<p class="ckeCaption" dir="RTL" ><img src="https://argaamplus.s3.amazonaws.com/2a467d25-599e-4513-8b26-8d603db6abaf.png"><br>
علم المملكة العربية السعودية</p>

<hr>
<p dir="RTL" ><span ><span ><span ><span >ارتفعت الأصول الاحتياطية للسعودية في الخارج خلال شهر أغسطس 2023 بشكل طفيف لتصل إلى 1601.4 مليار ريال، مقارنة بشهر يوليو 2023، وذلك وفقا لما أظهرته النشرة الإحصائية الشهرية للبنك المركزي السعودي –</span><strong > ساما.</strong></span></span></span></p>

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

<p dir="RTL" ><span ><span ><span >ومقارنة بشهر أغسطس 2022، انخفضت الأصول الاحتياطية للمملكة بقيمة 114 مليار ريال وبنسبة 7%.</span></span></span></p>

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

<p dir="RTL" ><span ><span ><span >وتشمل الأصول الاحتياطية للسعودية خمسة بنود، هي استثمارات في أوراق مالية في الخارج ونقد أجنبي وودائع في الخارج والاحتياطي لدى صندوق النقد الدولي وحقوق السحب الخاصة والذهب النقدي.</span></span></span></p>

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

<p dir="RTL" ><span ><span ><span ><strong><span >ويوضح الجدول التالي قيمة الأصول الاحتياطية للسعودية في الخارج منذ بداية عام 2022:</span></strong></span></span></span></p>

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

<table align="right" border="0" cellpadding="0" cellspacing="0" dir="rtl" width="100%">
<tbody>
<tr >
<td colspan="4" >
<p dir="RTL" ><span ><span ><span ><strong><span >الأصول الاحتياطية للسعودية في الخارج</span></strong></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >الفترة</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><strong><span >القيمة (مليار ريال)</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><strong><span >التغير الشهري (مليار ريال)</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><strong><span >التغير</span></strong></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >يناير 2022</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >1675.5</span></span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >(32.1)</span></span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(</span><span dir="LTR"><span >2</span></span><span >%)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >فبراير</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >1655.7</span></span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >(19.8)</span></span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(</span><span dir="LTR"><span >1</span></span><span >%)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >مارس</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >1692.6</span></span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >36.9</span></span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >2</span></span><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >أبريل</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >1693.8</span></span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >1.2</span></span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >0.1 %</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >مايو</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1693.8</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >0.04</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >0.003 %</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >يونيو</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1750.1</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >56.3</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >3</span><span dir="LTR"><span >%</span></span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >يوليو</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1740.2</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(9.9)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(</span><span dir="LTR"><span >1</span></span><span >%)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >أغسطس</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1715.4</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(24.8)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(</span><span dir="LTR"><span >1</span></span><span >%)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >سبتمبر</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1756.2</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >+ 40.8</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >2</span></span><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >أكتوبر</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1740.5</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(15.7)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(1 %)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >نوفمبر</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1770.0</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >+ 29.5</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span dir="LTR"><span >2</span></span><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >ديسمبر</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1724.4</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(45.6)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(3 %)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >يناير 2023</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1716.2</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(8.2)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(0.5 %)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >فبراير</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1697.3</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(18.9)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(1 %)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >مارس </span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1645.0</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(52.3)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(3 %)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >ابريل</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1612.1</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(32.9)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(2 %)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >مايو</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1658.2</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >+ 46.1</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >3 %</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >يونيو</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1662.0</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >+ 3.8</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >0.2 %</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >يوليو</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1601.0</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(61.0)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(4 %)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >أغسطس</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1601.4</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >+ 0.4</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >0.02 %</span></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<p ><br>
<span ><span ><span ><strong>إجمالي الأصول الاحتياطية (مليار ريال)</strong></span></span></span></p>

