‏تداولات السعوديين في السوق الأمريكية تصل إلى 193 مليار ريال

<h1 dir="RTL" ><img src="https://argaamplus.s3.amazonaws.com/39439d25-d78b-454f-93ed-d5b2e1aa3880.png" ></h1>

<p ><span ><span class="ckeCaption" >شاشة تداول السوق الأمريكية</span></span></p>

<hr>
<p dir="RTL" ><span ><span >سجلت تداولات السعوديين (بيعًا وشراءً) في الأسهم الأمريكية عبر مؤسسات السوق المالية بنهاية الربع الثاني من عام 2025، ارتفاعا بنحو 135 مليار ريال وبنسبة 230% لتبلغ 193.4 مليار ريال، مقارنة بنفس الفترة من عام 2024.</span></span></p>

<p dir="RTL" ></p>

<p dir="RTL" ><span ><span ><strong>وتعدتداولات السعوديين في سوق الأسهم الأمريكية خلال الربع الثاني 2025 الأعلى على الإطلاق وفقا للبيانات الصادرة عن هيئة السوق المالية.</strong></span></span></p>

<p dir="RTL" ></p>

<p dir="RTL" ><span ><span >وبحسب تقرير الهيئة عن قيم التداول بواسطة مؤسسات السوق المالية في الأسواق العالمية، فقد سجلت تداولات السعوديين في الأسهم الأمريكية خلال الربع الثاني ارتفاعا بنسبة 18 % وبقيمة 29 مليار ريال مقارنة بالربع الذي سبقه، حيث بلغت آنذاك 164.31 مليار ريال.</span></span></p>

<p dir="RTL" ></p>

<p dir="RTL" ><span ><span >يشار إلى أن تقرير هيئة السوق المالية عن قيمة تداولات الأشخاص المرخص لهم (الوسطاء المحليين) في الأسواق العالمية؛ لا يتضمن تفاصيل عدد المحافظ السعودية في الخارج، كما لا يتضمن عدد المستثمرين المتداولين مباشرة عن طريق وسطاء خارجيين ولا أحجام تداولاتهم.</span></span></p>

<p dir="RTL" ></p>

<p dir="RTL" ><span ><span ><strong><span >فيما يلي جدول يوضح تفاصيل تداولات السعوديين في الأسهم الأمريكية</span></strong><strong><span dir="LTR"><span >:</span></span></strong></span></span></p>

<p dir="RTL" ></p>

<table align="center" border="1" cellpadding="0" cellspacing="0" dir="rtl" width="100%">
<tbody>
<tr >
<td colspan="3" >
<p dir="RTL" ><span ><span ><strong><span >تداولات السعوديين في الأسهم الأمريكية</span></strong></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الفترة</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><strong><span >القيمة (مليار ريال)</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><strong><span >التغير السنوي</span></strong></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الأول 2022</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >85.90</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 10 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثاني 2022</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >147.44</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 143 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثالث 2022</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >99.50</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 96 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الرابع 2022</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >50.35</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 9 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الأول 2023</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >58.84</span></span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">31</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثاني 2023</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >59.81</span></span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">59</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثالث 2023</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >42.59</span></span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">57</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الرابع 2023</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >58.73</span></span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >%<span dir="RTL">17</span>+</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الأول 2024</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >62.31</span></span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span dir="RTL"><span >+ 6 %</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثاني 2024</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >58.56</span></span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">2</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثالث 2024</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >89.66</span></span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >%<span dir="RTL">111</span>+</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الرابع 2024</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >102.18</span></span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >%<span dir="RTL">74</span>+</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الأول2025</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >164.31</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >%<span dir="RTL">164</span>+</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثاني 2025</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >193.40</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span dir="RTL"><span >+ 230 %</span></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<div ></div>

