‏السعودية: ارتفاع الأصول الاحتياطية في الخارج إلى 1648.1 مليار ريال

<p dir="RTL" ><span ><span ><span ><span ></span><span ><img src="https://argaamplus.s3.amazonaws.com/3bd55edb-4230-4ae7-8e9d-3d47febab17f.png" ></span></span></span></span></p>

<p dir="RTL" ><span ><span class="ckeCaption" >علم المملكة العربية السعودية</span></span></p>

<hr>
<p dir="RTL" ><span ><span ><span ><span >ارتفعت الأصول الاحتياطية للسعودية في الخارج خلال شهر سبتمبر 2023 بنسبة 3% لتصل إلى 1648.1 مليار ريال، مقارنة بشهر أغسطس 2023، وذلك وفقا لما أظهرته النشرة الإحصائية الشهرية للبنك المركزي السعودي – ساما.</span><span ></span></span></span></span></p>

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

<p dir="RTL" ><span ><span ><span >ومقارنة بشهر سبتمبر 2022، انخفضت الأصول الاحتياطية للمملكة بقيمة 108.1 مليار ريال وبنسبة 6%.</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 ><strong><span ><span >ويوضح الجدول التالي قيمة الأصول الاحتياطية للسعودية في الخارج منذ بداية عام 2022:</span></span></strong></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 ><strong><span ><span >الأصول الاحتياطية للسعودية في الخارج</span></span></strong></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >الفترة</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><strong><span ><span >القيمة (مليار ريال)</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><strong><span ><span >التغير الشهري (مليار ريال)</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><strong><span ><span >التغير</span></span></strong></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >يناير 2022</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >1675.5</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >(32.1)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(</span></span><span dir="LTR"><span ><span >2</span></span></span><span ><span >%)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >فبراير</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >1655.7</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >(19.8)</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(</span></span><span dir="LTR"><span ><span >1</span></span></span><span ><span >%)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >مارس</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >1692.6</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >36.9</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >2</span></span></span><span ><span >%</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >أبريل</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >1693.8</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >1.2</span></span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >0.1 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >مايو</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1693.8</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >0.04</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >0.003 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >يونيو</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1750.1</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >56.3</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >3</span></span><span dir="LTR"><span ><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >يوليو</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1740.2</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(9.9)</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(</span></span><span dir="LTR"><span ><span >1</span></span></span><span ><span >%)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >أغسطس</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1715.4</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(24.8)</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(</span></span><span dir="LTR"><span ><span >1</span></span></span><span ><span >%)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >سبتمبر</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1756.2</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 40.8</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >2</span></span></span><span ><span >%</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >أكتوبر</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1740.5</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(15.7)</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(1 %)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >نوفمبر</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1770.0</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 29.5</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span dir="LTR"><span ><span >2</span></span></span><span ><span >%</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >ديسمبر</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1724.4</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(45.6)</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(3 %)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >يناير 2023</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1716.2</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(8.2)</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(0.5 %)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >فبراير</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1697.3</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(18.9)</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(1 %)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >مارس </span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1645.0</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(52.3)</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(3 %)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >أبريل</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1612.1</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(32.9)</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(2 %)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >مايو</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1658.2</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 46.1</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >3 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >يونيو</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1662.0</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 3.8</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >0.2 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >يوليو</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1601.0</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(61.0)</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(4 %)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >أغسطس</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1601.4</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 0.4</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >0.02 %</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >سبتمبر</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1648.1</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >+ 46.7</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >3 %</span></span></span></p>
</td>
</tr>
</tbody>
</table>

