kvq//AH8f/wCKov6fcgOA8K6taQaUDO7I1tGZpQm9VWOW5uY4yFTCks0MmQozxlh8wJ3lKSlZbfIRoW/i7S7lFeFrtzKsbxxiK682SOVXeOVI9u9o2WOQhwCvyNzxU801/SA177U7LTV3XLyxgW094QTNkQW3lecxA5DJ50fyfeOflBwcJTl0f4Lr8hlabXdOt5biB5ZBJZDMwzN8o2wvwRw3y3ER+XP3sfwth80/6S/yEQt4jsPtclhGbuWa3K+aIo7l1j3lwpd1BVQSj8k9FJ6Uc0t7/kBqaffWmp7jaySSBFjYkPIABKgkQZJxu2EFl+8oZdwGRlOcl1/BAXri3URPy/Ct/G/of9qkpyvv+CGPS2XaPmfoP+Wj/wDxVDqS7/ggH/Zl/vSf9/H/APiqXtJd/wAEAfZl/vSf9/H/APiqPaS7/ggD7Mv96T/v4/8A8VR7SXf8EBWuLdRt5f76/wAb/wDxVUqku/4ICz9mX+9J/wB/H/8Aiqn2ku/4IA+zL/ek/wC/j/8AxVHtJd/wQB9mX+9J/wB/H/8AiqPaS7/ggD7Mv96T/v4//wAVR7SXf8EAfZl/vSf9/H/+Ko9pLv8AggD7Mv8Aek/7+P8A/FUe0l3/AAQB9mX+9J/38f8A+Ko9pLv+CAPsy/3pP+/j/wDxVHtJd/wQB9mX+9J/38f/AOKo9pLv+CAPsy/3pP8Av4//AMVR7SXf8EBhaxrNjoclvDdySq95KYogrSMchGcsVDbtg27SwBwzKCMHIpSm9v0/yEUpPE2nRMYy115gICx+Xc+ZIGEjB4027pI8QytvUFcIxJ4p80+6/AC1p+uafqsohtJZZNys6PmYRSKhUOYpDhH8suquFJKsQDRzTW7/AC/yAqjxLYMGI+2ELK8KkRXWJZY3dHSH5f3rKY5CdmflRm+6M0c0+/5AbNk8F/tuYHd4poY3Rg7jKsWIPJB6dj05o55L+kBo/Zl/vSf9/H/+KqPaS7/ghh9mX+9J/wB/H/8AiqPaS7/ggD7Mv96T/v4//wAVR7SXf8EAfZl/vSf9/H/+Ko9pLv8AggD7Mv8Aek/7+P8A/FUe0l3/AAQB9mX+9J/38f8A+Ko9pLv+CAPsy/3pP+/j/wDxVHtJd/wQFG/mg06PzZmlwSFVVaV3dj0SNFJZ3POFUE4BPQEhqcuj/ICiNVtvtq6cRdJNKrMhZLhY2CqrMRIRs+UMob5uHIQ/MQKfNLe/5AVJ/EmmWvn+bLMq2kc0sjYuChW3IW48tgCJTCxCSKm4qxwRmnzT7/l/kI3BArSqQXwUYg739V/2s/hS55Jf8BBYti2X+9J/38f/AOKpe0l3/BDA2y/3pP8Av4//AMVS9pLv+QrHjemYTUb0f9PUvUknqO5r33rTg/7qPnIaVan+OR6daXEcCBpGVFyq5YgDLEKBz3JIAHckAcmuRroexB/gga70qBliZrVGkPlIpMSliHJ8tV6kiQMdoGQ4PG4Gs1pZLfRr0S0t6Lby2Ohu2r9L+tm/vTTffQbHeaOBMUe0xEGa4w0OEDHLGbB+Xcy5YvjJGTkipXuq62VvS+68t22vN36j1vy683brtbbfbT0JorrTJCixNbM06iWMKYyZVDGQSIBy4DlpAwyNxLZySauzWmqt+GiXy0aXpZE30v02/wA187Wt5EF3qmjq3mXc1mHjbyd0rwgqzfN5eWOVZim7Z1JXOOOElquXd6abu1nbz3T+a7oG7LXZa9krppv7k9e1x0lxpE8pidrR5rcmcqxhLxEH5pSpyyEEYMmAcjk5pbe90Wl+3z6Db+y/tdO/y62Qsmq6Vcxq8k1rJHPmBGaSJlk8wAmJSSQ/mDadgJ3jHB4p8r+G2+tu6XW3W1/lcOay5lol17dL36dUPuW0zT4o0uBbW8X+ojWQRon7zrEgbA+cD/Vr97HQ4pat/wB5/e7Wfq7afgJOyutlq+y3V/Ldr5syrTVtO1d7m4tLYXU1gzWpdRal5Co+eGNmmBVRkgrMYVJJIyOaPs86Wkn83qtXra3W1+ayvba7fuvkenKk1/dur273tpordL6O1NvFenXtkJL61kjhe8SxSGeO3k3TGZYQVEcs0RjSQnLhvlCMQMgAtLmcLWbmnKPolJ38rpXT6pp9Qvy866Qi7/ddpW69LPZ6PY2NQvLbSTDDDaNcyzvhIrdYFIESlzITNLCgWMkAENuDOAqkk0K7fLto5X6JXjBvv9pKyTbV9LIG7R5ul+X1bUpW7a8snrZXXdlLTtZ04Xclla25tmZ5U80RxJHNLDhpVUo3mFoy5y0kaqxLFGbmnFNx7JapeV+W6WyV1bo9tLClo7Pyu+zlHmSb7ta6XWlr3Qaqcg/jW0DhqHH+DIw+t3IJIxbD7rFf+Wg7giqxTcaUbfzfoceE/jz/AMC/M9Z+zL/ek/7+P/8AFV43tJd/wR74fZl/vSf9/H/+Ko9pLv8AggENsP7z/wDfx/8A4qj2ku/4IDlrjxRpdtdz2LyzGa1SB32ea4JuJXhjiTYWLS+YoTZjOXQLk7wl809Nd/T/ACEXW1eyW1S9DztHI5iRV89pTKrMjRCIfP5iMjq6bcqUbONpo5pbX/ICGy8QadqEy29vLMzSYCt++EZkMIuPK8w4XzvIPmmPO8JliMA0c01rf8gNu0t1MMZy4+RTw7jqo/2qTnJO1/wQyx9mX+9J/wB/H/8Aiqn2ku/4IA+zL/ek/wC/j/8AxVHtJd/wQB9mX+9J/wB/H/8AiqPaS7/ggD7Mv96T/v4//wAVR7SXf8EBi6rqtlooU3TzLuV5DsMz7YotvmyuEzsii3p5kjYVd65PIqlOb6/kINR1Wy0qRIrl5laQbvl85wiBgpeQrkRoGYDexAycU1KT2f4L/ICvZ6rZ6wpFo8rbDBJ8/nIGimk/dSx78B4pNj+XIuVbaSp4p80lv59ugFO8G2dwP7x/ma1ERaxp8WrNJY3DBI7mKaNiQCMMF6qeGHqvGRkZGc0paK67/wCYFKPwpGscNu1xbiCK4W4aKO1EaRujq4WyxMTaRyAGO4RjcebG8ioYjI5OOu9n/XcZuaBo1j4cNyto+I7qZJQjO7CMJbwQBAZHckfudwPGAwTG1FqXd20GdH9ri/vr+dTyvsAfa4v76/nRyvsAn2uL++v50cr7AeVaFoDXenoftCW6XMXkXUbxF5DHDd3UqGFxLGsTn7Q+5njnUjYQow27eSd3ZPfT+rCNePwhZ2mmR6ZbPasVjhjmlu4HujIIYyitGrXKeSyszPEFZo4izbI8sSYtK97P5afoBfvPC+n3UMMJlkJguIrgvJLJIztGjIQdz4XzFZt2wKuTuCZApWkuj1GZo8C6YbK206SUtDavIW5IMkbsHEZIbK7ZI7dt+SSIiuAJGxXvXvZ/cIbZ+EY9Ouoby3ntGligSJ5Liz86YP51zPNNbSC4j+ztO93JldsqqAi4KrtKs9rP5XX6AdRo1nHoyNELjzUc+ZhhjEr5aeTOT/rpWMpXorM23g0mpPowNa4uojE4DD7rd/Y0lGV1oxj0uogo+cdB3pOMuzAf9ri/vj86OWXZgH2uL++Pzo5ZdmAfa4v74/Ojll2YFee5i+XDD7696ai1fRiLH2uL++PzpcsuzGH2uL++Pzo5ZdmAfa4v74/Ojll2YB9ri/vj86OWXZgH2uL++Pzo5ZdmAfa4v74/Ojll2YB9ri/vj86OWXZgH2uL++Pzo5ZdmAfa4v74/Ojll2YB9ri/vj86OWXZgcT4t0R9fuLCW2nit/sdw0kkgVvPVGidf3MiyoqncVykkcqM212UrGY5LipK+jEUZ/C8l7GyXl3Z3LGfzsy2TMsh2SR4uY2vGWUIrqYBH5CQyIrhG+7Ts1smv66aAWtM8N/2UymG93LbpMsDSRh5g1zJHLO88hfbMWaP5NsURQMd5kbDUrN/Zf8AXYCB/CcaXh1C1uLa3mSV5ovLtFRHeTeGa9WKaM3bqsjrDIpt3Tcxcyl23Fns07fN/oB1GkQQaRDFZJJvS3t4ogxxltm4ZIHc9ce9Jxe9nu+noBs/a4v74/Op5ZdmMPtcX98fnRyy7MA+1xf3x+dHLLswD7XF/fH50csuzAPtcX98fnRyy7MA+1xf3x+dHLLswD7XF/fH50csuzA57xHpdt4ggjidoCYJRMi3EIuIGYJJHiaAvH5i7ZGKgSIVkCPkhSrVFSjrZiILLSF0+M+Xdbp0s47SCaRQ5hCKcvtLYdpJNskg+Xf5caMSEQh2b+y97sDKu/C6zi5jS7RI54b+KEGEs0R1KRZbhpG85RMFdf3CqsBReJGlPzU7NfZfT8AOugnWNo1kkRnWLazKNqlhsyVUs5UEgkKWYgcFjjJnldno1r/mBf8AtcX98fnU8suzGIbqL++Pzo5ZdmB41rC/2Fq0kxOba9bzEcdA5ADox7HIyueoPX096g/aUlH7UVZry7nzlaLw9aUn8E3dPpd7p/mjQ1G4OpWZhgdFkV4ZUL52l4ZUlVW28hWKBSRyAcgEjFS4uLUo7p38rNNP0dm7efQ7KdVJNPZxlH05otX+V7+Zxw0y7a6eNzBieKbzJSHITz717giFiOXQEDDbcnD5G3aZUOi0t7LXZ/u7/g/w87m86yfvX1fOrdk6dOGv/gN9tfIjttGub212yNHamKSVogu+ORyb4XI84gEqD5a7WUOTv8zHG0pU3HklfWMIRsnZfA076brm07O99wlWjzSino23dW6pbd02rS7xuvM6rw5Zf2LM9w7oWlhVMBnYhjPcTud78sCZxzhdzAtsQEKKUeWPKl2+5K1vRa8qu7LRdjOVZOz6pyb8+ZQ1/wDJLv166t42r6HcXto1pbzQxiZ75nY5Vv8AS5GZSGVSxCq22SLKLIcEt8gBj2bXKor4YxXzTUnp15nr5PWze2yxC5nJreUHbyjBQ+Xr1Ta0uxl/o5jtpHDqzA3UpEaFnfzvKKrt4L4EYDL1ZeACcCtGuX3orROLtbtV9pra79bJveyZlGomuRu2kVe9rWpOm7Po3fR/eZcWk3GsiS8cpb/aJboNCfOgQxXC24ZymxJj80B+SRYWkB3bo+CZVPlSXR2b11Vqk5pq3V899Wmmk3Z3Sp1l/wCApbWs7R5XffZaJ2aSclZrU7PxFbyasqfZ3hyLe4tWEwYqEuRGGlXG4mRPLGFOA4YguvUnI3JvZStqtJK0ubRr+rqL6WFCsoKPeMlJLo2lJWl5O+/qut1r6NDLp9vNBG4LyyzSI3PBk5Ut3JB64/CpqLnjyrR2av63enpfT0HCaUot6pKCfnyxjF/fZmdqPheS4tbSKG7kt2sltlAVYWRvJmilkf8AeQyOJH8oYIYAnG8EFsi0nzrRbWstIpSSS7LVXW1kv5UaKdoOL1bU7y6uU1Zt/Nvaz96Wuo3xNbNrKqjpauVWWNXmDGSHzAmJ4SFKrMhXcBszuClZUwQzjB3T221W6tJtWv3T12tqveRmq3JpulJSs9pWT0kvVvumuiZDb2Yj1QaixhAjEmxkMgeRpFRS0isTGrAKdzR8ykgsAVxTjC12lZtNJK9knLm06rZabXuzN1dIxTva2r3uouPTe93q9UrLoaOp61EiFmYADnrWsYHNOqktx/gK3Iln1WY+Ws4WOFW4JRTuLkHnDN0z2Ge9cuLd+WlFXtq30v2NMFB3lXlopaR9Frf79j0z7XF/fH515XLLsz2g+1xf3x+dHLLswEN3F/fX86OWXZgea3PhKS41e71EXUUEU8dk0KRxvtM9rdyXQa4jM5WUBxHuaI25kEkn3GBd9LNJLlfX+loI2F0No4UjjvIxJFObuMtDmIXUs11NcOUWVZDDIborHD5waIRoTNKS5ZWfWL7flbp5AQaR4Xh0iaJlug8EEouQhj2yG5Fl9gLGTzCvkGDLCIReYJSG88oPLI1J/Za/y3+8DsrS5iWFAWAIRR19hUuMrvR7sZY+1xf3x+dLll2YB9ri/vj86OWXZgH2uL++Pzo5ZdmAfa4v74/Ojll2YHLeItHj10fJcLAWt7mzkynmBra78rzggEkeyf8AcJ5UreZGnz74ZMjbSUl9l/18hFfVNE/tSTe12gEiyQyAxAk27yrKqRlZFCSJsC+a6yqwyTFnmmk1pyv/AIP3AGjaNHoa83CzhYbKziwnllbazkkMPmfO/mTfv382VfKjfC7IY8HLs+zW7+dgH3hzO5H94/zrYQmr6kNGaS+KNKLeGZ/LXAZyAuFBPAycDPOPQ9KU9rea/UEVG8T3kUUFwVjZVuIra7TyZFkWSaZYwNvnMIfLDoUObn7S7iMC3+/XPyrb7ijU8K+JW8Ri6Z4XtfstyIlSSOaN9jW8EymQTRxkSZlbcqjanygM6lZHUlawHX1ABQAGgDyXw34gl07SJUREYWVrHcJnPzNPe38bK2D0UW6kYwcsc8Yx6ZBJpvi/WdSsFvI4E2PFbzNOLS4VIhNHI8kQglnie5EO2PN1FMsTrMCiHYwIBs6t4yNlEktqvnCZJYY3eGeJJL1kSS0VPMC7reUCYvKjOq4Qb8tyAZNx8RGSB7+KJWs5Q32Nir+ZIVNohEiZyn7yaUdvljDf3qALNl4r1LWNTe1s0iS0RQ6yNBJJuTz7uA+Y4uYhBlrRwjeVNu3BtuAAwB1Ph3WJNajkmcRosbCPCMGPmKP3rcEgROxDW7dZISsoykiMwBv3P+qf/cb+RoAkT7o+goAdQAUAFAFa4/g/66L/ADoAs0AFABQAUAFABQAUAFABQAUAcN4w8S3Ph+ewjgiRoru4aOaaVnSGNFidsPJHDMYySN+9lWNUjfe6jLAAzb7xPqlsSkSQTeZP5UUkUUkihljnkmhVDNEbloREFedHgQMzjyt8LRkA1dK8Q3V3dwpOsKW97aG6hMZdtm3ygV85iBMT5oZgIIPKBVcy7sgAy4PFGpXs88EEcK4+0NAzRyN8trP5MgRRMv2t3OBgNZiFjgmYDJAOt0O/OqQQ3rAKbi2hkKqcqC+4kAkAkAnuKAN2gAoAKACgAoAKACgDnPEusS6PBF9mjaa4uphBEoXeFYpJIXZA8ZcJHE7bA6F2AXfGCXUAwLHxfLdajDblR9lu1JhfyJ03Ri2Fx9p+0MTAVY7ovs3EqH940hHykAr3vi++tlupo44HWODVJII23oVbS5lhbzZAXDrOW3qEijMYGwtJnzAAd6jbpVb1iJ/MpQBdoAKAKl7Yw6hEYLlFliYYKuAQfz6EdiOR2ppuLvF2aIlCM1yzSa7M4K4+G9vnNlcT2y9kyJEH03/MB7bq61iH9pJ+ezPNlgY705yj5aNfjr+JV/4VxN/0EJP+/Kf/ABVV7dfyL7zP6i/+fr/8BX+Yf8K4m/6CEn/flP8A4qj26/kX3h9Rf/P1/wDgK/zMbXfBF1plq1zDqDb0wFQ26uZXchIokAmjAeSRlRWZtoLZbC5IPbr+RfeH1F/8/X/4Cv8AMx9J8OXl5cx29xeeWJRfj5IwdjafdRWj/MSN6zNIXT5EMYAU7ydwPbr+RfeH1F/8/X/4Cv8AMzU0q9mu7SyW72nUpLpI3MQPki1acMXXePNMnk8bWi2bud+3k9uv5PxD6i/+fr/8BX+Z1Wh+DZtYs4Lz7bJH9ptoLjb5aNt85S23ORnb0zgZ64FHt1/J+IfUX/z9f/gK/wAyt4j8OTeHIY5EvXlkmmWJEMajOclj1Jwqgnp1Iz1ranUVR25bJK+5y16Dw8U1UbcpJJNL1f4G/ZyeWoZj2rFrU6YuyM3VNdS2G0El24VV5ZiegVRySfQVcYdTKpVUfXpbUn0/wdqWrJ9ovJzY7vuQhA7geshJADH+6M47nNJ1YQ0iubz2XyKhhqtVc1SXJ2ild/Pt6Ivf8K4m/wCghJ/36T/4qp9uv5F97NfqT/5+v/wFGrYfD2wtXEt00l66nI84jYCO/lqAp+jZFZyryekbR9N/vNoYOnB3m3Nr+bb7lod0qBMADAHAA4xXKejtsPoGFACGgDy2+8a3tvq91pawxQrGtgluZzJvZ7u9a0M4jWNUmhAZHKJcqwCBSVeSQQAG4PEFzNZwmIQpdzXs1iWZWaJXgmuYWm8oSK+yQ2rMsXnApvCmWTYS4BnaD4wutVnhLxxJBPcCy2KG8wS/2d/aJm8wttMe3MIh8rcCRJ55A8sgHf2f+pj/AOuaf+gigCzQAUAFABQBxfirX7jRR/oqxkxWd7fyeYGbfHZeRugQKybHm88bZmLrHsOYZN3ygB4h8Q3GlzbLYRMkMDXMu8MWdFlSIxRlXURvl8+YyygYx5fegCvoGv3GsqPtKxqJbbTr+Lyww2R3sku2Fyzt5jw+R80yiNZN/EMe35gB97/x8Sf77fzrEZYliFxdiJkWRJElVkc4UqQuQflb8sVM9vn/AJgTx+H7OExMlpbq1ucxnccqc7gc+XliG+ZS2Sp5XBrnv5v7v+CUakULQM7xxRq0zB5CHILuESMM37vkhI0TP91QO1LTz+7/AIIFnfP/AHE/7+H/AON0ad393/BAN8/9xP8Av4f/AI3Rp3f3f8EBN839xP8Av4f/AI3Rp3f3f8EDg/CukWt5ptrPJbxTvF5oSSQlWwLiVgCoVgQrElQSw5JwCxFdbqKLs7k2Oon0e3ubeOzktoTb24URR72CoFXYoACAABeAOmKXtY+YWLskBlVEeGIrEyug3HCsn3Co8vgr/DjpR7WPZ/18wsRpZrGI1W3hUQO0kQDEbHdZFZl/d8MyyyAnuHb1o9rHs/w/zCxnSeHbJ2idrODNvHHDFh2GyKLJjjACAbE3NtU5A3HHU0e1j5/18wsadvbCzJMMEUZKoh2sRlYwVRf9X0QEhR2FP2kfP+vmFia4km8pwUQfK38Z9D/0zFHtI+f9fMLEkcs20fInQf8ALQ//ABul7WPn/XzCw/zZv7if9/D/APG6ftY+f9fMLB5s39xP+/h/+N0e1j5/18wsHmzf3E/7+H/43R7WPn/XzCxWnlm+XKIPnX+M/wDxuj2i8wsWfNm/uJ/38P8A8bo9rHz/AK+YWDzZv7if9/D/APG6Pax8/wCvmFg82b+4n/fw/wDxuj2sfP8Ar5hYPNm/uJ/38P8A8bo9rHz/AK+YWDzZv7if9/D/APG6Pax8/wCvmFg82b+4n/fw/wDxuj2sfP8Ar5hYPNm/uJ/38P8A8bo9rHz/AK+YWDzZv7if9/D/APG6Pax8/wCvmFg82b+4n/fw/wDxuj2sfP8Ar5hYPNm/uJ/38P8A8bo9rHz/AK+YWMPV9Dg1uW3mvIEkaylMsWZDjcUZCGBjIZSGyR6qvOMgr2sfP+vmFisnhfT44zEllbrGxViu9gMru2lRs+XAZh8uOCR04o9qvP8Ar5hYsjQ7RXeQWduGlUK+DgFQVOMeXgDKqTgDJUE5xR7WPn/XzCw2Tw/ZSmQtZ25M7bnO45LZ3ZB2ZUkkklcbicnOaPaxXf8Ar5hY0LdXtn8qKKNESJFVVchVUFgAMR9McYxxR7Ref9fMLF7zZv7if9/D/wDG6ftY+f8AXzCwebN/cT/v4f8A43R7WPn/AF8wsHmzf3E/7+H/AON0e1j5/wBfMLB5s39xP+/h/wDjdHtY+f8AXzCwebN/cT/v4f8A43R7WPn/AF8wsHmzf3E/7+H/AON0e1j5/wBfMLB5s39xP+/h/wDjdHtY+f8AXzCxRv7RdSi8i6giljJB2s7dR0IxGCD1GQQcEjoSKXtY+f8AXzCxWOk25V0+ywbZYPszjdwYMbfKx5eAhHBUcHAz0GH7SPn/AF8wsRTaFaTmZpLS3Y3aFJ8sf3iNjcrfu8YfAL4xuPLZNL2sfP8Ar5hYuxK9u6RRRoiRxFFUOcBVKADOzsAAP50/aLfX+vmFi8JZv7if9/D/APG6XtY+f9fMLC+bN/cT/v4f/jdP2sfP+vmFg82b+4n/AH8P/wAbo9rHz/r5hYPNm/uJ/wB/D/8AG6Pax8/6+YWDzZv7if8Afw//ABuj2sfP+vmFg82b+4n/AH8P/wAbo9rHz/r5hYrTxtcFTLFG3lOJEy5O1wCAw/d8EAnB9zS9rHzCxnnRrbzZJzawGSfHmNuPzYZX5/d4GXVWOMbmAZskZo9rHz/r5hYhk8PWUvmbrO3PnsGc7iCWBJyCI8qSSSduM5Oc5NHtY+f3f8ELGjbh7ZzFFHGiJFGqqrEKqqXCgAR9AOMYAAH5HtF5hY8r8VagdQ1gQNgR2CYIBJHmygMTnA5CbR06nFevQ0p86+0/wX/BufP4mfPW5OlNfi9fwVjP+2XGoy/YdNTzZuMnokY/vSN0Ue3JPYVb5aS56jsvxfoYqUqj9nRV5fgvNvod/wCHfCY0c/abhUubw9ZWc4T/AGYl8shB7/ePc9q86pilP3YpqPbT8dT16GFVL35Pmn36Lyiun5nYiSYfwJ/38P8A8brm9rHz/D/M77DvNm/uJ/38P/xun7WPn/XzCwebN/cT/v4f/jdHtY+f9fMLB5s39xP+/h/+N0e1j5/18wsHmzf3E/7+H/43R7WPn/XzCwebN/cT/v4f/jdHtY+f9fMLCGWb+4n/AH8P/wAbpe1Xn/XzCxzTeF7N7u4vpLaJ5byKOKXc5KlYnkkUqDHlWLSZYg/wRkAFck9qvP8Ar5hYtNodq0ZgNpb7CiRkbiMrE0jxjIjz8rSyMDnOZHJOWOT2sez+5f5hYkt9It7SYXMNrBHMqBA6sQQoUKAMR4BCALuxu2/LnHFHtY+YWL9pJMIUwicIv8ZHYdvLNP2iXf8Ar5hYs+bN/cT/AL+H/wCN0e1j5/18wsHmzf3E/wC/h/8AjdHtY+f9fMLB5s39xP8Av4f/AI3R7WPn/XzCwnmzf3E/7+H/AON0e1j5/wBfMLGbf6dFqgUXdvDMIzld7E4J6/8ALPocDcpyrYG4HApe1iuj/D/MLEMujW07K8lrAzRu0qksfvu29m