<p ><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABeYAAAKzCAYAAAB 74d2UAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJc EhZcwAAEnQAABJ0Ad5mH3gAAGEqSURBVHhe7d0JnFXVnSfwgxv ighG0FVfiMmDQkEjSZARcEBcCymhUQjDpOC4QW22XcRl7NNPaw 9jaogZlNEPGNnEJLeKGUaOGICA6hmkJKIJRAW1QEZViExcYz+E VVF3qQcGtulTV+34/n//nXc49571Xdani8rvnndtq9VcCAAAAAABQiK1KjwAAAAAAQAEE8 wAAAAAAUCDBPAAAAAAAFEgwDwAAAAAABVovmK+qqgpPPPFEOOu ss0Lnzp1Dq1atQtu2bUOfPn3CjTfeGObNm1fqufmWLVsWfvWrX 6XnrH7+vn37hvvvvz/t25CVK1eGhx9+OJxyyilpXBx/9NFHh9tvvz0sWrSo1Ktu8T6306ZNCxdddFHo2LFjGhu/xssuuyzMnDkz7QcAAAAAgMbUanWNNPovf/lL+OEPfximTp1aalnf/vvvH+65555w1FFHlVo2zfvvvx8uvPDC8OCDD5Zaajv99NPDiBE jwh577FFqWSeG9n//938fbrvttlJLbT169EiBf6dOnUot68Qvc/To0eFv//Zvw0cffVRqXaddu3bhjjvuCAMHDkyBPQAAAAAANIZaM+a//PLL8MUXX4QTTjgh/O53vwuffPJJCrQ///zzMGvWrDBo0KAwd+7c8POf/3yzZs7H2e433XRTCuX79euXZq/H14z18ssvh+OPPz7t+8UvfpHeR03xfYwaNSqF8t27dw/jx49P72vVqlXhzTffTO9t8uTJYdiwYWnWf1a82HDVVVelMXF2/eLFi9Nzxsf4nmL7ddddF6ZPn14aAQAAAAAADW/r//6V0nYK4g866KAQm+ISL9tvv31q32qrrUL79u3D4YcfHl588cUU gJ922mlhv/32S/vrK4b7MTjfe++9w1133RUOPfTQNDs91l577RW6du0aJkyYEF5//fXQu3fv8Fd/9VelkSG899574Z/+6Z/CihUr0sz2Y445Jr2vOHbXXXcN3/ve98K//du/hT/84Q+hV69e4YADDiiNXHPB4Ze//GV47LHHwjXXXBMuvvji0KZNm7SvdevW4a//+q/D8uXL0xI5u+++ezjyyCPTcwMAAAAAQEOrlT7HUP6MM85IYXVd4 pruX/va10p/2nSTJk1Ka7nH0P3AAw8sta4Tl6A57rjjUp9XXnml1LrGjBkzwr PPPpuWq+nWrVupdZ0Y7Pfv3z8sWbIkTJkypdZ68XH5nIkTJ4YO HTqktey32Wab0p414p8HDBiQ9seZ+x9//HFpDwAAAAAANKxNmhYel4z585//nG7aWnNGen189tlnacZ89K1vfStst912abumeEHgG9/4Rtp+9dVX00z3ajGYj7p06ZIuEGTFmfOHHXZY2p49e3ZYunRp2 o4WLFiQXjuOLTfLf5999kkXBuLXOH/+/FIrAAAAAAA0rHoF83Ed9scffzycd955KRSPy8HE2eWbIq4v/+GHH6btcjPyo5122ik9Lly4MI2JYkAf/xzFseVuzrrDDjukxxjEf/rpp2k7ijd7jW1xbHa2fLW4L9Ybb7yRlvQBAAAAAIDGsMFg/vrrr08heFy+5qc//Wk49dRTw+9///u0BvumijPmP/jgg7QdZ6eX07Fjx/T4zjvvpPXkozg2huvRhta132233dI69THEr+4f1Xzd6nXzs2Ko X/O1AQAAAACgMdR7KZsYdI8ZMyY88cQTYdmyZaVWAAAAAABgU2ww mI9L1sSbqH7++edpjfZDDz00nH/++eGKK64QzgMAAAAAwGZotTom7/UUl4Q599xzw2OPPRYeeuihtLRNfS1atCgMHjw4PP3002HSpEmh R48epT21TZ48OfTs2TOccMIJ4b777gvt27dPS9pccskl4a677g r33ntvep66xIsHAwcOTNujR49ON3ON4vOceeaZYciQIeGWW24J bdq0Se011fc1NmbJkiWlLQAAAAAACGHnnXcuba1R76Vsor/6q78K3/nOd9L2n//85zSbvr7iTVerXzyG9OXMmTMnPe67775rA/Stt9567Y1dq9eLr0u8uey0adPC7rvvHtq1a1dqXfdFx9eN69XX Zfny5bVeuwhLly5NBQAAAABA5dikGfNRvCHstddem5a0ufnmm8 veTDUrBuJXXXVVmrF+zz33hJ/85CelPbXFGetDhw5Ns9dvuOGGsN1226X2OO7SSy8NP//5z1PFm9JmPfPMM+H4448Pp512Whg1alTYZZddUvvUqVPDSSedF Lp06RLuv//+FNxnzZ8/P82Sj7PuH3/88dCtW7fSnsZTPbs+e7UEAAAAAICWa5NmzMdw/eOPP07b++yzT71D+SgG7NVLy7zyyit1zlxfuXJleO2119J27Fs dykdxffvo1VdfDVVVVWm7pnh9Yfr06Wn74IMPDjvttFPajjp06 JCeL46dN29eqbW2d999N4XysV/sDwAAAAAAjaFWMP9//s//Ca+//nrpT+uL+5566qk0w/uv//qvS631F9eOP+SQQ9Jz1PU6MRiPs95jn9i3phjM9+nTJ61R/9JLL5Va14kz3seNG5fe27HHHpuWv6m2xx57hF69eoUFCxaEsWP Hhi+++KK0Z43450cffTTtj/1ifwAAAAAAaAy1gvl///d/T4H7hRdemNaQr57Vvnjx4rS8S1x+ZubMmeHHP/5x+N73vpf21RRvoBqXoYnLzBx33HEp6K7poIMOCt///vfTc1x99dUpiF+1alWqP/3pT+Hyyy9P+2Kf2LemPffcM/Tv3z8t/xKX0pkyZUoK1ONM+bfeeiuNHT9+fDjxxBPD4YcfXhq1RgzpTz7 55LD//vuHESNGhLvvvjssW7Ys7Yuz72+99dbUHvfHfjVDfQAAAAAAaEi 11pj/n//zf6bAfENiKB/Xlq9rnfa5c+eGH/3oR+GFF15IfeI68dm14N9///0wZMiQNEO9LqeffnoKyeuatR7D9CuuuCKMHDmy1FJbjx49wq9+ 9au1S+bUFL/MBx54IF04qF7bvaZ4s9g77rgjDBw4sM716xuDNeYBAAAAACpPr WA+zlyPs9jjcjHPPfdcCtg/+uijNJP86KOPTjdHPfLII0Pr1q1LI2p7/vnnw1FHHZWWonnwwQfTzVbrEgP2X//612H06NFhwoQJKZiOoXoM/QcMGBB23HHHUs/1xXXo45I18eaukydPTuF2fM14w9dBgwaF9u3bl3quL36p8ZMAM fh/9tln04WEGOL369cvnHPOOaFz586FhfKRYB4AAAAAoPLUCubzuu WWW8Kll14aLrroonDjjTeWDfBZQzAPAAAAAFB5aq0xn8fy5cvD a6+9lkLmuE67UB4AAAAAANbXYMH8woULUzDfp0+f9W6+CgAAAA AArNFgwfzs2bPTmvRxvfZdd9211AoAAAAAANTUYMH8jBkzQvfu 3UPv3r1LLQAAAAAAQFaD3vyVTePmrwAAAAAAlafBZswDAAAAAA AbJ5gHAAAAAIACCeYBAAAAAKBAgnkAAAAAACiQYB4AAAAAAAok mAcAAAAAgAIJ5gEAAAAAoECCeQAAAAAAKJBgHgAAAAAACiSYBw AAAACAAgnmAQAAAACgQIJ5AAAAAAAokGAeAAAAAAAKJJgHAAAA AIACCeYBAAAAAKBAgnkAAAAAACiQYB4AAAAAAAokmAcAAAAAgA IJ5gEAAAAAoECCeQAAAAAAKJBgHgAAAAAACiSYBwAAAACAAgnm AQAAAACgQIJ5AAAAAAAokGAeAAAAAAAKJJgHAAAAAIACCeYBAA AAAKBAgnkAAAAAACiQYB4AAAAAAArUavVXStsUbMmSJelx5513 To8AAACsr2pkr9LWGm3Pn1jaAgBonsyYBwAAAACAApkxvwWZMQ 8AALBx2RnzWWbQAwDNjRnzAAAAAABQIDPmtyAz5gEAgEpQbo34 +s6E39x+G2sHANhSzJgHAAAAAIACCeYBAABoEHFmes0CAKBugn kAAAAAACiQYB4AAAAAAAokmAcAAAAAgAIJ5gEAANgszXVN+XLv u1w7AEBDE8wDAAAAAECBBPMAAAAAAFAgwTwAAAAAABRIMA8AAA AAAAUSzAMAAAAAQIEE8wAAABWqamSvWlUt254tAADyEcwDAAAA AECBBPMAAAAtnBnvAABNi2AeAAAAAAAKJJgHAAAAAIACCeYBAA AAAKBAgnkAAIAWxpryAABNm2AeAAAAAAAKJJgHAAAAAIACCeYB AAAAAKBAgnkAAACog7X6AYDGIpgHAAAAAIACCeYBAAAAAKBAgn kAAAAAACiQYB4AAAAAAAokmAcAAAAAgAIJ5gEAAAAAoECCeQAA AAAAKJBgHgAAoJmqGtmrVgEA0DwI5gEAAAAAoECCeQAAgGbCDH kAgJZBMA8AAAAAAAUSzAMAAMAm8MkFACAvwTwAAAAAABRIMA8A AAAAAAUSzAMAAAAAQIEE8wAAAE2MNcwBAFo2wTwAAAAAABRIMA 8AALCFmBkPAFCZBPMAAAAAAFAgwTwAAAA0AJ+AAADqSzAPAAAA AAAFEswDAAAUxIxqAAAiwTwAAAAAABRIMA8AAAAAAAVaL5j/4IMPwv333x8GDhwYOnbsGFq1ahXat28fzjjjjPDUU0+FlStXln punuuvvz4958Zq6NChYcWKFaVR68TXf/jhh8Mpp5wS2rZtm/oeffTR4fbbbw+LFi0q9arb6tWrw7Rp08JFF1209mvr3LlzuOyy y8LMmTPTfgAAAAAAaEy1gvkXX3wxHHTQQWHw4MHhX//1X8PcuXNT+0cffRQefPDB0Ldv33DuueeGhQsXpvaiLVu2LFx55 ZXh1FNPDY888khYsmRJap8wYUK48MILw4ABA8KsWbNSW1YM3Ue PHh169+4dRowYsfZri/2HDx8eevbsmfYL5wEAAGgI7ikAAJRTK5j/8ssvU9g9aNCgMHHixLB8+fIUVC9dujQ89NBDoVOnTuE3v/lNCrZj3zzuvffe9Nzl6s477wxt2rQp9V4TrI8aNSrcdtttoXv3 7mH8+PHh888/D6tWrQpvvvlmes+TJ08Ow4YNC1VVVaVR60ydOjVcddVVaUycXb 948eL0nPHxpptuSu3XXXddmD59emkEAAAAAAA0vFrB/Pbbbx/GjRuXQvM4g7w6GN9xxx3TLPUYekfPPfdcePfdd9N2Ud5777303 jp06JDeR1y+ZptttknL0RxwwAEpXD/mmGPSMjcvv/xyadQa8SLCY489lmbJX3HFFWHIkCFpGZwoPl588cVpxn1czmbM mDG5LzoAAACVzUxpAAA2pFYw361bt9CvX7+w1VbrLT2fdOnSJX