<div ></div>

<div ><strong >إجمالي الأصول الاحتياطية (مليار ريال)</strong></div>

<p dir="RTL" ><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABCEAAAHeCAYAAAC ljhGVAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJc EhZcwAADsMAAA7DAcdvqGQAAF8ISURBVHhe7d0LfFR3nf//z0y4BMpN1BbkYhdwu1t/qLuRrGC9VBpbrbZcRFELolYu61rWdUH+rO66+hNZcHdbf6sQvF GiFaVcai9bm7a0FUMLTa1isbWEtlwK2hZJyD2Zmf98Tr7fMGfm nDOTTHIyCa/n4/F5TOb7PXPmO2fOTDLvnPOdSCJJAAAAAAAAelnUXAIAAAAAAPQq QggAAAAAABAKQggAAAAAABAKQggAAAAAABCKjBBi//79Mm3aNIlEIp2l17U9V8ePH5fS0tKcbr9x40bXfa1YscL0uKWP S9ev9wMAAAAAAPqHjBBi3759smzZMtEvzbBVVlYms2bNkl27dp ml/GkwMH/+fCkpKem8va5v0aJFGUGEBhDl5eVSVVXlLHfs2DGprq7OCCL0d nr71HHp+vV+CCIAAAAAAOgfMkKIVatWOZVq7dq1MmPGDKmpqTE t/rZv3+5c6m2spUuXyvTp02Xbtm2mpSOs2LFjhxMszJw502mbNGm SrFmzRiorK12Bhd5Ob6/rsez67f0BAAAAAIDCltOcECdOnJAzZ86Ya8GOHj0qEyZMkFGjR pkWkdGjR8u4cePk9OnTUltb67TZdU6dOtW5bo0fP965PHXqlHO py+vt9Pa6HkvXr/ej9wcAAAAAAApf1hBCQ4ANGzZkHIngxS8wUFOmTJGTJ09KXV2d c92GDDZ0sCZOnChjx47tPOpCl9fb6e1TeQUbAAAAAACgcPmGEH YiyDFjxjjzQezevTsjWEhnAwM/euSDHgGhsp3aYY9wyHYURmqwkY2dT8Kv4vG4ZztFURRFURRFUR RFDdQKUyR5h1nv0U4gWVFR0Tl/g5fUSSk3bdpkWjukr8NvnenrSJ2UMn2uCp3AUiey3LlzpzOfRD YNDQ1O0OClra3NuRw8eLBzCQAAAADAQKefgYuLi8213pdTCKGn OyxZssQ5/SE9XEgVtJyGDjoRpQ0M9Js2Vq9e7RtCLFiwwAkd0q+n0hBCT8f YunVr1qM0VCwWMz9l0hBCQwo98gMAAAAAgAtFUVGR+an3dSmEU Nk+8PsFA+nt9ggHnW9i3rx5ZqnzX8dp2/2CjVyDkVxpCNHc3CwjR440LQAAAAAAoCfl9O0Ydq4H/cCf7YiD9AkolQYG6RNWpk9AaaVPWKnL6+3SJ6D0m7ASAAAAAAA UJlcIoR/y9SgEPRoh1bp165zJIRcvXmxaOugpFpFIxDm1wlq4cKFzqbext mzZIocOHXLdXk/J0FMsdF4Ie3966sX69eulrKzMdYqG3k5vr+ux7Prt/QEAAAAAgMKWcTqGBgs6V0OqGTNmZEz+aE+HUOmnXth5HA4ePOh cnzp1qu+klun3t3z5cs/TK+xpGvbICa8x5YPTMQAAAAAA6F05zQnhxYYCXt9a0R8RQgAAA AAA0LtymhPCi87doHM6cDoEAAAAAADIRbdDiMrKSmdOh546HQI AAAAAAAxs3T4dY6DhdAwAAAAAAHpXt4+EAAAAAAAA6ApCCAAAA AAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAA AEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAE ApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEAp CCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCC AAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAA AAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAA AAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAA AEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAE ApCCAAAAAAAEApCCAAAAAAAEIqMEGLXrl0SiURcNXfuXKmtrTV LZLd//36ZNm2aax26Xi8bN250LbdixQrT45a+ztLSUjl+/LjpBQAAAAAAhS4jhKisrJSdO3dKIpFw6uzZs057WVlZTh/6NWyYNWuWbNiwoXMdur758+c7gUMqvV5eXi5VVVXOcseOHZPq6 uqMIEIDiEWLFsmyZcs611lSUuKskyACAAAAAID+ISOE2LRpk8y bN89cExk9erSsXr1azpw5IwcPHjSt/jTEmDNnjsyePdu0iLO+5cuXO2GDPaJCw4MdO3Y4wcLMmTOdtkm TJsmaNWucdWjwYG3btk2mT58uS5cuNS0ia9eudS63b9/uXAIAAAAAgMLWpTkhampqzE/BTp48KXV1deaatxMnTjjBxtSpU01Lh/HjxzuXp06dci41tDh9+rSMGzfOCUSsUaNGyYQJE+To0aOmBQAA AAAAFLKcQoh9+/Y5AUR6YOBFT9vQIyauvPLKzqMZ9FKPbtBTKmyQYEMGGzpYEydO lLFjx3YGHhpmaKgxZcoU57ql69FgQgOKrsxXAQAAAAAA+kbWEM KeNjFjxgynstFTL3RuBw0SdG4InURSw4eKigrXaR7ZjqqwRzjY Iyb85HLUBQAAAAAA6HuRhM7yGEAnidy8ebMzuWRqiODHTiKpE1 Pq8jr5pM4poVLXYSel1HDCzgmhNPTQCSd14kmdnyJ1UspVq1aZ pTro2HQiS12vzieRTUNDg/kpU1tbmzQ1NcmIESNMCwAEi0a7dEYbAAChicfj5icACDZ48GAp Li4213pfYAhhAwgNFNIDAC96WsSSJUuc0yQ0QLBsux61YAMD/RYNDSf8QogFCxY495l+PZWOT0/H2Lp1q2u+CD+tra3mp0waQmhIMWbMGNMCAAAAAMDAN2TIEPNT7/MNIboaQKigwCA9dEg/YsJKb88WbKS3d5eGEM3NzTJy5EjTMrDVb19kfso0YmGF+QkAAA AAgJ7jeSxx6ikYuQYQqby+sSJ9Doj0CSit9Akr/Sag9JuwErlJ/PmYxM88n1FWyxM/8q1ErM0sBQAAAABA7jJCiNQAItscEDqvg048qUc5KD3NQo+C0N trn6VHN+j8Dzqvgz31wi6r7dqv9EiK9evXO9+wkXqKxuLFi+XQ oUOyZcsW0yKybt0653LhwoXOJXpWe81D0vJouWepeMPLgQUAAA AAQDrX6Rj2dAr9ik0v+u0Ydk4HezqESp+TwZ5SkXqUg1+okTpx pVq+fLnn6RXp60wdS0+40E7HOLfpXZJIZE5YFB17qXM6RsOOGy X20jOm1W3ksgel5ZH/ktbf32Va3C760BYpuvivzTUAAAAAADpk/XYMPzYU8PrWiv6oP4UQbU//r7Q+8wtzzW3w698mgybNkKZ9/8+0uEUverUMu+rLhBAAAAAAgNB1+/vldO4GndOB0yF6noYMfhU7We0so5deZXn1aYXFa+ypBQAAAAC4 8HQ7hKisrHTmdOip0yFwXuzlZ6XpwXWe1V8k2po8x6/FxJYAAAAAcGHqdgih8zYMhNMwAAAAAABAOLodQqD7mu7/mm8lmuvMUgAAAAAADCyEEH0gXv8nafvDfZ4FAAAAAMBARQgBAA AAAABCQQiBgqQTW9Zvvc6zGnYtN0sBAAAAAPoTQohe0Fz1bd9C 7uKNf/YsAAAAAED/RAjRC9oO3ymtT27PqPaavWYJxF+pCSwAAAAAwMBDCIE+kWhtkP qfLvGs1t/tNksBAAAAAAYSQggAAAAAABAKQggAAAAAABAKQggAAAAAABAKQ ggAAAAAABAKQog07Ucflsa7/tmzWg78wCwFAAAAAAC6ihDCQ/uxxzxLxetelLY/3OdbAAAAAADAGyFENzTd/zXPaqvZa5YAAAAAAADpCCEAAAAAAEAoCCEAAAAAAEAoCCEAAAA AAEAoCCEAAAAAAEAoCCEAAAAAAEAoCCEAAAAAAEAoCCEAAAAAA EAoCCEAAAAAAEAoCCEAAAAAAEAoCCHQb7X+dodvAQAAAAAKDyE E+q3WQ7uled+3Mqpl/2azBAAAAACgkBBCAAAAAACAUBBCAAAAAACAUBBCAAAAAACAUBB CAAAAAACAUBBCAAAAAACAUBBCAAAAAACAUBBCAAAAAACAUBBCA AAAAACAUBBCAAAAAACAUBBCAAAAAACAUBBCAAAAAACAUBBCAAA AAACAUBBCAAAAAACAUBBCAAAAAACAUGSEELt27ZJIJOKquXPnS m1trVkiN7q83s6uY9q0abJ//37Te97GjRtd97VixQrT46a31XXY5UpLS+X48eOmF8iUaG0ILAA AAABAuDJCiMrKStm5c6ckEgmnzp4967SXlZXl/KFfA4OSkhKZNWtW53qOHDkiM2fONEt00ACivLxcqqqqnGWOHTs m1dXVGUGErm/RokWybNmyzvXp+ufPn08QAV/ND22Qc9+7xrMSDS+ZpQAAAAAAYckIITZt2iTz5s0z10RGjx4tq 1evljNnzsjBgwdNqz8NBVauXOkEBqtWrTKtmXS5HTt2OMvZcGL SpEmyZs0aJwhJPWpi27ZtMn36dFm6dKlpEVm7dq1zuX37ducSA AAAAAAUti7NCVFTU2N+8mdDgYULFzqXfk6cOOEEG1OnTjUtHca PH+9cnjp1yrnU0zpOnz4t48aNcwIRa9SoUTJhwgQ5evSoaQEAA AAAAIUspxBi3759TgCRHhh40VDgsssuk5tuuilwrgcbMtjQwZo 4caKMHTu2M/Coq6uTkydPypQpU5zrlgYSGkxoQNHV+SoAAAAAAED4soYQ9rSJ GTNmOBXEHrWgp1LoKRx2/gad80FPsUgNIrIdVWGPcLBHTPjRgEKDily0t7cHVnNzs8Risc5 xp1c8HneW8+rTytavlUu/rserT0v7g8aofT0xxmxjCOrXMWQbY1B/tjH21GOgKIqiKIqiKIqi2s0n5nBEkh/IEuZnTxocbN682ZmsMnWuCC8aWOhkkTpppM4tkcpOQllRUeHMA ZF+3UpfR+qklOlzTOjYdCJLHZvOJ5FNQ0OD88HUS1tbm7S0tMh Frzwpsb1fM61u0TffIJFpV0ls5xLT4haZPFOK3vMVid02z/PbFyIjLpaiD1VI7N5Vkjj9W9PqNuijt0v8Nz+W+OHdpsWt6Or1 