/1fO5vmOcgnnrR7WPn/XzCwkWnRaYrG0t4YPNkjZ9jEbiJBtH3OFBJwBhVySF5IL9otlcLGTeH9++f7x/nQBX1z7Wqzf2dxdiCbyiF3EPtXBC5XcR1CggnoDnFKW2vdfqBgKl9JHZiNLlbiK5iEMnlX0cU1uJ1M7yJLNI1oQhYyrf7mnhTy7QiRw0OGmvp5f0/kM6jwhb6ram+TWG8xzdq0bhnZGU2lruMQdECxCXeFVRtVw68kbml205e36jO1qACgBDQB4joz3kenvDCtyTeWscdoYkmaMTJfX5m3SRqY7c7JId0kzRK4wAzeWdu8kr+jf8AWohbTRNQs9JglvpLiOaWG1P2ZE1G83zLDIZWufJeOeCSVpFVwJEgieFSd+4rSur6W69l1A6bWbXWrmCExIIGlDWTpFNK5it7pEEk5YKuLq2eJBFLmREV5mIfcMSml+YGLJZeI7m3FyMx3uos8U0e+ZYLYoIArxrkvEjRWspDMz5mnTgCUgO6WnRAV7W2vX1RbzVRdrHcwxTJCkGoyKjvPebYle3lWG0kSH7IbhbpZV3sQCiKSH0srfh5ff8AIDu/CsV1EkgvRP5v7vaZTlfJ2/uVHCjzlTi6OMtPuYEIURIdtLDOouf9U/8AuN/I1K3QEkf3R9BQwH0gCgAoAq3P8P8Avr/OqX6AWqkAoAKACgAoAKACgAoAKACgDy74hvcx3ekfZvPcfbG/cQrKpkbyJdp+0IjRxMBuULM8aMHZ2YJG7LpHr6AYl3HPdq8tsNQt0a4XzYpbfU5NiiO5Cysi+VLO8sxQMtnN5MGIXk3oH31t2/Dy+75iOp0axntLhtRuI7tXhtoYZI2lkmaa4lWKSeQKGELiM7IxJEiqXFxtVAvzQ+yt/kPYzNVW8ke/jT7WIv7QgcsYbyRFgNkit5UcJimuIhcpho7OVWSQiVz5QdXpW0em3l3A7Xw8s6WluLsOLgWkAkEhDOHw27cQBls9TjrSfl3f6AdDWYBQAUAFABQAUAFAHP8Aia2NzYSRxo8spKrEsbyIRI7CNHZomVhHGX3ynkCNWYqcYqluBhWCSaHfzw/6ZcwW2l2gTKzyLI8DXPmCJ3zG9w6NDuXzDJISuSdrEN7Lbd/jYDmtSg1DGobBfCc2uqh2jFwQzPKh0sW5UGNnEG4f6Ll4+RPtfirXT5f8ER6jbSeaYn+Yboc4ZWVudh+ZXAdW9VYBlOQwByKh6J+v6MZoVAC0AFABQAUAFAHL+KrFtRtBbxLIZZZFjjeN5E8kvlWnfymUssKFnCMdjuFQld25bjpqBh6UyWeozsiagBboYRHJHeSCfEkSed5sq/ZiEAAhEMhkaIyyybjxG3t0/AWxzT298LuMzpfm0Wa4/tQKt2dwLz/Y/JWPLyqMw7vsIcIP9ftAbFbLztpsM73SJ5tO0yKbUiRPBp8DXBc5bzEjcybiM5bcDnGcmizk1GPWTS+djOUlCLk9km38lc8n8O6DqHiqR7t91rbzyNJJMR877jnbED6DA3n5RjjJr3qtaGGSpr3pJJJdF6v8bbnzFCjUxLdR+5GTbcnu7vZL9dj2/SdItdFgFtaII0HJPVmPdmbqzH1P8q8CdSVR803qfS06UKMeSmrL8X5s1cVkbBQAUAFABQAUAFACGgDw3Uft0niHUkT7XNEINMMjRLcxhLZdQlM0aRhFM5Nt56o9q0jviTy8ysyrt9lfMR0pN0dOit5473yI7ppZCqzmVrCS4vBbRgR5u2kSJbYyxBftEasnnAN5gVbPS234qwyl4bt9UjvYPtYuxOJVMjSed5X2D+zAoUsf9HMn9o4Jjz9rzl2XyQzUO1tP6d/8vkI9Ss/9RH/1zT/0EVEt36sZZqQCgAoASgDz7xxDeSBfswuCPsl6sP2fzSRqDfZ/sLP5PKoMXGZJsWqf8tmXcmdI6fh93UCDxKby7uFa3ju12pJHb7FmC/alnjCu/lkosTRhislxtgKnkgnFCst/6QhPCUN3EG+1LcKfI05Z/P8ANAOoLJN9uaPzeGQ5g/eQZtX48lmAbD9P733W0A1L3/Xv/vt/M10CLcjLHeB5H8pESVmbIUKoC5JLcADqSemKme3z/wAwJv7bsgYVM06m527N0Uq43v5cfmloQIBNJlIDP5Ynf5Yd54rD5IovWd1b6gZRa3Bm+zymGXYykJKFV2QkLjcquu4AnaTtOGBAW3RAXvs5/vyfmv8A8TSuuyAPs5/vyfmv/wATRddkAn2c/wB+T81/+JouuyA4fwlqNrBpKmWYwm3RpZVXOEjkubhEb7rEh2ik6EnIPABFd3JF6tE7GnD4q0ueITRXFw4bYURbe4MsiSBmSSKAW/nSwuqOVmjjaIhHw/ythckeyC5q3V/a2K7rid4gLeW6O4EEQQeWZnK+XkeX5se5SA/zYCkg4OSPZBchl1ewgkmhe5ZZLQZmXnKDbE3OI8H5Z4jxn749Dg5I9kFytJ4i0+K5ey8+4eaIgSCK3nlWLcWCmV4oHjiUlWw0jKuFY5wpIOSPZBc1LO6t78kW07ybVjc4xwsq7kPKD7y846juBmjkj2QXLNxbEROd78K3dfQ/7NHJHsFx6Wx2j536Duv/AMTRyR7AP+zH/npJ+a//ABNHJHsguH2Y/wDPST81/wDiaOSPZBcPsx/56Sfmv/xNHJHsguVri2I2/O/317r/APE0ciWyC5Z+zH/npJ+a/wDxNHJHsguH2Y/89JPzX/4mjkj2QXD7Mf8AnpJ+a/8AxNHJHsguH2Y/89JPzX/4mjkj2QXD7Mf+ekn5r/8AE0ckeyC4fZj/AM9JPzX/AOJo5I9kFw+zH/npJ+a//E0ckeyC4fZj/wA9JPzX/wCJo5I9kFw+zH/npJ+a/wDxNHJHsguH2Y/89JPzX/4mjkj2QXMXV9TsNEaAahciA3MvlQmR41Bk2O3VgMfKpGfVlXqwo5I9guVW8Saam4faJiVYKFWGZnk3ByHhRYC88REcjCaFZItqO2/arEHJHsFzTtL20v5HhtbnzniWJ3EbqwVZlLxEkKR+8Qb1weVKt91lJOSPZBcy7jxLptq5ie4nMgcxqiQTyNIw3bhAscDGcRlSJWhEixMNshUkAnJHsgucPc239ta5eb7vUYIIbOxkiSG4ntDmY3JbfEBGyt8i5V0VlOQwByK4/ZqdSUW5JJRsk2tXf/I+mjWWEwNCpClQnOdWspSqUoTdoqnZJyV1bmZaXwsHGVvdZx/2Ebn/AOKrT6tH+af/AIEzl/tOX/QPhP8Awmp/5Dv+EU/6fdZ/8GNz/wDFUfVo/wA0/wDwJh/acv8AoHwn/hNT/wAg/wCEU/6fdZ/8GNz/APFUfVo/zT/8CYf2nL/oHwn/AITU/wDIP+EU/wCn3Wf/AAY3P/xVH1aP80//AAJh/acv+gfCf+E1P/IP+EU/6fdZ/wDBjc//ABVH1aP80/8AwJh/acv+gfCf+E1P/IP+EU/6fdZ/8GNz/wDFUfVo/wA0/wDwJh/acv8AoHwn/hNT/wAg/wCEU/6fdZ/8GNz/APFUfVo/zT/8CYf2nL/oHwn/AITU/wDIqX2hRadH5015rpTIH7q8vpm5z/BCJHxxy23A7kZFH1aP80//AAJh/acv+gfCf+E1P/Io2VpY37pHb6jrLGVA6E316qsCgkCh32oZBGQ7Q581UyzIFBIPq0f5p/8AgTD+05f9A+E/8Jqf+Q2aDTrYzCbU9XjFqjySO2oXaxhYiBKVkOI5DExCSrGztE5COFchaPq0f5p/+BMP7Tl/0D4T/wAJqf8Akan/AAiwMgxe6xgoTn+0bnPVeh3dOaPq8f5p/wDgTD+0pf8AQPhP/Can/kT/APCKf9Pus/8Agxuf/iqPq0f5p/8AgTD+05f9A+E/8Jqf+Qf8Ip/0+6z/AODG5/8AiqPq0f5p/wDgTD+05f8AQPhP/Can/kH/AAin/T7rP/gxuf8A4qj6tH+af/gTD+05f9A+E/8ACan/AJB/win/AE+6z/4Mbn/4qj6tH+af/gTD+05f9A+E/wDCan/kH/CKf9Pus/8Agxuf/iqPq0f5p/8AgTD+05f9A+E/8Jqf+Qf8Ip/0+6z/AODG5/8AiqPq0f5p/wDgTD+05f8AQPhP/Can/kUNR0aDSo/OuLzXdmcExXd/MRgEkssIkZVAByzAKOmckUfVo/zT/wDAmH9py/6B8J/4TU/8hLbSrS8l8iDUdWeXyknKDUrncIpM+W7DdlQ+DgNgnB44o+rR/mn/AOBMP7Tl/wBA+E/8Jqf+RRaLTkLJ/aOtFkYqFW9vmaRlJDCBVBa52FW8w24kEe1jIVCnB9Wj/NP/AMCYf2nL/oHwn/hNT/yKN/ZrbXmnNDd6hdWt7MgdZ72aaKaIwXEqgqzFXUlFYBgVIzxyajk9jOm4SlrK2sn/ACv8fM6oVo4/D4qFahh0oUVKLhRhCSl7Wmviir2s3df8E9s04CeMbGdAOABtAAHYALxXZyR7HzC00WiNH7Mf+ekn5r/8TS5I9kO4fZj/AM9JPzX/AOJo5I9kFw+zH/npJ+a//E0ckeyC4fZj/wA9JPzX/wCJo5I9kFw+zH/npJ+a/wDxNHJHsguH2Y/89JPzX/4mjkj2QXD7Mf8AnpJ+a/8AxNHJHsguH2Y/89JPzX/4mjkj2QXENsf+ekn5r/8AE0ckewXObn8Q6VZ3c1lJd4uraKGSSNWV5SssjxxIsaK0sjlwFEaIXzLEApMqAnJHsFy6+qWcdqt6Z5TC52qFR2lL5KmIQLEZzMjKyyQ+X5sbI4dFKPg5I9kFyO11qwvZltre5d3cAqQreWSYxKIxKYxF5/lHzTb7/PEWZTGEBYHJHsFzUtLcmFPncfIvQrjoP9mjkj1QXLH2Y/8APST81/8AiaOSPZBcPsx/56Sfmv8A8TRyR7ILh9mP/PST81/+Jo5I9kFw+zH/AJ6Sfmv/AMTRyR7ILmVqeo2mjhTeTyR79xGFL7UTHmSuI42McEe5fNnk2wxb08x13rk5I9kFwv8AUbTTHSK5nkRpeRhSwVchd8jJGyxR7iFMspSPJxuzRyR7ILle21K01VWFpPJJ5bwk5VlDJJJiOWMvGolhk2sYp498MuxijsFODkS2QGReSoJ3G5eHPcZ6mlawDdb0+PVfMsZXWNbmGaPc2MDIXqMjI9RkHGcVMtFp3X6gUV8OO0UNtLc23kR3CXBVQ4MPlyK/l2zGUlUkVSj79xUO7IQSMY+if3FGz4b0Sy8M/aUtZsw3MySojzySmNUtoIAm6aWRjzCzZyPlKp0Ral3lun9wbHUfbIf+eif99r/jU8r7MA+2Q/8APRP++1/xo5X2YB9sh/56J/32v+NHK+wHk+h6FLdWAAnhgS7gW3uElB8xVhu7uVWi+dQGcXDA71IwFI6mvRINaHwfa2Wmw2NvJbzXCRQRSz3Uk0x/cRsimANOTCqs8jRxIREm9gEGTQBoX/hmzvoYYmupGeKaOWR5Lh5TKoUpLHiSR1jjmBy0UYWLcFJQ7QKAMv8A4QeyezgsZbssInk8+QOBJNGxV1Uvkncrw2wLNuBjSRAo3qUAFsfCzaZeR38NxZyzeRGkskyuXEvnXU00kRWVQFc3TKiSbyiRou5sE0AdRoFkmixvCbiKRJGEvARCJXGZzlcAo8nzRoR+6U+Uh8pY0QA27i7hMTgSISVbjcvofegCSO8gCj94nQfxr/jQA77ZB/z0T/vtf8aAD7ZB/wA9E/77X/GgA+2Qf89E/wC+1/xoArXF3D8uJE++v8S/40AWftkH/PRP++1/xoAPtkH/AD0T/vtf8aAD7ZB/z0T/AL7X/GgA+2Qf89E/77X/ABoAPtkH/PRP++1/xoAPtkH/AD0T/vtf8aAD7ZB/z0T/AL7X/GgA+2Qf89E/77X/ABoAPtkH/PRP++1/xoAPtkH/AD0T/vtf8aAOE8YaRJrV1p1zYzQwPZ3DO8+8iWNGicZQCRUkUvs3RSK6OQu5SgcEAgk8PzXsUovrm1e6kkV0uYmnhlQYkQhTFcIyKkLlI40dUOXMvmNJIzAGlp+ltpM0zWlzbiE2tla24cbnRbTzBulIdQ5cSsBtCYwDzyKAM/U/Do1O5e7nlsJGA2xpJGxVhuG1pSJgRJEgKI8RUEM+4fNwAYGnIthrF7byTicxWGmRmVmGZGT7UCxyTyTyeSea5o/xZ/4Yf+3Hu1v+Rfhv+vuI/Kiep2dxbiJfnj/76X/Guk8Itfabf+/H/wB9L/jQAfabf+/H/wB9L/jQAfabf+/H/wB9L/jQAfabf+/H/wB9L/jQAfabf+/H/wB9L/jQAfabf+/H/wB9L/jQBm6vHFqNq9rHNHF521HbKk+UXXzguGGHaLeqMchWIYqwBUgGHdaW0l4t3b3FpELaKRLb5CWUtE0aJL+9CvCjt5mECOSAu4DkgGVeeGDOt1HHdW6pNDqMUGVyytqUqyytLiQBhEy4jCbSVPzHNAHaQTRI0YkkiLrFhypAUsNmduSSATkgEk4oAv8A2m3/AL8f/fS/40AH2m3/AL8f/fS/40AH2m3/AL8f/fS/40AH2m3/AL8f/fS/40AH2m3/AL8f/fS/40AH2m3/AL8f/fS/40AZOsQQapALUyxLE7p5y5U+ZCDueL72NsoGyTIIaNnTHzZABhxeHbWw1KfVbCdY5bmPa6yTTSx72nEsj+W0/lruUbVCKoT+H5SVIBk/8Is8VzDeRXdtv0+S4e1VlJVhctMZRPiQElRMdnl7RkDcDQBm63aw6TJoNksiyLaTRQ78gbhFZXiZPJAzgEjPGRXLV+Kn/j/9tZ7uB/g43/sHX/p6kehaPdwKp/eJ1/vL/jXVseEbX2yD/non/fa/40AH2yD/AJ6J/wB9r/jQAfbIP+eif99r/jQAfbIP+eif99r/AI0AH2yD/non/fa/40AH2yD/AJ6J/wB9r/jQAfbIP+eif99r/jQAfbIP+eif99r/AI0ABvIP+eif99r/AI0AeWXHheefWLy9iuILe3nSwkjUMzJJcWt7Jd/vY2lO3DBd7QiMP5zEfP5hIBtro8sUCIl3bb4blr1Mqdn2iaa7muA2JdxhIuVWIDDr5ZLM2/CgFbRfDC6RNETdwyQQTi7xjEhn+wf2eVzvKiHy8yD5d+/AJ20AdzaXcKwxgyICEUY3KMfKPegCx9sg/wCeif8Afa/40AH2yD/non/fa/40AH2yD/non/fa/wCNAB9sg/56J/32v+NAHIeJtJXXB+4uYYS9rd2Um/5v3N55PmOmHXEqeQuzdlPmbcOlAEOr6O+qylzdW6rIklvINvIt2mSVdn7z/WqEClmyrckKOlACaHo40Rf3txDNsgsLKLZ8p8iyklKPJl2zKwnbzNuEG0YAGaANJrK3YlvKiOSTnavOeeuOc9ffqeagZR1LUo9HZ7+VWdLeKaQqgLM2AvCgAkknjABPoCeKymrq3mv1AgfxZNHFb3JiQwyTx29xgXKPFJJKsYXZJbo0ZRWVyLjyjKWWKEPI8avhy/1/TGaPhbxRF4oW5khXYtrcCIDOWZGghmV2GBsY+aVKZJUrgnOaTjy2GdZUAFAAaAPJ/DXiE6dpMiCMP9itkuAd2N5nvL6MqeDjb9nBzzncRgYydpL3vVsQ/T/Hl7qNmt5HbRsrJBI0kZuJooRMkjtFIIrd5TLDsUSlI2jQSxs7KuTU8qTtfvpsBtap41hsI1kg8u53xyxqUc7WvgiPbWoO04W4Xzj5zARxiIb2BdQUo/L+tWMzLj4iwwxSXiIGsSCbSbLj7QVNohBj8vfFiW4aP51H+rDfdbIaj06/8OBNa+M7rUtSawsoEaFQGSZhckSL51zA5LR27xwFXtZFX7Q8fmH7m4clWSV3/X9XA6jQdYfWUeYxiJEYR/fViZU4nXC5ARJAVRyf3qjzUHlNG7jVtgNq5/1T/wC638jUrdASJ90fQUMB1IAoAKAK1xxt/wB9f51S/QCzUgFABQAUAFABQAUAFABQAUAcX4r8TyeH7iwt4okcX1wYneVvLjRRG7Y8zkLIzBSoYEFVfocEUle/kBQvvFl5Y+ZvggEaSiPz/NkMEZ2SuySuIt3mL5aIditGJJkQsGDAVyoRN4Y8WT6/MBNCLRJY2lhR1uBI8YKbXV3gS3lXa6s3kyyFN6BgMmhxt/S0AgXxhcy3M9lFBF50KzyBC0zOkdvKImMsUcLyM8wZZIEhWQup9cAnL1AwdLvv7T1e8vNuzz9P0uTaGDBd/wBqONw4OM4yK51pUmvKP/tx7tb/AJF+G/6+4j8qJ6xZj90v0rQ8Mt0AFABQAUAFABQBj67eTabZyXUAiJhUu3nMyrsUEtyqsd3HAxg+oprewHN6L4jv7u9FnqNulkSq7QRc/vG+zxyuIpXt0t5NjNIpRZTKFiZ2QYIFNJar9AK954xuLZbmVLdHSGDUZYR5pVnOmyLFKsnyFUEjNujKlyFHzAGmorRea/EDt0bdKp6ZjJx9SlTsvn/mBcFSAtABQAUAFABQBgeI9QuNJtGurVYpGj6pKzqXLfKkcexWLSyyFI41ONzMBnJFUktgM7QvE39r3UlrIgheHeoUrMN7wOIbkxyPEkMsUcxCBopHYAqZVjZgobjazAx/+EyupLmGzigi338lwlqWkcKBbNMJDPiMkFhCxQR7hkjdjmnyre4jK1vUBq0mg34XYLqaKYKTkr5ljePtz3xnGe9YVNHBf33/AOknu4H+Djf+wdf+nqR6HpH3T9a0Z4Zs0gCgAoAKACgAoAKACgBDQB5rd+OJ4NUu9MjgjxbrYrF5shjkaW8u2td7KAxMAJjcMg3BMt83mKqacq0fr+AG3/wkM8lnDLHEn2me7lsgrOwiEsEs8Ujbghcxk27lPl3YZcgHNK2tvK/32Az9F8ZS6tNEDAkcE0wtM7yZBP8AYP7QLbdoXyvLzGDu378HbtpuNtv61sI7iz/1Mf8AuJ/6CKl7v1GWKkAoAKACgDkfEviGXQx+5iSUx2t3eyb2K/ubPyfMVMK2ZX89dm7CcNuI4q1G+/8AX9WANe8Qy6PMI4okkWOE3ExZip8sSJGRGApBfL5+YquB1oSvr52Ar6H4hl1tf3sSwh4LC9i2MW/c3kknlrJlVxKnkNv25T5htJ5qrcr08180I2W+8fx/n/n6nkcV1LYRnT26XNyIJU82ORJFdCRyCFB9MexByDyDkVE9Fp/W4EkfhyyiaN1t3LRMHy1xKxkdWDo9wWlP2ponAeFrnzTCw3RFDzXPfz/D/gDNiGIW7yyRQlWuHEkp3D5nEccQY5bAPlxRrxgYUHGSSV212GWvMk/55n/vpf8AGlZd/wAwDzJP+eZ/76X/ABosu/5gHmSf88z/AN9L/jRZd/zA898MaHa3um208kTSsokUssskaSqtxM6pNEsiJOiM77UnR1Us+0Yds9Tg2201b+vIk6mXRYJLWKw8qWO3tlVI0iuZYQERdioximRpEC8FJCynqQTzUezktbr+vkMuS2Uc6RxPbjZAyPGoKqEaP7hUAgAL0AxjHGMUvZSXX+vuC5Amk28SRRrbAJbO0sS7hhHcSKx5bnIlfg5AyCBlVIfs33X9fICh/wAIzZq0bJBNF5EUcCiK6niRooS5jjlSOZEmVTJJxMsmd7g5DHL5Jd1/XyA1LOxj0/JtoPL3LGhww+7Eu1Byx+6vGepHUnApOnJ9UBauGk8p8xkDa38S+h96SpNPdfiFyRHlCj92eg/iX/Gj2T7r8QuO3y/88z/30v8AjR7J91+IXDfL/wA8z/30v+NHsn3X4hcN8v8AzzP/AH0v+NHsn3X4hcrztJ8v7sj51/iX/GmqTXVAWN8v/PM/99L/AI0vZPuvxC4b5f8Anmf++l/xo9k+6/ELhvl/55n/AL6X/Gj2T7r8QuG+X/nmf++l/wAaPZPuvxC4b5f+eZ/76X/Gj2T7r8QuG+X/AJ5n/vpf8aPZPuvxC4b5f+eZ/wC+l/xo9k+6/ELhvl/55n/vpf8AGj2T7r8QuG+X/nmf++l/xo9k+6/ELhvl/wCeZ/76X/Gj2T7r8QuYGt+H4dee3e8jlK2kplEazFYpMoyFJog4jlQhuQ6tkZT7jyKzVNrZoCODw1a20LWyRXHkSFd0TXlw8eAS2wI9wyLG24iSJQI5VOyRHTC0/Zy7r+vkImOgWjSPMbdt0g2kea2xQWVm8uPzPLhMjIrSmJUMrKGkLHmj2clomv6+QD59Ft7kyNJDJ5kzKzSC4kWVSv3RFKsolgUZbCQPGn7yX5f3sm49nLuv6+QzznUY7vw9q1zJa6dNNaS2llFH5DQBUEBnBUh5UOMOAMA9Dn35HCcZtqLkmlqrefdrufRwVHE4OjQniKdGdOpVk1NVHdTVO1uSMl9lm/beMr5IwP7HvjjuJLP+tzR+8/59y++P+Zj9Sof9BtD/AMBrf/Kix/wml9/0Br//AL+WX/yTS/ef8+5ffH/MPqVD/oNof+A1v/lQf8Jpff8AQGv/APv5Zf8AyTR+8/59y++P+YfUqH/QbQ/8Brf/ACoP+E0vv+gNf/8Afyy/+SaP3n/PuX3x/wAw+pUP+g2h/wCA1v8A5UH/AAml9/0Br/8A7+WX/wAk0fvP+fcvvj/mH1Kh/wBBtD/wGt/8qD/hNL7/AKA1/wD9/LL/AOSaP3n/AD7l98f8w+pUP+g2h/4DW/8AlQf8Jpff9Aa//wC/ll/8k0fvP+fcvvj/AJh9Sof9BtD/AMBrf/KitdeKbm9Typ9EvnQMkmDJZj5onWRDxdDo6KcdDjDAgkFr2i/5dy++P+YfUqH/AEG0P/Aa3/yozbjUvtUsk02hX7NMjI4Nxb7MOnluyxi9EaStGTG0yKsxQ7N+04p3qL/l3L/yX/MPqVD/AKDaH/gNb/5URT3iXBnL6FqH+lpJHIBcwKuyYgzCNVvQsJnIDTtCI2mYb5S7c071F9iX/kv+YfUqH/QbQ/8AAa3/AMqNSLxbeW7JGmj6htji2LumtXbAKgEu90WY8DLMxZickk5NL3/+fct+8f8AMX1Kgv8AmNof+A1v/lRb/wCE0vv+gNf/APfyy/8Akmp/ef8APuX3x/zH9Sof9BtD/wABrf8AyoX/AITS+/6A1/8A9/LL/wCSaP3n/PuX3x/zD6lQ/wCg2h/4DW/+VB/wml9/0Br/AP7+WX/yTR+8/wCfcvvj/mH1Kh/0G0P/AAGt/wDKg/4TS+/6A1//AN/LL/5Jo/ef8+5ffH/MPqVD/oNof+A1v/lQf8Jpff8AQGv/APv5Zf8AyTR+8/59y++P+YfUqH/QbQ/8Brf/ACoP+E0vv+gNf/8Afyy/+SaP3n/PuX3x/wAw+pUP+g2h/wCA1v8A5UVbjxTc3WzztEvm8p1kTMlnw652txdDpk8HI74yKa9ovsS++P8AmH1Kh/0G0P8AwGt/8qM06iPNef8AsK/3y5yPtFvsUtIsrmOP7Z5cRlkRZJjEqGeRQ8u9uaq9RaKEv/Jf8xfUqH/QbQ/8Brf/ACoge5jdmf8AsHUVd2LB1uokeJmJLG2dL4Na+YWbzRbGIS7mEgYMcq9T/n3L/wAl/wAw+pUP+g2h/wCA1v8A5UV7u5u9TvNOig0y4sbfT5Vc+Y9sESJbe5hRVEcznq6hQB0BpOM5uF4tJSbbduq8mzqhGhg6OJSxNKpKpSUIxhGpe/tIS+1CK2i+p6Xo7yFCRGep/iX/ABrqdJ91+J8ybO+X/nmf++l/xpeyfdfiFw3y/wDPM/8AfS/40eyfdfiFw3y/88z/AN9L/jR7J91+IXDfL/zzP/fS/wCNHsn3X4hcN8v/ADzP/fS/40eyfdfiFw3y/wDPM/8AfS/40eyfdfiFw3y/88z/AN9L/jR7J91+IXDfL/zzP/fS/wCNHsn3X4hcQvKP+WZ/76X/ABo9k+6C5ysvhKzuL2fUJopZZbqKGI77hyIvJkklV7cmTdbvvdWBgMexo1ePY5ZmrkklZNL+vQRcPh208vyhbMoIQblndJQY3lkDiZZRKJmeeZpJw4mlaVzK77jk9nJdV/XyGOtPD9pYzLcW9sY3QAKBIfLVhGIhIIi/lCfyR5RuNnnmLMRkKEqV7OXVoRq2jyCFAIz9xf4l/uj3odJ90O5Y3y/88z/30v8AjS9k+6/ELhvl/wCeZ/76X/Gj2T7r8QuG+X/nmf8Avpf8aPZPuvxC4b5f+eZ/76X/ABo9k+6C5k6lpMGrhRdwF9gYDEpQlHx5kTmN1MkEu1fNgk3Qy7U8xG2LhqnJbNf18gIJ9AtLlg8lsSVd3OJWUOXfzHWRVkAljZwG8mUPFnkJT9nJdV/XyALbSYNJVjaQGPzGhBzKXARJB5cUYd28qCPe3lQRbIYt7bEUMcns31t1/FegiY9T256Y/p/nHStdgMLXZrq3WaXT/wDj6SCcxfLvw+Fwdn8WOuOc4xg9Kie2vdAjnlu7t47PyGuhcR3MUceTe+VcQmdftEp8wt1RiJFvTL5UUZNosUjhqx0X9L+vuKOn8INq+b5Nb2mVLtfLMcjPHsa0tWKwloLfESyM4XCk7vMV2Z1aR5lbS3b9QO2rMAoADQB4lo1/d22nPbwmcNcWkS2YjWRl88X2oCbayKVjbYYN5YrldvOBx6ZA60tNWt9JgudQnnh8+G1f7P8AaNSnllm8mRpmkljENzaPKXjH2aKT7NC8RGWEjCgDp9afW5IIXt4zbmcNZ7I7iSV4kukTbdyFoo9tzavGFX5pVHmyM0negDElm8SXFuLuNJEudSaSIW29ljtWQQDKsSNitHbXUgd8KZJAoJMqBgCvaz3txqq3Opy3cFvcQxTwwq2oKE8ye8CIi27rCH8pLV5oruN9m/YUUbgQDvPCstzIkn20z+aPL2iUYXydv7lhyw8505uhnKz7kAKKkkgB1Nz/AKp/9xv5GgCRPuj6CgB1ABQAUAVrj+D/AK6L/OgCzQAUAFABQAUAFABQAUAFABQB5f8AEO+vLK70kWskqI943mRW6gzS4hkwEZ4J4TwWHlyeUHZlPmoELoAZN1PcLeuvm6g2mmRDO4N6kiyeTd5XK4lj/wBIW33JZ+VahSieWAZNwBa8L6hqUM0Uuqm7NyIbg36MkpjVvNgWz8uJR9nRjGZCfsyqW5abLDIAIoxLby3kVzNeyKzzsZ1bVFWImdjBA8YlbCEMu2Sw8g7IdrNslKkA7fRoZb2yg+27/Pa0gMvmYD7yG3bgAPmz14HNAF8aMi8AkfnQKwv9jp6n8zQFg/sdPU/maAsH9jp6n8zQFg/sdPU/maAsH9jp6n8zQFg/sdPU/maAsYXiPRl+wybPOeTKrEsMs8TGV2Ece54HRxGHcGQlgioC7kKpIAsYdt4e/s27aVpb14dOswZ3aW6mFzKYwPkgaR0Zo44y7eVGXkmlTDBkcSAznNRtr6MX5jkvEnjttUL7BMwVklQaZ5CFXiDvBu/1C7nyWmzIAwAPTLbTY5jFIpbDw7hkMDg7CMhsEHnkMAR0IzQKxof2Onqf1oCwf2OnqfzNAWD+x09T+ZoCwf2OnqfzNAWD+x09T+ZoCwf2OnqfzNAWOc8TaF51oIoDP58kixxNDLcRBHf5fNlaCSNmjiUtKyMwV9gTIdlIAscto9pc2WpzLdPdSQxrcI4cTuRtuIYrRm6wEyQlnVrZEJTe11vlG8AWMhra7F3Gs73otTNcDUypuhsAef7J5TR/PGrYhz9jKhgf32QWyDPQ/D2lSzWdu18WFy1nbGYNw3mlWMm4DAB3ZyPXNAHYWtqtou1elAFqgAoAKACgAoAKACgAoAQ0AeHajqOo/wDCQajAJbl7dYdN3C2VkSK2N/ItxnECzrL9mM2Jba4dmwzqQyxpbgHRm+nbTooZzdrEt0xlkUXKy/2c9xeJaHzkxcl/KitzIyt9p2srXBzKxYApeGrnVHvYBdtdeeZVEiyeaIvsH9mBwxQ/6OJP7RwDLj7XnMbN5JZaAPU7P/Ux/wDXNP8A0EUAWaACgAoAKAPPPHM15EF+zNcKBaXrQfZ/NGdRUW/2FX8nlkObj91Nm1fH79W2pgAg8TX1zJcL9kN0mxJFtxGs6K14k8a4kCALJGY95UThrdl+YAnBoATwlLeSh/tRuGPkac0/n+b8uoNLN9uWPzeEUYg/dwYtU48lVy2QDqX4J+p/z/h6jk81AFVVL36AMU4k5G30X+8CP0rKei/rzGb/ANnf/nq/5R//ABuuW/kvx/zKDyH/AOer/lH/APG6L+S/H/MA8h/+er/lH/8AG6L+S/H/ADAPIf8A56v+Uf8A8bov5L8f8wDyH/56v+Uf/wAbov5L8f8AMDlfBSs+kQMrNGMzYVdpA/fyjjertz1OWPJOMDAHS6jjJxVtP67kpHVeU/8Az0f8o/8A43U+0fl+P+Y7B5T/APPV/wAo/wD43R7R+X4/5hYPKf8A56v+Uf8A8bo9o/L8f8wsHlP/AM9X/KP/AON0e0fl+P8AmFg8px/y1f8AKP8A+N0e0fl+P+YWIriN/Kf94/3W7R+h9EFP2j8v6+YWHpG+B+9foO0f/wAbpe0fl/XzCw/y3/56v+Uf/wAbo9o/L8f8wsHlv/z1f8o//jdHtH5fj/mFg8t/+er/AJR//G6PaPy/H/MLFaeN/l/eP99e0f8A8RTVR+QrFny3/wCer/lH/wDG6XtH5fj/AJjsHlv/AM9X/KP/AON0e0fl+P8AmFg8t/8Anq/5R/8Axuj2j8vx/wAwsHlv/wA9X/KP/wCN0e0fl+P+YWDy3/56v+Uf/wAbo9o/L8f8wsHlv/z1f8o//jdHtH5fj/mFg8t/+er/AJR//G6PaPy/H/MLB5b/APPV/wAo/wD43R7R+X4/5hYPLf8A56v+Uf8A8bo9o/L8f8wsHlv/AM9X/KP/AON0e0fl+P8AmFiN7bzCpd2YodykrESrYK7lzHwcMRkc4JHQmj2j8vx/zCw/yn/56v8AlH/8bo9o/L8f8wsHlP8A89X/ACj/APjdHtH5fj/mFg8p/wDno/5R/wDxuj2j8vx/zCxXETiZv3j/AHF7R/3n/wBin7R+X9W8xWLHlv8A89X/ACj/APjdL2j8vx/zHYXy3/56v+Uf/wAbo9o/L8f8wsHlv/z1f8o//jdHtH5fj/mFg8t/+er/AJR//G6PaPy/H/MLB5b/APPV/wAo/wD43R7R+X4/5hYPLf8A56v+Uf8A8bo9o/L8f8wsHlv/AM9X/KP/AON0e0fl+P8AmFhPLf8A56v+Uf8A8bo9o/L8f8wsHlP/AM9H/KP/AON0e0fl+P8AmFg8px/y0f8AKP8A+N0e0fl+P+YWK5jfzgPMf7jdo/Vf9jH6U/aO19P6+YrFjy3H/LV/yj/+N0lVfl/XzHYXy3/56v8AlH/8bo9o/L8f8wsHlv8A89X/ACj/APjdHtH5fj/mFg8t/wDnq/5R/wDxuj2j8vx/zCweW/8Az1f8o/8A43R7R+X4/wCYWDy3/wCer/lH/wDG6PaPy/H/ADCwnlv/AM9X/KP/AON0e0fl+P8AmFg8t/8Anq/5R/8Axuj2j8vx/wAwsHlP/wA9X/KP/wCN0e0fl+P+YWK4jcTN+8f7ido/V/8AYx+Q7854o9o126/p5hYseW//AD1f8o//AI3R7R+X4/5hYXy3/wCer/lH/wDG6PaPy/H/ADCweW//AD1f8o//AI3R7R+X4/5hYPLf/nq/5R//ABuj2j8vx/zCweW//PV/yj/+N0e0fl+P+YWDy3/56v8AlH/8bo9o/L8f8wsHlv8A89X/ACj/APjdHtH5fj/mFg8t/wDnq/5R/wDxuj2j8vx/zCweW/8Az1f8o/8A43R7R+X4/wCYWE8t/wDnq/5R/wDxuj2j8vx/zCxGLXa5kDsHYKpbbFuKqWKqT5eSFLuVB4BZiOpye0fl+P8AmFiTyn/56v8AlH/8bo9o/L8f8wsHlP8A89X/ACj/APjdHtH5f18wsQWkb+SmJHHyLxiP0HqhNP2jXbf+uoWLHlv/AM9X/KP/AON0vaPy/H/MLB5b/wDPV/yj/wDjdHtH5fj/AJhYPLf/AJ6v+Uf/AMbo9o/L8f8AMLB5b/8APV/yj/8AjdHtH5fj/mFhPKf/AJ6v+Uf/AMbo9o/L8f8AMLB5T/8APV/yj/8AjdHtH5fj/mFivcxOFH7xz88faP8A56L6IPr/ADyOKPaPy6/kKxSPBP1PPfr/AF6n3rcNj//Z" style="margin-left: auto; margin-right: auto;" /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Everest Freight Rate Table&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
I did contact Everest before, I don't remember when, but it was a long time ago, but they have not recognize it as a bug at that time.&amp;nbsp; Well it is a bug.&amp;nbsp; But very simple to fix.&amp;nbsp; All they have to evaluate the two rates and this way they won't make the wrong assumption.&amp;nbsp; But that is Everest.&amp;nbsp; So..... I am going to post the sql script to fix the problem.&lt;br /&gt;
&lt;div style="color: #38761d;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="background-color: yellow; color: black;"&gt;&lt;b&gt;Update fritrate&lt;br /&gt;
set docwtfrom=docwtto-1.99&lt;br /&gt;
where zonecode=634 and docwtfrom&amp;gt;50 and docwtfrom&amp;lt;100&lt;br /&gt;
&lt;br /&gt;
Update Fritrate&lt;br /&gt;
set docwtfrom=docwtto-4.99&lt;br /&gt;
where zonecode=634 and docwtto&amp;gt;100&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;
Replace the 634 with the appropriate zone. &lt;b&gt;Remember this will only work for UPS format, others I do not know.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Brian&lt;br /&gt;
&lt;a href="http://www.aimds.com/"&gt;www.aimds.com&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-3593124870986397552?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/DEeOrzGgHgVeExuaoG22AwTTDOo/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/DEeOrzGgHgVeExuaoG22AwTTDOo/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/DEeOrzGgHgVeExuaoG22AwTTDOo/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/DEeOrzGgHgVeExuaoG22AwTTDOo/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/RD6hBHgx5Xg" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/3593124870986397552/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2011/12/everest-erp-ups-freight-rate-import-bug.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/3593124870986397552?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/3593124870986397552?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/RD6hBHgx5Xg/everest-erp-ups-freight-rate-import-bug.html" title="Everest ERP UPS Freight Rate Import Bug" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2011/12/everest-erp-ups-freight-rate-import-bug.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEABSXYyeip7ImA9Wx5aGEU.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-6407895050595758902</id><published>2010-11-15T21:52:00.000-08:00</published><updated>2010-11-15T21:52:38.892-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-11-15T21:52:38.892-08:00</app:edited><title>www.Speedtest.net vs. www.dslreport.net vs. command line</title><content type="html">This is a bit off the topic of Everest software discussion, but I just wanted to point out possible deceptiveness of www.speedtest.com. &amp;nbsp;I recently received DSL service from True, ISP provider in Thailand, and when the technician test the DSL speed, they always refer to www.speedtest.com to display the result to all their customers. &amp;nbsp;But I doubt the accuracy or the validity of their results. &amp;nbsp;Within Thailand it seems to be accurate, but when you try to go outside of Thailand, I am really skeptical about the result. &amp;nbsp;I've taken the test and posting the result in the picture below. &lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.aimds.com/images/SpeedTestNetThailand.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="255" src="http://www.aimds.com/images/SpeedTestNetThailand.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Note the Ping result, it's 30ms to respond from a server located in the USA. &amp;nbsp;That is what made me suspicious about the truthfulness of the result. &amp;nbsp;And looking at the speed, it's even more unbelievable. &amp;nbsp;Just browsing the websites outside Thailand is very slow. &amp;nbsp;But if you look at the result, it appears that it should be very fast. &lt;br /&gt;
&lt;br /&gt;
So I took another step further and used a different site to test the speed. &amp;nbsp;I went to www.dslreports.com to test the speed and here is the result.&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.aimds.com/images/dslreportthailand.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="254" src="http://www.aimds.com/images/dslreportthailand.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
As you can see the ping speed is a lot slower than what is reported on www.speedtest.net. &amp;nbsp;And also the performance seems to be reflective of the actual web browsing experience I am having. &amp;nbsp;But I know a lot of people would probably argue all sort of theory, so I took another test using just the simple command line function found in all Windows operating system. &amp;nbsp;the PING function and here is what the result looked like.&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.aimds.com/images/cmdlinethailand.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="93" src="http://www.aimds.com/images/cmdlinethailand.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Note the Ping time, it's nearly the same as www.dslreports.com. &amp;nbsp;This is a built in function of Windows operating system and it's a direct test to the server in the US. &lt;br /&gt;
&lt;br /&gt;
