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<title>نت مود موجز ويب لـ RSS - المنتجات المميزة</title>
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<description>نت مود موجز ويب لـ RSS - المنتجات المميزة</description>
<dc:language>ar</dc:language>
<dc:rights>جميع الحقوق محفوظة لـ نت مود Netmoud.com</dc:rights>

<item>
    <title>مئة حالة طبية</title>
    <link>https://netmoud.com/@ww-gg/مئة-حالة-طبية-4983</link>
    <guid isPermaLink="true">https://netmoud.com/@ww-gg/مئة-حالة-طبية-4983</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 3 $</p></div><div class="description"><p>ملف يحتوي على اكثر من مئة حالة طبية متداولة داخل الصيدلية </p></div>]]></description>
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    <pubDate>Fri, 05 Sep 2025 17:35:03 +0200</pubDate>
    <dc:creator>الصيدلاني فؤاد ابو عبيد</dc:creator>
</item>
<item>
    <title>أفكار  منتجات رقمية مربحة - ٣٠ فكرة منتج رقمي مربح والاكثر مبيعا</title>
    <link>https://netmoud.com/@webmoud/best-digital-products-20</link>
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    <description><![CDATA[<div class="price"><p>✔ السعر: 10 $</p></div><div class="description"><div class="digital-products-course" style="direction: rtl; font-family: 'Cairo', Arial, sans-serif;">
<h1 style="font-size: 22px; margin-bottom: 18px;">أفكار منتجات رقمية مربحة - ٣٠ فكرة منتج رقمي مربح والأكثر مبيعاً</h1>
<p style="font-size: 16px; color: #555; margin-bottom: 24px;">أفكار المنتجات الرقمية الأكثر مبيعاً - منتجات رقمية مدروسة - منتجات رقمية</p>
<h2 style="font-size: 20px; margin-top: 28px;">هل تبحث عن مصدر دخل رقمي؟</h2>
<ul style="font-size: 16px; margin-bottom: 18px; line-height: 2;">
<li>🔥 هل تحلم ببناء مصدر دخل مستدام من الإنترنت؟</li>
<li>🔥 هل تبحث عن وسيلة ذكية لبيع المنتجات الرقمية وتحقيق الأرباح دون الحاجة إلى مخزون أو شحن؟</li>
<li>🔥 هل تريد ان تعرف معلومات من شخص لديه خبرة في بيع المنتجات الرقمية ؟</li>
</ul>
<p style="font-size: 16px;">اذا نعم، كورس بيع المنتجات الرقمية من الالف الى الياء - هو خصيصًا لك!</p>
<p style="font-size: 16px;">في هذا الكورس، ستكتشف كل ما تحتاجه للانطلاق بقوة في عالم المنتجات الرقمية. بدءًا من الاساسيات، إلى تصميم المنتج، وصولًا إلى استراتيجيات التسويق الفعّالة التي تجذب العملاء وتحقق المبيعات.</p>
<p style="font-size: 16px; color: #d35400; font-weight: bold;">⚡️ لا تفوت العرض الان - احصل على نسختك الان ⚡️</p>
<h2 style="font-size: 20px; margin-top: 32px;">⭐ لماذا تختار هذا الكورس؟ ⭐</h2>
<ul style="font-size: 16px; margin-bottom: 18px; line-height: 2;">
<li>✅ لأنه يمنحك خطوات عملية ومجربة لبناء مشروعك الرقمي بنجاح.</li>
<li>✅ الانه يعطيك أفكار منتجات رقمية رابحة والاكثر مبيعاً</li>
<li>✅ لأنه يوفّر عليك الوقت والجهد بفضل نصائح واضحة وسهلة التطبيق.</li>
<li>✅ لأنه مصمم ليكون رفيقك من البداية حتى تصل إلى تحقيق أرباح فعلية.</li>
</ul>
<p style="font-size: 16px;">سواء كنت مبتدئ تتطلع لبداية قوية، أو لديك خبرة سابقة وتبحث عن تطوير مشروعك، فإن هذا الكورس يمنحك المفاتيح لتحقيق النجاح.</p>
<p style="font-size: 16px; color: #27ae60; font-weight: bold;">⚡️ استغل تريند المنتجات الرقمية الان وأبدآ في تجارة بيع المنتجات الرقمية ⚡️</p>
<h2 style="font-size: 20px; margin-top: 32px;">⭐ محتوى الكورس ⭐</h2>
<ul style="font-size: 16px; margin-bottom: 18px; line-height: 2;">
<li>✅ المقدمة؟</li>
<li>✅ ما هي المنتجات الرقمية؟</li>
<li>✅ أهم ميزات المنتجات الرقمية</li>
<li>✅ أفكار منتجات رقمية مربحة والاكثر مبيعاً</li>
<li>✅ كيفية إنشاء منتجك الرقمي خطوة بخطوة</li>
<li>✅ أدوات وموارد لإنشاء وبيع المنتجات</li>
<li>✅ منتجات رقمية بالجملة و جاهزة لاعادة البيع</li>
<li>✅ أفضل موقع لبيع المنتجات الرقمية</li>
<li>✅ دراسات حالة و قصص نجاح ملهمة</li>
<li>✅ ما هو السبب الرئيسي لتبدأ أنت تبيع منتجات رقمية؟</li>
<li>✅ كم هي أرباح بيع المنتجات الرقمية ؟</li>
<li>✅ أساسيات التسويق لمنتجك الرقمي الأول</li>
<li>✅ بداية رحلتك نحو الحرية المالية</li>
<li>✅ هل يمكنك فعل ذلك و متى سأبدأ ؟</li>
</ul>
<h2 style="font-size: 20px; margin-top: 32px;">ابدأ الآن ولا تفوت الفرصة!</h2>
<p style="font-size: 16px;">🔥 لا تدع الفرصة تفوتك 🔥</p>
<p style="font-size: 16px;">هذا هو الوقت المثالي لتبدأ في بناء مشروعك الرقمي في بيع المنتجات الرقمية وتحقيق أحلامك .</p>
<p style="font-size: 16px; color: #d35400; font-weight: bold;">⚡️ لا تفوت العرض الان - احصل على نسختك الان ⚡️</p>
</div></div>]]></description>
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    <pubDate>Wed, 17 May 2023 08:29:36 +0200</pubDate>
    <dc:creator>ويب مود webmoud</dc:creator>
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<item>
    <title>منتجات رقمية بالجملة | قوالب كانفا جاهزة للتعديل | منتجات رقمية لاعادة البيع | بيع المنتجات الرقمية | منتجات رقمية مربحة والاكثر مبيعا</title>
    <link>https://netmoud.com/@webmoud/منتجات-رقمية-بالجملة-قوالب-كانفا-جاهزة-للتعديل-منتجات-رقمية-لاعادة-البيع-بيع-المنتجات-الرقمية-منتجات-رقمية-م</link>
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    <description><![CDATA[<div class="price"><p>✔ السعر: 55 $</p></div><div class="description"><p style="line-height: 1.5;"><span style="font-size: 14pt;">منتجات رقمية بالجملة | قوالب كانفا جاهزة للتعديل | منتجات رقمية لاعادة البيع | بيع المنتجات الرقمية | منتجات رقمية مربحة والاكثر مبيعا</span></p>
<p style="line-height: 1.5;"><br><strong><span style="font-size: 14pt;">قوالب كانفا الاكثر ربحاً ومبيعاً و الجاهز للتعديل مباشرة أو للطباعة</span></strong></p>
<p style="line-height: 1.5;"><br><span style="font-size: 14pt;"><strong>ᯓ꧂</strong> قوالب كانفا الاكثر طلباً و الجاهزة للنسخ واعادة البيع مباشرة </span></p>
<p style="line-height: 1.5;"><br><span style="font-size: 14pt;">مخطط مبيعات الجمعة السوداء<br>مخطط بيع منتج رقمي<br>مخطط مبيعات الجمعة السوداء<br>قالب ١٢ اسبوع في توفير الاموال<br>قالب مخطط الطالب الجامعي<br>قالب ٧٥ متعقب التحديات البسيطة<br>اسئلة حول الأمراض المزمنة<br>مخطط العناية بالشعر<br>مجلة يوغا<br>رحلة اليوغا<br>مذكرة ٧ أيام للتغذية<br>مخطط الجمال<br>٤٠ اسبوعاً - مجلة الحمل<br>ادارة الغضب عند الاطفال<br>مخطط حفلة استقبال المولود<br>مخطط التنظيف<br>مجلة الكروشية<br>مخطط الرعاية الذاتية لاضطراب ADHD<br>مفكرة القلق<br>١٢٠ سؤال امتنان<br>5 دقائق - مجلة الامتنان<br>١٠٠ سؤال لـ التأمل الذاتي<br>حزمة تفريغ الدماغ<br>١٠٠ سؤال لـ دوافع القلق<br>مجلة الامتنان<br>مجلة الامتنان للأطفال<br>مجلة الامتنان مع اسئلة<br>مخطط دراسة القرأن الكريم<br>مجلة الوفرة<br>١٠٠ سؤال لتشجيع على العلاقة الصحيحة<br>مجلة كونها انطوائية<br>مجلة التعافي من الإدمان<br>مخطط حفلة توديع العزوبية<br>أفضل مخطط لحفلات أعياد الميلاد<br><br><br></span></p>
<hr>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"><br>وفر وقت , جهد و أموال </span><br><span style="font-size: 14pt;">منتجات رقمية عربية المربحة والاكثر مبيعاً - لن تشاهدها في مكان اخر ! </span></p>
<p style="line-height: 1.5;"><strong><span style="font-size: 14pt;">احصل عليهم  الان  - اغتنم التخفيض - وابدأ في اعادة بيعها و الحصول على ارباح </span></strong></p>
<p style="line-height: 1.5;"></p>
<hr>
<p style="line-height: 1.5;"><br><br><span style="font-size: 14pt;"> يمكنك تغيير التصميم ولون السمة وأنواع الرسم البياني وإضافة أي ميزة إضافية حسب الحاجة. جميع التصاميم والرسوم البيانية الأساسية مضمنة مسبقًا، والقالب قابل للتخصيص بالكامل ليتماشى مع متطلباتك الفريدة.</span></p>
<p style="line-height: 1.5;"><br><span style="font-size: 14pt;">بامكانك شراء هذه القوالب مباشرة وابدأ في اعادة بيعها مباشرة <br><br></span></p>
<hr>
<h2 style="line-height: 1.5;"><strong><span style="font-size: 14pt;"><br># احصل على هدية خاصة , بالدخل </span></strong></h2>
<p style="line-height: 1.5;"></p>
<p style="line-height: 1.5;"></p>
<p style="line-height: 1.5;"><br><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية مربحة ومدروسة و الاكثر مبيعاً </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية تعطي قيمة لـ عميلك</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية سهلة التعديل لتكون لك </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية سوف تملك حقوق اعادة بيعها </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية غير موجودة في اي مكان اخر </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية فريقنا قام بانشائها </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية بجودة عالية بالعربية والانكليزية</span></p>
<p style="line-height: 1.5;"><br><br></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">୬✦⊰ لا داعي لكي تضيع وقتك في أفكار للمنتجات الرقمية </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">୬✦⊰ لا داعي للتعليم و للتخطيط و كتابة المحتوى و التصميم </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">୬✦⊰ لاداعي لكي تمضي أيام وشهور في تصميمها وانشائها </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">୬✦⊰ لاداعي في توظيف اشخاص لعمل هذه المنتجات الرقمية </span></p>
<p style="line-height: 1.5;"><br><br></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">هذه الباقة للاستخدام الشخصي , التجاري , اعادة البيع </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">سوف تحصل على حقوق اعادة البيع معها</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">احصل عليها وابدأ في بيع المنتجات الرقمية الالاف المرات ...<br><br><br><br></span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">√⍟- قمنا بكل شيء لتكون جاهزة لك</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">√⍟- بكبسة زر وحدة بامكانك تحميلها الان جميعاً </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">√⍟- بدون اشتراكات شهرية - دفع مرة واحدة فقط </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">√⍟- تحديثات مستقبلية والمنتجات الرقمية الجديدة مجاناً </span></p>
<p style="line-height: 1.5;"><br><br></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">كل الحقوق محفوظة ومسجلة قانونياً لـ شركة ويب مود webmoud</span></p>
<p style="line-height: 1.5;"><br><br><span style="font-size: 14pt;"> هذا المنتج عبارة عن تنزيل رقمي، وبالتالي سوف تحصل عليه مباشرة بعد الشراء وبامكانك تحميله مباشرة من قسم المشتريات من حسابك على ايتسي , وانا جاهز مباشرة لو لديك اي سؤال بعد شراء الباقة . </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">بالتوفيق</span></p></div>]]></description>
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    <pubDate>Fri, 01 Nov 2024 07:16:06 +0100</pubDate>
    <dc:creator>ويب مود webmoud</dc:creator>
</item>
<item>
    <title>كورس بيع المنتجات الرقمية من الالف الى الياء - أفكار منتجات رقمية مربحة والاكثر مبيعا  - أفضل دورة بيع المنتجات الرقمية</title>
    <link>https://netmoud.com/@webmoud/كورس-بيع-المنتجات-الرقمية</link>
    <guid isPermaLink="true">https://netmoud.com/@webmoud/كورس-بيع-المنتجات-الرقمية</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 10.00</p></div><div class="description"><div class="digital-products-course" style="direction: rtl; font-family: 'Cairo', Arial, sans-serif;">
<h1 class="product-title" style="line-height: 1.5;">كورس بيع المنتجات الرقمية من الالف الى الياء - أفكار منتجات رقمية مربحة والاكثر مبيعا - أفضل دورة بيع المنتجات الرقمية</h1>
<div class="row-custom meta"></div>
<p style="font-size: 16px; color: #555; margin-bottom: 24px;">أفكار المنتجات الرقمية الأكثر مبيعاً - منتجات رقمية مدروسة - منتجات رقمية</p>
<h2 style="font-size: 20px; margin-top: 28px;">هل تبحث عن مصدر دخل رقمي؟</h2>
<ul style="font-size: 16px; margin-bottom: 18px; line-height: 2;">
<li>🔥 هل تحلم ببناء مصدر دخل مستدام من الإنترنت؟</li>
<li>🔥 هل تبحث عن وسيلة ذكية لبيع المنتجات الرقمية وتحقيق الأرباح دون الحاجة إلى مخزون أو شحن؟</li>
<li>🔥 هل تريد ان تعرف معلومات من شخص لديه خبرة في بيع المنتجات الرقمية ؟</li>
</ul>
<p style="font-size: 16px;">اذا نعم، كورس بيع المنتجات الرقمية من الالف الى الياء - هو خصيصًا لك!</p>
<p style="font-size: 16px;">في هذا الكورس، ستكتشف كل ما تحتاجه للانطلاق بقوة في عالم المنتجات الرقمية. بدءًا من الاساسيات، إلى تصميم المنتج، وصولًا إلى استراتيجيات التسويق الفعّالة التي تجذب العملاء وتحقق المبيعات.</p>
<p style="font-size: 16px; color: #d35400; font-weight: bold;">⚡️ لا تفوت العرض الان - احصل على نسختك الان ⚡️</p>
<h2 style="font-size: 20px; margin-top: 32px;">⭐ لماذا تختار هذا الكورس؟ ⭐</h2>
<ul style="font-size: 16px; margin-bottom: 18px; line-height: 2;">
<li>✅ لأنه يمنحك خطوات عملية ومجربة لبناء مشروعك الرقمي بنجاح.</li>
<li>✅ الانه يعطيك أفكار منتجات رقمية رابحة والاكثر مبيعاً</li>
<li>✅ لأنه يوفّر عليك الوقت والجهد بفضل نصائح واضحة وسهلة التطبيق.</li>
<li>✅ لأنه مصمم ليكون رفيقك من البداية حتى تصل إلى تحقيق أرباح فعلية.</li>
</ul>
<p style="font-size: 16px;">سواء كنت مبتدئ تتطلع لبداية قوية، أو لديك خبرة سابقة وتبحث عن تطوير مشروعك، فإن هذا الكورس يمنحك المفاتيح لتحقيق النجاح.</p>
<p style="font-size: 16px; color: #27ae60; font-weight: bold;">⚡️ استغل تريند المنتجات الرقمية الان وأبدآ في تجارة بيع المنتجات الرقمية ⚡️</p>
<h2 style="font-size: 20px; margin-top: 32px;">⭐ محتوى الكورس ⭐</h2>
<ul style="font-size: 16px; margin-bottom: 18px; line-height: 2;">
<li>✅ المقدمة؟</li>
<li>✅ ما هي المنتجات الرقمية؟</li>
<li>✅ أهم ميزات المنتجات الرقمية</li>
<li>✅ أفكار منتجات رقمية مربحة والاكثر مبيعاً</li>
<li>✅ كيفية إنشاء منتجك الرقمي خطوة بخطوة</li>
<li>✅ أدوات وموارد لإنشاء وبيع المنتجات</li>
<li>✅ منتجات رقمية بالجملة و جاهزة لاعادة البيع</li>
<li>✅ أفضل موقع لبيع المنتجات الرقمية</li>
<li>✅ دراسات حالة و قصص نجاح ملهمة</li>
<li>✅ ما هو السبب الرئيسي لتبدأ أنت تبيع منتجات رقمية؟</li>
<li>✅ كم هي أرباح بيع المنتجات الرقمية ؟</li>
<li>✅ أساسيات التسويق لمنتجك الرقمي الأول</li>
<li>✅ بداية رحلتك نحو الحرية المالية</li>
<li>✅ هل يمكنك فعل ذلك و متى سأبدأ ؟</li>
</ul>
<h2 style="font-size: 20px; margin-top: 32px;">ابدأ الآن ولا تفوت الفرصة!</h2>
<p style="font-size: 16px;">🔥 لا تدع الفرصة تفوتك 🔥</p>
<p style="font-size: 16px;">هذا هو الوقت المثالي لتبدأ في بناء مشروعك الرقمي في بيع المنتجات الرقمية وتحقيق أحلامك .</p>
<p style="font-size: 16px; color: #d35400; font-weight: bold;">⚡️ لا تفوت العرض الان - احصل على نسختك الان ⚡️</p>
</div></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202506/img_sm_686177d4be3e48-31345396.webp" length="23378" type="image/jpeg"/>
    <pubDate>Sun, 29 Jun 2025 19:08:50 +0200</pubDate>
    <dc:creator>ويب مود webmoud</dc:creator>
</item>
<item>
    <title>قالب اكسيل لتحليل سوات SWOT  باللعة الانجليزية</title>
    <link>https://netmoud.com/@rami-abu-elkhair/swot-analysis-excel-template-1304</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/swot-analysis-excel-template-1304</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 14 $</p></div><div class="description"><p style="text-align: left;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">نموذج تحليل SWOT في برنامج Excel</span></span></p>
<p style="text-align: left;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">تحميل فوري - </span></span><br><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">قالب مفتوح بالكامل</span></span></p>
<p style="text-align: left;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">قد يكون تحليل SWOT مناسبًا لك إذا كنت بحاجة إلى اتخاذ قرارات تخطيطية رئيسية للشركة أو إعادة تقييم أهدافك. ولا داعي للقلق، فالأمر ليس معقدًا. ستُصبح هذه العملية أكثر سلاسة إذا استخدمت نموذج تحليل SWOT في برنامج Excel. دوّن إنجازاتك، بالإضافة إلى نقاط قوتك وضعفك وفرصك وتحدياتك.</span></span></p>
<p style="text-align: left;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">صفات</span></span></p>
<p style="text-align: left;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">تصميمات لوحات معلومات جذابة بصريًا تساعدك على فهم نقاط قوتك وضعفك وفرصك وتهديداتك. </span></span><br><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">تتميز التقارير بمظهر احترافي، ويمكن فرزها حسب المورد أو الشهر أو السنة أو النوع. خطة العمل، تحليل SWOT، والإجراءات المنجزة.</span></span></p>
<p style="text-align: left;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">أنشئ قائمة بأسئلتك وإجاباتها، بالإضافة إلى مستويات أهميتها ومسؤولياتك وخطوات العمل المطلوبة. يتم تنظيم بياناتك في تحليل مناسب باستخدام جدول البيانات. ثم هناك لوحة المعلومات التوضيحية التي تُظهر لك مدى تقدمك. هذا النموذج قابل للتعديل ويمكن استخدامه لأغراض ومؤسسات متنوعة.</span></span></p>
<p style="text-align: left;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">احترافي وبسيط</span></span></p>
<p style="text-align: left;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">نموذج جدول بيانات لبرنامج مايكروسوفت إكسل</span></span></p>
<p style="text-align: left;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">قائمة علوية للتنقل السريع بين الصفحات</span></span></p>
<p style="text-align: left;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">جداول بيانات جاهزة للطباعة بدون علامتنا التجارية</span></span></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69fe32e607e8a7-83163754.webp" length="31530" type="image/jpeg"/>
    <pubDate>Mon, 27 Feb 2023 06:18:32 +0100</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>قالب إكسل لإجراء تحليل SOAR - النموذج المطور عن SWOT</title>
    <link>https://netmoud.com/@rami-abu-elkhair/نموذج-إكسل-لإجراء-تحليل-soar-النموذج-المطور-عن-swot-4528</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/نموذج-إكسل-لإجراء-تحليل-soar-النموذج-المطور-عن-swot-4528</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 6 $</p></div><div class="description"><p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">نموذج إكسل لإجراء تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span>.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span>قيّم أعمالك من خلال نقاط القوة والفرص والطموحات والنتائج.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">وصف القالب<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">هل ترغب في تقييم أعمالك داخليًا وخارجيًا؟ إليك نموذج تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> الخاص بنا لإجراء وتقييم استراتيجية أعمالك. متوفر بصيغة </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">Excel</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span>!، لذا، تهدف هذه الأداة القوية إلى مساعدتك على التركيز على نقاط قوتك وفرصك وأهدافك ونتائجك، مما يقودك إلى النجاح والنمو الاستراتيجي.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">ما هو تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span>؟<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> هو أداة للتخطيط الاستراتيجي تُعنى بتقييم الجوانب الإيجابية للشركة. بدلاً من استخدام الأساليب القديمة التي قد تُظهر نقاط ضعف أو تهديدات، يُشير </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> إلى:<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoListParagraphCxSpFirst" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l1 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">نقاط القوة: ما الذي نقوم به بشكل جيد حقًا؟<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l1 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">الفرص: ما هي أفضل الإمكانيات المتاحة لنا؟<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l1 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">الطموحات: ما الذي نريد أن ننجزه؟<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l1 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">النتائج: ما هي النتائج القابلة للقياس والتي ستظهر أننا نجحنا؟<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">وبالتالي، تساعد هذه الطريقة المجموعات على التركيز على ما تفعله بشكل جيد وتخيل مستقبل مشرق، حتى يتمكنوا من العمل معًا للحصول على نتائج يمكن قياسها، وسيساعدك قالب تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> هذا على إجراء هذا التحليل بسهولة.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">ما هو الفرق بين تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SWOT</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> وتحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span>؟<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">عادةً ما تُقارن نماذج تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SWOT</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> و</span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span>. على الرغم من وجود بعض أوجه التشابه، يختلف نموذجا التقييم الشائعان في تركيزهما ومنهجيتهما.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">جدول مقارنة بين تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SWOT</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> و</span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">بينما يركز تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> على الجوانب الإيجابية فقط، يركز تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SWOT</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> على الجوانب الإيجابية والسلبية. هذا يجعل تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> أكثر إلهامًا وتركيزًا على اتخاذ الإجراءات.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><u><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">كيفية استخدام قالب تحليل </span></u><u><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span></u><span dir="RTL"></span><span dir="RTL"></span><u><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span>؟<o:p></o:p></span></u></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">يتكون قالب تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">Soar</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> الخاص بنا في </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">Excel</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> من ثلاثة أقسام رئيسية:<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l3 level1 lfo2;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l3 level1 lfo2;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">مصفوفة </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l3 level1 lfo2;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">خطة العمل<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">دعونا ننظر إلى هذه الأقسام واحدة تلو الأخرى.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">1. تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">هذا هو قسم الإدخال الرئيسي في قالب </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">Excel</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span>. يوضح لك هذا الجزء كيفية تحديد نقاط قوة مؤسستك وفرصها وطموحاتها ونتائجها.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">2. مصفوفة </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">مصفوفة </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> هي صورة تُوضّح أجزاء تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> بطريقة سهلة الفهم. ببساطة، إنها عبارة عن نموذج رباعي 2×2 ، مما يُسهّل على الفرق رؤية وفهم نتائجها وفرصها وأهدافها ونقاط قوتها، كل ذلك في مكان واحد.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">تساعدك مصفوفة قالب تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> هذه على رؤية الصورة الكبيرة والتأكد من أن كل خطوة استراتيجية تقوم بها تعتمد على نقاط قوتك وتتناسب مع أهدافك.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">يرجى ملاحظة أنه ليس عليك ملء هذه المصفوفة يدويًا. سيتم تغذية جميع الأرباع بناءً على مدخلاتك في قسم تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> السابق.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">3. خطة العمل<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">وأخيرًا، في قسم خطة العمل، يمكنك تحويل رؤيتك الاستراتيجية إلى خطوات تنفيذية.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">في الأساس، يساعدك هذا القسم من القالب على إنشاء خطط مفصلة لكيفية الحصول على ما تريد.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">لذا، في هذا القسم يمكنك:<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l0 level1 lfo3;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">حدد مهامك وأفعالك<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l0 level1 lfo3;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">تعيين المهام لفريقك<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l0 level1 lfo3;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">تحديد الأولوية<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l0 level1 lfo3;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">تحديد المواعيد النهائية<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l0 level1 lfo3;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">تتبع تقدم كل إجراء<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">يمكنك استخدام القوائم المنسدلة لتحديد مستوى أولوية كل مهمة. كما يمكنك استخدام المرشحات التلقائية في العناوين لتضييق نطاق قائمة الإجراءات لعرض مستوى أولوية معين.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">بالإضافة إلى ذلك، سوف يحذرك القالب بلون أحمر فاتح عندما تفوت الموعد النهائي لمهمة غير مكتملة.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">أخيرًا، يمكنك تحديد نسبة إنجاز كل إجراء لمراقبة تقدمه. ستمنحك أشرطة البيانات الملونة عرضًا مرئيًا فوريًا لتحليل تقدم خطة عمل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> الخاصة بك .<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">لذا، قم بتنزيل قالب تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> هذا في ملف </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">Excel</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> للحصول على ملف ذو مظهر احترافي لإجراء تقييم عملك في مسار استراتيجي.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 115%;"><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">ملخص ميزات قالب تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> في </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">Excel</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span>:<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l2 level1 lfo4;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">أداة تحليل </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> ذات التصميم الأنيق<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l2 level1 lfo4;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">قابلة للطباعة والتعديل<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l2 level1 lfo4;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">مصفوفة </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">SOAR</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> ومخطط العمل<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l2 level1 lfo4;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">يتضمن أيضًا إرشادات على الورقة<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l2 level1 lfo4;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">تنزيل فوري<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l2 level1 lfo4;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">جاهز للاستخدام<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l2 level1 lfo4;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">لا يوجد أكواد </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">VBA</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> أو </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">Macro</span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l2 level1 lfo4;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">متوافق مع </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">Excel 2010</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> والإصدارات الأحدث<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" dir="RTL" style="text-align: justify; text-indent: -18.0pt; line-height: 115%; mso-list: l2 level1 lfo4;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">يعمل على كل من </span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">Mac</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span dir="RTL"></span><span dir="RTL"></span> و</span><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;">Windows<o:p></o:p></span></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69fe2bf5bcacb3-60227388.webp" length="33346" type="image/jpeg"/>