<div ><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABG0AAAKdCAYAAAC ZLJTkAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJc EhZcwAAFxEAABcRAcom8z8AAMB2SURBVHhe7f1LrBz3eef/azNGBgYG8S6YhZBNAAIDA4EJDAJvpIX/UDYCBEwWiQECGS3iLEZAoFWIAKPdRICBycaAMb+JfKFsUbGTUR LHtiYT2paoCynJFiVRoqgLKVF36kpJ5Lmf7x9P9fkefvtzqqqr u+rp0/2c98v4WCRPdz+nq6uqq576VtUNCXOznVLaGvubxf6zPYr9ffef Rz8b/TU/c+fx5XOrp29X2avu30rXX8dqjOqM/r98hFXe2tpK29vXf3sAAAAAAODrBv0H+LreiimbMEPR19O/q7L5M/5Ya91srlxJG5dfTeuvPZ3WLz2TNj96I21vrI49DgAAAAAA+KBp sy9ys2Q0QmZrazNtbW3sxP6c/75ZjKDZTtvlv29tVMmP397e3NN42ft31dC02d5Km5+/n9Zeeyqt/vqBtPLI99PKEz9OaxefTNurn11/HAAAAAAAcEPTZh+UbZLN9dW09sl7aeWD19LqR2+M8uEbaeWD19 PqR2+mzZXPqjOntjbW0von76aV919LKx9eSmsfvFFl9cNLafXj t9LGyqc7p1jVVapXtmzKP22tX6saNCunj6e1x36YVp/4UVp97v+m9TefS9trn+95PAAAAAAAGB5Nm7m73iqxUTQbn3+UV l55PF39zT+la2d+nq498/N09czP0tWnf5KuWqPk/YvVCJtNe9xLj6XPf/2P6erTP03XzjyYrp35Wbpmfz77b2n9g9e0UE1jpWjTyI92r2hj o2yuvJvWnvlZWn303rRx/pG0efnVtHXl3bR97ZOUtmxEz97nAwAAAACAYdG0mbuyabOVNj5 5J60+89N07Rf/K60+9N20cvJ76drD30nXfvX/pWuP3Zs23jqbtjfX09Yn76bVp/8lXTvxv9LKQ/ekaye/Wz1u5Vd/m1Yf+2HaePucFqrprHRo2tjpVh+8ntZ+/Y9p9fSP0+b7F8cfmOlLAwAAAACAQdG02Qe531E1ba68k9bOPph WH/5uWnv03rT22A/S6qPH0uoj30trp+9Pm9aM2VxP21feSxvP/jytPfS3aT0/7rHR49afuD9tvnO+Qx+lfES+V5RYX0mbb7+YVp/8h7Ry+u/S+hvPpK3PP0hbK5+mrZUraXt9tbrmDQAAAAAA8EXTZh9Vp0d9+ l5aPfuvaeWR76UVa8Q8/sO0utO4WXvix2nr7RdT2txIm1feS+vP/d+0dvK7ae2x+9La4/eNrjdjj3vyx2nz3Zf05WuMN23qbH32QVo7/3C69tgP0oo1j37zQFp74URaf+EXaf2lR9Lm+6+n7Y01fRoAAAA AABgYTZt52h3akk+PSmnj0/fT6tn/N7pDkzVhHj9ene5UjbZ54kdpqxppY02by2ltt7lzX1o9dX9aff y+tPLYqGmz1alpM27064yPt9n86M20cuZf0tWT36lO1aryyLG0 8tDfVr/bxiW7GPG1sdcBAAAAAADDo2kzT3VNG2vGPPtgWn3onrT6yPeri/9W/334nrR66r60+dbZ6vSoLRtp8+zP08pD/7tq3NjjqmbKye+MTqN650WtNlFd06YaaXPhdNVIWn3hF2nN8vy JtGqnZr3wy7R5+WLa3lgdex0AAAAAADA8mjZztdMg2emRbCe7p s27ae3Zn6fVh/42rVVNm2Oj0TQ7TZvqQsRba2nLrn3z7M/Syq/+d9XUWXvkWFo7+b20+vB30urp+9PGDE2boot0/b+b62nz2idp8/MPqjtWbX3+YZVN++/Vj9L2+rXqWjzX2zwAFtHKyor+E7AwPv744/TOO+/oPwMAAEA4Nm22q2u2jDcqxkd1ZFt2m+nN9bSxvpo2d2J/3rCL4q6tpI21a2lj7WraWL1a/cwef931UStVueLfSrsjSsZ+hb2P86TvvmraXB2NbFk/89O08eyDaf3s/62aOGvP/DStP/9vafOD19L29kba/vyjtPHKqbT29L+k9WcfTBvP/uvo8c/8rLrezOYHlxreTfEZtOnwEADL4/d///fTbbfdlp5++mn9EbCvvv3tb6cbbrghHTp0SH8UijVOaZ4CAIC+ 5ti0Ge8IbFlzxkZwfPxGWn/vpbT65vNp5Y3n0qrl0rNppcozafX1Z9LK62fStYtPpmsXnkpr7 7+WNseuqTJ63appU/xr9W8ba2nr6idp69qnaWvTLp67aE2b7bS5cS1tXnk3bb3/WnWr7a0PXx/994PX0tZHl6q7Ntl0tLs22W2/dx/3waXqsdbU2frozbRtjyte+7phmjbbG+tp69qValpyIWJgsdiO4 V//9V9XoxdM3inOueuuu/QpwL544IEH0l/8xV+k7373u+lv/uZv9Meh2Pv7nd/5neq/NG8AAMCsHJs2paIjsLWZtmzUyNsvprWXTqa1Z3+aVn9tt5f+Ub qWc+rv0rVT96drp46na4//Xbr2+P3p80e+nz6367288njaujraMbn+2uVft9O2XQPm2qdp49 2X0vorp9PGO+fT1upnu4+d0J9wVFd5p6Flo4dykysPG7L3MvaM 8rFbo9OUdocYNbx28e91jxhper6VWU/b166kjXdeTmuvnk7rbz1fnSYFYHH85V/+ZdWc+e3f/u2qQWM7imXTxnaUgUXwh3/4h9UIm+PHj1eNjIsXL+pDQrBTv8rlkOYNgP1i66M///M/138GsETm1LTZaQlsraeND19La+d+kdae/PuduyTdm9YetWu57FzPxe6aZNd2sbsp7fy3+rNdgPfhe9L6y4+ k7bGmzXXWrLFbaFtjYf3Fh9Pqk9YM+ru0fvGptL36afnI2gaFv 3nULV/fmj6j/6naNk75x63NtPH5R2n9nfNp/fzJtPrE36eVU8fT+iuPpq3PP7j+QCwM+1LOIy0wm8cff1z/aeGdO3cu/dZv/dZYk8Z2jPOf7RQpYFH88pe/3J1f7RQ+m38jstFE5TJpsffNdXwOpmX8bkEc+cDOz3/+c/0RgCXh2LQZbwjY6Unr719Ia2f/787dkf42rdqFdB+5N609/oO09vgPd3Lf7p9Xd//th2ntke+ltUePpY0Lp9P2ypXxSnbx3M/ery7aWzWEnvo/ae2xe9Pqr/6/tPLo99Paa9a0+bx4QlPzpOnfh3L99Ud/2vn7oGXzi+UKo9PUxq/3k9s4Rf2dv1qzxpoy62+9kNZefDit/eaf05o11375v9LKye+m9ZetacNIm0VkR1HsixmzsSPgdjR82Ta u7bSocscwN2ls5/gP/uAPwo5kwPKxedEaijbiJPJ8aY0ZbaRaWD8fTMv63YI4fvd3f3d 3PfTHf/zHYZvlQGRzadpUozY+upRWnxs1bNZOHqsaMnZ3pNXH70urp46P/ls1bPKfrWmT/+2+tHby+2ntsR+kjQtPVNdvKW2ufJpWL/46rT7546oRZHdVqpo2J7+XVk7fn9YvnUlba1evP2GsadP0Zw/FNNltnVyvl//NTntK25tpayfbVUanRF3PZpXRKVI7/7bnfezUqs6g0p8Vir/adFq/9HRasZFQD38nrZ38bjXdV+0244/flzZePdU40gmzsS/Qm2++ucqsG/W2UWg7CZamnSHbuY/CjhYNfcQ6XwfGPo8hT2GwCwHnz9dizZSh2Wvaa9vvz4WH/dnOlzUf2tj8yYZxP8s8ne2aPeWOku20D7lewfLo8t2yqPPxrLo su0OINt082DaBNpAtto4CsDwcmzbXbV39MK2df7ja+bcmwKhhc 705Y02Z3KCxrOxkrJHzyLG08vgP0ro1Da59Mtb82Pzso7Ty/C/Sys5tsFcevTetWA1r9Jz6u7T5+pm0vVaMtBlT08Rwt7eeNWY21 z5PG59/kDauvJM2r7yd1q+8k9avvFvdFnxz599G/30vbX7ybtr85J208cnb1c/tgsWjxk3TO6r/15GiwWPXr3np4eq0tep24vZf+zxsuj7+w52mDSNthmJHnMsvUb vOwyzK17HrmliDptw4zF/aUa5tYg0KO/1gSHaqRp6Gds2NoTZo8lHW8rWbNtz70iO5XnXqWLPQrqcz1HSb J1vumpqdday5ag1Snd4lmz9nXZ6jOojTOTdvol90Gc26fLcs+n zssewOwXO62TJrn92yn1Kko3FzhjiAFGUaAcvAvWljdxraeOfF tPLkj9LqzqiNtWqEzfG0emo02saaMtUpOI/cm1YeyU2XncfkRo6dUvXYvWnjwqmx06Os1bDx+Ydp5fl/q543ajL8MK3Ya9uIm9P3p81LT7c0bfZB2TvZtqbWx9XFktdeOZ VWz/0yrZ79f2nt7L9W/72ef63+bRT7+c5jbPSS3Rr8vVerizxfb2Vpytukj5pENqpma31 ldPpU/ndr2liD7fEfjK4xVH1Ox0ensjHSZlB2hMgaLPkLtM+RWDslRr+ Qyw2ZP/3TP63+zZodyy43oIa8PoS9jk4/y1DXCLJmRvm687qb0zwuPGjzWR7lM8/3NiRbDm1+6rrxbzte+f3ae7cj6eW8kk+PGbqxuOwO8nSedd2O5 dblu2UZ5uOhl90hDD3dbNsivz892GLvYVlH9NRdX8syyzop6jQ CloF708auNbN+/uGdCwwfS2uP3399ZE3VvLFTb3YuPvyoNVusSXD/2ClT1cgbOz2nOj1q/Jo2VdPm6kdp9cVfpZXHfjBq3ORTr+zixqfvTxsL2rTZ3lhNmx+ +kdZfOZXWfv1P1fuz0UHVaV2Wh7+fVh4e/fla9W/f3ZuH7qmm3ebrT6ftrY2d1kxu0uwdWWPX/9n+9P20+e756oLNG5+8O960Wfk0bbz86KihZp/ZY/Y55KaNjbQ5TdNmILmRkjPrqVGmHIafk0+T0esrzPJFvUisEZHf y1CnfNlRIp1+ttE5FN1wbzuNbSj2+dsGlRfbCK+b75axaVP+/l3mqbLZmlMetcwXfZzH6QHL5KBOZ3ZkDq4u3y37MR/b94Md7Ok6bw697A5h6OmWR0TZf8vtDMuQB4n2g25vzjrNIk8jY NH5Nm22t9LGey+ltaf/Oa1Zw+ZRu+Dw8d3r1tjomuraM9Zkeeof0toL/5bWXn6kuljx2hM/GjUxHssjbb6XVh77YVp/9Yk9p0dVTZtzD1VNn9VHf5BW7DmnjlcXLramjV2jZWusaZNHn8 xXeR+n7c2NtHH5Qlp59uejO2hZs+ZRm0b3jqaJjUiy6WXv6bEf Vg0pG2lkPxv9fDSqqLp+jzVT3jiTtrbWi1ZN7gztFLQLDFtD5v 2Laf3cr9LaEz9Oa2d+mjZshM71qxRXI23WX3pkp+llTZvRiKeq QfT4DxhpM5C6c4z77MTrkZRyZz2fT5/jPVzZU752T34vQ90ZyTY0yjsuWYYepaKjoYb63ZvkDaqhj27a/GMXOC7fS5llbNpo86ltp8TmQX3PlnL5zUcfPZtmy+igTWd7D3k Umu3Eep9CwA7T4uny3TKP+dh+j/J6Z+X3kf0+k+adoZfdIQw53ezUcf19u77fZVC+P/ssu46YKkWfRsCic23abG+spPXXfpNWT/3dqIFSNWh2RtlUp0N9P609+aO0/uLJ6vQgu2vR1ucfpo1LZ6o7QFU/f9SueWPXtPn+aKRHdSHi8ZE2659b0+ZXVcPGGh2jUTyj56ycuj +t2yiUxpE282/gVI2mT95Ka9UpXcfS6kN27RibPjsXX969QHO+WLM1usrr/hwfnT5mDZVH7q1GJm288exoFI3UqU6DWrlSnT619spjafXMT6r RSGsP3ZPWf/2PafO9V8abNiufpvWXHq2mm/1u1elsxUib9VdPpy2uadObHqGY9ahHqTyyVe442057OVS57nz6 ZVKenz3k6V46Gmbo5lbdEdeuRzlnkRsrQ74Pew9l00xjR9+GPp o6D+U1J3LalhM9amnTJNMdlqGbZsvsoE3nPBKg/P29lo98qoJ9lyzixcjt81nGhu4Q2r5b5jUf5wM7tu1R9100aZ4 ZctkdwqzTrW4+tNcqt5Esdq0Wa1LY++5z6vqisPed39ssB4wOw jQCFp1r08ZGdqy//NhOM2U0emTUbPhhddHgVWvYvHoqbX3yXtVwyOzUnbVfPzBqFFR NmKJpc/HJtL362e5jqwZI1bT55W7TpmpwnLLRId9bwKbNdtpa/zytXTw1Gk1TXavnB7vX9lk5dd/oFLHqWjI7jZt8Meadf68et9O0WbHrAFVNm+dSKqZhVWl7K21+d nnUOHv6J6MRTXaa2cP3VCN01s/8S9q6fKFj08am/300bQagpytZ2jZ+uso76bbRrhswdlRlyFr7LTeodJh5X/nInccRI9ug0SHjQ52LXydvZM9yRK1O3iksf3+LHbWzjWDPBpS3 8po8ZdqWlfJx2jwsP+chm2ZDGPpo9zQO0nSuW89bbLn02LnRi9 rbjtl+ftbKmlX2e+kO80HR9t3iPR83zYvlvDLJ0MvuEGaZbnXz oS2P9rnk19MGxCItR33kbQL7zp7WQZlGwCLzbdpc/Sitn7fTlu5Nq4/Y6T07I0nsQsOP3pvWX3o4bX7+wXjTZHMzbb79wqhpYyNlqkZP2 bR5aqxpUz0lj7Sx062sybNTpzql6vTx6vSo5qbNfNl1ZzY/uJjWnvmX0S217XetruMzurX5aBTSfaP3YaNv7Lo81WlT1rzauX BzHomz0/y63rTZGC+2uZ4233mxmpYrD/1t1bCx51anV9lrnvmXtHl57+lRGy/b6VHHr4/+2Rm1VDVtXjmdtj7vdkQD9fRUJsukocld5Ne15o0qT8dq28haF nm4+SwbH23y6/a5vlCbuqOPQ+/A2evZBmneSB/qvejR2Uh3jKhbJvPn0zQyIj/Gfq6PKXdwFml5s1sO2+9k8+F+OCjT2egomzJD/65NDVX7vBdFeTH2KHcxnEbbd4v3fKyn5trvYp9H3gGfNMrGDL3 sDmGW6dY2H9p2mI1Einqnt3KEtx7Y6yr6NAIWmWPTZjttf/5BWn/RTluy5kM+NWrUWLFrqmy+9Xw1GmTM5oY0bXbuJBWlabN2Na1ff Cqtnra7adnFle13HY2cqW5TXk2fe0cjcB79flqxnBxlNCJn585 Y9tidO26tnbo/bdY2bTbS5jvn0vqv/09ae+hvR69pDRiaNvtKzw0f6ghUvnZN3TDkcihx142bRZY3IId u2uTX7XLkcRbliKecITd+rImi89dQO24235Sva02bWTf8Fo3tt DQdibYdGz2KWA41r1Pu4NTtpO0H3enaj5FRB2E6Z7mJYsujNmu HWudnOsrGYtN5iIMBQymv6+I12iiz+aZLI2Ke2r5bvOdjnf/ytLHp1HUk5tDL7hBmmW7znA8XTbme6DoyCcDi8FubVk2bD9P6i zsjbarTbGx0iI0g+UFa+80/p833X9t7YlKnps14A2ZZmjb2Xu26PWvPnxid9rXTyMoXZrY7aa 08diytnL6/Gomzdu4Xac2aXi/8Mq08969p9Tf/lNbstC+bho/vTE97jdPH08abz1ajeMbq2cWO7S5RdiFou2CxPTY3Y2ja7Iu6C xDXDZeeRfnadTtk+WfTNG0W9Ys9Hy2bpWnTdsQvNyaGPu0qsw1 E3fAdagdOd8pzbMN0Fjqd6hpOfRo3+vr7zX6futEKFpsfyvdpO yj53+uUDa6hmmZ95FMCygzZLJxG5Omc5VFpZeOkPMJv0Z3cPqy GLf/luqXvqZddl8+uj9NTQ+0gwyzsu63u+82Uo0dybF6z79hZ11NDa ftuGWo+tunS9J1t2wf2XVPXNKpj86c2NIZcdrtq+7xnmW46f3S ZD7vO4/upbTpl5WhZbdbpOsT+a9O0a/NzGaYRsOwcmzbWoPgorb/48HjTZufUqNUzP02bH7zeqWlTNTQiNG22NtPm+xerhtVolM31p o1dO6a65s+v/09afeWxtHH5lbT5ybtp89PLafPKe2mjujX449UIpfHpaU2e42m 9tmmznjbs9KjfWNPGRu7QtNlvdUdEmzayplWOptEvZJN/1rVpYxtd9sXdtiFgG2m6YedBjxjP2rTJ5/Y3TfOy8TXNRr69rm3gWBOjbXoZvfOS/T59p2HZsLGNUtsQzXd6qBt5NUnddMob4Rp7P9P+/nWvPy2dJybp8hnlx9jvZstJuRNcnlKUp23TBcTL+ajudMV5q7u I6H6dImWiTucsr59sWczLhl583uPaLvnUBduxrls+uq7Tui6fX R9ny5vOf12bB5lNx3KUhM6/+dS/pljDYtr11JDavluGmo+7NGW6TgP7TqkbvTLUsjvJpM/bTDvdZpkPu87jQ6hbZifpMp2y8v2X24H2Z21m5XR57/OcRsBB5tu0sWva2Egbu+5KHlWST815+qdp6/3X9Cl7mjbVba3teTtNg43Xfr28TZvVq2nz0rNprTo16rvVrbpH TZvRnbRWTv8orV14qrqDlt2iu2qm5FgD5s2z1V217PbpKzt3yb I/l3ePGlM0bfK0rC5wbP999NjOhYhp2sxT3cX8dAOuj3x1/7qNrVyv685CvktT20aNHbnR25cOzTZKdBjzrE2bfApZ04Zk2fj qugFiG47lBs+kkS2682bpc5Sq3HAtL0JdbqBNe1S/aTrpMPuybtedAdP0+l3VzRNtpv2MMr1bVm6G5vmvbjkz5Xw07T zaxF7T5pOmhlOTptu0dp0GQ5g0mnCRpvMQygaCzXd1O0RdRwbM omm5sM9Br+NRp+vy2fVxRkcaTXub5rqRhHnHM+806s81XQ9Y9N E0r7d9twwxH+flXF97Fvb75BE1k747Zl12J2n7vLNZptu08+E0 83gf036nZV2mU2bLSfkY+3vZ8GnKpNFS85pGwEE3t6aNnQ5Une ZkTRhrGFRNm9f1KaGbNlvXPk7rrz4xarbY6UrVaVF2jZnRRYfX nvl52vrkbX3arg2bLjtNmzxdqsbKqeNV02bvNW3GmzbWOKsu6k zTZl/Yl7FuWE7aYJhW3lmoa7Tkml2bNuWIkKYNt9zY6dN0mMQ2Qq1Gu TFcHsmeRtk0a3pPeVRCl2HT9hp1w8XbTj2pG23V9TOpky8yafN Wfk/WuCkbLNNeMLhpOtk83LSRVzfPNWl6/a7q5okms3xGpbxBaskjGPI80jZ0vLy2UF/adCqbc5Pk5djebznipsuR6cymQdfP13bayuli87bNm5OOIi/CdB5K0zJSZprpPxSr2aVZ13X57Pq4THeYuzzH5OVdk99LOe+0p csBBs95ve27pe98bJ9F18bFJGWjt8t306zLbpNJn3dpluk2zXw 47Tw+q2m+07JpplOWH2PbinXN5KY0zdNmXtMIOOi6r+VmMGraP FxdLHd06+6da7BYw+EANm3sTllrLz96vWljzZA8TR7/YXXRZrtN+nXF7ci3NtPGWzsjbU7a3aRy02Z0yhNNm8VXjojI6X pkwjYy6k55UrmJUndkJNfsshFWHpGxNNXODYOhNhbr5CZHuTFc bnR1VV4Yse095cZXlw38cie4TFszTu/CZOk6H6i6eSqPtirTtUFhJk0na9zY9LfX1CZkl3lr0ut3UTdPN JnlM1Ll0czcBGnbMDZl03PS79jGnlvXdLJlbtLr5vkjz8vlRv4 0Iz3s/U96vybXy0d6y/mzy+e8n9N5SLpTWCbv4Ewz/9WxaTzNqKvy9Ma20Rhdl8+uj1PlnYy6NvvrRifm2DRom95luqw HPef1tu+WPvNx/my7NpsmKT+jrs3FWZbdJpM+79Ks063LfDjrPD6Lab7TsmmmU6a P65pFmEbAQdd9j2cG2+U1beziw9WFiO8dXUj3zM+qa9pUjyufZ E2bt3LT5nuhmjZbn72f1l56ZNSosfd2+r7qblBVc8TuGvXiQ2n z2pXr06Po2dj1cOz0qNUn/09aPWmjlWx6WmPF7ijV7fSo602b0TVtaNrMV93FQNvOP87yxmC XDc6yIaDDbPOOX90GY50ud2Yoj3J13dCYVjliJE+DciO964gD0 +U95cbXpI1V2zixx9l0tWmqDYym0xDKnaecSbWalBuebZlmB91 0mU7Gdv7KecDStHFX6vr6TermiTqzfkZ1dPREW11TfjZ9jj42n ZJmsZ0iXc5L+bl52SxPmZtm49oaDV0umJ13PPLIrrwsWepGF9T Zr+k8pHyqg35ett4ql/9Z2WvYvNylSZqVn8Wk53VdPrs+rlQ2N7qMALRpmUcE2LpGTzG2 ponN5zbf1E3zMl1GfXjO623fLX3m43xB3lmb/6rcVplmNOu0y26dLp93adbp1nU+nGUen0XX77Rs2ulk6q7pY69 h76ucBvb56/dl2/f6vKYRcNDNvtXQgV2bZXTLbxsxY42J+6qGjWXtzE/T1k7TZkzVtHk+rdkFeZuaNtKAWZamzebnH6a1lx+rGjQrJ7+TV k7ZHaN2bsH92A/S+gu/SNtXr++AbhftrNy0qUba7FyIePUxmy7dR9pU0/KUXfSYkTb7IW9YlZm08WxsQ9R2Ott2zrLyqIceTc07112PfpXn tTc1l8rhtdPsAE+j3CjLG6XlcOy2DS5l7ymPRGl6T3loeNvGaj lt8gaWntvfdNSzrmkzy0ilulE2Zex95iNx075+l+mU2TxXHu3s Mq9O8/p16uYJ1eczqmPvs2xQTdpBKI+CNh31nKRuXtE0TT97//Ze83u09U+eHvY+Jn1GWV5vdZmH8kiCvHNczqNd1nVmP6azB5u+ Nt/Z/Gk7NeVOT35/s7LPtMtyVip36iY1Jboun10fp3JzpW7HUpUNhDwv5IaJJd8ZKk +LpsZNl4MV3vN623dLn/k4H8Sw5X2agxhtyh3xrqZddut0+bxLfaZbl/lw1nl8Wl2+00rTTidr0utBC3s/bQfbykZkW9NmXtMIOOi6r41nUDVtrJli12CxZk11u+qdUTfWMP ig4ULENU0ba/xYk2P99SVu2lz9OK29ejqtWNPmke9UzZuqaVNdiNiaKD9PW1fe 3X181bTJZ0dtbaT1fHqU3TFq91boo0bMZkvTxm4VvlLdreoH15 s2VT2aNvNUfgHmNG3cZXmkwDQNkdxI0aN9ecd6muG3dtSk7Yu4 