Conclusion: It appears that www.speedtest.net is deceptive in how they present their results and for a major company like True to use them as an authoritative measure of internet speed is bad business practice. &amp;nbsp;Obviously, once they are caught, they will deny that they know anything about the faulty test result. I want to think about a deeper&amp;nbsp;conspiracy, but would shy away from that now. &amp;nbsp;I think company pay www.speedtest.net to come up with favorable speed result so that they can turn around and deceive their customers that their speed is fast as promise. &amp;nbsp;But it's NOT. &amp;nbsp;So be aware of ISP showing your speed test using this bogus site, for now it's bogus, unless someone can otherwise prove me wrong.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-6407895050595758902?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/6rMVfzJykZ-g0HgeLY47j8eqJfg/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/6rMVfzJykZ-g0HgeLY47j8eqJfg/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/6rMVfzJykZ-g0HgeLY47j8eqJfg/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/6rMVfzJykZ-g0HgeLY47j8eqJfg/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/a1OBk07XyO8" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/6407895050595758902/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2010/11/wwwspeedtestnet-vs-wwwdslreportnet-vs.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/6407895050595758902?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/6407895050595758902?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/a1OBk07XyO8/wwwspeedtestnet-vs-wwwdslreportnet-vs.html" title="www.Speedtest.net vs. www.dslreport.net vs. command line" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2010/11/wwwspeedtestnet-vs-wwwdslreportnet-vs.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DU8DQ3c4fyp7ImA9Wx5VGUU.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-2289815131988308519</id><published>2010-10-13T09:37:00.000-07:00</published><updated>2010-10-13T09:37:52.937-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-10-13T09:37:52.937-07:00</app:edited><title>Crystal Report XI</title><content type="html">Crystal Report XI or 11 by Business Object is a very good solution for quick ad-hoc report. &amp;nbsp;If you are in a crunch for timely report, this is the program to get. &amp;nbsp;The cost of the product is worth it's weight in gold. &amp;nbsp;I've been using it for many years now and have seen it grow from version to version. &amp;nbsp;One notable feature with version XI is the ability to reference images and not have to embed it in to the report itself as an object. &amp;nbsp;This is especially good for report that may have dynamic images on a page, like an order form that may include images of the product. &amp;nbsp;Trying to embed all the images into it at once would be unheard of. &amp;nbsp;The size of the report would grow so big and not to mention maintaining it.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;You can easily reference:&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;ol&gt;&lt;li&gt;Put an image object on to the worksheet.&lt;/li&gt;
&lt;li&gt;Click Property&lt;/li&gt;
&lt;li&gt;Select Picture Tab&lt;/li&gt;
&lt;li&gt;And click on formula for Graphic Location&lt;/li&gt;
&lt;li&gt;Once in there, you can enter any graphic location you want. &amp;nbsp;It can be an URL, UNC directory, Physical Drive location.&lt;/li&gt;
&lt;/ol&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://www.aimds.com/p/crgraphiclocation.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://www.aimds.com/p/crgraphiclocation.jpg" width="254" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
The graphic setting location works fine when running from my desktop, but when deploying the report to a website, well that a whole different story. What I used was URL location as a reference for the image, but that will not work. I&amp;nbsp;am not sure why, but I am not going to try to figure it out, but somehow the image will not show up when the report runs from the website. &amp;nbsp;The only way for me to get it to work is to use UNC or Physical Address(ie. C:/). &amp;nbsp;A little tip, if you are trying using the .net and trying to pass the parameter for UNC or Physical Address, you need to put an extra "\" on to the "\". &amp;nbsp;Example: UNC "\\ComputerName\Directory\Image.jpg" when sending parameter to Crystal Report XI, you would form it as "\\\\ComputerName\\Directory\\Image.jpg.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-2289815131988308519?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/LmGqlE8dynHd_TSkKykJkVaSilc/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/LmGqlE8dynHd_TSkKykJkVaSilc/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/LmGqlE8dynHd_TSkKykJkVaSilc/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/LmGqlE8dynHd_TSkKykJkVaSilc/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/26RDGl3dVuY" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/2289815131988308519/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2010/10/crystal-report-xi.html#comment-form" title="1 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/2289815131988308519?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/2289815131988308519?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/26RDGl3dVuY/crystal-report-xi.html" title="Crystal Report XI" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>1</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2010/10/crystal-report-xi.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DE4AQn84fyp7ImA9WxNaF00.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-7160518245184458818</id><published>2009-12-01T14:35:00.000-08:00</published><updated>2009-12-01T14:35:43.137-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2009-12-01T14:35:43.137-08:00</app:edited><title>Everest 5.0.2.5 with Paypal Paypro Flow 4.0</title><content type="html">As usual, Everest has several issues with their deployment procedures.&amp;nbsp; When installing a new application server, be sure to install .Net Framework or Pay flow pro will not work.&amp;nbsp; You may get the following message when processing ecommerce orders:&lt;br /&gt;
&lt;br /&gt;
&lt;span&gt;"PayFlow Pro files are missing OR not installed properly"&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span&gt;Everest just needs to include a script to perform a prerequisite check for all necessary components.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-7160518245184458818?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/cm7kWfLZJj_omfEEojV_2iPGm2g/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/cm7kWfLZJj_omfEEojV_2iPGm2g/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/cm7kWfLZJj_omfEEojV_2iPGm2g/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/cm7kWfLZJj_omfEEojV_2iPGm2g/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/whFuX7tHbio" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/7160518245184458818/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/12/everest-5025-with-paypal-paypro-flow-40.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/7160518245184458818?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/7160518245184458818?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/whFuX7tHbio/everest-5025-with-paypal-paypro-flow-40.html" title="Everest 5.0.2.5 with Paypal Paypro Flow 4.0" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/12/everest-5025-with-paypal-paypro-flow-40.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C08ESX46eyp7ImA9WxNQF08.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-1269358810664239024</id><published>2009-09-23T09:03:00.000-07:00</published><updated>2009-09-23T09:03:28.013-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2009-09-23T09:03:28.013-07:00</app:edited><title>SDK 5.0.2.5</title><content type="html">Not sure what is going on with Everest, but I have a feeling that they rush this product out to meet the deadline for Paypal integration.&amp;nbsp; But in doing so, have compromise the installation of SDK 5.0.2.5&amp;nbsp; If you run the API browser to obtain session key, you will notice that an error message will appear. &lt;br /&gt;
&lt;br /&gt;
&lt;blockquote&gt;Could not login because there is version mismatch between the current version of your Everest application and the Everest business server&lt;br /&gt;
800200AE&lt;br /&gt;
&lt;/blockquote&gt;The solution is to overwite the following dlls with the correct ones.&amp;nbsp; You can contact me for it or contact Everest.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_xtlUWvcC6L0/SrpGa5GY39I/AAAAAAAAADg/vg37ZDQZ-E4/s1600-h/sdk.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" iq="true" src="http://4.bp.blogspot.com/_xtlUWvcC6L0/SrpGa5GY39I/AAAAAAAAADg/vg37ZDQZ-E4/s320/sdk.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href="http://www.aimds.com/"&gt;AIM Data Service&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-1269358810664239024?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Ymjhz1xMM7bACnY466HhHFZPA6A/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Ymjhz1xMM7bACnY466HhHFZPA6A/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/Ymjhz1xMM7bACnY466HhHFZPA6A/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Ymjhz1xMM7bACnY466HhHFZPA6A/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/ZZwrk6NLev4" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/1269358810664239024/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/09/sdk-5025.html#comment-form" title="3 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/1269358810664239024?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/1269358810664239024?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/ZZwrk6NLev4/sdk-5025.html" title="SDK 5.0.2.5" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_xtlUWvcC6L0/SrpGa5GY39I/AAAAAAAAADg/vg37ZDQZ-E4/s72-c/sdk.jpg" height="72" width="72" /><thr:total>3</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/09/sdk-5025.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0YCSXk_fCp7ImA9WhZTEUw.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-9137843295404283558</id><published>2009-09-23T08:54:00.000-07:00</published><updated>2011-03-14T06:59:28.744-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-03-14T06:59:28.744-07:00</app:edited><title>SDK 5.0.2.5 install failure</title><content type="html">You may have noticed when you try to install SDK 5.0.2.5 you are getting an error.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_xtlUWvcC6L0/SrpD4Jy-n_I/AAAAAAAAADY/tBTSC5Eqdj8/s1600-h/003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" iq="true" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SrpD4Jy-n_I/AAAAAAAAADY/tBTSC5Eqdj8/s320/003.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Apparently Everest must be missing some important object or it's corrupted.&amp;nbsp; The work around that works is to download SDK 4.0.1 from the support website and install that first.&amp;nbsp; Once that is done, then install SDK 5.0.2.5.&amp;nbsp; &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;If anyone finds out a different way let me know.