    <pubDate>Sun, 04 May 2025 12:33:48 +0200</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>قالب ماكينزي 7S  لتحليل عناصر المؤسسة الرئيسية</title>
    <link>https://netmoud.com/@rami-abu-elkhair/نموذج-ماكينزي-7s-لتحليل-عناصر-المؤسسة-الرئيسية-4532</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/نموذج-ماكينزي-7s-لتحليل-عناصر-المؤسسة-الرئيسية-4532</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 9 $</p></div><div class="description"><p class="MsoNormal" align="center" dir="RTL" style="text-align: center; line-height: 21.45pt; background: white; margin: 10.3pt 0cm 10.3pt 0cm;"><b><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">ملكة شينزي 7 </span></span></span></b><b><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">S</span></span></span></b><span dir="RTL"></span><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="RTL"></span><span dir="RTL"></span><span style="mso-spacerun: yes;"> </span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">لتحليل المؤسسة الرئيسية</span></span></span></b><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="line-height: 21.45pt; background: white; margin: 10.3pt 0cm 10.3pt 0cm;"><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">قالب إكسل لتحليل البيانات لإطار عمل ماكينزي 7 </span></span></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">S</span></span></span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="RTL"></span><span dir="RTL"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">انقر على فهم العلاقات بين العناصر الأساسية لأعمالك. مصمم للطباعة والاستخدام للرصيد</span></span></span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="line-height: 21.45pt; background: white; margin: 10.3pt 0cm 10.3pt 0cm;"><b><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">تم تصميمه على موقع إلكتروني</span></span></span></b><span dir="auto" style="vertical-align: inherit;"><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"> لتطوير إطار عمل ماكنزي 7 </span></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;">S </span></span><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;">في اختصاصات الخبراء الاستشاريين، وهو أداة فعالة لتحليل وتوحيد العناصر الرئيسية للمؤسسة. سهل يُسهل هذا النموذج تحليل العوامل المؤثرة ودراسة الرابط التالي</span></span></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><br></span><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"></span></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"></span></span><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"></span></span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="line-height: 21.45pt; background: white; margin: 10.3pt 0cm 10.3pt 0cm;"><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">يقسم النموذج الأساسي إلى</span></span></span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">:</span></span><o:p></o:p></span></p>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" dir="RTL" style="color: #404040; margin-bottom: 0cm; line-height: 21.45pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; background: white;"><b><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">أر</span></span></span></b><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">: </span></span></span><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">الهيكل الاستراتيجي، الالكترونيات</span></span></span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">.</span></span><o:p></o:p></span></li>
<li class="MsoNormal" dir="RTL" style="color: #404040; margin-bottom: 0cm; line-height: 21.45pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; background: white;"><b><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">كل شيء</span></span></span></b><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">: </span></span></span><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">للموظفين، المهارات، القيم المشتركة</span></span></span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">.</span></span><o:p></o:p></span></li>
</ul>
<p class="MsoNormal" dir="RTL" style="line-height: 21.45pt; background: white; margin: 10.3pt 0cm 10.3pt 0cm;"><b><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">دوس</span></span></span></b><span dir="LTR"></span><span dir="LTR"></span><b><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">:</span></span></span></b><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-indent: -18.0pt; line-height: 21.45pt; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; background: white; margin: 0cm 36.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">1.</span></span><span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">وحدة تحكم لوحة سهلة الاستخدام</span></span></span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-indent: -18.0pt; line-height: 21.45pt; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; background: white; margin: 0cm 36.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">2.</span></span><span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">أداة تشخيصية متخصصة</span></span></span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-indent: -18.0pt; line-height: 21.45pt; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; background: white; margin: 0cm 36.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">3.</span></span><span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">خطة عمل قابلة للتخصيص</span></span></span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-indent: -18.0pt; line-height: 21.45pt; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; background: white; margin: 0cm 36.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">4.</span></span><span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">ملخص تحليلي شامل</span></span></span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="line-height: 21.45pt; background: white; margin: 10.3pt 0cm 10.3pt 0cm;"><span lang="AR-SA" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">يدعم موقع إنترنت كافة إصدارات إكسل (2010 فما فوق)، ليظهر على أنظمة ويندوز وماك دون الحاجة إلى أكواد برمجية</span></span></span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: left; line-height: 21.45pt; background: white; direction: ltr; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: left; line-height: 21.45pt; background: white; direction: ltr; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><b><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">نموذج ماكينزي 7S في برنامج إكسل:</span></span></span></b><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><br><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;"> قالب إكسل شامل لتحليل إطار عمل ماكينزي 7S، مصمم لتقييم عناصر الأعمال الرئيسية وعلاقاتها المتبادلة. قابل للطباعة بالكامل وجاهز للاستخدام.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: left; line-height: 21.45pt; background: white; direction: ltr; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><b><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">وصف القالب:</span></span></span></b><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><br><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;"> تم ​​تطوير إطار عمل 7S في سبعينيات القرن الماضي من قبل مستشاري ماكينزي، وهو أداة فعّالة لتحليل المؤسسات. يساعدك قالب Excel هذا على تقييم العوامل الحاسمة واستكشاف العلاقات بينها.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: left; line-height: 21.45pt; background: white; direction: ltr; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">يصنف النموذج العناصر التنظيمية إلى:</span></span><o:p></o:p></span></p>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="color: #404040; margin-right: 0cm; margin-bottom: 0cm; margin-left: 36.0pt; text-align: left; line-height: 21.45pt; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; background: white; direction: ltr; unicode-bidi: embed;"><b><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">العناصر الصلبة</span></span></span></b><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;"> : الاستراتيجية، الهيكل، الأنظمة.</span></span><o:p></o:p></span></li>
<li class="MsoNormal" style="color: #404040; margin-right: 0cm; margin-bottom: 0cm; margin-left: 36.0pt; text-align: left; line-height: 21.45pt; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; background: white; direction: ltr; unicode-bidi: embed;"><b><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">العناصر غير الملموسة</span></span></span></b><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman';"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;"> : الأسلوب، الموظفون، المهارات، القيم المشتركة.</span></span><o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="text-align: left; line-height: 21.45pt; background: white; direction: ltr; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><b><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">الميزات الرئيسية:</span></span></span></b><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: left; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt; background: white; direction: ltr; unicode-bidi: embed; margin: 0cm 0cm 0cm 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">1.</span></span><span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">لوحة تحكم سهلة الاستخدام.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: left; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt; background: white; direction: ltr; unicode-bidi: embed; margin: 0cm 0cm 0cm 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">2.</span></span><span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">أداة تشخيصية مفصلة.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: left; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt; background: white; direction: ltr; unicode-bidi: embed; margin: 0cm 0cm 0cm 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">3.</span></span><span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">خطة عمل قابلة للتخصيص.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: left; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt; background: white; direction: ltr; unicode-bidi: embed; margin: 0cm 0cm 0cm 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">4.</span></span><span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">ملخص تحليلي شامل.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: left; line-height: 21.45pt; background: white; direction: ltr; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><span dir="auto" style="vertical-align: inherit;"><span dir="auto" style="vertical-align: inherit;">متوافق مع Excel 2010+ (Windows و Mac)، لا يتطلب وحدات ماكرو أو VBA.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: left; line-height: 21.45pt; background: white; direction: ltr; unicode-bidi: embed; margin: 24.0pt 0cm 24.0pt 0cm;"><span style="font-size: 17.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: #404040;"><o:p> </o:p></span></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202505/6817629c661de0-97080809.webp" alt=""></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69fe2b76e23d59-38849640.webp" length="31708" type="image/jpeg"/>
    <pubDate>Sun, 04 May 2025 14:48:22 +0200</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>قالب تحليل الفجوات بين الأداء الفعلي والمتطلبات المستقبلية للمؤسسات</title>
    <link>https://netmoud.com/@rami-abu-elkhair/نموذج-تحليل-الفجوات-بين-الأداء-الفعلي-والمتطلبات-المستقبلية-للمؤسسات-4521</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/نموذج-تحليل-الفجوات-بين-الأداء-الفعلي-والمتطلبات-المستقبلية-للمؤسسات-4521</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 5 $</p></div><div class="description"><p class="MsoNormal" dir="RTL" style="margin-bottom: 0cm; line-height: normal; mso-outline-level: 5; background: #FAFAFA;"><b><span lang="AR-SA" style="font-size: 21.0pt; font-family: 'Times New Roman',serif; mso-ascii-font-family: 'Noto Kufi Arabic Fallback'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Noto Kufi Arabic Fallback'; color: #001b36;">نموذج تحليل الفجوات بين الأداء الفعلي والمتطلبات المستقبلية للمؤسسات ‏‏‏‏</span></b><b><span dir="LTR" style="font-size: 21.0pt; font-family: 'Noto Kufi Arabic Fallback',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: #001b36;">Fit-Gap-Analysis<o:p></o:p></span></b></p>
<p class="MsoNormal" dir="RTL"><span dir="LTR" style="font-size: 20.0pt; line-height: 107%;"><o:p> </o:p></span></p>
<p dir="RTL" style="line-height: 21.45pt; direction: rtl; unicode-bidi: embed; margin: 10.3pt 0cm; text-align: center;"><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">أداة فعالة لتقييم العمليات وتحسينها. قم بتحليل عملياتك الحالية وتحديد الفجوات بين الأداء الفعلي والمتطلبات المستهدفة باستخدام هذا القالب الجاهز للطباعة</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; line-height: 21.45pt; direction: rtl; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><strong><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">وصف القالب</span></strong><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><br></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">يُعد تقييم الأداء خطوة أساسية لتحديد مجالات التحسين. يُقدم هذا القالب طريقة مبسطة لتحليل الفجوات في العمليات من خلال مقارنة المتطلبات التشغيلية مع القدرات الفعلية</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; line-height: 21.45pt; direction: rtl; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><strong><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">مميزات القالب</span></strong><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 36.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">يتكون من ورقتين رئيسيتين</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>: </span><strong><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">ورقة الإدخال</span></strong><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"> و</span><strong><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">لوحة التحكم</span></strong><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 36.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">يدعم إدخال ما يصل إلى 200 عملية مختلفة</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 36.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">يوفر تصورًا بيانيًا للنتائج لتسهيل التحليل</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; line-height: 21.45pt; direction: rtl; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><strong><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">كيفية الاستخدام</span></strong><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 36.0pt 3.0pt 0cm;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><strong><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">ورقة الإدخال</span></strong><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>:<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level2 lfo2; tab-stops: list 72.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 72.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: 'Courier New'; mso-fareast-font-family: 'Courier New'; color: #404040;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">أدخل عمليات العمل (مثال: التوظيف) والمتطلبات المرتبطة بها (مثال: سرعة الاستجابة)</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level2 lfo2; tab-stops: list 72.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 72.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: 'Courier New'; mso-fareast-font-family: 'Courier New'; color: #404040;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">قيّم مستوى التوافق بين المتطلبات والقدرات باستخدام مقياس من 5 مستويات (من "سيئ" إلى "ممتاز")</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level2 lfo2; tab-stops: list 72.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 72.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: 'Courier New'; mso-fareast-font-family: 'Courier New'; color: #404040;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">يُظهر القالب تنبيهات عند وجود أخطاء في التقييم (مثل اختيار أكثر من تصنيف لنفس العملية)</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 36.0pt 3.0pt 0cm;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="RTL"></span><strong><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">لوحة التحكم</span></strong><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>:<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level2 lfo2; tab-stops: list 72.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 72.0pt 3.0pt 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: 'Courier New'; mso-fareast-font-family: 'Courier New'; color: #404040;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">تُعرض النتائج عبر 4 رسوم بيانية</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>:<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level3 lfo2; tab-stops: list 108.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 108.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #404040;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">توزيع الفجوات</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level3 lfo2; tab-stops: list 108.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 108.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #404040;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">عدد المهام لكل عملية (أعلى 10)</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level3 lfo2; tab-stops: list 108.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 108.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #404040;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">عدد المهام لكل مسؤول (أعلى 10)</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level3 lfo2; tab-stops: list 108.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 108.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #404040;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">أقل متوسط درجات فجوة لكل عملية (أعلى 10)</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l5 level2 lfo2; tab-stops: list 72.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 72.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: 'Courier New'; mso-fareast-font-family: 'Courier New'; color: #404040;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">يمكن تخصيص الرسوم البيانية بسهولة عبر نقر مزدوج وتعديل التصميم من شريط أدوات</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span> Excel.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; line-height: 21.45pt; direction: rtl; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><strong><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">مزايا إضافية</span></strong><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 36.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">لا يحتاج إلى برامج خارجية أو أكواد</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span> (VBA/</span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">ماكرو</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>).<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 36.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">متوافق مع أنظمة</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span> Windows </span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">و</span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Mac.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: right; text-indent: -18.0pt; line-height: 21.45pt; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; direction: rtl; unicode-bidi: embed; margin: 0cm 36.0pt 0cm 0cm;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">جاهز للطباعة مباشرة</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<div class="MsoNormal" align="center" style="text-align: center; direction: ltr; unicode-bidi: embed; margin: 10.3pt 0cm 10.3pt 0cm;"><hr size="1" width="100%" noshade="noshade" style="color: #404040;" align="center"></div>
<p style="line-height: 21.45pt; margin: 10.3pt 0cm; text-align: center;"><strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">Fit-Gap Analysis Template in Excel</span></strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><br>A practical tool to evaluate and optimize your processes. Identify gaps between current performance and target requirements using this printable-ready template.<o:p></o:p></span></p>
<p style="line-height: 21.45pt; margin: 10.3pt 0cm; text-align: left;"><strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">Template Description</span></strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><br>Performance assessment is crucial to pinpoint improvement areas. This template offers a straightforward method to analyze process gaps by comparing operational requirements with actual capabilities.<o:p></o:p></span></p>
<p style="line-height: 21.45pt; margin: 10.3pt 0cm; text-align: left;"><strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">Key Features</span></strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 36pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Includes two main sheets: </span><strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">Input Sheet</span></strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"> and </span><strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">Dashboard</span></strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">.<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 36pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Supports up to 200 process entries.<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 36pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Provides visual charts for easy result interpretation.<o:p></o:p></span></p>
<p style="line-height: 21.45pt; margin: 10.3pt 0cm; text-align: left;"><strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">How to Use</span></strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 3pt 36pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="LTR"></span><strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">Input Sheet</span></strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">:<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 72pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: 'Courier New'; mso-fareast-font-family: 'Courier New'; color: #404040;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Enter business processes (e.g., Recruitment) and their requirements (e.g., Fast response time).<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 72pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: 'Courier New'; mso-fareast-font-family: 'Courier New'; color: #404040;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Rate the alignment between requirements and capabilities using a 5-level scale (from "Poor" to "Excellent").<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 72pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: 'Courier New'; mso-fareast-font-family: 'Courier New'; color: #404040;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">The template alerts users to rating errors (e.g., selecting multiple ratings for one process).<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 3pt 36pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Segoe UI'; color: #404040;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="LTR"></span><strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">Dashboard</span></strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">:<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 3pt 72pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: 'Courier New'; mso-fareast-font-family: 'Courier New'; color: #404040;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Displays results via 4 dynamic charts:<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 108pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #404040;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt 'Times New Roman';">  </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Gap distribution.<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 108pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #404040;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt 'Times New Roman';">  </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Top 10 processes by task count.<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 108pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #404040;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt 'Times New Roman';">  </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Top 10 responsible parties by task count.<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 108pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #404040;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt 'Times New Roman';">  </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Top 10 processes with the lowest gap scores.<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 72pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: 'Courier New'; mso-fareast-font-family: 'Courier New'; color: #404040;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt 'Times New Roman';">    </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Charts are fully customizable—double-click to edit designs via Excel’s Chart Tools.<o:p></o:p></span></p>
<p style="line-height: 21.45pt; margin: 10.3pt 0cm; text-align: left;"><strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: major-fareast; color: #404040;">Additional Benefits</span></strong><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;"><o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 36pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">No external software or VBA/macros required.<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 36pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Compatible with both Windows and Mac.<o:p></o:p></span></p>
<p style="text-indent: -18pt; line-height: 21.45pt; margin: 0cm 0cm 0cm 36pt; text-align: left;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 16.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #404040;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span dir="LTR"></span><span style="font-size: 16.0pt; font-family: 'Segoe UI',sans-serif; color: #404040;">Print-ready format.<o:p></o:p></span></p></div>]]></description>
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    <pubDate>Sun, 04 May 2025 10:29:27 +0200</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>أسرار البدء بتجارة خدمات زيادة المتابعين</title>
    <link>https://netmoud.com/@fahed/أسرار-البدء-بتجارة-خدمات-زيادة-المتابعين-1535</link>