Tt2jW8/fbb4cMPPyy1FmPGjBnh2WefDT169EjvM2uvvfYK/fv3TzP+p0yZkmbDV3v//ffTJwBiqB+X44mBfk3xz3EZnLg/hvoff/xxaQ8AAAAAADSsuhP4jdhpp53CtttuW/pTMWIwH8WLA9Wz3WuKM+cPO+ywtD179uy0/E61BQsWpLXk49j99tuv1FrbPvvsk5bqicvizJ8/v9QKAAAADcsnKgCATQrm4yz5t956K+y+++5hl112KbU2vri0TP UNZ1u3bp1C+LrssMMO6TEG8Z9++mnajuLNa2NbHJudLV8t7ov1 xhtvhE8++aTUCgAAAAAADavewfzKlSvT+u1xqZhjjz02zTDP48 wzz0wBe6w4A75Pnz7hxhtvDPPmzSv1WOezzz5L4XpUbsZ7tNtu u6WldmKIX90/+uCDD9JjfM9xHf26xFC/Y8eOafudd95JjwAAAPVhBjQAAJuiXsF8XK/9oYceCr/85S9T8D1o0KCw9dZbl/bmF8P+eEPZK6+8Mhx55JFh7NixtdaIBwAAAACAlqJewfzzzz8f rr766rR9xRVXhM6dO6ftzXHNNdek0L1mxWB+woQJ6eatc+fODZ deemmYOnVqaQQAAAC0XD5xAQCVp9XqmIxvwJQpU8LPfvaztLZ8 DNUvueSSsuu05xWXnxkyZEgYM2ZMuP7668Pf//3fp6VuVqxYkV73rrvuCvfee28YPHhwaURt8QavAwcOTNujR49O N3ON7rvvvrR0TnzuW265JbRp0ya111Tf19iYeJGhvqpvUBtvpg sAADRfX/zLCaWtum3z06fT4+b2yzs+y+vU1lRfBwBoOXbeeefS1hobnDFf ZCgftWvXLq01H7377rtrb+Aal82pvrFr9XrxdYk3p502bVq6OW 18rmrVX/SiRYvSevV1Wb58eZgzZ07a3nfffdMjAAAAAAA0tDpnzMemuLTM 0KFDw/z588OwYcPSdmOG8tXKzW6P23GJm5///Oep4kz6rGeeeSYcf/zx4bTTTgujRo0Ku+yyS2qPy+KcdNJJoUuXLuH+++9PwX1W/DrjLPk46/7xxx8P3bp1K+1pPNWz67NXSwAAgOZlY8uPtD1/Ynrc3H55x2d5ndqa6usAAC3XejPmYyj/8MMPh5/+9Kdh4cKF4c477wznn39+IaF8fO233347bccZ8jVvMHvooYemx 1dffTVUVVWl7Zri2OnTp6ftgw8+uNbyMB06dEjL2sSx8+bNK7X WFmfox1A+9ov9AQAAAACgMdQK5r/44otwxx13pFB+++23T7PXBw0aFLbaql73iM3t9ddfD+PGjUvbP Xv2DNttt13ajmIwH5e5efrpp8NLL71Ual0nzniPY+Ps82OPPbZ WqL/HHnuEXr16hQULFoSxY8emr7Om+OdHH3007Y/9Yn8AAAAAAGgMaxP3L7/8Mi0Xc+GFF4ZvfvObacmXE088sc4lY8qJN1CNS97EMccdd1wKu mv67W9/Gy644ILwxz/+Ma33vmrVqtQex40fPz6ce+65KXQ//fTTwzHHHJP2Vdtzzz1D//790/Iv1157bVr/PgbqcaZ8XAP/8ssvT88R3/Phhx9eGrVGDOlPPvnksP/++4cRI0aEu+++Oyxbtizti7Pvb7311tQe98d+NUN9AACgcsUlR 2oWFMnfPwBoudYG8/GmqG+++Wbanjx5clpjPQbs5SoG4DFcrynemLV6OZm+ffumML2m GP7HGfkxdN9tt91SAB6fKy5b07t37/S6p5xySrjpppvCrrvuWhq1Rux3zjnnpGV1Ynh/xBFHhG233TbN5j/wwAPDAw88EHr06BGuv/769cZG8euJa+VH5513XlrqJj5nXIc+hvrxuW644YZC1pYHAAAA AKByNegaNXPnzg0vvPBCOOSQQ8IJJ5yQgu+a4g1Y43IzMVyPS8 ZU3/Q0zlQ/44wzwpNPPpkC9vjnuuy4445h+PDhYcyYMenCQPX4o446Ks14j8 vRxDXi6xLfS1yWZ+LEieHss89e+xqxf7yp7KRJk8LAgQPXe88A AAAAANCQ1gbzbdq0STd6jUvD1Keeeuqp0L59+9LoNaZOnZoe4z I2Bx10UNquqW3btqFfv35p1vzzzz+flpGJzzVnzpwwevToFLa3 bt261Ltucf8PfvCDFOJXj49L48QlcrLvJyuG7l27dg2jRo1Krx nHxnXtb7755nQxQSgPAAAAAEBja7AZ88uXLw+vvfZamsUe12nf WMAOAADQVNR3Le/69gMAgA1psGB+4cKFKZjv06fPejdfBQAAAAAA1miwYH727Nlpf fm4VE1dN18FAAAANp9PbABAy9FgwfyMGTNC9+7dQ+/evUstAAAAAABAVoMF85dcckl48cUXw9e//vVSCwAAAAAAkNVgwTwAAAAAALBxgnkAAABoxqw9DwDNj2AeAAA AAAAKJJgHAAAAAIACCeYBAAAAAKBAgnkAAAAAACiQYB4AAAAAA AokmAcAACpG1chetQoAALYEwTwAAAAAABRIMA8AAAAAAAUSzAM AAAAAQIEE8wAAQItlTXkqmb//ANB0CeYBAAAAAKBAgnkAAAAAACiQYB4AAAAAAAokmAcAAAAAgA IJ5gEAAAAAoECCeQAAAAAAKJBgHgAAAAAACiSYBwAAAACAAgnm AQAAAACgQIJ5AAAAAAAokGAeAAAAAAAKJJgHAACavaqRvWoVAA A0ZYJ5AAAAAAAokGAeAAAAAAAKJJgHAAAAAIACCeYBAACgArgX AwA0HYJ5AAAAAAAokGAeAABodsz8BQCgORPMAwAAAABAgQTzAA AAAABQIME8AAAAAAAUSDAPAAAAAAAFEswDAAAAAECBBPMAAECT VTWyV60CAICWQDAPAAAAAAAFEswDAABABfPJFAAonmAeAAAAAA AKJJgHAAC2ODN2AQCoJIJ5AAAAAAAokGAeAAAAAAAKJJgHAAAA AIACCeYBAAAAAKBAgnkAAAAAACiQYB4AAChc1chetQpoOvx8Ak DjE8wDAAAAAECBBPMAAAAAAFAgwTwAAAAAABRIMA8AAABslLXn AaDhCOYBAAAAAKBAgnkAAAAAACiQYB4AAAAAAAokmAcAAAAAgA IJ5gEAAAAAoECCeQAAoNFUjexVq4CWJ/tzni0AYH2CeQAAAAAAKJBgHgAAAAAACiSYBwAAAACAAgnmAQAA AACgQIJ5AAAAAAAokGAeAAAAAAAKJJgHAAAAAIACCeYBAIAGUz WyV60CqOb3AwCsI5gHAAAAAIACCeYBAAAAAKBAgnkAAAAAACiQ YB4AANhk1ooG8vJ7BIBKJpgHAAAAAIACCeYBAACAJsNMegAqgW AeAAAAAAAKJJgHAAAAAIACCeYBAAAAAKBAgnkAAAAAACiQYB4A AAAAAAokmAcAAACavKqRvWoVADRngnkAAAAAACiQYB4AACjLDF UAAGh4gnkAAAAAACiQYB4AAAAAAAq0XjD/wQcfhPvvvz8MHDgwdOzYMbRq1Sq0b98+nHHGGeGpp54KK1euLP XcfMuWLQu/+tWvQp8+fdLzt23bNvTt2ze9bty3IfH1H3744XDKKaekcXH80U cfHW6//fawaNGiUq+6rV69OkybNi1cdNFFa7+2zp07h8suuyzMnDkz7Qc AAAAAgMZUK5h/8cUXw0EHHRQGDx4c/vVf/zXMnTs3tX/00UfhwQcfTOH5ueeeGxYuXJjaN8f7778fzjrrrHDOOeeE5557L rUtWbIkhf7xdeO+2KcuMbS/8sorw6mnnhoeeeSRNC6aMGFCuPDCC8OAAQPCrFmzUltWDN1Hjx 4devfuHUaMGLH2a4v9hw8fHnr27Jn2C+cBAAAAAGhMtYL5L7/8MoXdgwYNChMnTgzLly9PQfXSpUvDQw89FDp16hR+85vfpGA79 t1Ucbb7TTfdlEL+fv36pdnr8Xlivfzyy+H4449P+37xi1+EL77 4ojRqjfg+Ro0aFW677bbQvXv3MH78+PD555+HVatWhTfffDO95 8mTJ4dhw4aFqqqq0qh1pk6dGq666qo0Js6uX7x4cXrO+BjfU2y/7rrrwvTp00sjAAAAAACg4dUK5rfffvswbty4cO+996YZ5G3atE ntO+64Y5qlHkPvKM50f/fdd9P2pvjLX/4Sfve734WuXbumMPyb3/xm2GqrrVJ95zvfSW2HHHJIWqomO/P9vffeS++tQ4cO6X3E5Wu22WabtBzNAQcckMYec8wxaWwM+WuK wf9jjz2WZslfccUVYciQIWkZnCg+XnzxxWnGfVzOZsyYMZt10Q EAAFqCqpG9ahVAU+X3FQDNWa1gvlu3bmkmewzK69KlS5cUqr/99tvhww8/LLXW36RJk1L4HZeTOfDAA0ut68QZ+ccdd1zq88orr5Ra15gxY0 Z49tlnQ48ePdL7zNprr71C//7904z/KVOm1FqSJi6NEz8BEEP9uBxPDPRrin+Oy+DE/THU//jjj0t7AAAAAACgYdWdwG/ETjvtFLbddtvSn+rns88+WzsL/lvf+lbYbrvt0nZNrVu3Dt/4xjfS9quvvlpr5noM5qN4caB6tntNceb8YYcdlrZnz56dlt+pt mDBgvTacex+++1Xaq1tn332SRcG4rI48+fPL7UCAAAAAEDD2qR gPs6Sf+utt8Luu+8edtlll1Jr/cT15atn2ccAvpwY+kfxBrNxTBQD+uobzsaxMYSvyw477JAeYxD/6aefpu0o3rw2tsWx2dny1eK+WG+88Ub45JNPSq0AAAAAANCw6h 3Mx5A8rt8el4o59thj0wzzTRFnzH/wwQdpe0NjO3bsmB7feeedsGLFirQdx8ZwPSo34z3abbfd0lI7M cSv7h/VfN24jn5dYqhf87UBAAAAAKAx1CuYj+u1P/TQQ+GXv/xlCr4HDRoUtt5669JeAAAAAACgvuoVzD///PPh6quvTttXXHFF6Ny5c9oGAAAAaEqqRvbaYAFAU9BqdZwOvwF TpkwJP/vZz9La8tdcc0245JJLyq7TviGLFi0KgwcPDk8//XSYNGlS6NGjR2lPbZMnTw49e/YMJ5xwQrjvvvtC+/bt05I28XXvuuuucO+996bnqUu8wevAgQPT9ujRo9PNXKP4PGee eWYYMmRIuOWWW0KbNm1Se031fY2NiUv91Ff1DWqr19UHAIAt7Y t/OaG0Vbdtfvp0esz2K9eelbdfS3udrC39frxO036drC39fpr76w BAkXbeeefS1hobnDHfUKF8FMdVv3gM6cuZM2dOetx3333XBuhx 2ZzqG7tWrxdfl3hz2WnTpqWb07Zr167Uuu6Ljq8b16uvy/Lly2u9NgAAtGQxuKpZAABAceqcMR+bJkyYEIYOHRrmz58fhg0b lrY3N5SPYiB+1VVXpRnr99xzT/jJT35S2lNbnLEeXyteBLjhhhvCdtttl9rjuEsvvTT8/Oc/T9WqVavUXtMzzzwTjj/++HDaaaeFUaNGhV122SW1T506NZx00kmhS5cu4f7770/BfVb8OuMs+Tjr/vHHHw/dunUr7Wk81bPrs1dLAACgsWWXc2h7/sT0uLFlHsr1yzs+q1JeJ2tLvx+v07RfJ2tLv5/m/joAsCWtN2M+hvIPP/xw+OlPfxoWLlwY7rzzznD++efnCuWjGLBXLy3zyiuv1DlzfeXK