&amp;nbsp; &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;There is yet another problem when running the SDK 5.0.2.5.&amp;nbsp; &lt;a href="http://everesterpsoftware.blogspot.com/2009/09/sdk-5025.html"&gt;It will give a mismatch error&lt;/a&gt;.&amp;nbsp; Please read my next blog for the solution.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;As of 3/14/2011, the problem still remains the same. &amp;nbsp; I have a feeling that if &amp;nbsp;you did a fresh install with 5.0.2.5, you will not have this problem. &amp;nbsp;It's only when you upgrade from previous version. &amp;nbsp;And that is why Everest does not see any problem with it.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-9137843295404283558?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/pjx6mxrZtdWi3UksV5Ponkqtlh4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/pjx6mxrZtdWi3UksV5Ponkqtlh4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/pjx6mxrZtdWi3UksV5Ponkqtlh4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/pjx6mxrZtdWi3UksV5Ponkqtlh4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/qqF2Pkpcv4g" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/9137843295404283558/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/09/sdk-5025-install-failure.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/9137843295404283558?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/9137843295404283558?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/qqF2Pkpcv4g/sdk-5025-install-failure.html" title="SDK 5.0.2.5 install failure" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/_xtlUWvcC6L0/SrpD4Jy-n_I/AAAAAAAAADY/tBTSC5Eqdj8/s72-c/003.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/09/sdk-5025-install-failure.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0UEQX49eyp7ImA9WxNSE0s.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-6574532616650902362</id><published>2009-08-12T13:59:00.000-07:00</published><updated>2009-08-27T03:33:20.063-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2009-08-27T03:33:20.063-07:00</app:edited><title>Paypal Pro and Everest</title><content type="html">&lt;a href="http://4.bp.blogspot.com/_xtlUWvcC6L0/So-fGZXJI7I/AAAAAAAAADQ/CnrVE9e_3o8/s1600-h/processor.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5372687812712276914" src="http://4.bp.blogspot.com/_xtlUWvcC6L0/So-fGZXJI7I/AAAAAAAAADQ/CnrVE9e_3o8/s320/processor.jpg" style="cursor: pointer; float: left; height: 320px; margin: 0pt 10px 10px 0pt; width: 273px;" /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;There is a confusion out there with all Everest Customers using the Everest Advanced product and Payflow Pro.  As you know Paypal is upgrading it's Payflow Pro product for higher security.  But Everest is requiring that all Everest user register their Paypal account with them in order to use the new 5.0.2.5 version.  An excerpt is found below.  It's a bit unusual as I am not sure why we would need to do that.  It seems that Everest wants to link their client Paypal account with theirs, which I think can be a privacy issue.&lt;/div&gt;&lt;b&gt;&lt;br /&gt;
&lt;span style="font-weight: normal;"&gt;So I asked an Account rep at Everest to confirm the requirement and found out that as of today, it's no longer needed.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Excerpt from Everest site 08/12/2009:&lt;br /&gt;
&lt;br /&gt;
Will my existing Payflow Pro accounts be impacted?&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Paypal’s announcement caught us by surprise along with many of our customers. We didn’t know how many customers were impacted so we had to use a survey to better understand the scale of the impact. To eliminate this scenario in the future, Everest has partnered with Paypal in order to provide a better customer experience and more comprehensive product communications. &lt;b&gt;This partnership requires that Everest customers create new Payflow Pro account(s) in order to use Everest Advanced and the new Payflow Pro integration.&lt;/b&gt; You need to contact Everest to create the accounts. Existing accounts and new accounts created by Paypal or their other partners will not work with Everest Advanced. The new accounts will not change how customers use Payflow Pro.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;b&gt;RESOLUTION:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span style="font-weight: normal;"&gt;If you already have an existing Payflowpro processor, just change the processor type from "Payflow Pro(legacy)" to "Payflow Pro".  Then in the host change it to "payflowpro.paypal.com"&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span style="font-weight: normal;"&gt;Note: Make sure you have upgraded to 5.0.2.5 or else you won't see the option.&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;a href="http://www.aimds.com/"&gt;AIM Data Service&lt;/a&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-6574532616650902362?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/EyiKp1ofnCOhJ3vBbwuWp3AB8nA/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/EyiKp1ofnCOhJ3vBbwuWp3AB8nA/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/EyiKp1ofnCOhJ3vBbwuWp3AB8nA/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/EyiKp1ofnCOhJ3vBbwuWp3AB8nA/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/ksgRWgz-eOE" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/6574532616650902362/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/08/paypal-pro-and-everest.html#comment-form" title="3 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/6574532616650902362?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/6574532616650902362?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/ksgRWgz-eOE/paypal-pro-and-everest.html" title="Paypal Pro and Everest" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_xtlUWvcC6L0/So-fGZXJI7I/AAAAAAAAADQ/CnrVE9e_3o8/s72-c/processor.jpg" height="72" width="72" /><thr:total>3</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/08/paypal-pro-and-everest.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUcFRXsyfyp7ImA9WxJaFkU.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-7475663674085723285</id><published>2009-08-07T16:11:00.000-07:00</published><updated>2009-08-07T16:16:54.597-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2009-08-07T16:16:54.597-07:00</app:edited><title>Everest acquired by Versata</title><content type="html">&lt;span class="Apple-style-span" style="font-family: Verdana; color: rgb(51, 51, 51); font-size: 11px; -webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; "&gt;&lt;div align="center" style="text-align: left;"&gt;&lt;span class="Apple-style-span" style="font-size: medium;"&gt;We knew it was coming but just didn't know when.  In the past couple of months, Everest's poor performance was due to the fact that they were either running out of funds or they were ready to sell the company.  Well I guess we found out today.  I hope Versata will inject some needed management and mind set of the  old Everest and continue to grow this product into a world class product.&lt;/span&gt;&lt;/div&gt;&lt;div align="center" style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:130%;"&gt;&lt;span class="Apple-style-span" style="font-size: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:130%;"&gt;&lt;span class="Apple-style-span" style="font-size: 16px;"&gt;Here is an excerpt from &lt;a href="http://www.everestsoftwareinc.com/software/business_software/company/pressroom/NewsDetails.asp?Year=2009&amp;amp;NewsId=650&amp;amp;Category=Releases"&gt;Everest&lt;/a&gt;.    You can also read down below:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span class="Apple-style-span"  style="font-size:130%;"&gt;&lt;span class="Apple-style-span" style="font-size: 16px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;Versata Enterprises Acquires Everest Software&lt;/b&gt;&lt;br /&gt;&lt;/span&gt;&lt;span class="style1" style="font-size: 10pt; font-style: italic; "&gt;Acquisition of Business Management Software Leader Strengthens Versata’s Enterprise Portfolio&lt;/span&gt;&lt;span style="font-size:100%;"&gt; &lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;br /&gt;&lt;strong&gt;AUSTIN, TEXAS, August 7, 2009 &lt;/strong&gt;- An affiliate company of Versata Enterprises, Inc. (Versata), a leading provider of enterprise software solutions, announced today the acquisition of Everest Software, Inc. (Everest), the leading provider of retail and wholesale business management software. Everest’s fully integrated business application suite, Everest®, addresses the challenges of growing small to medium businesses (SMBs) by allowing them to dramatically increase their efficiency and profitability with a solution that provides a remarkably rapid return on investment. Updata Advisors, Inc. acted as financial advisor to Everest on the transaction.&lt;br /&gt;&lt;br /&gt;Versata has almost two decades of experience partnering with hundreds of large enterprises to enhance and simplify critical IT operations. The company maintains a persistent focus on decreasing customers’ IT spending by reducing hardware and associated maintenance, leveraging open source technology, and accelerating value delivery to business customers. As one of the only companies in the industry with a focus on total cost takeout, Versata has established a reputation as a true ally to the IT department.&lt;br /&gt;&lt;br /&gt;The company will operate Everest as a stand-alone entity with a dedicated customer service and product team. Everest joins the Versata portfolio consisting of multiple enterprise software companies acquired and integrated over the past four years. Integration will begin with implementation of Versata’s Customer Success program, designed to emphasize Versata’s intense focus on successful customer relationships and alignment of product development investments with customer priorities.&lt;br /&gt;&lt;br /&gt;“The acquisition by Versata provides an outstanding path forward for Everest’s customers and products,” said Edwin Miller, Everest’s CEO. “In the past two years Everest grew the top line of the Company 26% while simultaneously restructuring expenses by over 50% - all while consistently improving the customer experience. Through Versata’s highly respected Customer Success program, we will continue to build upon the past two years of consistent improvement. Everest will be a stronger company and in an even better position to be a leader in the SMB space.”