    <guid isPermaLink="true">https://netmoud.com/@fahed/أسرار-البدء-بتجارة-خدمات-زيادة-المتابعين-1535</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 10 $</p></div><div class="description"><p class="ql-align-right"><span style="font-family: arial, helvetica, sans-serif;"><strong>تعلم كيف ترشق متابعين!</strong></span></p>
<p class="ql-align-right"></p>
<p class="ql-align-right"><span style="font-family: arial, helvetica, sans-serif;"><strong>في هذا الكتاب راح تتعلم كيف تحصل على متابعين بسعر الجملة الي غالبًا يكون هللات بسيطة </strong></span></p></div>]]></description>
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    <pubDate>Wed, 24 May 2023 16:50:16 +0200</pubDate>
    <dc:creator>فهد عبدلله</dc:creator>
</item>
<item>
    <title>قالب ختم جاهز للتعديل</title>
    <link>https://netmoud.com/@webmoud/قالب-ختم-جاهز-للتعديل-239</link>
    <guid isPermaLink="true">https://netmoud.com/@webmoud/قالب-ختم-جاهز-للتعديل-239</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 4.99 $</p></div><div class="description"><h2 style="text-align: center;">قالب ختم جاهز للتعديل</h2>
<p style="text-align: center;"><img src="https://netmoud.com/uploads/images-file-manager/202203/img_6228599d0a11f6-85438161-44849873.jpg" alt=""></p>
<p style="text-align: center;"><img src="https://netmoud.com/uploads/images-file-manager/202203/img_622859a37df895-04548624-93768863.jpg" alt=""></p>
<p style="text-align: center;"><img src="https://netmoud.com/uploads/images-file-manager/202203/img_622859a9924fd0-62485818-32655753.jpg" alt=""></p>
<p style="text-align: center;"></p>
<p style="text-align: right;"><strong>هل تريد مساعدة في كتابة ختم الخاص بهذا القالب وتعديلها حسب طلباتك ؟ </strong></p>
<p style="text-align: right;">تواصل معنا الان عبر رسائل حسابنا على نت مود</p></div>]]></description>
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    <pubDate>Sat, 19 Mar 2022 13:50:07 +0100</pubDate>
    <dc:creator>ويب مود webmoud</dc:creator>
</item>
<item>
    <title>دليل استخدام الإيتابس في التصميم والتحليل الإنشائي</title>
    <link>https://netmoud.com/@one-face-engineering-group/دليل-استخدام-الإيتابس-في-التصميم-والتحليل-الإنشائي-2373</link>
    <guid isPermaLink="true">https://netmoud.com/@one-face-engineering-group/دليل-استخدام-الإيتابس-في-التصميم-والتحليل-الإنشائي-2373</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 9.60 $</p></div><div class="description"><p>كتاب دليل استخدام برنامج الإيتابس في التصميم والتحليل الإنشائي هو كتاب ومرجع هام جدا لمستخدمي برنامج Etabs  </p>
<p>ميزات هذا الكتاب </p>
<ul>
<li>شرح مفصل لأدوات وقوائم البرنامج</li>
<li>شرح مستفيض لكيفية استخدام برنامج الإيتابس </li>
<li>يحوي معلومات نظرية وأمثلة لتعلم البرنامج</li>
<li>يحتوي على صور توضيحية وإشارات دلالية تساعد القارئ المتدرب والمستخدم المتقدم في مراحل النمذجة - التحليل - التصميم </li>
<li>الكتاب بمثابة دليل ومرجع هام لمستخدمي إصدار V 20 ويمكن الاستعانة به لإصدارات ما بعد V 15</li>
<li>صيغة ملف الكتاب PDF </li>
<li>اللغة العربية </li>
<li>عدد الصفحات ما يقارب 140 صفحة</li>
<li>يرجى الانتباه أن هذا الكتاب لا يحوي تطبيق عملي  </li>
</ul>
<p>إعداد وتحرير م. نايف السيوفي </p>
<p>التدقيق في مركز ONE FACE ENGINEERING GROUP </p></div>]]></description>
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    <pubDate>Sun, 24 Mar 2024 07:19:37 +0100</pubDate>
    <dc:creator>ONE FACE ENGINEERING GROUP</dc:creator>
</item>
<item>
    <title>أسرار التجارة الرقمية</title>
    <link>https://netmoud.com/@safa-alzidi/أسرار-التجارة-الرقمية-3325</link>
    <guid isPermaLink="true">https://netmoud.com/@safa-alzidi/أسرار-التجارة-الرقمية-3325</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 3.30 $</p></div><div class="description"><p>إذا كنت تبحث عن دليل <span style="color: rgb(224, 62, 45);">سريع وبسيط </span>لدخول عالم التجارة الرقمية، فإن كتيب <span style="color: rgb(224, 62, 45);">"أسرار التجارة الرقمية"</span> هو الخيار المثالي لك. يقدم هذا الكتيب نظرة شاملة على أساسيات التجارة الرقمية ويمنحك الأدوات اللازمة للبدء بشكل فوري.</p>
<h3><span style="color: rgb(224, 62, 45);">ماذا يحتوي الكتيب؟</span></h3>
<ul>
<li><strong>ما هي التجارة الرقمية؟</strong>: فهم لهذا المجال المتنامي وكيفية الاستفادة من فرصه الواسعة.</li>
<li><strong>كيفية صنع المنتجات الرقمية</strong>: ستتعلم كيفية ابتكار وتطوير منتجات رقمية عالية الجودة تجذب انتباه العملاء.</li>
<li><strong>بيع المنتجات على منصة Net Moud</strong>: إرشادات حول كيفية التسجيل، عرض منتجاتك، وإتمام الصفقات بنجاح على هذه المنصة الرائدة.</li>
<li><strong>التسويق الفعّال للمنتجات</strong>: استراتيجيات تسويقية تسهم في زيادة مبيعاتك وبناء قاعدة عملاء قوية.</li>
</ul>
<p><span style="color: rgb(224, 62, 45);">استثمر في مستقبلك الرقمي مع هذا الدليل العملي الذي سيجعل من بدايتك في التجارة الرقمية تجربة ممتعة ومربحة. احصل على نسختك الآن وابدأ في تحقيق أحلامك!</span></p>
<p><span style="color: rgb(224, 62, 45);">ملاحظة: الكتيب للتطبيق العملي يتكون من خمس صفحات</span></p></div>]]></description>
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    <pubDate>Sun, 01 Sep 2024 16:51:37 +0200</pubDate>
    <dc:creator>safa alzidi</dc:creator>
</item>
<item>
    <title>كتاب الروبوت للتحليل الإنشائي المحترف</title>
    <link>https://netmoud.com/@one-face-engineering-group/كتاب-الروبوت-للتحليل-الإنشائي-المحترف-2313</link>
    <guid isPermaLink="true">https://netmoud.com/@one-face-engineering-group/كتاب-الروبوت-للتحليل-الإنشائي-المحترف-2313</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 20 $</p></div><div class="description"><p>كتاب روبوت للتحليل الإنشائي المحترف </p>
<p>إن برنامج Robot Structural Analysis Professional هو من إنتاج شركة أوتوديسك / Autodesk  </p>
<p>يستخدم في تحليل المنشآت الخرسانية والمعدنية للحصول على نتائج وعرضها بشكل مبسط ومن ميزاته اختيار كود التصميم وسهولة الإستخدام كما يعطي دقة في النتائج وبشكل آلي وسريع وهذا ما يساعد المهندس الإنشائي على إخراج تصاميمه بدقة وسرعة.</p>
<p>إن أهمية برنامج روبوت استدعت العمل على إعداد هذا الكتاب ليكون مرجعا مهما للطلاب والمهندسين المدنيين قسم إنشائي بهدف تعلم استخدام الروبوت في الدراسة الإنشائية.</p>
<p>ميزات هذا الكتاب:</p>
<ul>
<li>واضح وسهل الفهم والتطبيق.</li>
<li>مدعّم بصور توضيحية لكل خطوة.</li>
<li>يحوي على معلومات نظرية عامة هامة في تعلم استخدام برنامج روبوت.</li>
<li>محتوى الكتاب متسلسل حسب خطوات التصميم الإنشائي ضمن برنامج روبوت.</li>
<li>يحتوي أيضا معلومات عامة في الدراسة الإنشائية.</li>
<li>يتخلل الكتاب أمثلة تطبيقية في تعريف الأحمال المطبقة على المنشأة - ستاتيكية &amp; ديناميكية.</li>
<li>يحتوي على مثال لنموذج مشروع مبنى متعدد الطوابق.</li>
</ul>
<p>مجال الكتاب:</p>
<p>نمذجة - تحليل - تصميم المنشآت الخرسانية.</p></div>]]></description>
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    <pubDate>Tue, 24 Dec 2024 14:15:08 +0100</pubDate>
    <dc:creator>ONE FACE ENGINEERING GROUP</dc:creator>
</item>
<item>
    <title>تجارة الاشتراكات الرقمية والمنتجات الرقمية</title>
    <link>https://netmoud.com/@fahed/تجارة-الاشتراكات-الرقمية-والمنتجات-الرقمية-1536</link>
    <guid isPermaLink="true">https://netmoud.com/@fahed/تجارة-الاشتراكات-الرقمية-والمنتجات-الرقمية-1536</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 10 $</p></div><div class="description"><p class="ql-align-right">منتج يشرح فيه جميع طرق توريد المنتجات الرقمية</p>
<p class="ql-align-right">اكثر من 3000 منتج رقمي بدون راس مال او شحن!!!</p>
<p class="ql-align-right">دخل المتاجر الرقمية يصل الى 7000 ريال و موضح بالملف مع الامثلة</p>
<p class="ql-align-right"></p>
<p class="ql-align-right"></p>
<p class="ql-align-right">1- يحتوي على مواقع توريد حسابات نتفلكس</p>
<p class="ql-align-right">2- يحتوي على مواقع توريد العاب البلاستيشن</p>
<p class="ql-align-right">3- يحتوي على مواقع توريد حسابات يوتيوب بريميوم</p>
<p class="ql-align-right">4- طرق شراء العاب الـ PC، الاكس بوكس و غيرهم بسعر مخفض و بسعر الجملة!</p>
<p class="ql-align-right">5- مواقع اشتراكات ببجي و ايتونز و العاب بأسعار تبدأ من رياااال سعودي</p>
<p class="ql-align-right">6- كتب الكترونية بأسعار مخفضة بدون مبالغة بالاسعار</p>
<p class="ql-align-right"></p>
<p class="ql-align-right"><span>(كل شيء مشروح بسعر الجملة رخيص جدًا والحسابات والمنتجات تبدأ من ريال) </span></p>
<p class="ql-align-right"></p>
<p class="ql-align-right">الاسعار لبعض الحسابات تبدأ بـ اقل من ريااااال مع شرح طرق موردين الحسابات بالجملة!</p></div>]]></description>
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    <pubDate>Wed, 24 May 2023 20:42:50 +0200</pubDate>
    <dc:creator>فهد عبدلله</dc:creator>
</item>
<item>
    <title>مسامير الأرض  (مجموعة قصص قصيرة)</title>
    <link>https://netmoud.com/@eltom-trading/مسامير-الأرض-3779</link>
    <guid isPermaLink="true">https://netmoud.com/@eltom-trading/مسامير-الأرض-3779</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 9 $</p></div><div class="description"><p>مجموعة قصص قصيرة تداعب عقلك وخيالك وتستفز مشاعرك </p>
<p>احصل على نسختك الآن وبسعر شبه مجاني </p>
<p>أتركك لتستمتع بالقراءة وتعرف لذتها 🙂 </p></div>]]></description>
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    <pubDate>Tue, 26 Nov 2024 18:11:41 +0100</pubDate>
    <dc:creator>Eltom Trading</dc:creator>
</item>
<item>
    <title>إذاعات مدرسية (بنات)</title>
    <link>https://netmoud.com/@abduh-saddig/إذاعات-مدرسية-بنات-4019</link>
    <guid isPermaLink="true">https://netmoud.com/@abduh-saddig/إذاعات-مدرسية-بنات-4019</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 69 ر.س</p></div><div class="description"><p>كتاب ( إذاعات مدرسية متنوعة )<br>لكل معلم مسؤول عن الإذاعة الصباحية في المدرسة</p>
<p>بين يديك كتاب إلكتروني يحتوي على 138 إذاعة متنوعة وشاملة ومميزة في 425 صفحة , أعددناها لكل يوم دراسي على مدى السنة كاملة , فلن تحتار بعد اليوم – إن شاء الله – في الاختيار والبحث عن المواضيع الإذاعية فقد اخترنها لك بعناية فائقة , وتتناسب مع جميع الفئات العمرية ( ابتدائي ومتوسط وثانوي )... توجد خطوط متقطعة بين الفقرات لمساعدتك على قطعها وتقديمها للطلاب  ...</p>
<p>تتكون الإذاعة الواحدة من :</p>
<p>مقدمة : إبداعية و متنوعة .</p>
<p>فقرة قرآن كريم ( سور صغيرة ومقسمة من سور جزء النبأ وجزء تبارك )</p>
<p>فقرة (أحاديث نبوية) صحيحة وقصيرة</p>
<p>فقرة (كلمة الإذاعة) وهي كلمات مختارة متنوعة ومتناسبة في كثير من الأحيان مع المناسبات الدينية والوطنية والأيام العالمية .</p>
<p>فقرة (هل تعلم) وتحتوي على معلومات إثرائية رائعة</p>
<p>فقرة (حكم وأمثال) وتحتوي على حكم وأمثال عربية وأجنبية متنوعة</p>
<p>فقرة ( مسابقة الإذاعة ) وهي عبارة عن أسئلة ثقافية متنوعة لطرحها على الطلاب</p>
<p>فقرة دعاء الصباح .</p></div>]]></description>
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    <pubDate>Tue, 24 Dec 2024 09:40:27 +0100</pubDate>
    <dc:creator>فرائد الكتب الإلكترونية</dc:creator>
</item>
<item>
    <title>إذاعات مدرسية</title>
    <link>https://netmoud.com/@abduh-saddig/إذاعات-مدرسية-3065</link>
    <guid isPermaLink="true">https://netmoud.com/@abduh-saddig/إذاعات-مدرسية-3065</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 69 ر.س</p></div><div class="description"><p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">كتاب ( إذاعات مدرسية متنوعة )<br>لكل معلم مسؤول عن الإذاعة الصباحية في المدرسة<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">بين يديك كتاب إلكتروني يحتوي على 138 إذاعة متنوعة وشاملة ومميزة في 425 صفحة , أعددناها لكل يوم دراسي على مدى السنة كاملة , فلن تحتار بعد اليوم – إن شاء الله – في الاختيار والبحث عن المواضيع الإذاعية فقد اخترنها لك بعناية فائقة , وتتناسب مع جميع الفئات العمرية ( ابتدائي ومتوسط وثانوي )... توجد خطوط متقطعة بين الفقرات لمساعدتك على قطعها وتقديمها للطلاب <span style="mso-spacerun: yes;"> </span>... <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">تتكون الإذاعة الواحدة من : <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">مقدمة : إبداعية و متنوعة .<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">فقرة قرآن كريم ( سور صغيرة ومقسمة من سور جزء النبأ وجزء تبارك )<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">فقرة (أحاديث نبوية) صحيحة وقصيرة <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">فقرة (كلمة الإذاعة) وهي كلمات مختارة متنوعة ومتناسبة في كثير من الأحيان مع المناسبات الدينية والوطنية والأيام العالمية .<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">فقرة (هل تعلم) وتحتوي على معلومات إثرائية رائعة <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">فقرة (حكم وأمثال) وتحتوي على حكم وأمثال عربية وأجنبية متنوعة<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">فقرة ( مسابقة الإذاعة ) وهي عبارة عن أسئلة ثقافية متنوعة لطرحها على الطلاب <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL"><span lang="AR-SA" style="font-size: 16.0pt; line-height: 115%; font-family: 'Arial','sans-serif'; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">فقرة دعاء الصباح . </span><span dir="LTR" style="font-size: 16.0pt; line-height: 115%;"><o:p></o:p></span></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202408/img_x300_66aeb8849ea777-94312777.webp" length="12538" type="image/jpeg"/>
    <pubDate>Tue, 24 Dec 2024 14:14:54 +0100</pubDate>
    <dc:creator>فرائد الكتب الإلكترونية</dc:creator>
</item>
<item>
    <title>كتاب على حافة الوعي</title>
    <link>https://netmoud.com/@joe/على-حافة-الوعي-3859</link>
    <guid isPermaLink="true">https://netmoud.com/@joe/على-حافة-الوعي-3859</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 14.99 $</p></div><div class="description"><p><strong>"على حافة الوعي" – كتابك الذي سيغير نظرتك للحياة</strong></p>
<p>هل تبحث عن كتاب يجمع بين الحكمة العميقة والعبارات الجريئة التي تخاطب عقلك وروحك؟ إذا كنت من عشاق الكتب الفلسفية التي تحمل في طياتها الدروس القاسية والحقائق التي تُوقظك من غفلتك، فإن <strong>"على حافة الوعي"</strong> هو الخيار المثالي لك.</p>
<h3><strong>عن الكتاب:</strong></h3>
<p>"على حافة الوعي" ليس كتابًا عاديًا تقرؤه وتضعه على الرف. إنه كتاب يفتح أمامك نافذة إلى أعماق أفكارك ومخاوفك وتساؤلاتك عن الحياة. الكتاب يقدم مجموعة من الاقتباسات القوية التي كُتبت بأسلوب فلسفي جريء يواجه القارئ مباشرة، مما يجعله يشعر وكأن الكاتب يخاطبه شخصيًا.</p>
<h3><strong>ماذا ستجد داخل الكتاب؟</strong></h3>
<ul>
<li><strong>اقتباسات عميقة:</strong> أكثر من 150 اقتباسًا يعكسون القوة، التحفيز، الندم، الغرور، الكاريزما، وأكثر.</li>
<li><strong>نبرة مباشرة:</strong> الكتاب يستخدم صيغة المخاطبة ليجعلك تشعر وكأنك محور الحديث.</li>
<li><strong>تنوع في المواضيع:</strong> من النجاح والفشل إلى الحب والحياة والطموح.</li>
<li><strong>تصميم مميز:</strong> كل اقتباس يتصدر صفحة منفصلة، ليكون التأثير أكثر عمقًا وتركيزًا.</li>
</ul>
<h3><strong>لماذا تقرأ هذا الكتاب؟</strong></h3>
<ul>
<li><strong>لتحفيزك:</strong> الاقتباسات تم تصميمها لتكون بمثابة وقود يشعل شغفك ويحفزك على مواجهة تحديات الحياة.</li>
<li><strong>للإلهام:</strong> إذا كنت تبحث عن مصدر إلهام يغير منظورك للأشياء، فهذا الكتاب سيمنحك دفعة قوية.</li>
<li><strong>لتحدي نفسك:</strong> هذا الكتاب لا يقدم لك الراحة، بل يدفعك لمواجهة ذاتك ومراجعة قراراتك.</li>
</ul>
<h3><strong>كلمات بحثية مهمة:</strong></h3>
<ul>
<li>كتب فلسفية عربية</li>
<li>اقتباسات عميقة</li>
<li>كتب تحفيزية</li>
<li>اقتباسات عن النجاح والفشل</li>
<li>كتب تلمس المشاعر</li>
<li>كتب عن القوة والكاريزما</li>
<li>اقتباسات عربية</li>
<li>كتب تتحدث مع القارئ</li>
</ul>
<h3><strong>لمن يناسب هذا الكتاب؟</strong></h3>
<p>هذا الكتاب هو لكل شخص يبحث عن الصراحة القاسية التي تُحرره من وهم الحياة المثالية. إنه لمن يريد أن يتحدى واقعه، يعيد بناء قوته، ويبحث عن معنى أعمق للحياة.</p>
<h3><strong>احصل على نسختك الآن!</strong></h3>
<p>لا تفوّت فرصة اقتناء كتاب <strong>"على حافة الوعي"</strong>، الذي سيصبح رفيقك المخلص في رحلتك نحو التغيير. <strong>ابدأ الآن، واجعل كلمات هذا الكتاب بداية جديدة لحياتك.</strong></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202411/img_sm_673faa04350bd2-86654776.webp" length="15456" type="image/jpeg"/>
    <pubDate>Sun, 08 Dec 2024 09:18:00 +0100</pubDate>
    <dc:creator>متجر عميق</dc:creator>
</item>
<item>
    <title>كورس السبيل إلى الله</title>
    <link>https://netmoud.com/@rabi3-arous-ربيع-عروس/السبيل-إلى-الله-2685</link>
    <guid isPermaLink="true">https://netmoud.com/@rabi3-arous-ربيع-عروس/السبيل-إلى-الله-2685</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 19 $</p></div><div class="description"><p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">أغلب الناس في مجتمعنا العربي وخاصة الإسلامي تجد صعوبات عديدة في علاقتها بالله فهناك من رسم صورة مزيفة عن الإله وظن أنه يعبد الله بينما هذه الصورة لا تعبر سوى عن الأفكار التي رسخت في عقله عنه وليست حقيقة الله! وهناك أيضا من تربطه بخالقه علاقة خوف ورعب فيصلي خوفا من عقاب الله وليس حبا له أما الفئة الأخيرة فقد اختارت أن تقطع علاقتها نهائيا مع الله نظرا لعدم وضوح الصورة أو نظرا لما تراه من رعب وتهويل في موروثاتنا الدينية</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span>..</span><span lang="AR-TN" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR; mso-bidi-language: AR-TN;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">هنا يأتي دور <span style="color: rgb(53, 152, 219);">كورس السبيل إلى الله</span> الذي سيضعك على الطريق الصحيح لتبدأ من الله مباشرة وتتعلم عنه منه وحده ثم تنطلق في رحلتك المقدسة حتى تصل إليه</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span>..</span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"></span></p>
<p class="MsoNormal" dir="RTL"><span dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><iframe width="500" height="280" style="display: table; margin-left: auto; margin-right: auto;" src="https://www.youtube.com/embed/lsR6TgOSE3E?si=tUEPNrZ5Iya-LlfS" allowfullscreen="allowfullscreen"></iframe></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><strong><span style="color: rgb(224, 62, 45);"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">ستتعلم خلال هذه الرحلة الآمنة الممتعة</span><span dir="LTR"></span><span dir="LTR"></span></span><span dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span style="color: rgb(224, 62, 45);"><span dir="LTR"></span><span dir="LTR"></span>:</span> </span></strong><span lang="AR-TN" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR; mso-bidi-language: AR-TN;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">تحطيم الأصنام العقلية المزية عن الله <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">تقدير الله حق قدره <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">التعرف على الله من خلال أسمائه الحسنى </span><span lang="AR-TN" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR; mso-bidi-language: AR-TN;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">تفعيل أسمائه في حياتك بكل سهولة <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">بذل الجهد النفسي والمادي في سبيل الله <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">فرقان أهم المصطلحات (الأمانة، العهد، الإستخلاف..) <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">الفرق بين العبادة والاستعانة <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">النجاة من الابتلاءات ورفع الاستحقاق <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">إدراك المعاني النفسية للركوع والسجود <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">أهمية الصلاة وغايتها <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">الاطمئنان بذكر الله والتسبيح بالحمد <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">أبسط طريقة للاستغفار والتوبة <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">تدبر القرآن بكل يسر <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-TN" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-language: AR-TN;">أعمق أسرار القلب السليم</span><span dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;"><span dir="RTL"></span><span dir="RTL"></span>٠</span><span dir="LTR"></span><span dir="LTR"></span><span lang="AR-SA" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span> </span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">ترفع يقينك بالله</span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR; mso-bidi-language: AR-TN;"> </span><span lang="AR-TN" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-ansi-language: FR; mso-bidi-language: AR-TN;">لتشهد كل وعوده</span><span lang="FR" dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR; mso-bidi-language: AR-TN;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;"><span dir="RTL"></span><span dir="RTL"></span><strong><span style="mso-spacerun: yes;"> </span><span style="color: rgb(224, 62, 45);">سبيلك إلى الله يبدأ منه وينتهي إليه</span></strong></span><strong><span style="color: rgb(224, 62, 45);"><span dir="LTR"></span><span dir="LTR"></span></span></strong><span dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><strong><span style="color: rgb(224, 62, 45);"><span dir="LTR"></span><span dir="LTR"></span>!</span></strong><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span style="mso-spacerun: yes;"> </span></span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">إذا شعرت أن هذا الكورس يناديك قم الآن بالانضمام معي واستثمر في نفسك وفي أهم علاقة في حياتك و</span><span lang="AR-TN" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR; mso-bidi-language: AR-TN;">س</span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-ansi-language: FR;">نلتقي هناك بإذن الله</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-bidi-language: AR-TN;"><span dir="LTR"></span><span dir="LTR"></span>..</span><span lang="AR-SA" style="font-size: 14.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-ascii-theme-font: major-bidi; mso-hansi-theme-font: major-bidi; mso-bidi-theme-font: major-bidi;"><o:p></o:p></span></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202405/img_x300_66467cda6a2f24-58071831.webp" length="16534" type="image/jpeg"/>
    <pubDate>Fri, 17 May 2024 06:39:48 +0200</pubDate>
    <dc:creator>ربيع   عروس</dc:creator>
</item>
<item>
    <title>الدليل المحاسبي العملاق مبوب بحسب المعايير المحاسبية الدولية</title>
    <link>https://netmoud.com/@the-big-library/Giant-accounting-guide-classified-according-to-IFRS-993</link>
    <guid isPermaLink="true">https://netmoud.com/@the-big-library/Giant-accounting-guide-classified-according-to-IFRS-993</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 10 $</p></div><div class="description"><p><span style="font-size: 18pt;"><strong style="color: #ffffff;"><span style="background-color: #34495e;">قبل تحميل الملف اقراء مميزات هذا الدليل وكيفية شراءة وتحميله:</span></strong></span></p>
<p><span style="color: #34495e; background-color: #ffffff;"><strong><span style="font-size: 14pt; background-color: #ffffff;">ملف شيت اكسل دليل محاسبي عملاق مبوب بحسب المعايير المحاسبيه الدولية</span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><span style="text-decoration: underline; background-color: #fbeeb8; color: #34495e;"><span style="text-decoration: underline;"><span style="font-size: 14pt; background-color: #fbeeb8;">مميزات هذا الدليل:</span></span></span></span></span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><img height="16" width="16" alt="1️⃣" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/t7a/1/16/31_20e3.png"></span> الدليل يحتوي على جميع الحسابات المستخدمه في مختلف انوع الشركات حيث يمكن استخدام الفلتر بداخله لاختيار نوع النشاط المطلوب</span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span style="color: #843fa1;">    ـــ شركات صناعيه.</span></span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span style="color: #843fa1;">    ـــ شركات تجاريه.</span></span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;">    <span style="color: #843fa1;">ـــ شركات خدميه</span> (مستشفيات/فنادق/بنوك/شركات تامين/شركات الشحن والنقل/شركات التخليص/شركات الإعلان/شركات الحراسه والامن/..الخ).</span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><img height="16" width="16" alt="2️⃣" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/t99/1/16/32_20e3.png"></span> الدليل مبوب بسحب قواعد المعايير المحاسبيه الدوليه.</span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><img height="16" width="16" alt="3️⃣" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/tb8/1/16/33_20e3.png"></span> يمكن استخدام الفلتر بداخل الملف لاختيار نوع النشاط.</span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><img height="16" width="16" alt="4️⃣" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/td7/1/16/34_20e3.png"></span> الدليل مناسب وملائم للشركات الكبيره والمتوسطه والصغيره.</span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><img height="16" width="16" alt="5️⃣" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/tf6/1/16/35_20e3.png"></span> هذا الدليل يحتاجه المدراء الماليين ومدراء الحسابات لتصحيح الدليل المحاسبي للشركه التي يعملون بها ليكون ملائم للمعايير المحاسبيه الدوليه ويسهل على المحاسب القانوني المصادقة على القوائم الماليه للشركه.</span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><img height="16" width="16" alt="6️⃣" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/t15/1/16/36_20e3.png"></span> هذا الدليل يحتاجه طلاب الجامعات لعمل بحث تخرج بعنوان (الدليل المحاسبي للشركات بحسب المعايير المحاسبيه الدوليه).</span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><img height="16" width="16" alt="7️⃣" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/t34/1/16/37_20e3.png"></span> يمكن الاستفاده من هذا الدليل لفهم المعايير المحاسبيه الدوليه.</span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"><img height="16" width="16" alt="8️⃣" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/t53/1/16/38_20e3.png"></span> استغرق اعداد هذا الملف حوالي شهرين وهو يحتوي تقريباً على 1000 سطر (اكسل).</span></strong></span></p>
<h2><span style="font-size: 14pt; background-color: #fbeeb8; color: #34495e;"><strong><u>اقراء حول سعر هذا الملف الرقمي:</u></strong></span></h2>
<p><span style="font-size: 14pt;"><strong>جميع الملفات المنشروة بواسطه </strong><strong>The big library for books</strong> <strong> </strong><strong>تم وضعها على منصه نت مود بقيمه رمزية جدا لمساعده الشباب على شرائها مع العلم ان هذا القيمة لا تغطي أجور اتعاب القائمين بإعداد هذه الملفات الرقمية حيث ان هذا الملفات ليست كمثل الكتب العادية لأنه معده على أيدي استاذه ذوي كفاءه عالية ولهم خبره عالميه في الشركات حيث أنها مرتبطة بالواقع العملي في الشركات وليس مجرد كتب قص ولصق من كتب أخرى واحيانا يستمر إعداد الملف الواحد ثلاثة اشهر حيث يجب أن يعد بطريقه مهنيه تخدم المجتمع في الوطن العربي</strong><strong>.</strong></span></p>
<p><span style="color: #34495e; background-color: #fbeeb8;"><strong><span style="font-size: 14pt; background-color: #fbeeb8;"><span style="text-decoration: underline;">لماذا لا استطيع تحميل هذا المنتج الدليل ؟ و كيفية شراء هذا الدليل وتحميله ؟</span> </span></strong></span></p>
<p><span style="color: #000000;"><strong><span style="font-size: 14pt;">يجب عليه التسجيل ثم قم بشراء هذا الدليل وستحصل عليه مباشرة ,<a href="https://youtu.be/WyFa-j_Bz_I" target="_blank" rel="noopener" style="color: #000000;"> انقر هنا لمشاهدة فيديو يشرح لك التحميل هذا الدليل الان </a></span></strong></span></p>
<p><span style="color: #34495e;"><strong><span style="font-size: 14pt;">ملاحظه: اذا وجدت مشكله في التحميل الرجاء ارسال رساله الى فريق الدعم والمساعده على الايميل التالي:</span></strong></span></p>
<p><span style="color: #ba372a;"><strong><span style="font-size: 14pt;"><a href="mailto:support@netmoud.com">support@netmoud.com</a></span></strong></span></p>