bETpRsJQbEMsb2zknY2yrm1cTiN/Dk3vqTw1rG4j0DZQyqNi9jvZtLYN1nIEUNPpD/b8/Jgce3/TqpufcmzD2Tbk8vxjmWYeMpOmU8neU7lT2OVo2zSvr+rmiVLfz 6iO7ZSVG72Tlt2yTtsGbxubRlYzXzSy3JEqUzdqJi8j9t7L06t s/VA3X9exJlfZmG1rkJaj/MrfJ+/ETZpe2X5MZ2PTdpomXh95XTyLvOPf5Wh8qdyh69KU6Lp86uNsP pj0u+X5uG1nOSvXYXn+s+U4zyM6f9QdHOnSzJjHvN723dJnPi6 fa/OWvvYs7HfN07iraZfdOtN+3k3Tbcj5UOdxD5O+01TX6WT/Vn4XWuz7oG3+Nrb9UB6MmTRPzmMaAQdd97XxDMabNj/c07TZPGBNG7tezfrrvxlNB2va2KlR9t4sdo2bJ/8hbbxzfvw0J2narD5l02WnaWMjdXZGz3Rt2uw2Y2jazF3dDpc2 VpQdCaq7Pk2b/EWrGzflTrVtXNrPJyUfTWz7Iu7ymL7yyJq8MVNuNNtGih1t09+ 9KfnInE1b/VlOfm17T+XzdAdYoz9r2lHQ51mmZa9tO3DWILHfK2+s2fvKR95 0NE75fialy3QqU87f9rvozzX59Wedb/I8Uc7LQ35GJZuO5VD0/B7bmp/laDAd9daVvR/d8ahbj9jvlqdB22ki9t5tY99eUz8P/WyaXsOWd318uXFf1rImSD4Ca4+bZL+mc26ETNp5K1lj0HZkJk3 LuvQZaTPNyMtSOfKsnF+a0nX51+U477zVzSc5eVRBl+mtzWlbv m2dl9+L/T2/bt18WD5Pf4/8+w89rzfVsuTn6E5wn/m4bMhZbJmx38HWFVp/muRp3MUsy26dSZ+3/V6lpuk2zXxo/9WfldF53Itu57SZNJ307zn2mbTNFzYt6paHSdsO85pGwEHWbW1 cKS6w0tFWdU2b0elRVbPGGil2FylrrExq2lhzIjcabDRKbhq8/pu0tXZ1/Cm7TZsfjEaR7NxKe3TdmPvTxqXfpO21z8aeMzLd++lre2M1bb5 jd4D6+6qJYiNudps29rvaaWAvPZa2PvuofNbo/3cuRFw1bexOU/Ze7fHV3aPsmjbP1TZtNqvTo3aaNjsXLW69ps3KlbT+8iNp7dTO a9O0GYwe7bC0bbTmxkSXYd2l3JyxL9JSOYx42rR9Eedhum2P6S uf6pE3ZurOzV7ENA0P18dZPNh0K48eL2JmnW/yPKGvN22aPqPMdujzNLTftRwK3rb8lkf8p91xKdlzrdFiG9o2/5enHyxTdH2k9ms62+dvdbvOh1bD1qVDLFfTys2lWUc16s79kMn Tb5rvmbbPNSt3yiNFmzZ95uOmuwgNlUlmXXbrTPq8dT3SNN2mm Q+7pus6Yla6ndNm0nTar3hPI+Agu+F6M2ZSU2bSz/caXdPmoZ1bVI/uHlVdDLdq2vx090LEpe2xCxFfv3uUNRlshMr66zZq5trYc7o0b bZqmzal6d7bTLa30tYnb6W1Z38+Gi1TXRjYLka8c+tuy6//MW2++8puI2V3qm9tXm9mPfr96n3StFkutrGhX3C6AVLKG9iTRu OopqZNOTpl2kz6Ip5mp2dWdgSo3Jipu0vSoqWpIaCPs+nnxWPj dcj0mW+GaGA0fUb27+WFNW15sqPJNj1zs6jtd887E/bYWdgG/KJ8dkM0x3R9lO33dLaRE11HrugpNH0zrTydulxQt46NKtPfYaj kz8j+qz9rSpcdeh0t6J0h5vUuaWrazDof142OGCpN+i67dSZ93 roeaZpu08yHXTPte5mFbuc0mTSd9ivzmEbAQTWnpk2+29HodJ7 ZmjZ2etRsTZu1S2f2jM7Za7r3NqutlStp7eXH0+rj96fVk98fX d+muiCxXddmdOqYTbPNK5d3f6NR02YjbRVNG7t4MU2b5VJ3lLN tFE0+DUI37iZpOq++z6iLti/ifJ5+22OGYE2acmMmX29nP2IbiLaxOOmIe11DoLyuQU6Xa0zMa lE37nL6zDc69LtMn8/IlEdwm9L2u+fnd9kAr5NPO9zv2LSzI/l9d2Z1fZTt53TOI1fqrgmk8ogc/d36ZFq2DrTPoUuDqckQjc665M+o7nuuKV2aNqa8SGvX2GikaXf ch5rXu0S/1/vMx0avJzNkmvRddpu0fd66HmmabtPMh10zy3uZlm7ntGmbTvuV eUwj4KCStXFd80b/3t3WVTs96qHRNW0evTetV02G0d2jVp/Rps1OjeKaNnZNmtHpUTsNmOqaNk+nrfXJTZuq0bNzTZtuTZv5s FOk1t9+Ma39+p/S2snv7l6g2Roja4+NLiy8evpHae3Vx9PmypXrDRUbpfPm82ndb vm909wZ3VXLmjbNd4+iabM4ygvH5bTdijl/IXfZocjKYdK6cWPsSPEsG3ZtX8TzOJc5T7tyY8Z2XPQWo/OIbdiXOxv2e9jf636XuoaA/Zs+rutG2qz0/PdFyqzzTd3ylNP3MzJddkjqlrEsT/NpR8qZRWm02Q5EHtXRZTi+zce2s1S3M9E0rfZrOpfXeOlyXaO6 99Q307Df157Tt8GbR2IOnbwc1zWlm9K1aWOfT9cmpo04yRdZne Y7Ysh5vUu0aTPrfFyy1/QYgdqk77LbpO3z1tdrmm7TzIddM+t3VVd12zlt2qbTfsV7GgEH 2c5Im2bastG/t9kurmkzugbLD3dH2ugtv3dvb21NmzdG125ZsRElj1ujwUahfL 9qHljTZrOtaVPdDjs3bew5949G56yOmjbXf/+u72Jg29tp89P308bzv0hrdvHhnYsmV79vdftvu7PU99PKUz9O 6689VT22epq9zzdfSOvV3aNspM3OnaeqCxHfnzYZabPw6s47b/tyzhtfXW7/aMoLAVr0AqaZXQ/GNrZs46drmu48VG7cen1Zl0cQdXrZRottoOvv6xXbqJq0g2dNA Nt4tsfXPbZuh9xr2pXy77RoaZq32pTzhF5Ue4jPyHTZIdEdhZJ 9prOOiqi72HBOPhJr0WmZM+lUCfu92i5Gae+r7hQcm25NF97Vi 6fadLVpbK9lP9ed1Gy/pnNed9m0mqSu0dplOk7KNMr1xrTXPMnyNTPse0J/l74pl2P7jmmaT8rUzWNt7Pe3+ahsxNjnb69ly73Og1nbd57HvN 4l2iyedT5WeRppvT5p0nfZnaTu89bvi7bp1nU+7BqtPaS27ZxJ 6qZTXi7mHc9pBBx0jU2bURPF/n+3nbLz703P2EubNjYCZuWx0bVcVp/+adp6f9S0yZWqP29upo2LT6fVU383ai48bnc8GjVt7PovazM0b ezUoe2NtbHn7K/tnevT/MOombVzUeF8UeLRdX+OpdUnf5zWXvxV2rj8Str87HLauHSmOm3 M3uPoWjg0bZZJ3mAuN2jajpqWw9jtaIpu5GW2AZk3XMrXrtsQH ZKO3rAv7KHpNSTmdUteT3Ubuk0NNuw1r3mi7nMqY79D221T7TO d9YKxueliI0FsuZr2Fr656WPrDVsP2GvoqWR2LZe6HZ1526/pnO8C1KVhquu6MraebmpIDakcWWaf7yzyqMi2751FZ/NyOf1nbWAtmlnn4/3Ud9ntYtLnvYzTTQ3xnTZpOgFYfjVNm9xC2bITnHaij+lm++rH af38w1WDoGqmWEPCblW907TJp0eVr7519Upae2F0SlVu9OQGTG 7atJ4eVTVtdkat2KlDdiHiC0+mLbtGzMqnaXvls53/XhmLXWtG/23wXPtkVH/107T53ktp7bkHR6d/VdPm+GgkUr4ejzVL7D3bqJqn/ymtvXQyrb5wIq0+9fej0Tg7TRtrrNC0WR46NN2+qJvUDesuj7K 3HU3vslFuOy12XZimkQZt6i6QOnSTyDYItRHVdTh9HTsCZNNNj 5LOW90oiv3+nUre06nP6w89T7Sp2yGx5dV28r2PJub3OMs0Mnk Uib1Obvbacq7zXp+j4EPZj+lcnjrRZaSNNWVsntV5L2fWJso0d DrZ9Om6Y2ZNv/K7p22nsOvy2fVxk0zTONTrmHX57OBH50nLpGWXz3tc03ca0wmA aj5ZdQBb13LT5t7RdWx2L7b7w7T+zM/S1oeXxh6/vfZ52njr+bT66wfSysnvVhfpra7bUjUw7Jo2x9P6G8+mLRk109 S0sZp2kd+1Z36aNl58KG28/Ghar/JITU7W/NvAeWnnv688mtZe/GVaffono4sQ59ua2+9so5F2GjdV02p32t2XVk7dP2rUVCNyRg2 e0YWId65ps0XTZtHp0RBLU7NDd7C6xjaa6l7TNgRygyZfgDM/3o5W2UbCpKNi9vy6c/jbLqismjbmMvs96t77tBsitqNSHgEvm1z2HppGLnnTxp1lmg20 oXlPpy6vP695Yhq2Q2y/d8485Wk0a0OqvFOcNXrLnXvboco/W4QRXvsxnfUUxVmmszUr8uilSfPvEJpO0bLRVFbfpl1e7+dpae 8rjygqU46K7LJ8TvO4adg0zKdqta0D7bXr3kffhhH6mXbZPUif 96R1Qtt32kGaTgC6q5o2YydBNZz/tL29mbY3VlJavVbdvWnb/tuQZHd3WruWtj55O629cGLn1ta282/XtDlWNSGskbL54Wu75bZWP08b755Pq8/+bHRKVHU9m3zdltF1Xux0oY13zqftLRv9c13VtHnBTsOSkTbW6 LDGRnV3put/r34PS3FK0u4IF8/Y73HKmi/3pZXT96fV039X/R42wmbNGiM7v+Pu6KKd59jopOpOU9bwyqNx8h2nbHraaKI3GWm zDGzDRr9gm3acbIOoHDLbJXbEpq7xkndScoNGR+nYhn8+BcCaC tr0sWaN7QDoKRYWe62uo3VsY8KeYyOB6jZq7N/qLqTY1Ihqk5tL9l97z+Xr2XTqepR6aPqZTnv++tC8p9Ok188Nx HnME8siN3fbRkS0sc+sPHpr08qWb1v+ys/goG7c162H7Wh12/yUrxth08+a1OW6sOv6r68h7vxkv3f5+05aPvPy3/Vx07BpmpuI9nvZZ2DT2HZGrUlk32Vlk7GMPRbL5aB83n23cw7K dAIwnd2mzVbZtNmxvbVZnUq09dHbaeO9l6vGwObrZ9LGhGxeei ZtXjqTNl45ldae/ufRHZKqBoQ1HKyp8oPqQsPrF55MG++/ntYvv5LWXvtNWnv2wZ2RJ6OLD+eL81qzompYVI2eN/b0lNqaNlUDxOo9cqy6G1V1R6pHd2KnT1kzYl7ZqVtdaLhqiNht u3caMFUTZpRqdNHO777bYCp+Pmo8XW/aVKeA0bRZCvZlrDvtbTtmbXfI0bQNVc8b3HUpN7itMZN/P9vgsNesO5KTM03DJrPfMW+wWK18upcOEc6ZZee8HElUl3mczl BHj/BbZjnKPxTv6dT19ecxTyyTvNFv77/tSGubuqO4ZWxn4KCydZZOjzJ5/supa1bn2PpxXmyeb1omuqZs6nddPrs+blb2Paffi22x751Zlwv sv4PweQ/xnXYQphOA7naaNqMr15Qdm+3N1bT58Ztp/dUn0tozP08rT/z97uk5K9YQsR35CbHRIzlVE8UaMUUzZvX036fVJx9IK0/+uGrqWMMlNzGq22DvnDK0arfGrhoGj6etq59c/+13WNNm5dyvRiN4pGkzGmUzukZM1bzZuVtT9bPqzzunbdlz7O+ eqWrZ77DTcNkZ3WPvvTotqmpqlSNuigbO7nSzaTNq5FQjdB7hQ sTLRnem7Eu57YtWr0egsYZM29Bk3eDOo3FyI0c3uK2BU3c9HY0 1dWY5umrs/ep52HWx37XtvTXRkUR2ZNyODtvOl2XW37uvuiPUbZ+9N+/pNM3re88TyyY3CmZ9rzraRqPL/UHTtk6dJnVH0j3pRUu7xuYFHdXZdfns+rg+7Huuy/fOLAcKsHgOwuc9xHfaQZhOALoZXYh4ezttFzvuW2vX0vo759Oq XSi3aqbYKBU7PaccOWIjVSzj/7ZW/ptdJHf31J/rI0V2GyY2eqYa7ZJHn+TTf3YaF48drx63dvK71YidzQ9eS2lrs/j1R7/z5mc7I21yY6ZqgOTRK3trjzVGWh/nlWlq5ebO9WZTNWopZ6cRU13TZk/TZiNtvnO+mnbVZ7dzwWMb5WMXOF4rmjb507eRVRsvP7bb3Bk1t o6nFTs96/H7qtFTdlcwzK5utEXTF3YpD8/P6bqhbEd8yo3ucmfNfpem17GdA91Yz7GNiKbnTcM2SJpGAdlRq qaRQ21sOpWNsXKnwn6mR7PmSXcUu9y5xov3dJr19T3miWWUh7/rjvY08gWJ69I0/Q8K28FpWr91ie1o7ddda2z5sRF6dadYaGydY/OQrq+7Lp9dHzeUptNwLXYaLzumsRyEz3uI77SDMJ0AtNtt2uTR Fnbtmo0PLqXVMz+rLga8+vA9oxEXO9eGqUbOVHc6shEgo1Exo3/Lf99pmOw0HEbPyX+/PnqmeuzOCJSqsVM0KUZNCbsz0g/S2sPfTWun70/rF5+qLlQ8rrlpM/q9ck1thCxfxm4JvjsCZzSNRrc1b2ravJTW7ILHUzZtqs+0arrZ dLy/uqaO1d589VTavvrRnlPUMB095cjjdtnKvvRnGR1jGxT2+1mjxo 6wehxZtnO1bQfINj4strPZdwSKvWa+/sIisPejIx+6NOu8eU+nWV/fY55YJnmE3DQX+a5Td4eXtlMyDxLb0bEj4V1Hrtjj8rw47XrUk 62jbV1iv5edUmF/7roT13X57Pq4odj7sHnfmk7230VYV8LPQfi8h/hOOwjTCUC9nbtHFaNs7Dbdrzxe7eDbqJndU5mq05xGDZrVx+/faSDk661cb4xUF9ktrr8ynutNG/3ZqHGz07yp7pr0/dFpUda4OX8ybX763s5tyEs7TRs7Per5X1SjQdbsNCC7Xbj9/tVpQHa3quVPddpX3d9Pfq8aDWPXEWps2vzmJzsjn0ZNm9FrNJw ede1KWj9/Mq3Z9Xaq6T+6BtHKQ/dUf7aGzvbVD2na9KTXqrGjLYhNP3M7yg80saaAzSe2cd6XjYaw nYW8od91h/6gsB0n24Gy5rSNcMrXn7ARJvZv1kCzo+UAAAD7YeyW33bh4Y23 z6e1X/9jWn3kuzsjLcoGS3E9mKqBM7pGzfXGS3EB3T0Nm73Jj8/PsabN+s5trFce+tt0zS5I/MIv08ZHb1UjgOpY82Djs4/Stef/LV17+Dtp1ZoL1mzYOUVr/JSu5creU9J2Yg0t+9nJ71XTyZpUG68/U31+Y6pr2pxPa7/5553n2Sik+6Vp84p98NdH2uw0bao7fj30nbR60k6NO5au/ep/V7/L2kuPpq3PPxyvg5no0PwuQ2SxvPTUqKFPK0A8NrKDhu78WYMmN 7bs6Lg1chZpZA0AADhYdps2Nthi8+onae2lR0Z3Ndo5JWrPyJj q9tPfGzVGqnwvrT5ssVOpdrLzsxX5c87uc/c83poE3xudNvWbf0qrr5xKG5+8nbZ0BEnBmg2b166k1YtPptVn/iWtnflJWn/mp2n92Z+ntSo/2/nvNLHnLEL099n5+3M7f3/mZ9WpT3bXrc13X95zK/Tdpo3dwSs3bU7dv3M3rnx6lDRt1q6ljbeeTysv/CKtPPevafX5E9Vt21ef+3laef7f0vpbL6StlU/H62AmNqy13InnlIW49DpGfNbowhp9dloi5seaNXYaqTXMbPRNb q7bqY0ep4YCAABMcr1ps7mRNj54La0+s3Mtm50L0I41bXZOlVk 9/Xeju0k9YXd/+oe0+oTlx2ntiR+llSd+nFaftH//8c6fR7E/r1Q//5H82+jPa0/+fVp58h/SyjM/TasvPZrW33ulasZYM6FqKBTXXSlVP99YSZtX3k0b719IG++/mrbev1hlczevTZnyufsZ/X12/v5B8ZjLr1YXaK6uM7M9qWljFy3Wpo2cHrW1kbaufpQ2Pn47rX/8VtU027R8/Oboz1c/ruYVDKO8OF15623Eki8qy+eMadjpOXbNFcxPuU62hk2++Cd3Zw EAAPvletNm7WraePO5tPbU/0krD38vrezcNjtfdHjlsXtHt+F+5udp7cITaf3NZ0e59Exau/RMWr90Jm1cerr6c/773jy9E/13e+4zaeOtF9L6h5fS5sqne0/1SddHg4yzf92yrlP1nC07jcpGnNjzd2N/nyblc/cz+vvs/L16j0WsWVM1bGQKba6njeqW30XTprqmTf0tv+0OYlXjx17fRt/k160uVF38eW8lzMiG3pcXpz3ot+GNyBo0fMaYhY3soME3X9aYs WU0N2ksdl0bW1cDAADsh+tNm5XP0vqFJ6pRNNUpSvm22Tayxho 2du2Zc7+q7ixVjYBZuzrK6udpa/XztL36Wdpe/TRtrn5eZfR3++8UWb9WNV72NgR2GjO74272PgIjY1NmiqbN1FN 1qgcDAAAAAIBpXW/a2AVoX350dCeoR0ZNG7tt9mgH/960+vS/pI3LF/ZpXz1XbWjaVH+t+fcDqGvTxq5Z1Ny0aZqWxb/V/RgAAAAAAAymaNp8ktbtIsRF06a6vbft7D9+X9XQsbsGzW1fval v0Gr0pPqr3xxA1S2/d+4eZaOnqmva2Gd6rPpc9fSo0WlQ+iIAAAAAAGA/SNPGRtrcP9qpf/x4WrHYRYlP/13auHSmOoWpnnZY9O+zG71KbsZc//P1nxZ/pukwPt3t4tLvnE+rv/nntHLy+9V1iaxps2K3VLfRNs/ku0eV07PNpJ8DAAAAAICh1DRtdkZiPHY8rVge/k5aefLH1W2gt9dXxp89B9M1bRatrzDtLzTpsU3vvVT829bmTtP mn6qmjY20WbOm3KP3ppVHv181bezuUzRtAAAAAABYPA2nR30/rdrdox67b6dp8/dp/e1zaXtjdfzZmKCpsTKrLk2b6+zzshFSdgv2lUfsOjY/qJo2a3aalDVtnv15dQvx7k0bAAAAAAAwL+MXIt45PcpGYazYhY gtD38nrT7x47T+9vNpe+Pa+LMxB5ObM3W2tzfT5ifvpPXnT4zu AGbXKLI7gNmFiG0klZ0e9cKJtPnx2zt35qqeNVMtAAAAAAAwvN 2mzVbVtHlk5+LD302rj4929FdPfjet7Z4etbdps729nTY2NtLq 6upYNjbWp2oA2GusrKzsPHdDf1xrc3Ozpu7k55a/c65p2drKzYt2Te+56/ONPf/atWvp6tWrVezP+fcZ//eraX19TZ8urk9nO4nMbsG+8f7FtH7uobRmt3B/dHQx6erUKLumjV1o+rEfpPVXTqetq1dqPqfy7/ozAAAAAAAwDw1Nm51bfu82bf4hbbx5rvaaNtao+Oyzz9I777yT 3nzzzfT222+nt956K7399lvp/fcvp5UVa/Q07/hb4+WTTz6pnvP6669X//30009bGyDr6+vp448/qmpZTXuO5Y033qj+zZ6/udncvLGGidXMz7f/2u9r78H+fVLjJz8/1x2957fTu+++m65cudL6fHtfn3/+eXrnnbfTxYsX0muvXUyvvfZa9d+Llov576NcvPhqeuutN9PnV z9vnCbbmxtp6/OP0uYHr6f1d8+n9YtPpbVnHhyNqrFbtlcNuOOji0zbZ2qf71P/UF3vxi5WvBdNGwAAAAAA9tsNu1czsabNyzunRz1yLK2cui+tWu zuUU/8Q1p/81zaamjaWKPi0qVL6ZVXXqmaDpbz519ML7zwfNWcaBspYg2fl1 9+KT333HPp3Llz1XM/+uijqpnTxBo25869kJ5//vn06quv7jY4XnxxVPP1119LV6823elq1HSxGlYrP//ChVfTCy+cSy+//HL68MMPW+vb8+0x5fPtv+deeGH3+TYap87a2mo1rZ5//mw6e/a5ajrZ+7c/P/nUk+mpXz+Vzj5/tvq3l146n86efbbKpTcupZXVcvpff/2ttZW0/vqZtPqbB9K1J35UXYuoun5NdVqUfY7HR804+/PJ76W1x3+Q1l58KG1+9n7xeuOunyhV/z4AAAAAAICvsQsRb+yOtLHTaewaKKNr2qw88fdp/a0XakfaGGtw2OiRjz/+OH3yycfps88+Te+9927VRHn11Veqf6trYmxvb6UPP/ygamBY48NGyNgpQTaSpu7x2bvvvpPOnHm6GpmTTy2yjBopF6qa V658rE/bZa9tNaxhZL/bp59eqf47aqaMGkF2mlITe/7a2lr1+9p7zv+9dOn19Oyzz6YLFy40jraxZtJLL71U/Y723m1aff75Z9VIn2efezY9b42ud9+u/s1+v/cuv5deefWl9Mqrr6RPP/u0eKXrLZXNlc/S2vlHq4aMnfq0ZterecyaNjZaykbY2KlR96V1+7tdo+g3/5g23ns5bW/WNdOapzsAAAAAAJifqmlju+lbdveo8ydHF6t95PtVw8b+PKlpY w0Ma1rYKULW9HjjjUtVA8JGoVgD48UXz1XNibomjI3SuXz5cjV q5v33m0d9qHffezc9/fRvquaKNUtspI/lvffeq/7NYn9vMjq96uPqtCMblWP/ffPNN6rRLdYMst9ZR+qUv781bD766MPq1Co7Jas6NWvn+TZSxp oyVqOONWLOnz9fPac83ckaRzay5sLFC1XDJrPr3Lz51hvpFXtP n5bvqWzafDq685d9btas2RklZf+tTpGyv9vdok5+J62evj+tXX wyba9er1GOq6FpAwAAAADAYtht2mxe+yStnT+ZVu20mofuSWvV HYZ+cP2W3zVNG2tk2IgUG1mSGzTWsHjllZerU52eeeZMdfqPNT iamjbWrLHHTNO0sSaRNWbOv3S+ag5Z48RipyblkTLWHKljv8f7 739QjQKyET72O9vva7+3/d2aQdY8sRE8+rzrz38/vfTSi+ns2bNVA8ZOC3vp5ZeqUTK//s2vq1E0TSNtRqeDvVw1bcrHWBPJpoM2nOz3sIaQTWN733W2Vj5 LG688mtYeu3c0uubUfTt3/7q3Ok3K7ha1YqOnnvi7tP7KY2nz08vSnMlNm7J5AwAAAAAA9tM NuyM2Vj9Paxd/nVae/IfRdU9Ofn+0s//QPWm1unvU3qaNNV3sgrzWuLCmgo0QsQsPWyPH/t0urmsNjA8+eL+2aWP/9sEHH1TPn6ZpY6djWTPjw48+rEbq2GvY861xYw0Xq2kjV+pYo2 Q0CuiZ6jSrq1dHv7Od3nX58ntVE8d+H/t7Hattp2XZ4+z5n1XveaW6UPDl9y9XjR9rArWNtJmtafNqe9Pm 