&lt;br /&gt;&lt;br /&gt;Versata veteran Danielle Royston will assume a leadership position for the Versata-Everest team. “Everest has one of the best customer bases in the industry and we're excited to work with those customers to help grow their top line and help cut their costs especially in today's challenging times. We will continue to work with Everest’s customers to enhance Everest and deliver even more value to their growing businesses. Edwin Miller and his team have done a great job of building an integrated business software company and we are excited to have them as part of the Versata family.”&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;About Everest Software, Inc.&lt;/strong&gt;&lt;br /&gt;Everest® Software, the leading software provider for retail and wholesale business, enables companies to manage every function of their business more effectively. This fully-integrated &lt;a href="http://www.everestsoftwareinc.com/" style="color: rgb(0, 51, 102); text-decoration: none; "&gt;business management software&lt;/a&gt; addresses the challenges of growing SMBs. Everest Software is the proud winner of numerous awards including the SIIA Codie Award for “Best Business Software Product.” For more information, visit&lt;a href="http://www.everestsoftwareinc.com/" style="color: rgb(0, 51, 102); text-decoration: none; "&gt;http://www.everestsoftwareinc.com&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;About Versata Enterprises, Inc.&lt;/strong&gt;&lt;br /&gt;With a global presence covering 45 countries, Versata Enterprises solves the most complex business problems for the world’s largest organizations. Versata Enterprises comprises a number of leading enterprise solution providers, including Versata, Inc., Artemis International Solutions Corporation, Nextance, Inc., Gensym Corporation, Clear Technology, Inc., Tenfold Corporation, eCora Software, Inc., Evolutionary Technologies, Inc. and AlterPoint, Inc. Versata distinguishes itself in the software industry by focusing on customer priorities as driven by value delivered. Versata’s market-leading Customer Success Program ensures customer involvement in product decisions and business priorities and provides twice-yearly opportunities for customers to score Versata’s performance against commitments. Versata’s world-class engineering capability ensures substantive and valuable product releases, thereby ensuring customer success. Versata also offers customers the opportunity to leverage Versata’s global efficiency by offering a menu of services to help customers lower the cost of technology services across the enterprise. Versata’s relentless focus on customer priorities, coupled with an unmatched global engineering capability, provides Versata customers continuous innovation and repeatable value propositions. For more information, visit &lt;a href="http://www.versata.com/" style="color: rgb(0, 51, 102); text-decoration: none; "&gt;http://www.versata.com&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;About Updata Advisors&lt;/strong&gt;&lt;br /&gt;Based in New York, New York and Reston, Virginia, Updata Advisors is a leading investment bank specializing in mergers, acquisitions, private placements, fairness opinions and corporate restructurings for the information technology industry. Since 1987, the firm has advised on over $15 billion in transactions for application and infrastructure software, internet, security and IT services companies. For more information, visit &lt;a href="http://www.updataadvisors.com/" style="color: rgb(0, 51, 102); text-decoration: none; "&gt;http://www.updataadvisors.com&lt;/a&gt;. &lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.aimds.com"&gt;AIM Data Service&lt;/a&gt;&lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-7475663674085723285?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/LGRi8C-VdwE39qACwUIunWNAqYI/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/LGRi8C-VdwE39qACwUIunWNAqYI/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/LGRi8C-VdwE39qACwUIunWNAqYI/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/LGRi8C-VdwE39qACwUIunWNAqYI/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/6F0RvD09UcU" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/7475663674085723285/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/08/everest-acquired-by-versata.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/7475663674085723285?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/7475663674085723285?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/6F0RvD09UcU/everest-acquired-by-versata.html" title="Everest acquired by Versata" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/08/everest-acquired-by-versata.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0AGQHc6eSp7ImA9WxJaFk0.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-377964740512370599</id><published>2009-08-03T21:45:00.000-07:00</published><updated>2009-08-06T17:42:01.911-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2009-08-06T17:42:01.911-07:00</app:edited><title>CA Resale License Verifier</title><content type="html">The state of California requires that each company collect the proper sales tax for all merchandise sold in California.  Exempt customers must have a valid license when the transaction occurs.  With the AIM Resale License verifier you will be able to check on all the licenses on file to ensure that they are still active.  Some of the features are:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Date the license was checked on.&lt;/li&gt;&lt;li&gt;Automatically deactivating Exempt status from Customer profile.&lt;/li&gt;&lt;li&gt;Check sales Document for the status keeping a due &lt;span class="blsp-spelling-corrected" id="SPELLING_ERROR_0"&gt;diligence&lt;/span&gt; on the licenses.&lt;/li&gt;&lt;li&gt;and more....&lt;/li&gt;&lt;/ul&gt;If interested, please contact sales@aimds.com for more information.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;Client: &lt;a href="http://www.decky.com/"&gt;Decky Company&lt;/a&gt;,  &lt;a href="http://www.rapiddominance.com/"&gt;Rapid Dominance&lt;/a&gt;, &lt;a href="http://www.volapparel.com/"&gt;Vol Apparel&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-377964740512370599?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/PGS5E5t5FGswr6jEhmKE8kUg91o/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/PGS5E5t5FGswr6jEhmKE8kUg91o/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/PGS5E5t5FGswr6jEhmKE8kUg91o/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/PGS5E5t5FGswr6jEhmKE8kUg91o/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/5_ZtgUg57Ik" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/377964740512370599/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/08/ca-resale-license-verifier.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/377964740512370599?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/377964740512370599?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/5_ZtgUg57Ik/ca-resale-license-verifier.html" title="CA Resale License Verifier" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/08/ca-resale-license-verifier.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0IGQHo8cCp7ImA9WhRQEUw.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-3585692903448808276</id><published>2009-08-03T20:53:00.000-07:00</published><updated>2011-12-05T10:58:41.478-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-05T10:58:41.478-08:00</app:edited><title>AIM Data Service Everest Shipping Worksheet</title><content type="html">Ever wished that your Everest software can calculate Oversized Surcharge or Large Size surcharge.    Avoiding those overcharge from UPS at the end of every month.  If your system is not calculating the shipping charge based on dimensional weight, it's time to look at "AIM Shipping Worksheet 1.0"  for your answer.&lt;br /&gt;
&lt;br /&gt;
The standard Everest shipping estimator utility that comes with Everest only provides calculation based on weight alone and does not take into account dimensional weight or oversize surcharge  causing undercharged calculation for shipping.   As a result the company undercharges the customer and ends up paying for UPS chargebacks.  This can amount into Thousands of Dollar in unplanned shipping cost and lower profit margin.&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.aimds.com/"&gt;AIM Data Service&lt;/a&gt;, an Everest solution integrator and business consultant, has the answer to your shipping problem.  Our software integrate seemlessly with your Everest software.  Utilizing Everest SDK product we are able to provide a more robust shipping calculation solution.  It's customizable for your business needs.  Some of the features include:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Fuel Surcharge &lt;/li&gt;
&lt;li&gt;COD Calculation&lt;/li&gt;
&lt;li&gt;Option to include COD into the shipping charge or as a separate Non-Inventory Item.&lt;/li&gt;
&lt;li&gt;Residential Surcharge detection&lt;/li&gt;
&lt;li&gt;Automatically calculates and insert charges for Oversized Item.&lt;/li&gt;
&lt;li&gt;Automatically calculates and insert charges for items larger than 60".&lt;/li&gt;
&lt;li&gt;Provides accurate calculation for nestable items.&lt;/li&gt;
&lt;li&gt;"Pack Separate" Item Wizard.  Automatcally calculate shipping charges for items that must be packed separately.&lt;/li&gt;
&lt;li&gt;Calcualtes Canadian shipping charges based on Canadian Zip Code.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;And many more....&lt;/li&gt;
&lt;/ul&gt;The AIM Shipping Worksheet provides the most accurate shipping calculation saving you time and money.  Providing your customers with consistent shipping charge and avoiding over charging or under charging your customer.   If interested, please contact sales@aimds.com for more information.&lt;br /&gt;
&lt;br /&gt;