leG1115L27FvdSgfHXrooenx1VdfDVVVVWm7pvi+p0+fnrYPPv jgWsvDdOjQIT1fHDtv3rxSa23vvvtuCuVjv9gfAAAAAAAaQ61g/osvvgh33HFHCuW33377tDb7oEGDwlZb1esesRsV144/5JBDwlNPPRVef/31Uus6MRiPs95jn9i3phjM9+nTJ61R/9JLL5Va14kz3seNG5dmnx977LFp+Ztqe+yxR+jVq1dYsGBBGDt 2bPo6a4p/fvTRR9P+2C/2BwAAAACAxrA2cf/yyy/TcjEXXnhh+OY3v5mWfDnxxBPrXDKmnHgD1bgMTRxz3HHHpaC7p oMOOih8//vfDzNnzgxXX311CuJXrVqV6k9/+lO4/PLL077YJ/atac899wz9+/dPy79ce+21af37GKjHmfJxDfw4dvz48ek9H3744aVRa8SQ/uSTTw77779/GDFiRLj77rvDsmXL0r44+/7WW29N7XF/7Fcz1AcAgJYgLu1QswAAgC1nbTAfl5Z588030/bkyZPTGusxYC9XMQDP3sQ13pi1ejmZvn37pjC9ptatW6cAfcCA AeGJJ54InTt3TiF4rO9+97vh97//fTj99NNTn9i3pvia55xzTlpWJ86YP+KII8K2226bZvMfeOCB4Y EHHgg9evQI119/fdh1111Lo9aJX09cKz8677zz0lI38TnjOvTx9eJzxTXti1hbHg AAAACAytUwa9SUzJ07N7zwwgtpKZoTTjghBd9ZcZmYuETOyJEj w1FHHZXa4vIzMeiP7XE2e7mlZHbccccwfPjwMGbMmNS/+qap8XnijPe4HE31OvZZ8b3EZXkmTpwYzj777DQ7Por9401lJ0 2aFAYOHFjnewYAgObCzHgAAGj61gbzbdq0STd6jUvD1KfiOvHt 27cvjV5j6tSp6TEuY5NdiqamGLD/7Gc/C3/84x/Tc8XlZJ588snwox/9KO3bkDiT/gc/+EHqH8fF8fF5LrjggvXeT1YM3bt27RpGjRoV5syZk8bGte5vvv nmdDFBKA8AAAAAQGNrsBnzy5cvD6+99lqaxR7Xac8uRQMAAADQ VPiEEQBbUoMF8wsXLkzBfJ8+fda7+SoAAAAAALBGgwXzs2fPTu vL9+vXr86brwIAAAAAAA0YzM+YMSN079499O7du9QCAAAAAABk NVgwf8kll4QXX3wxfP3rXy+1AAAAAAAAWQ0WzAMAAAAAABsnmA cAAACAzVA1sletAqgvwTwAAAAAABRIMA8AAABQYgY0efj7A9SX YB4AAAAAAAokmAcAgGbIjDwAAGi+BPMAAAAAAFAgwTwAAABAGT 6h1Lgq9ftbqV83sI5gHgAAAAAACiSYBwCAZsDMOgCagvr+e1Tf fuXkHd/Qmtr7AZo/wTwAAAAAABRIMA8AAE2IGXkANCdF/btV7nXKtTc1zeV9AsURzAMAAAAAQIEE8wAAAACbqL4zoOvbr1L 4fmxYfb8/Dd0PKJ5gHgAAAAAACiSYBwAAAMjJzOSWobkfx/q+//r2AxqPYB4AAAAAAAokmAcAAABoYSp9RnSlf/1A0yeYBwAAAACAAgnmAQAAAAqSdyZ3ufHl2rMauh8Am0cwDwAA AAAABRLMAwDAFmRGIgA0Pv/eAk2NYB4AAAAAAAokmAcAAADYwrb0jO4t/frUzXGBlkswDwAAAAAABRLMAwAAADRRZkw3Lt9fYEsRzAMAAAA AQIEE8wAAAAAAUCDBPAAAAAAAFEgwDwAAAAAABRLMAwAAAABAg QTzAABQgKqRvWoVAABQuQTzAAAAAABQIME8AAAAAAAUSDAPAAA AAAAFEswDAAAAQAVzLxyaopb+91IwDwAAAAAABRLMAwBAI2jpM 3wAAIDNJ5gHAAAAAIACCeYBAAAAAKiXvJ8MzTu+pRDMAwAAAAB AgQTzAAAAAAAFq+/M8fr229Lyvs+845sbwTwAAAAAABRIMA8AAAAAAAUSzAMAAAAAQ IEE8wAAAAAANAstZS16wTwAAAAAABRIMA8AAAAANHktZaZ0pSn quBX1Og1FMA8AAAAAAAUSzAMAAAAANJLGmsndWM9LMQTzAAAAA ABQIME8AADUQ7kZSeXaAQCorbHOmxrreVu67PctW9XKtTd1Tf1 9C+YBAAAAAKBAgnkAAAAAYD3lZhyXa28qNvX9bWr/xtbU3g+NQzAPAAAAAAAFEswDAGSYoQIAAPVX7vy5XHtWuX7l2q mb71fzIpgHAAAAAIACCeYBgIplRgkb4u8HAAAb4nyRPATzAAAA AABQIME8AEA9mREDAADNV1Hn80W9Tn01tffTXJT7vpVr31SCeQ AAAAAAKJBgHgCAitZQM14AAGgZnB+2bE3l+ArmAQAAAACgQIJ5 AKBiNPTMiIZ+PgAAoOly/k9DEswDAAAAAECBBPMAAFQUM50AAIAtTTAPAAAAAAAFEswDAAA AAECBBPMAAAAAAFAgwTwAAAAAABVpS92DSjAPAAAAAAAFEswDA DSwLTXjgtocBwAAoLGV+39HufZqgnkAAAAAACiQYB4AgGZtYzN RAAAAmhrBPAAAAAAAFEgwDwC0OGZQtwzljmO5dgAAgOZCMA8AA AAAAAUSzAMA0CCyM9mzVW1T2wEAAFoawTwAAAAAABRIMA8A0Mj MBAcAAKAmwTwAAAAAABRIMA8AwCbxCQAAAIB8NhrMjx07NrRq1 Srcd999pZZ8rr/++vR8G6uhQ4eGFStWlEats3LlyvDwww+HU045JbRt2zb1Pfroo 8Ptt98eFi1aVOpVt9WrV4dp06aFiy66KHTs2DGN7dy5c7jsssv CzJkz034AAAAAAGhMdQbzMaD++OOPw+OPPx6uu+66UuuWt2zZs nDllVeGU089NTzyyCNhyZIlqX3ChAnhwgsvDAMGDAizZs1KbVn xaxo9enTo3bt3GDFiRJg7d25qj/2HDx8eevbsmfYL5wEAAAAAaEzrBfNxZvxWW20V2rVrF04++eQ0 w7wx3HvvvSkEL1d33nlnaNOmTan3mmB91KhR4bbbbgvdu3cP48 ePD59//nlYtWpVePPNN8OgQYPC5MmTw7Bhw0JVVVVp1DpTp04NV111VRo TZ9cvXrw4PWd8vOmmm1J7vAgxffr00ggAAAAAAGh4zWaN+ffee y+MGzcudOjQIYXvcfmabbbZJi1Hc8ABB6Rw/ZhjjknL3Lz88sulUWt8+eWX4bHHHkuz5K+44oowZMiQtAxOFB8 vvvjiNOM+LmczZsyY1B8AgDWsKQ8AANCw1gvmBw8evHbW+vLly 1OI3RTMmDEjPPvss6FHjx6hW7dupdZ19tprr9C/f/+0vM2UKVPS+6/2/vvvh4kTJ6ZQv2/fvinQryn+OS6DE/fHUD8u4wMAAAAAAI2h2cyYj8F81KVLl7Wz3WuKM+cPO+ywtD17 9uywdOnStB0tWLAgrSUfx+63336l1tr22Wef0KlTp7Qszvz580 utAEBzYEY3AAAAzUmzCObj0jILFy5M261bt04hfF122GGH9BiD +E8//TRtRx999FFqi2Ozs+WrxX2x3njjjfDJJ5+UWgEAAAAAoGFtsWD +zDPPTAF7rDgDvk+fPuHGG28M8+bNK/VY57PPPkvhelRuxnu02267ha5du6YQv7p/9MEHH6THOCt+++23T9tZMdTv2LFj2n7nnXfSIwBAYzLTHwAAoD I1iRnzcV345557Llx55ZXhyCOPDGPHjq21RjwAAAAAALQUhQfz 11xzzdqby1ZXDOYnTJiQbt46d+7ccOmll4apU6eWRgAAVAYz6A EAACpDk5gxv9NOO6WZ8vfcc0847bTTUjj/1FNPNctZ8/EiQ30r3qA2Vl37lFJKKVX/ivej2VDl7Zd3fLY2td+WrrreW83K2y/v+GyV65d3fLbK9cs7Plt5++Udn61y/fKOz1a5fnnHZ6tcv7zjs5W3X97x2SrXL+/4bJXrl3d8tsr1yzs+W+X65R2frbz98o7PVrl+ecdnq1y/vOOzVa5f3vHZytsv7/hsleuXd3y2yvXLOz5b5frlHZ+tcv3yjs9W3n55x2erXL+847NV rl/e8dkq1y/v+Gzl7Zd3fLbK9cs7Plvl+uUdn61y/fKOz1a5fnnHZzWpm7+2a9curTUfvfvuu2tv4Lr11luvvbFr9Xr xdfnwww/DtGnTwu67756eq9rOO++cHhctWpTWq6/L8uXLw5w5c9L2vvvumx4BAAAAAKChNalgPoqz57O22267tWH54 sWLy86kj+F69LWvfS2Nqbb33nuHDh06hE8++aRsML9y5cpUsd+ OO+5Yat108SJAfSt+rbHq2qeUUkqp+le8iL+hytsv7/hsbWq/LV11vbealbdf3vHZKtcv7/hsleuXd3y28vbLOz5b5frlHZ+tcv3yjs9WuX55x2crb7+847NV rl/e8dkq1y/v+GyV65d3fLbK9cs7Plt5++Udn61y/fKOz1a5fnnHZ6tcv7zjs5W3X97x2SrXL+/4bJXrl3d8tsr1yzs+W+X65R2frbz98o7PVrl+ecdnq1y/vOOzVa5f3vHZytsv7/hsleuXd3y2yvXLOz5b5frlHZ+tcv3yjs9qUsF8DNzffvvttB1n yNd8w4ceemh6fPXVV0NVVVXarimOnT59eto++OCDawX8MWzv1K lTGjtv3rxSa21xhv6sWbNSv9gfAAAAAAAaQ5MK5l9//fUwbty4tN2zZ89as95jMB+XuXn66afDSy+9VGpdZ/78+WlsvBpx7LHH1gr199hjj9CrV6+wYMGCMHbs2PDFF1+U9qwR//zoo4+m/bFf7A8AAAAAAI2hQYP5FStWhKFDh4ZWrVqF4447LgXdNf32t78 NF1xwQfjjH/+Y1ntftWpVao/jxo8fH84999wUup9++unhmGOOSfuq7bnnnqF///5p4fxrr702TJkyJQXqcab8W2+9FS6//PL0HCeeeGI4/PDDS6PWiCH9ySefHPbff/8wYsSIcPfdd4dly5alfXH2/a233pra4/7Yr66PFgAAbClVI3vVqrzKPV+5dgAAABrWesH8fffdl4L1WHE5 mbvuuiu1n3nmmWvbY/gdg/WseGPW6uVk+vbtm8L0muLdZ++4444Uuu+2224pAK9+nd69e4fJ kyeHU045Jdx0001h1113LY1aI/Y755xzwvnnn5/C+yOOOCJsu+22YauttgoHHnhgeOCBB0KPHj3C9ddfv97YqFu3b mHYsGFp+7zzzktL3cTn3GWXXVKoH5/rhhtuSP0AAAAAAKCxNOiM+blz54YXXnghHHLIIeGEE05IwXdNJ 510UlpuJobrccmYuOxMFGeqn3HGGeHJJ59MAXv8c13iTVmHDx8 exowZky4OVI8/6qij0oz3uBxNXCO+LvG9DBo0KEycODGcffbZa18j9r/00kvDpEmTwsCBA9d7zwAAAAAA0JDWC+YHDx6clofZUD311FOhf fv2pRHrTJ06NT3GZWwOOuigtF1T27ZtQ79+/dKs+eeffz4tIxOfb86cOWH06NEpbG/dunWpd93i/h/84AcpxK8eH5fGiUvk1PWeaoqhe9euXcOoUaPSa8axcV37m2++O