5cfS2qPWtPnB6Jo1j907ugixNWsevTetPv3Paf21p9Pm5x+ltD 1+QePrn0xd00b/DgAAAAAA5mG3aWN3Edr87MO0/t7Lae3V02ntuf+bVp/8+6pps/L4fWn9jWf33PLbmi7WnHnhhReqkSt2GtTHH3+SPvlkdKqSNVAs TU2bfHqUjY6xx3e1sbmZPv10dL0Xa37YXZ9Gd2OyiwmfrWo2NW 2s6WLXzzlz5kx1apT9zvYe7MLE1vR57rlnq1FCn38+PtImy02b fB2e9z94P31y5ZOqgfTGm5eq0UVtp0dZ48Ve304jG90WfcTq20 WU7RQr+30ya4S9dulievnl842nfG3Z6VE2Suqh76RVa7I9/N1Rs8ZOhTrz07T+6qnqFuBbK9cbUTutuoYRNyX9OwAAAAAAmIf rTZsd9rfN1c/S5oeXqkbN6tn/l1ae/Xlaf8du+T3etDE2ysRG1FjjZXRq1CujU5fOj04fsgsDW6OiqWl jFw+259h/u1pdW03vvPtONaLGmhw2CsVy/vy5dO7c81VDxC5M3MQaJFbTmk02qsZ+39EpXXZHqrPVBYXtujV 17H3k59t7tlO0Xr3wajV6xp5vd4Gy5k/T6VE2gsd+V2sylY+xhoz9HtZIsosTZzbS5q2330yvvX6x8ZSvq mnz8mNp5bEfpBW7+9dv/jmtvXAirV98Mm2890raXLmy51OmaQMAAAAAwGLbvXvUHtvbaXt zPW1++n5ae/9CWr/yXtpaX9VHVU0MazJYE8KaHdYwsdif7UK9Nmqk6fbZ9tx816e2J ouyW4jbCBm7gLDVsv/mP9spSzY6pbzIr7Lfx5okNkrHRs2Mrokz+p3ffffdqrFS12TKr Nli78veX37PdhFmi901q+35+SLI1oApf0e74PDo7lufjDWM7PH W9LK7W401koqX31q7ljbePpfWzj9SneK29t4raeOz96tbtG9tb 9F2AQAAAABgCTU3bXbYDv/W5nrVwNnebmq+bFWNlNH1bK7HGhFNDZvMGhfWBGlrsqhRvfW0u rpSjfQpY79HU8OkZPXs98vX4Mn/nXS78Wz0/Py8a2nl2qi+nfLU9nz7mU0Tfb/53y3l8+3PW5tbe/69tL21mbbXrqatq5+krdXP0tbG2u5YGnkkI2cAAAAAAFgSE5s2 49jhX240bQAAAAAAWBZTNG3Y4d9r2aYHnyEAAAAAAMtiiqYNAA AAAAAA5oWmDQAAAAAAwAKiaQMAAAAAALCAaNoAAAAAAAAsIJo2 AAAAAAAAC4imDQAAAAAAwAKiaQMAAAAAALCAaNoAAAAAAAAsIJ o2AAAAAAAAC4imDQAAAAAAwAKiaQMAAAAAALCAaNoAAAAAAAAs IJo2AAAAAAAAC4imDQAAAAAAwAKiaQMAAAAAALCAaNoAAAAAAA AsIJo2AAAAAAAAC4imDQAAAAAAwAKiaQMAAAAAALCAaNoAAAAA AAAsIJo2AAAAAAAAC4imDQAAAAAAwAKiaQMAAAAAALCAaNoAAA AAAAAsIJo2AAAAAAAAC4imDQAAAAAAwAKiaQMAAAAAALCAaNoA AAAAAAAsIJo2AAAAAAAAC4imDQAAAAAAwAKiaQMAAAAAALCAap s2586dS7fcckv60pe+lG644YYqhw4dSseOHdOHppMnT+4+pi5f/OIX0+XLl8ee8+CDD6bDhw/vPuYLX/hCuv3229PVq1fHHgcAAAAAAHBQ7Wna3HnnnXsaL2XuuuuuscdP 27Rpe/2vfOUrNG4AAAAAAACamjZHjhxJZ8+erf5+6dKldOuttzY2YXLT xkbLnD59unilvcoGz2233VY1aDY2NsYaOdoUAgAAAAAAOIj2NG 3q6Gia48eP7/nZpKaNNWdy80cbPxcuXNg9FYvRNgAAAAAAAB2bNmVTRZszXZs2 Kysr6cYbb6xtzLQ1dAAAAAAAAA6iTk2bcqSNNme6Nm3Kxo+dGq XyKVKTXgcAAAAAAOAgmNi0KUfB1DVc9NSpHLvbVHlHKL2ejSqv a1OefgUAAAAAAHAQTWzatI2y0Z/XJZ/utChNm/PnzxNCCCGEEEIIIYQsVOq0Nm3KU5osXe/sdOLEibHnWZOGpg0hhBBCCCGEEEJIfeo0Nm3KCwc3NVralE0au/Dwc889xzVtAAAAAAAAOqpt2uh1bPRuT13obbzLpo2+HnePAgAA AAAAGFfbtClPVdIGS1d6OlRbY0YbPLPUAwAAAAAAiGRP0+aee+ 7ZbbZoc0VZI+aP/uiP0t133z3WaNFr2uRr1JSvbY0ce469xryuZwMAAAAAALAsxpo 2elpUU/JomC6PLy9ePOnxdde6AQAAAAAAOIh6NW3yc7797W+nw4cP7/7cLiZ85MiRdPbs2fLldx9/9OjRsZE4hw4dSseOHdOHAgAAAAAAHFh7To8CAAAAAADA/qNpAwAAAAAAsIBo2gAAAAAAACwgmjYAAAAAAAALiKYNAAAAAAD AAqJpAwAAAAAAsIBo2gAAAAAAACwgmjYAAAAAAAALiKYNAAAAA ADAAqJpAwAAAAAAsIBo2gAAAAAAACwgmjYAAAAAAAALiKYNAAA AAADAAqJpAwAAAAAAsIBo2gAAAAAAACwgmjYAAAAAAAALiKYNA AAAAADAAqJpAwAAAAAAsIBo2gAAAAAAACwgmjYAAAAAAAALiKY NAAAAAADAAqJpAwAAAAAAsIBo2gAAAAAAACwgmjYAAAAAAAALi KYNAAAAAADAAqJpAwAAAAAAsIBo2gAAAAAAACwgmjYAAAAAAAA LiKYNAAAAAADAAqJpAwAAAAAAsIBo2gAAAAAAACwgmjYAAAAAA AALiKYNAAAAAADAAqJpAwAAAAAAsIBo2gAAAAAAACwgmjYAAAA AAAALiKYNAAAAAADAAqJpAwAAAAAAsIBo2gAAAAAAACwgmjYAA AAAAAALiKYNAAAAAADAAqJpAwAAAAAAsIBo2gAAAAAAACwgmjY AAAAAAAALiKYNAAAAAADAAqJpAwAAAAAAsIBo2gAAAAAAACwgm jYAAAAAAAALiKYNAAAAAADAAqJpAwAAAAAAsIBo2gAAAAAAACw gmjYAAAAAAAALiKYNAAAAAADAAqJpAwAAAAAAsIBo2gAAAAAAA CwgmjYAAAAAAAALiKYNAAAAAADAAqJpAwAAAAAAsIBo2gAAAAA AACwgmjYAAAAAAAALiKYNAAAAAADAAqJpAwAAAAAAsIBo2gAAA AAAACwgmjYAAAAAAAALiKYNAAAAAADAAqJpAwAAAAAAsIBo2gA AAAAAACwgmjYAAAAAAAALiKYNAAAAAADYd5cuXUp33HFHuuGGG 6rcdttt+pAxJ06cSLfccsvu4y033XRTeuCBB/ShlXPnzlWvf/jw4T3POXv2rD58KhcuXEhf+tKXdl/zC1/4QvrJT36iD5saTRsAAAAAALBvNjY20tGjR8eaHpOaNvb48rGau +66a+zx99xzz57HaI4fPz72nGnceeedg75eRtMGAAAAAADsi5W VlXTjjTfuaXhYmpo2ZQPmK1/5yu4oGRt5kxs/NtLl9OnTY8/58pe/XI3CuXr1avVvNrLn5ptv3n2tL37xi+ny5cu7z+kqj7Kx53/961+naQMAAAAAAJZfbtrkhkrZkKlr2tionFtvvbW2MWPKES862 qbOyZMndx9f93pd5Jr2+5b1adoAAAAAAIAwJjVtypE5dSNjyia MjcLJo2qalNeimaVpk5+fn0vTBgAAAAAAhDSpaVM2WeqaNpN+r vRUq0lNnlI56if/rjRtAAAAAABASJOaNuVIm7qRMdM0bR588MGxix9P22QpR/Xk59K0AQAAAAAAIU1q2pSjW/JjygsLl7cM16ZN2WQpY9fT0ebPJOXvUY7QoWkDAAAAAABCmtS0 MdZ80duD16Vr08Zio3aOHTs2VqdN3SgbQ9MGAAAAAACE1KVpY2 xUzS233DLWeLnpppvSN7/5zd2GzqRr1NhrlKN2ujZamkbZGJo2AAAAAAAgpK5NmyblNW26P F9Pt9ImTJ1ylI3eVnwuTZtz585VHatyuNGhQ4dahwrZBXwOHz6 8+3gbWnT77bfXvtlpHgsAAAAAAA6Gvk2b8vnaUGlSNlq6NG3KG pNSd7Hkaexp2pS/bF3q3nTbc/QNT/NYAAAAAABwcPRp2pR3ltLr2TTRkTZlzXLUTtmv2PemzZEjR9LZ s2erv+s5XvrGy2FB+arN9qbL5kxu9EzzWAAAAAAAcLB0adqcOn Uqfetb30oXL17c/TfrXdx88821vQVr5vze7/1e1es4c+bM7r9bP+Lo0aO7z7GUpzSVv0vX5stcTo9SeoXlXLjs SGkzRztSV65c6fxYRtsAAAAAABBfOTqmLWUDZ9JIF7v8SklH0z RFB5EsTdOmbKqUv2g5cbXZog2d119/vfNjuwxhAgAAAAAAy22Wpk2+c1R5HV7rVZRnDSnrO5w4cWLPHa fs+r3W5ClH7WSzDDDZl6ZNOdKmbNpMuipz/mXtOffdd1/nx3bpXgEAAAAAAEQ2sWmjw4jKhoteo0aVHaY/+7M/6/zYIbpRAAAAAAAAy2xi06ZplI3+bFIjZlGaNufPnyeEEEIIIYQQ QghZqNRpbdqUpz9Z9KI8NG0IIYQQQgghhBBC+qdOY9NGLwZU12 jhmjYAAAAAAAA+aps2eh2bpqskt11JWe8IZfdR7/pY7h4FAAAAAAAOutqmTXmqkjZYSm3NFm3oXLlypfNjm+oBAAAA AAAcFHuaNvfcc89uw0abK3XKx9tpT9ZwsWZO3TVqpnksAAAAAA DAQTbWtNHToppSjoaZ9Jzy+jXTPBYAAAAAAOAg6920yc87evTo 2J2mDh06lI4dO1a+/NSPBQAAAAAAOKj2nB4FAAAAAACA/UfTBgAAAAAAYAHRtAEAAAAAAFhANG0AAAAAAAAWEE0bAAAAAAC ABUTTBgAAAAAAYAHRtAEAAAAAAPvq/3fn8ZDpi6YNAAAAAADYV9rsiJK+aNoAAAAAAIB9pc2OKOmLpg0 AAAAAANhX2uyIkr5o2gAAAAAAgH2lzY4o6YumDQAAAAAA2Ffa7 IiSvmjaAAAAAACAfaXNjijpi6YNAAAAAADYV9rsiJK+aNoAAAA AAIB9pc2OKOmLpg0AAAAAANhX2uyIkr5o2gAAAAAAgH2lzY4o6 YumDQAAAAAA2Ffa7IiSvmjaAAAAAACAfaXNjijpi6YNAAAAAAD YV9rsiJK+aNoAAAAAAIB9pc2OKOmLpg0AAAAAANhX2uyIkr5o2 gAAAAAAgH2lzY4o6YumDQAAAAAA2Ffa7IiSvmjaAAAAAACAfaX Njijpi6YNAAAAAADYV9rsiJK+aNoAAAAAAIB9pc2OKOmLpg0AA AAAANhX2uyIkr5o2gAAAAAA4ODSpUvpjjvuSDfccEOV2267TR+ yR37Ol770pd3nfeELX0hf+9rX0tWrV/Xhuy5cuLDnOT/5yU/0Ya3OnTtX1T58+PDu61huuummdPbsWX34oLTZESV90bQBAAAAA GBAGxsb6ejRo2NNlC5Nm3vuuWfs8WWsCXP69Gl9yq4777xzz3O OH+/eNGirPcvrTUubHVHSF00bAAAAAAAGsrKykm688cY9DQ9LW9Pm5 MmTu4/78pe/PDay5e23304/+9nPGkfa5FE2X/ziF9PXv/71mZos1rSxug888MBuHRv1c/PNN+++nr3+5cuX9amD0GZHlPRF0wYAAAAAgIHkpk1ugJQjWJqa NmWjZ9KImjp5lI29fjniZpqmTZOymTTL79aVNjuipC+aNgAAAA AAOOnStCkbI02PaZJH2eSGytBNm/JaOTRtpk9fNG0AAAAAAHDSpWkza6PFrp1z6623jr32rK/VpPz9v/KVrzSeotWXNjuipC+aNgAAAAAAOJnUtCkbL5a77757z92j7O5N dSNcyhE6uUEzZNPmwQcfHPs9+r5eG212RElfNG0AAAAAAHAybd OmLWXTpHxeOQKmT9OmbAKVsevz1DWNhqTNjijpi6YNAAAAAABO pm3aWIPkzJkzuz8rmzBlc6ZulI3xaNpY7Ho2x44d06cMRpsdUd IXTRsAAAAAAJxM27TRRkvdnaWaRtmYPk0bZbf81lFAfV+ziTY7 oqQvmjYAAAAAADjxaNqUI2LuuuuusccP2bQx+vtpk2go2uyIkr 5o2gAAAAAA4GRS08aUjRZtwtQ1bcrXnJQhbtPddIrWkLTZESV9 0bQBAAAAAMBJl6ZN22MuXLiwewen3DCZtWlT91qT6Egb/f2Gos2OKOmLpg0AAAAAAE7aGjJZOZrGki/4q9eU0VE4ddpOjyp/l7KZY/V/7/d+Lx05cmT3IsjGGjZHjx4dawLpaw5Fmx1R0hdNGwAAAAAABqIN mKZoA2fS6Jnbb7997PFNZmna6GiapnRpGs1Kmx1R0hdNGwAAAA AABjJr08acOHEi3XLLLWOPu+mmm9IDDzygD23U1rRpOz3KGjd1 9Q8dOlQ1jC5evDj2WkPTZkeU9EXTBgAAAAAA7CttdkRJXzRtAA AAAADAvtJmR5T0RdMGAAAAAADsK212RElfNG0AAAAAAMC+0mZH lPRF0wYAAAAAAOwrbXZESV80bQAAAAAAwL7SZkeU9EXTBgAAAA AA7CttdkRJXzRtAAAAAADAvtJmR5T0RdMGAAAAAADsK212RElf NG0AAAAAAMC+0mZHlPRF0wYAAAAAAOwrbXZESV80bQAAAAAAwL 7SZkeU9EXTBgAAAAAA7CttdkRJXzRtAAAAAADAvtJmR5T0RdMG AAAAAADsK212RElfNG0AAAAAAMC+0mZHlPRF0waDunTpUrrjjj vSDTfcUOW2227Th9S6cOFC+tKXvrT7vC984QvpJz/5ye7PV1ZW0o033rj787Z85StfSVevXh17/S4m/Q4AAAAA0JXuvEeJF60TJX3RtMEgNjY20tGjR8eaHtM0be68884 9zZfjx6/P4PNo2kz6HQAAAACgK915jxIvWidK+qJpg97aGipdmjZ5hMsXv/jF9PWvf33qhok1jG699dbd59111136kIn6/g4AAAAAUNKd9yjxonWipC+aNugtN22+/OUvpwceeCDdc889UzVt8ggXe2w52qVrw6Q8rclOaTp9+rQ+ZKK +vwMAAAAAlHTnPUq8aJ0o6YumDQY3TdMmN1xys2WWhkn5nEn16 gzxOwAAAABASXfeo8SL1omSvmjaYHBdmzblaU35cdM2TPTiwV2 eUxridwAAAAAApTvvUeJF60RJXzRtMLiuTZuTJ0/uaY5M2zApa9n1aC5fvqwPaTXE7wAAAAAASnfeo8SL1omSvmjaY HBdmjblCJfybk/TNEz0AsjTXoB4iN8BAAAAAOroznuUeNE6UdIXTRsMrkvTpm6Ei 5mmYVK+xiwXIB7idwAAAACAOrrzHiVetE6U9EXTBoOb1LRpGuF iujZM9DbfdXXaDPE7AAAAAEAT3XmPEi9aJ0r6ommDwU1q2pQjX PSUpq4Nk/I1Jj22zhC/AwAAAAA00Z33KPGidaKkL5o2GNykpk3580lpOu2pbKzoSJkuhv gdAAAAAKCJ7rxHiRetEyV90bTB4LybNnqbbx0pUyofWzZ3+v4O AAAAANBGd96jxIvWiZK+aNpgcJOaNm26nJpUPmbSbb7L36Vr86 XL7wAAAAAAbXTnPUq8aJ0o6YumDXrTW283pUsDZ1LDRGtNek2a NgAAAAD2g+68R4kXrRMlfdG0QW/aSGnKpAaLmdQwmfY2302nR7WZ9DsAAAAAwCS68x4lXrROlPRF0 wYAAAAAgIHpznuUeNE6UdIXTRsAAAAAAAamO+9R4kXrRElfNG0 AAAAAABiY7rxHiRetEyV9NTZtNjY20re//e3d64E03aWnvMZIXeqe9+CDD6bDhw+PXZvk9ttv73S9EQAAAAA AFp3uvEeJF60TJX3tadpYs+bo0aO7zZq25ouZtmlTXuRV0/VCsQAAAAAALDLdeY8SL1onSvra07TJd9s5cuRIeuqpp3bvCqTN lyw3bbrcyads8NidhKxBY02ispFz11136dMAAAAAAFgquvMeJV 60TpT0tadpUypv5dy3aWPNmVtvvbX2tWa5LTMAAAAAAItKd96j xIvWiZK+5ta0KV9LGzNtDR0AAAAAAJaN7rxHiRetEyV9za1pU4 6msVOjVD5FatLrAAAAAACw6HTnPUq8aJ0o6Wuwpo3m0KFDY3eE 0uvZqPK6NseP939jAAAAAADsF915jxIvWidK+nJr2uTk5y1K0+ b8+fOEEEIIIYQQQohrdOc9SvR9DhWtEyX6PttSp3fTps6JEyfG bhluTRqaNoQQQgghhBBCDkp05z1K9H0OFa0TJfo+21LHpWljyi aNXXj4ueee45o2AAAAAIADQXfeo8SL1omSvtyaNnob77Jpw92j AAAAAACR6c57lHjROlHSl1vTRk+HamvMaIOnbOgAAAAAALBsdO c9SrxonSjpq1fTxhoxf/RHf5TuvvvusUaLXtMmX6PmnnvuGWvk2HPsNeZ1PRsAAAAAAOZB d96jxIvWiZK+9jRtykZNU/JomHL0TFPuuuuu3dee9Pi6a91geejMGSUAAAAAMC3dr4gSL1on Svrq1bQx1oj59re/nQ4fPrz7c7uY8JEjR9LZs2f15avHHz16dGwkzqFDh9KxY8f0oV gyOnNGCQAAAABMS/crosSL1omSvvY0bYBZ6cwZJQAAAAAwLd2viBIvWidK+qJpg8Ho zBklAAAAADAt3a+IEi9aJ0r6ommDwejMGSUAAAAAMC3dr4gSL1 onSvqiaYPB6MwZJQAAAAAwLd2viBIvWidK+qJpg8HozBklAAAA ADAt3a+IEi9aJ0r6ommDwejMGSUAAAAAMC3dr4gSL1onSvqiaY PB6MwZJQAAAAAwLd2viBIvWidK+qJpg8HozBklAAAAADAt3a+I Ei9aJ0r6ommDwejMGSUAAAAAMC3dr4gSL1onSvqiaYPB6MwZJQ AAAAAwLd2viBIvWidK+qJpg8HozBklAAAAADAt3a+IEi9aJ0r6 ommDwejMGSUAAAAAMC3dr4gSL1onSvqiaYPB6MwZJQAAAAAwLd 2viBIvWidK+qJpg8HozBklAAAAADAt3a+IEi9aJ0r6ommDwejM GSUAAAAAMC3dr4gSL1onSvqiaYPB6MwZJQAAAAAwLd2viBIvWi dK+qJpg8HozBklAAAAADAt3a+IEi9aJ0r6ommDwejMGSUAAAAA MC3dr4gSL1onSvqiaYPB6MwZJQAAAAAwLd2viBIvWidK+qJpg8 HozBklAAAAADAt3a+IEi9aJ0r6ommDwejMGSUAAAAAMC3dr4gS L1onSvqiaYPB6MwZJQAAAAAwLd2viBIvWidK+qJpg8HozBklAA AAADAt3a+IEi9aJ0r6ommDwejMGSUAAAAAMC3dr4gSL1onSvqi aYPB6MwZJQAAAAAwLd2viBIvWidK+qJpg8HozBklAAAAADAt3a +IEi9aJ0r6ommDwejMGSUAAAAAMC3dr4gSL1onSvqiaYPB6MwZ JQAAAAAwLd2viBIvWidK+qJpg8HozBklAAAAADAt3a+IEi9aJ0 r6ommDwejMGSUAAAAAMC3dr4gSL1onSvqiaYPB6MwZJQAAAAAw Ld2viBIvWidK+qJpg8HozBklAAAAADAt3a+IEi9aJ0r6ommDwe jMGSUAAAAAMC3dr4gSL1onSvqiaYPB6MwZJQAAAAAwLd2viBIv WidK+qJpg8HozBklAAAAADAt3a+IEi9aJ0r6ommDwejMGSUAAA AAMC3dr4gSL1onSvqiaYPB6MwZJQAAAAAwLd2viBIvWidK+qJp g8HozBklAAAAADAt3a+IEi9aJ0r6ommDwejMGSUAAAAAMC3dr4 gSL1onSvqiaYPB6MwZJQAAAAAwLd2viBIvWidK+qJpg8HozBkl AAAAADAt3a+IEi9aJ0r6ommDwejMGSUAAAAAMC3dr4gSL1onSv qiaYPB6MwZJQAAAAAwLd2viBIvWidK+qJpg8HozBklAAAAADAt 3a+IEi9aJ0r6ommDwejMGSUAAAAAMC3dr4gSL1onSvqiaYPB6M wZJQAAAAAwLd2viBIvWidK+qJpg8HozBklAAAAADAt3a+IEi9a J0r6ommDwejMGSUAAAAAMC3dr4gSL1onSvqiaYPB6MwZJQAAAA AwLd2viBIvWidK+qJpg8HozBklAAAAADAt3a+IEi9aJ0r6ommD wejMGSUAAAAAMC3dr4gSL1onSvqiaYPB6MwZJQAAAABGLl26lO 644450ww03VLntttv0IWPs8bfccsvu4y2HDh1Kx44d04dW8usf Pnx49/Ff+MIX0pEjR9LZs2f14RMN/XrT0P2KKPGidaKkL5o2GIzOnFECAAAAHHQbGxvp6NGj6Utf+tJ YA6ataXPy5Mmxx2r0uffcc8+ex5SxZsvp06fHntNm6Neblu5XR IkXrRMlfdG0wWB05owSAAAA4CBbWVlJN954456mh0UbL9mFCxd 2Gzxlc8RGvpSvdfz49e1ta7J8+ctfTmfOnBn7t7LeV77ylXT16 tXdn7cZ+vWmpfsVUeJF60RJXzRtMBidOaMEAAAAOMhy08YaIA8 88MBY46OpaVM+5q677mr82aSmiY3wufXWW3cf33d0zNCv10b3K 6LEi9aJkr5o2mAwOnNGCQAAAIDrJjVtysZIXVOkHIXzxS9+MV2 +fHns5+rOO+8ctMky9Os10f2KKPGidaKkL5o2GIzOnFGyH06cO LHngm033XRTdWSjySzPqVN+iTZl0hERAAAAxDWpaVOeTlXXlCl/3qVpUjZZ6l5vWkO/XhPdr4gSL1onSvqiaYPB6MwZJfNmF3jTJkkZHV4663Oa0LQBAA BAm0lNm0kjaaZp2uj1dPpuhw79em10vyJKvGidKOmLpg0GozNn lMyTnt+bb0Noo2jqLuQ263PalF+y0zR7AAAAcDAM2bSxlBcjVu WomEmP7WLo12uj+xVR4kXrRElfNG0wGJ05o2ReJp37W37B5GbK LM+ZhKYNAAAA2syraaO3DK+rNY2hX28S3a+IEi9aJ0r6ommDwe jMGSXzMunc3/JLJg/jnOU5k9C0AQAAQJshmzZ1Bx6NnrLfdVu2ydCv14XuV0SJF60TJ X3RtMFgdOaMknmZ9OVW9/O6f5v0nElo2gAAAKCNd9NGR+LUvcY0hn69rnS/Ikq8aJ0o6YumDQajM2eUzMukL6+6L79ZnjOJHoUoM8vdqAAAAB DLpKbNNNuoOuKlPP2/6fnTGPr1pqH7FVHiRetESV80bTAYnTmjZF70C8W+APMX2KVLl9 Idd9yx+7PcgJnlOZO0NW3q6gAAAOBgmdS0MW3XVmx7fvmzLg2W tgaQmfb1hqT7FVHiRetESV80bTAYnTmjZJ7sGjSTGiaWsgEzy3 Mmefvtt8e+8OzvelvxpgvGAQAAILa2pktWXlvRtkPzHU7LJos2 UfRCwV22N9uaMrO83pB0vyJKvGidKOmLpg0GozNnlMybjZC55Z Zbxr5g7LSkb37zm41HEWZ5zrTqRvUAAAAgPr0mTFN0+1AP+mnK Jopua7alrNPUtJn19Yak+xVR4kXrRElfNG0wGJ05o2RRlEclun 6xzPKcNuWXYt8mEAAAAJbDrE0b8+CDD6bDhw+PPc4OLuaRN9ms TZam06Nmfb0h6X5FlHjROlHSF00bDEZnzihZFGXDRM8LbjLLc9 qU5ybTtAEAAACa6X5FlHjROlHSF00bDEZnzihZBOXRja7Xpml7 TtMRiTZ6tGKIJhAAAAAQle5XRIkXrRMlfdG0wWB05oySeTp16l T61re+lS5evLj7b3a9mptvvrmxWTLLcyad+3v77bePvZ5diPgb 3/jG7nO0CQQAAABgnO5XRIkXrRMlfdG0wWB05oySeSqbKXWxZorq +5y6po2+Rhm9Kj8AAACAvXS/Ikq8aJ0o6YumDQajM2eUzFO+C1R5C29rkhw5cmTPxdqyWZ7Tdn qUNW5OnDix525UX/3qV9Pdd9/d6VQqAAAA4KDT/Yoo8aJ1oqQvmjYYjM6cUQIAAAAA09L9iijxonWipC+aNhiMzpx RAgAAAADT0v2KKPGidaKkL5o2GIzOnFECAACAg6XuVPFDhw61n ipe95ybbropPfDAA/rQRuXdPydFT3HH4tH9iijxonWipC+aNhiMzpxRAgAAgIOhy00Z 6u6iefTo0T2PK6N38mxC0yYW3a+IEi9aJ0r6ommDwejMGSUAAA A4GMo7bFpTJN/UwW78UDZzyiZM03Ns5E2+8cMQd9/UhlLXRhD2j+5XRIkXrRMlfdG0wWB05owSAAAAHAx33nnnblPk+ PHx7cCTJ0/u/uy2226r/q1spNQ1ZsrX69tkKe/+WVcLi0f3K6LEi9aJkr5o2mAwOnNGCQAAAA6GaZs25elMdadNl c/pezpT+bvl+lhsul8RJV60TpT01di0sa7xt7/97d1ubt1KqPTggw+mw4cP765IrPt7++23166YpnkslofOnFECA ACAg6E81akczWKnR5XXmskNnXL0S93+0qSfd1W+Tlkfi033K6L Ei9aJkr72NG2sWWMX0ipXCpNWMmXXV6Md5Wkei+WiM2eUAAAA4 GDQ68ZY/uRP/mRs36g8zakcaVN3ytJQTZuymdTndTBful8RJV60TpT0tadpk1c sR44cSU899VTrcD+jwwSt6WIru7rzN6d5LJaPzpxRAgAAgIMjH 8TO+yc51pQ5duzYnseWTZ68j2NsdM4dd9yx+7Om/alJ9I5S7C8tD92viBIvWidK+trTtClNOkezXEnpz8uuso2guXL lSufHLsNoG7sa/C233DK2Ij906FC6++679/z+OpyxLrO877rf4aabbkoPPPCAPnQudOaMEgAAABwc1my5+eab 92yv52jTxA5MT9rWt+g+UFflge+60TxYXLpfESVetE6U9NWraV P+XJsO2tB5/fXXOz9W6ywS7abXRd+DR9OmrvtfRr9M5kFnzigBAADAwaDb7X/1V3+Vzp07NzZipm5b2xo9dQdTv/nNb/Y6OK37Hvt9AWLdTo4QT1orSrxonSjpq1fTplyp1a1A8mlP1hG+ 7777Oj92kbvH5fmktuI9e/Zs9e+2oi5XqOWKvJxOuoKfRdPvYCNvcp39mI46c0YJAAAA4tMG iW63z3JdmUn7S5OUo2ws+30BYt1OjhBPWitKvGidKOmrV9NGr1 GjymvV/Nmf/Vnnx+73yqhN2+/ZND2GbNqUXyZ1jZn9vD6QzpxRAgAAgPgmXTR40kWH65SNnlm2z ctt+1lG6gxNt5MjxJPWihIvWidK+jpwTZvz58/3yn/9r/919/f8n//zf479zEYT5Z997Wtf2/13GwHzH/7Df6j+/b/9t/+25zWnybPPPpv+43/8j9Vr/ft//+/T448/Pvbz8nf4T//pP6UzZ87seQ2v6MwZJfo+CSGEEEJIvJTb7HXb2eV2+L/7d/8u/fjHP97zGk2P19crazVts5ePGWI/YojodnKE6HscMlorSvR9DhWtEyX6PttSh6bNlPkf/+N/7P6e5cr6V7/61e5K2VI2dIZs2kz6Mpn0c8/ozBkl+j4JIYQQQki8lE0Wy3/5L/9lt5nywgsvjB28LRstP/rRj9J//+//Pf3iF7/YfS3bN/jP//k/7z5e9wGa9inKlPXmvV3fFN1OjhB9j0NGa0WJvs+honWiRN9nW+ r0atpMOkcz4jVt9FxXy5/8yZ+MXbBMhz7qBc3KTHu3p0nDMicN6/SkM2eUeNJaEQIAALCsutwJSrfBy1Og6nL77beP1dDn6OsZvc13 3f7TftDtvgjxpLWixIvWiZK+Bmva6DmWekeoU6dOdX6s1lk09v vW3b3JVrjHjh3Th7c2bcoVcZdzVLVpVD7PLoZcXtl+3tNSZ84o 8aS1IgQAAGCZ5W3qw4cPj22vf/WrX0133333nm32fOeocnvf9guOHDmye8MQ1bYfZRb1Nt+63Rch nrRWlHjROlHSV6+mTVuzRVdEV65c6fxYXWktGlsx33zzzWMr8T I60sa8/fbbY+/L/q6Nn66nhXU5AmDR6exNZ84o8aS1IgQAAAAx6XZfhHjSWlHiRet ESV+9mjamHNqXR31YM6fuGjXTPHZR6aiZv/qrv0rnzp0bG+FiqWvcqLpRM13ljn5Z0061+uY3v7lvDTCdOaPE k9aKEAAAAMSk230R4klrRYkXrRMlfe1p2uj5k3UpmwHaeNCUjY hpHruI9PfXxkzZlGpqcqnyOUM0WSZdZ8iTzpxR4klrRQgAAABi 0u2+CPGktaLEi9aJkr56N21MvsZLOQLl0KFDtdd3meaxi2bSRX 4nXSS4TjnKSKfrLMomkDaVvOnMGSWetFaEAAAAICbd7osQT1or SrxonSjpa0/TBs2Gbtq0jdyZ5To/XU5n86QzZ5R40loRAgAAgJh0uy9CPGmtKPGidaKkL5o2U9BRSH b7vvI0sbpRM7kxY4+9ePHi7mvZhYi/8Y1v7D5emyxttwG0O3F961vfGns9vTjyvEfZGJ05o8ST1ooQAA AAxKTbfRHiSWtFiRetEyV90bSZUpc7N5VNFh1NUxdtypi2pk35 s7pYg2g/6MwZJZ60VoQAAAAgJt3uixBPWitKvGidKOmLps0MbFSL3S3q8O HDY82Sr371q+nuu+/ecyqTNW5OnDix525PTY83badH5TtHlc0ja+wcOXIknT17dux15 klnzijxpLUiBAAAADHpdl+EeNJaUeJF60RJXzRtMBidOaPEk9a KEAAAAMSk230R4klrRYkXrRMlfdG0wWB05owST1orQgAAABCTb vdFiCetFSVetE6U9EXTBoPRmTNKPGmtCAEAAEBMut0XIZ60VpR 40TpR0hdNGwxGZ84o8aS1IgQAAAAx6XZfhHjSWlHiRetESV80b TAYnTmjxJPWihAAAADEpNt9EeJJa0WJF60TJX3RtMFgdOaMEk9 aK0IAAAAQk273RYgnrRUlXrROlPRF0waD0ZkzSjxprQgBAABAT LrdFyGetFaUeNE6UdIXTRsMRmfOKPGktSIEAAAAMel2X4R40lp R4kXrRElfNG0wGJ05o8ST1ooQAACAZaDbMFHiSWtFiCetFSVet E6U9EXTBoPRmTNKPGmtCAEAAFgGug0TJZ60VoR40lpR4kXrREl fNG0wGJ05o8ST1ooQAACAZaDbMFHiSWtFiCetFSVetE6U9EXTB oPRmTNKPGmtCAEAAFgGug0TJZ60VoR40lpR4kXrRElfNG0wGJ0 5o8ST1ooQAACAZaDbMFHiSWtFiCetFSVetE6U9EXTBoPRmTNKP GmtCAEAAFgGug0TJZ60VoR40lpR4kXrRElfNG0wGJ05o8ST1oo QAACAZaDbMFHiSWtFiCetFSVetE6U9EXTpoVO7CjxonWixJPWi hAAAIBloNswUeJJa0WIJ60VJV60TpT0RdOmhU7sKPGidaLEk9a KEAAAgGWg2zBR4klrRYgnrRUlXrROlPRF06aFTuwo8aJ1osST1 ooQAACAZaDbMFHiSWtFiCetFSVetE6U9EXTpoVO7CjxonWixJP WihAAAIBloNswUeJJa0WIJ60VJV60TpT0RdOmhU7sKPGidaLEk 9aKEAAAgGWg2zBR4klrRYgnrRUlXrROlPRF06aFTuwo8aJ1osS T1ooQAACAZaDbMFHiSWtFiCetFSVetE6U9EXTpoVO7CjxonWix JPWihAAAIBloNswUeJJa0WIJ60VJV60TpT0RdOmhU7sKPGidaL Ek9aKEAAAgGWg2zBR4klrRYgnrRUlXrROlPRF06aFTuwo8aJ1o sST1ooQAACAZaDbMFHiSWtFiCetFSVetE6U9EXTpoVO7CjxonW ixJPWihAAAIBloNswUeJJa0WIJ60VJV60TpT0RdOmhU7sKPGid aLEk9aKEAAAgGWg2zBR4klrRYgnrRUlXrROlPRF06aFTuwo8aJ 1osST1ooQAACAZaDbMFHiSWtFiCetFSVetE6U9EXTpoVO7Cjxo nWixJPWihAAAIBloNswUeJJa0WIJ60VJV60TpT0RdOmhU7sKPG idaLEk9aKEAAA5uXSpUvpjjvuSF/60pfSDTfcUOULX/hC+trXvpauXr1a+9jDhw+PPfbIkSPp7NmzY4/t4ty5c3tez3LTTTfN9HqYP92GiRJPWitCPGmtKPGidaKkL5o2L XRiR4kXrRMlnrRWhAAAMA/33HPPWLOkjDVjTp8+3emxdY+fZNLrWY4f5ztx0ek2TJR40loR4 klrRYkXrRMlfdG0aaETO0q8aJ0o8aS1IgQAAG8nT57cbY58+ct fHhvZ8vbbb6ef/exnYyNtrMlijztz5szYv5VNlq985St7Ruc0ya/3wAMP7D7HRvLcfPPNu6/3xS9+MV2+fFmfigWi2zBR4klrRYgnrRUlXrROlPRF06aFTuwo8 aJ1osST1ooQAAA8rayspBtvvHGmETKljY2NdOutt+42Wfq8VlY 2k4Z4PfjSbZgo8aS1IsST1ooSL1onSvqiadNCJ3aUeNE6UeJJa 0UIAACeysbIbbfdpj+eyp133jlok+XChQu719cZ4vXgS7dhosS T1ooQT1orSrxonSjpi6ZNC53YUeJF60SJJ60VIUAk5Q5YU5pOq Thx4kS65ZZbxh5rFyi10ylmUfd6hw4dSnfffXdtfSCqstHS97o x5WsNcTpTecpV07oBi0O3YaLEk9aKEE9aK0q8aJ0o6YumTQud2 FHiRetEiSetFSFYbEM3Ifo0DYZ+PQ+zTq+jR4/ueVyZu+66a+zxbfQUjroMsbMJLANdHmx9oXePsuZolxEu5WlWl rpleRoPPvjg2O/Rt6EEf7oNEyWetFaEeNJaUeJF60RJXzRtWujEjhIvWidKPGmtC MFim6UJoTtJdZmmaTD063kqp1fXRoseac8XSLUm1SynTTS9nl3 0tJyOXX8/LJZZlslsiManNi7a0vR7zFOX9UfOpKZJOcqmy+NVeZpWGbtAcd flex72ex5T09ym3Ztuw0SJJ60VIZ60VpR40TpR0hdNmxY6saPE i9aJEk9aK0Kw2IZsQszaNBj69TxNO73KHcq6xky5k9jl9UzbqS BDXtsD+2OWHeoujYuujc9lb9qUd4Syn5XLS9vvqw2XWZYffY0y tvwfO3ZMn7Iv9nseK+kdu8rUrTO96TZMlHjSWhHiSWtFiRetEy V90bRpoRM7SrxonSjxpLUiBItt2iaEGbppMPTreZp2epU7wHU7 NOX7052kJss0vTC9aecxM6/Gp+649329IejvpMtElztLaROj67I4iU7/ut9vPyzKPDbtbdrnQbdhosST1ooQT1orSrxonSjpi6ZNC53YUe JF60SJJ60VIVhss2y8D900GPr1PE07vcrH1zVtJv28TrnzVO6E 2s5TOUJCpyWWw7TzmJnXMlT+bk0NkHnr27TRkUVdl8Ou9Pcbqi HUxyLMY5M+l/2i2zBR4klrRYgnrRUlXrROlPRF06aFTuwo8aJ1osST1ooQLLZZ Nt6HbhoM/Xqe9Ih8mbo7QU3aMZmlaaM7gZY/+ZM/Gfu9un6WWDyzLJND71A3Kev0fa0htZ1m2LYM6rKkPx9K11O05m UR5rFZnjMPug0TJZ60VoR40lpR4kXrRElfNG1a6MSOEi9aJ0o8 aa0IwWKbtglhdEfH0qdpMPTreWqbXjm2A5J3yvS9lT/LF9/MP+vatDH2unV3pFqk62ZgNrPsUM+j8anzfp/XGlr5/rUBUP7e2jBpmm5N2l6rSd06YL8twjzW1gTaT7oNEyWetFaEeNJ aUeJF60RJXzRtWujEjhIvWidKPGmtCMFi0x2xupSNhmzopsHQr +fJrrVQTg/7u/7u5U6IHVGeNI0t0zRtbEfp5ptv3vMaOV13xLB42pbJeTVS65Q7 7dPMq/OgpzjldUbb9Vb0osFdGgdNjQur/3u/93vpyJEjuxdBNnXrtS51vO33PKav1ec27UPTbZgo8aS1IsST1o oSL1onSvqiadNCJ3aUeNE6UeJJa0UIFt+0TQgzdNNg6NebN90J 0aPp9v70Nrm2U/LNb35z6iP3usP1V3/1V+ncuXNjo3aWYZqhnn6+dZlHI7WkTZFFnLfa7kJkuf3223cfq 8trW8plualp0/X1FmW67fc81nV6WfS7x5tuw0SJJ60VIZ60VpR40TpR0hdNmxY6 saPEi9aJEk9aK0KwnHSjutxx0Q3+vk2DoV9vv+jdVXSHp0753r XRU0c/F50mizwaAt0tQiO1VI5K6XIa0X45ceJEbXNUR47octSWpnWfLu P2mnX1Dx06VDWMLl68uPvYRbCf85hO/1lv0+5Bt2GixJPWihBPWitKvGidKOmLpk0LndhR4kXrRIknrRU hWF51TQjd2NaN9GmbBkO/3n6aZUejfH/63uuUO41106PtoqtYbrqsNDUTLEM2PtvqIpa2z3rIeUzraHNoP 9djug0TJZ60VoR40lpR4kXrRElfNG1a6MSOEi9aJ0o8aa0IwfK qa0IM3TQY+vX2i+6EdNlxKd+bvvemI/pRphdmM49Gqprl2i9YXvOYx/T1dJ7az/WYbsNEiSetFSGetFaUeNE6UdIXTZsWOrGjxIvWiRJPWitCsJx0 ozpvpM/aNIjQhMjTRE91sNMKvvGNbzTutJw6dSp961vfGnuOnmbQthOkF zwtry1iv0uelvt9WgH81X2+3stQXU3EVfd5e8xjs96m3Ztuw0S JJ60VIZ60VpR40TpR0hdNmxY6saPEi9aJEk9aK0KwuGZpQszaN IjQhNBGVl3qdjCmuUBq3XP0NbvcjUqfg+Wn859XI7Wkp8TozjV imec8Vq7j9JS7tud5022YKPGktSLEk9aKEi9aJ0r6omnTQid2l HjROlHiSWtFCBaXbqDXpW7nf5amQZQmhE2zuouNfvWrX61uW1u 3c5HvHFW+R3s/dnvgs2fP6sMrk3Za7DXtWhKHDx/u/Htg8S1CI7VUPrduZx3LZ1HmMX3NLrdpnwfdhokST1orQjxprSj xonWipC+aNi10YkeJF60TJZ60VoRgsc3ShDDTNg1oQgCTLUoj1 ehOtY6GwHJapHlsllGI3nQbJko8aa0I8aS1osSL1omSvmjatNC JHSVetE6UeNJaETJvOpy/LnVNA5NHRJSPtdu15iOAs9LfyTZef/KTn+jDAGBhGqnLcptvTG9R5jFT93vU3aZ9XnQbJko8aa0I8aS1 osSL1omSvmjatNCJHSVetE6UeNJaETJv2iCpS93Go94hRdPnKH M5dDxH75YBAAD2l27DRIknrRUhnrRWlHjROlHSF02bFjqxo8SL 1okST1orQuatbNp0PRe+fE55RNmOKpanB8zSaMmvbdcH+PrXv9 7rtQAAgB/dhokST1orQjxprSjxonWipC+aNi10YkeJF60TJZ60VoTM2yxNm/K8en1O+bO6ETqT5FE2NlKnHHFD0wYAgMWi2zBR4klrRYgnrRUl XrROlPRF06aFTuwo8aJ1osST1oqQeZu2aVNelLHuug2TbnXaJj 83vy5NGwAAFpduw0SJJ60VIZ60VpR40TpR0hdNmxY6saPEi9aJ Ek9aK0LmbdqmTXmHlLqmTPnzuqZOk7IZlK+HQ9MGAIDFpdswUe JJa0WIJ60VJV60TpT0RdOmhU7sKPGidaLEk9aKkHlruxBx3R0p Jo2kmbVpU17YODdoaNoAALC4dBsmSjxprQjxpLWixIvWiZK+aN q00IkdJV60TpR40loRMm9tTZscG/mSr00zTdOma7OlHGVTXgeHpg0AAItLt2GixJPWihBPWitKvGid KOmLpk0LndhR4kXrRIknrRUh++Htt98eu2Cw/f3o0aNjjZvcNPFo2tSNsjE0bQAAWFy6DRMlnrRWhHjSWlHiRet ESV80bVroxI4SL1onSjxprQhZFOXoF0u+zsw0TZsup0c1jbIxN G0AAFhcug0TJZ60VoR40lpR4kXrRElfNG1a6MSOEi9aJ0o8aa0 IWSR1t+8eumlTjrLRCyHTtAGAfvQ7JkKwOPSziRJPWitCPGmtK PGidaKkL5o2LXRiR4kXrRMlnrRWhCySsmmSmzaTmjJlU0dHztQ pG0OTUlcPANBMv2MiBItDP5so8aS1IsST1ooSL1onSvqiadNCJ 3aUeNE6UeJJa0XIotDTo8pRMGUzR0fHlE2YfEqVaWrm0LQBAD/6HRMhWBz62USJJ60VIZ60VpR40TpR0hdNmxY6saPEi9aJEk9aK 0LmKTdmbr/99nTx4sXdf7cLEX/jG9/YbZboaVDlKU32s7Nnz1b/XjZmtMFSNmf0Z004PQoA+tHvmAjB4tDPJko8aa0I8aS1osSL1o mSvmjatNCJHSVetE6UeNJaETJPOpqmLk0NFr27lEabLDRtDgad nyMEWGY6P0cIFod+NlHiSWtFiCetFSVetE6U9EXTpoVO7Cjxon WixJPWipB5s8bNiRMn0i233DLWdPnqV7+a7r777tZr0jz44IPp 8OHDY8+76aabdkfelJpOj2pD02b56PwcIfutXHZy0/MnP/mJPixdunQp3XHHHWPLpD32yJEjtctkV/l19Xf42te+1mk5xv7S+TlCsDj0s4kST1orQjxprSjxonWipC+a Ni10YkeJF60TJZ60VoRgcehnEyWetFaE7LeyednUxJx0baiuo9 tU2+vO+pp96GcTJZ60VoRgcehnEyWetFaEeNJaUeJF60RJXzRt WujEjhIvWidKPGmtCMHi0M8mSjxprQjZT3mUjV076utf/3pr0+bLX/5yOnPmzNi/lU2WriPcsvLaVfba5Wgdu+7Vz372s6lebwj62USJJ60VIZ60Vp R40TpR4klrRYgnrRUlXrROlPRF06aFTuwo8aJ1osST1ooQLA79 bKLEk9aKkP2UR9nYndimPV1Qr1k1zciYlZWVdOONN079PG/62USJJ60VIZ60VpR40TpR4klrRYgnrRUlXrROlPRF06aFTuwo8 aJ1osST1ooQLA79bKLEk9aKkP2SR9nkpsm0TRtTPmea5ks5ysY aRotCP5so8aS1IsST1ooSL1onSjxprQjxpLWixIvWiZK+aNq00 IkdJV60TpR40loRgsWhn02UeNJaEbIfylEyuWnSt2ljp1hdvnx ZH1JrllrzoJ9NlHjSWhHiSWtFiRetEyWetFaEeNJaUeJF60RJX zRtWujEjhIvWidKPGmtCMHi0M8mSjxprQjZD+VIl9w0mbaRUp7 iZOl6TRs9rcruIqd3j7K7xHUdtTMk/WyixJPWihBPWitKvGidKPGktSLEk9aKEi9aJ0r6omnTQid2lHj ROlHiSWtFCBaHfjZR4klrRci8lU2TstEybdNG7zrV5TlGmzZt6 fqaQ9HPJko8aa0I8aS1osSL1okST1orQjxprSjxonWipC+aNi1 0YkeJF60TJZ60VoRgcehnEyWetFaEzFvdKBszTdOmfA3LNNel0 aZNeVcq+1n5e3QdvTMU/WyixJPWihBPWitKvGidKPGktSLEk9aKEi9aJ0r6omnTQid2lHj ROlHiSWtFCBaHfjZR4klrRcg8NY2yMV2bNvkCxrM2VrRpo7X28 85S+tlEiSetFSGetFaUeNE6UeJJa0WIJ60VJV60TpT01btpo0f DNE0XDnzwwQfT4cOHdx9nG0633377VBtm3nRiR4kXrRMlnrRWh GBx6GcTJZ60VoTMU7lNcNddd439rEvTRq9j07QN0YamzfzjSWt FiCetFSVetE6UeNJaEeJJa0WJF60TJX3tS9NGz1MvM+0RNU86s aPEi9aJEk9aK0KwOPSziRJPWitC5umee+7Z873eFG2YaLNFfz6 NcjtDm0c0bYaPJ60VIZ60VpR40TpR4klrRYgnrRUlXrROlPQ1W NOm64ZP2eSxc9StQaPnmOsG1n7RiR0lXrROlHjSWhGCxaGfTZR 40loRMk99mjblc/VndcrTqPSAT/laej2ctud5088mSjxprQjxpLWixIvWiRJPWitCPGmtKPGidaKk r7k2bcqjaDoCZz83oproxI4SL1onSjxprQjB4tDPJko8aa0IWR Rtp0fpqF39eZ22Jo+eZnXs2LHq3y9dujQ2mmfeB4n0s4kST1or QjxprSjxonWixJPWihBPWitKvGidKOlrrk2bciNKGzNtDZ39oh M7SrxonSjxpLUiBItDP5so8aS1ImRRNDVt9LSotpSjZtqaNvrz uth19OZNP5so8aS1IsST1ooSL1onSjxprQjxpLWixIvWiZK+5t