yQfyssT2fdO0uEXf+hmJvO5vJfZz728ZiU6dLdF3rJbYre9Lfh jP3BaRV71eiq7fIrE7/0ESrzxrWt2KFt0liUf/R+LP3mta3Io+8C1JvPSMxB/7tmlxi85cKdHk/bTf80+mxS162bUSnbFU2n90vWlxi1z811L0/psltuvTkqg7YVrPixQNSY7xTok99HVJPP+IaXUrmrNFImNeb64 BAAAAwIVp8ODBUlxcbK71vsAQwgYQGzZsCJxk0tIjIZYsWeKcJ pEeQuhXf2q4YMMMva5HS/iFEAsWLHDuM/16Kh2fHnmxdetW13wRfoLyFg0hmpqaZPjLv5amX3zZtLoNfesn ZdBlV0vDj73nuxj0F1fIsGvWSf33kx/wPUKI6MhL5KIbdkjjHTdJ7MUnTavbiE/eJa3Vt0rrb3eYFrfh1/23JOpfkqYH15kWt6Ez/14GTZohDT/7pGlxG/yX75Xi2V+Sc5velbyWuT2iYy+Viz6yTRp23Cjxl/9gWt1GLH1AWh75L2l7+m7T4jZ8frnE/vh7adl3s2lxG/rOf5ai5P007vkH0+I2+PLrZOisz0r99642LW7RSy6Xi+Ztlobb Pi7xWo9vR4kOlpHLHpCm+/5N2mv2mka3ixZuk+irLjXXAAAAAODCpVMohMX3dIyuBhCpcpmn IX0CSit9wkq/CSj9JqwMkjpHhVdFo1HnMkh/6M93mYHSn+syFEVRFEVRFEVRF3KFyTOESD0FoysBhIYBs2bNkk OHDsnhw4dNawedAyJ1Xon0CSit9Akr/Sag9JuwEgAAAAAAFKaMECI1gMg2B4TO66CpiZ5aYelXc2q4oEd Q2NDAnnqhp1TYuRv0Uq/rvBA674PSUy/Wr18vZWVlrlM0Fi9e7AQbW7ZsMS0i69Z1nI6Q7atAAQAAAABAY XCFEBoC6ESPSudhSD9Eo7S01FlGacCg33oxZ84cmT17ttOmNFz Qb8JQY8aMcW5n54JIP6pCr+uEk3r0hC43efJkz0ktNZDQuSM0s LBj6cqElAAAAAAAoO+5Qgj9QH/gwAHXVxmmlvbZD/16uoUenaABQvqcDHp99+7drtv6HVWhQUTqcukBhKVBxJEjRzqX Sx0LAAAAAAAofL4TU2ajczfoaRecDoH+qvWJH0nDrhWe1faHjq N5AAAAAAA9p9shhJ5ykTrHA9AfxU7/zrMAAAAAAD2v2yGEnjbR1a/uBAAAAAAAF65uhxAAAAAAAABdQQgBAAAAAABCQQgBAAAAAABCQ QgBAAAAAABCQQgB+Gg/fkDqvnu1ZzVXfccsBQAAAADIFSEEEKSt0bsAAAAAAF1GCAEAAA AAAEJBCAEAAAAAAEJBCAF0U6LxjNT/+GOe1fjzz5ulAAAAAAAWIQSQh3jtcc8CAAAAAGQihAAAAAAAAK EghAAAAAAAAKEghAAAAAAAAKEghAAAAAAAAKEghAB6USLW6lsA AAAAcKEhhAB6UX3Fh+Vc+eyMqr91nlkCAAAAAC4chBAAAAAAAC AUhBAAAAAAACAUhBAAAAAAACAUhBAAAAAAACAUhBAAAAAAACAU hBBAH4u/9ExgAQAAAMBAQQgB9LHY2eNSv+NGz2o/fsAsBQAAAAD9HyEEAAAAAAAIBSEEAAAAAAAIBSEEAAAAAAAIBS EEAAAAAAAIBSEEAAAAAAAIBSEEUODif35B2p6+x7cAAAAAoL8g hAD6gaYHv+FZ7S88apYAAAAAgMJHCAEAAAAAAEJBCAEAAAAAAE JBCAEAAAAAAEJBCAEAAAAAAEJBCAEAAAAAAEJBCAEMAC1V3/YtAAAAACgUhBDAANByaJe0PLk9o9qe22eWAAAAAIC+lxFC7Nq1 SyKRiKvmzp0rtbW1Zomu2b9/v0ybNk1WrFhhWtw2btzoui+/5ex67HKlpaVy/Phx0wsAAAAAAApdRghRWVkpO3fulEQi4dTZs2ed9rKysi5/6NflV65cKTU1NabFTQOI8vJyqaqqcu7r2LFjUl1dnRFEaACxaN EiWbZsWee4SkpKZP78+QQRAAAAAAD0ExkhxKZNm2TevHnmmsjo 0aNl9erVcubMGTl48KBpzc26deuc21911VWm5TwND3bs2OEECz NnznTaJk2aJGvWrHGCEA0erG3btsn06dNl6dKlpkVk7dq1zuX2 7dudSwAAAAAAUNi6NCeE3xENXvQoBz2q4eabb5YRI0aY1vNOnD jhBBtTp041LR3Gjx/vXJ46dcq51NNATp8+LePGjXMCDWvUqFEyYcIEOXr0qGkBAAAAA ACFLKcQYt++fU4AkR4Y+NF5JfQ0i1tuuUUmTpxoWt1syGBDB0u XHzt2bGfgUVdXJydPnpQpU6Y41y0NJDSY0ICiu/NVAAAAAACA8GQNIexpEzNmzHAqGz2NQk/f2LBhQ+dpFl6yHVVhj3CwR0z40YBCg4pc2Pkk/CoejzuXQfpDf77LDJT+fNahwui35aen+imKoiiKoiiKovwqTJH kHQbeo04SuXnzZmeyytS5IrxoYKGTReqkkTq3hNKjFJYsWeIct WDblJ2UsqKiwhVWpK8jdVLKVatWmaU66Nj0lA8dm84nkU1DQ4M TNHhpa2uTlpYWueiVJyW292um1S365hskMu0qie1cYlrcIpNnS tF7viKx2+ZJorXBtJ4XGXGxFH2oQmL3rpLE6d+aVrdBH71d4r/5scQP7zYtbkVXr08+kJcltu+bpsUt+tbPSOR1fyuxn3t/y0h06myJvmO1xG59X3Jny9wWkVe9Xoqu3yKxO/9BEq88a1rdihbdJYlH/0fiz95rWtyKPvAtSbz0jMQf+7ZpcYvOXCnR5P203/NPpsUtetm1Ep2xVNp/dL1pcYtc/NdS9P6bJbbr05KoO2Faz4sUDUmO8U6JPfR1STz/iGl1K5qzRRLH9kv8iR+aFreid64RKR4lsfs65h5JF/0/CyT6xvnS/tOFpsUtmnwOou/9RrL/oyJNmSFapHi0FC38mfNz4rmHJPbwN5yf0xWVfDK5X71d2nffaF rcope+U6Lv/hdpr/igSKzVtJ4XGTVBiub9wFwDAAAAALfBgwdLcXGxudb7AkMIG0Do UQ3pAYAXPQ1DQ4WtW7d2zt/gF0LosnrEhF8IsWDBAuc+06+n0vHp6Rip9xekvb3d/JRJQ4j6+noZdfaQNN/3r6bVbUjJEin6y/dK008+Zlrcii59uxRf/XVp/OG1niFEdOQlMuxjP5XmO/9RYi8+aVrdhn/i59L2xDZpO3S7aXEr/sB/SqL+JWl5aL1pcRvythVSNPGt0nT7p02L26A3lMnQ9/yLNG55j2cIER17qQxbsFWadi6V+Mt/MK1uw2+slLZ9N0vb03ebFrdh8zZL7I+/l9Zf3WJa3Ia84wtSlLyfpjs+Z1rcBl9+nQxOPo7GH7zPtLhFL7 lchs35jjRtXyTx2sxvR9EQYviN90nL/f8u7TV7TavbsA9vldjzv5LWA981LW5D3/MliQwbLc13e+/3g9+8UAa/6cPSWOEdzA1KPgdDr/1msn++JBpfMa3naQgx/BN3OD+3H3lAWh7wDr6GlN4og/7indL408WmxW3QlHfL0LKvSMP33usbQgz/6I/NNQAAAADINGjQIPNT7/M9HaOrAYS1Z88eGTNmjEQiEaf0Z23Tdel1PQJCpU9AaaVPWOk3 AaXfhJVBdMMGlaY/RUVFnWNPr2g06izn1aeVrV8rl35dj1eflvYHjVH7emKM2cYQ1K 9jyDbGoP5sY+ypx9CbY9TKpb+3x2H7KYqiKIqiKIqi/CpMniFE6ikYXQkg9HQNPbAitc6ePStz5syR5cuXO9ft+tInoLT SJ6z0m4DSb8JKAAAAAABQmDJCiNQAItscEHpUg/63VU+t6Cqdw0FPsdB5IXTeB6WnXqxfv17Kyspcp2gsXrxYDh06 JFu2bDEtIuvWrXMuFy70PicfwHntJx73rURbo1kKAAAAAHqXK4 TQEEAnelQ6D0P6od2lpaXOMkqPSqiqqnKOcpg9e7bT1lV6VIRO ODlr1ixn/ZMnT3ZNamlpIKFzR2hgYcfSlQkpgQtdy2Pfk8aff96zAAAAACA srhBCP9AfOHAg45QKW9pnP/QfPnzYOTpBA4SgORm0b/fu3RnBgqVBROp9+C2nQcSRI0c8xwIAAAAAAAqf78SU2ejcDTqn A6dDAAAAAACAXHQ7hKisrHTmdOBoBAAAAAAAkItuhxB62kRXvj kDAAAAAABc2LodQgAAAAAAAHQFIQQAAAAAAAgFIQQAAAAAAAgF IQQAAAAAAAgFIQQAAAAAAAgFIQQAAAAAAAgFIQQAAAAAAAgFIQ QAAAAAAAgFIQQAAAAAAAgFIQQAAAAAAAgFIQQAAAAAAAgFIQQA AAAAAAgFIQQAAAAAAAgFIQQAAAAAAAgFIQQAAAAAAAgFIQQAaX r4P6Xh9s94VvuLvzFLAQAAAEB+CCEAOGJ/etqzAAAAAKCnEEIAAAAAAIBQEEIAAAAAAIBQEEIAAAAAAIBQEE IAAAAAAIBQEEIAAAAAAIBQEEIAAAAAAIBQEEIAAAAAAIBQEEIA AAAAAIBQEEIAAAAAAIBQEEIAAAAAAIBQEEIAAAAAAIBQEEIAyC peeyKwAAAAACAXhBAAsoqd/LXU//ijntV+7DGzFAAAAAAEI4QAAAAAAAChIIQAAAAAAAChIIQAAAAA AAChIIQAAAAAAAChIIQAAAAAAAChIIQAAAAAAAChIIQAAAAAAA ChIIQAAAAAAAChIIQAkLfYn56Wpof/07cAAAAAQGWEELt27ZJIJOKquXPnSm1trVki2P79+2XatGmu25 eWlsrx48fNEm4bN250LbtixQrT45a+3qB1Aghf21N7PEtibWYJ AAAAABe6jBCisrJSdu7cKYlEwqmzZ8867WVlZTl96N+3b58sW7 as8/ZaJSUlcuWVVzpBQioNIMrLy6WqqspZ7tixY1JdXZ0RROjtFi1a 5FqvrnP+/PkEEQAAAAAA9BMZIcSmTZtk3rx55prI6NGjZfXq1XLmzBk5ePC gafW3atUqp1KtXbtWxo4d6wQUloYHO3bscIKFmTNnOm2TJk2SN WvWOEFIamCxbds2mT59uixdutS0dKxTbd++3bkEAAAAAACFrUt zQtTU1Jifuufo0aPmJ5ETJ044wcbUqVNNS4fx48c7l6dOnXIu9 TSQ06dPy7hx45xAxBo1apRMmDDBtU4AAAAAAFC4cgoh9AgGDSD SA4Nc6REUWlOmTDEt50MGGzpYEydOdI6asIFHXV2dnDx50nVbp YGEBhMaUOQ6XwWAPpKISfzcKd8CAAAAcGHIGkLY0yZmzJjhVFd pQFBRUeEEGFdccYVpzX5UhT3CwR4x4UcDCg0qctHa2hpYTU1N0 