V1MEMoDAAAAANDYGmzG/PLly8Nrr72WZrHHddo3FrADAAAAAEAlarBgfuHChSmY79Onz3o 3XwUAAAAAANZosGB+9uzZaX35uFRNXTdfBQCgYVWN7LXBqlauH QAAgC2jwYL5GTNmhO7du4fevXuXWgAAAAAAgKwGC+YvueSS8OK LL4avf/3rpRYAAAAAACCrwYJ5AAAAAABg4wTzAECzYa10AAAAWgLBPAAA AAAAFEgwDwAAAAAABRLMAwAAAABAgQTzAAAAAABQIME8AAAAAA AUSDAPAAAAAAAFEswDAAAAAECBBPMAAAAAAFAgwTwAAAAAABRI MA8AAAAAAAUSzAMAAAAAQIEE8wBAk1M1sletAgAAgJZEMA8AAA AAAAUSzAMAAAAAQIEE8wAAAAAAUCDBPAAAAAAAFEgwDwAAAAAA BRLMAwAAAABAgQTzAAAAAABQIME8ALDFVY3sVasAAACgJRPMAw AAAABAgQTzAAAAAABQIME8AAAAAAAUSDAPABTGWvIAAAAgmAcA AAAAgEIJ5gEAAAAAoECCeQAAAAAAKJBgHgAAAAAACiSYBwAAAA CAAgnmAQAAAACgQIJ5AAAAAAAokGAeAAAAAAAKJJgHAAAAAIAC CeYBAAAAAKBAgnkAAAAAACiQYB4AaDRVI3vVKgAAAEAwDwAAAA AAhRLMAwAAAABAgQTzAAAAAABQIME8AAAAAAAUSDAPAAAAAAAF EswDAAAAAECBBPMAAAAAAFAgwTwAkFvVyF61CgAAAChPMA8AAA AAAAUSzAMAAAAAQIEE8wAAAAAAUCDBPAAAAAAAFEgwDwAAAAAA BRLMAwAAAABAgQTzAAAAAABQIME8AAAAAAAUSDAPAAAAAAAFEs wDAAAAAECBBPMAAAAAAFAgwTwAAAAAABRIMA8AAAAAAAUSzAMA 9VY1sletAgAAADadYB4AAAAAAAokmAcAAAAAgAIJ5gEAAAAAoE CCeQAAAAAAKJBgHgAAAAAACiSYBwAAAACAAgnmAQAAAACgQIJ5 AAAAAAAokGAeAAAAAAAKJJgHAAAAAIACCeYBAAAAAKBAgnkAAA AAACiQYB4AAAAAAAokmAcAyqoa2atWAQAAAPkJ5gEAAAAAoECC eQAAAAAAKJBgHgAAAAAACiSYBwAAAACAAgnmAQAAAACgQIJ5AA AAAAAo0EaD+bFjx4ZWrVqF++67r9SS37Jly8KvfvWr0KdPn/Tcbdu2DX379g33339/2rchK1euDA8//HA45ZRT0rg4/uijjw633357WLRoUalX3VavXh2mTZsWLrrootCxY8c0tnPnzuG yyy4LM2fOTPsBAAAAAKAx1RnMx4D6448/Do8//ni47rrrSq0N4/333w9nnXVWOOecc8Jzzz2X2pYsWRKeeuqpMHjw4LQv9qlLDO2v vPLKcOqpp4ZHHnkkjYsmTJgQLrzwwjBgwIAwa9as1JYVv6bRo0 eH3r17hxEjRoS5c+em9th/+PDhoWfPnmm/cB4AAAAAgMa0XjAfZ8ZvtdVWoV27duHkk09OM8wbSpztftNNN4 UHH3ww9OvXLz33l19+merll18Oxx9/fNr3i1/8InzxxRelUWvEwHzUqFHhtttuC927dw/jx48Pn3/+eVi1alV48803w6BBg8LkyZPDsGHDQlVVVWnUOlOnTg1XXXVVG hNn1y9evDg9Z3yM7ym2x4sQ06dPL40AAAAAAICGV+ga83/5y1/C7373u9C1a9cUhn/zm99MFwFifec730lthxxySFqqJjvz/b333gvjxo0LHTp0SOF7XL5mm222ScvRHHDAAWnsMccck8bGkL+ mGPw/9thjaZb8FVdcEYYMGZKWwYni48UXX5xm3MflbMaMGZP6A0AlqR rZq1YBAAAAjWe9YD4uJxNnksdavnx5CrEbyqRJk1L4HZeTOfDA A0ut63Tq1Ckcd9xxqc8rr7xSal1jxowZ4dlnnw09evQI3bp1K7 Wus9dee4X+/fun5W2mTJlSa0mauDTOxIkTU6gf17KPgX5N8c9xGZy4P4b6cRk fAAAAAABoDIXNmP/ss8/WzoL/1re+Fbbbbru0XVPr1q3DN77xjbT96quv1pq5HoP5qEuXLmtnu9 cUZ84fdthhaXv27Nlh6dKlaTtasGBBeu04dr/99iu11rbPPvukCwNxWZz58+eXWgEAAAAAoGEVFszH9eU//PDDtB0D+HJ22mmn9Lhw4cI0JooBffxzFMfGEL4uO+ywQ3qMQfy nn36atqOPPvootcWx2dny1eK+WG+88Ub45JNPSq0AAAAAANCwC p0x/8EHH6TtODu9nI4dO6bHd955J6xYsSJtx7ExXI/KzXiPdtttt7R+fQzxq/tHNV93++23T9tZMdSv+doAAAAAANAYCr35KwAAAAAAVDrBPAAA AAAAFEgw38CWLFlS74o3qI1V1z6llFKqyIr3c6lZ5dqz1Vjjs1 WuX97x2SrXL+/4bOXtl3d8tsr1yzs+W+X65R2frXL98o7PVrl+ecdnK2+/vOOzVa5f3vHZKtcv7/hsleuXd3y28vbLOz5b5frlHZ+tcv3yjs9WuX55x2erXL+847OV t1/e8dkq1y/v+GyV65d3fLbK9cs7Plt5++Udn61y/fKOz1a5fnnHZ6tcv7zjs1WuX97x2crbL+/4bJXrl3d8tsr1yzs+W+X65R2frbz98o7PVrl+ecdnq1y/vOOzVa5f3vHZKtcv7/iswoL5eNPVnXfeOW0vWrQoPdZlzpw56XHfffcNbdq0Sdtbb731 2hu7Vq8XX5d4c9lp06aF3XffPbRr167UGmq9blyvvi7Lly+v9d oAAAAAANAYCgvmY8heHXh/8skn6bEucQZ5FMP0GOZH22233dqxixcvDqtXr07bWTFcj772ta +lMdX23nvv0KFDh/S65YL5lStXpor9dtxxx1Lrpovvu7610047paprn1JKKVVkxYvg Natce7Yaa3y2yvXLOz5b5frlHZ+tvP3yjs9WuX55x2erXL+847 NVrl/e8dkq1y/v+Gzl7Zd3fLbK9cs7Plvl+uUdn61y/fKOz1befnnHZ6tcv7zjs1WuX97x2SrXL+/4bJXrl3d8tvL2yzs+W+X65R2frXL98o7PVrl+ecdnK2+/vOOzVa5f3vHZKtcv7/hsleuXd3y2yvXLOz5befvlHZ+tcv3yjs9WuX55x2erXL+847OV t1/e8dkq1y/v+GyV65d3fLbK9cs7Plvl+uUdn1VYMB+D8k6dOqXtV155pc6AP Abjr732WtqOfWuG64ceemh6fPXVV0NVVVXarimG9dOnT0/bBx98cAq8q8WwPT5fHDtv3rxSa23vvvtumDVrVuoX+wNAS1Y1s letAgAAAIpT6BrzPXv2DIccckh46qmnwuuvv15qXScG488880z qE/vWFIP5Pn36hKeffjq89NJLpdZ15s+fH8aNG5euRhx77LG1rkLs scceoVevXmHBggVh7Nix4YsvvijtWSP++dFHH037Y7/YHwAAAAAAGkODBvMrVqwIQ4cODa1atQrHHXdcCrprOuigg8L3v//9MHPmzHD11VenIH7VqlWp/vSnP4XLL7887Yt9Yt+a9txzz9C/f/+0cP61114bpkyZkgL1OFP+rbfeSmPHjx8fTjzxxHD44YeXRq0R Q/qTTz457L///mHEiBHh7rvvDsuWLUv74uz7W2+9NbXH/bFfXR8tAAAAAACAhrBeMH/fffelYD1WvOHqXXfdldrPPPPMte0x/K7rBq7xxqzVy8n07ds3hek1tW7dOgXoAwYMCE888UTo3Lnz2jV 2vvvd74bf//734fTTT099Yt+a4uuec8454fzzz08z5o844oiw7bbbhq222ioc eOCB4YEHHgg9evQI119/fdh1111Lo9bp1q1bGDZsWNo+77zz0lI38Tl32WWX9HrxuW644Y bUDwAAAAAAGkuDzpifO3dueOGFF9JSNCeccEIKvrPiMjEx/B85cmQ46qijUltcfiaG/bE9zmYvt5RMvCnr8OHDw5gxY1L/OC6KzxNnvMflaKrXsc+K72XQoEFh4sSJ4eyzz06z46PY/9JLLw2TJk0KAwcOrPM9AwAAAABAQ1kvmB88eHBaHmZDFdeIb9+ +fWnEOlOnTk2PcRmb7FI0NcWA/Wc/+1n44x//mJ4vLifz5JNPhh/96Edp34bEmfQ/+MEPUv84Lo6Pz3PBBRfU+Z5qiqF7165dw6hRo8KcOXPS2LjW/c0335wuJgjlAQAAAABobA02Y3758uXhtddeS7PY4zrt2aVoAID GUzWyV60CAAAAmq4GC+YXLlyYgvk+ffqsd/NVAAAAAABgjQYL5mfPnp3Wl+/Xr1+dN18FAIpnJj0AAAA0PQ0WzM+YMSN079499O7du9QCAAAAA ABkNVgwf8kll4QXX3wxfP3rXy+1AAAAAAAAWQ0WzAMAAAAAABs nmAcAAAAAgAIJ5gEAAAAAoECCeQBowqpG9qpVAAAAQPMnmAcAA AAAgAIJ5gEAAAAAoECCeQAAAAAAKJBgHgCaEGvKAwAAQMsnmAc AAAAAgAIJ5gFgC8g7Mz7veAAAAGDLEcwDAAAAAECBBPMAAAAAA FAgwTwAAAAAABRIMA8AAAAAAAUSzAMAAAAAQIEE8wBQgKqRvWo VAAAAULkE8wAAAAAAUCDBPAA0IDPjAQAAgI0RzAMAAAAAQIEE8 wCwGcyMBwAAADaXYB4AAAAAAAokmAcAAAAAgAIJ5gEAAAAAoEC CeQCoB2vKAwAAAA1FMA8AAAAAAAUSzANADWbGAwAAAI1NMA8AA AAAAAUSzAMAAAAAQIEE8wAAAAAAUCDBPAAAAAAAFEgwDwAAAAA ABRLMA1DRqkb2qlUAAAAAjU0wDwAAAAAABRLMAwAAAABAgQTzA AAAAABQIME8ABXBWvIAAABAUyGYBwAAAACAAgnmAQAAAACgQIJ 5AAAAAAAokGAeAAAAAAAKJJgHAAAAAIACCeYBAAAAAKBAgnkAA AAAACiQYB6AFqVqZK9aBQAAANDUCOYBAAAAAKBAgnkAAAAAACi QYB4AAAAAAAokmAcAAAAAgAIJ5gEAAAAAoECCeQCahaqRvWoVA AAAQHMlmAcAAAAAgAIJ5gEAAAAAoECCeQAAAAAAKJBgHoBmzdr zAAAAQHMjmAcAAAAAgAIJ5gFoksyEBwAAAFoqwTwAAAAAABRIM A/AFmVmPAAAAFBpBPMAAAAAAFAgwTwAAAAAABRIMA8AAAAAAAUSz AMAAAAAQIEE8wAAAAAAUCDBPAAAAAAAFEgwDwAAAAAABRLMA1C IqpG9ahUAAABApRLMAwAAAABAgQTzAAAAAABQIME8AAAAAAAUS DAPQKOwpjwAAABA3QTzAAAAAABQIME8AAAAAAAUSDAPAAAAAAA FEswDkIu15AEAAAA2jWAeAAAAAAAKJJgHAAAAAIACCeYBAAAAA KBAgnkAAAAAACiQYB4AAAAAAAokmAdgk1SN7FWrAAAAANg0hQf z119/fWjVqtVGa+jQoWHFihWlUeusXLkyPPzww+GUU04Jbdu2TX2PPv