<h2><span style="text-decoration: underline; color: #34495e;"><span style="background-color: #fbeeb8;"><strong>انقر على الرابط التالي للحصول على المزيد من منتجات </strong><strong>The big library for books</strong>  </span></span></h2>
<p><strong><span style="font-size: 18pt;"><a href="https://netmoud.com/profile/the-big-library">The big library for books - نت مود (netmoud.com)</a></span></strong></p>
<h2><span>ارسل ايميلك لمتجرنا على نت مود لكي نرسل لك كوبون تخفيض 20% بشرط شراء اربعه منتجات من منتجاتنا على نت مود من خلال النقر على خيار (أسال البائع).</span></h2>
<h2><span>ارسل ايميلك لمتجرنا على نت مود لكي نبلغك بأي منتجات جديده من متجرنا من خلال النقر على خيار (أسال البائع).</span></h2>
<p><img src="https://netmoud.com/uploads/images-file-manager/202211/img_63739224100a92-03339910-17183853.jpg" alt=""></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202210/img_x300_634db1ceaab520-55161608-45384547.png" length="40915" type="image/jpeg"/>
    <pubDate>Mon, 17 Oct 2022 22:20:44 +0200</pubDate>
    <dc:creator>The big library for books</dc:creator>
</item>
<item>
    <title>الدليل الارشادي للتطبيق العملي للمعايير المحاسبية الدولية في الشركات</title>
    <link>https://netmoud.com/@the-big-library/898-Guideline-for-the-practical-application-of-IFRS-IAS</link>
    <guid isPermaLink="true">https://netmoud.com/@the-big-library/898-Guideline-for-the-practical-application-of-IFRS-IAS</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 10 $</p></div><div class="description"><h6 style="direction: rtl;"><span style="font-size: 18pt; background-color: rgb(255, 255, 255); color: rgb(0, 0, 0);"><strong>تعرف ايضاً على منتجنا الشهيري والاكثر طلباً (قالب اكسل جاهز للتحليل المالي وعرض الداش بورد ) </strong></span></h6>
<p><span style="font-size: 18pt; background-color: rgb(255, 255, 255); color: rgb(0, 0, 0);"><strong>اضغط على الرابط التالي</strong></span></p>
<p><span style="font-size: 18pt; background-color: rgb(255, 255, 255); color: rgb(35, 111, 161);"><strong><a href="https://netmoud.com/%D9%82%D8%A7%D9%84%D8%A8-%D8%A7%D9%83%D8%B3%D9%84-%D8%AA%D8%AD%D9%84%D9%8A%D9%84-%D9%85%D8%A7%D9%84%D9%8A-%D9%85%D8%B9-%D9%82%D9%88%D8%A7%D8%A6%D9%85-%D9%85%D8%A7%D9%84%D9%8A%D8%A9-%D9%88%D8%B9%D8%B1%D8%B6-%D8%A7%D9%84%D8%AF%D8%A7%D8%B4%D8%A8%D9%88%D8%B1-676" style="color: rgb(35, 111, 161);">قالب اكسل تحليل مالي مع قوائم مالية وعرض الداشبورد - نت مود (netmoud.com)</a></strong></span></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202306/648ec23ca6c973-37803534-79387289.png" alt=""></p>
<p></p>
<p><span style="font-size: 18pt; background-color: rgb(255, 255, 255); color: rgb(0, 0, 0);"><strong>ـــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــــ</strong></span></p>
<h6 style="direction: rtl;"><span style="font-size: 18pt; background-color: rgb(255, 255, 255); color: rgb(0, 0, 0);"><strong>والان سنأخذ من وقتك دقيقه واحده </strong><strong>قبل تحميل </strong><strong>ملف الدليل الاسترشادي للمعايير المحاسبية الدولية ... تعرف على  اولاً فوائدة / وثانياً بعض الصور الموجودة فيه / و ثالثاً طريقه تحميلة</strong></span><span style="font-size: 18pt; background-color: rgb(255, 255, 255); color: rgb(0, 0, 0);"><strong></strong></span></h6>
<h2 dir="auto"><span style="color: #232a6f; background-color: #c2e0f4; font-size: 14pt;"><span style="background-color: #c2e0f4;"><strong><span style="font-size: 14pt;">اولاً:فوائد</span> ومميزات الدليل الاسترشادي للمعايير المحاسبية الدولية:</strong></span></span></h2>
<div dir="auto"><span style="color: #34495e;"><strong><span style="font-size: 14pt;">تم اعداد هذا الدليل لغرض توضيح طريقه التطبيق العملي للمعايير المحاسبية الدولية في الشركات بحيث نربط الواقع النظري مع الواقع العملي وفيما يلي فوائدة ومميزات هذا الدليل:</span></strong></span></div>
<div dir="auto"><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"> 1ــ </span>كل معيار ملخص بطريقه احترافيه على النحو التالي:</span></strong></span></div>
<div dir="auto"><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><a style="color: #34495e;" tabindex="-1"></a><span style="color: #e03e2d;">            ــ تعريف المعيار</span></span></strong></span><span style="color: #e03e2d;"><strong><span style="font-size: 14pt;">  ــ الأهداف الرئيسية للمعيار </span></strong><strong><span style="font-size: 14pt;"> ــ أهمية المعيار</span></strong><strong><span style="font-size: 14pt;">  ــ إرشادات المعيار</span></strong></span></div>
<div dir="auto"><span style="color: #34495e;"><strong><span style="font-size: 14pt;"> 2 ــ تم اعداد هذا الدليل على اساس اخر تحديثات للمعايير المحاسبيه الدولية .</span></strong></span><span style="color: #34495e;"><strong><span style="font-size: 14pt;"></span></strong></span><span style="color: #34495e;"><strong><span style="font-size: 14pt;"></span></strong></span></div>
<div dir="auto"><span style="color: #34495e;"><strong><span style="font-size: 14pt;"> 3 ــ هذا الدليل يحتاجه المدراء الماليين ومدراء الحسابات والمحاسبين الذي يعملون في الشركات للحصول على ملخص بارز للمعايير المحاسبيه الدوليه وفهم طريقه تطبيق المعايير على القوائم المالية للشركه.</span></strong></span></div>
<div dir="auto"><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"> 4 ــ </span>هذا الدليل يحتاجه طلاب الجامعات للحصول على ملخص واضح وكافي للمعايير المحاسبيه الدوليه ويمكن استخدام الملف في بحث التخرج.</span></strong></span></div>
<div dir="auto"><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"> 5 ــ </span>هذا الدليل يحتوي على 70 ورقه تشمل شرح كامل وواضح للمعايير المحاسبيه من اجل تمكن القارئ من استيعاب وفهم جميع المعايير المحاسبيه الدوليه وهذا مايميز هذا الدليل عن بقيه الكتب الأخرى للمعايير المحاسبيه التي قد تحتوي على 1000ورقه وشرح اكثر من اللازم .</span></strong></span></div>
<div dir="auto"><span style="color: #34495e;"><strong><span style="font-size: 14pt;"><span class="x3nfvp2 x1j61x8r x1fcty0u xdj266r xhhsvwb xat24cr xgzva0m xxymvpz xlup9mm x1kky2od"> 6 ــ </span>استغرق اعداد هذا الدليل حوالي شهرين حيث تم اعداده بطريقه احترافيه ومميزه.</span></strong></span></div>
<div dir="auto"><span style="color: #34495e;"><strong><span style="font-size: 14pt;"></span></strong></span></div>
<div dir="auto">
<h2><span style="font-size: 14pt;"><strong><span style="background-color: #c2e0f4; color: #232a6f;"><span style="background-color: #c2e0f4;">ثانياً: عرض بعض الصور الموجودة في هذا الدليل بحدود (11صفحه) ولايمكن عرض اكثر من هذا العدد من الصور:</span></span></strong></span></h2>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_640f314fd6e089-59417554-10137887.jpg" alt=""><img src="https://netmoud.com/uploads/images-file-manager/202305/64607def5cefe8-88097484-87429189.png" alt="" width="764" height="826"></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_640f318b410ec6-17590973-53490888.jpg" alt=""><img src="https://netmoud.com/uploads/images-file-manager/202305/64607dfe088499-38279062-57750317.png" alt="" width="746" height="602"></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_640f31a99da523-34328743-18379490.jpg" alt=""><img src="https://netmoud.com/uploads/images-file-manager/202305/64607e3ed100d9-91781077-23939422.png" alt="" width="731" height="994"></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_640f31ccec99f4-14652901-24365432.jpg" alt=""><img src="https://netmoud.com/uploads/images-file-manager/202305/64607e627c1e98-30538485-47522891.png" alt="" width="718" height="1042"></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_640f31ed8e6d82-09951741-31117623.jpg" alt=""><img src="https://netmoud.com/uploads/images-file-manager/202305/64607e6f80b180-00338824-92288098.png" alt="" width="711" height="1024"></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_640f320c16c5f7-61931229-80792750.jpg" alt=""><img src="https://netmoud.com/uploads/images-file-manager/202305/64607e7cb1a509-03139148-70700460.png" alt="" width="696" height="1000"></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_640f321c5a99d1-34902945-73529827.jpg" alt=""><img src="https://netmoud.com/uploads/images-file-manager/202305/64607e87f23352-04615584-93483668.png" alt="" width="680" height="981"></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202305/64607e944c9106-25041088-76183058.png" alt="" width="681" height="978"></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_640f32e277c103-81329992-50091594.jpg" alt=""></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202305/64607fb3d3b150-10544330-58547947.png" alt="" width="673" height="973"></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_640f3300cc2094-61406292-96730030.jpg" alt=""></p>
<h2><span style="font-size: 14pt; background-color: #c2e0f4; color: #34495e;"><strong>ثالثاً: طريقه تحميل هذا القالب:</strong></span></h2>
<p><span style="font-size: 12pt;"><strong>لتحميل هذا الملف الرقمي يجب عليك التسجيل</strong> </span><strong><span style="font-size: 12pt;">ثم</span> قم بشراء هذا الملف وستحصل عليه مباشرة</strong><strong> ,</strong><a href="https://youtu.be/WyFa-j_Bz_I"> <strong><span style="background-color: #ced4d9; color: #382b9c;">انقر هنا لمشاهدة فيديو يشرح لك التحميل هذا الدليل الان </span></strong></a></p>
<p><span style="color: #e03e2d;"><strong>تنوية حول سعر هذا الملف الرقمي: جميع الملفات المنشورة بواسطه </strong><strong>The big library for books</strong> <strong> </strong><strong>تم وضعها على منصة نت مود بقيمه رمزية جدا لمساعده الشباب على شرائها مع العلم ان هذا القيمة لا تغطي أجور اتعاب القائمين بإعداد هذه الملفات الرقمية حيث ان هذا الملفات ليست كمثل الكتب العادية لأنها معده على أيدي استاذه ذوي كفاءه عالية ولهم خبره كبيرة في شركات عالمية ، حيث ان بيانات هذه الملفات الرقمية مرتبطة بالواقع العملي في الشركات وليس مجرد معلومات قص ولصق من كتب أخرى ، واحيانا يستمر إعداد الملف الواحد ثلاثة اشهر حيث يجب أن يعد بطريقه مهنيه تخدم المجتمع في الوطن العربي</strong><strong>.</strong></span></p>
<p><span style="font-size: 18pt; background-color: #34495e; color: #ffffff;"><strong>انقر على الرابط التالي للحصول على المزيد من منتجات </strong><strong>The big library for books</strong> <strong> </strong></span></p>
<h2><span style="color: #382b9c;"><a href="https://netmoud.com/profile/the-big-library" style="color: #382b9c;">The big library for books - نت مود (netmoud.com)</a></span></h2>
<p><span style="color: #382b9c;"></span></p>
<p><span style="background-color: #34495e; color: #ffffff; font-size: 18pt;"><strong>ــ ارسل لنا ايميلك عبر خيار (أسال البائع) الظاهر بجانب المنتج الرقمي لكي نرسل لك منتجاتنا الرقمية المجانيه وبنلغك باي منتجات جديده.</strong></span></p>
<p><span style="font-size: 18pt; background-color: #34495e; color: #ffffff;"><strong>ــ ارسل استفساراتك حول أي منتج من منتجاتنا عبر خيار (أسال البائع) بجانب المنتج الرقمي وسيتم يتم الرد عليك في اقرب وقت.</strong></span></p>
<p></p>
<h2 style="direction: rtl;"><img src="https://netmoud.com/uploads/images-file-manager/202211/img_63739224100a92-03339910-17183853.jpg" alt="" style="font-size: 14px;"></h2>
</div></div>]]></description>
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    <pubDate>Mon, 10 Oct 2022 11:12:38 +0200</pubDate>
    <dc:creator>The big library for books</dc:creator>
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<item>
    <title>قالب تحليل مقاييس ومؤشرات أداء الموارد البشرية لمؤسسة HR Metrics</title>
    <link>https://netmoud.com/@rami-abu-elkhair/تحليل-مقاييس-الموارد-البشرية-3281</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/تحليل-مقاييس-الموارد-البشرية-3281</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 4 $</p></div><div class="description"><p class="MsoNormal" align="center" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: center; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 20.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman'; background: yellow; mso-highlight: yellow;">نموذج لوحة معلومات مقاييس الموارد البشرية </span><span dir="LTR" style="font-size: 20.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan; background: yellow; mso-highlight: yellow;">HR Metrics</span><span dir="LTR" style="font-size: 20.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">قالب لوحة معلومات الموارد البشرية عبارة عن جدول بيانات اكسيل مثالي لتتبع مؤشرات أداء الموارد البشرية الأكثر شيوعًا. يوفر لك قالب لوحة المعلومات هذا وفريقك تمثيلًا مرئيًا للقوى العاملة في شركتك ويسمح لك بتحليل وضع عملك بسرعة.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">أداة لا غنى عنها لكل من يعمل في مجال الموارد البشرية ، حيث تتضمن الاداة 21 مقايس من مقاييس الموارد البشرية يستطيع من خلالها إدخال القيم الخاصة بكل مقايس على مدار السنة وسيقوم التطبيق تلقائياً باستخراج لوحة معلومات مهمة جداً لكل موظف</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span> Hr.<br></span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">تعرض لك كما هو موضح في الصور أعلاه عديد من نتائج المقاييس والتي من خلالها تعرض على رئاسة المؤسسة لاتخاذ القرار المناسب بناءً على هذه المقاييس، حيث أن المقاييس الواردة في التطبيق مقسمة إلى خمسة مجموعات منها (القوى العاملة، الإنتاجية ، حالة التوظيف، نوع عقود العمل</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>.. </span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';"> <o:p></o:p></span></p>
<p class="MsoNormal" align="center" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: center; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">الميزات الرئيسية<o:p></o:p></span></p>
<p class="MsoListParagraph" dir="RTL" style="margin-right: 54.0pt; text-align: justify; text-indent: -18.0pt; line-height: 150%; mso-list: l0 level1 lfo1; direction: rtl; unicode-bidi: embed;"><!-- [if !supportLists]--><span style="font-size: 18.0pt; line-height: 150%;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan;">قالب مفتوح بالكامل<o:p></o:p></span></p>
<p class="MsoListParagraph" dir="RTL" style="margin-right: 54.0pt; text-align: justify; text-indent: -18.0pt; line-height: 150%; mso-list: l0 level1 lfo1; direction: rtl; unicode-bidi: embed;"><!-- [if !supportLists]--><span style="font-size: 18.0pt; line-height: 150%;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan;">راقب تقدم مؤشرات الأداء الرئيسية للموارد البشرية شهريًا</span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p class="MsoListParagraph" dir="RTL" style="margin-right: 54.0pt; text-align: justify; text-indent: -18.0pt; line-height: 150%; mso-list: l0 level1 lfo1; direction: rtl; unicode-bidi: embed;"><!-- [if !supportLists]--><span style="font-size: 18.0pt; line-height: 150%;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan;">توفير رؤى قابلة للتنفيذ<o:p></o:p></span></p>
<p class="MsoListParagraph" dir="RTL" style="margin-right: 54.0pt; text-align: justify; text-indent: -18.0pt; line-height: 150%; mso-list: l0 level1 lfo1; direction: rtl; unicode-bidi: embed;"><!-- [if !supportLists]--><span style="font-size: 18.0pt; line-height: 150%;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan;">دمج جميع مقاييس الموارد البشرية الخاصة بك في مكان واحد<o:p></o:p></span></p>
<p class="MsoListParagraph" dir="RTL" style="margin-right: 54.0pt; text-align: justify; text-indent: -18.0pt; line-height: 150%; mso-list: l0 level1 lfo1; direction: rtl; unicode-bidi: embed;"><!-- [if !supportLists]--><span style="font-size: 18.0pt; line-height: 150%;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan;">21 مؤشر موجود مسبقاً (فقط أدخل بياناتك) مثل (متوسط </span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">​​</span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan;">الراتب، معدل دوران العمل، معدل الغياب..الخ)</span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan;"><o:p> </o:p></span></p>
<p><i><u><span dir="RTL" style="font-size: 18.0pt; line-height: 107%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan; color: #7030a0; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;"><a href="https://youtu.be/eIdOakxSUDg" target="_blank" title="https://youtu.be/eIdOakxSUDg" rel="noopener"><span lang="AR-SA" style="font-family: Fanan; color: #7030a0;">رابط معاينة التطبيق</span></a></span></u></i></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69fe14752454d1-22331438.webp" length="29824" type="image/jpeg"/>
    <pubDate>Tue, 27 Aug 2024 21:13:10 +0200</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>قالب اكسل تحليل مالي مع قوائم مالية وعرض الداشبورد</title>
    <link>https://netmoud.com/@the-big-library/Excel-financial-analysis-template-and-dashboard-676</link>
    <guid isPermaLink="true">https://netmoud.com/@the-big-library/Excel-financial-analysis-template-and-dashboard-676</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 100 $</p></div><div class="description"><h6 style="direction: rtl; text-align: right;"><span style="font-size: 18pt; background-color: #34495e; color: #ffffff;"><strong>سنأخذ من وقتك دقيقه واحده </strong><strong>قبل تحميل </strong><strong>قالب الاكسل أعلاه... تعرف على  اولاً فوائدة / وثانياً تعليمات استخدامة / وثالثاً مكوناته / ورابعاً بعض الصور الموجودة فيه / و خامساً طريقه تحميلة</strong></span></h6>
<p style="text-align: right;"><span style="text-decoration: underline;"><span style="color: #232a6f; background-color: #c2e0f4; font-size: 14pt; text-decoration: underline;"><span style="background-color: #c2e0f4;"><strong>اولاً:فوائد هذا القالب:</strong></span></span></span></p>
<p style="text-align: right;"><span style="font-size: 12pt;"><strong>هذا القالب مفيد للمدراء الماليين والمحليين الماليين لقياس الاداء المالي للشركة التي يعملون بها، ومفيد لمدراء الحسابات والمحاسبين وخريجي الجامعات لإكسابهم خبرات ومهارات بمجال التحليل المالي وطرق اداره السيولة في الواقع العملي.</strong></span></p>
<p style="text-align: right;"><span style="font-size: 12pt;"><strong>استغرق إعداد وتجهيز هذا القالب شهرين حيث تم إعداده بطريقه دقيقه جدا لكي يعطي عرضا جيدا لمؤشرات الأداء المالي للشركة ونسب التحليل المالي والتغيرات التي تحدث لراس المال العامل وراس المال المستثمر والأسباب التي أدت الى انخفاض الأرباح وغيرها من التفاصيل الهامة.</strong></span></p>
<p style="text-align: right;"><span style="font-size: 12pt;"><strong><span style="text-decoration: underline;"><span style="color: #232a6f; background-color: #c2e0f4; font-size: 14pt; text-decoration: underline;"><span style="background-color: #c2e0f4;">ثانياً:طريقة وتعليمات استخدام هذا القالب:</span></span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 12pt;"><strong>طريقة الاستخدم سهلة ، حيث هناك شيت مستقلة لادخال فيها البيانات فوبعد ادخال البيانات سوف يظهر تقائياً تقييم الشركة في شيت ((تقييم الاداء المالي))  ، حيث كماهو موضح في الصورة ادناة هناك على الجانب الايسر علامات التبويب التي عليها مربع احمر ((التعليمات وادخال البيانات)) وفيها تعليمات ادخال البيانات مشروحة خطوه بخطوه ، وبعد اكمال اخال البيانات يتم النقر على علامة التبويب التي عليها مربع اخضر ((تقييم الاداء المالي للشركة)) وسوف يظهر تلقائياً تقييم الشركة ، اما بالنسبه لبقية علامات التبويب فهي لغرض استعراض تفاصيل اكثر عن اداء الشركة واستعراض المؤشرات المالية والنسب المالية الهامة وتفاصيل عن اسباب انخفاض الارباح وعرض للقوائم المالية ...الخ</strong></span></p>
<p style="text-align: right;"><span style="font-size: 16px;"><b> <img 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" width="799" height="351"></b></span></p>
<p style="text-align: right;"><span style="text-decoration: underline; font-size: 14pt;"><strong><span style="background-color: #c2e0f4; color: #232a6f; text-decoration: underline;">ثانياً:مكونات هذا القالب:</span></strong></span></p>
<p style="text-align: right;"><span style="background-color: #ffffff;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• قالبين (قالب باللغة العربية وقالب اخر باللغة الانجليزية)</span></span></strong></span><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">.</span></span></strong></span></span></p>
<p style="text-align: right;"><span style="background-color: #ffffff;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;"><span style="background-color: #ffffff;"><span style="font-size: 14pt; background-color: #ffffff;"><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• ع</span></span></span><span style="font-size: 14pt; background-color: #ffffff;"><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">رض احترافي للوحات الداش بورد </span></span></span><span style="font-size: 14pt; background-color: #ffffff;"><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;"><span style="color: #2dc26b;">(جديد)</span>.</span></span></span></span></span></span></strong></span></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• تقييم الأداء المالي للشركة <span style="color: #2dc26b;">(جديد)</span>.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• عرض  تلقائي للاسباب التي أدت الى انخفاض او ارتفاع الأرباح <span style="color: #2dc26b;">(جديد)</span>.</span></span></strong></span></p>
<p style="text-align: right;"><span style="background-color: #ffffff;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• فلتر ديناميكي لاختيار الشهور </span></span></strong></span><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;"><span style="color: #2dc26b;">(ج</span></span></span></strong></span><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;"><span style="color: #2dc26b;">ديد)</span>.</span></span></strong></span></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• ملخص للدوره التشغيلية والدورة النقدية<span style="color: #2dc26b;">(جديد)</span>.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• ملخص لنسب النمو  <span style="color: #2dc26b;">(جديد)</span>.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• مخلص المركز المالي للشركة.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• نسب التحليل المالي.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• ملخص حالة راس المال العامل.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• عرض مكونات راس المال العامل.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• ملخص حالة التدفقات النقدية.</span></span></strong></span></p>
<p style="text-align: right;"><span style="background-color: #ffffff;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• مل</span></span></strong></span><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">خص حالة التدفقات النقدية التشغيلية.</span></span></strong></span></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• التحليل الرأسي.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• مقارنات لتكلفة المبيعات لاكتشاف التخضم.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• مخلص ومقارنات للمبيعات والارباح.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• مخلص و مقارنات لهامش الربح ومجمل الربح.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• قائمة الدخل لعدد 36 شهر.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• قائمة الميزانية العمومية لعدد 24شهر.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• قائمة التدفقات النقدية لعدد 12شهر.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• تغيرات تكلفة المبيعات.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• ملخص ارصدة النقدية الشهري.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• عرض لنسب مصادر الأموال واستخدمات الأموال.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• عرض متسارع على مستوى الشهور للبيانات.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• مقارنات سنوية للبيانات.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• مقارنات ربع سنوية للبيانات.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• مقارنات شهرية للبيانات.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• الاختصارات المحاسبية الانجلزية المشهوره عالمياً.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• ترجمه للمصطلحات  المحاسبية الإنجليزية.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• عرض احترافي لمقارنات البيانات.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• أستخدم الارتباط التشعبي في القالب.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• أستخدام ميزة الألوان التفاعلية للقيم.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• أستخدام ميزة إشارات الاسهم التفاعلية للقيم.</span></span></strong></span></p>
<p style="text-align: right;"><span style="font-size: 14pt; background-color: #ffffff;"><strong><span style="color: #232a6f;"><span style="color: #e03e2d; font-size: 14pt; background-color: #ffffff;">• شرح مبسط لطريقة استخدام هذا القالب.</span></span></strong></span><span style="text-decoration: underline; font-size: 14pt;"><strong><span style="background-color: #c2e0f4; color: #232a6f; text-decoration: underline;"><span style="color: #e03e2d; font-size: 14pt; text-decoration: underline;"></span></span></strong></span></p>
<p style="text-align: right;"></p>
<h2 style="text-align: right;"><span style="text-decoration: underline; font-size: 14pt;"><strong><span style="background-color: #c2e0f4; color: #232a6f; text-decoration: underline;"><span style="background-color: #c2e0f4;">ثالثاً: عرض اجزاء من بعض الصور الموجودة في هذا القالب:</span></span></strong></span></h2>
<p><span style="font-size: 12pt;"><strong>سوف نستعرض بعض الصور التي في القالب باللغه الانجلزية مع العلم هذا المنتج يحتوي على قالبين (قالب باللغه العربية وقالب باللغه الانجلزية) ، والغرض من عرض بعض الصور من اجل يكون المشتري مقنع تماماً بمنتجنا </strong></span></p>
<p><img 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"></p>
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"></p>
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"></p>
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"></p>
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"></p>
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U9MZg5Zz6zszIJRBVroqdoBzHx4kId9hkMENKnYX5DmWcYwj515bn52xjl/8sDWrX/QluRgZiZvvzO8gZmr8T6sfCIOfyk3c6R5VDZj6F+byz2w6vnRisvP8jSYuZkySm1YhlJOIREU9WEWGe7ef8wCOWrKiDP96MVsZsXDSEwXJQg0WsUiDxdM6mMPhJ2BKeGAnB3HcYhIw3plM9l0CaZTviI76NIRCTavS+6uvMoOG5zZjz+ernyRr+5PGOlsMrMFyRSE5GUO58RzzHSEvPkVDhOKk93ejkyMWjqcu5D97CrQCcxMUGdSce57j373R88yNlunzG6LjKgEwyNHxERU/2d8csqi7tz3HjWfxvqDpPbID//pP3Lfe9RifhLBOshZADOv7O2fCDNroq6bmYuFEZ6bLUCXqwU7Apl5fvYDMlOL9cw0N7t78PnRysRH78rjYm62bWfW3nYculyemiBvmJtdjfdJBJU5Ei7cRBwm8TbvBjMnUihZicSPTARUlH5mXc4OkRjPMSYP3OUTs3HnbbIZ+WRs4wgtB5MwHafk8eUofkJHKyX0k1NiRkunAlGQqZX8s+H6vZOnrJSYEcbMi+M4FD9fmtLPUfHVCV8pWs4se7Ow32RmSiTl2nSzkdk0m3OEZrlYRcZ+OtYBZl7ZARmu3t4KdA4zc2fUM3SGGJjbdmJm7ijNxrYrX/zO94XdNfe9R9cVfmOeYvfPntqe+96j3/m+4uT3Tp5a89iLgbFxkNQ6ApmZqBjM/OAP/zqFrUGrmNlxHFrArPbNprnZec/+XlSPTSr212zzLEHXwuVJtTRa7pv94e6XxBhIus8fIWu2YOb5uXnyRnOzlbcXJubn5tlbIsxc7YAP424iDn8pN3OkeU7mGFzbMuZmN1Mk2QkbyMycfD8c+hErAsDMU/6o+CrkYEalUHSQksfgZ9KvdYpwl4cpZuRmKPO4xaL+K1ricFgrqREPAqwYKGucHZN+eaq5lQVKPAUk9rZC0SV4AjzzOQO5dVHHceiICep0pCtfzOjAi4umeQeYOYWjNCSpbRToQGZ2HIdma3/n+49SAxXGzO+dPJX73qM/e2o7Of57Undgg0YEzk296WfkyMc025ks2+xn9/5jBOF09jvfF6bdnqEz3/3Rs7nvPdqVL7JNm5YKP7txN11lzWMvknl8fHJqzWMv0kHyY5rNf/hP/+EPQmDP3giPqd/hNPuZ2bLSU5c0cuRjMq1/90fPUhasjpIjzLQjE71PTGbmfbNcx7qRG+ZkbAEehp2ZmVkMR+S+2f49wOi4ScX+8tZn3evq8Y2wS8/PzSsY5s3JhEOdcq9YGB5+eZsOyFGVEpmbXe2ATyKozJH4S7mZI0y8zTqsPcDkDG2OE3Ozmymj1Ia1yNNKpx90W8HMRHdEnoyjlBIreSb9WqdawcxmGqjx5CGI4zicVDplDQX8Hrj5ZWuDRb9WFkhqitbMuBWKfv57zz6GZ7MQ6SxdmgcZ/gRTQdNxTp4ZT+e4MzFqaRuCQkY6TYHOZGbHcYiTqSG15mazQZXMy9TLECIyypotMAVnFuVT7508xUzLl6DYiJn5oN/BW2r5T1GP4I+BzeD+IHRRsoeTO+wpQExm9ueLuzPOfhs4MtH7tJCZHWVbVsx8fWZy3+ZteslxcXXx4PHygrFvdvTcbAZd4VhdPPj62S+JwWZnnH2biYdLj7/6GSG02veLt9QuDE98Ma2xWXib3COs0/7twZjr4GidAsne24y1TTp4r+wE3zWVwgFBJ/TZ8SuYRZ5WQD8zE7wxVpEH7r0sojbZzB8VX8sMxYxHZ63kmehopYR8cko48kBjMp+1LmfOzWY/5CCfnHHzrJVIPkVZphEDH/RnluM0mdm6HIWiqKxThO7kITD7dGmzLEw3J8yEfPNgp7kzMWpJYbuKJEGBOAp0Qv8buOCWwJKaUwsymZmJkwmGiZ+5d+B2eHxyioL7mXld4TemBZh+UqdAxEvTuccnp8i8TDZkulBXvmimjay7dIrM4zSVyUwbdzeUHuqe/BelmM3HAZwX2sbSv57ZmptNif/uj5597+Qp2vwMe4DFudda5KcWMzcKIma1aN7dOn5DzMuvQPP1wYyh0RpaXzjYmU3N28YdxnuUQT/oWsZVoi+e0GsCYcQcYMskS2mgqPgvJcBKnsnMgSnhXtwsIArFMbODkkFp5oNd+SI/FzcPkptOkSzWWStTvKm1ddyU1KJfk5mZ3s2rBDIzL13mlJvSmcFZHDoYln3/KM0Us+3dYOYWjbQQLRT4/LNrncnMNDeb51oTZHK/SY3qyJGPLZamuc3+Jpe89QydsU6RzZajJdQ0mZm7ANMnG5ApNoqcY+afBKsE23SQY2M/tMLIBFryzzOrrd6wLmbmywU+kuAEZ9qRid4nG8yc6XqAxLdUgfrYt1HfYOaWFuJKRW5BqZUME/DMUyaJmb1gBDMzQnfli2YQipYj3L3/GCEudfxW8kxm5gXAFJb4k7tVM7XRzGwyJ72zisNaWE7ISmctbPbniKDXz58cJ+8Qxn5MZnYchy9By9v4DV4WaXM8fmHNhxGmMiYzM9vTQU4Mi9BpjkyMWkBfUCCjCnQgM8fcA4wstMSf5l8/G/OaZOol6UWGu/cfo7nQvAKZf/pRtiYzU8ymndmcaE3HuU+JYGbySfZz9m/2Kf652Y7jEBVTZzQ+OcV25vHJKdiZV/zGBzObFRju7CnQKAXXFw7MnL2agRR3hgIWbHdGpluVSzDzio/JkIA2VqBzmNnkXtpni2dT0yk2CFNbRiZZ8/ErUbT/OebIkY/963t37z/GFmPz0nQV0+bM1l3z1H/vEEbJMMOSm9YtEzObZ5mB6SAFty7EM8nDXsJMzMzR0jxwIm06uHv/MX5nNXszTdmt6glWIt5M9D5g5pWoGrhmcgrUx76N+gYzJ1diiAkKJKkA2ZNNM3iSsXdYXJkYtbQxUyFr7a1AJzAzzcRmwOvKF5/duJuB2XEcIl5zfy+amM0USo0uz9b2t8G0PzbF890fPcsronuGzpBRlyidbdQWypKlmpiZrmLt6c2bYP/sqe2U8vdOniK+/W+f5qJla3szuhDvKEbTuKwNtM3sWNZ1Ssb45BRfi1QaOfIxPVP47o+eJXnNS5gRZtqdid4nlJk34AMFoIChwJLx6esb2L9/uFKpXHdmuI+/fOmq4zjka3xy6sBYmU+lx9EJfXamuw0kPr4CNE+bp23HDwifYQpkYtSSnuYUKYECdSmA/jes5UnJcUL9BBNDRmO/tTzBS7RNVJnofUKZuVGDHMJBgTZUAHbmtmmXkREoAAXCFMjEqKUuSoFnKJAeBcDMYS1PSo4nzsxk92aLd0qymc5kZKL3aRUzp7NIkKr2U2B5AB3M3H41BzmCAlDAUiATo5b0IBBSAgXqUgDMbDU4afsZtll3Y+m0Jn43FknnhMpE7wNm7pwK2Z45BTOjz27Pmo1cQYFlVyATo5a6Wjx4hgLpUQDMvOxNGi6YGQUy0fuAmTNTn5DQQAXAzHUNCNBnB9YiHIQCUMBxnEyMWupq8eAZCqRHAfS/aGahQJgCmeh9ajBzeWpi0y+L/PpQr6P0qxNXw4glTJT4x69Nv9+dL3bl+167cnV+bh7ftlEgfh2I4zOsBiZ7HHOz45QF/EABKJBpBTIxakkPAiElUKAuBcDMmW4ekfiWKpCJ3ifzzDw74+zbvK1weKZtkLLtM5LsXZcsG4fF1hgzX750NW1f9NnJVj/EBgXaSQH/qCVtLRjSAwWyqwD633ZqLZGXZBXIRO9Tg5k9CFEe+4U2/HqOB/1oXso4dubZGefFbmEGr4uZq/jUqUCyGN983TBjCKp9yR8DM5uaww0FoEBbKpCJUUt2kQkp73AFwMxt2WwiU4kokInepzlmVhRd+vnG/jUSpw+Mlc+9PbimoKdzF3q3nplyHIcB+OCJfU9Lyu3SpxzH+XD3SzK4DFXoff3sl2YQNTf79NtWtAzMasZ4YXjii+nZGeeNof06tlIgS1fxqVOBTmDmsV+vyuXW9pfL5dH1q3K5/MBFk7zBzIm0iYgECkCBNCuQiVFLh3MXsp9dBcDMaW79kLaVVSATvU8izKwJOd+39dhezavuwdeuXNXMzAcJj4ePlxecUyORQeR65tNv+/3sm10gI7PJzLs2eS+RL+YHLlrIV030s5TKT6JZrFoCNvkz2dvSJNum3OUxwcqP9FcqFeZnjrBdmZkzCAcUgAJQIBOjluwiE1Le4QqAmZMd/iG2dlIgE71PMsy8uue0NdoQBXlqRM7lLm09M8XM/NDOj8Wpw4MSdAUPK7e0EpvFr4P49gA7/bbcG0xEy6ZmZU8mtO4efP3sl4LrZj+QPgeHF26bmFdN9JNKZF5KNIudwcyVyoWda3O53Kr1oxXi5x+sHy2XqWK3JTNPnj2HLxSAAlDAVGB8/PTY6JG+voFnnnn6wR/+dYdDDrIPBRJUAMxsDvLhhgKmAp3DzAJfmZnLUxMn39i78bc92jJsMrNwW/Our02/r2Zr54tdhd7CwJn3J4SMFjMvXJ48f/JAaUvJjNZm5mOE4papWVwUzFxt4mOq17zbvEmad3PFS8TRvzaXe2DV86MGP8t424+Zx0aP4AsFoAAU8Cvw1pvDYOYESQlRQQFSAMzc/JAPMbSrAp3IzOdPHhBMW+h9bmjig5NHec8wE4AtHqbiP/nGXsHDaiG0idnG3OxC78iRjyc+epfeQbVvdiEeM9s7hFUT/cDOXC9FJ3vDJ4LKHEmHMHNf38AOfKAAFIACIQqUtpRgZwbpQYFkFfAzM4894IACUCD9s5wSmZstEJcK+8PdL4lJ15uO0s5ePAG7JjMTR12fmVT7YI947Mwc7fzcvHLn+/bNLszPzdMCZs/c7Lyemx3yVudEkbkjIquXiqP9p5aZO2Rudl/fwPaebfhCASgABSIU2LBhA+ZmJ4tMiK3DFTCZuVKpmGsi4IYCUKBTmVnsoc1f22hs25nV2mb2X+zK20E0J9t+mJnF5eSKaP8eYHTcpLiOwNxEM2mq17w7pcxs7QEmZ2jzY7+2mZv91pvDEx+9iy8UgAJQoKYC23u2dTjkIPtQIEEFmJnfO3nKvyYCR6AAFEj5yqCE7czlqYl9m7dJYC49smucWHfdyI1oO7N411T466leu3J14fIkR/vc0ARF67UtK2aenXH2bd6m1zwXH95ycOKL6eYxDzEkqEA6mZn3ym7vd00l2P0jKigABaAAFIACUCCmAsTMu3b9IWRJBA5DASggFEjtyqB6mJmNbjEcyXJRgsCGqFZcgWTrRozKmICXxuzMyeYUsUEBKAAFoAAUgAIZVWDDhg19fQOlLSV8oQAUiFBg16bigz/86xTe5tlg5hQKhySlRIEEgDhGFGDmlBQ3kgEFoAAUgAJQIIsKvPXm8Acnj+ILBaBATQW292xL4T0OZk5hoSBJdSgQA3gT8NIYM193ZvCFAlAACkABKAAFoAAUgAJQINMKgJnrwDN4TaECCQBxjCgaY+YVnwaPBEABKAAFoAAUgAJQAApAASjQpAKhzLwBHygABQwFzBdx9/UN7N8/XKlUrjszn392jb6XL111HIe8jU9OHRgrN3lzIjgUgAJQAApAASgABaAAFIACK65AKDPHsL3BCxToFAUaszNX8YECUAAKQAEoAAWgABSAAlAg4wq0ipkdfKDAsiiwPNQOZq7iAwWgABSAAlAACkABKAAFOlIBMLODT6YVSDMz/+Uvi/hCASgABaAAFIACUAAKQAEokGkFwMyZBkYk3kkzM5tLoOGGAlAACkABKAAFoAAUgAJQIIsKxGLm8tTEvs3buvJF+S09smvcApUPd7/UlS+u7jnNx69Nv/8L4b/vtStiYyTzc236/W4VFUXIf13P12cmzSsWBs6Ervye/eDpbhXD6uLBfbMLwT5nP/BfdHXx4MQX08J/0NmufOnxVz8zY5udcd4Y2r+moBNc6H1uaELFEBpJsXB4Rsc/uG92YXbGeVEnWAGKMLwAACAASURBVEuqI8yXtp6Zmp+bn51xzOxbyTASrPyrRJ5+e40QVlwlViShaS558jU3b4oQ6lYaqquHepubNytD826uci11NDY3O4stAtIMBaAAFIACUAAKQAEoAAWggKlALGbetYmhTtOpgcflqYlNv5THC8PHywuELk0ys/+KD+38OADD/KxbGHYh1oQ9v0/i9sLwhRtTmmntbHbli/mBi3Td2Rlnx5MBHroohlD+9DDz8MLt0HhEehQD/3GLfSFOBoswuUc8p/AcPzYoIPyFCfITJ5I4Gecr1nAkwsynRvZt3lYYqQOlW4rKHDmY2Ww14IYCUAAKQAEoAAWgABSAAp2jQAxmLo9Ji3HpVyeuVioVMil3GXh8/uSBNfnizzf2E/LFZmbXqmwRkjZEC4B0HIevGADD2rIqzLPK4Bxi59REN7xwuyo/lOyufGnHp4vVW+PSCi3ddLpaJSjtKgxPLt6pVqsaQUs7Dl32xiAwVRxRkQy+tfiVjkP/DzsVeNybGCsZOsbqnUtjwqqsk6dTqLMQLxKdZh1Kxn7ubcneRsw1aJmeTWiFQ039+hGGE/K5PjNJFngwc+c0QMgpFIACUAAKQAEoAAWgABRIuQLxmbn4d68cGy2X2fLGDsm0pd//WaL1pqPJMbO44sQX047jhDEbz3MuHJ5RDFzDzjzIzFxdvEJ248fHgplZQWleMrAXQW1w9fhJipmLj+waJ1zny3kcKv0adymFT46pICrBtSIJypeidO+DgOGF26IUNBjTz9kZp7SlRDP2tx7bK587uDPD1alC754rp+WpPsLp6zOTewZekdPIhWn9uaEJx3EYmNV8dflQJgSuPYe5HjbpGPv1qlxubX+5XB5dvyqXyw9cNCOEnTnlDRmSBwWgABSAAlAACkABKAAFWqRADGauVIyZ0vZiZjUxWxKO9Casx5VKpZG52ZuOMgyZV3xuSE02DiZnZWqWk5m7Q4zMXtgj8oxrZ5YUqviZiZSiqFY1eJe2X/qLttl6p1VvObu0tHT3m0niyUP37pkFGXZ89CWORJj3zSCmu/Jmb1e++PQJEeedE3u68sWf7J0mD9rsTPGISDjJHodGa3tldbcmf+VBPGuwmJkfWHjDiiIIOaWY2Shclc2Hdn684sxcKY8JVn6kv1KpMD8zNoOZzYoHNxSAAlAACkABKAAFoAAU6BwFYjFzeWpi4297XDQq9NI87UqlosiTzMsS4daN3Giema/PTGoDpsSqQi9tjmVjs7EBWFderhzWE4D9PiW1MotqB81ADkPHfPGZ42IuNxFpVygzC3BNkJm//mb6lf/kTdeKXd2DPTfv+yulInmJ5RKzBbqTNwHGi1e293giEbPQrU94xh/eclCYrMOZeV49rVBrsE++sVfWEPnYwntKza7PS2amU4Xe189+6TiOc2qETNCvXbnK2LxSc7Mv7Fyby+VWrR9V/PyD9TyxAszsr344AgWgABSAAlAACkABKAAFOkGBWMxM1raTb+xdV/iNJmdlT9Y4pBE0X+yS/BzDzhy6nlmglPycfGMv74ndRcRlIrGaJyxQ+fwRuQQ3X3p2425a5WsvftaedfrFrGB38nMQOj685eDwZbUyuR4786BlTG7Azkw1r1IeM7IfEO3X30zL6eWD717/SJDnk2MX739LYav6c+7UITMSe621yrie4C1DsQV+8ydfRTGzd8sxnrYtJmDTqU1H1ZMLJb5kZjplb5wuwHvFmblSqfSvzeUeWPX8aMXlZ1n7G2PmW7fv4QsFoAAUgAJQAApAASgABaBAphWog5mJnD/c/ZJciSqm+7o7ZnsQSMBwIswswVnsAUZXtE3NXjDT2CzoXbzeyaTroLnZGirlfxMdF68Mv0zmWYMkTQ9GSF7z/M79+4yXSTEz0e/5I4OU/WBTs5yS/ezG3TxJ22JmSixHYpuaA/MVsNI7YG62AmO9TXdzzFwsjLhLmlfKzpw4M8/dvIMvFIACUAAKQAEoAAWgABSAAplWIAYzyxnXXYXeA2NyAzBjG23edotfMUVLVdeN3GiKmQ/Tvs3W9F01B9iFYWWx7FMsbczTfmTXeIid2dgDzEBfjbsuJKt9sGhzL+mT983+3YkpCnru1CFJswnvm63mgXcPKit3INZy4tVZ8Vpm04YcN5KgyPWDgJJhZ1aPIfS0AonQwROw483NzvepudmO50P1Z6WY2bUt09rmpudmX527gy8UgAJQAApAASgABaAAFIACmVYgBjMrSDZmX8tXHB0vLxBBrTbe1Uy7UnVtOqqZ2RsqX3xo58f6VVL2KWEfli/mDfbg2xA7ZKMpFa3nxcV12ZkJR7Wt1X2ZEx/xGNWNtz0p/vSwq2LbsFOBx9VBrz7Gm59UnPqfgnna5lof1E8BakUSeC3KIEUYnGvBzCH6B+0BVuiVDxdC9wDrkoXrOI67Pdiy75tt7wEmZ2g3uQfYpSsL+EIBKAAFoAAUgAJQAApAASiQaQViMHOlUimPmXuArSnuOV5e0BOzhfmX0aKiALtPvXrKwst4zOzIraHMPcBWFw/admM59dp415FYn0zezh8ZfHiLz7/3JUmusZqmcKuzXlO2sqMWGb9nZ5y33hxeU9AgWuh9bmjiwo0p76pdPY3ZnBwedvXw49uN7bse3nLQvYoZLbmlvT1wOnrtSFQCdI50eXmuePptvSK6xC+UqvmuKf267GJX0Lum9m3epkz0+SKVmih0We7q+LIzM++VneC7pj65OIcvFIACUAAKQAEoAAWgABSAAplWIB4zu0wc16UQKKF/NuL6uRFHUqWAftwwcuRjUXbqp7IzJ1QpVDRxa2Rz/hrbA2x8cgpfKAAFoAAUgAJQAApAASgABTKtQDaYOVnKQmytVoB3wDZ2KRcbqrfius2xcNzQjTHz+xMOvlAACkABKAAFoAAUgAJQAApkWgEwcys4DnGKFy8/td59p/fq4sHj5YVW6BKXepvz1xgz/+mDz/GFAlAACkABKAAFoAAUgAJQINMKgJlbwXGIc/kUaI6F44ZujJlH372ELxSAAlAACkABKAAFoAAUgAKZViCUmTfgAwWggKEAvfia/vb1DezfP1ypVK47M59/do2+ly9ddRyHPIxPTh0YK+MLBaAAFIACUAAKQAEoAAWgQNYVCGXmuAY4+IMCHaBAY3bmrLcOSD8UgAJQAApAASgABaAAFIACrWLm5Zubiyt1tgLLA+xgZrSVUAAKQAEoAAWgABSAAlCgMxUAM3c2cWY/92Dmzmy5kGsoAAWgABSAAlAACkABKLA8CoCZs0+NnZ0DMPPytBS4ChSAAlAACkABKAAFoAAU6EwFYjFzeWpi3+Zt+l27pUd2jVug8uHul7ryxdU9p/n4ten3f5EvduX7XrsiNkYyP9em3+8Wp/xf1/P1mUnzioWBM/Nz88Hf2Q+e7lZRrS4e3De7EObNf9HVxYMTX0wL/7Mf+M925UuPv/qZGdvsjPPG0P41BZ3yQu9zQxMqhtBIioXDMzr+wX2zC7Mzzos6wT4RSlvPTM3Pzc/OOGb2rWQYCVb+VSJPv71GqCquEiuSufldm2ReCsNuLubmqTS7Nh01k23q0KTbrAzNu7nKtdSxbHOzN/62B98IBTqzmUauoQAUgALLr0BEU4xTG3/bs/wlgitCASiwggrEYmZFVgblmnhcnprY9EuFXsfLC4QuTTKz/4oP7fw4ANX8rOvFPzeI3ydlpzB84caUhkMNw0ZO8wMXKZLZGWfHkwEeuiiGeMw8vHA7NB5xUcXAf9xiX4iTwTma3COeU3iOHxsUEP7CBPmJE8m8wmwJ9vRUQoP38MJtLcugcIc9s6j/ePOcbMbQUlTmyJeTmc0NurPurib3yeVyGKOsYFeBS0MBKNBpCmz8bU/W+yAz/cl1R1X0R512LyC/UODAWDkGM5fHpMW49KsTVyuVijJCFoYZj8+fPLAmX/z5xn5CvtjM7FqVTQRyHEcbogVAOo7DVzRtoQrhNOAJ86wyOCsrq814ipkF/lG7Scnuypd2fLpYvTUu7czSrZtVgtKuwvDk4p1qtaoRtLTj0GVvDAJTxREVyeBbi1/pOPT/sFOBx72JsZKhY6zeuTQmrMo6eTqFOgvxIqlWq1b8lM3HxxbNHIGZG2Nms7eO6W6/MUrMjEd727XrDzRGifaGs1AACkABKJCUAuiPApVEfxQoCw5CgbZXID4zF//ulWOj5TJb3tghmbb0+z9LtN50NDlmFlec+GLacRwbgLVtk+c5Fw7PKAauYWd2mbm6eIXsxoIPvYRJXKqgNC8ZOMhDtarB1eMnKWYuPrJrnHCdOdnjUOn3QvKTYyqISnCtSKpV1iE/cPHOiT3CUs0criLpCDvz2K9X5XJr+8vl8uj6VblcfuAi1/BKpQJmbqwprFarS0tLnnrb0A+MURrTH6GgABSAAg0r0JbM3FAX5AmE/qjhGoWAUCDTCsRg5krFmCltL2ZWE7Ol2Vl6E9bjSqXSyNzsTUcd/TGv+NyQmmwcTM56drGAve4QI7M7cdpl5rh2Zkmhip+ZSLn91OC6/dJfNHh7p1VvObu0tHT3m0lpxx48dO+eWV3Cjo++xJEI874ZxHRX3uztyhefPiHiJNz9yd5p8qDNzhSPiIST7HfopwMluRxaQ7hhOe8IO3N5TLDyI/2VSoX5mbEZzGxWvPhuMHN8reATCkABKJAqBcDM/vFStVoFM6eqliIxUGDZFIjFzOWpiY2/7XE3rCr00jztSqWiyJPMyxLh1o3caJ6Zr89MlraUzCvS5lg2NhsbgHXljUW52hDt+g9fzywMs9oq615RL2l+5riYy60MsKHMLMA1OJKGmPnrb6Zf+U/edE08C+i5ed9fJxTryktIzC5tv/QX8iYa+sUr23s8kYhZ6CEfPfNcLJB2vXSSnblSqVzYuTaXy61aP1ohfv7Bep5YAWb2V784R8DMcVSCHygABaBAChUAM7vDIcMFZk5hXUWSoMAyKBCLmcnadvKNvesKv9FUqezJarGxJkxxVvJzDDtz6HpmR39OvrGX98TuyvfZe2JrDBYTs4/I7a/ypWc37qZVvvbiZ+1Zp19suOVOfg5i5oe3HBy+rFYm12Nnto3JDdiZqeAr5TEj+wHRfv3NtJxePvju9Y+EHfvJsYv3v6Ww3LyfO3XIjCRgrTV51Xjs8aAPdoSdWdby/rW53AOrnh81+FkeBzM31hiBmRvTDaGgABSAAiuuAJiZh1KmA8y84jUTCYACK6JAHcxM5Pzh7pdoBu+vTlx1d8w2mVm+XyoRZnbkh69om5ppm+hNR8mYrLFZzEYWr3eyTM2+PcDMFlCbiOW05MUrwy+TedY/S9k4IsPrWc2D79y/ryMJgNuwOdhhx82qcP7IIAkebGqWK5Cf3bibJ2lTWE/uqlWOJNTUrPEYzAxmNqtfk24wc5MCIjgUgAJQYKUUADNbQyn6CWZeqQqJ60KBlVUgBjPLGdddhd4DY3IDMGMbbd52i/fQpnXI60ZuNMXMh6XRuND7+tkvHcdxTo3QptbBzJzvU8eNedqP7BoPsTO765k9TaEiRheJ1W7StLmX9KpnL5d+d2KKwp47dUjSbML7Zqt54N2DysrtS1tQysVrmU3crS8SY+myGQk/BegQOzPmZifeGIGZE5cUEUIBKAAFlkcBMLNnuKV/gJmXp/rhKlAgbQrEYGYFybwrlXTITb9oYrb5rmbalapr01HNzN5Q+eJDOz/Wr5KyTwn78IhjvGvK68G3ITZvmm1Mt3aDeF5cHLQHmG795H8/l+pdtd1NpPmIx6gesMu0BzvpMoFW3Bqk6uZFZJD3svakW/xQME/vu+Kz6opxI2E89iQ+MBLrpdCWPT/GTyfRD01/SOCvtQeYnKHN0WJudmMtF5i5Md0QCgpAASiw4gqAmXlIZTrAzCteM5EAKLAiCsRg5kqlUh4z9wBbU9xzvLygJ2aLtygzWlQUYPepV09ZeBmPmQVSnRox9wBbXTxo240lm83OOIa3Enk7f2Tw4S0+/8bcbHvatkvUIi/uWb0jN+P37Izz1pvDawoaRAu9zw1NXLihg0RcIuxU+HFz+66Htxx0r+KHUjlHPXA6eh2RBKZEHdT51aXJgrha+VMVfiRRZHbcuteci/fKxrumEmyJwMwJiomooAAUgALLqQCY2URldoOZl7MS4lpQID0KxGPm+mkkWS5qjM0QKp0KJFs36q+bjYSAnbmxNsvPzLl4Hx6dkANjlMb0RygoAAWgQMMKtD0zx+uOcuiPGq5CCAgF2kmBbDBzspSF2NpJgUYIuP4wK8PM7/zbmnzx4v1v71waW1f4DW+KnqEGyM/M1Wq15jDFGqDgfZgZKnEkFQpAgbZRwMPM6I90z4RnuG1Tw5ERKFCXAmDmduLHTsxL/fzbSIiVYua///G/rBu5cefS2C8kPJ97e/CtN4cv3v+2fO4i3eflcxfTzNKBzByNzXpY4vmPMUpdzTo8QwEoAAWaV8BiZvRH1C2hP2q+aiEGKJBFBcDMnciZ7ZTnRgi4/jArxczrRm5s/z89508e+EW+ONjzP9aN3CB3z7/+8/ZLf7lzYs9jrx5Oc7sTxsxh2OwBZeMHxihpLmWkDQpAgbZUwGJm9EfUKaE/asvajkxBgZoKhDLzBnygABQwFDDvpb6+gf37hyuVynVn5vPPrtH38qWrjuOQt/HJqQNjZTNITLd/jLL0zr899urhv//xv/z9j//lnfv3l5aW/vjU/zPY8z8ef/WzCzvXrhu5ETPmFfEWwcx+bDYY2XZijLIixYeLQgEo0MkKoD+yuyL5G/1RJ98UyHsnKxDKzPWb4hACCrStAitoZ/76m+mef/3nNfliz7/+MzPzO/fv9/zrP6d/kXM0M5vYHDg04YMYo3RyL4W8QwEosCIK+JkZ/RH211iRqoiLQoE0KNAqZnbwgQLLosDyYPoKMrNoJt75t9wj/eVy/9//+F9++sRfrVo/urS0NPbrVfkBtao5DU1JYBpqMjNhc7XWB8wcKC8OQgEoAAVap4CfmcW10B/t+kMul/OI07oyQMxQAAqkRgEw87KAHS7SMgXamZlT00w0nJA4zFyLl8V5MHPDRYCAUAAKQIHGFGgzLER/1Fg1QCgoAAVIATBzy2AOES+LAmDmNLdlGKOkuXSQNigABaBAhAJgZvHI1vfBM9yIOoNTUKCNFYjFzOWpiT0Dr6zJF7voW+h9bmjCZBXloeB6eOzVw8fLC4738+Hul9awn3xpdfHg62e/NL1cn5nct3mbukq+VBg4Q2fn5+YjvrMzzhtD+93kdQ8+P1ox/SsPfGmZ/okvpk0/83Pz548M+pNn+pmdcczkPf7qZ+ZZ5Z79oJuF0o7VxYPqckFnu/IlNyrlYXDf7AJFGJW74NiKXXk3eBOp0vEEX8VIs1k6ynNp65kpV5zTb8vS6ROZ0rE9tPNjt+hPjZCH165cvTb9vhSw77UrV6/PTL7YrSuVFpOrx9YzU47jmPWwde6VmZud/YYHzJz9MkQOoAAU6FAFwMzVoA+YuUPvB2S74xWozczlqYlNvwzglnUjNwhRwjx0FYYZm8PhR8AVs9OuTfaFiKxc+jLxTLpnZ5xArCocnmHm3PGkHa3grsLwhRuK62ZnnGA/eQ/7/XGLHU9+4KKdNs2EGu10ELpc2Nl8UUWlPAwOL9yen5sPS5jKXWhsKribtjCfNVIl4wkLy2k2C0V59ug2H8TMXVJbVfRgZt0SYYwSNETB3GxdP/AfCkABKLBcCqA/Qn+0XHUN14ECGVCgNjMrji30HhgrC0guj2mEFpbASqWiQbfExueTb+xVVt9NRwmKPtz9kmTI0pbd79ARvx9tYFQUrYIUhv0GYRcF5+bV1bsHXz/7pTg++4FGaMWNGnRLOw5dpoDnTx5QyXthghrEyT0qeTsOXaYjfj/VW+PS/lna8elitVpVQQrDk4t3KIj6q7wNvrX4lTcqGdAbCXnwROUNrhLfPTh8WcZ2a1yzvYzf69mTDOuHz6fOoJkqN82e0DrNpuk4tHTqYOZil64eTggzO8ZHVw9R64zDsDOnupWBnTnVxYPEQQEoAAXCFQAze8ZC+gfszOFVBmegQDsrUIuZy2O/EHNiS786IfBYfcpj6wq/UYSsPWw9M6VPi/8WBVEkpklZYM/hQXN6toai4t+9cmzii2mTi0xI9rgDCW32g2c37lbTs4M8VKvVO5fGJDab5KlgWLeK1Tsn9jy85aCC1WpVM3PxkV3jNidzGNebwZ+LVwh0nzl+W0fiuVZQYsITdmv82Y27f3diSlzTR8JmQjxuv8+AVBlpNgMHMbM2HYcZtOPYmYUFvjDiiE8KmHns16tyubX95XJ5dP2qXC4/cNGsz5ib3VgrCGZuTDeEggJQAAqsuAJgZnMoxG4w84rXTCQACqyIAjWYWVkjC8OjZWlkNjFCutnD8fKCefLa9PvSHC2NxkRExlRtyUkBf7TJWlD6c0MT7MPDyeZMYJr0G2GLDvIgGj5FjIJdFbL6LcbCn+ejTdbqIQKds4rt7jeT0hw9eOjePTpVKROfl3pu3tdnhZsDVt7sFUb4J8cu3v9WexDBVcLkcfZsOrRnPf2bV/xq+7mbeh8znzt1SD41MO3MIfEEMXPTdmYx40AmQNqNU8DMlfKYYOVH+iuVCvMzV2kws1nx4rvBzPG1gk8oAAWgQKoUADO7gyjDBWZOVS1FYqDAsilQg5kVzoUzM3sIYebiupEbzuFBWj9My5t9a5vd2bbXZyZLW0ruSuBCL5mmQ5n5mIo5dP52kAfR9Gkr6+Nji3dO7KHkKeuxPqWTYVhfF69s7+Etyopd3YM7Pl20iiqUYz1I7KPTfPHpE4KxdXDJzJSwJJnZd90nx0SuFRX7zhJ7h53NF3nRuFtAQYZ9bZQ29wATD1PoEYlYsp4GZq5ULuxcm8vlVq0fVfz8g/X8qAjMbNXzmD/pNVG7dv2h+S/ehxlTc3iDAlAACiSiQPsxc/M9EcWA/iiRCoZIoEC2FKjBzGxGZnhgyxs52EMIMwfYmSOY2ZGfk2/sfdrdLVkQtYtkppF5bl7BWLJ25ghmlg8az506ZCRv8J37rsXYgF6TP/se2vnxxfvfhpwtPrzl4OHpO1RvPMxME8hrM7Nr0+bKJ1Nq/Ang3pI7yVydNZ4OGEEDifrhLWLP84ByqYeZ9Wx8j81ZH3SfpDjyE3bcqpBN/uxfm8s9sOr5UYOfZYxgZq5adTlyiX7abABXl5LwDAWgABRYZgXarMlNtDvKtZk4y1y1cDkokEUFajBzRS9XTmI9s168SgzkXcXKx9ghXkwll1KbW0/ZkBZIaA2uZy4+PiY29+KPZ5kxH9UO8WIqmbztl/5iFrwJveZxcuuzYm72199Mj/0XWa3dqdrag8Bg7XbPEnXTemaDwOMzczQVR58Vjz9mZ5zhl1WaA8tFb2MuPLuFZc6QN4rMkWvapZG/l+dph7Fx2PEmIdkKngZm3vjbHnzDFPDfUzgCBaAAFIACrVAgrB3GcVKgFZojTigABVKrQC1m5m2xE9o3212lfGpEv+tYWxTVFO5e9dLmUyO0T7WHviw7c9L7ZhcOzxAUL13+XMOhIkk1hdvYwtrcRlujdK19uZRF190DTG/ZrXnVa/Jt3b7ZboJr7iWm08wFoXdB920AJl+OpfYtLwyTIXrh8qRapk7TAbzM7J10IGpCGBuHHbegt5mfaZibndqWAgmDAlAACkABKAAFoAAUgAKdqUBtZq7IXbL14l53yvEju8aJT5p7P3NxdfGgsDc6joYi9xK0zNheq6ygSy6OlS+XMmZKu2F5qW3YK467zE2/7PnYbjyP7BpXeKnQ0T1FybP30PZCrwrL/zR/0gurxGG+NKXHCn5rPCx3ImxgkuROYJbNXPvUZM7pIUd0PDrNzMzamCzecW2Xztz8PK0h5w3JtMP7Tmk5ad+RH7WYudiVX1FmtvYAkzO0mcCXbW52ZzZDyDUUgAJQAApAASgABaAAFEitAjGYuVIpT03s27xNzp4VxPjjR/v5VcyMzXsGXllT0DxZ6H3s1cO04xdhEf0V063ZT75kvmhKeTs1Yu4Btrp4kF465c7ylZAsDbyamaVt00zemuIe9aIpbZSenXHeenPYvXSh97mhiQs3jMnD0qeYbm0kL2DJ7uwH5h5gD2856I9kXiF9gA1W5MKwsrqZoqnL+WJ+4KL24Aan6dAs/priHn7RtPasZdd0Kt7hdHjGjd+9rhtt0NmQeGqmWevsxnn67afW97jPWQq9I0c+VmeN2Lhu6P3SV5KZea/slX3XVGpbCiQMCkABKAAFoAAUgAJQAAp0pgKxmJmtbfEdjEOJOFwYIzw7/TbhtH3cD284kj4FEqkSHEn8OtmMT9iZO7N9RK6hABSAAlAACkABKAAFoEA2mJkBiaZwP7W+h95BZR6HuzMVaIaE44cFM6OthAJQAApAASgABaAAFIACnalA9pi5M8kQuQ5TID73NuMTzNyZ7SNyDQWgABSAAlAACkABKAAFwMxhLIbj2VCgGRKOHxbMjLYSCkABKAAFoAAUgAJQAAp0pgKhzLwBHygABQwFzAair29g//7hSqVy3Zn5/LNr9L186arjOORtfHLqwFjZDBLT7W6cZuzohoNQAApAASiQfgVitvNZ8ZZ+wZFCKAAFoMCyKRDKzPFNcPAJBdpegWWzM3fli0t/yuELBaAAFIAC2VJAtN7t9UF/lK0aiNRCASjQUgVaxczZmNeLVGZfgeXBdTBzS5shRA4FoAAUyLoCYOaslyDSDwWgABSIUADMnH1q7OwcgJkjbm+cggJQAApAgeVRAMy8PDrjKlAACkCBFVEAzNzZxJn93IOZV6ThwEWhABSAAlDAVADMbKoBNxSAAlCgzRSIxczlqYk9A6+s4U2JCr3PDU1YrPLh7pe68sXVPafpOLPY9ZnJfZu36fXZpcLAGTp1bfr9nkEY2gAAIABJREFUbhFhyfOm5VMj8ip9r10R2ynxZ372A+m5qONRjsLhGX1qcN/swvzcvP87O+O8MbR/TUGHlYmf+GJa+FTRqrCzM86L3dJbYTjQgz9yHGlAAS7WRBxWPWzRT8zNbknDN5Qr/dMDP30w99MHc089kbumF3IP/YM4Yn+f+CtKgzqrf3oOWqGe+KuSdUT+HBoSK8bdq5hRvayv+w8qPREx0KnSy+76c4rzQ5kRN34zDea1KL+GCKTDhzJ5Efkyr+iWizee/7XBTZXw4z371BO54KuYyfNJUTOemlqZZfrU3+RIqKU/5Sgg/+TSoSM1ozUFMYvASrBZx/iK5N+MYYkyLitAxKVd5b3ppyBmhBFJ+umDuVaUVMxkL/0pd22zqPBDQ8rxU13tKXdmXsLqs32tf8i5eR/KPfU3vgzq29wUsD3cYOYVLkejlTNv9rCqS6lVZ82mz+wdvK23XdvRoUgF0KFQxfhQ1xy3DfxTrjM7FO7ERadv3ly+cUXY7Wnfa+noWWozc3lqYtMvNXAyNueL60ZuMJ+4fgrDx8sLlUqFcWjXJjvsQzs/dhxneZh5dsbZ8aSdAAHeheELN6b4rGBvF6GLXfnB4YXb4sjptwXDS88NwCGCBCrAdSMRB1fCljrAzK0YDNltom5Yw9pQkQY5Cif08iOWiWTUUtuXCBziPOjC24fddTPzT43glHJKWFQuGBuM7JiJJ6r39DrG0M3TH2vwfupvdMrZp9bTFK3mVVhVvxQ144lQO/AUExqd5UtzxulIYFiSiE9xWLMImMbdXGtN+IoEjWanThknlOX43RgkYVq3A8dmXjE4SYElrlNVU2GzUnH8/pKKmWyVWn11ipwZ3lLGvLSrRshjKY6E0sZJtXRrs59g5pUtULvaeyu2W2mphaSzxv1o1tK6arv9ENboEeq6Nzn9nBJKBv0MS5JHcyM7Zn7RoZhKss5+ifhUYBGYzbsKq+sYBfxQP4VEh8KdOAnFevrviLCKzWVhFtOK9yy1mVlBb6H3wFhZYEl5TCO0sAYTqJw/eWBNvvjzjf1kN2Zmvjb9/i8MYzLZorskVzfEzH0BxmSvrdiCNE3spR2HLtMpSqrA5hcmqtXq5B5hHs8PXKxWq3cujbEt/fGxRXHkxB4+W+3gj6Vqkz8TQWWOpKWozJGDmT0dMyNfMw7q3cmuNRRgaVT84DV80TierNOh6GgEEc2u8dPMBbXUhJocldtM61ARMbBnbsfNjlldy8ymTy6VBsPGrnoUffWACH2RcOf0vzYo27iiHU13Ma9SU4qa8dTUijtOYfeWI1c6YrpJNzPjNaM1rbVmQE8VCruiHmVy2szERFzarEt2EJm1wFpByWt1ScVMtrqbeKKEKYXpNqucrz6beWfDtfsgSVoVWApTtPZzg5lXskzNmum92VWqTA+6SqNDCSyy5Wmm6CrmjACr+4tox6xmBx0KTdNrUdcfURBm/bE6FFW+8ml+xBAr7Pa0ipizpnrqFepZajFzeYyg91cnFB4TNq8r/Macni1huPT7P0vPm476mLn4d68cO15eYM5p1M5cJzMrnBbTv03M02w8+NbiV0TFBj+Xnlrf05Uv/mTvdLVa/eMWYaN+5vjtDuZlkXVTvebdZjVo3s1Y26Rj7Nercrm1/eVyeXT9qlwuP3DRjBDMbLaMybj1oLz0sjsr2xNz0BCHWuEP6ZR+xOuG8gWJaOspqqH/Lc2zFJVshdV0cU2tETFQm04PQU1TA9OXSJgvSRGppVMqYcYEck+EerQXHc/Q/9ZTZEMS4L9KDSlixFNTKzcj3kEtKeme1TPc6EjNaEOLgNL8oJCCZ/6TbuYVSQrVqdPMMV21Ii7t6h80Nzs4SUEaJl9SlB5dgc10Wm6zDtApNS554q9o8MoDHTegLwumkuTNChtTQ/cS/hqekSNg5pUsxPCbXaXKV3X5aSM6FE/BBQqFDoV7c3QoIQ2y1aGon7WGWGG3Zzp7lhrMrKyyheHRsjQymxih3WpitrQeS7uuZzWytvSKpcvPDU0wI2k7c9DE6bwnBsdx9MJjr+dNRwW/RdiZ9cxqtThZr3auLl6RE7ZLmz/5qnprXK6UFvwsCXnw93+W1uYnxyYX70hv4pQAx5BPOl/HGJLYBg83z8lmDE6iH10Nm/5fHhOs/Eh/pVJhfuZIwcyePjWkxazXDzWpRBdidauxjldE5e+56YjkGQprUlZgEGp26RLqr2YJFQPFKWfT0Vg/4FE3z3Ymh46BIleoKQ8GpMqfC1bPi2esnokcpkQq/Rrn2D8tlwo15cW+iho4hkkRI54ItQNOGcucgs/qKY4BZ2MXgSmgWccoTqo/DIpLf8qZ4gfMxAuZtmDGRu7gWiE1bHlJaYYPrPZutQlBa1cxLbIZxH9Xmnknn4HWBvtW5bugjRxgZk9VWfaSdavug2IhPToUKg6zTTMlQofitpC6rYtqvWV9NgU065jZDKJDoYpHWtUYV3Ar4RspmZKmp2epwcyVN3tp9W8EMyuuluZl8r9u5AZj0fWZydKWkrt3V6GXNv1aDmY+NkiJD2HmopiArfm5v1wWhFwYZlTec+W0wGkJzxGsCWY2eTiOm+tGIg7G2uYdF3auzeVyq9aPVoiff7Ceqz2YuUWDIQWoGko9A2tfG2qOxU23mzZfEGp23a7RYB7VoGvAGBqSu4L9g70ZUkQM3KZTVKWX1b5i0blwUxuDQs0euuVDnGgpYqS2plZuQZj7eejrume99aFmtObOK1ysrHNgHeOyI2/8kx3mcU/C9OiK42e0pnLnGAJqRVLMrBVroNK6yfbdLOoUHdcT+13/NLjxheL8sk/r3iQdeEUle2s/B5h5xcs08GZXqfJVXbOimm43F74gVNsDGwRuechPA/cm30oBTUc4WripjdFEU8ye9LfuIWx0MxUjtRFq26fQoXANYUcMhZuvtG71890sMSMPuz35duBLWDcpxb/MPUsNZo5jZ1arlI3twbo2HbVw6OQbe5+mLamFN2FG1sxc177Zdc7NjmNn1kuaH95yUCxmloucaUr2c0MTfATMHAeGY/qx6kaTP5tHZTOG/rW53AOrnh+tuPwsT4OZudlqhePaZrWBtmcuaEgTHNXf+4KIZjcIctxZedq0+NTf6D1+qafRoSJicNt0uq40brgrOUMYwxXQl1o6ZfYE3Ou4obhHZEdQPENyDCEmJAed5exbU8ppxBksRYx4YmpFupnmVldJnSkz4zGjpfXY9Nfz2ELGadUx64qUcZqWbydM14SIIjBjc92kmFkrgjRMvqRoqFoz2UGJoTy6WdDF4ebdF8rvWYmpl0nTz2Ue2bgJ9mehZUfAzCsiu/+i1s2uPPiqLjUy6FBsAX1CUX+hVrgEnUWHYjWD6FC4SnxYa4gVdntakvpnga1Iz1KDmSu11jO7O2abzOybXE1c9OHul+QmW4KTl4OZY6xn5o2+yBJubv215rEX4yxmhp05JiqztyYh2QpuEm/zbjCz3X22bHxJjwx/+sRf0UJTa5wtkmH1zfRTWyB5oOOhIytIJDy4VEaQLGMWI/sGmJl3y5SRRCfJVFgN2p74q2ub1auhSAfmfDeRkQVB3qJ3lhJS17xKpBQ1Uys6uRBU8/R/uij5EYnnrMypmfGY0aoaZRRBRB2zr2hlXKsdcWmzHM3YTLc/SctTUrGS7btZOEdmFvigcvhCWZ45y3wXUJbBzOkcKkSnSjwF0PdCyh0RN3tw1dWtEHcl5OB6K0IF1vaQJs5tsqzGBB1KSN9KikV0TBHtmKfZ0UWJDoWbX/NpeITCzVdat1nw3SwxIw++PfUkBb4fOWt8hOJf5p6lFjNXKtH7ZrMhml4xVdH+1fTswzQ7uvf1s18K1Dk1wu9kXg5mnpvXq6lD982uVqt6SbNYcb3jU7ldtruBtjoivHXwh3E3EYeT6Kd5TuYYXNsy5mYvwzhJ93PmkIVbQ/94hVpM0wZYG7N1s2te4qdyAw/zISjPrVUmYv8QR3b5ZiTUN3u6beNaEblwOxhSOEgEel8u+XR7negSeVkYyc0UCjdPuqvnKpSpQCnUCNKnBndaHNZMSaBWVv9nKRlWOjWj5QSoIgjKOJ3yX1GF9Q6IOUL/pc2iNGMz3XbVku/qXIaSqiPZ3vxSpqwsmDkNpghflTDv07h1OLqGZ+Es7MyeqrLMRRZ+s6tUkQdd4dGhRBUWOhRZe7khRYdi9oDk5icUXJGEXPr+CuvEhZLeIVbg7Wl2nealV7xnqc3MlfLYusJv3AXJ2p78yK7xSqVCE7NX95xm8FBLoOX0bP2uKe/eXS1515T3EvL1UfNz8/wGZjv9ct2yomC1pFm8lllt98VHTG9gZr2JWpPknCgyO27Fa9Jl7QEmZ2hzlJibzc1iko4hNSVbtIn/kGP0CmxDaeRtNtOKu5gMw8wCvgE9RWIO5ZV1l6LyNujca5oNdyAHqp5A71wVmIsA9YZyar8omc6nnvBsXWMmMiCsOSo1xXwwZ3YtImDsq0RIUTOeOrTSO2MT2FNANS6RmTIzXke0VHZmEZiyGHXMf0XKuKVbxKXN4jBjM93CT3SSWlNSMZNNWbbvO/30xywON7Ne8AgY2XgXFioPxkDKjcqsvW3hBjOvcOGG3OwqVd6qiw6lRmGZYrammRIJiOyYItoxu5lFh6LHOVYXFq2w2c9GdP0RBWHWIqtDiRl54O2Z2p4lBjNXKuWpiX2bt/G7i3/8aD+9aEpPzBZzrZku9HRuvff1qRFzD7A1xT300qmk7czBzEzY/Nabw2sK2kOh97mhiQs3PG+forc0d70wwTToP8Kn4GhSgXQyM++VjXdNmY0g3FAACrStApLnzedQyedUXsIexrUFIfu1AjP7NcERKAAFOkWBZehQuO9YoZ4lFjO7PBzblSwXNQlpCJ4qBZKtG7GrZFMeYWfulEafW2Q4oEAHKCAMCOZMjaSzTJaHYJN10tda8TYKzLziRYAEQAEosIIKtLpD4aytVM+SDWZOlrIQWzsp0BQKxw4MZuamCg4oAAXaRgFa4OCfnp1MBuVs2A4xMi/9KQdmTqbatN3DFMgCBTpEgdZ2KNwyrFzPAmZuJ37sxLzExt6mPIKZO6TFRzahABSAAo0pAGZuTDeEggJQAApkQgEwcydyZjvluSkUjh0YzJyJ5gyJhAJQAAqslAJg5pVSHteFAlAACiyDAqHMvAEfKAAFDAXM91j29Q3s3z9cqVSuOzOff3aNvpcvXXUch7yNT04dGCubQWK67Q3e9Tb1OA4FoAAUgAIpVyBmO58VbylXG8mDAlAACiynAqHMHNsCB49QoP0VWE47c/uriRxCgVoKdOWLtbxk+3zbZ5CLp6NymhUYjpnOzik7rq5wQAFWoA3qP7LApZmIo1XM3E6zf5GXNCuQyG1QMxIwc02J4AEKJKhAG/T00Wq0fQY5+x2V05gsmhVvnVN2XF3hgAKsQBvUf2SBSzMRB5g5zTyItNVWIJHboGYkYOaaEsEDFEhQgTbo6aPVaPsMcvY7KqdZgeGY6eycsuPqCgcUYAXaoP4jC1yaiTjAzLWpDD7SrEAit0HNSMDMNSWCByiQoAJt0NNHq9H2GeTsd1ROY7JoVrx1TtlxdYUDCrACbVD/kQUuzUQckcxcHvuF2IKo77UrVyuVSnlqYtMvi2KxdWH4eHlBXN7rwUxQBGVdm36/W0dregs77jjO/Nx8Y9/ZGeeNof1reCOl7sHnRyuNRSVCzX4gUz64b3YhbiSRQWZnnH2bt+n166XHX/0sbrSNCpKG+M1Cb95t1rrWucHMrdMWMUMBvwJt0NP7M2UeafsMcmY7KqdZgeGY6eycsuPqCgcUYAXaoP4jC1yaiTiimJkh+fFXPxMXU4TsUvT5kwcEjjJCGymKYKEwNg473jAzz844L3ZLyGdmlo7C4ZkG0VED8PDC7fm5+dkZZ/jlbTVi8waxrvvHLXby8gMXyU+syGOmIWWAHVE3GjhlVLoWOsHMLRS3ZVGXy/1rc7lcbm1/uSwuUh7rX7sqP3CxZRdExIkpkExPL0tcVIFc7jvff/T5UZ288tj6f1xFx3/8aP8oVQ9dQwL9969V/j3x6Pga+B8/g7oaU7rU3zWFopvseJdX8fxgfb0BPdHXfxPFz6nnQoE/kipQGfmFnbJQH+kPvFQDB9vyXVMN6IAgfgX0XYzOyK9Neo802HYl1UyFxVOPYGFZ0BUyA91KWBZqyBCmXr29v7wMdxZRzFypVMb+S1hBV/ecrlQqipAldq4buSHiebOXz1qpj4CfCDYOC2WhZsyfuzZJIu0efP3slyLI7Ac7niRGHXxr8atqk5/FKxTb42OLUTHdGifTdMAV1anSjk9FDJN7XiIb/uTinWrMyGN6i0pfrHMxBY/pzUn0Y1W8Fv0EM7dI2OWMlgAazLycmjd8rQa7Se/1qMSNQYEasNrHNTXZx/XTlrDj3qvV9yt+BgMHNyJTddJvIsxMUtR1E8XPaU0FwwrCPl6rQOnxmaoY2nPNq9f0AGauKRE8kAIN3EeQbvkVaKztspujsH5Etzxx/et46tIhLAsZ6lbCshCtQ1xVa5WC1VnUYGai4q5NRzU/l36+sZ85maBU8XOl8uHul/Qs6NJjrx4+Xl5wHOfa9PtygnfpqfU98mzfniuneW625udiYUT49B3vO3hi39NkKy70bj0zRVS2cHmytKUkCbNXx+abL60MvCUORdj87MbdOw5dJlK8c2lsTUFbersHiV2rmnK3HturstM9OHxZMrY+9dbiVxq/ZfAnxyYX70THFs7MxUd2jQtO5o8mYTVnOyxyn7fy1ISHz43UVqvV80cGdekUuzhHfNFIR0wYjunNSfQTfdvEPzv261VkkCyPrl+Vy1mDQjBzfCXT41P3Cmt//+cxUaj8oVayPNbzr/+sDj+wam2/skJe2CmN0z9YT6bI73z/0f5yWT1lfMA1U4++VPypjvM73390x6HL6cl4G6SksW7SzLgq/QdWCfNyWVWA/MBFusFzubWiyN7s5ZkIof5ptoIvHvNaDbjjZ5CrsZouUamUR9dzsnXW1OMA5Zlxmp+pixouQ/lOfef7j/b1DYgIjVMBt4bWsF7UjJ/TaBlDC0i22PELVCuWe/CHfy3yosdM0VePcxbMHEelzvTDdzE6owxVgAbarqSaqbB46lUvLAtcIdPfrYRlIUKKMPXq7f39nUUtZjZWLEtC7lMkWRh+9/pHcnmzWu2sjLrmLOhNRw1m1miad5l5z5XTNHf6oZ0fk08fM3Mo6SgMT3wxvXB5MmjGtY+ZT78tEFEGsViO8FAgrpla4Zb2Z4Wa3ktLcGWc9jNzpRwQ26F79+5+M0kce+jePf8KotGX+CqlX524Sh6+/mbaAvKwyC1vzMzv3L8v8mgwc2hmSYtafy0Bm/zpJPqJuG3qO0UjQjl+Yn7mGMDMLEWGHNwrBA5TfI8hc6vWC2xWzMyAncvlHtBwLA4KONExG56YNzIkUIqT2kA3aeWmPLpePNTQ5SKKW3KvKl9NSnw8zH/Ycety9f6Mn0Fd2fSsTsnMokZS1hTKBjGzRblUWz2hdAV+YJUbYaUSfGtYsWkBa2Y8fk6joworiHoLtCIflhUGzlgBo68e5yyYOY5KnemH72J0RhmqAA20XUk1U2Hx1KteWBa4QprM7PYCaepWwrIQIUWYelabX7P393cWNZhZL2ku7blyWhCygcq//7PcIUwuZtbTtkvPDU2Ys7jXjdzQduYigbHBxiWy8a4uHiSGCrIzq1Dzxwal0bVPbL5FMJxXBuQPd8spzXkfM1OQcGY2OfHOpTFJtnKatGbmn+ydrlar+lTxmeO3TQrl6dNPn7BhWAcp9dy8H83MX38z/cp/8h5gwvw7cH1xaWnp62+m/9+nBU6HR97Xc/M+0zV54+QFMPOJPUJAIn8z5/HcTUKyFZyKO6m/EbdNvafodhLgRO2FHm1XKhUwc71ipsG/1SsQCdAMAvW48QfrlX3YsDeqVlXaIfVTydxasehVRiC5i4M3tTQ0DRqlNQ0NdJMRWTHLy73NZQCzVnAMpn8+KNY7k0nTaBnMs3W542dQV2PNt/Sf7N5yDbacQxHAzCq1ubW0kFs+ClSkXftU0K1R0ThtTcOJznj8nEbHY541C6LhAlV3emz4NxMQ6AYzB8qCg+I29W6uYTY7XJnRGaWtqjTZdnHJjsqparmcei4f1pCa/k0pwo6bfsLcYVnQFTID3UpYFsKybB031Wu+s6jBzHpKdnFNcY+wyspJ2mRS/vnGfj5iTuGm5JKf1T2nNTMLxCVM0mysTKw+lhaGa+1HhdIbVktmJhjedFSRmN5ky97LupadWdDi4pXzJw/8busftMHZZGZ3zTPt1CUQ2rDc+pn562+mK+UxM7aazEyG5Up5TM0/l7buQ/fu+ZnZF3l9zFy9Ne5eotD73NDEJxfnhALxPhb0NvnTSfRj3R5N/hQ9mWGMIsMjmLlJVVcquO4VFE6YwxQ1XPb2F2bR04xNTwz0JIVYxbS5PbBK7CP17qWVymZbXrfJbtLURHWZejFYzV7T8s9RhR1nD3U54mdQV0KrsopdzYSJINwgYDGhikcCf+1T1tU0ops3Ucz8xs9pzAitgmi4QC0RYl49whuYOUKcDj+l72J0RlmqCM20XUk1U1Y89coXlgVdIa2GPo3dSlgW4khhqdd8Z1GbmRUPy2nMagNtufXXmsde7MoXzc3AiKgpG7GYudArYVVAsmF/NplZnWqEmWutZ1bTlbsHdxy6zLOaxapjE4wlUsZhZo7tdyemOLaac7PN2dp6vbGwTlsG5LDILW+ccr+dmdD43KlD23u26SXcau8xOhX9t0lItoI7iX7i3Dbx/YCZ42uVfp+6V2h6mGJOZ9XwUKlURl8qrv/HVXpVs7pK+mXJRAqb6SbNDNJCdIWX8oRFSnzLUyi//+jj5rXqcsfPoFWNxVX0Ixth7+0wZvYXUGMF6q7CgJ3ZHIh43fFraV2VvwM9W3ex+exJVWALXoxn954HuOiMlrH2NFz/k2qm/PHUm/uwLFgVUkSb1m4lLAs1pfCr13xnEYOZ3VdMiTW35tTrrrx1xJqbLazE4XZmwcM0szp8PXMQM8ecmz03r5ZYh+ybrfapfmGC9seSc78965nV1lx6qrY9N7taJZYWx3nX69DYXKs10+kdmi/N23GpCymUjRW5Nw2amYu/OnHVTRIt0uarSus6LYSmlJtnwtwW9Db500n0U/O2ie+BbifMzY6vWMp9Wr2COUxRTx95AqqRE7NVVTGEDFNUoPLYU38jxjt1TVg1LghngAINd5NmXNRl8pJmOsUPnq09wAii3AVdRkSB8RjnG3HGz6BVjcXFxFs0dJXTAx3axK6+CdgR07aDbo2wKYXR+Y+f0+h4wgqogQKlC5l3es1Lx/EAO3MclTrTj3UXu/evseJDzc02BDKrKDojQ5hlcjbWdgX2Fw00U4Hx1JvzsCxYFVJEm9ZuJSwL0VIEqtdAKdBV+E6szcx6SbP7Wmb3iPFmZgWo5q5anj3A/HOzTXuyomvfHmABzGzvAaaM1b71zPLlUu6EZCNhhcMzBlLyLlzFrrw5N9s8LhZyi62tvSZowloB24Xh4ZeNZcnqWmZsAcysYwu6kIbhGpF7vU0u3vHsCqaSIS6t+NwQQWU2jJK9x5uEZCt4osjsRN82dZyloae0OYhxp2FOxNzsOmRMk1erV6BhikANWcruT37A75u2GjZMUQ0oBxQO2JmTLPvGukkzBbr0PYVEzzXsopf1Icx/2HHzWg2442cwMAEyV54JFJ58mk95PCesncP0uVp7gPFzB1e62ObZ+DmNljFQhwYKlK/CwyA+0qQDzNykgG0cXNde3z2LzijFpd5A26ULWjet8n8DzVREPHUJFpaFwPhlYn1VlLOyQt1KWBYidAjMXQOlwJfgzqI2M/OSZnPqtdp5Sy5vpkjLUxN7Bl7hhcH+d0351jMrHnYOy/29Nh3Va5hNlg5gZgFgsx/wC6hC3zU1Nz8/Nz874wy/vE2nSqzK3nHoMiEcnZLm5dLjr35GZufC4Rk9D3zw4Il9KmD34PDCbboubYKtfiqLt2DmCzemNDYHx6aCyFS5DDn7wfYeF7Yf3nLwwg31Pi291Vlk5HPzlrf502/rxwSlrcf2mqkVc7+NF2t5XsFlparFP9PJzLxXNj2IoruLbxjsAcZSZMih203VB+hHjIKZxd5d8pX3wq4oP2sKRdrQixtH8eCVNm4xuwr9MMV61xRts5QhcVKe1Aa6SStHQc819FwAfgNTLifWopfL7kxdXR/of37gYlQ81iXr+Rk/g7oae1L2ne8/ylWuXO5XCwTCXyiVe2DVmkLRfKEUhwp811T/WrmTtvfWEHeEerGTvoliZDl+TqMjiyqIegqUr2Le6XywGQeYuRn12jusvovRGWWpnBtou5JqpqLiqUfCsCzoCpmBbiUsCxEyRKnXXGcRi5kjUhZ2KlkuciHToETBt+7PIDtzY+wXtqlYY7EhlE+BZOtGWA1M9jiYOVk9ERsUiFaggW4yOsK0nV3ZDCr01e8bVyMMejaUtFIrm9OkcxMVH5g5Sh2cgwJZU6AN2q7lzEKLupXlzELNGpoNZjYp6/pM0PuZ5Txw01vDbtPc3XAkCLhsCtSs4ol4ADMnIiMigQIxFUhVNxkzzXV5W+EM6lXQppWBXxNQV0Zqel7hnNZMX3IewMzJaYmYoMDKK9AGbdeyZqE13cqyZqFWpcseMwsYOzXy1PoeOa1aLAZeXTx4vLyQFKSBmZNScnniqVXDkzkPZk5GR8QCBeIpkKpuMl6S6/O18hl8s3f9P+qlCfS+NDlHvb5sxPC98jmNkchEvICZE5ERkUCBlCjQBm3XcmehBd3KcmchsvJlk5mXh8ZwlSwoEFm9EzsJZk5MSkQEBWIokKpuMkZ66/bS9hlkRToqp95XNWVJnXngAAAgAElEQVT+V+eUHVdXOKAAK9AG9R9Z4NJMxBHKzBvwgQJQwFDAHP709Q3s3z9cqVSuOzOff3aNvpcvideMk7fxyakDY2UzSEw3z56AAwpAASgABbKlQMx2PivesiU+UgsFoAAUaKkCocycCJEjEijQHgosp5356Pmbxy6o7/Hygv/73qdf4gsFsq6Av2IfLy9wze/KF49duEl+sp5TK/2UqTbOIOe3A3OaFRiOmc6ufBH9EddnONpPgZjdUEYzfry8wB0NspCIAq1i5izM6kUa20GB5WHyrDDzqc/+L75QID0KRPRSMQcrx8sLHEl68tVASjgXESTZQLQpDNLJOY3Jolnx1iQzp7ByIkkdqAC3SH5HzG6IA2ZCPU5tIDMjC80oAGZuB27