tbW1jnvRHrFYrGs/bqeeDzu2a/tQf1a2q/r8erT0vtvb2/37NPSPl2HV59WrmMMGkNPjDGX7ejVp9VTj6E3x2jHkG2MfT0OL V1/0LbSMfTEGM9tW+BZDXf/f53bgqIoiqIoiqKo8CtMWUOIdevWOUcx6FwNOmdDV23ZskX27N njmvuhr+gHJa8Nbks/LOky+oHNq7SvpaXFs09Lb6/9+sHLq19L+3U5rz4tHYd+qPPq09L+bGPUZbz6tHIdo1e7Le3Pd 4xB/bruoMegFTRGfWx9PUa7nb36tOwYtXrzfrRy6c+2T/bmGG0/lb10O1MURVH9s7ze1ymKogqh9G/yMEWSH4YS5ucM+i0Vmzdvlg0bNmRMNpkL/fYLndRy+fLlzoSXqfSrQLVPj5JIDSf0yAv91osFCxY495l+PZW OT0/H2Lp1q2u+iO7QD1nNzc0y7KUnpPHeL5lWt6Fv/aQM/qtrpP5HHzEtboP+4goZ/r5vyLnvXSOJ1gbTel505CUyYtHt0rDncxJ78UnT6jbyU3dLy+N bpfW3O0yL20XX3yzxc3+SpgfXmRa34lmflUGTZkj9T5eYFrfBf/leGXbVl+XcpnclPwhn7mzRsZfKiIUV0rDjRom99IxpdRu57EFp eeS/pPX3d5kWt4s+tEVif/y9NP/yv02LW/G7VklR8n4adn/WtLgNeeP1MjT5OM59972mxa1o3Bvlonmbpf7HH5N4bea3o0SKh iTH+IA03fdv0nbkQdPqNuKjFdL+3D5pfrTctLgNu+pfJTJstDT e+QXT4jbkLR+VoW9ZKOe2Xm9a3AZNfKsMv+6/k/1zJNH4imk9L1I8Ovlcd2y/tmfvl6bKf3d+Tlf8tqXJ/eqdUv+TG0yL2+CpV8qwq78qdeWzRWKZCWZ09EQZ8fGfSMPO5cn n5CnT6jbyM7+Q5qpNHV+n6WH4nP+RxNlj0vTQBtPiVvyOf5SiS 94oDbd/xrS4Df6ra2XYlaukbtO7TYtb0WveIBd9+AfmGgAAAICBzPdIiN 4MIFT6BJRW+oSVfhNQ+k1YCQAAAAAACpNnCGEDiJ07d+YVQGiA 4RVAqPQJKK30CSv9JqD0m7ASAAAAAAAUpowQIjWAmDdvnmn1pm FDJBJxTq2wUgOIoABD55fQUyzKy8tl//79TpueerF+/XopKytznaKxePFiOXTokDO/hKVzVaiFCxc6lwAGtqb7/680/eJfPSv+8hGzFAAAAIBC5gohNASorq52ftZ5GDRgSK3S0lJnGaV HJVRVVcmcOXNk9uzZrjalQUT67adNm9YZOCgNKXTCylmzZjn9k ydPlpKSkoyjJzSQ0LkjNLCw69JxalDSnckyARSe9uerfMtqq9n rWQAAAAD6B1cIoR/oDxw44Mzc71XaZz/0Hz582Dk6QQMEOyeDXu7evdvztlpHjhzJ+IYMDSJSl/E7fUNvp7e3y6WOBUD/1/zoZmm854uZ9b9rzBIAAAAA+jvfiSmz0bkbdE4HTocAAAAAAAC5 6HYIUVlZ6czpwNEIAAAAAAAgF90OIfS0ie58cwYAAAAAALgwdT uEAAAAAAAA6ApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApC CAAAAAAAEApCCAAAAAAAEApCCAADQtvTdwfUPWYpAAAAAH2JEA LAgBBvPidND673LAAAAACFgRACAAAAAACEghACAAAAAACEghAC wAWh/US1tL/wqG8BAAAA6H2EEAAuGI13r/Ks9uOPmSUAAAAA9CZCCAAAAAAAEApCCAAAAAAAEApCCABISrSc k9jLz/oWAAAAgPwRQgCA0fCzT3lW8y9vMUsAAAAAyAchBAAAAAAACAUh BAAAAAAACAUhBAAAAAAACAUhBAAAAAAACAUhBAAAAAAACAUhBA DkqO2Ze30LAAAAQHaEEACQo5YD35emB76eWY/8t1kCAAAAQBBCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCC AAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCAA AAAAAEApCCAAAAAAAEApCCAAAAAAAEApCCADoIYmms4EFAAAAX OgIIQCghzQ/tEHO/fCDnpVobTBLAQAAABcuQggAAAAAABAKQggAAAAAABCKjBBi165 dEolEXDV37lypra01S2R3/PhxKS0t7bz9tGnTZP/+/abXbePGja77WrFihelx09vreuxyun69HwAAAAAA0D9khBCVlZW yc+dOSSQSTp092zGZWllZWU4f+nWZ+fPnS0lJSec6li1bJosWL coIIjSAKC8vl6qqKme5Y8eOSXV1dUYQobfT2+t67Dp1/Xo/BBEAAAAAAPQPGSHEpk2bZN68eeaayOjRo2X16tVy5swZOXjwoG n1t337dudy7dq1zqVaunSpTJ8+XbZt22ZaOsKKHTt2OMHCzJkz nbZJkybJmjVrnCAkNbDQ2+ntdT2WXb+9PwAodC2P/1CaHvyGZ7XVPGSWAgAAAAauLs0JUVNTY37yd/ToUZkwYYKMGjXKtHQEGePGjZPTp093ntZx4sQJJ9iYOnWqc90a P368c3nq1CnnUpfX2+ntdT2Wrl/vR+8PAPqLtqfv8SzVfqI6sAAAAID+LqcQYt++fU4AkR4YpPMLD NSUKVPk5MmTUldX51y3IYMNHayJEyfK2LFjOwMPXV5vp7dP5RV sAEC/1tYkjT//R8+KvfhrsxAAAADQf2UNIexpEzNmzHAqiA0M/OiRD3oEhMp2VIU9wsEeMeEnNdjIJhaLBVZra6vE4/HOeSfSS/t0Oa8+W2H0F8IYg8aQyxjDeAz5jrEnxuDVbkv7cxlHLuNUXv1a 2cYRtH6tXMfg1WcrjP5sYwzq18rWHzQGlW0M+Y5R+3QdFEVRFE VRFNXTFaZI8o/bjr+gfegkkZs3b3Ymq0ydK8JL6qSUOrdEKjsJZUVFhTMHRPp1K 30dqZNSrlq1yizVQcemE1nq2HQ+iWwaGhqcP+S9tLW1SUtLi1z 0ypMS2/s10+oWffMNEpl2lcR2LjEtbpHJM6XoPV+R2G3zJNHaYFrPi4y4 WIo+VCGxe1dJ4vRvTavboI/eLvHf/Fjih3ebFreiq9cnH8jLEtv3TdPiFn3rZyTyur+V2M+9v2UkOnW 2RN+xWmK3vi/5wSZzW0Re9Xopun6LxO78B0m88qxpdStadJckHv0fiT97r2lxK/rAtyTx0jMSf+zbpsUtOnOlRJP3037PP5kWt+hl10p0xlJp/9H1psUtcvFfS9H7b5bYrk9Loq4j1EoVKRqSHOOdEnvo65J4/hHT6lY0Z4skju2X+BM/NC1uRe9cI1I8SmL3nZ/bJFX0/yyQ6BvnS/tPF5oWt2jyOYi+9xvJ/o+KNGWGaJHi0VK08GfOz4nnHpLYw99wfk5XVPLJ5H71dmnffaN pcYte+k6JvvtfpL3ig8lPwa2m9bzIqAlSNO8HEr/n8xL/02HT6jbohj0Sf/z7En/6TtPiVvS+/xSpPS6xqptNi1vR2z4r8pq/kthdnzMtbtE3XCPRWTdJ+63vNy1ukbFTpei670jsjmWS+PPzpj VFJCKDPnGvxH+5UeI195tGt0HXbZL4qV9L/OAW0+JWdMUXRC66WGK/+KJpcYtePkeib1kk7bfNNy1ukUumJ7fDNyV2+2JJ1P/RtKYYPFwGfXy3xB/8d4kfqzKNboPmb5X40Qck/usK0+IWffeXJBIdJLEHv2Ja3KJv/phE/+YT5hoAAADQMwYPHizFxcXmWu8LDCFsALFhw4aMAMCLnhaxZMk S5zQJrxBCj6iwgYF+FahOeOkXQixYsMC5z/TrqXR8ejrG1q1bM07/8OIXQCgNIRobG50Qovm+fzWtbkNKlsigy66WxtuSHyw9FF36dh l2zTqp//77kitsNK3naQhx0Q07pPGOm5IfmH5jWt0uWnKntFbfKm2Hbjct 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 9D+oSV6RNQWukTVvpNQBk0/4Qf3bBBNWjQIOfSTyQSyalfL71k61c90a/lJ6wxBPVrX7b+XB6DH9sfdB/a3xP34SfbGGx/0DIq1/vxk61f6TJ9OQbb7zeGbP0q337tC+pXfT0G7dN1UBRFURRFUVRP V5g87y31FIxcAwgrfQJK5RUYpE9AaaVPWOkXbPhNWAkAAAAAAA pTRgiRGkBkmwNCT7HQ/87pqRXWwoUd58ivW7fOuVRbtmyRQ4cOyeLF5w8p11My9BQLnRd C531QeurF+vXrpayszHWKht5Ob6/rsez67f0BAAAAAIDC5gohNATQiR6VzsNgDw+2VVpa6iyj9KiEq qoqmTNnjsyePdtpUxouaICh67G385qAUulRFjrh5KxZs5zlJk+ e7Dmppd5Ob6/rsevsyoSUAAAAAACg77lCCP1Af+DAgYyvhrOlffZD/+HDh52jEzRASJ+TIX09R44cyQggLA0iUu8jPYCw9Pa6Hrtc6lg AAAAAAEDh6/YMFDp3g87pwOkQAAAAAAAgF90OISorK505HTgaAQAAAAAA5KLb IYSeNtHVb84AAAAAAAAXrm6HEACAcMXP/VHOlc/2rMa7V5ulAAAAgMJFCAEA/Ugi1upZAAAAQH9ACAEAAAAAAEJBCAEAAAAAAEJBCAEAAAAAAEJ BCAEAAAAAAEJBCAEAAJCHeO3xwAIAAOcRQgAAAOSh/YXHpP7HH/Os9pO/MUsBAABFCAEAAAAAAEJBCAEAA0jr73b7FoC+ETv1G8/XpC0AAC4khBAAMIC0HPieND/yXxnVWr3NLAGgL3i9LrXiZ54zSwAAcGEghAAAAAAAAKEghAAAA AAAAKEghAAAABnajz7sW21HHzFLAQAAdA0hBAAAyND+8hFpvPd LngUAANBdhBAAcAFpuOMf5dx33+tZ8cY/m6UAAACA3kEIAQAXmERbk2cBXaGnZDQ//E3vOvB9sxR6iud2NgUAQH9CCAEAQIGJnf5dYOXC63a2ekrrU3d 4Fnpe+4nHPbd12zO/MEsAANA/EEIAAFBgEu3N0rBrhWe11ew1SwVrvO/fPG/fePcqswQAAED4CCEAAOhnEs21Uv/jhZ7VeMdKs1Tfip875Tk+rcZ7vmiWEmn+5c2ey2i1n3zCLNW3m h78huf4tOIvPWOWAgAAuSCEAACgH4rXnvSsQuI1Pq10XstoFRK v8Wn1iLZGaXn8h74FAMBAQggBAOgx8boXAwuAt5YDP/Cs9mMHzBKFz+s1bwsAAIsQAgDQc9pbpf5HH/Gslke3mIUADESNu5Z7vva1HQAAixACANCpuerb0rD7s57Vfuwx