&lt;span class="Apple-style-span" style="font-family: -webkit-monospace; white-space: pre-wrap;"&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;&lt;span class="Apple-style-span" style="font-family: arial;"&gt;&lt;span style="font-size: 180%;"&gt;Client: &lt;a href="http://www.gympart.com/"&gt;National Gym Supply&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-3585692903448808276?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/dmh_0hvYpcDWjwrGn7HwrrwnJy0/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/dmh_0hvYpcDWjwrGn7HwrrwnJy0/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/dmh_0hvYpcDWjwrGn7HwrrwnJy0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/dmh_0hvYpcDWjwrGn7HwrrwnJy0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/dbdVrfDCFqU" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/3585692903448808276/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/08/aim-data-service-everest-shipping.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/3585692903448808276?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/3585692903448808276?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/dbdVrfDCFqU/aim-data-service-everest-shipping.html" title="AIM Data Service Everest Shipping Worksheet" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/08/aim-data-service-everest-shipping.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0ICQ3kzeip7ImA9WxJaFk0.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-1963084016134796800</id><published>2009-07-21T16:26:00.001-07:00</published><updated>2009-08-06T17:39:22.782-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2009-08-06T17:39:22.782-07:00</app:edited><title>Sales Rate Import Misstep</title><content type="html">&lt;span class="Apple-style-span" style="white-space: pre-wrap;font-family:-webkit-monospace;font-size:13;"  &gt;&lt;div style="text-align: center;"&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;SALES RATE IMPORT ERROR&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;&lt;span style="font-size:180%;"&gt;Client: &lt;a href="http://www.gympart.com/"&gt;National Gym Supply&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;Sales Rate import does not import weight correctly.  It only imports in an increment of 1.  This is an excerpt from a UPS Rate table.  First Column is the weight as it is setup in UPS.  &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;All the numbers to the right of the first column is the charges.  But this is irrelevant.  &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;46 46.40  48.40  53.55  63.85  66.95  72.55   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;47 47.15  49.10  54.35  64.85  68.15  73.90   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;48 47.90  49.95  55.30  65.85  69.40  75.30   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;49 48.70  50.75  56.00  66.80  70.15  76.20   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;50 49.50  51.50  56.95  67.75  71.40  77.55   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;52 51.00  52.80  58.40  69.25  73.10  79.80   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;54 52.40  53.90  59.80  70.60  75.25  81.65   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;56 53.70  55.10  61.20  72.00  77.30  83.90   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;58 54.80  56.00  62.60  73.45  79.30  86.10   &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;60 56.00  56.95  64.00  74.80  81.35  88.30    &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;As you can tell, Everest Freight rate import has no problem inserting weight that is in increment of "1".  But notice weight after 50 becomes an increment of "2".  This is where the problem is.  The rate import will skip and bring in 52 as 51.01 to 52, basically omitting 51.01-51.  The program must be assuming that everything is in the increment of "1" when it should actually start the weight from previous weight to current weight.  So if it's 52, then it should import as 51.01-52.0  This becomes apparent when the product weight 51lbs.  As that is not in the boundry.  Causing the freight  to be miscaclulated.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;&lt;br /&gt;July 22, 2009 Everest Responded with the following:&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(51, 102, 255);" class="body"&gt;&lt;span class="body"&gt;&lt;span class="body"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;*******************************&lt;/span&gt;&lt;br /&gt;"The program has been written keeping in the mind way the rate file is published by UPS and FedEx.&lt;br /&gt;We reviewed the samples we have from UPS and all of them have the weights defined in the sequential order and in increments of 1.&lt;br /&gt;&lt;br /&gt;If you recevied the files which are not in the same order then most likely the formats have been changed.&lt;br /&gt;&lt;br /&gt;Please send us the file which are in increments of more than 1 and we will have our Product&lt;br /&gt;Management team review and decide on the next steps."&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;*********************************&lt;br /&gt;Provided them with the link to UPS and as of Aug 6, 2009 still waiting on their solution.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;Brian Chow&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:arial;"&gt;Everest Software Consultant.&lt;br /&gt;&lt;a href="http://www.aimds.com/"&gt;www.aimds.com&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-1963084016134796800?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/ZglLKKTnLWtwzMgqu8ok8zhLT4Q/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ZglLKKTnLWtwzMgqu8ok8zhLT4Q/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/GYzYpFYIQJU" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/1963084016134796800/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/07/sales-rate-import-error-sales-rate.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/1963084016134796800?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/1963084016134796800?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/GYzYpFYIQJU/sales-rate-import-error-sales-rate.html" title="Sales Rate Import Misstep" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/07/sales-rate-import-error-sales-rate.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUMMR3YycCp7ImA9WxJbEkw.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-4334919728634560671</id><published>2009-07-17T13:24:00.000-07:00</published><updated>2009-07-21T16:04:46.898-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2009-07-21T16:04:46.898-07:00</app:edited><title>Everest SDK 5.0.2.1 Failing</title><content type="html">&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;SDK Error on Everest 5.0.2.1&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;When running the API Object Browser and trying to open a session. We are getting the following error:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Could not login because there is version mismatch between the current version of your Everest application and the Everest business server&lt;br /&gt;800200AE&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Tried updating the SDK getting error trying to install it. Would not us install SDK patch for 5.0.2.1&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;I've uninstalled SDK completely and ran the following install:&lt;br /&gt;&lt;br /&gt;1. Everest Advanced SDK 5.0.1.msi&lt;br /&gt;2. 5.0.2(08052008)&lt;br /&gt;3. Ran the SDK patch found in 2544217_5.0.2.1.09058.CumulativePatch.zip but returns with ta message:&lt;br /&gt;&lt;br /&gt;"Currently you have a lower version of Everest SDK installed. Please upgrade your Everest to 5.2027.000000.227.00000.227.00000 version and then apply this Update. Setup will Terminate now." &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;We are ready to implement SDK on Everest, but are now getting the following error. Will post an image as well. The custom SDK application works on the development machine but is not responding the same on our Dev-e5 server.&lt;br /&gt;&lt;br /&gt;"oSession.Open:Retriving the COM clas factory for component with CLSID{D492928A-61BC-41BD-AEB1-B748DCA80277] failed due to the following error: 80040154. Can Open Session"&lt;br /&gt;&lt;br /&gt;Tried solving the problem by installing SDK on to the server but SDK will not install. But running SDK solution normally does not require the server to have SDK installed.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Findings:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;The version numbers did not match properly because of a faulty designed upgrade patch.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Solution:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;Everest finally provided a complete install package for 5.0.2.1.  They have the patch but you will need to request it from Everest Techsupport.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.aimds.com"&gt;www.aimds.com&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-4334919728634560671?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/bPHQ1euRwYTTHZY047hzaJFVjU8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/bPHQ1euRwYTTHZY047hzaJFVjU8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/1GqjfIL3b5I" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/4334919728634560671/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/07/everest-sdk-5021-failing.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/4334919728634560671?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/4334919728634560671?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/1GqjfIL3b5I/everest-sdk-5021-failing.html" title="Everest SDK 5.0.2.1 Failing" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/07/everest-sdk-5021-failing.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0AEQ30_fSp7ImA9WxJaFk0.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-7140189934541433714</id><published>2009-06-18T18:42:00.000-07:00</published><updated>2009-08-06T17:41:42.345-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2009-08-06T17:41:42.345-07:00</app:edited><title>Everest Software Free shipment setup does not work</title><content type="html">&lt;div&gt;Open bug report for Everest&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;Client: &lt;a href="http://www.decky.com/"&gt;Decky Company&lt;/a&gt;,  &lt;a href="http://www.rapiddominance.com/"&gt;Rapid Dominance&lt;/a&gt;, &lt;a href="http://www.volapparel.com/"&gt;Vol Apparel&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;If you are trying to setup free shipment through Everest, you can not.  So Everest free shipping setup is actually not free.  When setting up ship rate for free shipping, the system does not recognize that the freight charge of $0.00.  The work around is to put 0.0001.  If you do not do this, then the shipping will not calculate correctly.  As a matter of fact, it will not show up at all.  This is not acceptable as it may cause other rounding off errors.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;Everest finding:&lt;br /&gt;&lt;span class="body"&gt;&lt;span class="body"&gt;&lt;span class="body"&gt;Tried it on my test system in Everest V5.0.2.2 it was working fine even after providing the 2 decimal accuracy in rates it showes correctly in Everest.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Work Around:&lt;br /&gt;&lt;span class="body"&gt;&lt;span class="body"&gt;&lt;span class="body"&gt;Put .0001 in the document freight charge.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.aimds.com/"&gt;www.aimds.com&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-7140189934541433714?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/dGVILlPGLGzER3ScQQe2IUte4wQ/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/dGVILlPGLGzER3ScQQe2IUte4wQ/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/dGVILlPGLGzER3ScQQe2IUte4wQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/dGVILlPGLGzER3ScQQe2IUte4wQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/KMFlCAO8HQQ" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/7140189934541433714/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/06/everest-software-free-shipment-setup.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/7140189934541433714?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/7140189934541433714?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/KMFlCAO8HQQ/everest-software-free-shipment-setup.html" title="Everest Software Free shipment setup does not work" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/06/everest-software-free-shipment-setup.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0cCR305eCp7ImA9WxBXGEs.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-1336370299783236715</id><published>2009-06-18T17:20:00.000-07:00</published><updated>2010-01-30T08:31:06.320-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-01-30T08:31:06.320-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Canada" /><category scheme="http://www.blogger.com/atom/ns#" term="Rate Estimator" /><category scheme="http://www.blogger.com/atom/ns#" term="Shipping" /><category scheme="http://www.blogger.com/atom/ns#" term="ERP" /><category scheme="http://www.blogger.com/atom/ns#" term="Canadian" /><category scheme="http://www.blogger.com/atom/ns#" term="AIM Data Service" /><category scheme="http://www.blogger.com/atom/ns#" term="Everest" /><title>Calculating UPS shipping charge for Canada in Everest</title><content type="html">Canadian Zipcode does not follow the numeric sequence like the United States.  &lt;br /&gt;
&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;Example:&lt;/div&gt;&lt;div&gt;Canadian Zipcode format: Alpha-Numeric-Alpha Numeric-Alpha-Numeric.  i.e.: V4G 1A3&lt;/div&gt;&lt;div&gt;United States Zipcode format: All Numeric i.e.: 90000&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;So you can not use Everest to calculate shipping rate.  Everest calculates shipping rate based on number between starting and ending zipcode sequence.  However with the introduction of Everest SDK, we are able to now include Canadian Postal Code into the Freight Estimator.  AIM Data Service has developed a Freight worksheet that is more robust than the standard Everest supplied Freight Estimator.  &lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;The Everest Freight Estimator does a decent job of getting estimated weight, but does not account for what UPS consider additional Surcharge.   Nor does it account for items that has to be broken down into different shippment.  If you are using UPS often, you will be in for a surprise when you get your bill from Everest and notice that you maybe under charging your customer or worst paying for the extra expense out of your pocket.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;AIM Shipping Worksheet enables you to:&lt;/div&gt;&lt;div&gt;&lt;ul&gt;&lt;li&gt;Exclude certain items from the shippment estimation.&lt;/li&gt;
&lt;li&gt;Account for Dimensional Weight.&lt;/li&gt;
&lt;li&gt;Get accurate weight for nested items.&lt;/li&gt;
&lt;li&gt;Surcharge for Package longer than 60 in.&lt;/li&gt;
&lt;li&gt;Surcharge for Oversized Package.&lt;/li&gt;
&lt;li&gt;Automatic selection of Residential Charge.&lt;/li&gt;
&lt;li&gt;Automatic selection of C.O.D. Charge.&lt;/li&gt;
&lt;/ul&gt;&lt;div&gt;AIM Data Service&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.aimds.com/"&gt;www.aimds.com&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-1336370299783236715?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/I_wGB8zsqBaAKe-71fpx_t5YDH0/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/I_wGB8zsqBaAKe-71fpx_t5YDH0/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/I_wGB8zsqBaAKe-71fpx_t5YDH0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/I_wGB8zsqBaAKe-71fpx_t5YDH0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/NISwnFmer5Q" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/1336370299783236715/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/06/calculating-ups-shipping-charge-for.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/1336370299783236715?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/1336370299783236715?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/NISwnFmer5Q/calculating-ups-shipping-charge-for.html" title="Calculating UPS shipping charge for Canada in Everest" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/06/calculating-ups-shipping-charge-for.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkcCSHs9cSp7ImA9WxJWE0o.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-7562055977906930788</id><published>2009-06-16T17:25:00.000-07:00</published><updated>2009-06-18T19:21:09.569-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2009-06-18T19:21:09.569-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="calculation" /><category scheme="http://www.blogger.com/atom/ns#" term="decimal accuracy" /><category scheme="http://www.blogger.com/atom/ns#" term="Shipping" /><category scheme="http://www.blogger.com/atom/ns#" term="Everest" /><title>Everest Software Wrong Shipping Calculation</title><content type="html">&lt;span class="body"&gt;Everest Software Bug Report.&lt;br /&gt;&lt;br /&gt;Possible bug found with Weight and Freight Estimator. When Weight of a product is greater than 2 decimal point to the right Freight estimator ignores weight for multiple of 12.&lt;br /&gt;&lt;br /&gt;1. Enter 0.333 or 0.3333 for weight in the item profile.&lt;br /&gt;2. Add the item with the weight to a Sales Doc and enter multiple of 12's(12,24,36) into the quantity.&lt;br /&gt;3. Use Everest Freight Estimator or Web based "Shipping Calculator", the weight of the item will be ignored. Causing freight not to be charged for the item. This can cause under charging of the freight charge.&lt;br /&gt;&lt;br /&gt;AIM Data Service&lt;br /&gt;&lt;a href="http://www.aimds.com/"&gt;www.aimds.com&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;i&gt;Everest Finding:&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;This is with reference to the issue related Everest freight rates were not  getting calculated when&lt;br /&gt;the weight goes beyond 4 decimals.  According to  the update I have got from Technical team Everest does support only 2 decimal weight accuracy. When they weight gets calculated to 4 decimal there  might be a chance were it will not Calculate correctly.&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Kinldy reduce decimal accuracy to 2 decimal.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;i&gt;Corrective Actions Needed:&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;This is a definate bug in the program.  What is happening is that the rate import program in Everest is creating starting weight and ending weight that  is not consistent between the different shipping method.  Sometimes it creates 1.01 to 2.00 and sometimes it creates 1.00 to 1.99.  So when the total weight falls between these ranges, it will not work.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Everest refuse to see it as a bug.  If weight can not be calculated for decimal accuracy greater than two, then the weight value in item profile should be limited to only 2 decimal digit accuracy.  Otherwise people will inadvertently make the mistake.  Righ now the weight profile in Everest allows 6 digit decimal accuracy.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-7562055977906930788?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/QeIlH-oQs8S7mD8FlGEXHOYApq8/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/QeIlH-oQs8S7mD8FlGEXHOYApq8/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/QeIlH-oQs8S7mD8FlGEXHOYApq8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/QeIlH-oQs8S7mD8FlGEXHOYApq8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/XDiPAUXZM4w" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/7562055977906930788/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/06/wrong-shipping-calculation.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/7562055977906930788?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/7562055977906930788?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/XDiPAUXZM4w/wrong-shipping-calculation.html" title="Everest Software Wrong Shipping Calculation" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/06/wrong-shipping-calculation.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkIMQXo4fCp7ImA9WxJWEUQ.&quot;"><id>tag:blogger.com,1999:blog-8182946400691873444.post-4628391559574406322</id><published>2009-06-16T17:24:00.000-07:00</published><updated>2009-06-16T17:29:40.434-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2009-06-16T17:29:40.434-07:00</app:edited><title>Everest Software Zone Detail Bug</title><content type="html">Open Bug Report for Everest Software.&lt;br /&gt;&lt;br /&gt;&lt;span class="body"&gt;When creating Zone Detail, user can not select Zones Code if the there are more than one of the same zonecode.&lt;br /&gt;&lt;br /&gt;The following messages comes up:&lt;br /&gt;&lt;br /&gt;"Cannot Focus a disabled or invisible window"&lt;br /&gt;&lt;br /&gt;Try creating a new Zone Detail and choose Zone code="Free MSRP SHIP" (ZoneCode=0)&lt;br /&gt;&lt;br /&gt;This is a known bug since&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;AIM Data Service&lt;br /&gt;&lt;a href="http://www.aimds.com"&gt;www.aimds.com&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8182946400691873444-4628391559574406322?l=everesterpsoftware.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/F2gx2szv9Gb5ALYeU0CR01y8pmw/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/F2gx2szv9Gb5ALYeU0CR01y8pmw/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/F2gx2szv9Gb5ALYeU0CR01y8pmw/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/F2gx2szv9Gb5ALYeU0CR01y8pmw/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/EverestErpSoftware/~4/L9FELJ-jh7s" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://everesterpsoftware.blogspot.com/feeds/4628391559574406322/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://everesterpsoftware.blogspot.com/2009/06/everest-software-zone-detail-bug.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/4628391559574406322?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8182946400691873444/posts/default/4628391559574406322?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/EverestErpSoftware/~3/L9FELJ-jh7s/everest-software-zone-detail-bug.html" title="Everest Software Zone Detail Bug" /><author><name>AIM Data Service</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="34" height="6" src="http://3.bp.blogspot.com/_xtlUWvcC6L0/SjrjHiVQEbI/AAAAAAAAACU/Pe1N6upYod4/s1600-R/logo1.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://everesterpsoftware.blogspot.com/2009/06/everest-software-zone-detail-bug.html</feedburner:origLink></entry></feed>