rocPvtt4dFixaVetVt9erVYdq0aeGiiy4KHTt2TGM7d+4cLrvs sjBz5sy0HwAAAAAAGlOzmjG/bNmycOWVV4ZTTz01PPLII2HJkiWpfcKECeHCCy8MAwYMCLNmzU ptWTF0Hz16dOjdu3cYMWJEmDt3bmqP/YcPHx569uyZ9gvnAQAAAABoTFssmL/33ntTCF6u7rzzztCmTZtS7zXB+qhRo8Jtt90WunfvHsaPHx8+//zzsGrVqvDmm2+GQYMGhcmTJ4dhw4aFqqqq0qh1pk6dGq666qo0 Js6uX7x4cXrO+HjTTTel9uuuuy5Mnz69NAIAAAAAABpes5kx/95774Vx48aFDh06pPA9Ll+zzTbbpOVoDjjggBSuH3PMMWmZm5d ffrk0ao0vv/wyPPbYY2mW/BVXXBGGDBmSlsGJ4uPFF1+cZtzH5WzGjBmT+gMAAAAAQGNoNsH 8jBkzwrPPPht69OgRunXrVmpdZ6+99gr9+/dPy9tMmTIlzYav9v7774eJEyemUL9v374p0K8p/jkugxP3x1D/448/Lu0BAAAAAICG1ayC+ahLly5rZ7vXFGfOH3bYYWl79uzZYenSpW k7WrBgQVpLPo7db7/9Sq217bPPPqFTp05pWZz58+eXWgEAAAAAoGE1i2A+Li2zcOHCt N26desUwtdlhx12SI8xiP/000/TdvTRRx+ltjg2O1u+WtwX64033giffPJJqRUAAAAAABrWFgvmz zzzzBSwx4oz4Pv06RNuvPHGMG/evFKPdT777LMUrkflZrxHu+22W+jatWsK8av7Rx988EF6jLPit 99++7SdFUP9jh07pu133nknPQJUsqqRvWoVAAAAAA2jScyYj+v CP/fcc+HKK68MRx55ZBg7dmytNeIBAAAAAKClKDyYv+aaa1LoXrNi MD9hwoR089a5c+eGSy+9NEydOrU0AgAAAAAAWo4mMWN+p512Sj Pl77nnnnDaaaelcP6pp55qlrPm40WG+la8QW2suvYppdSWrnh/j5pVrj1befvlHZ+tcv3yjs9WuX55x2crb7+847NVrl/e8dkq1y/v+GyV65d3fLby9ss7Plvl+uUdn61y/fKOz1a5fnnHZ6tcv7zjs5W3X97x2SrXL+/4bJXrl3d8tsr1yzs+W3n75R2frXL98o7PVrl+ecdnq1y/vOOzVa5f3vHZytsv7/hsleuXd3y2yvXLOz5b5frlHZ+tvP3yjs9WuX55x2erXL+847NV rl/e8dkq1y/v+Gzl7Zd3fLbK9cs7Plvl+uUdn61y/fKOz1befnnHZ6tcv7zjs1WuX97x2SrXL+/4bJXrl3d8VpO6+Wu7du3SWvPRu+++u/YGrltvvfXaG7tWrxdflw8//DBMmzYt7L777um5qu28887pcdGiRWm9+rosX748zJkzJ23vu++ +6REAAAAAABpakwrmozh7Pmu77bZbG5YvXry47Ez6GK5HX/va19KYanvvvXfo0KFD+OSTT8oG8ytXrkwV++24446l1k0XLwLU t+LXGquufUoptaUrXhStWeXas5W3X97x2SrXL+/4bJXrl3d8tvL2yzs+W+X65R2frXL98o7PVrl+ecdnK2+/vOOzVa5f3vHZKtcv7/hsleuXd3y2yvXLOz5befvlHZ+tcv3yjs9WuX55x2erXL+847OV t1/e8dkq1y/v+GyV65d3fLbK9cs7Plvl+uUdn628/fKOz1a5fnnHZ6tcv7zjs1WuX97x2crbL+/4bJXrl3d8tsr1yzs+W+X65R2frXL98o7PVt5+ecdnq1y/vOOzVa5f3vHZKtcv7/hs5e2Xd3y2yvXLOz5b5frlHZ+tcv3yjs9WuX55x2c1qWA+Bu5v v/122o4z5Gu+4UMPPTQ9vvrqq6Gqqipt1xTHTp8+PW0ffPDBtQL+ GLZ36tQpjZ03b16ptbY4Q3/WrFmpX+wPUCmqRvaqVQAAAAA0riYVzL/++uth3Lhxabtnz561Zr3HYD4uc/P000+Hl156qdS6zvz589PYeDXi2GOPrRXq77HHHqFXr15hwYIF YezYseGLL74o7Vkj/vnRRx9N+2O/2B8AAAAAABpDocH8b3/723DBBReEP/7xj2m991WrVqX2FStWhPHjx4dzzz03he6nn356OOaYY9K+anvu uWfo379/Wjj/2muvDVOmTEmBepwp/9Zbb4XLL788PceJJ54YDj/88NKoNWJIf/LJJ4f9998/jBgxItx9991h2bJlaV+cfX/rrbem9rg/9qvrowUAAAAAANAQCg3m491n77jjjhS677bbbikAb9WqVVq2pn fv3mHy5MnhlFNOCTfddFPYddddS6PWiP3OOeeccP7556fw/ogjjgjbbrtt2GqrrcKBBx4YHnjggdCjR49w/fXXrzc26tatWxg2bFjaPu+889JSN/E5d9lllxTqx+e64YYbUj8AAAAAAGgshQbzJ510UlpuJobrccmY uOxMFGeqn3HGGeHJJ59MAXv8c13iTVmHDx8exowZk2bGV48/6qij0oz3uBxNXCO+LjGEHzRoUJg4cWI4++yz175G7H/ppZeGSZMmhYEDB6Z+AC2ZNeUBAAAAtqxCg/m2bduGfv36pVnzzz//fFpGJi5FM2fOnDB69OgUtrdu3brUu25x/w9+8IMU4lePj0vjxCVy2rdvX+pVtxi6d+3aNYwaNSq9Zhwb17W/+eabwyGHHCKUBwAAAACg0TWpm78C0HDMjAcAAABomgTzAAAAAA BQIME8AAAAAAAUSDAPAAAAAAAFEswDAAAAAECBBPMAAAAAAFAg wTwAAAAAABRIMA8AAAAAAAUSzAM0M1Uje9WqauXaAQAAAGhaBP MAAAAAAFAgwTwAAAAAABRIMA8AAAAAAAUSzAMAAAAAQIEE8wAA AAAAUCDBPAAAAAAAFEgwDwAAAAAABRLMAzRRVSN71SoAAAAAWg bBPAAAAAAAFEgwD9BEmCEPAAAAUBkE8wAAAAAAUCDBPEAjy86E zxYAAAAAlUUwDwAAAAAABRLMAwAAAABAgQTzAAAAAABQIME8wG aqa734mgUAAAAAdRHMAwAAAABAgQTzABthJjwAAAAADUkwDwAA AAAABRLMAwAAAABAgQTzAAAAAABQIME8AAAAAAAUSDAPAAAAAA AFEswDlFSN7FWrAAAAAKAxCOYBAAAAAKBAgnmgYpkhDwAAAMCW IJgHAAAAAIACCeaBFs/MeAAAAACaEsE8AAAAAAAUSDAPAAAAAAAFEswDAAAAAECBBPNAs 1Vu7fhy7QAAAADQFAjmAQAAAACgQIJ5YIspN7M9254tAAAAAGj OBPMAAAAAAFAgwTxQGDPfAQAAAEAwDwAAAAAAhRLMA5ut3Az4c u0AAAAAgGAeAAAAAAAKJZgH6s1MeAAAAADITzAPAAAAAAAFEsw D6zEzHgAAAAAaj2AeAAAAAAAKJJiHClJuJny5dgAAAACg4QnmA QAAAACgQIJ5aEbKzWzPtmcLAAAAAGg6BPMAAAAAAFAgwfwWVvW/T6hzZnPNtrqqWn3bs1Wtrn01q1p927NVrVw7G+b7BgAAAAAtj2 AeAAAAAAAKJJhniyg3E7xce0tXqV83AAAAAFQiwTwAAAAAABRI ME+zkJ1Rnq1q5dobW7nX3dR2AAAAAKDlE8wDAAAAAECBBPO0aO Vmpm9qe1Z9+wEAAAAAZAnmAQAAAACgQIJ52AAz4wEAAACAhiaY BwAAAACAAgnmAQAAAACgQIJ5AAAAAAAokGAeAAAAAAAKJJgHAA AAAIACCeYBAAAAAKBAgnkAAAAAACiQYB4AAAAAAAokmAcAAAAA gAIJ5gEAAAAAoECCeQAAAAAAKJBgHgAAAAAACiSYBwAAAACAAg nmAQAAAACgQIJ5AAAAAAAokGAeAAAAAAAKJJgHAAAAAIACCeYB AAAAAKBAgnkAAAAAACiQYB4AAAAAAApUUcH86tWrw7Rp08JFF1 0UOnbsGFq1ahU6d+4cLrvssjBz5sy0HwAAAAAAGlPFBPMxdB89 enTo3bt3GDFiRJg7d25qnzVrVhg+fHjo2bNn2i+cBwAAAACgMV VMMD916tRw1VVXhc8//zzcfvvtYfHixSmEj4833XRTar/uuuvC9OnTSyMAAAAAAKDhVUQw/+WXX4bHHnsszZK/4oorwpAhQ0Lbtm3Tvvh48cUXhwsvvDAtZzNmzJjUHwAAAAAAGk NFBPPvv/9+mDhxYujQoUPo27dv2GabbUp71oh/HjBgQNr/8ssvh48//ri0BwAAAAAAGlZFBPMLFixIa8l36dIl7LfffqXW2vbZZ5/QqVOn8Oabb4b58+eXWgEAAAAAoGFVRDD/0UcfpXC+devW682Wrxb3xXrjjTfCJ598UmoFAAAAAICGVRHB/AcffJAe46z47bffPm1n7bDDDqFjx45p+5133kmPAAAAAADQ0Co imAcAAAAAgKZCMA8AAAAAAAVqtforpe0W67777gtnnnlmGDJkS LjllltCmzZtSnvWWbFiRbjkkkvCXXfdFe69994wePDg0p5Ns2T JktLWxi1dujS8cVvfsMN2666PbH3Kr9Ljlw+fnR7LKdcv7/gsr1Nbc3mdrC39frxOy3g/Xqdpv07Wln4/XqdlvB+v07RfJ2tLvx+v0zLej9dp2q+TtaXfj9dpGe/H6zTt18na0u/H67SM9+N1tszrfOe6/1faWqMigvnHHnssDBgwIJx22mlh1KhRYZdddintWWfRokUpjH/66afDhAkTwpFHHlnas2k2JZiP/vKXv5S2AAAAAABoib797W+XttaoiGB+6tSp4aSTTgpdunQJ999/f9h9991Le9aZP39+CuZnzZoVHn/88dCtW7fSHgAAAAAAaDgVscZ8hw4dQqdOncKrr74a5s2bV2qt7 d13302hfOwX+wMAAAAAQGOoiGB+jz32CL169QoLFiwIY8eODV9 88UVpzxrxz48++mjaH/vF/gAAAAAA0BgqIpjfeuutw8knnxz233//MGLEiHD33XeHZcuWpX1VVVXh1ltvTe1xf+wX+wMAAAAAQGOoiD Xmo/hlPvDAA2Ho0KF13qC1Xbt24Y477ggDBw4MrVq1KrUCAAAAAEDD qphgPopf6p///Oc0O/7ZZ58Nc+fOTWvK9+vXL5xzzjmhc+fOQnkAAAAAABpVRQXzAAAA AACwpVXEGvMAAAAAANBUCOYBAAAAAKBAgnkAAAAAACiQYB4AAA AAAAokmAcAAAAAgAIJ5gEAAAAAoECCeQAAAAAAKJBgHgAAAAAA CiSYBwAAAACAAgnmAQAAAACgQIJ5AAAAAAAokGAeAAAAAAAKJJ gHAAAAAIACCeYBAAAAAKBAgnkAAAAAACiQYB4AAAAAAAokmAcA AAAAgAIJ5gEAAAAAoECCeQAAAAAAKJBgHgAAAAAAClQxwfzkyZ NDq1at1quhQ4eGFStWlHo1LytXrgwPP/xwOOWUU0Lbtm3T13P00UeH22+/PSxatKjUa+M+/vjjcOqpp4YTTzxxk8Y1B477OqtWrQozZ84MN954Y+jTp8/asZ07dw5nnXVWeOaZZ9JzN2eO9zqzZs0K3/rWt9b7XtRV8fvWHDnea5T7PpSr66+/vjSyeXG8a4tjn3rqqXDGGWeE9u3bp7GHH354+Md//Mcwb968Uq/mqyUe75r+7//9v2GvvfbarJ9H523N16Ycd+dtlXW8nbdVzvEu930oV87bmqZN/XfceVvzUlVVFZ544on07238dzd+LfHf4b59+4b7778/LFu2rNRz45y3NR95jnuu87bVFWLSpEmr45ebrSFDhqxevnx5qV fzsXTp0tV/93d/V+fXFKtHjx6rX3/99VLvun31l2L1G2+8sfqSSy5JY0444YTVH374YWlvy+C4rzNs2 LA6x9Ss888/P71Gc+V4rxPbu3btWue4bMXvW3PkeK9R7vtQrq677rrSyObF8V 7ngw8+WP3jH/+4znGxOnXqtHr8+PGrvzpBLI1oflra8a62ZMmS1RMmTFh9/PHHp69nU34enbdV1nF33lZZx9t5W+Uc73Lfh3LlvK1p2Zyfb+d tzet4x3Otbt261fn1VFc8/rNnzy6NqJvztso67nnO2ypmxvxX/8GNFyHW1r333lva0/zE9z9q1Khw2223he7du4evfomHzz//PF2hefPNN8OgQYPSlauv/mKkKz5Z8SpdvFrXunXrcPDBB4dbbrmltKflcdzX+eKLL0K7du3 CP/zDP4S//OUvaWx8zk8++ST85je/Cfvvv38YOXJkuPvuu0sjmh/He31fnQCEr04Aan1fshW/b82R471G9vtQrh555JGw8847l0Y1P473GnGmxn//7/89/d7u379/mrFVPfbdd98NV155ZZg/f3746sQvTJ8+vTSq+WlJxzuKxzPOmok/g0cddVT4/e9/X9qzcc7bmq88x915W/OT53hXc97WfGzu8c5+H8qV87amZXOPt/O25ufLL79M/wbH38e/+93v0r+78WuKs53/8Ic/pK81Hv94nl7XDGrnbc1T3uOe57zNGvPN0HvvvRfGjRsXOnTokP 5SxI+9b7PNNukfigMOOCDcdNNN4Zhjjkkfj3/55ZdLo2ju8h73/fbbL7Vfe+214cADD0xjo1122SUMHjw4XHTRRenPM2bMaBEfL2z u/JxXlsY+3vEjlPfcc0/Yaaed0n8m2LLyHO+nn346ndTF/XfeeWf47ne/u3bs3nvvnT4SfeGFF6aPUv76179u9ktdQKVy3gaVy3lby+G8rf nZeuutw9VXXx0effTRtIRJ/Hc32m677dJxHD58eDqHj8f29ddfT/to/vIe9zznbYL5ZigeyGeffTZdsenWrVupdZ241lm8GrtkyZIwZcq UdJWmprimWVzfrPqq1qRJk0p7aMryHve/+Zu/SYFPXeKJwR577FH6E01B3uNN89LYxzte9Y8h749+9KM0Q5sta3 OPd5zJ8ac//Slt9+7dO/XLiieBAwcOTDN04th4EYAtLx7reByr67rrrivt2Tjnbc1XnuPu vK35yXO8aX4a83g7b2t6Nud4O29rng466KB0L4A4470uMXT95j e/GRYsWBD+/d//vdS6jvO25invcc9z3iaYr0P82EG8iUe/fv1Cx44d0zcx1n/8j/8xXHbZZenmPHW57777Ur84Nn40acKECeEnP/lJ+sGsvmFA/I943JdH/A991KVLl/S8WfE9HHbYYWl79uzZYenSpWmbDavk4x6vzMeP1UXxKn6bNm3S dkvm57yyVPLxjicOv/rVr9LH5374wx+WPdloSVrq8f7ss8/CRx99lLa//vWvp3512XfffcN/+A//IbzwwgvpY9ItXVM/3jSOSj7uztv8nLd0lXy8nbe1nOPtvK1uLel4V8K/vw2lko/7xs7bBPN1eOmll9LHD+KV6rlz55ZaQ3jxxRfTxxeOOOKI8Nvf/jZd/apLvKv2ueeemz6aHtcSir+M46y3eNUs3o15Q2M3Jl51XbhwYdq O/0jHv6B12WGHHdJjvJrz6aefpm02rBKPe1wHK65n/F//638Nv/jFL8Lf/d3fpRPASuDnvLJU6vGO72nMmDFpDfP4EbpvfetbpT0tWyUc7w8 ++KC0tb7tt98+7LPPPml7zpw56bEla8rHm8ZTicfdeZuf80pRq cc7vifnbS3zeDtvW6e5H+94H5D4yYa4rElcU5z6qcTjXt/zNsF8HeIaQvGjSfHmG8uXL08HN1b1ov3xhh/xKna5jxnFG7rFsfHKTvzLEscuXrw4/NM//VP6i3PHHXekv1Sbo+ZV17iGUTm77bZb6Nq1a/rPf3V/NqySjnu8GhlP9Lbddtv0kZ3XXnstPPnkk+m97rjjjqVeLVulHO +4BlrsF8O/WJ07dw5nnXVWeOaZZypqDcNK/b0eT3oefPDBcMghh6SPyVavddfStdTjHWdXdOrUKW3HjzvHNWh p2sebxlNJx915W+Ucb+dta1Tq73XnbS3reDtvq1tzPt7xtWIQP G3atHST0Pg7mvqppOO+qedtgvk6nH766eGaa64Jhx56aK2PGMR F++OVmOOOOy5d7al5laemc845Jzz33HNpTbhdd901tcWPWPzn//yf092ZK+UjSs1NJR/3+N4eeOCBdBOL+EunElTq8Y7/SPzLv/xLOP7449MV5xj6VYJKPN5xZnb8uZ48eXL48Y9/nJZNqRQt+XjHn934H/b4H/e//du/TUvdxNkY0WeffZY+JvrP//zP6eSxUjhvq0zO25y3Rc7bWibnbc7bIudtLVNzPt7PP/98uOWWW9Ks6fhzWikXxxtCJR/3+N42dN4mmC8jrk8UT4TiFZv4CzReFTn88MPTAYhXauIVmfiPZ 13iDLh4tScrjo1rxUXZjyjF9ZKqZ0ZkK+6jGJVy3OOV+1deeSX 9UohXKOOd4uNaXQMGDEi/dCpFSz7eNY9xdX3++efhnXfeCTfeeGP6+FW8Mh2v2lbKDKxK+7 3+6quvpmMcZ13Hk514p/lK0lKP9ze+8Y3wj//4j+l9xBO8+LMeZ2PE14lL48Sbh8WPiZY7qW2pnLdVJudtztuct 7Vcztuctzlva7ma4/GeOXNmuPLKK9OxikuSHHnkkaU91FelHPdNPW8TzNchfgPjNyx+ PCFelYnfxN///vfh3/7t30o9Nk+8KrT33nuX/kRTU6nHPV6hPPPMM8P/+B//I/2yue222yriY3aVeLzjx2Hj+oX/5b/8l/C///f/Tv+wxRulZP8Ba4kq7XjHmTijR49OJxLx5jjxhlKVpCUf73giGf/DHk/q4gnlt7/97dQef56PPfbYMGLEiHTCG090o3hzpZbOeVtlct7mvM15W8vlv M15m/O2lqs5Hu833ngjXHzxxWlGdwxnL7jggopZaqqhVOpxr895m2A+ I37jhw4dGsaNGxcOO+ywcOutt6a/KHGh/3j1Jq6FNGTIkFLvhhM/0lFzhkTNivuqxSvn1TeE29ANROL7jesf7b777m5IUQ+Oewjf+c 530gyN+HG6999/v9TaMlX68Y4niN/73vdCt27d0vj4PC1ZJR7veOIT19/r0aNH+s9APOaVolKOd5w18t/+238L/+///b/0GlVVVSmwiSeMcTbK/Pnz08/4HnvsURrRMjX1403jcNydt1XS8Xbe1vKPt/O2ln+8nbet0RyPd3zP8TjFEDmGszFgjbO0qT/HfcPnbYL5jPgXJV4NiVdy4k124gGIi/a3b98+7LTTTqVeW068YcK+++6btuONDuJfqLrEv9jR1772tTSG DXPc14mzcOLHbVoyxzukj07GqgSVdrxXrFiRPgoYr8j/zd/8zdqP9lUKP98hTJ06Nd0cKZ74xrUQW7KmfrxpHI77Os7bKuN4O 29rucfbeZufb+dtTfd4xyWmzjrrrBTOXn311UL5zeS4r1PXeVv FBvPVd+vdc889w/bbb5+2o6VLl6bHvn37NtmrlfFmCVH8yxKvtGbF/+THX+xRXLOsUv5Bqw/Hvbz4PYizN+NHJ3fbbbdSa/PmeJcXr07HO57Hk7+a35vmzPFeI95c5v777w/HHHNM+P73vx9a6qwrx7tu8ec6rmEanXTSSS3mPw/N+Xiz+Rz38uL3wHlb5XDe1nI5b6vsn2/nbU3XlClTwuDBg8Of//zndH+PeC8AofyGOe7lxe9BufO2igzm4w1z4i/AKK73U9c/fvGO9/E/xlmffvppnf+JLlL8D32fPn3C008/na46ZcWPQcUrUtXrlsWPzVPZxz1+XOaee+4pe7OouK7h2LFjw4 IFC1rMlXo/5+XF4/3II4+kj0PHj0YfcMABpT3Nl+O9Rvw6fv3rX6ePBJ599tlNdt3c vBzvui1btiytVfrEE0+E008/Pf0nvyVo7sebzVPJx915m5/zmpy31daSjnf8On7tvC2pxJ9v521N83jH9xX/jR00aFC6AXc8RpdeemnFfGppc1Xycc973tbig/mHHnoo3HvvvemXXhQf4z9+d999d/qYWK9evVJ7tXhH4Pgf4TFjxqSPWMRvYBQX549XsuNNOaqvaG4p 8epT//790z/g8epNvKIT32f8i/TWW2+Fyy+/PIwfPz6ceOKJ6eupRI577eMe72x9yy23pK87fj2LFi1K4+L4N9 98M1xxxRVh2LBh6Xvz05/+tNldCXa8ax/veHzPOuus8L/+1/8Kb7/9dvqIbFS9fmG88VD8OFb8HsSPzO66665pf3PheJf/vR77PPzww+Hkk08Oxx13XKm1eXO81z/e8eTvl7/85doT2PgzHm8q9sMf/jD9Lu/evXv4h3/4h2b3sx21xOPNxjnutTlvq6zj7bytcn+vO2+rjOPtvG2d5nC84 42Y47+tccZ3vPdDvCGzG73W5rjXlvu87avOLdpXf1ni5Zj16qu/FKv/5V/+ZfVX36hSzzWWLl26+vzzz69zTKyhQ4eu/uo/02l70qRJpVFrVL/WddddV2pZX9wX+8S+eWzsffbo0WP166+/Xupd24cffrj6q7/4dY6rWXnf45bkuNf2xhtvrO7WrVudY6rrq18Sq7/6Bbv6q/8ElEY1H453bfX5GW/Xrl363nz++eelUc2H4123999/f/VX/7FLfePPckvheK8vtnft2rXOcfFrmzlzZqln89NSj3d87er3VK7 iMd3c3+mx8r7HLclxr33cnbdV1vF23lZ5v9cj521rVMLxjm1xX 11j4tfmvG1dNYXjXf0c9anN/Z0eK+/fyS3Jca993POet7X4GfPx7tfxCnS8MhHFx/gxsYkTJ6YrINmPh8crF//8z/+cZizEK5dR9Zh4U464ryl8xCy+z+HDh6crTnFG3Vc/AKn9qKOOSh+5ePTRR0OnTp1SWyVy3Gs76KCDwh/+8Ie0NMJXvxDDt7/97dKeNWPj2lnxqv2pp55a50eOmjrHu7Y42yJesY31n/7Tf6rVJ34EOs68indBj7OumuPVf8e7bnH2wWOPPdaiPgobOd7r 23bbbcM+++xT+lNIv9Mvuuii8NWJbJp517lz59Ke5qelHm82zH GvzXlbZR1v522V+XvdedsalXC8nbet47ytZXDca8t73tYqpvOl bQAAAAAAoJFV5M1fAQAAAABgSxHMAwAAAABAYUL4/2KvsSTF5koGAAAAAElFTkSuQmCC" ></p>