sxQGAp2Xwet51tL5HNC/NP3iy57PpVb87DGzlL/2F/Z73lar5dFysxQAAPkjhAAAuMRO/dazVNsf7pPWp37uW+hfvJ5nrQuN175sSxJxs1Th83outXLldVs tFW942XP72AIAIFeEEACALml+eKNnJVrqzBJA/9L61G7PfVoL53ltH6325x4xSwTTr54NKgDAhYEQAgAAAL2u6d4 vybktZZ6VaKk3SwEABjpCCAAAUiRirc759X6FcLU9fbfn86DV+ pufmaUAAEB/QQgBAECatpqHPCtWx4SNfcHrudACACBssZePSPtzv6S6UfFXjj rbkBACAAAAAIActPzqW3Lu+++julHN+7/jbENCCABAqM597xrPqr/t42aJ/LQ+dYfn+rVaf7dbYqef8uzTan7oP8xagtX/ZJHn7bVy0frkTzxvq9X2zL1mKQAAgIHjd7/7nWzdupUQAgAQslirJFobMqonea1fy/Lq0+oKr9sn2ppMb3aet08WAAAoZBFzKRJ/yycl/ncrqYBKvHmx2VrnEUIAAAAAAJCThLlM/vS3n5LI278gg965mvKpaMmnzNY6jxACAAAAAIBuKC4ultGjR1M +NXLkSLOlziOEAAAA/Vbs5Wed+US8qumBr5ul0PL4rZ7bSKvtyANmKQAAeh8hBAAA6Nf iZ495Fty8tpEWAABhIoQAABSU+Lk/+laivdksVdi8xp5aAAAAF6rAEGLXrl1SWloqx48fNy252b9/v0ybNk0ikUhn6bq8bNy40bXcihUrTI9b+jq7My4AQOFr+sWXpb 7iQ57VX7Q8Vu45fi2+AQMAAFzIfEOI2tpaqaioMNdyp2HDrFmz ZMOGDZJIJJzauXOnzJ8/3wkcUun18vJyqaqqcpY7duyYVFdXZwQRGkAsWrRIli1b1rnOkp ISZ50EEQBwYWl+eKM07PmcZ8VO/84sBQAAgEKUEULoh3o9ymDMmDGyZ88e05q7yspKmTNnjsyePdu 0iMybN0+WL1/uhA0abii9nx07djjBwsyZM522SZMmyZo1a5x1aPBgbdu2TaZPn y5Lly41LSJr1651Lrdv3+5cAgAuHLEXn/QsIEMiIa2/v8u3AADoK/rPd78zAZR+dp47d25OZwPYZb2WsZ/x7Xq0/M5USJc+Bj07IfWzendkhBAaBBw4cMA52kCPZuiOkydPSl1dnbn m7cSJE3LmzBmZOnWqaekwfvx45/LUqVPOpT7o06dPy7hx45yv+LBGjRolEyZMkKNHj5oWAACATM17/8Oz2n67wywBAEC49IO8/vPdj/br0f96loE9G0A/p+vndS/6z3yvgwh0PVdeeaUsWLCgcz32TIVsQYR+Fl+yZInzWdzeVg8iW LlypW8Ykosen5iyrKxMDh486DxQm5DYDaynVNggwYYMNnSwJk6 cKGPHjpWamhrnuoYZGmpMmTLFuW7penRjaEChGwcAAAAAgEKmn 431aAINF+xn3nT6+VYPCNAP/KtWrTKt/nSaA53W4Atf+IJpOW/fvn3O5+uFCxealvNnKgSFIOqBBx6QQ4cOyeLFi02LdK4nnzMSe jyE0AekczvoA9UNq4dsaPig80ton+W3wS17hIM9YsJPLkddAAA AAADQ13QqgiNHjsjZs2edaQy82A//V1xxhWnxp0cz6DyLt9xyi1xyySWm9Tw980APEtCy7NkG6f/oT6ef2fVzvR4oYOmRGHqERj5nJPR4CGEP99DDQfRwDU1wdPAaS OR63klvaWhokHPnzvlWfX29NDY2SiwW86zm5mZnGa8+rdbWVmc 9Xn1a7e3tTn9bW5tnv5auv6WlxbNPSx9DU1OTZ5+W9vX2GLU/3zEGbWddd9Bj0LHpGHSsXv1a2cao6y+EMWoFjUP3Od2eXn1auT 6fQePQx6Hr8erT0u3Qm2PMdVsFjVHvX8fh1acV1vOZzxh1fEFj LIT3n0IYo/YHjbG333/sGP32hXg8ntMY+3J/7Yl9QccYtJ1zHWO2baXbIeh+dDsGvf/ouvU+vPq0sm0rLe3P9toOGqP2FcIYw3j/ybbPBY1R16/LUBRFFXrp+7Klv/e1vN7Xcil7ikN6+7PPPiuXXnqpfPnLX+6ci0FLj15IXU6Pcli9 erWsX7/emfNBx6LrSx3T9ddf7xxRoadfzJgxQ1544QX54he/6Cz36U9/2llGl/eiQYNOgaBTIaTL54yEHg0h7GEjekqGPepBDx+xKY9uHHvuSPpc EOlsKmNPz/Djt1G8DBkyRIqLi31r0KBBzjLRaNSzBg8eLEOHDvXs09Lb63q8 +mxpf1FRkWeflq5f78erT0v7e3OMOrZsY7TbyqtPK9sYtS+oX9 cd9BiyjVFfoLmMMWg79/YYtbRfK2gc2Z5Pez9efbZyGUfQttLtkM8Ydd1BY8z1MeTzfGpf 0POp/X09xmz7XLYxZtvOWtqfbV8IGqM+hmxjzGdf0MpljNm2c7YxBvV nG6PdF/zG2J/ef4L6df1Bj6GnxphtW+l9BG2rfPe5XLdVPmPU/qAx6m1zGaNXn61sY9T7z2ef66kxZtvOFEVR/aH0vcyy4YDX+1oupbdV6e3PPfecPP/88/LVr361M+j41a9+Jffff7989rOfdZbRMwI+//nPO1/eoAGDttn1pY9JP1vbz98abuiRE3qQwKte9SrX7cLSoyFE0PwNe kqGnlahp1eo9AkorfQJK/0moLSHkKRPWBlEf4kGle5U+ktcnwSv0h1Ol/Pq09InMJd++0R7VbZ+HZ+Ow6tPS/vzGaNWLmPMNoagfu0LYzsHjUH7s42hN8eopf2FMA5df9Dzrf35 jDHX5ytoDNn69f51HF59Wtkeg647l8fQl2MMYzvr+oP6s41B+3 MZg1efVi5j1P5s27E3t7NW0GPQyneM2cag/blsR68+rZ7YztqXrT+XMWS7n3yfr1zH4dVnS/uzbat8xphtDLY/2xiC+vX+w9jOfmOwjyHbGHQZiqKoQi99T7O83s+6UkHr0G+HfO Mb39h5XUMDPaLhiSeecD4zf+Mb35C3vvWtzpEQqbdLr29+85ty ++23y969e51TMvQICJ2YUo+G+Pu///vO5cLU46djKK/zQ9LngEifgNJKn7DSbwJKv8ADAAAAAID+KtfPuJs3b3YFDhpIa NAwefJk56s/9fNzVVWVM4dD6rdq6FkLegaDTmYZ9C0XOo7emIMxrxBCZ+HUB2 vnetAHpl/9oRtD+yydJ0IP+dDkRifiUHZZbbffoqEbQE/Z0NM57HJKZ+PUiTm2bNliWkTWrVvnXKbO8gkAAAAAQH+mZwXo5 9/Dhw+blkybNm3qnFPClgYLOu+DflGE9uf7jZI6jtSzGZQ9I0GPz Mj1jIR0GSGEBgE6qUV6kpIaNiibquhcD7NnzzatHXNAaLuGCza R0QHqBkn/ehG9rsGE9utyej+a0ugGS6WBREVFhWudmtroYSR+35MKAAAAAE B/o5+v9XQM/QxtwwP7j339AoiufAbWf/Dv2bPH9Q99uy49KMCuSz/r6+fs1IMJ7Di2bdtmWsRZT67f3OEnI4TQQRw4cCAjVdFK/YpNTWX0zr0SEPu1I363TaVBROpy6QGElb5OHSMBBAAAAACgv9A AYNq0aTJmzBgnHLCnVMydO7czcNDP17t373aOYtDltN/+Y9/vc7UfXT7XgwTS6Ti2bt3qHPlgb6vr0QMEUs9c6Kpun46hczfon A6cDgEAAIB8tTzxI99qf6Hj1F0A6O+8/mGvpaFD+j/300+5yBZAaKjg9c/6XA4S0Ovanh5M2EDE3k7Xk08AobodQlRWVroO3wAAAAC6rbVBW h4t9ywAF654458l3vCyb6H/6XYIoalMtsM3AAAAAADIR/2tcz2r6f7/a5ZAf9LtEAIAAAAAAKArCCEAAAAAAEAoCCEAAAAAAL0ikYgHFi 48hBAAAAAAgF7R+uvb5Nymd3lW+7P3m6VwISGEAAAAAIALUKK9 WZru/5pvoeft379fpk2bJpFIxFUrVqwwS4SjtrZW5s6d6xpDaWmpHD9 +3CzRwWu8Xst1BSEEAAAAgAEjUf8naT/2mG/Bre0P93lW/Gz3P2TC28aNG2XWrFmyYcMGSSQSnVVVVSVHjhzJ64N9Vx0+fFh GjBghZ8+e7RxHSUmJzJ8/3zWOffv2ybJly1zj9VquKwghAAAAAAwojXf9s2e1HrrdLAGES4 880LBh+fLlMm/ePNPaYebMmVJZWSmTJk0yLb1P77OiokJGjx5tWkTWrl3rXG7fv t25VKtWrXIqVVlZmZw5c0ZOnDhhWrqGEAIAAAAAUjT+/PNSv/U6z0o0njFLXRjqb/u453bQ6gl6dIrXurWaq75tlrrw6FEGetqDPQVCT4nQUyOsXbt2 OW2bNm1ynS6hR1t0l4YKGi4E0TBFwwsNIjTI6A5CCAAAAABIE2/8s2ddiLy2Q6Kl3vTmz2v9WgOJHnGgp2Js3rw565wKGjZceeWVs mbNms5TIPQUjkWLFrmCiJqaGrnvvvukurraWUaPtCgvL3cCiu7 QUy/UFVdc4Vym0nVqyKGnYqxevdoJP7qLEAIAAAAAgF6mpzVomHDw4 EGZPHly59EL6aHEtm3bnCMNUk/bmD17tkyfPr0zKFBTp051AgF7SoUemaC301M7ukrDDQ0w/I5w0LFo0KGBhz4GndRSj4roDkIIAAAAAABCoEGEPbpBa+fOnU4 ooUc+aBCgH+xPnz7tHDFhQwqtMWPGyJ49e8xa/E2ZMsW5va7HHr1gK/2UDksDkJUrVzohx/r1602rNw08NPg4dOiQPPDAA6a1awghAAAAAAD9Vv1Pl/hWodMjDPQ0CnXq1CnnUqV/g4at9Ekig9ijF2zpN3CkH+WgAYR+08WECRNk69atrokq/UycOFHGjh3rnA7SHYQQAAAAAID+q7lW4q/UZFSi4SWzQN/TD/tf+cpXzDV/GgKMGzfOCSa6erqDLq+309vnEibYuSe6EkAoO4Glng7SHYQQAA AAQCFIxD0n57MFFCKvfTW1CoHXuFIrLPfcc0/G/A+pp0LovA9q8eLFzukOOjFlKv3mi6BJJ7ds2eLcTm+fjQYQOtG lzgGxe/duzwBCQw2d+yH1Pr3G21WEEAAAAECB8PqaQq3Gu/7JLAEUlpZ9t3jus1p6hEIhaN77Dc/xaUms1SzVuyZNmuRMGKlHHaROSqk/L1iwwBUE6CkTe/fudSaBTJ3TYceOHTJjxgxnGaWnQ+g3bth+nVhSvz4zl6/O1Aku9fbpc09o2UkndTy6fj1dw/bpePUbMvyCi1wQQgAAAABAFzRXfUca7/pnz2o/fsAsBbjph3b98J46T4OW1zwPGlocOHDAtZxe13ZLT4fQ0y9sv9 