q0KUfT6HBlkzfourzWPOjEjhIvWidKPGmtCMHi0M8mSjxprQhZ FEM3bbqM0D1x4kS65ZZbxl7jpptuSg888IA+dC70s4kST1orQj xprSjxonWixJPWihBPWitKvGidKOlrsKaN5tChQ3vuBqXXs1FN G3T7RSd2lHjROlHiSWtFCBaHfjZR4klrRQgWh342UeJJa0WIJ6 0VJV60TpR40loR4klrRYkXrRMlfbk1bXLKU50WoWlz/vz5ztGJHSX6PoeK1okSfZ9DRmtFiL7HIaO1okTf51DROlGi73P IaK0I0fdI9i/62USJvs8ho7UiRN/jkNFaUaLvc6honSjR9zlktFaE6HscMlorSvR9DhWtEyX6PttSp 3fTpo4NR85DlssGDU2bxYi+z6GidaJE3+eQ0VoRou9xyGitKNH 3OVS0TpTo+xwyWitC9D2S/Yt+NlGi73PIaK0I0fc4ZLRWlOj7HCpaJ0r0fQ4ZrRUh+h6HjNa KEn2fQ0XrRIm+z7bUcWnamLJBk88155o2ixEvWidKPGmtCPGkt aLEi9aJEk9aK0KwOPSziRJPWitCPGmtKPGidaLEk9aKEE9aK0q 8aJ0o6cutaVN3gcC6f8u4e9T84kXrRIknrRUhnrRWlHjROlHiS WtFCBaHfjZR4klrRYgnrRUlXrROlHjSWhHiSWtFiRetEyV9uTV t6k6FamvMtDV09otO7CjxonWixJPWihBPWitKvGidKPGktSIEi 0M/myjxpLUixJPWihIvWidKPGmtCPGktaLEi9aJkr56NW2sCfNHf/RH6e677x5rsug1bcrr09xzzz1jzRx7nr3OPK5nMy2d2FHiRetE iSetFSGetFaUeNE6UeJJa0UIFod+NlHiSWtFiCetFSVetE6UeN JaEeJJa0WJF60TJX31btrkkTNNueuuu6Z6Tt21bvaLTuwo8aJ1 osST1ooQT1orSrxonSjxpLUiBItDP5so8aS1IsST1ooSL1onSj xprQjxpLWixIvWiZK+ejVtjDVhvv3tb6fDhw/vNl7sQsJHjhxJZ8+e1YdX7DlHjx4dG41z6NChdOzYMX3ovtKJH SVetE6UeNJaEeJJa0WJF60TJZ60VoRgcehnEyWetFaEeNJaUeJ F60SJJ60VIZ60VpR40TpR0lfvpk1kOrGjxIvWiRJPWitCPGmtK PGidaLEk9aKECwO/WyixJPWihBPWitKvGidKPGktSLEk9aKEi9aJ0r6omnTQid2lHj ROlHiSWtFiCetFSVetE6UeNJaEYLFoZ9NlHjSWhHiSWtFiRetE yWetFaEeNJaUeJF60RJXzRtWujEjhIvWidKPGmtCPGktaLEi9a JEk9aK0KwOPSziRJPWitCPGmtKPGidaLEk9aKEE9aK0q8aJ0o6 YumTQud2FHiRetEiSetFSGetFaUeNE6UeJJa0UIFod+NlHiSWt FiCetFSVetE6UeNJaEeJJa0WJF60TJX3RtGmhEztKvGidKPGkt SLEk9aKEi9aJ0o8aa0IweLQzyZKPGmtCPGktaLEi9aJEk9aK0I 8aa0o8aJ1oqQvmjYtdGJHiRetEyWetFaEeNJaUeJF60SJJ60VI Vgc+tlEiSetFSGetFaUeNE6UeJJa0WIJ60VJV60TpT0RdOmhU7 sKPGidaLEk9aKEE9aK0q8aJ0o8aS1IgSLQz+bKPGktSLEk9aKE i9aJ0o8aa0I8aS1osSL1omSvmjatNCJHSVetE6UeNJaEeJJa0W JF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHiSWtFiCetF SVetE6U9EXTpoVO7CjxonWixJPWihBPWitKvGidKPGktSLEk9a KEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWipC+aNi10Y keJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHiSWtFiCe tFSVetE6UeNJaEeJJa0WJF60TJX3RtGmhEztKvGidKPGktSLEk 9aKEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWixJPWihB PWitKvGidKOmLpk0LndhR4kXrRIknrRUhnrRWlHjROlHiSWtFi CetFSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kXrRElfNG1 a6MSOEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWixJPWi hBPWitKvGidKPGktSLEk9aKEi9aJ0r6omnTQid2lHjROlHiSWt FiCetFSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kXrRIknr RUhnrRWlHjROlHSF02bFjqxo8SL1okST1orQjxprSjxonWixJP WihBPWitKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1osSL1omSv mjatNCJHSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kXrRIk nrRUhnrRWlHjROlHiSWtFiCetFSVetE6U9EXTpoVO7CjxonWix JPWihBPWitKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1osSL1ok ST1orQjxprSjxonWipC+aNi10YkeJF60TJZ60VoR40lpR4kXrR IknrRUhnrRWlHjROlHiSWtFiCetFSVetE6UeNJaEeJJa0WJF60 TJX3RtGmhEztKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1osSL1 okST1orQjxprSjxonWixJPWihBPWitKvGidKOmLpk0LndhR4kX rRIknrRUhnrRWlHjROlHiSWtFiCetFSVetE6UeNJaEeJJa0WJF 60TJZ60VoR40lpR4kXrRElfNG1a6MSOEi9aJ0o8aa0I8aS1osS L1okST1orQjxprSjxonWixJPWihBPWitKvGidKPGktSLEk9aKE i9aJ0r6omnTQid2lHjROlHiSWtFiCetFSVetE6UeNJaEeJJa0W JF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHSF02bFjqxo 8SL1okST1orQjxprSjxonWixJPWihBPWitKvGidKPGktSLEk9a KEi9aJ0o8aa0I8aS1osSL1omSvmjatNCJHSVetE6UeNJaEeJJa 0WJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHiSWtFiCe tFSVetE6U9EXTpoVO7CjxonWixJPWihBPWitKvGidKPGktSLEk 9aKEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWipC+aNi1 0YkeJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHiSWtFi CetFSVetE6UeNJaEeJJa0WJF60TJX3RtGmhEztKvGidKPGktSL Ek9aKEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWixJPWi hBPWitKvGidKOmLpk0LndhR4kXrRIknrRUhnrRWlHjROlHiSWt FiCetFSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kXrRElfN G1a6MSOEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWixJP WihBPWitKvGidKPGktSLEk9aKEi9aJ0r6omnTQid2lHjROlHiS WtFiCetFSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kXrRIk nrRUhnrRWlHjROlHSF02bFjqxo8SL1okST1orQjxprSjxonWix JPWihBPWitKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1osSL1om SvmjatNCJHSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kXrR IknrRUhnrRWlHjROlHiSWtFiCetFSVetE6U9EXTpoVO7CjxonW ixJPWihBPWitKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1osSL1 okST1orQjxprSjxonWipC+aNi10YkeJF60TJZ60VoR40lpR4kX rRIknrRUhnrRWlHjROlHiSWtFiCetFSVetE6UeNJaEeJJa0WJF 60TJX3RtGmhEztKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1osS L1okST1orQjxprSjxonWixJPWihBPWitKvGidKOmLpk0LndhR4 kXrRIknrRUhnrRWlHjROlHiSWtFiCetFSVetE6UeNJaEeJJa0W JF60TJZ60VoR40lpR4kXrRElfNG1a6MSOEi9aJ0o8aa0I8aS1o sSL1okST1orQjxprSjxonWixJPWihBPWitKvGidKPGktSLEk9a KEi9aJ0r6omnTQid2lHjROlHiSWtFiCetFSVetE6UeNJaEeJJa 0WJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHSF02bFjq xo8SL1okST1orQjxprSjxonWixJPWihBPWitKvGidKPGktSLEk 9aKEi9aJ0o8aa0I8aS1osSL1omSvmjatNCJHSVetE6UeNJaEeJ Ja0WJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHiSWtFi CetFSVetE6U9EXTpoVO7CjxonWixJPWihBPWitKvGidKPGktSL Ek9aKEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWipC+aN i10YkeJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHiSWt FiCetFSVetE6UeNJaEeJJa0WJF60TJX3RtGmhEztKvGidKPGkt SLEk9aKEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWixJP WihBPWitKvGidKOmLpk0LndhR4kXrRIknrRUhnrRWlHjROlHiS WtFiCetFSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kXrREl fNG1a6MSOEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWix JPWihBPWitKvGidKPGktSLEk9aKEi9aJ0r6omnTQid2lHjROlH iSWtFiCetFSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kXrR IknrRUhnrRWlHjROlHSF02bFjqxo8SL1okST1orQjxprSjxonW ixJPWihBPWitKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1osSL1 omSvmjatNCJHSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kX rRIknrRUhnrRWlHjROlHiSWtFiCetFSVetE6U9EXTpoVO7Cjxo nWixJPWihBPWitKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1osS L1okST1orQjxprSjxonWipC+aNi10YkeJF60TJZ60VoR40lpR4 kXrRIknrRUhnrRWlHjROlHiSWtFiCetFSVetE6UeNJaEeJJa0W JF60TJX3RtGmhEztKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1o sSL1okST1orQjxprSjxonWixJPWihBPWitKvGidKOmLpk0Lndh R4kXrRIknrRUhnrRWlHjROlHiSWtFiCetFSVetE6UeNJaEeJJa 0WJF60TJZ60VoR40lpR4kXrRElfNG1a6MSOEi9aJ0o8aa0I8aS 1osSL1okST1orQjxprSjxonWixJPWihBPWitKvGidKPGktSLEk 9aKEi9aJ0r6omnTQid2lHjROlHiSWtFiCetFSVetE6UeNJaEeJ Ja0WJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHSF02bF jqxo8SL1okST1orQjxprSjxonWixJPWihBPWitKvGidKPGktSL Ek9aKEi9aJ0o8aa0I8aS1osSL1omSvmjatNCJHSVetE6UeNJaE eJJa0WJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHiSWt FiCetFSVetE6U9EXTpoVO7CjxonWixJPWihBPWitKvGidKPGkt SLEk9aKEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWipC+ aNi10YkeJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHiS WtFiCetFSVetE6UeNJaEeJJa0WJF60TJX3RtGmhEztKvGidKPG ktSLEk9aKEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWix JPWihBPWitKvGidKOmLpk0LndhR4kXrRIknrRUhnrRWlHjROlH iSWtFiCetFSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kXrR ElfNG1a6MSOEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonW ixJPWihBPWitKvGidKPGktSLEk9aKEi9aJ0r6omnTQid2lHjRO lHiSWtFiCetFSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kX rRIknrRUhnrRWlHjROlHSF02bFjqxo8SL1okST1orQjxprSjxo nWixJPWihBPWitKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1osS L1omSvmjatNCJHSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4 kXrRIknrRUhnrRWlHjROlHiSWtFiCetFSVetE6U9EXTpoVO7Cj xonWixJPWihBPWitKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS1o sSL1okST1orQjxprSjxonWipC+aNi10YkeJF60TJZ60VoR40lp R4kXrRIknrRUhnrRWlHjROlHiSWtFiCetFSVetE6UeNJaEeJJa 0WJF60TJX3RtGmhEztKvGidKPGktSLEk9aKEi9aJ0o8aa0I8aS 1osSL1okST1orQjxprSjxonWixJPWihBPWitKvGidKOmLpk0Ln dhR4kXrRIknrRUhnrRWlHjROlHiSWtFiCetFSVetE6UeNJaEeJ Ja0WJF60TJZ60VoR40lpR4kXrRElfNG1a6MSOEi9aJ0o8aa0I8 aS1osSL1okST1orQjxprSjxonWixJPWihBPWitKvGidKPGktSL Ek9aKEi9aJ0r6omnTQid2lHjROlHiSWtFiCetFSVetE6UeNJaE eJJa0WJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHSF02 bFjqxo8SL1okST1orQjxprSjxonWixJPWihBPWitKvGidKPGkt SLEk9aKEi9aJ0o8aa0I8aS1osSL1omSvmjatNCJHSVetE6UeNJ aEeJJa0WJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlHiS WtFiCetFSVetE6U9EXTpoVO7CjxonWixJPWihBPWitKvGidKPG ktSLEk9aKEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonWip C+aNi10YkeJF60TJZ60VoR40lpR4kXrRIknrRUhnrRWlHjROlH iSWtFiCetFSVetE6UeNJaEeJJa0WJF60TJX3RtGmhEztKvGidK PGktSLEk9aKEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxonW ixJPWihBPWitKvGidKOmLpk0LndhR4kXrRIknrRUhnrRWlHjRO lHiSWtFiCetFSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kX rRElfNG1a6MSOEi9aJ0o8aa0I8aS1osSL1okST1orQjxprSjxo nWixJPWihBPWitKvGidKPGktSLEk9aKEi9aJ0r6omnTQid2lHj ROlHiSWtFiCetFSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4 kXrRIknrRUhnrRWlHjROlHS1741bR588MF0+PDhdMMNN1T5whe +kG6//fZ09epVfei+0YkdJV60TpR40loR4klrRYkXrRMlnrRWhHjSWlH iRetEiSetFSGetFaUeNE6UeJJa0WIJ60VJV60TpT0tS9Nmzvvv HO3WaP5yle+sjCNG53YUeJF60SJJ60VIZ60VpR40TpR4klrRYg nrRUlXrROlHjSWhHiSWtFiRetEyWetFaEeNJaUeJF60RJX3Nv2 pw8eXK3QXPbbbdVDZqNjY2xRs5dd92lT9sXOrGjxIvWiRJPWit CPGmtKPGidaLEk9aKEE9aK0q8aJ0o8aS1IsST1ooSL1onSjxpr QjxpLWixIvWiZK+5tq0sebMrbfeWjVmvvjFL6bLly/v/uzChQvpS1/60kKNttGJHSVetE6UeNJaEeJJa0WJF60TJZ60VoR40lpR4kXrR IknrRUhnrRWlHjROlHiSWtFiCetFSVetE6U9DXXps3Kykq68cY baxszbQ2d/aITO0q8aJ0o8aS1IsST1ooSL1onSjxprQjxpLWixIvWiRJPWit CPGmtKPGidaLEk9aKEE9aK0q8aJ0o6WuuTZtyNI2dGqXyKVJ2U eLTp0/rj+dOJ3aUeNE6UeJJa0WIJ60VJV60TpR40loR4klrRYkXrRMln rRWhHjSWlHiRetEiSetFSGetFaUeNE6UdLXXJs2ej0bVV7X5vj x/m+uL53YUeJF60SJJ60VIZ60VpR40TpR4klrRYgnrRUlXrROlHj SWhHiSWtFiRetEyWetFaEeNJaUeJF60RJXzRtWujEjhIvWidKP GmtCPGktaLEi9aJEk9aK0I8aa0o8aJ1osST1ooQT1orSrxonSj xpLUixJPWihIvWidK+jpwTZvz588TQgghhBBCCCGELFTqzLVps wjXtNGJQgghhBBCCCGEELLfqbNvTZtluHsUAAAAAADAfplr06a tMdPW0AEAAAAAADho5tq0Mffcc8/YdW2sOWPNnHlczwYAAAAAAGBZzL1pU462qUvdtW4AAAAAAAAOm rk3bYw1bo4ePbp7OpTl0KFD6dixY/pQAAAAAACAA2lfmjYAAAAAAABoR9MGAAAAAABgAdG0AQAAAAAA WEA0bQAAAAAAABYQTRsAAAAAAIAFRNMGAAAAAABgAdG0AQAAAA AAWEA0bQAAAAAAABYQTRsAAAAAAIAFRNMGAAAAAABgAdG0AQAA AAAAWEA0bQAAAAAAABYQTRsAAAAAAIAFRNMGAAAAAABgAdG0AQ AAAAAAWEA0bQAAAAAAABYQTRsAAAAAAIAFRNMGAAAAAABgAdG0 AXAgffzxx+muu+5KDzzwgP4IAJaCrb/+4i/+Qv8ZDS5evJj+5m/+Rv8ZwD6xZfLP//zP07lz5/RHaPDXf/3X6fjx4/rPCI6mjbN33nmn2kC4+eabq9ifV1ZW9GHYYdPmu9/9bvqDP/iDdMMNN6Tf/d3frf6OZr/85S/TbbfdVk2v3/7t36424K0hgWa2HNq0smn2O7/zOyyTE9iOoc1jtg6z+cvWa2j2+OOPpz/90z9Nv/Vbv1XFNkiZZs1s2vzlX/5ltSzaMvmHf/iH1TREM5s++XvSQvO5nX0n2nLI9OrGlknbMbRtMJteNq/9/Oc/14ehYDvReZm0dZlNPzSz7S5b7+dl0qYd2tkyeOjQoWp62bYF2x XtbHrl/SNbJu1A7TJv79O0cVSujMrYjs8yzzRebCM0byBobFpinK2sbed Gp5XF/h31bKWt04v5q54tk3kDoYwtp3Z0DONsx9CaNTq98jRjA2sva8r bxqdOL2uqPv300/pw7Kz7dZrZ/MV2RT1bLnXbgunVzBpa+aCGhqP7e9kIkbKBWoZti2Z5Z7oMzdR 6tr1Vt71vB22xl31HNi2TNh2Xdd1P08aBzQx1C1cZhueOs26ob oRq2IC/zjZCf//3f3/PNCrDl1+9up1qm/doQoyznWmdTmVsgwvX2Xp/0jL5x3/8x/q0A62ugVrGDnBgL1tX6bSycGS/HtOru0nrffuuZCTvdbZd2tTgymHbop6t33VaMfJ5nC1r1vjT/SObdpxOVs+WN23Sa5Z1H5ymjQMdYWMb8nnYd7liwoh1RMvpYwu bnYKh08x2tjFiO395utifren17W9/e2zFzvSql5s21oUvV+w0Ia6zETZ5Xsqn3NkOti6TbLxfVzYDbd rZ33WjlB2e6+wIYZ4u+TRYW49p44vRSXuVTYjyaCLD5euV06s8 oMb0GmcNiHLZs2XR1v26w2jbGhg16suRqLbtb+s1m2bl9KI5WC 9/P9oyWc5jTK8Rm7+0+WB/54Bsu/I70bZf7bRY3a6w6biMaNoMzDbI88rHdnDyefm28OkGPF3SEVtB 52lSXlDRNrTKFbktdBg1ufI0sR3pUtkw5BSpennn2pZH+/Irl0mGmo7kpqCtw8r1lG7UcwRxxNb7eZrYxkA5zXRkF9dqGclD 