<p ><a href="https://tools.argaam.com/ar/macroeconomy/data" target="_blank"><strong >المصدر: أدوات أرقام</strong></a></p>

<p ></p>

<p ><span >وتراجعت قيمة الاحتياطات بالعملات الأجنبيةالتي تمثل نحو 94% من إجمالي الأصول بنحو 7% خلال أغسطس الماضي لتصل إلى 1507.8 مليار ريال</span><span dir="LTR" >.</span></p>

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

<p dir="RTL" ><span ><span ><span ><span >وارتفعتحقوق السحب الخاصة بنسبة 3%، كما ارتفعت قيمة الاحتياطي لدى صندوق النقد الدولي بنسبة 1%،<strong>ويوضح الجدول التالي تفاصيل ذلك:</strong></span></span></span></span></p>

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

<table align="center" border="0" cellpadding="0" cellspacing="0" dir="rtl" width="100%">
<tbody>
<tr >
<td colspan="4" >
<p dir="RTL" ><span ><span ><span ><strong><span >تفاصيل الأصول الاحتياطية للسعودية في الخارج </span></strong><span >(مليار ريال)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >الفترة</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><strong><span >أغسطس 2022</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><strong><span >أغسطس 2023</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><strong><span >التغير</span></strong></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >الذهب النقدي</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1.6</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1.6</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >--</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >حقوق السحب الخاصة</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >75.5</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >77.7</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >3</span> <span dir="LTR"><span >%</span></span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >وضع الاحتياطي لدى صندوق النقد الدولي</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >14.2</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >14.3</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1</span> <span dir="LTR"><span >%</span></span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >الاحتياطاتبالعملات الأجنبية</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1624.1</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >1507.8</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><span >(7</span> <span dir="LTR"><span >%</span></span><span >)</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><span ><span ><strong><span >الإجمالي</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><strong><span >1715.4</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><strong><span >1601.4</span></strong></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span ><strong><span >(7 %)</span></strong></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<p ></p>

<p dir="RTL" ><img src="https://argaamplus.s3.amazonaws.com/7b68fa41-8e83-4243-a09e-ac9225bfbaa4.png" ></p>

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

<p dir="RTL" ><strong ><a href="https://tools.argaam.com/ar/macroeconomy/data" target="_blank">التفاصيل والبيانات التاريخية للاقتصاد الكلي</a></strong></p>
‏

المصدر...