ecD37SJ8hMrdSAwWu5fL6eUxFCAAAAAOg32p+vkrY/3OdbYWk/9phnAQhGCAEAAACgX2m6/2ueFTvzvFkCQKEihAAAAABy0PzIf8m5Te/yrNip35ilelfDTz/hef9akkiYpQB0RcuB73m+prTan9tnlios+vWbXTn9opAQQgAAA AA5SiTinhUmr/vXwsDT/NB/SNOD6zwrdvopaf3dbs8+rdan7kgu8zvPPq3mhzeae4Hyek1poe cRQgAAAAADROxktX+9/KxZCp7bx1ShaXv6fz3L8urTsrz6tIC+QggBAAAADBCtT98rDXf 8o2fhvMZf/JvnNmqs/JpZAkBvIYQAAABAwWs78oDU3zrXs1oev1XiZ4959mk1/eLLZi3Ipv3kE57bUKv5lzebpQCooh+8Q1rWXSx//tKIgqna/5jqvB92VSIek4Yff8RznflU3S0l5h7OI4QAAABAvxBveNmzLK8 +Lavl0XLfytrf1ugsE6T18F2et9Vq/e3tZqnC57UNtQCoiLksTPFzf5Ta8vdI+8s1piU3jT9bIq2/v9tc612EEAAAALggaBDQ8sSPMqqtZq/T3/7ik579Wrnyuq2Wip95PrAuFF6PvbNqT5il+jfPx5ZS6L+ir5km 8Qml8lLx1IKr5qJRHYM8d1rOff9qaT/zQsf1LBp2fNqZ5NTyWndPVMOQi531E0IAAAAAYYi1SP32RZ7V8 uRPzEIDX8uB73puA62BQicB9Xp8Wu3PF+ZXPiI3xW//nLTNvU0euvizBVf3j/u81A96dcdANYj43tUSOxsQ7CXiHQHEb37acTVSJFWvWeK57p6o Z0dc4dwPIQQAAAAAADkaO3asfOADHyi4mn39x6Xohjulcei4jo HWnZC6LVdJe+2pjusuCWm4/TOuAOJXr/mknBz+Jhk9erRce+21nveRb11zzTWEEAAAAAAA5GrIkCHyute9 rkfrNS//yrfGv3qk5208a9qb5DWf+6UriDj33TKJnftTx3WjcfdnOwOIuA kgTg27XEaNGiUf/OAHZcKECd7rz7PGjRtHCAEAAAAAQG9KNNf5lmqreVia933Ls7p q6JjxThDRUDyho+Hs81KXEkQ0/vwfpaV6m/OzBhD7XvsZJ4AYOXKkXHfddTJ8+HCnr7cQQgAAAAAA0IvOVSyQ cz+4NqN0TobeoEHEaz/3iJwrntTRcKZG6r7/fmm4/UZpOfA9pykeGSy/fO1n5I/FfxlaAKEIIQAAAIALROtvfiaNd6/2rLans389X6Kl3vO2tnpC6+NbPdetZb/JZKDweoy2ErFWsxTQPUNHXyIX/8NDUlc8uaPh5ael9cntzo/x6BD55WtvlD+lBBAXXXSR09fbCCEAAACAC0j7C/s9K1det9WStkazRP681q810MQbz3g+Ti2gJxSP0SBir9QOMadm JLXLINk76Go5VReT4vrn5ZrLR4YWQChCCAAAAAAABqhhYy6R19 6wTc62DZG2eETuPzVaXnzmcRlcc4/Mloek+KUnzZLhIIQAAAAAAMBHW81Dcq78PZ7V8vgPzVKFbdioV 8vwS/5SfvXKa+Wl5iEyfEiRvG/6WBlZXGSWCA8hBAAAAIAe07z3P3wL6K8SsTbP6k+GFQ+WWX89X l47YnCfBRCKEAIAAABAj2k/US2tv78ro9qOPGiWANBXhg2JyrVvfnWfBRCKEAIAAAAAAISCEA IAAAAAAISCEAIAAAAAAIQiMITYtWuXlJaWyvHjx01L7mpra2Xu 3LkSiUScmjZtmuzfn/l9txs3buxcRmvFihWmx01vq+uwy3V3XAAAAAAAoG/4hhAaIlRUVJhrXaOBQUlJicyaNUsSiYRTR44ckZkzZ5olOmgAU V5eLlVVVc4yx44dk+rq6owgQte3aNEiWbZsWef6dP3z588niAA AAAAAoJ/ICCH0Q70eZTBmzBjZs2ePac2d3n7lypVOYLBq1SrTmkmX27Fjh 7OcDScmTZoka9askcrKStdRE9u2bZPp06fL0qVLTYvI2rVrncv t27c7lwAAAAAAhC1ee1Iabl/qWU3/2/G5FedlhBAaBBw4cMA52mDDhg2mNXc2FFi4cKFz6efEiRNy5swZ mTp1qmnpMH78eOfy1KlTzqUekXH69GkZN26cjB492mlTo0aNkg kTJsjRo0dNCwAAAAAA4Yv96feehUw9PjGlhgKXXXaZ3HTTTYFz PdiQwYYO1sSJE2Xs2LFSU1PjXK+rq5OTJ0/KlClTnOuWBhIaTGhAoUEFAAAAAAADUaK1Ia8qJD0aQtijFvRUi tWrV3fO36BzPugpFqlBhA0Z/NgjHOwRE340oNCgIhdtbW2B1dzcLO3t7Z3jTq9YLOYs59WnFY/Hc+rXS69+rWz9Oj4dh1eflvbnM0atXMaYbQxB/doXxnYOGoP2ZxtDb45RS/sLYRy6/qDnW/vzGWOuz1fQGLL16/3rOLz6tLI9Bl13Lo+hL8cYxnbW9Qf1ZxuD9ucyBq8+rVzGqP3Z tmNvbmetoMegle8Ys41B+3PZjl59Wj2xnbUvW38uY8h2P/k+X7mOw6vPlvZn21b5jDHbGGx/tjEE9ev9h7Gd/cZgH0O2MfTmGO0YvPq0bH/QduyJ7ZzLGLz6bOUyxv6wnfMZY7YxaH8uY/Dqs6X9vb2ddR3ZxpHLerJti2z9QWOw2yrbtujNbaXrDnoMPTHG bGPQ/mzbMZcxevVp5fIYdP1Nj26Ruu9e7VktL/5Omv/wgGefVtOhPVnHGKYeDSHsUQtlZWWuSSj1Z537IX2uh7C1trY6Q YNf6ROjy+iT4FW6c7S0tHj2aentdT1efba0X3dUrz4tXb/dCb1K+3tzjDq2bGO028qrTyvbGLUvqF/XHfQYso1RX0i5jDFoO/f2GLW0XytoHNmeT3s/Xn22chlH0LbS7ZDPGHXdQWPM9THk83xqX9Dzqf19PcZs+1y2MW bbzlran21fCBqjPoZsY8xnX9DKZYzZtnO2MQb1Zxuj3Rf8xtif 3n+C+nX9QY+hp8aYbVvpfQRtq3z3uVy3VT5j1P6gMeptcxmjV5 +tbGPU+89nn+upMWbbzvmOMZ99QSvfMer9ZxtjUH8Y+2u2fSGs MQb157u/6hjz2RdyeQy6/qDtnG2M+vj0PnLZVtnuJ9u26olt4dVnK9sYc3k+g8Zot5VXn1Z PjFH789nn9Lb5bGct7c+2L2QbY1B/tjFqhalHQwg7T4MXnftBj36wp2GkzwWRzp5+YU/P8KP3p/ebi4suukhGjhzpWyNGjJDhw4dLUVGRZxUXFzvLePVpDRkyxFmP V5/WoEGDnP7Bgwd79mvp+ocOHerZp6WPYdiwYZ59WtrX22PU/nzHGLSddd1Bj0HHpmPQsXr1a2Ubo66/EMaoFTQO3ed0e3r1aeX6fAaNQx+HrserT0u3Q2+OMddtFTRGvX 8dh1efVljPZz5j1PEFjbEQ3n8KYYzaHzTG3n7/sWP02xei0WhOY+zL/bUn9gUdY9B2znWM2baVboeg+9HtGPT+o+vW+/Dq08q2rbS0P9trO2iM2lcIYwzj/SfbPhc0Rl1/vmMM2s6F8v5TCGMM2s46xqDtrOvuifeffPbXfMfYE9tZ1x+0nX V82fYFvY+gbaXVE/cTtM/puoO2RU+8/+T72s53n9Pq7TGG8f6T776QbYw6hjD1+JwQKpd5GtInoLTSJ6z 0m4DSb8JKAAAAAABQmHo0hNAwYNasWXLo0CE5fPiwae2gR0HMm DHDKZU+AaWVPmGl3wSUfhNWAgAAAACAwpRXCLFx40bnmy927dp lWjq+mlPDBf16TxsaaL9OVLlgwQLnK0CVXur18vLyznkijh8/LuvXr8+YU2Lx4sVOsLFlyxbTIrJu3TrnMttXgQIAAAAAgMKQEU JoEFBaWuqECxocHDx4UCZPnpwRNmjAoN96MWfOHJk9e7Zp7QgX dAJKNWbMGOd28+fPl507d8qqVaucdkuv64SVevSELqf3U1JSIp s2bTJLdNBAoqKiwgksdDmt6upqZ5021AAAAAAAAIUtI4TQD/UHDhxwfWWHrXnz5pmlxDndQo9O0AAhfU4Gvb57927f26bSICJ1 ufQAwtIg4siRI53L6RgJIAAAAAAA6D+6fTqGzt2gp11wOgQAAA AAAMhFt0MIPeUidY4HAAAAAACAIN0OIfS0ifQ5HgAAAAAAAPx0 O4QAAAAAAADoCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCk IIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkII AAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAA AAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAA AAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAA AQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQ CkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCk IIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkII AAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQCkIIAAAAAAAQisAQYt euXVJaWirHjx83LV23f/9+mTZtmqxYscK0uG3cuFEikUhn+S1n12OXy3dcAAAAAAAgXL4h RG1trVRUVJhr3aMhwcqVK6Wmpsa0uGkAUV5eLlVVVZJIJOTYsW NSXV2dEURoALFo0SJZtmyZs5xWSUmJzJ8/nyACAAAAAIB+IiOE0A/1epTBmDFjZM+ePaa1e9atWyejR4+Wq666yrScp/ezY8cOJ1iYOXOm0zZp0iRZs2aNVFZWOsGDtW3bNpk+fbosXbrU tIisXbvWudy+fbtzCQAAAAAACltGCKFBwIEDB5yjDTZs2GBau0 6PctCjGm6++WYZMWKEaT3vxIkTcubMGZk6dapp6TB+/Hjn8tSpU86lHpFx+vRpGTdunBNoWKNGjZIJEybI0aNHTQsAAAA AAChkvTIxpc4loadZ3HLLLTJx4kTT6mZDBhs6WLr82LFjO0/hqKurk5MnT8qUKVOc65YGEhpMaEChQUVPaGlpkZbWNmltT3hXW 3uyv9W7T6st1rGO9rh3f7Ld6U8u592frOT6W5L349mnlRxfT4y xNebR51THGPXSuz9Zuv7Ax5AcX9Bj0L6gx9CeXHfQY8g2xuRjc/oDxuhso4AxOts4YIzOcxQwRn2Og8ao+4j2O1UIz6duc68+rXyf