422np2xkles3CzvVe5VNCGt0lc1UmvV76fQqd4QY/XZdec2fsjFTNliZZteV2w+6I102B2lC1Mv7RLbOKkdd0ky9rtx vtOWOUUjtbPsqTy+bdnnbom4k9DJOS5o2DvKMoRvn+sXHDuJI3 hGsGwpfbkQsa2fUg3WS65pY5dBmLuBcr2zamHLjqm6aHkQ2dLR uHWbKCzjjOpufbGNTm/F6agbr/RG7NoZNj7rTXvM8xvJYr5ynbH7S5nPdND3IJk2vuvXcQZSnS91 1WMqdx7pttYPIdgjte9C2U1U52oblsV7ZtLEd6LL5TGNwpDxQV nfqmK27bJ1m0Z8dRHk+suio5rzNkbOMBx1p2szIFpA8/N2OGJYb4vbnus56eTSWDYVxdlSnbgGyf8/Ty47IYsSmVd30yg0Im1a24WVffLYDriuvgyw3AvOGp44eWdZzX adlR7Ka7mxn/61r+pXTKp8yZes6joqNlsmm0wZY79ermxY2EqKcx+z71eYzdny u0yaEKXeqD1KzyzbE7XvO3r9tk9XNJ0yv7prurlKOGGQ013W2D tPtq/K0Ftsms/WYbXfUfaceZGXTxuhOdd2yHJEd6LHt9bwtpvNJefA671vatoae OmWNCu7wNtoHr5sONp3L6bWMlvO33kdtV4lv2mAvlY+v2+mOyF bE5WgGW9HYhoF+0dUpR44clNN9bB6zlXQ+2mz/tS81PYJfsp3muivxl9M86o61vS/7IivPLbcvvqa7XORhuOXRwvKomH3x2evZf6Muo3rdrXK61W2wG 9s41Wva5NgIk7ovySjyMpnfv71f21HsulFZTquoy2HJ1u32fVg uk7ZjrBujqulOUjmRG6q2/JTXKrN1ti2ndd+TdU0ImxfLaWfrOZv+dQeQImhaH9k00GZg0/Qqn2fTy75nu2zHLaO8TJanCNifu77fsmlTnsYeWV4my0se2Htv W4fbd4WehlHG9h+avmOXnS1nts4ql0s9qF3Spo0p969sOtrP7L 8Rp5ktk+U6v0y5jNn8ludB+2/TPqjF9hfa9hWWnS2TNk+Uy6Rtm7Utk1n5PWDTaRnRtJnCpKvET zoPsxxps6wzzDTabhtpsY3SSTs9+TQNi16/JZq2hmCev+p2WuwLsW0650Q8OtbUfMixDQb9sq9r2thyW7cDUD fseZnZtJjlznZ6YcW62Pyp03rZ2XzRtkxaJu0Ul+v9g3BKWZc7 QtU1IiZNZ4vNY3XPXWZ6TRqN/Ux3euqaEKZuOY06zdqae3oaQdP0Ko9gl9OrbTtuGdk6vW162bI 3aR4pdy71+i3R2HZp2XDW2PZW3UGKcmR4W7o2ypaFzTttBw0td Y2+uqaNNlMjT7O25p6lXM7KfaEc24eyaajzasRTy7osk00HarN yFO+y3niEpk1H5XBHi30BlsNrc+rOBc7KCyQt6wzTVd0Kpi42T ds2FsoNBd1wjWTSEeYyusFUHmEtR+TYCqps5tifo+xU2zwzqfm Qo82quqaNLZv6hWDzZrR5TptcttGgO4x1jYW8cZFHIdl0sflQN zomfWkuE1uudPhxU9pGkETYUOjC1i1NRw01ddMhN23KETm2s63 Ledu0XjaTGlw5tu4uR/3VNSFsnahNCPteaNsmWUb2/VZ+V9o6qa7hV84nddPL1O1kNzUVl5Etk+UImbaU34d1ynV9lOl Tx77DumyL2WN0REM+vceWV1vurPlnn4FuD0+a1svEli3dDmiKH hCqa9rYdoVOf3vcpAO8y0a/1+w96sHXcj6x+Shvo9o6T78Hy+/eaAfQ6uaJuthjdJRlKcIgAJo2HZVf7rbBmb+0dEhy28q4nGF05 WWvbyuuCAua7hja3/OXm/1Xm111G/BZudNUbijY69hKL8IGqR5ZsOmTj+LkU3/Kn+sGvLGNBd2AMPpcfd6y0lv62fKT5w9bwWsjovyCK5s2Nn11R yenbb5cRjZ98rrKpk/+crN1ji6TOi/ZY+tOaSx3hix1R9OWUd16PTdLbRrokeu6DfisXAbLUTk23e3vt sEb4ch+3TKZ35fescei34E2L+mGqLHXKJ+3rBtbShsGZcPdpoU 2wMrTKrQJYet/XedZbL6MtrPTdJqOTk+9E2U5vWya6DovT68o35FGd+TK64/ZdNADFU3Llq3z8mP0hhD2OrYOi9Cw13nI5rW8/Nh8odsKNv10m71c75XKzyLKSHt7n2WjIc8HNk0sNi30e7LcqS6 bNnmbvpy+ORG280vlAXybZnmdY/8t1+M2vUq2rNk8qNthxqZfOc2irMfKg14W2y7P85C9Rx1d2jYQ oBwNVh78tsfb69j8p8vzoqFp01GecWwlox9quRGhX2ilcobJXw Q285Ubu7ohu2zKHUP7b90Xed0R2br3XW6s24rN5IWrfG7TztKy KOeLptNx9G4XeXpMUm6E6BfAsiqnhW001X052b/pyLi8zOWmjW1s6JENHeJbNwR6meUjYno0wjYGyvc9zQij8nlRh jCX6yf7s67zjW5M2PxW97hynsrT3ebhcv5c9o3Sclo0nfZq63P dSax7nLJpWj6n7jtl2di0KL8n65pVRr/rciOibEJos8amcTmdozWf88EvHUFpyvdd/rzcltBmjX0HlNMwyvQqDwbZ+6tb1mx7SkdJ1H3nlct3nq42D5b rNj0lbRmV80HdNqnR0XFdT0UpGz62zR9BeYDWlqu6nWX7zisbN +V8kpdFXYfZ48vl1P5e1whbVnn9b+9b39esB1rLxqolinL91HQ quo5ka1qH520um/Z5XrXnlvsBTd/FiyLOJzsQ21mxHY+6LzhbQdX9eznDtO1M5xnD/msLqjYu2jbelkU5Ldq+zGyBKXda6r7wy51z21i1z6VuJ7vui2J ZlBuT9vnrNCjpBryeJqVsujRtxC6zciXetrxoIyKvyMuLW+fYR lTeoS43RNtGzi0qa2LasmLvX+cn+7e6BoF+4WtTp0l5twebf7t uYCyycofa0rZ+0Q34ug39cr1fd4Q/wml45TLT1rjTDfimjatSOY3rNnKXUdlMb1vH2PJbHtTJOy/277qjY/NXnv+0yV+33bLIbJmzRkHdCFJ7700XniwPoOkBEJ1e+TH2Ojq9 ln15NOUy2bSzY/R0s7pt2HIZtHnX/l4+x2LbJ/p9s0zKeaBuGpR0HT5p+dJp3LaOXBa6DmqbBrpTnddTuk1rsfnW tiPs9cvt12UcxWvfd3lbTNl2aN32q263dlVOy7bvlGVSLpNtAy KMjtLS+bE80JHPZtCDSPZdq89bNN3niODqhhfnjexJyp3ApoWl POphr6tfeNbgqNsIWTblRtOkLybdUNIVWLkS0maNfanWrQiXTT nvTDr6ol+STfOaPc5et3xs3TDeZVXOB7pBr3SjIO/w5IahTSM9cp83sOxLYNLrLxL7UtKNSUvTkHdVPmdS88V2qvSIU NuOwTIpN5qmXSZ1Y7/cUNB1mP3dplmE5bJswE9aZnSZbJrX7DtTD2xMalQvi/J7sq6JWiq3HSx5eS6Pcts01eai7fzYPKbfq4tOj3xaup5CWE5X Xe+V813dxnne6F/25kM2zTKpO9U6bXTUQ/nYZfuebFI2piYtk9rYb2oo5O/Jcn7u0qheBjrab5LyYFveAS+nY902fd5HsO8BXb8tMlt+dASbv U/d1qxTbn/YfDOJTcNyvWd1dPldVuUy2TYIwOgyqQepy/1NXYfV7QcsKpo2NcPRythCUzdctFQ+v2nlXXd031K3olpm5cqj y05cuWLTL7O6HdDyaGIE5UpJd/jq6MZV+UVmGxp1F2S0f+uywbssyvc26ctJV+S5kWjPs2kZYePc 2EazXjOkjH6BqXKkTdOGgtWw+dWWS/3S0x2kZVZuNE06umN0mSybEOVIpDJRmvRZOe9NGqWly2T5PWHP tflLD6B03eBdFuV3W9M2Q6kcNZG/J2zdZdMuwg6zsfdTbj9obB5ravBlZZNPG3z2+jYdm+Yjmy8nvf 4yKZfJSduwtv4vl0ldn2sTLX8ek153mZTbYpO+L005r+n3hM1n utNuaTrVdhmVTRvLJHqQtjxVeNkay21smdDtozKT9l/K7Y+mA7N5W8wapmUtW051vbfMymVS9w/r6IH+pp/l2LSz/aZlWiYnL2nBlRvV9iHbTGJDZnVBaPsyb9tQyHSFZRulk0aiLKN yo8tWKJOUDS/94tOjrHVHE5dd2cyz+WzSysM2LMtpUjb89CJ6eX6e9JrLpnyPT RvgpXLYZJeNsWVj80S5UW3LjX3uOvSzrYlaXhiv6ctRd7Yt0Tb cjQ5PntRcseWrfHw5PfS1ytPwIil3ENvms0yvGZTpvGyx5XdSc 3bZTPs9qc2/iMqNalt32TpMmziTRoyWO8qTltvo+iyT+h1QvpYtn1FGCJbKHU SbzybRa5qV00N3EG36Rdve16ZNl++1shkfbXoYmyZ5G8n+a/OBNQX0IETbNlN5EEibp1ndtpit+6I08LNpl8lyO9ZS7reXr2XJ p+Etm5jf/lMod+jKDUPtljZ1PE25oVA2FWzBsgaQ7ZjbCj3vRNlCHK35kGn jYNKGkzazSvZ52GcQZfhtHV35TurCm3KnRpsW9nxbOeUr+EdUd 9S5TXkBwIhNm6aRfraOKddNNp81LUflhoLOg7ZM23Sz+cnWZbY utL/rvBeFHnXussNTbpTpUUObX5dp+O0syh2+LhtXegHLkjW6bB1m8 +EyblR1od97k5pSeopUxOmSlyHbwS23j3Sbomlkkq2f8nKrB4B svWfzaKRRzZOU33s2bSdtD5TfI7pM5vm16VpCEWgTZlITQg+gl ctkHgVn67HI81z5vafXkKpTjgRvakgss3IZKrcDbN4op5X9uWk fsGxUl/OOzVM2zfKpe/b9mLfFJs2ry0q/95oGRWRty6RNb/teWPazWw5806bsiio9pamuM1yeVlDuQJbnZdtr28wUbfhtHd3h mbSTPM2FpqIqmxBtK3NjK+6yaTNpYz8i3eGZtDNcfgk2bfAvs3 LjXKeFrXPKjYWma7SUO915nrINgUh3tptGOc/Y9Ju0o1Iuk8u8QTAr3eHRxpUqj0RP+o6IyNbj5XI5abSNbrxGU x4h1YaB0ZELdctYOaotz1P2XVo2CLs0+aPQo86Tms/TnooQUTmiqG4+LOlIk4OonGfaDgpl5UGkSd8Ry6gcBKDTQi/C3/S9lw/u22Nzo9W2ecvvi7aROtGU84z9ua35rMtk277UsjqYa5pCuSDUN VTKc8/rjlaUO5C2YVF3RWqb0SZt9EeipzW1rWDKHU6LrahsmtuXp/05age5pDs8bRfc0oZFnr/yznXEoxd19KhF0/KlO0f58TaP2Y72pC+BZVAe3an7/PXUirqjFXlj1aaJTUtdhm1ZjLiR1UR3eNp2qvWxFpuv8ndHxEZ hnXI5y/NRE/2OLJdJHWkRVdlMsNQdFMrKZTzHppdNR1s2275jl0F5hFSvRWB0 PV63Q13uQNq6yqanrvvbluOIuo60NOVj8+dg09mmoS2TbctzFL qctTW69LEWm155OuoBlIh0ZEPTQSGjj7XY+it/T0ZoFJbbTXWfv67zdZ+zHARg08Wa9eU+qMWWx7qmdVQ60rLtIu F6fUGLzZORlsnQTRtbSdgHbjO9xb7UdWNw0pFkPcKljymPAOkG gn3ptW2IRZVPayqnQ92IkLoFTHNQjozpBYTrdr5tGur1HjR5VF d0uiK35VuXbdvQ19sA1kWX6UVjO2R2VMbeo20U6LJUNvKaTk0p p4MuU+XRCZu/ymXXYjUPwjyldGOpbmPBPovy6GxT9DOLSJdJm8/qlkltCNblIDS6bJkq1+dNzRfb0NRlUmPbHovM1jH2nZa3xeoaw JNGq+kBC12myuVVt8VsvVg3baPThn3TAUS9dlBdDsoyWc47ttz VHeTQyyfUpe4gb0Q679SNILHlX5uCdamb1ovCPktbnqy5ZOsae 5/adCmbMnVNKG0+6zJVruN0HWaJfGmNJjbNdBur7vvjoCyTYZs21 gWv+wD1yHq5kDV9oOVoEN3h0Z3tnIgXzZ2GHoWwzyKf32sLnO5 M2/TKO6a28ZaP8tQ1LyLKt5kup4mt9G0lbisjmwfLjVqbNjbv2n/zUWubF20a1m2URaQ71TYdbMcxXxOjPJpvK337t/yFmx9v8+GibszbTomOSMgpf2f7vMt5p27DR5vP5Q6P7gzl2Lqu bufpoLANsrpl0jbcmpbJvGOaN1BtmbQmRdsR7kh0vW7LnTVFbT 6y/5bzs007XSbt8fYaEY6IdaGnYFvsu9Cml00DbXDZ+t3mO5tetr1 i86f9WTf+F4VtT+lo2hwdUVqeJtw0Iqbc8dOdoroDGvZvES+aO w2dh3SZLKdpXibtOTZf2fxlj7c/H5RlUhtdljyKPi+T5feCLZP2c5tGeYS4/dnm+4Mw39l+jjYY7P3bus3mMZs25c9tftPvSfuvTddFHVlvn33 T+qVs3OioeW0sm3L+0oOsOhInJ/J1PbsoT33NseWuaZm074ZymbR/i7JMhmzaaOdXU27g6A5P3VF3PU+uXMh0I/WgL1ylSZ+DxaZ9Xdf0IGraedbYCmrZVzxDyBcW0+mjscfUfXku sklHDbTB3OXizOVjymHfOt/Zax/EEYJ1Jn0OOTZtWSb3Xvy6KTaPLdsy6aU8ractbadqLKIuIx3L7 S1dD9U1n8vH2A5TSXccI180dxr2OTQdXCxj0/MgN+lLUZdJL11GgVtsPly2g9l1jfUyur3V1ljOyu3Wcj2n891B HSFYp8uZGZZFPYAxlHBNG/1gbQHSHTvbCC9XHOWRIO18ZuVR/XIhyh1Aq8HCtZd9qTWtzG2DblE76/vF5qem0RX27wflaFdXtqw2NQdtvlvGEW962oT9uW6ju2ys6Eia uo3JcoenPMptG/V5njuIw28nsXVUUyMiH7XGdTb/NI2usO/XgzQasCvbMdCmQ44t+8u4baHrZXsfui1gy0+pXM5snVTXCC2nU 7muyqfnWR0aguNsOjUdxWeZrBdxmfRkB6t19HOOTUdrSNQtz4t Mr1dn66u6bYGy2akjtermk7I5U24/5G2/PEIQ42wb9qAvk+GaNvmoqM30ZQdTj/iUC5memlI3NLdcyHRkCBsI7WxFlId0W2xlpOeCYlx5LSbboKK5 1c6W5zyk25ZfW0aXbQMhKzeuy+GcOvS27fQCW5/piL9yxKBNp5ItoyyT7WyZtHnLpp1N+4OwgdCHrbPyMmmx6UdDs Fnesc7Ty/6sy/CysN87r2us+ZK3kew96kGJcp7Q0TZ115Eqdwx120v/jnE2ffJp6CyTk9m0Ka/FZN/Hy7pMzos1LfL3ZD6deFmV+41lc0UboGWDpTwIZrEmgy5j5egdH Rli22H6eFxn09em90FdJsM1bXIXVId5asdUGy96DRa9lkq5Q8T ODQAv+Qu9rnlc7rDUNV703PHyy788L7huZwgAhmAb1vmaO7q9p Kcb6M/LETr2fG2O5pHTdmBuWRvzABZfvtGM7g/aeqccNagXX9b9Td2WK/c3l7mphfkL17Sxjpt2LrNyIdOmjil3iCzWwbMNhnIjou2WdgAw hKbh6nkjom5DwOjQXFtf2b/ZUaJJ6z8AGEpe76hyFI5F13PWaC6bz9a4sZ2mfAQ//7vuKAHAkGxdZOuZuuZwub+oTR2j16fJNxaxbbh8ZodeqgOYJFz Tpk15bZu6YbR2xEeH7pax5+tRIQCYl3JDoGmnRTcWNHU7UgAwD 3pjhzqTLmxqO0zs7ADYL2XTpm6byho95RkamrpRhMAk9d+YQZX dzbrOqbENAR1xY1nGq54DiKUcaVO3oZDpBdktthOkp4UCwDyVF 03XO6+UbESO3kTCwt0TAey3cj+xbeSyXpDdwt0TMauFb9rkixn 2/ZIuNxS6nOJkdW3Hx45a0w0FMCtr9lqzZYj1SHl6wKQvfTuibac U2DqMC04C6MOG9jeN7ptGeQqnnYLexrb7bIfI1mGWg3TBSQDDs m0iW4cNsR7JIwHbBgFktq1m22C2DuPAGfpY6KZNeVS574Uz267 WbRsjNoxt0oIHANOwHY785W5HjfuuY/Jr2X9LtjHCHY0AeCiPKpd35ZxFuV2nOzB2oEy3zwCgL2sW57Mt bH+vj7Y7cdoBf3v9IRpDgFrYpk05MiZ3M/WCddOwIzq60WE1yo0RNhYADCnfzS6nvDXktMp1Yt7osCaQHb3J GyM27LZvYwgAMr0Nd991jI10zq+VrxFozebyeoJ9G0MAkOW72Z XrsT7rmHIQQL4Ise2flqdC9W0MAXUWtmlTdwGnPgtBufNkHdCy iWOxnZ62a0QAwDR0ZyevZ2ZtPpfXqbE/25Ej3RDh2lsAhqSNZ8uszWfbecoNZht5aNti5SmfFhtFyIhBAE Opu8afNYlnbT6XzRlbV9n6UC+cPunUT2AWC9m00QvVlQtC2wWf mthOTH6+bTDowmUbDdwVCsCQ8rrLNg7yjorFTmOaRdnI1maN/d2aOAAwlLLxXI5KnrX5bNtv+TV0O8xio51pOgMYSjnKRm8yM+u B+vIC6botZtt9dooU4GEhmzZ5FIzN/LbAlY2btrsNNLFOqG4cWGxniiM6AIZmX9p5PWNNaDsSU657Zvl Sr7uTiu082fW+2NEBMLS8k2NHlq1JUzafZ7kocd0Rb4vVmXRhd QCYVj6VyZortg4rD37N0ny2fVJdf+XXt4sNA54WsmmTj+7kHRs 9zWDaBaM8umOxIzyzdlgBYBL7YremcB4iq+dUz9J81lGHtvHBC EEAXux6Dba9lHdstOkybaNFn2+N6D7XlgCANrnZnPcb+zafy1M 8cxghiHmZe9PGGjG2kNiRFYvteNQdddaNAT01YNpzEfMRI9uJY uECMCv70reRM3kdZqlrAltDpVxPafNZ75wyST5iZM2gWU4TBYD MTqe07aq8DrPTNrUJbOuv8i4o9vdyxN+0zWdbd9rzbafH1qHTb scBQGbrKxtpXG6L1TWBdX/SnlNui+nPJ8nPt0trcJcozNPcmjbWmCnvDqCxRk5bM8UWqrK7O e2dnuy1dYMEALqydUh5ATpNl2ZKeeeUWZrPdQ1uAOjKmr96HYY c28bKd0Npos3naa+lZdth056SAACZrUP0+jRl7GdtzRQd+WzbZ dOattEDDGEuTRvbSNDhZHWZdHcoa9Tkx9rrtS2UADAU20hoazp 3XS+VF1m3TNt8BoBZldtQbZnUuCl3mGZpPgPALOzAWN1FzDU2o q9tIEB5227LtM1nYD+4N230Apx2epItdLZjYwuNLnx1pxlktgC W3dHc5LENBnsenU8AQ7N1VbmesqMytu6yRo5dyFxvWTvpVpL5Q uuWssljrzXtKVMA0EU5StDWZ9bAsW0mizVp9MBa26hBbT7nJk8 +dbRtZwkAZmHbSOV6yra9rNli22L2Xz2wNmkgQHmdwLL5bNthb es/YL+4Nm30gk91OyT2mHJBs8e3NV/0Qna24ZEbOdOeXw0Ak5TX07KNhLqGjO20lOultovb6XrRjlqXj Z+29R8ATKtssljDpm4dY/9WNqfz3VaaaPPZrvOQn88IQgBDK5sstr5Rtm1Wbq9Z2m5cU97l 02LX9co1GEGIReTatCmH4ua7qNTR69VM0x0tM8t5iQDQpNzZsX VU25e4nmNdt2OUafM5x3Z6uG4NgCGVOzJtOzF2tLpcH7U1X7T5 3PV5ADCt8lpabQfo9YyMSc0XbfLk2OlVXAcVi8a1aVPeZcCGtb XR06iadnhsQ0FPR7CFkvMRAQzNdnDyemZSM9m+4MudGDtq06Su acNtIwF4KNczbaNnTLkTY+uzpnWSbaPpATT7O6cVABhaeXpn3S ibkl4svemyG9bM0et82YEz7myHRTW3pk3dbdhKetSm7kJ4et61/dn+jYULgIfyYnXWLJ6k3ACwL39lo2h0R4fbRgLwVK5vJq1r9Ho 1uu1mTZzy1Ki8rmsbwQMAfUzTtDHldpaNglZ2oF/vomc1JjW1gf00t6ZNXRNGlQul7iBZY0ZPoWLoGgBPZdPGvuAn0 R0eXUeVTR1bP+oOEQAMrVwndRmV3HbtCGv6lK/HCEEA3tr2D+uU226276jschr55/ZnTkvHMnBt2pTDbCedV2jKUwbs4sTKfs7wWwDzoheqm9RksXVc +XhdV1kTx5o1DL8FMC/lzR667PDYqZ358XUXVbd/Y4QggHnRU8onjYjRbTdl22a2LdaliQ0sir1z8oBsoSgXmqbzCr Py+hFcVBjAIiiPOrddAM9o04adGgD7TXd4Jh1V7noTCQCYBz3b YtJ6SW8iAUTg2rQx5Q6Pnffc1h3VkTl2HmKOHdVhCC6AeSubyR YbJdNEL4BXrsMsk0bqAMDQbNup3OGxkTdtI/3KU9vtz+U6rG7kDQB404sG60jmkl2SIz/O1n26LcYBNSwj96ZNeV5h3ompa77okaC6cBtJAPNmOzflBetsA 6Dubnh2ZKfc2alLl9NEAWBousPT1Hwprx3RlEmjpgFgaNZoKZv Ptj1V13yx7bPycXWZNGoaWETuTRujt+i2ozy2UFnzxjql5fnTF vu73mHFFkC9IB4AzIOOoLHYjottMNh1amz0jY0kLDcIrEGtGw7 273pxYgDwZs1ibSrbtlk+Wm3Xdii31WzdZaOf9Tm2o0TTBsB+K EfQWGy7ywYH2HaVbY9Zc7rc7rJ1mm2Llc+x2L8By2YuTRtrzug Xf1PaTj0AgP2iR6qbYtfjqhtNCAD7yUYDls3lpjSNJgSA/WTNZx0I0JSm0YTAsppL08bYtWzaFjRr6rCRAGCRWVNZR8/k5NGAnP4EYFFZ40ZHMpexpnPdKQcAsAhsG8suRKzrrhwbDWjXI gSimVvTJrPTDPSidpPuZAAAi8KG4dopnOV6zDYQGF0DYFlYA7p ch9lOEM0aAMvC9h3z6U8WO52TW3gjsrk3bQAAAAAAADAZTRsAA AAAAIAFRNMGAAAAAABgAdG0AQAAAAAAWEA0bQAAAAAAABYQTRs AAAAAAIAFRNMGAAAAAABgAdG0AQAAAAAAWEA0bQAAAAAAABYQT RsAAAAAAIAFRNMGAAAAAABgAf3/AbVm+k5rhKnbAAAAAElFTkSuQmCC" ></div>