T30e8nk+k+X094PnM98xBu0LOsZc9gXef5LjC3oM2hf4GPLcX/vR+0++Y+yJfcGpgPvpsX3Oq8+pAtjn8vyd11PPZ2/uc/YxFML7T7b3SP/HkCxn/b24L+j2CXoMOYzR6S/gfSGs/bUn9oVe31/1PgK2lVPOtijgfW4A/c4Lej51jFmfz6DtaMbY5/tcljGGqcdDCD2NYvXq1c5RFPY0Cy9+80RY9ggHe8SEHw0oNKjI RTweD6y2tuQTl6z2eMKznBdQS6tnn5b9Q6ItuSN59Wu79rfHvP u1dOdoS67Hq0/L6U+Ow6tPy76Qvfq0dN25jFEfi1e/VscLOWgMHW82Xn1aHW+YAdu5teON2atPqycegz6Puq28+rTa2j teqF59WjqGbP0dY8gyxmTpfXktoxXGPueMI+j5Sj5XLUFjSN42 aFs4/QHPp30M+ubn1d+WHHvHYwx4Pp19qvv7XLbnM5asoO3crh+q9TE EjTG5DYPGqPtB0L6gr3u9D68+LbsddSze/TnsC8ltFLidk/1B7y/6+IL2V/u68NuOzh8IWbZjLu8/Qe+RWd9/krcNfP/p3B+D94Wg7diWZX/V8efz/qPPccdz7dGXLPu+0Jv7a7Z9ofN1n6xs+1zg86n3E7BP2n3Oq0/L7nO+z2eyctnngn6f6PiCni9ddz6/83ri/afjtR/wfOsYAx6DHaPf7zz7/hP0XOv6g55rHV+2124u+1y210XgGHPYF4L2R91P8tsXzGvX5/elVrbH0PEeGPxcB21nXXdzwBh74v1H3yOz/Y0WNMZ2+1x79SXL7gt+r6mc99es/UH7iv4+1f0luVzA7+Vs+5xuh8D3QN2nkvfh1aeVbZ/rfK/2+xsth22V9f3H2SeD97nA59vsc37vPzm9R+pjCBijPpdBz6c+v p54/9G/N736tbLtc9n2BWeMAf2x5GfhMEUSet6FDz2lYseOHbJz507nNI 1sdJ4HnSxSJ43ctGmT06ZHKSxZssQ5asG2KTsppU5+mRpWpK8j dVLKVatWmaU66ASWespHruNraGhwwgYvGkBo35DTByXx0tOmNU 3RUIlMu0oSz9xtGjJF33qjxB//nrmWKWv/9I9I/NBPzbVMkQklyQfysiTOvmBa0hSPkcjr/lYSRx80DZnyHWPkbz4hiV/faq5lilz6juQ2fCY5zj+ZljQjXyfRV71e4sfOz/uRLvqWGyT+5I/MtUx5P4ZpZZLQ+2+tNy1ukbFTk9tylCRe/LVpyRR943yJP7XTXMuUyxhV4rmHJPHKEefndJGhIyQy+e0Sf/YXpiVTvtsi+paPJ7f1j821TJFJb0u+kI9Lou6kaXGLjLhY5DV/JYnnHzEtmaIln5R49Q/NtUx5P4Yp75H4qeRz1fRn0+IWGTNZ5KKLJXHycdOSKfqmhRL/rf8cM3mP8bJrJX70geSbTbNpSfOayyQSHSSJPz1lGtIUDZbIG9 4niad/bhoy5TvGyBs/JImnbjfXMkXGv0USzbUif37OtKQZOlIiE98miZpK05Ap7zEm3x sSAe8NkcmzJKHjO9dxtF2GEZdI9NVvkPgL+0xDpujffkLiT/i/x+X9GKZeJfLi45JoOmta3CKvulRk+KuT+2u1ackUnf7h5O+Kn5 lrmfIe4199QBJHks9je4tpcYtcfLlzmfjTYecywyD9fZl8n336 LtOQScegAscxcYZI/enk7zzvSagjye0k496U/J2317RkipZ8Ovn+831zLVPWbVXyqeTtf2CuZYr+xbsk/sfk67bxZdOSZtREiYyeIInjj5mGTNE3f0ziv7nNXMuU7/MZ/ctrJP5c8j26rdG0pHn1NIkMHi6J0781DWkiUYn89fWSOLzbNGT Kd4yRy+dK4vd3JHcq77/TIvo86/h9fl9KcvzRv3inxP9wr2nIlPd2zPI8RSb9nSRqk78r606YljTD XyPRS96YfC4eNg2Zsu5v2caYZX+PTLlSJPk8JxpfMS1ukTHJv6 dHjJPEiYOmJVP0TR9N/r78ibmWKe/tfNn7ndd0oq3JtLhFXntZcqEhkvjjIdOSJvm71Pmdq/uTj7zHmOVvwMjr/kakuU4SZ3z+6TpkhPN3hwq8n2y/j15/hcRfeTb5PvlH05Jm5Pjk75S/SP7NW2UaMmX7vZrvtopMTf4uOPGoSMs505ImOb5I8WhJnHrSNG TK9vdJ3mP8q+sk8ez/isTaTItb5OI3Jt+a2kVeTn6+8TK4OPm36GyJ9+ZnxCx/p0YmvNX57JU4e8y0pBn2KomO/5vk36LenxGLiopkxDtvMtd6X4+GEHoahoYKW7du7Zy/wS+E0GX1iAm/EGLBggVO6JB+PZWGEHo6Rur9BYnFgg8z0X59AgAAAAAAuFCE+T m4x0MIDQyC6GkaGibYIxz0+rx580zv+a/jtO1+IYZfOwAAAAAAKEw9OieEhgaaaaTW2bNnZc6cObJ8+XLnu j2aIX0CSit9wkq/CSj9JqwEAAAAAACFKa8QQo+UiEQizhEQXaVHVugpFjovhB79oP TUi/Xr10tZWZnrFI3FixfLoUOHZMuWLaZFZN26dc7lwoUd51MBAAAA AIDClhFCaBBQWlrqhAs6Z8PBgwdl8uTJGWGDHpVQVVXlHOUwe/Zs09o1elSETjg5a9YsZ/16P6mTWloaSOjcERpY6HJaXZmQEgAAAAAA9L3AOSGCBH1rBQAA AAAAQLpun46hczfonA6cDgEAAAAAAHLR7RCisrLSmdOB0yEAAA AAAEAuun06BgAAAAAAQFf06Fd0AgAAAAAA+CGEAAAAAAAAoSCE AAAAAAAAoSCEAAAAAAAAoSCEAAAAAAAAoSCEAAAAAAAAoSCEAA AAAAAAoSCEAAAAAAAAoSCEAAAAAAAAoSCEAAAAAAAAoeh3IcSu XbskEol01ooVK0xP39JxlZaWyvHjx02Lv9raWpk7d27OywPZ9P fXxcaNG13j1+tAd9n3WLs/TZs2Tfbv3296+44dV9D+nf5aLpSxo/8rpNdF+lhs6f7vRcep47XL8fcTekIh/e2UPhYtfY3oayVVV187QKHqdyHEvHnzJJFIyNmzZ2XOnDmmtW/pG0JFRYW5lt2aNWtkz5495hqQv/76urC/TKuqqpyx62PQWrVqlVkC6LrRo0fL7t27nX1p586dprXvPfDAA4 Hv/RpOrF692nk92NfCsmXLZNasWfyBibwV0uvi8OHDMmLECNf7vo5 p/vz5GSGdBhCLFi1yXgt22ZKSEmdZggjko5D+dqqsrHReA3Yf1zG psrIy137eldcOUMg4HSMP+qagafyYMWNyDhX0D0l9o7nhhhtMC zCwdOV1oYGc2rp1q/MHMjAQ6R+G+p8q/SPRjwZyGj7oH5wzZ840rSJLly51/jjW3xvAQKH7uIbUqe/7+oFw+fLlzutAXw/Wtm3bZPr06c5rwVq7dq1zuX37ducS6O82bdrkvAYsfW1oKH3mz Bk5ePCgae3aawcoZAMqhLAffrIdoqR/EOpyjz76qGv5rh6GNWnSJDlw4ICTQm7YsMG0+tM0X99QdNk3ve lNphXoXYX6utDXg36w0v9wEUAgTDYUSK30w17t60aXTV2+O4ew 65E9+no4duyYzJgxw7R6O336NH9Eok+E/brwc/LkSamrq3N+1vvW18S4ceNcvydGjRolEyZMkKNHj5oWoGeF/bdTkJqaGvNTsNTXDlDoBtyREHqIntchSulvGpoq3nTTTZ2HPml 6qB+I9M2kN+ib2cqVK53DCVOTTiAMhfi6OHXqlIwdO9a5j9Rf8 PpLXF8vQG+y+7iWPex1yZIlGQGABsfKLqtHKuh7eU/vo/oBS0+70KOHUg+/1VM4Dh06JIsXL3auA72pL18Xetvq6monXNCQQekHKv1gNWXKFO e6pa8XDSYI7dCb+vpvp3379jkBxNSpU02LN6/XDlDoBlQIof+B1cOZUtNy/a+TVnqKqG36ZqG3UZdffrlzuF9vpOr6C1LfnPTNjHPdEbZCfV3 ofesv7ksuuaTzF7z+stdfovpLvqc/5AGWvg+nH/aqAYDXf5H0aJ7U9239sKWHx544ccK09By9H/3jVdc/efJkJ5Rbv3697N2713WKBtAb+vp1oadW6O8EvU/7+0rXp+v1w39+0Vv6+m8n/Rtox44dnfcZxOu1AxS6AXckhH7gT501Vv+Q0xdmrm8Eqam6Jp1 2Pba6k2rqee/6i9KewwiErSdfF/oaSH1NaKX/VyAXet/6i3XhwoWmxX0OJOf6ojelv7/b/S6XD1H6B6geyaPSX1ta3T2aR8ekpydVVFQ4oZye46uv0yuvvLL HDnUHgvTU60L3//RD2dNP7Uil+3d5ebkz/0nq3A9AX+rJv526+pli3bp1zn3pZwgbbnjhtYP+akCFEPoC18n wlD18KpdzcP3ofwTsf2htpSb/udBfxEeOHJFbbrkl8E0E6C09/brQ10D666I7pxilH15rTZw40TlNI5//IAB+7B+VerSNPXRWK5d5fbxocGa/ccCWzonS1fd7/V2hRz3oKXv2qAf9L5y+VvX1oOPz+wAH5KunXxe6/9u5gWzp68Trv7T6IUrDN93Pv/Wtb7mWsb8P/HD4OXpLX36m0PkkNm/e7Lz+gv6+CnrtAIVuwIQQ+gtU/3ukSWChzbSvY9NDpFLTT/3vgiacmqoG/XcAyEchvy5UvofvAl1lvyZTP2h1JzzrLfaw8/Rzf/XD3IIFCzjsHL2qr14XqR+iUg9nt/wmoNTfbV4TVgI9oS//dkoNIIL+8ZnttQMUugF3Okah/ULy+m+Alr65aJqqqarffweAnlKIf6hdccUVzqVOvJTKfhjTc4y B3qAf9MePH2+uFZb0c40VRwUhDGG/LuyHKD13Xifx8/oQpb+3vCag9JuwEuhJYf/tZAMIDRVyCSCCXjtAoeu3IYRN7e0HFX2T0KMNdHZYey6u/sLSCSH1iAPgQtCfXhd6yLmOU89l1F+oSseoM6zrL9bZs2c7bUB 32f9m6f6kE4UpDX/1P0ep4Zcedmtn++8r9vWg49DxWPqz/lGa7bxgIFeF8LpI/RCV7T/N+s0w+g0xW7ZsMS0d58ur1DmFgO4qhL+dUgOIXE7ByOW1AxSyf hNC6Is/dXIYe95i6gtVU0P9Bgo7q7j+rC/U7p6/lY2+MdmJl1JPr9DrqX9EAr2lv78u9Jx3PQdef9lrvy6n4+PoIH SX7mO6L2nZ83lT/1DTD/I6R4+GX3Y5/U9Sd899z4WdzFX3b3096OtCr6efiqevB3396uvYjk2X1W/MKKRTR9D/FNrrwn71oH7w0/HY+7SVOmGfBnQamqSOTT8c6muFYA7dUWh/O+nfTbpPq9T3f1upkx135bUDFLJIQs8NAAAAAAAA6GUDbk4IAA AAAABQmAghAAAAAABAKAghAAAAAABAKAghAAAAAABACET+f4du gPrWLi50AAAAAElFTkSuQmCC" ></p>