<div >
<p dir="RTL" ><span ><span ><span >شكلت قيمة تداولات السعوديين في السوق الأمريكية خلال الربع الثاني من عام 2025 نحو98.6% من إجمالي التداولات في الأسواق الخارجية والبالغة196.22مليار ريال</span><span dir="LTR"><span >.</span></span></span></span></p>

<p dir="RTL" ></p>

<p dir="RTL" ><span ><span ><strong><span >والجدول التالي يوضح تفاصيل</span></strong><span ><strong>قيم تداول السعوديين بواسطة الأشخاص المرخص لهم في أسواق الأسهم الخارجية (بيعاً وشراءً)</strong><strong>خلال الربع الثاني 2025</strong></span><strong><span dir="LTR"><span >:</span></span></strong></span></span></p>

<p dir="RTL" ></p>

<table align="center" border="1" cellpadding="0" cellspacing="0" dir="rtl" width="100%">
<tbody>
<tr >
<td colspan="3" >
<p dir="RTL" ><span ><span ><span ><strong>قيم التداول بواسطة الأشخاص المرخص لهم في الأسواق الخارجية (بيعاً وشراءً)</strong></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الفترة</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><strong><span >القيمة (مليون ريال)</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><strong><span >النسبة</span></strong></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >أمريكية</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >193401</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >98.6</span></span> <span dir="LTR"><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >خليجية</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >2196</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >1.1</span></span> <span dir="LTR"><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >عربية</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >289</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >0.1</span></span> <span dir="LTR"><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >أوروبية</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >157</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >0.1</span></span> <span dir="LTR"><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >آسيوية</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >78</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >0.04 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >أخرى</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >95</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span dir="LTR"><span >0.05</span></span> <span dir="LTR"><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الإجمالي</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><strong><span dir="LTR"><span >196216</span></span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><strong><span dir="LTR"><span >% 100.0</span></span></strong></span></span></p>
</td>
</tr>
</tbody>
</table>

<p></p>

<p dir="RTL" ><span ><span ><span >وارتفعت تداولات السعوديين في أسواق الخليج خلال الربع الثاني 2025 حيث سجلت 2.2 مليار ريال وبنسبة ارتفاع 88% مقارنة بنفس الفترة من العام الماضي.</span></span></span></p>

<p dir="RTL" ></p>

<p dir="RTL" ><span ><span ><strong><span >فيما يلي جدول يوضح تفاصيل تداولات السعوديين في الأسهم الخليجية</span></strong><strong><span dir="LTR"><span >:</span></span></strong></span></span></p>

<p dir="RTL" ></p>

<table align="center" border="1" cellpadding="0" cellspacing="0" dir="rtl" width="100%">
<tbody>
<tr >
<td colspan="3" >
<p dir="RTL" ><span ><span ><strong><span >تداولات السعوديين في الأسهم الخليجية</span></strong></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الفترة</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><strong><span >القيمة (مليار ريال)</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><strong><span >التغير السنوي</span></strong></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الأول 2022</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1822</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 102 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثاني 2022</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1337</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">32</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثالث 2022</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >789</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 29 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الرابع 2022</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1204</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">34</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الأول 2023</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1118</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">39</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثاني 2023</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >963</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">28</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثالث 2023</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1189</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span dir="RTL"><span >+ 51 %</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الرابع 2023</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >753</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">37</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الأول 2024</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >855</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">23</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثاني 2024</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1169</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span dir="RTL"><span >+ 21 %</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثالث 2024</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >813</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >(%<span dir="RTL">32</span>)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الرابع 2024</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1049</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >%<span dir="RTL">39</span>+</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الأول2025</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >953</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span >%<span dir="RTL">11</span>+</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><strong><span >الربع الثاني 2025</span></strong></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >2196</span></span></span></p>
</td>
<td >
<p align="center" dir="LTR" ><span ><span ><span dir="RTL"><span >+ 88 %</span></span></span></span></p>
</td>
</tr>
</tbody>
</table>
</div>
‏

المصدر...