<p dir="RTL" ><a href="https://tools.argaam.com/ar/macroeconomy/data?_gl=1*1xdbpd4*_ga*MTc2NTI4NzU3NS4xNjUyMzQzNTU 5*_ga_726105RETR*MTY5NzUzNTQ0NS4yMi4xLjE2OTc1NDM0M TIuNTguMC4w" target="_blank"><strong >المصدر: أدوات أرقام</strong></a></p>

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

<p dir="RTL" ><span ><span >وتراجعت قيمة <span >الاحتياطات بالعملات الأجنبية</span> التي تمثل نحو 94% من إجمالي الأصول بنحو 7% خلال سبتمبر الماضي لتصل إلى 1555.5 مليار ريال</span><span dir="LTR"><span >.</span></span></span></p>

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

<p dir="RTL" ><span ><span ><span >وارتفعت<span >حقوق السحب الخاصة</span> بنسبة 4%، كما ارتفعت قيمة <span >الاحتياطي لدى صندوق النقد الدولي</span></span> بنسبة 3%،<strong><span >ويوضح الجدول التالي تفاصيل ذلك:</span></strong></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 ><strong><span ><span >تفاصيل الأصول الاحتياطية للسعودية في الخارج </span></span></strong><span ><span >(مليار ريال)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >الفترة</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><strong><span ><span >سبتمبر 2022</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><strong><span ><span >سبتمبر 2023</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><strong><span ><span >التغير</span></span></strong></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >الذهب النقدي</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1.6</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1.6</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >--</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >حقوق السحب الخاصة</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >74.0</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >76.7</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >4</span></span> <span dir="LTR"><span ><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >وضع الاحتياطي لدى صندوق النقد الدولي</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >13.9</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >14.3</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >3</span></span> <span dir="LTR"><span ><span >%</span></span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >الاحتياطاتبالعملات الأجنبية</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1666.7</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >1555.5</span></span></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><span ><span >(7</span></span> <span dir="LTR"><span ><span >%</span></span></span><span ><span >)</span></span></span></p>
</td>
</tr>
<tr >
<td >
<p dir="RTL" ><span ><strong><span ><span >الإجمالي</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><strong><span ><span >1756.2</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><strong><span ><span >1648.1</span></span></strong></span></p>
</td>
<td >
<p align="center" dir="RTL" ><span ><strong><span ><span >(6 %)</span></span></strong></span></p>
</td>
</tr>
</tbody>
</table>

<div ></div>

<div ><span ><img src="https://argaamplus.s3.amazonaws.com/6b11a6e0-f443-4376-ae36-0df12df6f3de.png" ></span></div>

<div ></div>

<div >
<div class="article-detail-content" id="articledetail" >
<div class="ck-editor article m-bottom" >
<p dir="RTL" ><strong ><a href="https://tools.argaam.com/ar/macroeconomy/data" target="_blank">التفاصيل والبيانات التاريخية للاقتصاد الكلي</a></strong></p>
</div>
</div>
</div>
‏

المصدر...