s5DyAmbl9fO/TLwPbgokrt8K+55xFfKFAfAXCKtLElVuBdc+snJY75mDFz8yUhvhpXkGflFRShrNfk5kzlEHWFjml4WlWYDhmOlvBzFRV/H+5LsEBBWoq4K8/ZhNkdUbc9vodMbshDkgx07VqJnI5PZjZ59RGMDOy0FjpgJk7mTfbIe9gZm4fwcyNNYIIFV8B6mgD/1rDFAsUzVpK7piDFTBz/NJZQZ9hIzZz0JbpomRto3Mak0Wz4g3MzOUOR6oUCOyDWvfolvsvMHPrqkFY0+qfXr6CpVCLmctjv8iL9zlZ33UjNyrqVN9rV676uSVZGpufmxff2Q+6RUr69s0uqCN03Pyr/AxG+TH9N+Bu+BINB2wgkSkOkmzd8Ne9VhzJ9NzssN5l4sqtepu/C9O3P529g297KHBh+na9FSCiLq0sM6ekRCw9wwYBDZBkqm49f81BTmFnZq5gR2CbENaGWPdOzZ+puiNS0v5kNBn+9qRm6YfVosAqxxXS74j56JYDhtHaiihvqhTWAscHTmQhjgJty8zDC7dDubpJntToW/clGg7YZIJTFhzMHGFkWM7n+q1m5qtzd8zvtZtf299P3nu6Wz2P+7v/HH3vxle2BzPI9Pvykdng0MLdKG9mkDC3isrzKHB18WACMYddsZXHTZGvztXxRCPBkUrrHvDHNE6avd3VuTvO4cE1+WLXCxNGVXFKW0r08Hd1z2m3sk2/H3zcLLJP3hOxuV+uhM7G3/ZwnIen75iDmHPO4q5NItT/PCB2GeBRV2Nzsy1CoEK/dvPrmDn9cPdLRvpVXp444ruVgtSga306e+f8EaUq15xPrl955T+3kTiriweHL3/VupwaRalbEqMB8d+/QcrogDe/vuaGLXF9uDp359rNkDI9dciqAzs+XfSXaUTbnsVTy9kfWfdOzZ/WHWG2AIFus52065JbGYroiWxxzJYw0m0qHFgEYQe5PalZ6Owhzcwsm5G4LbOttlsV3XaJ/XCbRkoKNWq1S40xM2WBr+s6IpN37ebXUR2NrxvdN7twzlms2YkknIWbzr7Nqs8KvNmjsnDz65jMHGxMjjDoJctFddBvDC6tNvm5NU5j97cWv2oypqwEr0P/GHzuJPqJqIQJnoKdmfqquoYpZg8a0AT7wXXL2bnqN2Hf+erHzMxhfmIe11GZFCTdT459dOtuzEiWzdv0l3f563ZdxtjF0jlsXOI/nuBIJT3MfOHG1L7N2xQfvjAx/aUq0D9u8Ra3rGzz1akX9VMbFSSoEs4fG/QCp2JmQmL31AsTPKQTjrdVqBYx8zXZ9/uTHZjTgHGAr7YHqCEfOhBJmqpyzfEr0FJm5tKcq34TcBfrHM1XjToQWKCqMXGrxN8OXrt28+urc3f8OVJlqktTF/cgmJme/vCDA78j0OgXRjueeyfGRht1dUafzoY/wEVPFN7tmt0cd0PTX/qetcn+yOyJ/N1NxBFuT+LXgbBaFFjl/DWTj7TCzlxXy2wq7G/T/nbw2lz1Gym4ID3V+LwwQWKavUxYu9QkcEY3uZQ8MwthHc30l3edw3Y3Sszsb3KtTiTBLMxVvwnsH2Nm4VpTzGzOzdburcf2riv8RhReoXfrmSkFR6dG1hR056SPX1PtVN/BE/uUrUmfchzn+swkP/unqAS2KR7Wc7NPv+1G2z249cyU4WcwwAjs9b/5E0m8GoDdZHSLvpBo9s6lMfMS6rgO8tbiVzueLHblS3R8co98kP/CRLVaVc/jyS7RPTh82XMtgu1gP3ThlP3tBGYe+/WqXG5tf7lcHl2/KpfLD1w0kRvMTJ1ZXcMUswcNYGZ66CiHudc+ec/k4RsXD7P9uat7sFQW2KO7k8G3Fr+SP6feenNYW376fnXiKrd68947ffiy8G9+rajmqt8sXJ7kB2ERkRM7/WTvNMdG7e/TJ+5FhapOyYZicOuxvSrBsk2gIJLZBIPJn/K5gDH0f2Nov85jqXB4Bsx86rP/S6Mla3RFY4gLN6Y2/VL0NWsee1F0Q5qZb1w8LGUUTbFZ1qqmdYtKNX9MGlGfHJtcvMPlSw7ZtpeoHuoRjDBUUpyvn/1y8uw5uYhpcOC63lTPePzfCma+dtMh2lc51WQYllMzR7Ia922/9Bfz4Fz1G1ZjaOEuqyEN8o6lKo1xy1MTlOtXxqvj46eFW/ae1niURzwxpwxYjQw1I1TzzQGcyqksL12mIlPz6nYr/uyp7aIOaGXMzKqHIFvOfnTrrn5SIJ+DhJfp2H9t68qXnvlokaofDc39Oc2iMTkizR1hZ0ZPJLpXenqYWE8UQcj+U+3EzBduqOewjbbMosmaXLxjlojd2hvMTO3SxjOh7RI3v9xYxZlezgM2s8nlZpOSR6MaGo+ZrSu7pX/Vb05/eVfidGnzJ1+ZFSBOJ5JkFrTpxR0JyN6f02w5rCzEZ2ZNvASBm44KnNCcLNYzK7fXW2H4eHnBOTWix3x8VlitNTPzQekoDE98MX19ZtJ+9k9rmE1mPv22L1q5hjnMzhzkX7CrAmBvMmQ3LIDZnYxHHsTQSgcRbuLkn+ydXlpaqrzZ25UvPn3iXmDAQ/fu3f1GjcsP3Qv1E9F71XUqWejuBGaulMcEKz/SX6lUmJ8Zm8HMrWLmvEDBj24JUyq1VhpojVtSMqQ+rpjZfliYL/5k7/Ttu9/qu8wT/OL9b2/fdb/az+A79+/TcT3mVkdqRP7kGEWo7nT9MzDUrdv3qotXZO9iJEkP5c1+0c/M/gjJGmaRs/VswuyQot0JjlRSYme+cGPq2Y27nx+tqEfampm5s791+96t2/eksIKvzFpx/oh4Ck61yDzOxaeen3YPvn72S5oUTVhOIsuH5aWNZwQzf3L9ioTMwafWi5nbLWLmrVv/4OZUk6GZ09t3v/XnlCq/lU2SxRwukBq6vjmkKh3semFC1Rxpev3bwWvnnNARW/Mrt+thZnH/fv3N9O+2/uF3J6bunNhDzGyWJuVUqbTpqMHMYjDH1cYqU12gRa4DO8ZvW8YQrGfmQTk7Ao1+YRZC6ylYzZ/Ws5Xoti7KzqwelLg9EXVGuscx2u3YPdGt2zze8wTvnJ6oZnGYHhLsiQKrHFdIvyNxO/OFG1PRLTM1R/6W+fbdb1WTtemowcyCOa/ddDxxamaO0y4lCZw032rT0Yv3v/36m2k5qrG7UW5s6fZhA4OL/WRAld3op7N3aDZWdCeSeBas7o/TbDmsLJC1P+bcbOO2zxe7wpl5dc9pgRmSHrvygo0d83NqRBpzSlvPTDEzP7TzY+FFWe1lEIXZfa+f/fL6zCQZ7h/a+bFtZ+ZpwKff5mi1nyA7s/Z/59IY+RemZs3M+YGL1WpVVdm8ZGODOzmIMCkbdmZz0CzvgUHBw9RVy5G0Cbo8Uo/wY/pvxm2kPQFnRzBzpXJh59pcLrdq/aji5x+sHy2XCZvBzMkzszaUiXFtvrimuIdsrebA/cbFw2T+FYYv/YDwrcWv2MQ0fPmrW7fvmcRr3pJWC8g3lL4Tvc2a5NilpSWO4fD0naWlJY780L17S0tLoy+JbQh7bt5fWlqSt7yiLA41fPmr23e/5VDiKZtm5p/snb51+54CDzX8Cn26z3kcWhAPFExTPJjZvxTfHIHRemYCWjX8lZ096a+ZWTzf5Cohi7XYZTTaXHl0xTNri7DGUJ/1t4PX6NLUT60bucHLmNeN3Bh+WcymawUzM0mqrtPLzJRTzcz+nIp+amlpifNoMTNV7C5ZRWnGMq2TD2TmNcU96uFy92AYSR67cNOaxxtm6zjnLFosxDm9dvNrfrJGrcS5t+XUAPVou88sUHEja2b25zSoTItPHAktU20M8dQBzM22ytQPJIEAkzpmbkFP9NbiV9wjWJx8++633Owk1RNR80UkwNdd2Z7IbJBrutuJmenpjPtQ1dcyU6tLRWY1WYH14YkjcgAgZ79bD/XitEtJAqdvSQuZCbk+my0tARFboa/PkMnQ04SKudnywWt0J5JkFuRIwLwcDfPiZGH6y7t/3FKMycxB65kD7MwChi0TNE20PvnG3tKWkjbbmsws3I7jaIQWF1IT4jcdFSwtP4rZTDvz3PzsjHP+5AEr2ghmJv+/2/oHTobBzGp+tcnD1Wq1unjl3KlDZhCLmfVouNRfLouHLnLIdfebSXdmaaH3uSHxVH5paUnfD2K8EubHLLlm3CLxyX06hJkrlUr/2lzugVXPjxr8LKEZzNwCZv7as+xHDHx5YtjUuVOHtm79g14ZIY7rYa54nqXMRPY0EPHIUz/+lE2zvPv+v8+VhZlvKH0nGs139+DvTkyRB/3gzDgrLqQ4mUYkP9k7rSMRx90nxEFJ0q2ESN6t2/dURmoxc0gehTUMzJw4M1P7LNttmyfvXBoTxz3lFcVX5oPztDGzqrRbzlJVD2NmmvJAagwt3CVqpT3A6EmEaWemZ176b/Aq3xYxM8mrLy2eXvE9Hs3MtBxDddPdajpABDOfO3VILDp7cmz48lcTX0xTwP95IGBfNzMBbeDuiLnZgkaMxaLoiXglFDV69m4O1DPW6IlqcrLpAczMDfLCZY0PRrvEC8gtZo7TLiUInIHNpoX91KdwR8MmELXn4pNj7934ipdQPT7m7vrBzXhX3u5EEsxC0LBK9fjcXIdlgcRPlpk1Whs4reZmF3q37H7n3esfSauR8GZCciPMTHOtC73Pj1YmPnqXjFHi/VLRc7O7B3cculyemiD/1kRrwZh+G7IcTEcEIaP6w1sOdst5fax7pTy2vWebHvSXem7e14Nst4T8fjh4k47keFnEBGYGM7eGmYXhaPrLu+dOHaJh6BNH7ioLrZy6Mz5+OtDOHNTwCazl2bbnTh3a/n969N3nzsH2tIZ5cVwbhN1JuWHMTJErJn9yTI3Xt5ylOCNCaWYWtA9mZmNUzElxMRfBmiOwMDtz15az1tzsOyf2iEqiC5Hsq0+fuEdlSn8tGyw90v3bwWvW8IXmZm89oxZUGyMAOcR8YcLKOI8DYmYwzPqqkuG1ZlBOtZ3ZvS9oMZGVwdt3v+UZy6QGDXRIjSeO1GLmFyZqkmQrmFk1AnIeo35S5ubUfYylCzewNI2cRs3NNucJT1y5Rfd+fuCiv0yb7LjTFrxjmFlsqI6eyHhs7e6sEdLbgpk9r+q0OqAwO7O3r/G0V1ano3erEnOzQ5nZ2CovrF3ijoYbq7A5Pv4s+Kf23Lrtdo6ygwjOAnc0zMycBZqyxN2o2ikzshNJMAuqMm85a0wvF/OwTPHJbWVBL6NL2M4cwMym0Vi55ZztCGbWS6D7yAStNovbdFTzsNgDjKOdn5tXE8byUeuZlf8XJkz/0cxMknXpPb3kGEjO2Ta4WkznpmXPhd41+eIzx2/bsKqnZYpT3oCuT9OPezRFrg5hZszNNoeGgW5r4G42sn43maf4r2Ud5Vvyo1tiuQ4P0On4Qzs/nqt+o/fJs+3MPG/Zv78Xt9G0wxZTkPe42oKbJg6p2ORmBLQTkpiKIm1KZih2q5ZBmpRp96/oUHpTItF6WIuWuSGmPcyUJvLpPueR5mbTwwVLQ/rJCrM90F8WgUcSfLqfkvXMlE0/M+siDtgDTE47Mo+LQQCXtSgvMrP47Mxhe4DRdlkrxcxhOaXbgVegmRlkN4cdWtCPrvJiZMz1yp6bTfucaesrzU4PtL62kJnl5iP6FhOjH84OD4/4CDvUoo9u0bCYuQ4rUzWw0zmFndl84MVjcb8jE3Oz0RMZq/qLSfVEgT1O2MEEe6LAKuevmXzErMnsPnbhJn2boTXraSa3M+7uU3IRKDdKNIoQRgK5KxX7V4uzguZmx2mXmsmCxczcbLrr43xZCOtolBp+O3OMTiTZLNDojlaMB44PA7PAQ7WW25lVe+SZsmjOzRaYbdmZg/YAE0ECmNkXrfZjr2cOTIYxN1vCsNfObI6M9QBITuG20FcTb5deBR1kcbIDhvpJESm7SekIZrb2AJMztGkxc6VSgZ05eTuz2nnFnAIt2ThgJpiHmWnZMzV2+saUkYROJBPBzZ6Jp3nzcd0+KJ9hkVMkOrg7mZyOh4XSra2K3JybrZ8lmyKoacARpyxyBjOfcxbN0ZifmQPE1IZZu9QUG7svNjOKWxeT9HPt5tdEiW4ltN415Swu/9zsiJzqjHhuB+ugX433boQzs34BtauAb1pd6/YA0ynXhWJMqVX3KbUkuqC1f5F9fUu6YaPfNRWwbrAwPHz5K2vk3ZUvps1Q3GR6OsLOjJ5IvmHRvvflg2N6+WLYqYieyGyQa7o7gZnDWuaa7ZL7poab4p3PorHVe4DFaZcSBM7AZlMSpttd+n9SaxywnvnJscPTd3j7j4hOJMEsBJSCXBJolkJYFshU3nJmvj4zqd8qVioMnKGxaWHEs4DZYuY475pauOxG+/irn6loD8+EMfPsjKPXPpUef/Uz4uGC378xtTtukLl5RdeF4Qs35PuupOlbzwsVD40C34MlbGj8Ci72ozcqSxZTUxWbk+iHsbZJB++VjXdNBVqYk2fmm+JtPWpJoXy2qlfq8tIycavSrf3Ekbt6ZooY8squ2n0xfVe+aL6b/v3Do+adpaMVs+/UV73ojqMS69nUXv3yhbS0vE1vfOCJnGKgMYTeVVhHKxfFBYWiyPXl6OrygauIbfp9LULp8cOj4jEznwqNkK8oHGDmCGZ2C/2mw+8vXN1zWr5CiWR0j7u1yKohn7zHYf9/9t72t40j2xsUMH/FftI+H/YPyP22k/0UwPFkgctPi2S/7MVinkzGM5STDJ4AIXKB3FzD8CT2MLEdBH5kx4OMzXjsKJjEphWvTb8gIzsZ2KZf5BEsipIcWRSp6NXXpCRLtsVF1ak6fbq6utkkm60mWYJgl6qrquucOnVO/eqcqrbK8GOQu/7IbsbujSW27b8FKwA6fcLDzEJuVYpslMpv6hDamfjh8QfOKw03XP3M/Ibwzz+UXw1t/R1gZDQ5pXYFAveZYxlcX4ochVKrLtMzUAa+RK0d0+G796z8xLn05Jq5Nxv8crhx4ExonX7RuwPMWCJ+R0aglqgmTqYFOhkz19TMPvSSU6cB9+4VKjX1UpOAE18tEjq1qRoRraHh6z00o9sS5y6WVtm92T6MSMAk0MsL5Fcw/JJQ+/vMjQKRQGFRIVKQT9MZvp8dOzqmedQFGLheqoOVjUYltL56xs/cAGamRtGkI8iBAFcqkYrNDoTV+VxmW+Lc1UXbxyRrtkwBc0u/wFSzJ/4LNECpU3K8v1rcTGy2f0JqlgyB0ib9ulGr3kl+5priYQpsFQec+kRRpM4/3XZetNs0zt0czMF4bJpoMja7XjY2oJfgFZQtbhq4McBpSHDjQC0/c33IwiodLC6KcmsYSR4fjHI3O7Zvlsy1MmUwM9XOJt21HHBbqWw5Zg52RHLF7H///XH42HIzLbutYxqIWG6mGx51DaUezNE+8h7TqIHeJvsTZcysHR2T2SUccLNEW4WZG2Z7qzWwf8xsSPBj8Q1mbgpMymOQLOy8qYZM5UY50EqkbLVtMHPD+tRU7CQOuK1UOgwzBzVk3viqLu9rUF1qUTuGUtgHaRKjRq26wcwtmi+m2SY54GaJ2g4zN8kHrO6mgUPAzNiHJhNtQYLBzI1iNVMvGhywcG0rU22NmbVWxGQaDoTAAQyBcyZoLBymnUFxzk8xhdDtVrwCOQDE4lKmYwhEpnUzpVEDvU32pxWYGeXEJAwHwuEAaiRnAk0PTTjNEFYMp8NNvgV7SwOaMLPJxsOpjr2NGgmumPkD82M4YDhAOEAXH/39R7/5Jp3P52cKsz89mIbfyQl2AzwUuzlcPJ3J0So+0+TyQOtOV5NpOGA4YDhgOBB9DvjU8+1SLPoMNz00HDAcMBwIjQOumLmVTjvTtuFAm3GgXfzMuDlnEoYDEecA3dfHtHODn7phI06Rz+4BsVo/s88W2qVYF1LaLmDYZz+b9DO3i6CafnYtB9D00ITTDLUpf7RO2vaiJWoktAozRyNu1/Si8zkQDvhuF8wcTtiMeYvhgE8OeJhnukbBtHOxQjGzz5dGsxiyAojVYuZo9rzeXnUzpT6xaLsUaxIz1ys5przhQCs4gBrJmUDTQxNOM4QVW9G9wNvE3moBZ+Cva0WDkSXBYObOR5WdTaHBzKhcro4/0iovt9syslOPm7yzwVTvNg54yJJW9qhwKmm6RsG0c7HixMzQh7bgvNulJnQp09YE4igYSmFM2wUM++xnKzCzmw5BWTIJw4GaHHCTohaZITRe0D68vWYnwyzgpoFxc9aQEMhwGMzc2Yiy86kzmBlVocHMgehE04gHB9xWKubebC3T3NYxBjNHdumpHUea6T2mPrFouxQzmJkOvUlHhwNulshg5usP/gvXhNTQYGZkda+bao0U7K+FmXOZ38Q0dxG9PriYF4/6/zr10IlbgsVqC/ML7Hfuxz7Wmf5Tc8siB/Lpv6JMSi0j8m20bEucy/5ccm2KNquk5358q080Fb8420gLSoPR+BM+nRU7OtZSiqhsTJd+gDH96xS7QKuun+nSD1w49RLolMlmcto6NtvNujTgZx4trbh96t3ktx0HRksr9a6BPGSpRYsVn27YiDBf4afbIoAuZXwSGKmp55QcQ6nxM+OiHBNaneCmQ5S5U/PPSM2IiOifNu2GU5/UHH03KdKKHAqkM4EhTjThDHfCim6Ac0s4T7nkpoH9A05Dgh8OdCxmTi+v2ICfDjOzm9bi6dHFoq2kD/j6t70W9u4YzDw3Wzi4k9PVEE/885ACY4OZFYdDmPv6rcbMD+dX6e/00pMGf0eu4hbVyx9euLq4VqMdsRGTGlhelwLG0w13QKk4cvXN9/bLexqTO754UKM/SnX1z8Kpjz7+3aX1hhuhTH44v+pH70OZAFcqW+5nplQDQxrmp6Zi6Yfk3iSM+Lb9t4gEsrETktCX+mhkjS5i7p1NbY8levdkYZmFqy5YnOFSpjHMHDyNQixViqaXnjycX50eufp6/D84pclt+29dLK22PaW6MQWujs+t3r8kxk6dI7XGVNHn7f5nmPbIJlGFSs0/68XMVE9q5riqlnXWylgiTy5RDlOFXDOtzjIfox9lzMwUpiejGnqqaubxOaaER2amdv1RrEa27b+Vnlxr2M9MhylkEj7/8GNmK2OJbYlzESfBJ2au25VHcVHzaf94TPqiUy6YmeWX+c/9a6f5ICUPjlcgx/+/gJl3ZOqu6P8V4ZdcnchsjyX+sOt4b0zlSR3897HjUAjox/iZcRWOCe0mq5t1iQJmLj1ax9/58obzd6F8h0ciWLtUvXvvOovRHFmF4WSaH0h6cewiKHeJmXnHanXJ49WgTH53ybWryJ/SIz2upisVg5nH58RODaxLSo9cGesxKPTRQrn4JxlVJAZ9711o/NhuIpbM5KeOzrC1/sjM1OcfSizdeszcPI1IL90O5sSKjScl3Oyl1DRAmjalVDOme7Jid2CJrE33ZHE175PSdgfJSv+7CjNTTYszAhPSrJApX0vtyyrdaIkoAKuZxllWc6MEC7itarRLIFwgORPUvYzpJv3MCDiD0sylR+tOzXxqbvleoaLaIG5ukEwa0ISZflzlhgSc+JiAUWgCM9PYbJned+Wk2I2OH9p3uyjA0fXB7XGpaGS+9P/0nxs6JZxI8lGhUJiZHcZ9/V6ez2CbEpt966zVbF9q323uLpax2TUxc7kyBW5VAX0rU2e+TcvVcPLdoYcCtT6+yZfsyT/sOg4YW5bhFO3MDFdWy+WycCmwZVPynYEsZJbVuqkz36bZQqQvdWA/X1H1pc5U1mTd5NvfCzzP4CtyrC8lUL1oLfWXf2YEx/BRuVyuTIk2efvWRoAbXYI867/hE5/0xpInpm4xevdk7eSn9l05KQjvS3119xEZDo9HyTff289r9bMqdLzkWKMYQGz2P45/YrE3fuiru48K8OMiQgHGZmf+/YWenteO5HK5C++90NMTOzpGY7lNbDbYqrq29hUsp91b9V6mzJc3BEbdmbnxeH15cphPRjZr5ssbC+UimbP97w49BO2GK5UzlTV7usinvE1i05OsKWjtwH/y/dq+lJgFfHajxoQyoDRePHxnuLI6X97gs4YdGDkw8QxKyunMMkEViPap/Pel0pNr6sLdZQVGWaTlocLnmgsULBDgSiWyfubmVy2LYxeZvu1jC9+FK9z9yKVR7tklPxpZG10s7v49swivDy6OzExBevtv/8S0fftgZjlZksncOgrn7y6tFy6mgJCri0gp2x1oX0q1Y8rDBwrK2MEc8U+pgjnb/U+DmVH/G0tUlyVCK+MnEaAl6kjMPDMLKx+brdmRqdy7fp4vmFOf3yzfvHmLr4cZXkB4HB3M7EZCrpiFblskcFwTWRJ8YmaJeLn3vHf3ZQYnJE5m55lF2l4snv4+t1y4PmihIKgeY15rCZbUKtmfSzOzw+q+Ppxhppj51llHs/wMs2/MrPiZHbs4iVdOlhhuFEgV+5m00Gws0bszM7b53Fm3d+/darW6vgGCjnVT54ZO8c17zEn0xg9ZObw18Pdamdx9cf7pU0drvBFe5clGSTNH+70AACAASURBVIRVCw4zj8eZylq5XHb2TdAlMLH8D3YQ4unhyiqvIqo7yOcvjafZOXDBakILj3XXPWI7I47xomLA0m6i4pYv16x1B0FQMGylcxmGlV89ks/nET/jU4OZtxgzx9g21o3HNp+hVrZX1p/LmZL6bnOTpnXTJNG79+7K+nP1UfwQE1c+uVbWn+OvmJsk/8lG6cB/7n936CGUcXapd+/dxytPJRohk2VnJvtzyaboDGbOLTs3+H2GLtOVGWwiaP3Mj1eePl55igPqJwFVYOl8/xJDjy+lplnjEK68M3N1cW18bpXv9yd33WZI8g+7jscHC/fOCqgJyzi6CKBLGZ8EKttVHjTOlzfqJRPKCyTJdwTmyxtcmNkqTWDm3ZcJZm5vShEIzZc3bGO6VPjDruPvX8hDZq/0M/sf03YHyUr/DWZGUZERRsYSsdCwmru3VCHXTHcJZvZveh6vPEXBmy9vTMOhALutYUeBpIm5V6hkpx6DDXr7Rgsxc4tIgMClYI9ku7nKmyQhYMy8bf8tBjO+BRzIgRD4CeHf64Pgs913u4iY+cXDd9hD2MnmcFpiJOacnJkdhtiDFw/fkSDNcQfYrbPYrCzjFptN1qwALzlKFEth7vxhIFJ6dBnslJiZQk1YGYNbWELc5KdDxWq1Kv9MvDVkodxXTpbAFK0OneBgOHWxtCrTrKSslTr/9Ck1WqsTGU5a//4lXP0zMM9eJJs6/9Sqnp5ce7JRgu69crLkRRej0/oRJbl7GVoW7ndJvrgYTLA6wU5xS8zs8YiNmiNau6ARAy4qIAOw1VJw+bk+yDelkiBCAfqZ8/n86OHXenp6XnjvQh7w87+8dyGXA9hsMPNWYWb0d8Eu0vbECfAM465/enLt8cpTdEErOFmLmWEGiWWxbaMqtX9ps1qtCg3GH9nmI590OJ3hEeIuOYv7Px0qrqw/x8l7YOKZeORwXEtkwpQAtZE0XdfuvonN9o7NVsAkHVwljcOKmFlsiICTmR9XA+A6Preaz7GDLb07M7aDvnJBs+WYWSEN/3TSiIKH84t5X8Vtizbr+frgIsZJ4tKt7ShVxhQHVMHM/ilF3nZGwmBmnBHRt0TVahVmdBQsUU2cTAt0IWbW6geqkFHw5ssbuEnxcN5ua7iJQcAJWOnfTjd4bzYdET+AM0AStidOCKdaX+rgzZVgj2QrsWYUMzdAgk/MrHPlafzMDMkwjEEeQaD1ta9PJvcmpadRAB4EuoVCQUJo9iK4vbl392WETQJ3UT/z/MLcbOH+tdNKsxLI+cHMyVeP3YQgaok/bWsCcaxXgEbbEV8bZgbsuieL3L/wCWvnlZMluV5niBeeihfZl+nEhyww85ONUj6X+fOfj0mOUcwsWpONsypiiU/6AGjYiy4oIf+VIaaEAxCeLbcPMNYdaGc4Wbr08YpymLHkERtoxMzLk8PO8aLjPl36Aa966o0fih+9/UNWiMDM7LBWhILFzPl8/shrPT2/eOH9CwQ/c9BsMPNWYWaIiLZuWuJhFyzo+gp34lmBFSC6LEYap4aCn6Uz2T6DYDLCLObhIVaESL2YWTaClg+m1VtDT/EkCEP+8UPvDLB7ocAowoQymBnOkoXsZ0al7UzgICJm5qJ4h+sofsqXX45lLWJiLNDJAleFSvsiSelSs8i07gDrS/161xGIQreIbefdgYWyNaYGMysTwWBmCl0WysUoWyILM0fAElEAVjNtMDPMO2p0qOAhZp4eucpBAbM17A6wNsTMWhKUuNqWhpdHCjNLaE0xM8Rmxw/tPf7d32dugNeUxGZzB2MDmBlis+OH3r+Qz974O2+2vthsiRbZ/y7YMsE8yQFg5qQXZubrclzlW07jvtSnQ8VcMQukOXE1rVInZuZ0Ufrl0W5FcImb3dqDaBAzy/EavHRHjhcbeoqZAR8LbCyOczPULeIOuAj9eO0y4mTp/ZBSBx7h5v41mNlaB+vurlQCRL1tISxA8V9tNBd1olIjoU3fu34edlXeGnraBGZmMdtWCLcdM4PREpOLP0IzBq5jZrFIPsZmj20+F2qEB3tDLcTMgLvuXT9/4D/3y8Md4lS2wcx488r3kYzNXh06wYZMRs7DeME95w/nVwsX+QnnPrmIobMmMkiSyrA2bdsXgDPb/Pw2zFlEkjDfIQJw121ys3G7UcrOpevGFCk1fmZYxBvMbCwRcoAaa601R1tfV7jT+NxqF2JmrR7GTCU2GzCzYmsQM/fuyUY/NrsmCenJtezPJVjgheYqR4ZrE9pRCNbPLNELwczUaSzStvPMGsyMsdlwi5jY2Nt9WTo2WWw2NrswvyDMG9/ml2UsjGf3UbN8ihYhLUNZ2MU86tOamJlfN90bY7HZDH7LP9ktXI666GcerqzScE1Zki2jhcuXu3mRNApf4aAyrSJfKm4LS3/GLxjbk8V8DV2ETlGMh6lDNqwLWXi2ICHx6rGb7KNcMh6bxma//PkVeoaZPLL8zHS8PMSgIH/wTHt8sIB1CwWZliKE+Lk5pCxqm9hsb8B8r1AJHzOL0d9798Zjdi8RIkyMHcVLvNC0y8PDbDbZ0+IOMHmFGL+Rm8dLo2MNrvISc9ARSr1QhhYS2jvAZCMsNhtuL4MtQrweDHpIqTCx2RQwh4CZUUj8J+SwMqerPALATvlOLz0Rixh5zAw+/mFNoq1Dkv6pU0rSS86oc4NpWr4vIKLQ5Q3hgth2o9RtTA1mNn5mQIbKvJgvbxhLZDDz1fFHcPwETt5aqr5Qof4Dt8Bmp1D5zCk9Yhcxwn49XJ8Br2ujO8BqkLAzA5g5hPBynzx3FgMSwsLMthBKGputwcyIl4jbk6MvEpstcReJJY7RMvVhZu1dWb2AIR24Fwvjt6ZgHU96K++ddtQVmJkeora9hWBmO8cIAmdlGLIVjfM/NY5iEUyu6RvBxoCQASHEjo7Bn5bjfU9WvoXymX3UmoJkG+G2Rw7MbCeKHGvnYiDOtNN3sRbcxjpgP7NyBxiP0EYobmKzwTyEj5nl6pZKBUMviDZt4sfPmiJOZhcdi09VsSryQJqoLh6JKvbvCck7wJRbx1h0LnjhbJKsOiFtXeL+SZ1X3EGF9GQqyrqulUpdG/wB7u538L3ZGkmDI80RPuWriJDPP+VkoXMtwT3q4jZpFGz81lSbYmbtmF5dXDOY2WBmN8xsLFFdlohiyJrpAC0RYFrlX7x/0ZlQNm3djghhxS3BzPLSaZtmZvdmt8+3puogIRbpq79bjplnZoflCZBk/OhtwD/xQdsBZuU8s59vTS1PWs3u+OKBaNa6mMoLM+MJW5qYmy2kPxOf1e6NJX619xxzq1ofuLLg38L8AgBR5lDlF1zNzRbIN2/Yt6Zc68IhzHiaFRDhyjwtzwanl1egJ3x1ktzxxQMAtMR5K0kjVRb46W76rSk8SOxKl7yaa262wO/cthEo/cnyozsxduO3OFzdp3aAPhJnm0XfrDbpeHmIAfvWFH5kS36PiorQG4fvwFi/PrgYLGbGu7LNt6bo7qmSDhwza0O81Ey4NBJgal8KXHy8DPuSqhDLWOLlDy/wr8U8kQH/DJTa0ksFfk81z1+SxbiTkLWGx+nJt6ZEg/zCJ6tXI1fffI9/lYp1iU1S69HSk2tfy6+y2R/9cPGCJduUCnFCiW206V+nvN3xJ42IM5hZuQOMDk0T6QJ++xDFTN5baVvHbMnNWE3Q9YTW1VL0u0vrzG0Cl4RLgVfXuGH5mWlvm05rxtRg5m7GzLUlylgih/WhTKOWqCZOpgVUfUJPuLik2+L7zJQ5zaS1mhkw88jM1K4/itXItv230pNrwV6g1Uy3aV1vEj7/kMfGwodyg74DjHajmTSQUAszo6OtzoSMsQ3mfwpuTTpUDkhkjhd9WW/3eCQBuVWY5AQjE7KVOgWzweLGz9yAn5kaxYinZcRpckeGBVmJb8KRmNuI97+x7gW4UomUn7kxbgRSS9ljcvt4RvPfmgqktw034pQcQymMqYI52/3PTjrP3LC0h1nRWCJFhbr9GWXMHJrAUOa4aeDeWOLK6JKfLxqG1m36orYjoT0ws8RH5v+wOSDddCKEnr7e4xEt1up0gyC4zmoGM1PV1nnpkZmp3b+3OQzhM7ydR2mTFLmtVLYcMzdJV4uqu61jGsDMLephUM0aSg1mxvhVTCghsjSu1alJghLFtm7HWCKfw+eUH6qCFMFDgXQmgorN9tnt1hWj5COZ1NBgJp2GretPAy23BQkGM7ca07V3+x7A2ONRmDTXCX4bLG4wcwMasL2qDN+9RyOuIcypvUgIobduKxWDmbXMd1sE0KWMHw+AtvFIZRpKDWbGRTkmFOhCF+tOTRIped7CzhhL5If5TvmhKkgRPBRIZ8JgZj/cDqcMHUEcKWorMZNqknD6hm/RYOb/9j9eNr+GA93DAT8wuq0xs2I/zJ+GA6FxAI2cM+FzseKElKF1PtgXIQeAcAyZ6xgCkV3dTGm7B2Mr/W9FbDbKiUkYDoTDAdRIzoRPM4QVw+lwk2/B3noAziZf0erqkSXBYGazQdDtHPjA3w9dTPT3H/3mm3Q+n58pzP70YBp+JyceFgoFKHZzuHg6k6NVfKbxZlqTMBwwHDAcMBxoLw741PPtUqy9mG96azhgOGA40FIOuGLmdtHppp+GAw1zAHzpx459WfO3XfzMuDlnEoYDEeeAzw1+6oaNOEU+u+fhZ/bZQrsU60JKGzZG0azYpJ+5XQTV9LNrOeDTDLUpf7R+5vaiJWokeGFmPzGrbmXCPNFq3tXNHHCTwJr51Wq18zBzqwNmTPuGA3VxwMM8+1ysUMxc16ujVhhZ4YEko9bnxvrTzZRGE/o23KsmMXNj8mNqGQ4EywHUSM6ETzOEFYPtWItaw95qAWeLXhpss5ElwWDmbsabnUB7TWzsVqB7MLPbbRnZqcd4sYFJGA744YCHLGlNJlo+Z8LnYsWJmaEPfnq75WXcLjWhS5m2JhA5bCiFMW0YnUazYisws5sOQVkyCcOBmhxwk6IWmSG0X9A+vL1mJ8Ms4KaB8eIMQ0Igw2Ewcyfgxm6mwQ0S18w3mNlg5kB0aFc14rZSMfdma8XAbR1jMHNkl57acaSZ3mMaTejbcK8MZqZDb9LR4YCbJTKY+fqD/0J4TA0NZkZW97qp1kjB/lqYOZf5TUz9bOn2xInvc8vemESP4q4PvtUnWntnINvHWtZ8+NdZd2F+ofHfuR/5i1Kn5pZtjbjlN/Muf3X/cfyT3lgidnTM1h9/da0qDfe/4Yr19tClvHN8m8nxlkOPpwYzN4CZR0sr9Hv0Jt3WHBgtrdS7BnJbqWw5Zo7IQCj8dFsE0KWMTz9zpKaeU3IMpcbPjItyTGgBjJsOUeZOzT8jNSMion/atBtOfVJz9N2kSCtyKJDOhM9wJ6zoBji3hPOUS24a2D/gNCT44UAjmJldShZPe8NmLQo6ttuC3ypmvj546qOP44PaegULKLrAMK8CEiKml1dsxdzyG3hFPVXmZgsHd3I+xNOji0Vbl+ppZ6Hh/jdcsa7uuRfWj3GjuR6o2PuRwcytxswP51fp7/TSk7B/R67STy7v+OKBrQO2p4mXP7zw1d1HSoHk3uR2uWm4PXHio5E1pQBuAr784YWri/anYdFLmfxwftWP3ocyAa5UIoWZgSG2kVp6Mj1yVQ5Wctv+W2SwCqc++hhG2XUQR66iGPA7OVMDy+vTS0/gRfcvpdjTPdnxuVVYxOSK2V1/3A+3d8KHvpW9/+YxM9JYuCjeTugtJPcm8e2UUpd8OjE13Hg4vzo9cvX1+H+INhPn/jr1kC7X7p0VfYAFJa4va57chnWeralCRcFCSCkhkHUYtp6hS/jv7y6xcZle0lChVNeWYZSWfqBjd7EkxnT47j3JASY/6ck17Zg27NGNZsUo+5kVOamp90CQ3MTJIR50UgSRtpmbZEcaI8rhmsNBCwRoiaKAmZkaWXpSj2amAsZ0l1BofSlryVH6gWrviyVm6O8VKjX1UmOYGUjQTApXM0pJYGkN+Q4zempu+V6hUtNcBkyCb+ugGYWRqz4xM/MGAwK59vVJvnpIvjskcrTIRIuAADM7gfHM7PCfuP/Z+QjaaRxYzi84sWUZfh7fBP/zmcqayAnlv9WJzPZY4g+7jvfGkgfHK42/M8T+N8V/B3guBPqjFT8/mQYzRwEzlx6t4+98eSPA38Wxi3acwzeq9t6FV+ifxpLJ3LpngcTvLokCC+U7XIFY+4C9svEAqZgvbyB/So8AD6jGia5UDGYenxM7NWDvS4/YeDkH66XUNAzT3/aSEYwltIO4cCWFqIwnBGYG3CUeScw8MjO1+/f2NvdktfjqyugSoEoEmW5OjHs6JGl7O5E9N4rc8qm4qmX2ZBkbSz+o4WY7MwAmR2amPv9QrvA4ma2gFBdwMJrQYQ1m3pm58ZgNt0oFYQ4Sq5YBSpcKzrGDVZ3CgdjRMS2l0YS+DfeqqzAz1bQoJ4Ek9OZGiqX+afSMEeWPBk3JPUSwRxQS10x3GGauVzNTGVP1UgxsTQEgkmWGuLnJFbM19VKTgJOqXA8zSklYKBct2C+FvPRovXBRNaOn5pb9mMsASWjQOvBRmJkd7osl6sbMuWIWjMrrg4t5Ebmd/PWuI3x52n86k8vn8/84/olcrSZ/+8XF73PLiIrFkMfTf5+5AbHZJ6Zu2aQhns7+XLKhquuD2+NyCRI/tO82980KZ2n/uaFTwnvQlxKP5hfmZnGjPbnvyknAxuhnFjC1FuYUe+fMy5R8ZyA7XFmFisKrAN6nvlR6UkBut3zxOvnf8IlPemPJE1O3WK/2ZJXO/OWfGSQHETWD2ciBvpTIJ/3njmuBwHn7omV9l0jFcrmsLyN7C/93A2ZO/t+/6PnFC3/YdTy1///q6enZnjhBP0DVLt+a0m6yukUxdTBmXigXIZrjxcN3hiur8+UNMS9i/QcmnjmfLpSL6c/40n9nZriy6iywPDkswkN4gfnyhljo8D+XJ5ky7Y2lzlTWqPEIJF3XSsVgZj1mBtC79y4ZXDZYchHA1LgYxD7NIILSxv0UuXkh1jHbf/snZtckZr53/TxzSPaljs5UxBZzPJ2eXENgHIj3dXrJ/na5NJHrb0IRF0u3fCqiyI2B5XXkBvOog39gZ+bq4trw3Xt8lZbcdbuCyx3kQKv9zHQBZ+s5G182tcn+COGAY0w9KIWxOzW3LCwj7A6c5au9Pdn05Fr25xK30cwQO8e0YXQazYoGM1MxayzttCZtaozqskQ1cTIt0EmYeXSxCIhGaMVampkKldRLYpUC7bDYGfDu9rETpvXqpQABp9g7dphROwli6fWvbx5gZlGSX3q0znc5kx+NrNGh92MugyRBuDr8WAd1FADz142ZbX5m9bQzc0fTAGyBkHdfbhwzXx+U8FvC5lg/O5ksMDNm8gTH23Ozji0ZvpytCzM7NnsECgUvsaALYHMs9d3mpjb//NOniiF8slFiK++dmbHN5xc+YYtsKLO+AWtuOzm8mFvLsgprIf/tod5Y4pWTpWq1Cum3v1/RVmROdYKZXct0H2Y+9dHH/8//1vO//O9/OHbsS8TPCJsNZob4ybrC4RT/p3Znmpphqnn9pB+vPFV+V9afw68QbD6DIOfJRunAf+5/d+jhyvpz59OV9edibvKVt7bA6kTmD7uOpyfXbK+I9b879HBsU7wXO4AJpYePV576IY2WoSzS8lDhMzVI3ukAVyqRjc0WfmbAzLsvs63PyhTf/mAWcXXoBGhOHC9nQpZPiI3LvpSM4S/s2/fl+xfy9y8JQIWx2RhsfObbNFxdofVJNuNnnl4Sbxeb93JpgsuaxytPV9afc0NmUdq79y4QiPnwJ0gp1EUPvNwaYGHtzArbMDPbERiZmfrDruPxwcI9CSnDx8yPV57CQvOVkyWgxXtMvSmlLrJzQ6d6Y4mXUtNsNIHA3ZcJZk6+fcNg5mV6Gh93EDBR1x4uzhqfibqMEW6lwRBrFSnVtFQD+0k79TxqEqc12RJj5OyhH7poGcofLQOpJfI2PcrTAC2RVuRQIJ2JwM8zjy4WwS64aWatBha6a4L7zOS+PNfSLPYNVfHD+VXUS8zc+NBLQQJOaUbHNm3rJRR1WEd9uu/LT4eKoIcRM1ubvOD/42ZUsZhu5jJwEtBY0J5jetVlFOrCzHYsh+eZJWbetv8WRMPev3aaQ1zmmC0UCgWJeF8fXCwUCjQ2e7r0A/iZ/zr1EBF1jdjsW2d5lSTzJ0vMLG7SgrGM8Yu+bp2FPoDb+drXJznETfnHzELHxZKfDhXL5bL8M8GAKF9j9XKZBlwJqBjzxzafKziZ/ima2nu3Wq1ClbeGGK6WAFjgXtGaRNTYwupEBpi2f2lTVmGYmSplPs2YqwS7hB5yAYQpZnaQYwfL4q9u8DMfO/bl3978P3t6enpjScDPPf/r/7tv35cAmw1mhnVMXcsUakExulKxtdQMU/PsJ+1cBFhaT4eFrHkEYs+nIWZWq1W+jZV4a+ipmDuOArSwxNhCN25PnEA4jd1YWX/u7KQf0mgZyiKFe/CnwmdlOeLxZ4ArlahjZmcgfcwa6O2JE2Jnti91sbQKo4yDKPf+qRFUzzMzE4N+5kIFJovYPuZO5sAxMy79tSuzV06WCGa2KIV9VSrqQCZIKWBmyg3YHXg4vyr3yoEJydcHF23AZksxM5i87zY3V9aZ8YXJS6m4WFrF0axJKURqiLGTIejOGMjeWOLfTtvupzV3gDkBiRbAuMU92SRKTiKPzLqM0VZiZocxonbEzdYEboxCtkQedsf5KEBLpBU5p2RiTuCYGSQNDvQyu2DfzUS0huNLhYGqKQxku/HYwsxUL43PrfrRS0ECThczqiUBBRsWMxDYrLgb4TxzTXMZJAkcKirWgfa/Wq26jUJdsdl0uZDcljgnLgCTsdn7bhfFCVLu8Ozdfbkgf2CMXzx8p2HMPDM7fP/aaXIZD8XMPE0OLTMXNODnPVmB9BxXXgkgSKCjyJH/icHGwOlymVtlBmjLj2/Ki2QSvfFD7wxkRycWq9WqJr+0oowEOoFtcsPX5RIA9x+dqRAILbzQTzZK+Vzm031fioVdrF/BzHL5njySy4Efm+FkR1dHxuYZiZRwtzKSFfB/l2DmY8e+fPP/6On5xQvbEycQPxvMTFctdS1TFCynxXsUEFKg6CftXASgsoMpjPYJ8nE+ojbHHEigGVMKiD9lXAnGjzzZKImIbvkIFu7YDYOZcWniTPhcrFBHFqyHtBdH0XUY4snppScYzbs8OYzHXuBmOGtzRAwfmDmhdXEQcdf5xuP1hbKIu4O7puBFHn7mmzdvce+0Po63GT8z0hg4ZraZJ36O6+H8qnU+jfNKeF8R2GwdZhY7GtJ/jphZoQInJsXMSpmB5XXgKshSrpjll34xj7rtrp2+FERdGswMU9g5tTFHC2AMZqZ2R7E1+ChwY+Q0l36MLC1DjbXWmsP0oZOIqmWPtMHMMO7U6PDVPtuchTtNcH8c9RIATusOsL7Ur3cdce7lBQg458sbWjOKQksBJwo2iJAIL+fBSqOLRTjhuyMj9pdhkXnz5i1QucqxlwBJEPBQZ/GRCq9RaOAOMNvtSiFgZvBUxw8NXrqTvfF38LKS2Gwepx0mZuYg8t718wf2fyzPGCcPTDwDdudzGZq/f2kTh6FarUpkSzcgRHi2xMxiuUb/FD7kvtSnQ8VcET7QxYrRMojGf7X3XB8P0kbMq3SVnYWmmFlHDp6jxkYMZjZ+ZlBqbYOZ+U17cAgCNCCGw41t1h2brWBmXH+jbr13/TzgsbeGWEAs/Q15pWLOM6NDCRYZiJnBcsNw8D1QW8QyCTZjXlnnCOLaEa6eeik1Te/NZugL/cxnU8w07MneK1SyU49h11iLr1qHmXv33iV+ZhulQBpyAP60Icm9d5XdAQHLd1++urgmlzvsPLO1m7Z1mBmOhtIhw7WadkxrUgpjB+t7GDvFqS7H1MRms8BsuqWFUBkTBjNrjwJtiTEK2RJ5IGTno+7BzG6nY6jFWR3icU/kFgZ2BzW3KTQKRgGcbnopQMA5X94As6I1IpQEJvYymg9MJw0vH59bRTPK7o2qZS4DJEFg5r13tdaBkuAcBSCh7vPM3pjZJTabeYM9/MzKowL5EXdj7r68ML8g0rbzzDrMbI/NlrWaj812XHMtzsWxmG2Elyzhko8R1BgsDe5rVl3BseRPcV0Ed3oLhwa/00WpIhqPH9oec/RH6RJpXNvtHRn1Nu8uwczoWzax2dZqGF1JPBEpzIwwxpnwee1K7+7LI2Pz/N6gIkxGOHaB1Xt3ZtKT4lqvXDELd//ARV9iYsr7MKD6W0N1H1d2dl7JqWt332BmLWZeHLvI9lv5KgRvwzpTWcP4N7gbTDuIwsryO5l9+ZmvnwcXwec3yzdv3oIbs7RnX1uBmZE661Yz33eAITcAMwM3fndJ3ndqdxHYkOQWYWY5T9mmAM4apMJjTLGMQqk4uR1jR9bpbWf3rp9n48jvdZOLHH3sAN0l74C0uQMM5arhhJTShPeFlNE3RnVZIicw9sjpBszsppkVuVq4wr/bJ480w1OtXvpoZI3qpXvS7rTOSetmRhUS4E9Ep/Cn2Hi1GxEG+2W3PcxlgJgZNb+HdWALQpdRaOTebG/MnM/nRcA99X3LUG14BIeW6XlmxMxst95+b7ZEvNQ3S2OzNZi5zjvAaMssHTs6VpbB2LbYLY5a7R4nqMuwtFs+BaWwyIb2IV/U2pNVADD9UyzNKT/hI1UK9JVAHS7vZcewYZvHs6JrGdrvcrkbMLPzDjB6dbbxM0fQz6zV1JgptJ5N/q3DRdKAKdO/9remXjx8B75no2tBRFJhHwJJ1LVSMZhZi5kR66JKx5uuxF6JJSdsEOUZZpomosLxs6ufuVBRjWAL7s12i832+JaGSik/aEcp1dSFL504vzUVExHLYnNtETJ68gAAIABJREFUyzAzfO9NnXcqpZwKP5Q+nF9Vx44facYbwlF+zLem8GwFepWdie7xM3ur+s4wRnVZIg+E7HzUDZhZo10dGljqKGJrYuzzlqVH66pO862XAgScbmZUdtumhxXMrDnPLG+LUFWuw1wGSIJmFBzWQZKjjgJcYxawnzmfz+eK2RNHP5cnb8W3pgr8xwMz421hCmaemR2WJ6mS8aO3AULHL87KO8A0mHmh1remBAKUt4ihFYQEXCo2N1s4820aqWDnlhf5N67mF9hV7+TLT/iBK7d8eN3cbIFf1ioPYMNXi+VZa/HpqZh0hsv89PLK3GxBnplM7vjiAUBowgFZZX5BoOt4ukZXSeML7uQEi5NpayAMQf1r28Sp5w/l+8x4V7b51pSbk9n5kVin8aM59HST2x1g2mNRgWWOXIWTq3xqs+lja3nkanJvEqf/yx9ekPchiw8g//Rg+tRHH0slkNieOPH+hbzSgnW7QV/qo5E129Ml9UPKLXqq8JkOgXc6wJVKZO8As3gOn+tg2FiRhII0McyRKGRAXFHJFgGsBSIqL3944eqiGGjgvPM888jM1K4/7gfR2pY4l55ca/kdYOLzwiBy+KnFxLb9t7C300u6fIXSJQ032OQducpPmvFlBOeSTUuEhZmt0YTJRS70tj/SUCG36eWYulG6VKBjB5+htp1njiUBMGvHtAN8y5SErvIz20UoaO3dBcaIWiJv06M8DdASabdpnLs5mINbPzRxZXQJfptBa8KzWlMzEw0sqlgbuEzfwt0ZNu2dOHextAqXTlvnmbldA/Ipdc2QoJkRWjNKSMAqGvKJGd1GSKhpLgMmQaf5qXXwGoXa55nrASG0bFCICNqhiMukXTnALz8TF4kDJo/kv8HKBpW6utIKZsbPSmkTxs/cgJ9ZsYvmz6hxIMCVSqQwcyB8zucy2xLnri7aPiZZs2UbkuTnmZEzdB0Ddyw3E5tdsyf+CzRAqVNy4GIn54qt2yilgLMD0p2Emf3PCFMyZA449YmiSJ1/ut0kFwXMXC/3GtDA8ArKFjcN3BjgNCS4caCWn7kuFEIKB4uLTGs1OVDze101W2jTAkTo/CadSxktTqaZBjNT7WzSXcsBt5UKIkNlyYJA0Zmg+/qYdm7w00uGoHHoQ0uHIFfM/vffH7ddc2U/2O/z7W7rmAaQpM831lvMUFovx7zH1Glc2jonypi53oEz5TuJA26WSDFA8KfT+mAOmh6acJohLB+4DWq1BvaPmRsWj64iwWDmNoWKtm7LU98sfN32oAv+8AuUSTn0MP+3//Ey/FJ4rE0bzNywPjUVO4kDbiuVDsPMQQ2ZN76qy88cVJda1I6h1HyfGXEFJrQAxk2HtEgyTbMdyQE3KdKKHAqkM0GhMqbDxMxBjY6bBg4BM3cVCV6Yua33R03nDQc8OIBouRsws9aKmEzDgRA44FyjYA4uUGjCuVhx+plD6HYrXqEQjkuZjiEQmdbNlHoYnXZ81Ao/M8qJSRgOhMMB1EjOBLU+mHaaIawYToebfAv2lgY0YWaTjYdTHXsbNRJcMbMCKsyfhgMdwwGnn/kDHz90xdPff/Sbb9L5fH6mMPvTg2n4nZx4WCgUoNjN4eLpTI5W8ZnGK6lMwnDAcMBwwHCgvTjgU8+3S7H2Yr7preGA4YDhQEs5YDCziM7tGEBoCKnJASdmJoHb+mSYsdk9h++YX8OBLudAbyzR2RzoeAJx+LqK0nYBwz772T1jh+JqEoYDyIEOkH9DAo5mMAmt6vzggw/00MF3bhccpDUkRoIDvkXSKmgwczC6w2B7w4GWcaADLL33LOt4ApH8rqJUu6Bq38zuGTsUV5MwHEAOdID8GxJwNINJaLW5wcyRgIOmEz44YEHhVqaMnzkYddMyiGW612Ec6ABL7z0iHU8gkt9VlGoXVO2b2T1jh+JqEoYDyIEOkH9DAo5mMAmtNjeY2QdYM0UiwYFWImWrbYOZg1E3BjMbDvjjQAdYeu8p0/EEIvldRal2QdW+md0zdiiuJmE4gBzoAPk3JOBoBpPQanMLM+cyv4klnCeqXx9czItH/X+demhhC5kKFk4tzC+w37kf+1hn+k/NLYscyKf/ijIpbZm52cKpjz6W5CR3fPHAtR3aZkeko0N7sLIhJa61/xvMHIy68YeXzLsMBzrA0nsPYscTiOR3FaXaBVX7ZnbP2KG4moThAHKgA+TfkICjGUxCq807ADOnl1ecePhve1X8Hzs6BsXmZgvpzz6OX5x11qI5PovRKoGnG+uDB+2B99C7QYOZtZMOMjtAwQWjmABdDxQPjlfGNp8Dc8bnVvcP3A6yfV8Yfvy7zU06ZM+eVQYvNXRP20ARaHn2rHLw/OR3m5vPnlXeEH0Yf2NyrcFmfVHRUIe3ruXWT4Txt28I0RqdWHxRT6mmzC9vrFJhgLQcuPGD4xXImZx46NKmGIjWE0hHXEOIYx6N718Scq7t/BuTjDJJqdW4Wz62Hy6lomNevRooppdXqtXqs2cVG6VyesIIWnPTLd8hM72xBNTtmH+3ZOxQciKUMJbIIe0RGp2W9S1c+XfR0jr942mGLOXcc/hOqCTU09WIkiBlyWFBhH3U3JtdrVYdmFnvTPZw7QWLi7wxmO2p9DNrMLN4lPxoZK1cLg+f+IQ5nOPp4cpquTJ1cCeD0zsylbLHj89iHi00/6ixPjy+yV30yYPjjEAb7T66ZONw0173QqA/HkIY4CPjZ94CA2nXv7gMda7aW9w3FTPDarsB9O7QwpZt83jUYuqsPkTqRa229MBwFKrq5E9O8rVlNJZ+aRbgsba8s1nIaTWB9L0+OmYBZsEThSGXHkG+Ovvc8uXKI+xFG7zXq1fqdM7dGxO8krWAUgszu+UTGnFMLYnqiFSYUkolNlppY4kcoh6tAWpZ98KUf1ctrdM/HmZIGZowSeipp6sRJUFvQSz72ARmprHZMr3vysnX4//BseihfbeLAhxdH9welw7euMifLv0Agdbnhk691cefykeFQmFmdji5NymCqHk+g21KbPats1azfal9t4ukTModMydePXaT4WT8kShUvG5nZriyujqRoY0zqKkrVq5Mnfk2vV2EryffHXoIra4OnWCt9aUO7Oeh4H2pM5W1e2dTvGTy7e9XxMtdqpcFxE395Z8ZwZy+lFsf7l+CZjkP+1LpSbYjoP6IBh20l8v4rjMVXlG++kxlzUlFennl2tcngQrhk7+SAkrFePWxqPh/HP/EVmZ+YYEOlhxoKQPJN9/bD+XhX5Ccfxznmxq7Lxc8f4ICxpl/f6Gn57UjuVzuwnsv9PTEjo7Rlg1mVhRx6/8USspyBA0UhR9MQBRW4NmzSnpybWzzOVvgDjD498sbq+jL/eruI8vXd+nR+JzwEJbLZSjMqHDLt8wwX2RLXNRzeBxsG19q+++DpXPZWnpp9qXUNPiZd3zxAP177JGCVaxuRBTctkgSWmzp2ZgKmRkofre5yURCZbWPMpcePXtWEbsnfGFN27RAl9oyG8oWE0ilxQch3PUqmHDpEZtBlsDf6SGYwYaZ3fLt9IZIKafau1ewqpv8iWsGMX9h6H95Y9UaTUKCW75T8o2f2cmT9s8RqttYovYfSqoVfaVD1F2uWrq2/qFmiCguGK8QSWCrL60KtSTHratu+ZycMElgXXVaEGoftZuhDj+zRLwADndfZnBC4mR2nlmk7cXi6e9zy4XrgxwI0UfMay3xEs1nXt/sz6WZ2eE/AYq2jlLzM8wUM98662iWn2H28DPPL5D45GT84qwAlg4wfO/6eWfjZypr4Ium0Jo0KAh55WSpWq0KtGn1P9EbPyQqxhK9OzOwrL/wiZ38WAKqr28M8w0F+1NeS+lDPpdxdhWWgApsJl21sD0rQ0Cy8mcNKvhgLQBmdqMUymgGSysD/QC8Xzx8p1AoAGaODxa8fyiybSqdyzCs/OqRfD6P+BkbNJjZ0noOpdySR6C26MKd67L08oqEuyoKffHwHXWn1oKgzCDZdJ0E3i751KDyulZPVMxsNcvLuPRB7a3BzN5i01ozyYGT5WDUinTtMkwwrEYkGAO63phkob8ewQitJZBSVJsQKu1s3VOtVi26DgtgefAmi2cmmNkt39ZauLsDd3pceyt7BcMkpz/su/FhEjMUdtbItppbvmyQsNpgZu9J3ZZPjSUiEt6WI9hE/yOgpWvqH7sZchAbHglc91arVYcKRVXp1lW3fFExRBJ8WBBrwUdSDWPmbftvMZjxLeBDhotsgOf6IEQI77tdRMwMAKlwkbsrY7yKgNn9X919NDM7fGw3g44vHr6j+pkxSPjWWWxWltH5mecX5mYLwvELGA+ct+Uy+pCdsdmrExlonLp5wVHMfNHcmZyeXKtWqwg+zz99KtFm6mJpVaYTbw09FVViKVZGVr9YYmuU5UnAyewRYmY7AmePnmyUADa/NfTUAucShOMYMvSr/FSm9LTXxsypr+4+QmzM3MsCA3MmC8zsVsZxYRsZLFUGCgWxw8J3W/i4O0SooP4grG0+MXr4tZ6enhfeu5AH/Pwv713I5aBZg5nDNpZ2BKJ7u7AllmOWL27gqDArz/2HArdo1z24oWjhYVTuNMEUOs4sSEg4VE8fJKSXqIM1i65IQNryEX17l6Zbaya5dI1OLMLeJQFIhNu1ygAqtrzTvDxCzZoD2loC6cqpFiF0cokdHzIjkBDA0iiibvm0NUiHRymZYkpvSa8005kTpebLuemWT0RFcttgZsJnDX/a8imfPpaVkWNNaKnHChhLpGFgdEUlPN3lqqVr6B/VDDnYGx4JhxvsapRIEH6XwUti7xjtHcz3NyarwcZmJ/fdLjKMQVzQEGh97euTyb1J6RFlxSReYulCoSD/ZBjJGZQrztNSPzMHwPevnVaa9cbM0M79a6dFwDNDzixqWoOZK1P3rp//dN+X2GcNZoYAbOpiZenkgYlnAidzKEtxsgTDHDPrq/cfnanIYixdrVblnxrMvL4xbNESP/TOQHZ0YpEBeJefe9fPW+WB9pqYOZ4eXSzacDJ15gNmtvmTqcNfYOblyWHnYMlBFzIAosJDDJInpm6xBIQqqDDZ9nfzUJm2cOS1np5fvPD+hbyFn/ljg5nJEiEUC6esVOBPDlhxLUt8RLxLShUepy09Y3JZw6cGidl2y6c0qpagXC5L/yGrLvFzzT5Y6pgzkzUraVEe0bd3abq1lp6IE26CWOgXlh01ynCpoIH0vHxkMTPd9EGpc5nU4+nlFVGGEGVDoW75jhVbqH5mn72Sd4CVy2XY72YLI8gk/mehOtzyXSilfO6AdGunoY6HLjK5dWqQC5WFmeFPPrRyHtVlBdwsjls+JdxYIsqNMNLhyT+RK9AbQrpq6B+HGXLMqfBIaLCrUSLBjwXRqnWHn5lBWQotWJoAY1va/kh6Dg/tPf7d32ducJ8ta03iJeFIpH/6wszg6owfev9CPnvj77xZCtX0fmbAzAAn5TFgfi2WDM8GPzN6gD8dKuaKWWicQmvhZ9aDXu5PhkcUM/M0Rb/of7Zitjn8fmsI/cwMJHtjZhi+fC5zYP/H8gA2A+0ukFlk22ivCzMDNvbGzLYyHDPLwRq8dEcOFpUBCzNjSPbLn1/p48EFNnys+0MVy+b+Npg5KksWZT+eWJSGVirMvr6Umj44XoHAIdmIV75kBdfpxPMm860wHgmh2eloNiUJlKJIA11zvAXWLHbD/iiM1QChIoqva62ll8OEh1rl3gphhWcZOqyCk7I8/Bm12OwqOcGrJZbNCym3II2nMznbSXtcKyzN6vNldUW0WjuU1hrRQh3YU2UyKh3r4X5p256XbA3GF3dAsKJbPhQwfmZkVOckjCWSk6JzxtQ3RWHpLmvl4GWSpBsA9ZLGDDlIC48E+6sVVenWVbd8KmxhkeBuQeDWGzBwNusi/wgQM1MALNI8AJuCZMXPLI9A94MLWnxRefdl6UNmMAybXZhfuH8J4rprYWZ5W9VXdx8x7CiworhKGo77AmYW10rvyZbLZWwcrsiCYrbY7Jjm2i30M4vrxPgZZnbxGAGo6H/W3NpFipGucpd4uUz7wJ7ij0T+1h1j8pHoD94QRmkX6QQc8Ba0cxe0qEX9zDY8TGKzqZ/ZVkYdLJ0M2DAzbrJsjyVqHmYuFArNYWRbbcu3bGKz7eqP6q+w0lJ/Lc3KA8wM9FoeMHlw0cKrfHGjj822kTN+YOKZBjYcds1nsdk+MbNnH+zA2GBmAlBtA8TyW2smbetgl3H3KsOEU8VacuiZuMpzAarvmpDZWgLJi8SNJtKDqhd+XecPnp/UY+O2xsz0yjekmt8FyJY/kktAOPM/w1aIM59yWKYNZg7LOnipjqD7YCxRmNyO1ru2Xkt76R+dGZK6CGdBeCQ00tVIkSBnugTC4v/Jn8CGMg/HwJ1gY7OlO5q4oCVGotdZMYzkgZl1d4CxKhrMbIuLpmV0fmbhHaU9kd+akkCUuXzj6fRn/LJre+MsNttebLiySi7Wks3yj1ch2rQwM3zUyg6G3apTaM1gr1uteFpCevl2HhwOXZV4mf8vgbHNp23/zpbtUSsws52fRAZsmJmMvohBKHj+2FBvM38od4DxCG1sz8RmowoOLwGgRdFf1aq8v1SjbQGU2mrA1iBoc/JAOHjd8m2Gpx4/szxRSV5luZ1rYmZWy8VZFx7bbbRv2Qqm1ZZeERXp8NdsZOBQyjIsvoDGCODQKG16D2WrCcRegTcVqYAvpXEwb6NC7bxjk8jNIeCWjx0Ik1J8qb1XlFJ1YSSdNqwM5RLiZ5d8zdQwmBn531EJY4miYRTCF6owdZeigaW5cdNLrmZI4VKIJDTQVaqZNRoVaAmRBKsPdgti3S/bcsw8MzssHMWxZPzobYDQ8UHbAWbVz+zjW1PLk1azO754IJq9OCtxtQ4z869V0XuwfrX3HDupC3eJ4d3O3K0qYXNyxxcPwPUqPq1kLzY3W0h/9rE885ywGpSnfK2TwOCtpVHN/Ei2vrq9mEqUvQ8s0Bo/5YXf3MIL0jAx96MH7fKQc3LflZMQi84+1qWjIvtzydYfWYblixhsdvm5LMP8zHSwdDJgw8wYnu3nMHOAfma8K9t8a0rRuVv550DxDf4pKVjLjs+tHjw/KfujwczKt6ZOZ3KyMPNRQ1Q2nPZH77RbPlYEgCQX0JZK5QXq6wMYRXmrhN1a4LJMxNAqL+q6P1tvJsff4Hc3gjzIWAb7oLDvirH7He1l5LcoHKiy5/D4wXF2AwXb+ph4aH3nTLfibD2BVGa0hKjEYudHJxadnVfWEDhB3PKxQLiUCqrtvbJTCufuquxic6oievBrdtWqjQNu+Y5hNZgZB73TEsYSOaS904ZYR2C4ukurpZm5wXgfRS+pHwXcchLq7SosezSWlBqvFged6ZgGK0l7NKIw7rUwMzra6kx4ugbrfihgLcI/k2hnDtQefn6JurhQvVbpOgWzweLGz9wNBtLQGB0OhLtYIRZ6oDi6WHQixsA5s2UE0iVCKMR2FaWwY9Ix/0Zi7KjEmrThQIgc6AD5NyQEbLu1yt06z9wgxMjXQjrmueGAngMYm+3nMHOAfmZvSTeYOWC9E6LZMz1vRw5skaVnV0ZjDEJL+bZFBJLdgcMhEdtVlGoXVO2bGYGxoxJr0oYDoXKgA+TfkBCwHddqc4OZ9XjO5LaYA/L0Owvj9/kqb6wb1FODmQPWOwYzGw54cqADLL33lOl4ApH8rqJUu6Bq38zuGTsUV5MwHEAOdID8GxJwNINJaLW5wcw+AZsptuUcCAoVe7djMHMw6sYTJplXGA4gBzrA0iMt2kTHE4hUdxWl2gVV+2Z2z9ihuJqE4QByoAPk35CAoxlMQqvNPzA/hgOGA3YO0JnS33/0m2/S+Xx+pjD704Np+J2ceFgoFKDYzeHi6UyOVvGZtt9eTq9DN2nDAcMBwwHDgUhzwKeeb5dixh4ZDhgOGA4YDiAHWnUHmLfXzjw1HGgvDhg/czBbdMbPbDjgjwMdsDvuPWU6nkAkv6sobRcw7LOf3TN2KK4mYTiAHOgA+Tck4GgGk9CqThObveUhx6YDPjkQDvY2mDkYdeMPL5l3GQ50gKX3HsSOJxDJ7ypKtQuq9s3snrFDcTUJwwHkQAfIvyEBRzOYhFabG8zsE7CZYlvOAYOZg1EEBs0aDkSJAx1g6b0nZscTiOR3FaXaBVX7ZnbP2KG4moThAHKgA+TfkICjGUxCq80NZt5yKGg64JMDBjMHowiihJcMRYYDHWDpvQex4wlE8ruKUu2Cqn0zu2fsUFxNwnAAOdAB8m9IwNEMJqHV5hZmzmV+E1Ov3NieOPF9btkbq+gBz/XBt/pEa+8MZPtYy/1/nWI3J3n/LMwvNP479yN/UerU3LKtEbf8Zt7lo+7cbOHURx/LA+XJHV88sPXKRwvtXt57rOt96i2HQT01sdnBqBuDzA0H/HGgAyy995TpeAKR/K6iVLugat/M7hk7FFeTMBxADnSA/BsScDSDSWi1uTdmZngvnvaGzVrkc2y3Bb9VzHx98NRHH8cHtfUKTaFEiY3Tyyu2dtzyW4xa/7bXYgIg59jRMejY3Gwh/dnH8Yuztn46+uOzmHcjTT5tpg/6MW40NyhU7N2OwczBqBuKlwaKB8crY5vPQQWNz63uH7gt3zL+3eamoppGF4tv2Kunl1ewzOjE4hsDd2R1nhgoYoHRicUXXeqqj0Sx8f1LsgOTP1nNXnok3rg0SxqUhWnJw75I8ObAs2cVTrJoavASEsjeKJ9iZkclomHpx9++IUTURU4snr8xyURDjJGUvdy9MRCeNyblIymH0SBQ9n+giDOxWq3qRUsS9exZZXLioZB/mdk2lB72M6bjB8crMNPrpRQ1UmckoiWlcu5YCjmoHGOManFA6oTuMkZhyX9rlVLw88U57zrBgvgZhTu17s0WfmbmDQZQce3rk9uZfzj57pDI0YINLQICzOwExjOzw3/i/mfnI2inKYDnwMZl+Hl8E/zPZyprIieE/8RLkwfHK+VyefjEJ7ABMVxZLVemDu5kcHpHhj1y/fFZzLV+Iw8U/s/NFsR41YL3SkX4sxDoj1b8As80mDlgtWvXsLi+lLBQAzhZGUSquurPnlW8ULcFaB2NW48khDgsYbAdPwAusvXk8J0e2Rm5qoBGHG8BIj1JsEAXh9yyQdGU/PNOD+8e+RO73TmJsBYrXhyzhhvGTiMnsrrcTAEBZhWXZt++URFjxCXEtuNz+E4UCLQmtew/EKoTLVWeASS3HaV+xlRbxielwMCO+TdaUupcqQeSIxW4MmrGGFEOSJ3QXcYoHPnXKhxLOXMh15bxqZSUplryZ/tbEC2HNbxS1AT86fAzW5g5V8zu/j2Ddq8PLuYFok7+etcRDqT7T2dy+Xz+H8c/4X8yaP3bLy5+n1tGVCxikuPpv8/cgNjsE1O3AIDho+zPJRuquj64PS59s/FD+24XGfQSSLj/3NApEe/dlxKP5hfmZgvJvUneYHLflZOAjdHPLFBjLcx872wKqXhnIMtgLf+5fwnzE719qfSkgNxu+eJ18J94aeLVYzexQfZEImHBhJ2Z4crq6kTGIrwvxWC2rli5MnXm2zR29d2hh/Cq1aETrLW+1IH9PBS8L3WmsiaJSr79/YromL16/OKsyJf8UTg8N1sAbE/HS4uN3TILgf4EBY8z//5CT89rR3K53IX3XujpiR0doy0bzKzRHY2vVwQipT4c4dcVkJIZZmmkOSwZKJIcR/XD429MrjHdpSBS+NNWV0Jc7SOLIvaKZ88q43OrCo4VChNfdPjOL2+wMmneAbnIYLCWdNgHCQNFdw5YcEV680T3FBgW6BhJNGjxJNSccBYrnhyTIzjAZOa7zc1yuaxnOFlzU8z8yxursI/zyxurcuAsHkaAQKsz2FVXhsCSaPIn7l62xA8WbVg98pT6GFM+mkz5yHEHReSTUu2Cqn0zIyWlrsLZlI5yWBMvVcynjM2gOKobY9TUcFhKqTXDXV/7och/y5VSCJxEE+D6rqhbEB+jAIKt1eYemNnmZ1ZPOzNoTQOwBazafblxzHx9UKJBCZtj/exkssDMmMkT8XT25xJ6QcXbxXnsVF2Y2RlB3bsnWy6XGY5VD3invtvc1Oaff/rUyd4Ln2Cfma8eCjzZKNmA6M5MPqd50fmnT5ViY5vPSYOi5VdOllhXATPT3sYPWTzhsLxcLjspjR0dY7BZwnurCo/Jz/5s7yrnuRs81uYHCpkLFNk2lc5lGFZ+9Ug+n0f8jA0azOyqChswkIAxCOxkjfMgTxlfLfUXNk6XKdrq0vUqXM1y4Xs6kyNB1GLFM7b5/NmziuYRvk62dvAmD/8GByNX+oCNLXAuS+744gGLbrVckfWT4MoB1hQoCulLt0BLkONikV/fwqIVfQhlseJJJh9uJ9Z1ECvGAkSFYmbwM+/44sF3m5skAkK8dOsJtIZbrPthh4htDSjHHA7f6YEVj5izguT9A7epo6MNKPUzpkCpnMhvTLJIdf+UOi1+W+dESUo9Z6slzHUW01oTV1XMGzfGiMt0NxijMOS/9UrJYbPqnCO1J1f7WxA/o8D4MO4zNhthnkzAeWaJmbftvwXo4v610xxSJt8ZyDJoJBHv64OLhUKBxmZPl34AP/Nfpx4ioq4Rm33rLK+SZP5kiZnFYeArKQ7t+EVft85CH8DtfO3rk/DIP2aWADj56VCR4uS3v18RQFQCznK5DBYR8+mpMK2xfLJR+vxDvAOM+YGPzrCjU082Sv/zLcbet4ZUpL06kQFe7V/aRHQNxURX+1L/34P1arUqgS5zKUvMzDzhMp1gJAjYz8tAGr3l0rfM4tUlZlY4nF5ewV2Jmkev2wkz5/Ojh1/r6el54b0LecDP//LehRyLm8jn8wYzB6l27atSXcsWSrRNIoJdCToVBgBCa6SnVyhxqD4+t0pggMfZpIx3AAAgAElEQVQjtCUCFQASRkfTs2eVHRl+0BEBPyy5WMdEFemKbIQEwgoKuUVaAPil2djRMXOemfAKRy3QBJfS0YlFUOl6JHn4DkodhBsI8SOnfFm+BGC0z2GsxmqvdYBjqqzaQjxEI2oZEX/RXpT6GVP74gnHFzb1qtVq7t6Yx5ja9FX7/xElKQ10duPUMMbIHwekTuguYxSG/LdeKVG705q0ah2ktNA5q5aJlgXxMwrc3DeAmZPbEufEBWAyNnvf7SJAi/y33JO5+zL6EgEnv3j4TsOYeWZ2+P6108m9SengpZiZp61QbY6ZAT/vyQrAVv95ZoEwuWOZeVylM5b5bx/fxKu/e+OH3hnIjk4sAlhV80vWBUVO05nPZazysdT5p0+dmPnJRimfy/z5z8ck4f0azOx0JvPT5gfHKwjjRZg3y2c4WYJhiqvlVohwSvPj1gIzJz8aWWOcJGzsVMycz+ePvNbT84sX3r9A8LPBzLi8CCqhGGn4k08SqWpV9Voulw+enxTqXqkue2WtbkWODNi2tSxAgojl1jwSBQCUguvs2bPKwfOTLHZ6aRagEfqZKVKiaYjNphPfiwQXDlBuMLj+xQOI3z6dyRnM3BrbT2w8GRQYRzkcahnwRdtHH8uwnZTTmZx6diBS55kB9xIfMjmPgISISBBm7Mplx0kEccY+6pTWOaY9ZE+EyJvXmNIp3wHpMDCDVOCEw0TqWv1UsSZEQuR8N8aIcYByo3uMURjyT0TOj6FpQCm1fGZ1gAXxPQo+MbN1nllgY/gvBMwMnur4ocFLd7I3/g7uVhKbzeO0CaJjj1qKmTmEvnf9/IH9H8vDxskDE89A1vO5DM0XBxTdLac8Ap3UgGHpAf50qJgrwne5BLSG8GzhZ9ZjZu5Phkd4NDqW6AX3OHEmo//ZFoAN95CRYgYzGz9zkGpXCYcj2koxzMxnywPhwL0j+qBUlwgZYKQzCPal1DRcoC1d0NaCzP2R5TQGKD4+tzq2+ZyhI+itHWDYprhwKpJ1Rk0SvDlAj0Zz2uGgteSVRU6QY9TqpWqt9sNYrHj3AQaFnOB1IEkmJLahhz+oV/nSo+rS7Eup6bHN5wfPT363uYlCuPUEupAP4N87KB0jli2RawtKa4+pjEKXg1gvpRp5aOesyEqpJXguYuy3gGJNvFVxTU0uOiPMhzFGfkehyUFsWfUw5L/1SinkUWhLC1J7FIS5Dxgzu8RmM2+wh59ZeVQgP/84zm+W3n15YX5BpG3nmXWY2R6bLWvVcZ5ZRi8rsdnismuOmvk/8kYu6z4teOaWj2eM1Vho0TIcLYbWxJXa3Nd9/5KIPIcrvmkx2VXrKjLsnsbP7MTMMk4bbzLD6tQdrWDmhfkFEWbfWfdmm9jssHSrBBtLsxgyDfBV4kACOMnF1BJvWNXlWeVxQLaK+7cqAQ91QYNC1z4i5ItFDwPtchUljm/Bn4CZYb1lXxPXS4IPDti4Ifpvv9Cb9LxDIHQYixXvlZZtMT0OG6NSAoHJUg7tAkAjsd+YZKG8PZceQajCd5ubiEW3nkAkn4o0P2Lg2B2w34ImN27kMQTGjfagtPaYMkrhvgM2MenJVckub0oVWWj3PyMkpZL/Qes6OYuNMfLFge4yRmHIf+uVUtBTxrHG6AALUnsUhKIIGDPn83ntHWAF/uN2nhkxM/N28juloHyhUJCIlwYP09hsDWbGyGG779QNM9OWWRpuwHLejCXuANP4dRni1TlsHRjb/WItuEPbemk8nf6MnHmmIdMyUBx4NVxZtWqJYoyHLB4bugppwMY8TcEwhp3beOUo5oaZcbxYAd+/OLiBJGyBD838odwBxiO0sT3jZw5Y7YKGcqwo5U3aNsPcI++mlnBUrGuV2vJKEq7QHe171LUeWcsygpnll5ZFMWIenPupBJw3QkK1WtVxQGmK/en6EV2LBIdha6tHYSxWajFEbMRIOZNyogyH4DMIgw1UcyGEWIlo+5mFRElC8f55SqmEFrIQgn+mGdqGUnH+XBKBX6KmlKpl6CZITUqx5c5IRGEaBmx6nLPeYSxg7HSqmE12mOlSGxhj1MnGKBz592NolDJ1KaWWzyC5RrKUngzEo1H9SlhW1CyIwmE5wW2mgXHSIpKkPO7NRhTBEs7Y7Hw+V8yeOPq5PIIrvjUF6MgDM+NtYQpmnpkdPvURoMdk/OhtgNDs6ilxvFaDmRdqfWtKoDt5i5gNLnLMDC3QDzixc8uL/BtX8wssoBq/fUU+cOWWr4LJuR/Fx584xP3V3nPY8oLwkDPQO7pYlLA5ueOLB+B2Fndu2YvNzRbSn30sGZ6wGoQYdd6UaBnS5GQyUKqvbi8mGS63Hkgfsj+XVBo98XMgUBkbsQlkE3/gXdnmW1Ot17AC1r4xuYZ35o3PrVonlmk0sljiyCW7jJnsGSgeHOfXcXHFNTqxiA5b0X95OxGcwLSFyXk8Iq+TSlOuoeHVEjPDRVyKR044gVlJh6qVHjzL2g0U/XHA0RTvA3YvpPFyrjVbmRPOYqUW66wj8eQOMMdwcD44MTPLkeIa6fPMHPTigmZ0YhHDN8iKh2EDOOMAd85T1rUTpfgpIH4wWyoNZUzHUbdI4ER2RjzHlCyjOiEZjWkomE9FLuC0X1UMPTHGqGLFmHS0MQpL/v0YmsaVUsCTRWv38Qtt1WrbWhA/o1ATMzcKQhDSBJKoC5KZwhHnQCAigY00KqH11TN+5jDUrlYXm8yu5EBYi5XWL8ddhq/jCUSN0VWUdgJQJjR0z9ihuJqE4QByoAPk35CAoxlMgqhHK2n5metDFlZphDQmYTjQUg5YMtfKlMHMwagbF/xgGjccUDjQAZZeoUj5s+MJRHq7ilJrFdURqe4ZOxRXkzAcQA50gPwbEnA0g0loFbvBzC2FeabxADnQSqRstW0wczDqxmBmwwF/HOgAS+89ZTqeQCS/qyjVLqjaN7N7xg7F1SQMB5ADHSD/hgQczWASWm1uMHOAoM401VIOWLi2lSmDmYNRN/7wknmX4UAHWHrvQex4ApH8rqJUu6Bq38zuGTsUV5MwHEAOdID8GxJwNINJaLX5B+bHcMBwwM4BOlP6+49+8006n8/PFGZ/ejANv5MTDwuFAhS7OVw8ncnRKj7Tyo105k/DAcMBwwHDgXbhgE893y7F2oXtpp+GA4YDhgMhcKDWvdmt9N2Ztg0H2oUDYfqZL99fujIqfr/PLTt/r44/Mr+GA+3OAadgf59bRsnvjSWujC5BmXanVOk/ENXBBCK9XUhpu4Bhn/3sjSWMPUJ5NonO44BPM9SmhH+fW0ZDY0gIhAOtwswtDcc1jRsOIAfCQd3tgpmvP/gv82s4EB0OeFgpn4uV73PL2Eh06GqgJ0iFB5JsoNkIVulmSn1i0XYp1iRmjqBwmi51IQdQIzkTPs0QVmwL7mFvtZjZkNAMBwxmRvBlEm3JAYOZUT9eHX+k1QXZqcduv/cKFfNrOOCfA26ClJ16rJU9KpxK2udixYmZoQ/++7yFJaGrwBkkvyZmbiMCkbeGUlietgsY9tnPVmBmEBXnvyhLJmE4UJMDTvmhKkgxRqh7nQmfZggrQsvwrpqdDLMAJR9764GZDQmNjY7BzG0JFE2nkQMGM6N+NJi5MSVoavnnABha7b/KMkUBilRKIe1zsWIws//R2cKSbis2umhr66FE3npT6hOLtksxg5lx3E0iUhzQ2qDWbd2i/TKYuXVi4KZaneHlWzgKtTBzLvObWMJxrjr52y8ufp9b9oAr06UfeMX+v06xi5Ga/FmYX2jgd262cOqjj2Xnkzu+eCAamfuxjxGVOjW33ECzpkqTHGhSGJTqHkIY4KO2js12sy7Zqcf1qr/R0sr43Kr57QwOjJZW6hUAD1naWswckRFR+Om2CGgASUZq6jklx1Bq/MyIKzCh1QluOkSZOzX/jNSMiIj+adNuOPVJzdF3kyKtyKFAOhM+t26xohta2xLOUy65aWD/gNOQ4IcDjWFmhqK37b/lgUmigJmP7VbRfuzoGMN7EjOnl1eahH9YfW62kP7s4/jFWcwxCTcOKKC3yT89hDDARx2ImX8uvdXHJ8ieLGreXDGr7pHFD70+uAgFRmamdv9ezqk9WdQv9y+lxM7UzszVxTXMfzi/Sn+nl56w35Gryb3J7XInbnvixEcja+JR6Qe+mSVfIcokWQH56HeX1kXhpcKfWP9TA8uYw9vnb7n29Un5imT84qysYhXgOdCCYAKWKVy0kSPzZeE9WZnzBHslN+ZYU9sS5zRdkv2nJXtjnDRgSxP/UiY/nK9jRyPAlUrrNvh9OidR6sbnhNRZw1SDt2RrtS9lSaOtViG5Nwljt23/rauLQmKB8/cvpZiw8RmBM+XzD+V2bV/q7RuV6w/+C1ddjcVmKwgBXu2bRkvyCxdFb/V1R64KtRBLIqUP51enR66+Hv8PzgGWf7G0CpQO371H89OTa21N6T+Of2KfoWxGgwL0SWm7OJB99jMkP3PrjRGqBdvEMcZIGuJAjBG1RFQh10wHaImigJmZwrSZD0v9+sj3skeovYGl9wqVXDG764/70TY5NXBjmLk5Ehi92FWLZMu4sGXSqbnl8TlmR0ZmprzNZaRI8ImZk+8OPUQEIuxKPO3hat56zCyAcXLf7eLC/AL2eXSxWH58E/zMZypr5UB+KlMHdzLjuiNTCaS9qDXihn4byy8E+oNi2dJE52Hme9fPS1SZOjojTjVrMDO3qS+lpkG1WZiZh2mA4rY2p2pi5pGr8qUcqUqD/btL66VH6wvlO1rMnMzRRwwkz5c3FspFxMzz5Q36uzh2kb1l79358gaf+MlkjlVRfmUL0BPR7Hx54297Zd92Zm48FhVFm6zDVkmXDid6SUV4qUtJfceUfpYeMebAr2V+iEmmKxWDmXFxDLwqPdIMPeWwNdxCGq3xxWJqmb135UCQ9Q3BzNaMkG0eHK+0DjPXpFEKYdEKvOKzAwmUBdQJ+FJqmlEqosbkvIglQCE41UXs6FhLMXOrKdVg5p2Zi6VV/5T6xKLtUiwczByCMUK1YGFmY4yk/YW9MK2VpCoCzVDpkWafenrpCbVENXEyLdCpmNmnvqJMVm0NX29whqu2Znxu1ebGgNHck1U0cJOAswESFsoaQzMzO6yu7rhqvVeo1DSXkSKhCcy8+zKglHtnU9vj0prGD+27Xczn89LKytjs64NKmUKhIL00/eeGTom9bV4dINXM7DBu7ffyfEBoy5PDJ45+LlfezImkR24CMydePXYz+3OJlkHMfGLqlnhvX+rguIS7lakz36ax/XeHHloIVvtIAmaxP70zM1xZtap0RIpyr/k0jG9Q/wYFlTP//kJPz2tHcrnchfde6OmJHR2jLXceZk5/xvxgv951BB0psGfJ/cwWir729Uku2CxHKugkzOUdmcr4nH01WQMzC1ct+q+mR65y3CtApgCWDsDJEbK1mn/lZAkwM9+oSp2prFGTwx5d4Y5iPhPBAr019FQpQ1roB3KgjA3c8hag4vAJ5oD6w67jvbEEtiYLW31YngTDYOVAdSRtuLKq9ESicQbVZIOJ311al5A+te+K9Jn3sTKI1r4e+AbVVPzirFwLFvi+hq3WV3cfwQIln8tYergv9dXdR+gX/fOfj2FrGFnAnlL13pf6/GY55KC4Jv3M3iZfMrz/wMSzhXIRtj5xfGGk6ADh+PKBEPK8/bd/YnNEYmaJr5Jv36hkpQPt30630M/sTaOUQEHdv755gPVWi5lh4uy9e+OxJX4Dy+si8mJP9uri2uhiEQSMbbSd5RNtTzY9uSYpZZZ0a3cHcBwboBQmEUwWHj6T3HWb7yf6prRdwLDPfoaDmUMwRg7MbIwRW6m2zhiNz62irqAmzM0YfX6zHIgxipSf2Y9mpkOg2CNYHfHYOo2tYU7a6+dZmE8fW56J2Lp4Oj25RjVwyIDTTf1OwxYVXyIO373H15kszg7N5a7bruYyUiT4xMwSEuO+VPzQX6eY5/n+tdNypYVlGE62Yebrg25l1I2HWKI3ns7+XJqZHRaLaXxjrB+OHzv2JBIi4tpx5pmUtEFriZnF0l9g3XgasK5jmyfxyskSIF/toycbJVhpiXZ2ZsY2n/s0SK0rFixUbx4n0xaCQsvQDkW2TaVzGYaVXz2Sz+cRP2ODnYaZxVI+9Zd/ZtjclOHZUn9ZmBl3AV8fXJSYOSVigThIgMBswN693piZKE0J/Fio9h92Hf/q7iPLz1wLM/fGKMJh6PTxylP4XVl/vrL+XDsl4RH9VxZLHTx4EFDEyvrz1aETiI17+VwmDUp27b0L7axvCIT83eYm5CCmwhzomAdmRs/2S6lp4ebieEZiZtSrPMGZM730xKmLXkpN83gqwMz2Wnyk5OCSR64bva6OxN6dGQaQdDext2ixEixmpnLChnsiw7ZN5UBzrjLponICIoEgk5eBoPrCvn1fvn8hL84mSMws1jGSUdwMMfxM1zHNn2eWWyQsCs65MlPIBBn+dN+Xnw4VkRxKo5BSwMy7LxPMzCgVmHn3ZYKZOZgEJLn7MsHM7U0pYmaYLC+lpoUHzDelrbPpW9JyGJg5FGOkYubuM0Ywxx+vPA3QGMEpFa0xIpiZWBy5t9g6Y9QiM4TaG9oHCwggH/6lbnMMbFY08+OVp1TrOtNoj2A7A2xNMrc+vSRsDW5fwutoB858m+6NMTTUUj9zTRKebJQUQwObAjrMzK6U8mMug8XMTZLQKGaOJbYnTiix2fevnYbNg323izbMTEHS9UGOk1nItPQzJ148fIcVEccIuWtawOz+r+4+mpkdBvT74uE7C7fOsiV+/NBXdx8xGCZPJmtv85qbtQ6hsTVxXwritCVmZuJVLpdXJzhsiLHFt0j3pdKTPGybRHG7Pfpuc1MuvpkDaksMm/Ol5UB/KOJtPk3Fofk0wtrmE6OHX+vp6XnhvQt5wM//8t6FXA6a7TDMLLa69mRHZqZ4qIUAydKS2TBz5s/MI00xs0DaPDybz03m1WRTzBMzo7q3ADNf7mPEl9xktZtYjhLlI4lvuQcY/cy4GgAj9GSjBI4L1qXdl8c2GZBeWVd3suS0lUg4ljr/9OmFT1j09bmhU0AO7H+Jub/3LlY5/5TNdImZ7R3mTjw0hwKNaMPO5e6ApA7aEbHBiJlfSk2z0KyRq7DDyHad5YLvq7uPGDNHrkJ0wKm55eklgZlfSk2Pz60iIRdLq8zJzMfoYkmceRZ4AKL0d2Zgp1/uAXMZkI/Sk2tgnrVoGTJbtFhpKWammlOMstz0xBEEkAnRDbjBAefqAWKpmJl+vw0Y6Nj7Dxkz28jku0K9e+9Wq1Wk0UNKGaWO2GxQCFJd2OQ/ZI869BwJaZJSxMyg1k7NLcMc8U8p7UAHpEPAzOEYIwUzb60xcgoGWha0rYEbI7SSdnMjJ28QxohhRWKMpJ+Z7cB6GyMrNltanJrGyM0StcgMBY6ZnTKgKGQR38THBYPhUW4VzAwQqZcbmtAwszcJuDkLmLn0aJ3cMpPojSUhUJHCfnFGw2EuW4eZGyDBJ2a2nWeWlIvMXDF77euTu/64XzqTBR7myzgRmz0zO3zt65Pk7h+KmVmahmr/deqh8LfsvgyYysJpsBFuOZ9hwrMWrDJ2h/P9a6dFADarlUovr0jMzEAyg5YUGMN6wtH+wfGKkADHowMTz6S+M5jZ1/XmzeNk2kLzUJm2cOS1np5fvPD+hbyFn/njDsPMACkhBJem5dKwBmY+MXULd8dYoObODGIzjzvAUN0DZhZ/iglli0xmeBV/7Zj5TGUNwjreHXqoxcw4GXvjh3gj/fuXNs98m/50qKjoR1ky9feZGxyOspKszZ0ZgYIkfMp/y5qCHTGa1mDmvtSnQ0Vcwa+sP/dAI/TYs4gnj7GobLAxEjMzzsC2AmjFl1LTdtYhr4Tzk4fOsrQVOc/9ybiCYWyJH3r12M0fsgVmscCHhgwXCeZIlJEF/BW8yld3H4W8WAkHMwvAzPdNQE5wEBvHzLD+i7FwZWUdE03MPF/eWJ4cxvNKb77Hrpb53aV1WAqLu776UvRAh3UzVl8KYtTbAjN7UPpwXp434YEDuJr3SamiZNr9zxAwMzVANB2sMfLGzHaN2pnGyCdmtg43NW2MpMUJ1Rh1BmZGewS3t9TEzPcKlZs3b3EVrZ6OiQ7gtG7T4GsM2EmxMLO7uYwUCY1g5lwxy5dlzPUk9gjjh94ZyP547TLiZLkzTZzG8UN7j3+Hy1OI34alKnyPSrqdWZU6MXPC9VSzxM/iatMYQ9cUJPvDzIm3v19xwcxsJS0X3wYzG8xcgEXSzeHi6UyugQVTCGsUefIQsRZP8PBs7TIFtjCpn/nU3DJkbv/tn7bzC4EQZHpgZvSOQkCX6zJFbnjrzvmwfS55vhTOIaux2WKecrgLh5B744fAv4oOZ4BDctqmvtvchOiyf33zwPYYO4tBG5HF7Ozi4dkSM7MWZFQ2q45wS8XM5IA0pU7eVcZe8VJqOgjMzKKeFMwMO9OZC5fY/qa4gYJvjrhjZrBnZ75NK1W0sLlFi5WWYmYYqdWhE0xC+tg40rHDp2yXQR4AJrHZ4s4bvZ/5LL+emp80A86gpyLwe7OVCMD58obifaVECdmW5wvgEZRXZBIpRe8riBCf+/Kgr3SqZ6ceQ/6WR6EjsQ1TCssPcIMgZsa1nTelDej8KFdpuT2SB/6tTVJ5VihYY6Rg5i40Ripmbr0xkpg5YGP05ns2+6UYoxaZIdTe0D68FHXCvQK72wV/G47NRosD9gjvanHFzHDbCF+8Sb2UUHYtWwc4UdNqE6h+wayI9Z79gM9HIyJ+jV2bwk3w0Rm2v6xsMUeKhEYwszzDzPzMCG7z+bxIxxjopZgZyxQKBaWMG2YuyNhscEGL/Yndl0VsdozFbLs5lkU+eKT5PTcsh1yj7YWZZZy2iM1mkFr84MaP81G5XIY199vfr8jiHfV/DVbLjQmfxQqB/lAvcZNpy7fc0bHZcv7aQWCMwSfnMkV3BxgzgQInsP1CtovsCzOLr0MxR64IKl56cvMm3MNHtvZrYeb58oYAw+ztDDPTtT48st8TxijF2FosLC+rYC2gm1cclgbtwVcVEqKr7GK1RMS16AOWVC6R4veN8TvMXJYpsiJ8gktcpi39zOzoyo3HXrHZAGngXxmb7bpMAbs+uljErRARECVjs+k6gKZHZqawirJMgT9btFgJFjPj6GNi4Qq31i5DM1/ekKPDRFTujLA03hOrwcywApBHmp2LgFb7mZE6Z0KIutwCoAUWxy4yi8yvmqNUi3jLPiZUIsKfq4t718+zXXK+LyC1iurlaC9K+WIXTjcI55jAzL4pjTIAbqBvrcbMUmxU7Rq4MVIxszFGLhpPTvxGjBG1ROQ8c6jGqEVmKBDMTJWtW1prj1wxs/TNfn6zfPOmiP5Tdi2DBZxu3XbmK4ZGYGZ+fE9uprAvDbE1Ri1zGSkSfGJmRaPxP/m92RID0wIi7hp9zh5l3DCz7g4wEYAN6zbbriS/NkwFbPLebKWk5ltTJDYb0a9Sy+16sF7nzWEyp5NAs8rbOkGyUj1QyFxoEidb1ZU7wHiENj7tpNhsiH97KTWdnXoMoAixkMTMdDqztP1bU8wEkpLsT4qZ5SOWT40onLxlu4mOX4CFEoKqBfgl0nBvNsMqFgTlmBlyUGULky8iuouwmcXe6IDiEpQSuC4bFOqeVwH1he5feqJVdlj0iriLrRzomCypJQ0+msXvypZYnVzCZK/Cu6S9AwwOk3tgZrLNgW2KIHyNUoXrwTQuaFalYzCzdlyc8mZJEYiu/NYUiLeCmaX8I5NZQtn7jw6SlByAWSBEEWeo+NaUPCRP8x0fn2NkOm+gaS9KGWYWh7fFQh8ws+2QApcBN0obwKVRrtJqzGyMkTQQ1qcT5ZQU3zWMsjFyuwMMjJGERmIqCcXILUvrjFFbY2Yy9Jb5gC9x2k608WMj8HFj1Xa3+DAwLrRqJhTMrPnWFL8Qx4+5jAhmBhIaxMx4AViumJVB6slXj92E9eXrg4vS8DCf88zsMJaJH70NZeKD1remnLHZhULB41tTpz76GFfe2xLnlE9JWQht7kfra1WxxK/2nhtd5Mee5c1h6eUVVtj+59xsIf2Z1b5Va37B45F0gLN7v8VbmgOWFhUd1040MTPeld3h35qSsXCvDy4iZoaFS++erEZ/xQ/hl4fkwlGYQKGsufr2i5mXnvz0YJrO3+2JE+9fyIM9kKczLGsBa3S4hYjvr7GVvc148K8Xiur4yeKRq+QKg+TLH17geiAJ9zaRwvD9BtGmwEV7stNLT3BP9PvcMvneA7ujeHrpidgE3JOVHbZ6NY3uC96O9a7SD7z/GtKs1njj0A2OVUT38EMdL394AdYovFn2tUaqBq8urhEvmWaZMj63mrlwSUZlM/eg+I5OgZ1b/vxDW2sXS6uwn8Jur8BPCfal2PeTdJdmZ6cet2ix0qSf2RoCFA+SsB8QEKOjkzfrOknrS2nye6QKZtaeD28pZvamUXkqSEb5FJIpZdiaO8kdXzyAukyuRq6K88wxlo8Ry9Yp31gSYKQSVhcsZlZo8f6zYUrZtOIre+YrK63ARPBJaZQBcAN9ay1mNsbI0kWdZoxq+pkbMEbsK7C1jFGLzFBjfmZvBeV86mqPpJygToN4Mdi4FN8xiSW2Jc6lJ9cUDdwk4HR20mcOdtUqbxkXtvyAr475MZeRIqEWZkZHW52JYHFRBwPILiQtWNmoUzAbLN5JfmaKeWA56P/f0dIKHtrxSORzmW2Jc/Rss0dh80jLAWWTXlumyUzEA/4FgAqPkm7RYqUBzNwkW6B6YzKscBJYBJzBVVcg55kDobFhSp2SYyiF3YEGcGmUq7QWM9t335S5U/NPY4wCVALeTbXaGDn1Sc3RV6wP/tkiM4TaG9qH19FOejOwRU9pB9w0cGOAs0UddjwqvVEAACAASURBVDbbdiS0B2YOFmWZ1jqJAw2C4DqrGcxMVZt3OlfM/vffH0cfpndh89SNA+jVPzrDz/zIy5bcyoeTj0sTZ6JFixWfmDlY8oOSYbd1TAPe12AJxNYMpcgKnwnvMY0yAG6gb1HGzH7GKyjx9vOuDi4TQWPkNEB0YirGCBGvMwE7mMq/V0aX4Nc/4Nzy0afkI5nU0GCmG+w3JPjhgMHMnYQfu5GWOsFvg8UNZvajTUyZADmgfDo7wJabacptpbLlsdnNENW6um7rGLqU2ZJNgcBJNpQaPzMuyjGhQBe6WHdqksBl0jQYFAciaIyc8kNVkCJ4KJDOhIKW4U+DmYOSnLraoSOII0VtJWZSTVLXK5ovbDBzN+LMTqK5QRBcZ7W2xsyK/TB/Gg6ExgE0cs6Ez8WKE1KG1vlgX4QcAMLRg9ExBCK7upnSBny5Ua7SCj8zyolJGA6EwwHUSM6ETzOEFcPpcJNvwd56AM4mX9Hq6pElwRUzf2B+DAcMBwgH6Mqmv//oN9+k8/n8TGH2pwfT8Ds58bBQCOD7zHg5rUkYDhgOGA4YDrQRB6iZ6IB0G3HedNVwwHDAcKDVHHDFzHX64Uxxw4FO5kCYfuaew3fMr+FAl3OgN5bobA50PIE4fF1FaQfgZEpC94wdiqtJGA4gBzpA/g0JOJrBJKh+xPQHH3zQJADqpOhfQ0uUOdCkoPqsbjBzMOrGbAcYDvjjQAdYeu8p0/EEIvldRSkuojoj0T1jh+JqEoYDyIEOkH9DAo5mMAmtZjeYOcoo0fSNcsAn6G2ymMHMwagbf3jJvMtwoAMsvfcgdjyBSH5XUapdULVvZveMHYqrSRgOIAc6QP4NCTiawSS02txgZorKTDrKHGgSDPusbjBzMOrGYGbDAX8c6ABL7z1lOp5AJL+rKNUuqNo3s3vGDsXVJAwHkAMdIP+GBBzNYBJaba5g5lwxe+Lo59tjCXG6On7onYGsAjb+cfyT3lhi2/5bkI8oa2Z2+NRHH8tj2cn40dvwaLr0Qx9rMLnvdhELF64P8rf0/3WKXaeEPwtzP/LCsgOyJ/GLs/JR6tTc8sL8gvN3brbw9cA32+OyLu989ucSKymaFXXnZgt/6uPF4mltAdr43GyB0rXjiwf0qUl7cACHNZCEIoct+tNg5mDUjT+8ZN5lONABlt57EDueQCS/qyjVLqjaN7N7xg7F1SQMB5ADHSD/hgQczWASWm1OMXOumN39ewk4JVjtjSVeH1xEfGKViae/zy3n83mEQ8d2q3VfPHynUCiEg5nnZgsHd6odYAA+nh5dLOJThr0tCJ3ojaXSyyss59ZZhuF5YQUE/m2v2mzs6BiUmZstpD/7WLSpg/F1FVPeG+yfPrsa7EtRNgJJoBC2NGEwczDqxomZB4rp5RXUQqMTi28MBH4F2vgbk2uDl6DZ8e82N589q7zh7EkjOaw17Hy1Wn32rCJfVCcVA8WxzefQwsHzk/ZO0v7X2WwjREXiFaFZ+jcm2QC6jNr42zcqMC6jE4svIjPlYMHQW+IkhfnZs8rkxEOrPFYkidAIpDPXm9j9S0KYtZ131HVhDqERXh0upWyywLiUy+X9A7cp+SKtG6Zf3lilExnSg5fuuOVrmj18pzeWcDbS1jnhjt1Wax4pGDBkxhg9e1bpcmO0JfLv0LRiXtSbvyXqV29E5MxSLaObJbUbkXBHwcWCyK7WvjdbgN74odOZHIMluYyE0MwbDEDl/rXT22OJX+86An5jxMzTpR9+Q5zJ4Ivu5bi6Iczcr3Em233FCrqTiD158PwkPIKuMti8J1sul4dPMPd47OhYuVxencigL31HpsJyhk7g0zL9eXwTnOQHx1kxaKQ3nh6urJYrU4DSoQVayZb2WcxWJ+g/fPdB4WqTfxYC/WkpVMbGDWbWrhGbzZRqiC4rnz2r6Fe6djXq/9VulsZ/C+4lVcwMoLeB/nt00uORe8e2evXZ6GAhRSGZyUuPQPa0mBk4bwnn5E+ie7IWPJKYWRWG3L0xJMeZCIlAOhCy2zpix3GtI+hFYqEFR11X5tA38nSYlCq9kkNDp4N+mDTYeGn2xcM6zMzznQPaYzCzY+i1XIpopjFGcvg8LI7Ho4gOqySqse6FqbtEDx2atsF8SXiIJLgZEb3KZXRJYu2WlKprlg6RhDuuFkR2tRZmzmUA9L47JOAxwObX4/9Bw7M5GE7+5Z+88O7LDsycePnzK9/nlilWCgMzCzjNwr8pzJPYOHWmsgaomODn5Jvv7e+NJV45WSqXy+BMfvv7FRWtCsycePXYTYaT8UeiUBGLvjMzXFllr8PI8L4Ug9m6YuXK1Jlv0xK0J98degitih72pQ7s5yHufazb986meMmk1TeX6mXR1dRf/pl5CyLPtX0AwI+E2BOUe82nC4H+IKxtMpH59xd6el47ksvlLrz3Qk9P7OgYbdBg5sZMjmctoWGJU0vu8IlVKSsAW93g6yuXy9I/LB6lJ9fGNp+zlfHAnR65l1mtVqWLya7EGQxg6luupHXtW17u8YPjFWhqxxcPmD9Zs1bmxsDKHweFy8GSrod8CY7+5K/uPuKuSHsnl2ZfSk1DJ3d88cCGZBQYI42iJ5NV89MuhcMwk2SVrIWRQlS4aH23uYni98sbq5qdHbCpkz/hmEox0w9BGARSCfEmls8dQeClR0xELalmMwuEljjk5TxyMMcpYCFSKnrFN63EtFJH1s8wXXqkGV++wtPnSz4bP7Nz9NskR0iLMUY2i9P1xihE3cXNhEbTNpQvNVKogNPNiLirXL0lJZ0H7RHiKLhaEKur1iY6SWFstvDKxtMXctzJTGGETIvAbO495n5d22lk6ellR5ffGcgiXJKYWY1w5mjT1kKhUJAHj+2Fd19m+M3Dzywjq8XhZBkmLSFr8qORNYSUZyprHCEzbMngKIe73GPMMKodQrK/SGw2w7fAvCcbJVso+M5MPmf5rgWQjqXOP32qFBvbfH7hEzt1HLdXq1WBmUlUfG/8kGyK9RNWM9rqrKMS3ltVbNTJl3Y9Zs7nMgwrv3okn88jfpYynjeYOfilD5gHujRnulJATbrqJZqpKpfyepyplIwdHbOtAHSY2ValWq0KXGprv1wuqyhCqPUamNlqnJOpbGGyp7xLtk52/TIlLDMpJO3gTXY0QEVWcgtc5ysWsjE+x6J5Gc6EfRZYGQh5Fo17RByEuA6wppUrsWSZAh5XQriOUZxYUka/LxDWUMq3w66ZVClvTLKzEuoQ1B4mNql1pLnly7cbPzORouDtRUsbN8bIGCOdgEVDS+s0MOutW76lkULFzISBNiPiqnJZ/6vVqmpJSTuRsSBWV2v5mb/l8MwTMwtczd3LeV7+9cFFxMYzs8PJvUkLsMUPwaVfYWDmKyn2XrzQS8XMCRY+LVy+ySO5HMOxHDoCVD4xdYsFYHPw7MTM5cqUcPwCmu1LHZh4Vq1WETa/NfTUWjHz1OpEhkd09x+dqTzZKP3PtxhehWLC9d2Xulhi67DlyWFekqFriZnZI5lmtdBbzspAVHlfKs2PckmczNG+xMzgOZct8EfS3W05qzV0sqzmfcu0BZSNQBIIa5tPjB5+raen54X3Lgj8/C/v4VaRwczBr4FAkzp8pyT6S+gpsX4dKMLhYQ5vxCMJcW1GooeXRC8faZCZGcXPXK1WoX0RnAkLbr6EwgW37ZFNoXPMbJ/nspajh7LNg+cnGTNlJ2FN795JESykAXW2ntg50P6PWr1YQYbD4GrYy+VzdGIRNiUtbMxFiI65lDSNMGialUPTagLphK1NrOwVlJQ7U0yo9HVdmaORwzAptajWoyChAejwKTsmgLRlPItFjlu+9UaDmaUUUZ60R9oYIx5+ZYyRIq5h6i69pnXTwO75W0gCvNphRNwso5ovLamldaHBMEfB4p7NglhdrYGZ/fiZxSll6gjdfVmBQ9e+PikCg1kx5kaWmLmue7PrPM/sx88sTyP/au855l7mh5zBh/zOQBZzGHDU/dy7fp7QxSCuEzM/2Sjlc5lP933Jo6kZ+RrMzA9OWzsLgpmspEC53J9McfL6hhNXS6exqJ5kceACM/O05XY2mFkPsY+81tPzixfev5C38DMvaDCzpUqCWhj5W6ZQNUo2L/9/9t6uN47jyhsnsB+En8F7ad8ZcPz3xcPL5C54sH/HkUMpToAAIbxAsmsIWksKbVnBwpBsLbwxo0imsY5Cy4ZEyoZXsjeQTFmUlhDfRFniiKPwPRy+iBLFeVB1qk6frq7q6Znp6anuOQJh1/RLdZ1fnT7n/OpUVQtGqtkpWtiZ5wfmjs9swLAl3oiuSIogbJ8+ZVQizSJwZrNt5FRI/MCSQhSu54QHY8BBmsusUy2VBFrlbmRAWtLvgpAsCKMXhda6SdkXdKzEQm6hvwi7UmoTSmaqkRF1O5ySyWcYvrRUqzFvrYD6KUJnkghLrz85M7S6qYR13esCJ1SPUqTsJMWn6/GpKPUVgMR1k3yjIwN5MNZmH6HDhzJnJlDkzFiBPkf6nZhl5SxQo9gZ5ayLG1LO7GxXrKW1uCrX9RExsxMh9GjiRFwmN8aThqrKdD2z0mrDg9CmkpAgKOLc7Ola65mDHbMpZ5asuBT599cP35a8UfDkLDhzgvXMuNEX8FW69deLP/1dd09fzRxstVq9fUmtLn7nzq7BmTED/PvL85Pzo5g9Ni+zc2aZT4ZTlDPLcgLOLBuv1zOrGeb0J+eZI8SZOXN2jjA0jIc8jfLYesIUmbatVCq9I8F6YIhvSNxjyTNr/qwTUA1wZj0XNAwdFURKFwnLaIbT3UjmzKgbaRVE1wTeDktGxKz7C9cnGwlJ6G4SOoeaZ58YTEKBrEKZpMKKkSaNAGjjueFJJ1DJwAGIspJU4y/XY+Pi8/Bbqa/RHWF0E30l6Y2u4/Qa3gPMQCNPP9kZyX3jeQDXUNqsbJfDSq88tFtg13FtwKkUWYkgBmejTiQ6amyYXGyqy5O2YXp5vAfBgIEWAs48PR2/bzYmouETU9P6ejU9ewRmR7/70diaYNBXz0vSmBVnXlzSq6md+2aL5LGevdzdo5KxOp0r1mDDztjiMvJP5X7lXGhxOJzLpTuHqS21Zfr69iWJRo9aIE0v008Uk6vJc0QR88xqOzGcLk7Yb8ztum3qocZP2gbjufQnnVndfLmU6r8I7W38QJBbhrXNPDdbR5Zo11ItaD8RcE61h5aeGqouUPuyROZm0zwzGNzZO/e79D5bSIbddFTUj5epVBI0Ro8yQpYYKtetomG3K/9syzPrOnludhItaqWn14pHfV6wlF33byiMnoGlNyICALqolFZVJY7rURsxUqP7GrNSUZFbKaAWQby/dQgr3gW9pxfsvWeP2Ga/V7uCaRACcGwWIytJpdTRDcyMJsV1kzIIwdwQda/rOMVZlHkPsKie5+SIfk3YGZFJv7LvhI9DLxl2pqb+56Sv62h2VrZLq5/hklzc2HW8vZwZvR5xIsKWukyuy5MaFlva1exUy+pBaFONPoKflDNPTw6/3PvbyLRhsWX09PQ0TMx+4dj1gKnAEmg5PVt/ayo8Z7gl35oKP0J+PmppcQm/wGy2n255pdOt3ZrN6kXOankzZY+qHNBs8lxdJxBR8cTeoaF/l5tdh5LwiofTy25ubAU/8WJZoeLMUIZ1y/AgwpnDe5LpJtkus3JmaGpoA/CwzM3zZFpDqpS5FChekyVjDzA5Qxur5LnZLbFZQEvCNogwYZsj0WG6OTcbjBqpynDz4ozwKDQCUKGwJjaUAIcenXgPMOqMVeU0/oaAg7QRtxwzksm0keqUbj99RJHLWQUroRnyYfUgyMs+0xol9YT2ItFJelitw49EAPAqZSYgfXPD+VKHmoEMAXlQaha+1wWORSczlDTSNWp3Nypp6NXG7QwkSvQyKojrOL1GlJkzU2XLWZmdkWZcYWIcUv7AhemLc9bLDmvskiJD2xUYE8PSYtvqPQ43ZilCoB4hJ+IyuUK1qMe0pSWUXUUQWlyINIl4EGhqjfXMwBkm50fPHn5LL8fte/b/vgcfmtITs0XeGNmFns6t976+ep7uAfZi32n46FTac7M1UdSEs+fUFPC0hYcl8Q0n/NpT77u/GhydWA59fQqzwUjtokfwlCos/A/dA+z/O/J5UCeso5aceWJ5XtPm/n0f3IVqe0ceikrCly08LA39ewByUKHeyUzUr1doi7LeMHxodRNGB+y3hy8z7jLaYMqod01L97ifnBn3yuZvTbXYKgW+QTxocB4+6QT2aOLOstqFWPg2RTuPX5iFfZgm7izLibLBKcJI1Xeqdnc3zg1PhrwLBkOz3+NnnCRPVvXbOLN4xNCq2FG5Uqkk/tYUFU1VTloozj57bQtkgXYi1DFhSvClH/UdI/qUwpYz8/QhVQkNqQgdeEXuqhjaH1sqLSZgiU4GC2WNzsVepoXMBKQPjRcW38SQUDrKDN/rBkdfj8/NTtLIwJmeTh+K+3E9s9lNYCgigwXhpHrcG8ecGTs9lwV2RvLlZWeE2pud7SJmM2Jplc2p9zhIka0I6gud1Wo15ET0FhJRk2v3pASNTOdmOz2IcO7Q1EScOeDDiUvp8qJ0ORvX1l4E0tWNxCrZ1IWcZ0YvkmHB4LRx0WrKrZLR8+7uBqzGAV/lGgRN+dFhb9GxlWfr6YlqDc5PLM/roRlyPO1+aZuAVJBMhO0oSUNpk/z/8KLvqMa2rczOqIXG0Fs3VwD9ZxFS1i6rVQ/NzW6Ia6TLi7g2RsCFQEPqWfdNzJlTtjuJQp/2hSm2VaDxU23bgU+Rg5g2eXoxucCYGtCinm2TgFRnMhK2oyS1BlT5PehB31GNbWOZnVEbwW/bowug/yxCyh7cas2ZM7sYGh/3DYG66W9DNzBnTtnu+M6Zg6k41Wp1d3dD7UOWqNltc/Dt6KNWCVsATx/fHYUXEMXvKEmtAVV+D3ZO36G6Ogpt5MzsjFrlZRx9HTyuAPrPItTs5fousFpz5sy+MUNujwuBhihw3TcxZ67PrDC3ZASaQ6AAnj7+lSm8gCh+R0lqDajye7Bz+g7VlQuMACJQAP1nEbA30ylYrfm/8D9GgBEII0DflBMnTn3yydD09PSD0sPv787B3+yd+6VSCS779ub8ueFJekvCsrnBu97Tjo8zAowAI8AIeI5AQjufl8s8R5ubxwgwAoxAlgi0ag+wuhN5fAMj4DECnGdOZ4iuudwjt6FzECjA6Hh8ZxVeQBS/oyTNCxlO2M7O6TtUVy4wAohAAfSfRcDeTKdgNZ08N9s1E5iP+4ZANkSbOXM65oY5MyOQDIECePr4V6bwAqL4HSWpNaDK78HO6TtUVy4wAohAAfSfRcDeTKdgtebMmX1jhtweFwLMmdMxBMmYDD+LEcgGgQJ4+nigCi8git9RkloDqvwe7Jy+Q3XlAiOACBRA/1kE7M10ClZrzpzZxdD4uG8IMGdOxxAwZ2YEfEKgAJ4+/sUsvIAofkdJag2o8nuwc/oO1ZULjAAiUAD9ZxGwN9MpWK15wJknh39i24Xo5fPL8VylMWY1V/5mv+1xvSMPlxb+R546cXZhNVReXFriv1wh0JhuuO6K18O0zvLc7HTMjU+sjCXyGYECePp4eAsvIIrfUZJaA6r8HuycvkN15QIjgAgUQP9ZBOzNdApWa86cmXl46xBwsd/GjqfFiuPrYc6cjrlBzjw4P7S6icZn4s7yK4PBRxFTetbMK7Pb5y9BtTOf7e3t7m68gg1oqiC+1akaP/t90NpLa+rgysPnmqqfQpFuy2nNXpe98vSvzIqO1boUxm1wfmrvKWqy0jGt3pO3pkA9Xpk1b/dKQNThOElPzhyf2QBJg8+V50/S4OUNpDDf1plfXNuAbp24s6ze5WSSoiYUo+CnlqK6plDQ3Qr9xZ7IDWkneqKM9T/W/Eq/c2lN2CWMOrT2+uNoYkXw3IPUcA3PXtuqVqu19s1WeeYTf7p3P55UGGcb4z86zyweR2sw+RvNOdefYq3wvzoRMPGvH3NaA+3Z5suG4rXoJ3NmtysNUwgz+rSdDdMMCFZ2dzeODX6X4lNibbetVUlarq4JbCvl4fBEIU6anLnJpub19oyDlTjF00Mhds6sz6Iav3LyhtCElYe/uLaBFHpq76kxXuORgKj5WharpIF6g6gybsubpMGbC0IE0SeCAN2nTsv/1SMpva8AZR+1lPRU3Gub5DL2RElQ6uBrMtX/WPPbdVLkAJRJ0ZzZO/MbK4LfHqS2a2iaMys63f9Pb7z3ophQfeLc8OTk/OjpU+/Ln33dPf0//MO3SIoePLxJT/1qcBRPYSGOM1OeTMuLSwsPSx8PfoIPFRO5Nam7fWlAH+/r3j/w0dja0uJShf/ViQDimUoBuzuVQlokefifn+nq+tF7k5OTF19/pqur59QUrZk5c7PRSeB3lW0iSR7tDBTVFBfs7m4cvzALqZ5KpaL5hjo1NLs9tfdUEJLBG116qLVarVYqFUm81SOIg6Fj5Lb6gyy3GgqtVCr7Prj72d6ejQCrGmYWxLijJhjiEeqJyJktbbvRddImhU7iRZ6bvOV5pcdW1co0WAmUM4Ihiap1R4euefbaVnS4B0IZPPXstS3MA6CwvgiIssdLKs/iG4ezNnImqXwflT2BjA2+qojDSf3GSdvy2d4eXJ9Q0gLwZCqCd1oadFPoNcTXqp6CchPsiUL+lD0R0bHs9D/e/MqYoVqtQsiBI30JjVI9L0UTr1W8CJ57kESuQYJD7SOWa8zNPviFoBPmUmeRHP7DwT7j69LPnbwB1CjmFHInzZnDlRz8QlA1ypNpeXEpWnPPqSlxy/VPA8KslkkPDK1uVlL9h6B5VUhVxEoqVBkrwe5OpUCZbVPlyWHBlX/43vT0NPJnrJA5c2pmFwyrGaoqGmlhvPBeETodvGgrD58fmAuYqr6y59RUMHe6WpUORsfBwh2qUCmoR11jnqpUKoK0m00NSO/xb+X0chj0lSOsQzASrFsbbZuc5xluwMpDo8Hh5yZseROujoQIqfVy03VmF6zENVWpJXS0jTOrroRQRpArOfgCoQzkmWHkJTqHwg8BUW1qSQoJBJLfgJGCHEqqRIakQXQso0tKGj2eUNKQVcn/D8+0FNU1jQJ7IsMVsieK+IKs9L+W+ZUDGccvzIJ1MjizH46mlgj58SBO1wDqYbXqdXHmF45dB2px++tzgqP2vntueFLQoavn5f5hcqL11fNw6qOxNTgFG3oZc7Ab4cxAjHUOWVNrwY2XvhwQBL53aPRvZSRsqeeZrQC2/WAl1X8UvebLQgHS+4e0tvnCxMkfdXV1PfP6xWngz//4+sXJSaiWOXNqbCpsOrFaEZKqnK3iISpsHZwH5ikZizqFPgNvFwV5JU6WJhUKlouZMeTMUD/YR0WM9VAoMJzQqZA3Ve5h3wd3Vbpbzufc3d3YNywXfEZpdqhtESninpus5aHmpRFQtrvCrIKVOKxQhUATrJzZGBbBydiwXH/y1pS4V1NNqq4+CIjtqS1pmEni9TjLIy+SgsjQfttw2A2ISifuLAeTXGASip4zEi9p211/ug3wSktRXdMpsCdCzowGij1R2PFlo/9oTt2ORvspQ2mTGaV03pcwMkadtUXIiQeJcw2AgNXCRjizbT2znpt99Lt5RVf+/K6RZJY/+49+N18akfTV3BNbniL0SXNm23pmmlumZSDGtpqXFv7ntf06Zd377q8GR8enFpkzV+r/1zxPpjWQDk+h2DxVpjW896Ourn945jcXpwP+LE8zZzZMZOM/DaOvDTHaXJy6rOdj3wBHIimuIqvhrN3M8wNzx2c2INeXkDOT+bSClKro2WwbOaXbKQUPODNQ8eMXZkVme+UhNJXE4ta2RaSIe67Jme0tDzVP+9c8H8wmWIlTY+LjnaEMhCx6WgHMbghTa9HX54Yn1VI0MpjSfgFRPZJISq7p0it+8ycpiiwKM0Orm2guAk2Al5EERpFr4vqU3FeEokdaGuq7NEwcdDTSRV0/eyIyxkc9YCd6oiz0n5hWp6PRymnkmQOrJYc/2uZokohArvHegzhcA/SC1a6nypn7Xj6/7ODMfb3nQ6wpPc7ch6uab3997p1jb73YC+RZsPT6OWPcHVYA234wrsX1n6OMt/lyKdV/lPE2X2bOTKxwGnEJ2nosJJsRR+PUOM4s87eVSqV3RM3TxhtJ6GPJM+NlkIJujDOr3Z7kKqOpvaeC1UMcBtTI2bZmObMeTaABTWs6C3st80IWwUqcUKKPLGY8EmHT94Uoqu6OS2tVuYJgau/p8Quzn+3tIc9st4C6hZhrMqQ1JAXF1gdfma2SsRtZVQ4kFTlkMbJGpNBzWxANlWeuzn5Pl1Fgr4nujpXUQDHvP73RUtJBca9tPZexJ5LvfuhFDr/mIecYmatl96Fp9Y4f9bRe/+t0NGYHaYWPNUrUSbWgnEyEcMu98yBJXAPopNWmN8aZ1dxsuRmYSYtgbnbPCTU32zytfjfCmdWiZbW/l4vRLTwsHT8gaHPvyMMK/6sTAReqjR1XnZ3S/5rnyVhDkFvmudkt9FjawgY5t5nwfBh1gdqaRTJPHdqKU9THA0uZvXO/66RIR+NM6chApmWM3MI842amaeckkFHNEDWAJ6hqCgE/pWjutplSdMU9N1nLW9hfVPDsyq0PVuJlUUpo+kdNt1TkQbob5/xTfvXKbBVGUmBPu8/29mBFQNfJG+0WEMVPJqlWUdh1j6x0UPXkQVKxfIPuHQhShCetqGv0VJGZd+7sauOTSFJTYXL+2xstRXVNsaA1nz0RfrFCvyC21Umd6Ilar/9aCQ1DYTga9O9h5okEuK3mN5kIWrU89SC25pmuQcZ+TXxrKjo3e3o6uh1Xd+/QV5OrpVIp5hSyp0Y4s20PMLWG2TJtO/08c530M5eXN8aNXXdhd6dSQMbbbMHYA0zO0MY6eW42WucUTdk/rgAAIABJREFUCtI8GT6CMGGbCVZhjThFrgwoK9aGg9+Khzv2AMPLjKF0ml0M78VFYzXVDMm6ZbJXcuaAQkNrNZ2OtC0iRTjXF35uJ0YqPlFK0e8w/KHJcKhHjPXMmmtJbZF6LrRCFnzNM1PFjpFUfkALVTnYNi9nkgZmAWTRhoWOAhjXEFuhujKmTylCBSi3njOE1C8F54LsIkmBPZHhT9kThdUmY/13Oxr9mlg5s0+OJkYEw67ifB/x1nsggtk8m2voOjmTMmeenB89e/gt3K36xb7TQJhLpdKDhzfpqRf6PsdTyJ0a48wLD0tGzbjpl/jWlJqVLb41dfS7eReR4+OZIYDdnUoBaW2TBdwrm781lUXgMjh/fEZulyXjyok7y7DhsHy0opT4ramJO8tynmSQ4CXjf+o7Vbu7G+eGJ0P2GuOh2e9he20d+1LGq6ZtE6ojlrLAZ6tqfmtKcmbNJWBgOJx4hFWskbZFObNohuO5IYYGQwbw3DDb1z417PKz6MrWPDHjYCUeqJBeheYoCmeP4yxEUUV3iLt0usDr9cykB+Mk1R+hEXz5zn39SuZOUvUxuWq1SvqLvmXiZcRPoeJe6KAhNfu0ADyZiuDVaxj/kjZ4lj3R7gbxp+yJQp40Y/2PNb+yYTbOXNMoNfhqEL+QvIZYEQLb66UHCZrndA2D87U4c6NEJBU6hJVkRuf4QRkggN2aSqFRDa3vPs4zJzeaTV9pcNqQD2u68tjaJM3e3d2AjCJYf0KnY+9tyMEocdr13Gba3OJ7Mw5WWqtXNqwKLyBC2lGSUsJZgHLn9B2qKymwJ9oSOqwSbi1zfzbzSHqhnc8tgP6zCCnrktWsB+uZ62MWwdWp0CGuhBGoiUCgc60sMWdO2e7Eucn2RSrhmWlgG3EBaisRECIbpjiT57YzHInHswCevsMFRPEL35VUUuMtzvvPzuk77ERSYE8k9LeTPVEB9J9FIG90GgGP1aYzZ65J1fgCTxBoJVMO6mbOnLLd8ZQzh6ba7u5uGDOIWggCmeKb6XPjOiINB9No/QXw9PHaUngBUfyOktQaUOX3YOf0HaorKbSRM7Mnaqf3QR0ogP6zCNib6RSs1pw5syeEkJtRE4GA17ayxJw5HXPTKIPip3caAgXw9PFdVngBUfyOktQaUOX3YOf0HaorFxgBRKAA+s8iYG+mU7Ba83/hf4wAIxBGgL4pJ06c+uSToenp6Qelh9/fnYO/2Tv3S6USXPbtzflzw5P0loTl7h74kDj/lxFgBBgBRiBnCCS083m5jP0RI8AIMAKMACLQqj3AWpnz47oZgawRyDLP/MXtlS8n1N9Xk6vRvysza/zHCOQdgahifzW5iprf3dP35cQKXJN3SY32g1AFFhDl7UBJ80KGE7azu6eP/RHqMxeKh0BCN5RTwb+aXEVHwyKkgkCrOHPNKbV8ASOQCgLZsOe8cOard//Of4yAPwjEeKmEwcpXk6tYiT9yNdASlCKGSTZQrYe3dLKkCbloXi5rkjN7qJzcpA5EAC1StJDQDeGNuUAPW2vlzCxCMwgwZ06FuHElbUOAOTPaxysza1ZbMHpv3fV3q7TBf4xAcgRcijR6b92qe1Q5jXLCYCXKmaENydvcxiuhqYAMil+TM+dIQMSWJYXwNC9kOGE7W8GZQVWi/0Vd4gIjUBOBqP5QE2Q4I7S90UJCN4Q3Qs3wrJqNzPICKj62NoYzswiN9Q5z5raRPX5wKggwZ0b7yJy5MSPIdyVHAByt9b9GmGIQRaqlUE4YrDBnTt47bbzSFbHRoC3XXYnYxkuakIvm5TLmzNjvXPAKAasPat3QLfov5sytUwOXaY1OL29jLyTizJPzo6dPvf8i7k7U++6vBkfjuUoqdAgrWVpcSvq38D/7RTv7j343H9xy/VPZ+IGzC6vBweR18pWpIoDdmkohXg/TOpvrudku7zJ6b71e8zdR3pxZ2OK/YiAwUd6sVwFidKm9nNmTHjHwdAUBDTBJr169qOawpJxnRl6BBatNcNkQ492p+dOrN8IT+5PTZkTtSc3ed2mRVeVQIaOFhEO3eKOLrbUFeYqSywInJ5wsQhIEanPmyfnRgz+z7F358vnlGEJSmw5dPX/28Fu952tfWCqVokR3dfamuH3koXkqljMPrW6a16fKBrnyJAgk6vLEF8UoYYqnmDODda4rTLm/uEX/5lYeza2UfrffYkxevbQzV/5GjnYNDK7uyCsftfy/2T9RIJDwr3T28FsClgTXU5DvL9YxopFipNK6Af6EyUnq7QCQJNA1eQ08iD6aBjG3ShuuOKZ5zpyZjHMrj6JiRjWHJWXOjLwCC1YC42I7xrtT82ddzmhmgZ1RQtcTvSypMwJDETUX1EJay1F7UrP3XVpkVTlUyGihFZz5/uJWk57Fdbvh3ylKLgvcGGdmEVxdUJsz/+GgjHF73z03PClIyOSwptAn/nTvvouWxFOeBw9vQujcGGdendW3N8SZK/yvTgSSMOHk18TrRr1nXRqY7nHmzGCd6wpTqAfVJtjJmctrO4uVx/wHCPzXEWF1X70kMCmv7eCf1Y4bOFuDEuvBFCMVbzlzK/SqvKbGMqLRIQ1iMuPMrZARFA/0LSpmVHNcEVu6owP+S5qXSdcJ2+nz3Oy6nFFdnLlFapZT74bOCN0QGkDDH1FPZPU4roNRe2IY0ujPXHDmtBQJAc+eM7MI+NpCL9TizJPDP5FTnX99mdDjyeGXe39Lp2f/9cO39czt/p9+MPLV5GqpVJorfyPvPXH0yzMv9/5WfN6q992j380jYVYfvOodEtdfPf9ir05AycuAOz14eLP/SL++UtyOhFkfHBr9WzkgbAnyzLcvDejW9nXvHxia3a6TQnbc5QG8aaTl62XF8denxY2H//mZrq4fvTc5OXnx9We6unpOTdGamTOnypmDZDK64QcPb2KeeakyL8fUBo5+eUa9qvI9BeO1PDXyGiar9w+8c2d3sfJ4qTJ//EBfd4/9lqXK/Dv/ekxZDF3VUuUGPPEvG9tJb98/cPredXHXgeGbG1toTKFgfQqcuvUp2pwTvxocxXuXrn8a2L39AhYtuzaGR8bKazsh87h/4KOxNRqs0EjF8KmuGAWOpxipMGcGSI3Yjpkkc+aE7NTPyzqAM3e6M7q2rkarm3dG1BPFux7jbIqeyKs8MxNOjJEKQ/trcObbX58TMWvv0MVJmWSmNEKXVSIaVzv39HUf/IJwZh38wQW9Q//94Fpofmbv0OeXzwYkVtUjktgmuxanTpy+d924vT7OrNY201YN/GWjcdrsp6tLl9Z3AmeenhwWXPmH701PTyN/1jo+zZy5HZyZvqR93UfGJDcGoktOSfpa2bgnOTM53iNu2dx5+uhxOXJq4LO9vZ3HiqV/trdnu8Zxe++7wlgdGJ7ae7q5E/zZahBPWd98AuP0irGDfXPLMvq3csi+HRnTowlEtAPDV5a3kTbTSIU5MyaUAB8jalnffLK++YR2XM0y3IK+Pz4B6wlnrlfMqIzxYkZj3HaNDvgmqZ/xQMOtYs5sDmLWMuA3N7b8dEZ/2dhutTOinshgxfE/o/bEMKTRn3nMMyd3PeubT1wehyJJYXFZ4CbnZkcdaE2PCRcUVYQanHn6z++KUM/NmRWp7umHtLP+2ffy+WWdZ+577uQNkSocGZBRY4gMW+ZmXz0vkz9iEy+RXZE8+aOxtdXZm0DOnzt5A1PNjaxn/lI2o3dImLY0/jXsjVp6YxqSBXV0BGeenp44+aOurq5nXr+o+PM/vo5DRcyZwTrXNR2OetC4udkylaqZYSjX+vzA3GLl8e1L8p09MIwj4uBOtu4MY6IYw5SXzpQ3d57iLVN7T7fuDEszImaUPHpcvvi2IJ+vXX6CnPnCkyfIeF86U65Wq9bbj63sVatVZRIlZ4ZXGDyE8RTgya9dfqKPn/j95fn1TfFTtvnEO3d2l6dGgH4bci1WHuN0uMXK47nxK3gZ8mRaMHCmPjW+nGKkkpc8s0GxYowwRgZRPkmHzI1BChrEtHFudkIxY2TMKWd2dWhmkroakNPjHcCZyVikHGYtr+10iDNanhqpyxkJuxfrjKgninc9xtkUPZHPeWbKma0GgZop/zlzZ4pQgzPXzjMDqT74BWbkgNm+cOy65syS/cqp2vB+0gQycuYHD29+/fGZ/iP9MrpVG1//9cO3Bc0++IXB2ZrizAv/E0zslBuAj08tBuyw/pJVb9p+sH454u4w8G/yZynVf6h4qRTe+1FX1z8885uLhD/Lepkzt4Mz9/dPimljahK15sxLlflbVy/8/ugf9axmOU9E5ZkFF93cear4sGS2W5dPd/f0ARmmL6aNM58AYhy9vfvIGNxLT8ER8HP4FHR79Hj3kTGgMeubT26eFmbttctPQhkMaYuu3v07eMoQZ6Ybp8nLvri9wpzZYKc0CIPQLUmemeqDUcZ+rI8zX72gXZiYjDA0u42jCbj9DOw6g8P/CTc5M4arYmRcrDzOiDNTYXuHhma3IWDtZEkNLcr7T+bM2krn3hmJEVvpCtEZLVYe1+WM5Fgh2ZEk4oyYM4Mb0hmCRzFJWqtloE4nhjNPT0IaQA73HBgeKW/FjM+io0GzDFYa8tLUjRo+1OVAsZGdKUINzjxdcz1zbc4sEsswVdvJmSGf3PvukQ8/G73233hZA5x54SG80rZvTfUOTSyLD1BVKpXbX59759hbOubuPz6zEUcZY89Z9abtB2ObXPfJJkmycXsp1X+pUGWshDkztaHRshG4UyMbLVMPqr0IvJ5Jl5ANrpqceXVWTqiWa3on50elraCcWUyHtnJmmKeN5j64pkfcovPMtW+nnJnWhuEIPbi58xSPRzkzOMVbVy+IsUK1m4NAxsgzw5Lv6GVImw2cox3hOpLi6D4yQ2OYH/10tJBww9KElJLKGMMnDTJpdJb1ZwE4s1UuejAqY6I8s3+cmQplLbda0ra7/nQb0AGcuVOcUTxnTuKMcPMRlzOinoga5JrlFD2R4YCMUbyG3RDemBbhtFonPBg/sdkTzoyttRaKKkItzjw9Hb9vtp6MbczNFpRV55ktnLlUKkG1kGdGblwqlVS5R96l52bDx5bPHn4L087q9si+2Zozi/nkH42tLS0uLTwsqfWEhDMr1qjXQO4bbpwz101Ac3iDQXqb/JkqZS4h3W2+wHOzoyTZONJ2zgz24bmTN2DOtszpCc6Mm3j9ZWObpqZvbmypKdA9Ym72YuXx0L8LM/LSmbJ1D7CY22GzMRiYj+4B5nqKPi7mZi9WHtPpcHQgeakyT3PLtIyRCgzz4ynmzFQ5aVgWw5kp5g2X/Z+b3bBo9MYYMaMxrms1He8Bli6Jzbg25sw6z6xGM+mkp05zRmFPJL4caTgj5szghnSGwMwzU+taV5maYurpqAd0WeB088x1NZteXBgRanPmablLtlyKHFr48cM/fAssRZFq2BoB/hvaAyyOM4tqe4cUGaY19AjWbdsDTCWQg4f2hvfNXlxaghXLodpEy9XiZ8vZpvLMOaTAdTe5SZJs3O4pZzb2AJMztJGH89xssM5t58y2t1tEMzGRjT5FzRfcovbNru92vQeYsQjZ9RRMGodMKOwBZrFFKjKDWETccmRM7wRhtp85M40YaCTBnJkGKw2XaZRjLNtmzmzkr3C+fcacttWPY86sDbuFM7Mzkk5NIAPOiDkzc2aXu6HehDpr6sRzQfsTcObp6cn50bOH38JlWs/+3/foh6Ym50dPn3pfn7V8ayo6N1uwJpVDFpz5vx9c07S5v/fUdzB6Byno6LemFAHD7a+jnHlxaen6pz9/XX9apkd8UOr4hVlkbuJbU/hdq/0DkMTGs1xoNQJ+cmbcK5u/NUWtmFFOnTMj8ZsrfwMTraUDDk/hhlNqs+gS2op9H9wFW/HqpZ05tehX++/QLWJEXN8lrMHhcbnpdNInPporf6M2QSDfmqI7V2spbE9ZeTS38ujrj/VHs3r6931wV1//6JuRi9QWqYatPFJbrfT0dR8avbK87bxMVk4jFYPbUOcULUeZj9Hd0Z/g1az/bdGkuCbnZiPUrSgA8hRYAzFXEJBu9rUVotE6o2JGNYclhT5tNYnNuP6O4syBzid1DWjwhVVnZ0Q9EbWKNctRe2IY0uhPqw9q3RKhxuZmBxolPXXzPw3/TmFxWeAm88zNt9moIe8iJOLMmG1LXkiXF7WaxXH9WSKQrm4k18lmruQ8M1jnujhzTU+Ziwv02qH+fcMbMwtbn18+KwbXJYHPRftjGplipNK6YKUBzhwjcqtP0SAmZl+W5jlzqwWJrz+qOa6IrdMkzZjTtvpxReLM8Sqdi7NFdUZRe2IY0uhPnzlzZrpEYXFZ4MY4M4vgQiAfnDldlsW1FQmBZphw8nuZM1Pr3FHl8Qf3Dv6MzosW5ecH5joKBBTWFam0nTNjC70quOKYBpikV3JFG8OScp4Zc3FYsM49cdmQqFLxEQMBdkYIiEuLrCqHChktJNyKEm+E+uHp2BgfCi4LnJwzt12KXIjAnLlI/LETZUnOe5u5kjlz2+1pGxtwc+wWWevR/8Kx60Oz221sTxsf7YpUmDNbO8UVBDBn9jb0tPYjPRjfp61O/GZcv895ZtopnVNmZwR97fJEzJmv3v07MnzqaPCgt7bXZVq9ov3MmTuRZxZJ5maYcPJ7c82ZrV6EDzICGSCAfjpaSDjAH52bnUGzW/EIRAD3i/pyYgXKeKoVz82+ThSnAyXNmNO2+nGt4MzZKyQ/scMRQIsULSR0Q3hjLpDE1sZwZs8F8VYEJ2f+F/7HCDACBAEanZw4ceqTT4amp6cflB5+f3cO/mbviO+Qw2Xf3pw/NzxJb0lYDu2uHNn7nc8yAowAI8AIeItAQjufl8u8xZkbxggwAoxA9gg4OXPyFBxfyQgUHoG85JlxcI4LjIDnCCQc4Kd5Zs8lSti8mOxrwhryclkHSpoXMpywnU3mmfOiqNzOjkUgoRvKKT7WPHO+ZPFNhFZx5iLN/mVZfEYgG7qeF87s+Xwbbl6nIRDjnhMGK5Qz5xo9hCKGSeZaQGx8J0uakIvm5bImOTOqBBcYgTYigBYpWkjohvDGNkqR/NHYWivhTF5PG6/0VgTmzD7zQW5bbQSYM6NxuTKzZrVxrt0yRu+td87WKSxpKgjE6JJV96hyGuWEwUqUM0MbUhGn1ZW4NjWhoUyuBUQAWVLo07yQ4YTtbAVndtkQ1CUuMAI1EXBpUYvcEDovqB+eXrORWV7gssBebaAVD0guRGDOXJuV8RU+I8CcGa05c+Z4i8xnm0fAFanwvtlWbF1BAHNmb0NPaz/Sg/F9mpCL5uUy5sy067nsDwIuT8ScmffNbqmW1uLMk8M/ERsRnfjTvft1kBNyVyp0a2lxif8Kg0AqKoGV1KGWTVya67nZLu/SQJ55orzp+tQ7H88dAhPlzXq9S4wutShYSZiG9QR8A894fuXaNxvuMqry6tWLag5LynlmOnoLZatNcNkQQ+Fr/vTqjfDE/uS0GVF7UrP3XVpkVbmoZuKRhNOd8HqoP2qi24I8RcllgZPnmVmEJAgwZ2Y2njUCSHdTKTRBhOu4lTkzWOe6wpT7i1v0b27lUehv/Ar56HHfD968+NHYGrmgdPbwW69e2pFHSr/b39fdMzC4Cj/D9RjVJvxZ/mZ/ZFvyF/o+T/MRCVvS9GUU5PuLW0nsPlyTYqTS9jwzlRoAIbrUtMKMX3lNaKD4QyX564dvRzftfPn8Mo1j/nBQ3PLjc383xv4byDMbr176Mrr1EJ5FEY5qjiti81fS8jf9R/pVnx67fmV5e27l0f3FrbnxKy/3/lYeF19iHylv0Q699enAiz193YdGIXTGSBrXqOclgZywnT7nmY03guqntUztZMg4sCdyv/shoGpdRhG2doHrYNSehF660kb0p8+cWZiRWljFX1AaUXbGuOz+4hb4lH3DGzMLwjTdHLtF7dXQ7LbhaxrjzM2LYLQcfxohCu1ZlxPxSYRSJ3LmCv+rE4F0U9ypUGWspA7i28SlzJnBtNUVplAPaprg8Ssi9DT/+vsndxYrjxcrj//riDj76iXxc6kyj5wZzjb/36XKjShnFu05MHxtXbWh+aekUkN5bQf/0PHQgoGzKy6JHk8xUvGWM5fXmu1Ni6pIJbFw5gPDIYr16QBoeKs5c/MyWhW1vKaGqEDBqP5ENccV7qTLmdOSVJsUYoIOjYp3qvyNnFgXHH9+YA5M3/iDe++/+ZYyWcyZJ1cxQYcDB9GCNennYjs0ek5SrssZzSw4BnDZE0mHa7UAxkF0Q2gZqBuCISd0RtRc1CxH7UlNBXBpkVXlopqJR1CNaeHLiRX4a5KtNWCvlirzZw9rO3NkDLoAAS+NKJ8CnHlyftSwVz2nptLlzA2IYKiNIUL2nDlFEf7rSF9Szvyf/zusBjN63/31ZTVPe3J+9PSp93Xs2//DP3yrWAmZm62d0In+I/3qyt53PxpbQ86TpJAuZ6vwvzoRSBf/JD2e/JomiHDo1uF/fqar60fvTU5OXnz9ma6unlNT9DRzZvBhdYUp6D6hQPwr5I37Xjh2/dq6IIRzKyKrDJR19G9lyZB12HpkTAe4A//5v8Mq3bd/4C8b22CLlyrzf/nzkLZCJ359+T4eP35ArCv55RsfyrMDQ7PqFsnDgTMH9azO3pQsWh1xVvulcFovnSmjYwB6/9rlJ0DvYxszcPTLM6qp+1V7ULrBVRggkA3T1H2pMv/x4Cdauv7ekYcERpU+NXCuGaDgBSlGKgXmzMtTIwJ/2SNaSfoPj6u0JEQAty8NdPeIg0God/WC7rWW55nTiglQpaGAgRooGKrNzMJWVHPyxZmXp0aEJdkvpq4sfSlTOgeGryxvq5D00OiV5e2J5fmDPxPTW0492Bh/cE+W+1786e+EmWLOXBDOzJ5IvAXgGdP1RNRc1CxH7UlgSG1J5luljUJy5qXKvAxa+v7Pz98RdsbgzGR8R+WZYVj20OjQ7Pbo38oyOho4PrNBRwSyp/2GH4l6E6oPtKNdTsQTER48FCFiQs7c/2KvDmF7+rp7h76aXJ2enoZJAmrkFeatHbsumIaFM5PbdQ3JeVG6nK1Owljj8oRznDK+rEaj6zydLv6lVP9RZttUeXJYcOUfvjc9PY38GStkzpwmZwbTL0kIDl3PrUD40v/e5KSDM4dtyJGx9c0n65tPgLJSK/TSmfLmztNHj8vgftSpA8NTe083d9TfzmPFkD/b24ODmg4NwBFXtepGXdvWnWEgVFC59a71zSeVjXuhxkCCXXrE+EglWuHzA3MGbWbOfKskJqrhHx2jMfgk6AyqQZICdvG19R1UEpjDDw+Cwf7nB+ZgstytElKsAVh9kH2euV4x4Xoj1skFZ25eUjne0QevleLMB78gnLn/je9Eh/7yjQ97z5du6SCV52ZjXg4D9GjBmvRzsR0aPScp1zWAa88zE080t/IInFEDnmix8pg9EeeZqQMCHx31PvEe59Hj8u+P/vH3l+e3Lp+OcGa1Qu2NfzvW3dMX4swHvyCcuf8X11rImdc3n8SLgGfXN0UWAf+oN0Gg0GPC+54NZ25YBPAOCTmzyAhNT0/f/vqcHDsXW4Kpcu+754YnDZ5s5czPnbwhuNLV8zAlsvd8HcwpXc5WSfVfxmQ44eNSFbGSLv51dHyCS5HWNl+YOPmjrq6uZ16/OA38+R9fvzgpdXt6mjlzipwZkzkYpkCwAvwQ5mNDGZO3wKIhu4t5oZsbW8hnhma31zefIKX5bG8v4MxHxsCO03dHc+YwD5cju9VqFasdKW9Vq1Ws9sKTJ9Vq9eLbIn19bGWvWq1CO4Gl411Ds9ubO0/xrr9sbCNnBhEgTIfUZQxnxgznR2NrwuWMX4FMuLHomjlzw5yZqoRRpr5frWJVSwn69TJ7sfxVLzAbOLuwihEAjCa/fH556N/F7Im2c2ZDNPxJZTRCnMXKYxrlGBPqonkhV7jT6rnZBmdG0YyCS1I1JiXH70SYG5mb3d3TF1qjzpyZZJiBNkepMh7xnDNTT0SdUdQThVcJqXlG7IliPBHlRTXLUXtSc9DENfJiVTlUyGgBh35ooUVzsylbMwwU/EQzFeXMoJP7hjdgTZBrbja4GxSTml88CBABgBRn2k24mC6G9seLYDgU6k3og2gDXE4k3Txz8l4wRKiLM+t9s0kCefrP79Lcji73H/1u3saZRQ3AgCCeUBQ6ASkqlUrpcrZKqv+setP2g6mK2CmceXp6+r0fdXX9wzO/uTgd8GfJxZkze8CZ1Wpntb70wLDgzDAca66LPvHOnV3NmQW5BVdE30oLZ94/8PvL83CNq1rgycCNXzpT1pWoR7jueufOrubMomHBzHAZqcdw5iU5D1ybVqT3amIwZpuZM7eaMwP1xY7AVL8ILIBlHRqFOEC8JpJWwTrYgnNmMv+8u3cItp8xVtPRoC3hFuhG/hDU25q3gfxezRioWq1iMBrNqC9VbsCcxsHVHdGhuAfY/oF/euM95sxf3FZrO3Gbd8ouaJ9iUI4FK4FxsR0aPScpG3pCA3FrmdpJUKdGOTN7InBGcZ7I2gWug8yZIfBAM2VwZlDU5wfm7i9uUc4c2gNM26sfn/s7voDU/OJBHzjz9KScoAeRm94HpDM5sxiUZc5Mo/O2lJkzN5Z2Zs4cH6zUFabQGAWHLUWwQmbERedmwzZgMKoazjPjSmO14jchZ37nzi66IixouitmYuuEsMgewAUx7DeY9X1gWFEpnceOuUtzZlOEa+s7zJlpCB4d4KdBucvZN8yZUR9iCqpbD35BOitYz0wjmJmFLVz4igRbFQ6NYsgC8uLYeUIBjVevLiYZIx2cijLJRHlm/zhzQklFhrA3WC6IeUVAFSN7Ob4v5mYHVpHzzAXKM1NPhHlmnJtNPVE4z2yacfZEMAZBPT6+REkKHciZ4y0V5cw6QsBkzMetAAAgAElEQVRBc104NBrYJbnAG+xVLuZme8KZ43sh5TwzztNWc7MpRyHpaJzs9IP3v/xqcrV4c7PTZad+1pZunr+U6j+qd02Wg9wyz812bLxhBO7x7pB60BBnVkuX+7oPfvHF7RU5aacEYStuW52QM+PsZbq/Fyyh0dtpqNQurqvRZ0N7gKl6evqApcdUC7ffPB18ZwhuWaw8jrlLN8YMtggN64Pdy9RuzDIFjRXC3Gyc3QQBCv7XwDm+U+jZFCOVAu8BprL9oUkBYkd3iX9Jbg0lKDQA6wlnNrS9sZ+obwaTLMYeYHKVmdgDTA+ZyXGQ8StiH9r9Yqa9jurEHmBBbMqcuUicObEnqsmZ0VazJ4qaC+p0rOUUPZF1agOOV0YLdMQWy9GhW7zRNW5L5cJox5jYnNwOK6cT2vFEU2WcVXdo9NbVC2CvhI1SI5i8B5ja2aT5XjD6C4bYEq5nts3Ntu0BprYHs3Hm0Li73EUsOXVKl7P5yUt9blW6+Cfv9yRXNsmTg9uNPcDkDG08y3OzIWpMiTPrVDNaf1UwvzUljAbZN9u6s7Qi27SqEL0J6qQWUH9ASATNcFyRVfkVaPzYVchqyWrhYn27+mo01lyrMepxOL0cvmvlusvVDPiWLHPmgMkk3gMMeyp5gfQ1Ri2iHwX+avmrWsyM65mxYe2am51cupgrC8yZLW+W3Dd7bgUGQbCjxd5g2JuiwJy5UJyZPVHoMw0peiLKIWuWmTMbdphyZmPKD53ZFB2i5W9NobKlzpnLazt1fGvqT/fk96UIGRbbY8+Pnj38Fn5R48W+07CftnVudvBVqt53cW1zElKU+nrmdBkg11YvAgk7PeFlSGubLOBe2fytqVCMGE44p8aZ5Qzt/iP9SEp/8ObFj8bWkAeqWXPysy5fTa7i95mBqIitsFSM+wi+U4VW6AdvXtSUUm3EDZ8FCmpekZ9oKn8T2U9LfXekG77UKj9/ZatWfeEJwgtc2qrrFx/Nst2lNr1ErhUSofyN+oZWT/++kYuhU7WaYexWauzVhP7DWkgxUvE2z6z7RfVagz/Hr+gOEknIQFH1KoMryyrPbLw72XDmBoWCFyHBf6OJo6jmuJai0QV1zc9CT1XSEtofNBoizML1zD39+z64a0rKnLlgnJk9EXWm6Xkiq8dxHTTfsnDUYRhV+OlaFe9Vnrlhe2WstMd64tYzS3sF4mNWnJpfPFhXqhwfnVbBCFFo57qcCK5j8kCEUq08c6NEBAmPHokP9gDDU8kL9bIyvt5nBJL3e5IrG9XQ+u7jPDOYtro4s8tB8nFPEEgxUvGKM7cRXhoB4EdEo3EMDWUaY5JtlDHjudn5krQt25e07qHdPX2F2QOsvYrET49BIEVP5ANnjpE03VPU3aRLONNtZ0xtuRMhH5w5CXfiazoTgfq4b6NXM2empo3LHYuAa3S/7ZzZzx5xxTENcGY/BcRWsaTQp62jr22p2WfOjLrHhQ5EwOWJ2sWZ294FLgucPEnLIiRBgDlzZzLN4kjdKAuu7z7mzEmsCV9TeARckQpzZmvXu+IY5syu+YFWGL06GN+nbWG2rXsoc2avdI8bgwi4PBFzZuNrf8yZUWdSKbScMxeHnLEkXiJQH/dt9Opcc2arF+GDjEAGCOACpGgBNymlheiGpdGpyxk0uxWPQARAXgxlCiMggtbJkraOvral5lZwZtQTLjAC2SCAFilaoN4Hy1E3hDdm0+Amn4KtpYOzeLDJyrO5HVvrmwhOzvwv/I8RYAQIAjRkOXHi1CefDE1PTz8oPfz+7hz8zd65XyqV4LJvb86fG56ktyQs455YXGAEGAFGgBHIFwIJ7XxeLssX+NxaRoARYARaioCdM3uZUORGMQLtRIBGOS3lzF0nb/AfI9DhCHT39BUbgcILiN3XUZJSN1GAcuf0HaorFxgBRKAA+s8iYG+mU7Ca9XZSE342I+AlAvRNYc6cjvXh0QFGwIFAATx9/DtSeAFR/I6SlLqJApQ7p+9QXbnACCACBdB/FgF7M52C1ax7yVm4UYxAOxGgbwpz5nSsj4MvceWMQAE8fXwnFl5AFL+jJKVuogDlzuk7VFcuMAKIQAH0n0XA3kynYDXr7aQm/GxGwEsE6JvCnDkd68OcmRFwIFAATx//jhReQBS/oySlbqIA5c7pO1RXLjACiEAB9J9FwN5Mp2A1615yFm4UI9BOBOibwpw5Hevj4EtcOSNQAE8f34mFFxDF7yhJqZsoQLlz+g7VlQuMACJQAP1nEbA30ylYzXo7qQk/mxHwEgH6pjBnTsf6NMiZZz7b26tWq+cv4WZpM8dW9nZ3N16pXeHMK7Pb5MagBqgTe3l3d8N2GV7vLgzOT+09rVaru7sbxy/MfrZHG+Z6uru22hIV896We3rdTdDjduVxXiP0DW6cvXP/uaCPXMctfdRyAYNWBU9/ZVa02qHYNRofuXfmF9c2QNUn7iwTEILHgZXIVtIaUsgmua5xSDQ4P7S6Cd09sTwfY2S6e/rgssL8N9u+MzWnrV4mSWPYEyVBKcfXZKr/Lnej7c/u7kYD7iZTEU46TKtLBJfIYeflhQjQpEtrvG+2l/yMG+UfAjQMYs7c1mhGRSqE5whLTX46nXQk7scrVZ20l3d3N44NflevpO5H3Ig5Ve9TCn99y93kpTWjry1cyH5NEBaoGma/l93hOo46Fiq0XMBw2CFaqMWxceZajY/cC8ocYKhACMkIWpqhpLWkEJg4r3FIFLEMKw9dAwTMmQtvl8ICsieyvO9hiPJ9QYa2K7DPYFR1PGPan8lbUxJhpx0z8M9QBFeTXCK4RDZ1xgMRhON4ZXa7Wq0yZ/aPnHGLvEQgiA6rVebMhl3O9mdggqn/0D5GWDfMgO3ubpwbnrT4GDPEl3UG0fAMBNCyfuEJdnc3hma3p/aeiqcMCpv+7LUtzCd/NLYmw+iwz1h5+PzAHOSZ931wFzOTQpHMp5tOIls8fXx6q93ks9e2ao6J2K+RQ+aVSkVw7EtrQgdAbVzHo9xVHmm1gKYKkRF9C2eOb7zlXvG+qHdhcP6zvT0FiE3Y7CSNlwLa5rzGIRHIrrsYpHYNpTFnNrXOpg8FuoY9kY++I0UFy852yYjC4pJgsHL2ewwwVJzjtGNmj2QngqtJLhFcIkeMRvtF0COtMwtbzJm95GfcKP8QYM6coitqrqogUtE+RtFaSBWa+aJqFalv0Ikma5V1ujlzcKO8JvoISYOZM5sOu+GObrGbVD01s7BVrVYF35PjIOHW1r7m2Wvidj1wE8juOk7rb7GAQWPkQ9ULcvxbMcfYwplJmBJpvO1eGQZFBacCYjlbSZXgESkMQMTP0DUuiWyc2TIlQQLInBk7vTMK7Iksr1WRuj5D2+VwN0A4VWSiTLExZheyY8SSQ0dkKEKgDKEmOUVwiOyhCCdnjs+IpXZdPDfbP2rGLfIUgYA1cZ45YtSydZMiUhGrhSUBqK487Dk1FczN1jGuYkEyCYYpaOC6Ns4QRD/Y0ZSQi4NIs+UjYLmyEFw/AjxZ+BGqqZTM254eOJtskfT3uS329GZ3o4YQ/Gtco8ZNgnEWBabrOKlZXNliAUM9izoJoUyMBkYbb79XhkETd5ZhqoVj0EG1IUtJAeSoFAb4XSfVQgk1R0BPXLdKhDNKYJOCGPSYM0dxLvQRZd7ZExW1lzO0XS53Yx43Bj1r2roMRXB5QJcI5nGbF87aV4ImO1FlzuwpP+Nm+YcAUqkqc2Y/ODNOeD43PBlwZhjUpL0lt+OyEVrKK0zzXalU9GhuZHAXHoEUWiesIJhGjiGNr6gWPUH4FH06l00EWuvp5SwyzZfUaLfJhZJcc3JmaHUT+5cEjq7jgZitFZC+oVJdISdckzOD0gZCue6NvGU2EJSw2UlKpXZ2TdAFXfQat0SwjA0tSkx2nTkzeQUozkUtK/POnqio/Z6d7YpxN3BKzocakktqTVdF7VjIBor3LjsRQo8Oe0CrCDEih6ryQwRoEnNm/6gZt8hTBDBmYs7cbgdJiKhO+c4siOWpsMSU9hSUdcY4ZhcuyZkjOUOgEEDINYXWG1cwZw47tnS1IktPH5pI5hAquObSmpjRrXs/GAdxHXdUmJWAakTAfCl0+1Wv2RoPQ1HmjTDhAhgmWWVnZD+oMmQlqXgx7V1Du8B1jUsiOB47NxKFZc6MUHRGgT1RUUdDlFzZ2S5qo/QofHR47pVZ8T0OEYq47Fi4nkw5c7ImBSKEmxp42PBxv0RgzuwpP+Nm+YcAjR15D7C2hkQkUtHeBaZNCs5szM0O29+A4YSPd52shzNroi7Wt/DcbBPJdKKo1gYrESJkoXyua3Tvi8n/dFq+67gDn9YKGDw0GWe2Nf74hdnQxnVoAWe/x7cMdqZ5586uBUDdhqwkVe++GDszuka3BN7WYCe/SPfh1INAIpca0Dp1mTlzW/1COpanHhHYE2WPeaZPzM52ueyMtFFqh0W00jrOqWHrpF3KTgRsnmF+XSK4RNbmFN/E9ouATWLO7B814xZ5igBGjJxnRlvWpkIoUlF0V07ApsuGaX/pUFgvYqSLk5U1rIcz42JI+gyduAvT8lBT4ZS4SV/cJgAzDTsak7HFblJ2N+0+nUgkc+ld1xAtghr09ISgf8PHrQi0WEB7F4fnZjuU09H48L0mCJ7MzXZ0QSJJjXu1RKYa6OMWhJkzW1W9uAdDesWeqHgdnaGVNu2MDlrMQU9MPhv2Sl9v2qUMRTCdgm6SSwSXyB6KoJvEnNlTfsbN8g8BGmBznrmt3tGIVNRkaRLLii/pwe5E1Wp14s5y8D1VORQqulJNK9WmsK48s6TZuDMQ+ZyVqA08mV5xFG6q8+nYDC4oBFru6QfnMYlKNMTsL9s14mNmx2c2wCCQe2OOW7q15QLi0DgphHlvWFinUKrx4XuD71W6Nx7PqiuJgI6uSSip+gKnKZFejGceDz1XCMucua1+wfKWtbg9hl6xJ8q+C1r7xEyttN0liekzQ6viewdGpOGwdSYgmYrgciIuEVwih02rFyJAk5gz+0fNuEWeIsCcucXxh2nr+XGdjEC2bpLo3uD8xPJ8MMgSdt4p9kjbBKQSZSJsR0lK3UQByl70HdVYLjMCGSJQAP1nEVL02qIqq1n3lLVwsxiB9iFA3xTOM6dshjL0gtzyXCDQJk8vdvsMNntrpVq2SUAyOiB3W81A2I6SlLqJApQ96DuqsVxmBDJFoAD6zyKkHPBYzXr7iAk/mRHwFAH6pjBnTtkMtZKccFPziEABPH087IUXEMXvKEmpmyhAuXP6DtWVC4wAIlAA/WcRsDfTKVjNuqeshZvFCLQPAfqmMGdOx/owVWYEHAgUwNPHvyOFFxDF7yhJqZsoQLlz+g7VlQuMACJQAP1nEbA30ylYzXr7iAk/mRHwFAH6prSUM3f39PEfI8AIMAKMQO4QoG6iAOXc4c8NZgQYAUagdQjwemZPGRo3yzcEaADUUs6czmCYI33HlTMCuUCgAKPj8TgXXkAUv6MkpW6iAOXO6TtUVy4wAohAAfSfRcDeTKdgNeu+0RVuDyPQdgTom8KcOR3rw8SeEXAgUABPH/+OFF5AFL+jJKVuogDlzuk7VFcuMAKIQAH0n0XA3kynYDXrbecn3ABGwDcE6JvCnDkd6+PgS1w5I1AATx/fiYUXEMXvKEmpmyhAuXP6DtWVC4wAIlAA/WcRsDfTKVjNum90hdvDCLQdAfqmMGdOx/owZ2YEHAgUwNPHvyOFFxDF7yhJqZsoQLlz+g7VlQuMACJQAP1nEbA30ylYzXrb+Qk3gBHwDQH6pjBnTsf6OPgSV84IFMDTx3di4QVE8TtKUuomClDunL5DdeUCI4AIFED/WQTszXQKVrPuG13h9jACbUeAvinMmW3WZ+azvb1qtXr+0g19dubYyt7u7sYrghursxTG3d2NY4PfdZ0Ul9Hjqjz7va7Hcvvu7oZ+kKXmieV5+VDdksH5odVNfMTEneVXBvUpx9Nl5YkaFjSeNvjSmnrcysPngqEBXSG90oZMtP3HZzam9p5CnTMLWxI3EEGIb4CskRG4kS5AkXNQ8MLTD84j5tVqVYNsoKf7tFqdvXNf9bXWt8lbU6DDr8zS90LU4IWAgWYqoV6ZFSpG9IcKO3N8ZgM0sOiSSqkvrYnex1c1WZ+qt74o//NTS4lfoPpJy+yMiPdkZxQxdAlUSKhTRvqfyNEo9Q6Z6GRGKaGwqVwWap4Jez48iEuEZ69tVatV3je77VyMG5APBGgUxJzZZl5VmEKoBSVsFmbbDGcGDgOUG7g67SBRRrIadkhwmX60YpXmvYo2BHQodAGG0cIlBNcQwW+A2Q014+SNLt0SeqV1NCF0o74r1IaA2Fg4M6mfdgGNKX0vZxSsmE49DAvGmhJ6gipeFvS+6h2pG6L3Vx7+4tqGukX2YGgQJ7NoLF5A46yW18qZA5UGUYsradfJmVdmt2mHdp2Ub3SCPlV3FeV/XryGhpYm+snOCIaqhaUK3lz0ieyMEmlRVpxZG14wGzZHoz2OvhJMtHeOJtw8I0oM9BDk9NODuEVgzpwPqsat9AQBGgUxZzasofwZsGKdXqOETZ6lPjvqtIAc2q8xbp8B+ysfJE6F3MzgPDmiWE2QGcOAWD2INlJ7JqNtsQ2DRO7MghiD1GQjgCKg7idvgM0dkuG4vlKl0Oto/+C8ymzr9lNhcfjA1gUO6Qxh/fjpQ7D+7LUtMrZiQ08O81cqFcGHIS0pOwVCGbz92WtbujuCSnwQMPQWk6EZopy6wfKs0NJBMfSDKldASfUoGLzRmGdOKCl1EwUoe6elSa1TYIH1q0ftvOFNtJLTymNtvjCzgZ9iZ4Qj1NQXx3eBDXOKvx/lbPQfPUXIIEcRiJjohEapRrXRBzV2JNK80HNz4UHiRQBYrGbdE5bCzWAE/EGAvinMmUPWUFnYwEdqpuFBmAJGMIhvwFWrhuHM8BBljToMeyWhqo5/K+d+QwpaDlUCN6ahFbDrfR/cDc35lHOzQw0gnESlpo32S6qmp5fbwxRbF+QjTAHVyiZYsakxoiSUpFqtAncSxDiYz4/XBAUYEIEAHUIZyDPv++DuZ3t7ZC69usUDAYPG4xx+UGMLZ4bRd1BvmbkCBSugpCfFBMLjF2a7IiLj3IGYPqVuogBlz7SUamx8mZ1RVQ33sDOKOvTERzLR/4SORgUt1ET7ZH4tzQu514g59c+D1BIB1MZq1v0hKtwSRsATBOibwpw5ZA2VB1LkTbHHlYc9p6bIYtogiAmQjFBBQSaNg6Ty4EZZQlqIydXQBYS+YrIImy2cTcwEbM0N1PUJODMwYaC+r8yKta/7huXiTxQHKhE1K9OsJ+vakKmGIp5o+1EQmNqtKXd8F8RHmX6dzSRYiRfZ7BcNsuUuUKdAdckyM8GlDXWSKu2BgIEg+DoA83dxZp2yU7M9xWXFk1QZHDFxQNgI7LtkkoZMUP5/eKWlxOgFqus4GG8JzVdbdBQaalCAWJsf9TjsjGRHKNila4vvgpo96MUFmei/qY1WR2M30cmMkuMdSRNhe/PQlsp5WNVq1WcPUlsEEMdq1T1hKdwMRsAfBOibwpzZZoWVj9z3wV1I0J0bnmwdZ65UKjp3Z7qcSqUi0kRg4IzAVxtxtI90QXLQxRgow/Wx8RNmj2HC6vELs0L8lYdAPzAUo2yElqPrmePaD+LIhmrPqmCnYYqjC9L0kTYFSLP+TIKV2AZDOKIiaTHMoQdZXHfNDK1u6k7Ba8SN54Yn1fpYEpe3X0D9LgA5hGgmrJkohSKQlogHK5EjQUWQFCVymA6wGC5JAxtSiJJHWor9kqjAzkisV2Jn1KSfykL/kzgaaYtiTXRbHU3t5nnvQZKIAJbHatj9ISrcEkbAEwTom8Kc2eaKCHmTJHN3d2NmQawIRTqHBNJ2u94ii/AKcpkkxu5T6ilyVjMdzrTPbdaZ3hTnZr+it1qZWdia2nsq3BvE3GHSRbVIp7BCuEEGA8mJ2X6oU9ZCgbWULV1AKFCiuLOd12cRrNQDApDJoF/g3ktrYua2HmEhAzEauktr1ZWHzw/MTe09PX5h9rO9PUzheiOgGg4IaSbNr2pJxQVEUp1YK5ykqBXwrmmRA1sU26cmjDn/7Y2WajXD3qlRCBnVqb2n7IyEJrIzqqE2ppplr/82R5PARMcapcB21Sl+shsTNE/nmX31IMlEAPSsJt0TlsLNYAT8QYC+KcyZbcaUhCl6vyvyhZ4Y0qsdVWw6N7ztir5FWLHQc3Fvak1OtDUM+LbasoUGEJpz0mpJObZhQS5dE1pFJyhnhhqoDgXfLkraflxP+/zAHElp0ttpWW05RrqASNQS35lm/dkHK6ZK0+7T+0JppdKS6oEJujOWnv4grnllVs5Gu7QGOZ/P9vaQdbdfQKUD+gUJKycGNwoWm6R6cUGxJMVXw8GZ4/vUQDHvP73RUv3GYe/UKMRbQnFW239HzbE233176LnsjNCxAhXMnTPKQv9rO5raJjreKJmurca743gjnHfVbp5ogNceJJkIAoEZ/taUP6SMW+I1AjT6Yc5ss8LhcEF/dlh7TRmmUBBlOURCUglTNF3Xz9Xp6/CjSZZMmMvgYqtjiG0YuV3JqGojvjA6eExykgZuiusGTYKnh9svcn7qa8D0dlpWowm5C1NAtbIIVqx9HRxUvRkAr7M0uGt06DsucF0wNKMUTxBL2YO+5plDERIoqn4rQ+oEGhugQROwUsDCSKqMm5Uz15I0wKcQJQ9ew5B+2vyO9YKQ6uL6F21UI6+27Cyt9rJCsLr0dTYsg/uUfoqoB16o4AhUG9YNdkaJu9Xa1y08mIn+R7TR5mgQorCJDnTVE/Mbbl7oNcyLB4kRgTmz1ySNG+cVAtTNMWdGC04KIfsojsugU4cLEcfQsjAlWKKMYf3g/PEZuSOXfOjEnWXM2UZ25LI54Nj4iXBm/SVMeK7mzLAXmrEaFuyyzOZFcNNZzSDXNzj/yuy22CBN/ptZ2AoWbIfS7JGqQl1gEy0IBP06m0mwUktk/KxXtTpxZ/k5hZUBsthmGfqFXCNqFl2sNdDr9cxEB+LDBZRUj9coAAsnqZTLxplrSgqaUJj/evEaEv0k7ib+5TVeUnZGckM7vTEnO6OEipSR/idyNMTYBl+1FAdrGqWEwqZyWQE8SJwIg/OcZ/aKl3Fj/EWAhkHMmVMxr1wJI+BCIKNgpZFwPD5YT3q28AJiz3aUpNRNFKDcOX2H6soFRgARKID+swjYm+kUrGbdX+LCLWME2oQAfVOYM6djfdrHWLj9niNQAE8fj3DhBUTxO0pS6iYKUO6cvkN15QIjgAgUQP9ZBOzNdApWs94mVsKPZQT8RYC+KcyZ07E+zJkZAQcCBfD08e9I4QVE8TtKUuomClDunL5DdeUCI4AIFED/WQTszXQKVrPuL3HhljECbUKAvinMmdOxPg6+xJUzAgXw9PGdWHgBUfyOkpS6iQKUO6fvUF25wAggAgXQfxYBezOdgtWst4mV8GMZAX8RoG9KSzlzd08f/zECjAAjwAjkDgHqJgpQzh3+3GBGgBFgBFqHAO8B5i9J45Z5hQANgFrHmelTuMwIMAKMACPACDACjAAjwAgwAm1HgDmzV7yMG+MvAvRdZc5M0eAyI8AIMAKMACPACDACjAAjUGAEmDP7S9K4ZV4hQK0Ac2aKBpcZAUaAEWAEGAFGgBFgBBiBAiPAnNkrXsaN8RcBagWYM1M0uMwIMAKMACPACDACjAAjwAgUGAHmzP6SNG6ZVwhQK8CcmaLBZUaAEWAEGAFGgBFgBBgBRqDACDBn9oqXcWP8RYBaAebMFA0uMwKMACPACDACjAAjwAgwAgVGgDmzvySNW+YVAtQKMGemaHCZEWAEGAFGgBFgBBgBRoARKDACzJm94mXcGH8RoFaAOTNFg8uMACPACDACjAAjwAgwAoxAgRFgzuwvSeOWeYUAtQLMmSkaXGYEGAFGgBFgBBgBRoARYAQKjABzZq94GTfGXwSoFWDOTNHgMiPACDACjAAjwAgwAowAI1BgBJgz+0vSuGVeIUCtAHNmigaXGQFGgBFgBBgBRoARYAQYgQIjwJzZK17GjfEXAWoFmDNTNLjMCDACjAAjwAgwAowAI8AIFBgB5sz+kjRumVcIUCvAnJmiwWVGgBFgBBgBRoARYAQYAUagwAgwZ/aKl3Fj/EWAWgHmzBQNLjMCjAAjwAgwAowAI8AIMAIFRoA5s78kjVvmFQLUCjBnpmhwmRFgBBgBRoARYAQYAUaAESgwAsyZveJl3Bh/EaBWgDkzRYPLjAAjwAgwAowAI8AIMAKMQIERYM7sL0njlnmFALUCzJkpGlxmBBgBRoARYAQYAUaAEWAECowAc2aveBk3xl8EqBVgzkzR4DIjwAgwAowAI8AIMAKMACNQYASYM/tL0rhlXiFArQBzZooGlxkBRoARYAQYAUaAEWAEGIECI8Cc2Stexo3xFwFqBVrHmbt7+viPEWAEGAFGII8IUDdRgHIeu4DbzAgwAoxAixBgzuwvSeOWeYUADYBaypm/uL3y5YT6+2pyNfp3ZWaN/xiBvCMQVeyvJldR87t7+r6cWIFr8i6p0X4QqsACorwdKCl1EwUod/f0sT9CfeZC8RBI6IZyKvhXk6voaFiEVBBgzuwVL+PG+IsADYC85cxX7/6d/xgBfxCI8VIJg5WvJlexEn/kaqAlKEUMk2ygWg9v6WRJqZsoQLlJzuyhcnKTOhABtEjRQkI3hDfmAj1srZUzswjNIMCc2V+Sxi3zCgEaAOWLM4/eW3f93Spt8B8jkBwBlyKN3lu3+iF03tFCwmAlypmhDcnb3MYroamADCJQkzPnSEDEliWF8JS6iQKUW8GZQVWi/0Vd4gIjUBOBqP5QE2Q4I7S90UJCN4Q3Qs3wrJqNzPICKj62NoYzswiN9Q5zZq94GTfGXwRoAHeCsVkAACAASURBVMScuTFzw3flHQFwtNb/GmGKQRTRi2MhYbDCnDkXOuOK2GjQluuuxF6Il5S6iQKUmTNjv3PBKwSsPqh1Q7fotpgzt04NXKY1Or28jb3AnNlfksYt8woBGgB1LGeeKG/OLGzxXzEQmChv1uv/XJFK64KVhETLkx4x8HQFAQ0wSa9evajmsKScZ0ZegQXrOJrLhhjvTs2fXr0RntifnDYjak9q9r5Li6wqhwoZLSQcusUbXWytLchTlFwWODnhZBGSIMCc2Stexo3xFwHmzLdKG3WFKfcXt+jf3Mqj2n/jV17br3YO/8GbF68sb8fdUv5mv9hmfGBwdSfustrPLf1OPvTVS0E9pZEBse/igeG4NqTWgATIuKWgIN9frGNEI8VIxSvOfH9xqzQy8GJPX/ehUUMxLMfHr4grgz+bOhG1fKHvc6JvpbOH31L37h84PL6tgpirF4w6j89sYNTV2Nxs49WDTp9beWSRSKqK6/jcyqP/OiLkpdoeoFT+pv9IP0j0wrHroPz3F7fmyt+88W/H8PhIeQskHX9w7/033wJhX+j7fGh2++rdv2coaSna2kAWt6R//fBt0uOq91+9tCMkXQn16RvfqdUrICn29S+ubVglpW6iAGWf88zGG2HEu5Pzoz8JXmro4v59wxv44lA9qaMMNj/eL7httXyQUDD19qXpQdrvxagnMroj/meKnsgHzizNSCOWGdUD7czhcR0CRfzU2YXV4f/Q3oeo+o/PhSxwY5zZLUINkytEsDkRcTxwo/0vHLs+UhaxCqX9fzgo3tMfnxOb8lAn0owIEtJwfBU0oy/szellDjHHrzBn9pekccu8QoAGQJxnjneBcJZ6UDDBUftVXtvBv6XKDcmBVQgr3MaRscXKY9efvl6QHNc1CY+rGJo8DnjF8wNzMTWk2ICYpyA+5bWA0lMkDZyTdA1ck2Kk4g9nnlieD3jsodHymtKNpQo5Tjp66Us5OBLEHKY66V4manlg+Nq66Avw8YR9DZx6ICnWp2adreDMIXZHJXJICjqG8r56yXxrlirzMHgUSKQGHUoHf0bEl4MREOuYCBwaNcKd5jPqJo8lksJLGrSWnFqsPI6R1MKZJQu6v7hlStSj+jR63Nqn1E0UoFwsztzX3dN/eHw7iTNyGWRlDaQFcF0TfxxHrOIva+Bsq71YXZ4ouRuaWdhK0RP5wJkbs8zQ46ZNkymB8tqOGsQnfsrOmXuHhma3myecLhHM5oVNrrC6UScir3nw8KYR3T0/MBfizNppps6ZMQaQzYsEmbZ32SomiMCc2Stexo3xFwEaADFnTuIRDS5HaR6WqRtenhoRCStpwlZnwcIqArM8NYL55+79A+/c2SXmb+AvG9tgrP/y5yGd3zvx68v3MexYuv7pi7066N8/MDQrrqd/6tE9WBUYVvVzsfL41qcybyk81olfDY7e3NgyGrBUmT9+QCS9dWNkDQeGb25sqdj94Bfv/KvM1O0X13z98RnZ1P7XLj+BlixV5j8e/ES3v7935CEcpxAhbrRg4Jyka4rKmSeW54HdvfjT3wkqpTkzOvL/8/N3xHHi6W+efru75wRoFFUJLNvUUkTec+VvZCJLlPG5L59fvlXakMP//b+4tuGaL9c8k5xbUWklJamWSOthX1TSxcpjrefiXUDFo5KKt2y/eOmWvpQKD/m08Ssv9/62e//A2YXV25fU8ZHylk7lDbz/beXbb68LNPYPWJlk9LNhrimO0cksLkm1LOJ1RnMBb19NSVFk8RaLQRPZoTJDYu1TLans07+VwRYZ+Ryem42ROhasBMY1q5ZmnJKUE+WZpQILVrY8D6Mezw/MaY3q/+UbH0p7O/DR2NrcyiNtkwW1/tXg6LX1YLhNT2fo/8//HRahv3RS+l2z2HzwR8rgy/diaHZbX6890ZExPR5X09Eo53L0S/Aa4kVrkReTo2bK7dIBAvRiCgppJTRi/ZA2h+GtP/zhj9SLJfFHReLME8tq5LEuywwWSeuD8Efos169JPIKckBEmCmKJ31Nvv74THePMFDGqGUDSVqXCPEmF0RQoZoMctCJXFvXnP/Q6JVldJfCoSgRyMyslnJm9OY3N7a01zC9v1VMMblMpvqZM/tL0rhlXiHAnDkazlLzHS0bXI7SPCxTQqhNlaCLGK8QaqpDDRmyCC6q8tIi4FjffGIODfb0vXSmvLnzdOexOcDZfWB4au/p5k7w9+hxWTJeQSQ2d55uXT4NzAquidbcfWSM1Dzw2d6erkGUg1OSM6vaghHivu7ed4PkmBxIXqw8jj4FstwUIsSNFgycox3hOpJipOJJnnlief6Xb3z4m4vTalSecOajR//468v3jZ7VvdanhlRkJEoVQyjDnWERAkaGcuaASeqgXEbk/W98tzH+4J7i7TBMs3/g+LebRhyTCmc+evSPgaSEM//+6B9/f3nekHRz56kWduD48ePAmVHS9c0n65tq7AZCn9uXRKpcEoxHoGCgRZ9fPgvHRawjMwPPD8zdKrV2dMAuKUwQODK2vineWfn6iOinLknBhoCY4p1y9OmtqxfEqMGB4aHZ7dF769DXv7hmmW9P3UQByrnPM+vX08aZtUORr3bU/MLIGlIXYrEtnHl98wkyzJsbW5WNe+BQyF3CNYQOHhnTvkl5DWsbiD7rBoMrkT4IX2F6WXIvRtyrcKNaWDdnjvVitmkawoa4HBAeT9ETWYdpcBAnWkh9PfPE8rzdXlXmXZYZO3HrzrAYj5Nhgw4J+vsnd/QoT+CnPhpbo0laGNTrOTUF4qOY1NHgQdd4ZdAdLhG0yYUGU5OLImBhffMJOpHFymPlkQ9+QTizGAK4VUKPOfDz10VSIRvOPLX3VHNm9fZhy9F1gk+UYspeYM7sFSXjxniOAA2AOM+M5jWmYHA5SvOwTAmhdtgqMnix73R00vXy1AisYZYOPsgGI7EZmt3e3AlZQzw1tfeUdqJRnv6z5LFHxqrV6sW3RRteu/ykWq2q23tO/P7yPPyUDThxbGWPRjxISNycWWQGdG19v758X3N+YY5x+BNERms+uBrMXee52S5nf6u0QfUQ1jOLaFVzZswrojsEB6l7kAajAxeeiH5HD7q++YTMMhA5KFwJjGRyelLxapJ9DdWZevYVHg3rmYWkmjODpOubT6ikoOqo1aDqEFiDmAZnVrG75BJzKwFnVvOTDwyr9cySM7/Yd1qllVozOuCSFBJfL50pE86s3tk6JRUMASwSdujMwhbtU5rPuf31OSFvZA4k55kxKMeClcBkmmemHE+UYUKBmqMR7HegFov2/+bitDCz41ekkSeWuWegf1KkndX850ie2eDM2s4Lm//ocRleKHjjsFytVrX9ETZH32JxNNq5iFHgarUKVARGfg0vJmfNCGugR5H0KDAM/EkvJozDHZktl/NrtBtKyJllTl6vre0deTinlmRLYOH4gWFgdDfHbslZGyKdSO1ztFwkzjyzILZxsVpmsFRomY2+M5wOhgTX1neiE5u7e0iStrQhLbNYRZIKZ3aJgCYXvAaaWSoI+k3qRBYrj20i9O0bFkuZwK28fH556N/F8uyWcubwnEExbRDCPCoCdBB4Fj1yIbb/KK/tfP3xGc4ze87UuHm+IEBfKubMUbcXPQIBKP4XeTItUM4M89mCxagixMEB7/lbVy8cPfpHPcUaHDzhzJAZNiMkkXfCgENQi953fzU4OlHepL0JZQxf/vvBNaDlwJ2iHg4pB96SKM8sE2K2AEVEZmrmm9l+cYpCRKHDMiJMI/5od0SPpBipeJJnBhmTc2Yc15/awzSs4l3o+9c3n4Avx5QRpiUBcEWuMIihOcnYebzNzFiGR1sjs8XK4yhnxjigWq2iAlMZjTzzUuWGnIEsXkCqV5PzoyLjCqt89Qo0RKa7J/252S5JMYAzOHNySdXLeGQMR6NQUuzTP927TwnzLTWHUIhpnTsQNSy5PpL7PDO1qHKXPpg/LGcgA38WG//QaSlgb4Ebv3pJW2Y9JqV0piZnlv4IJjrhWwYFJ2fWk5tQYfA91S5MDNQGTFvOlsKLoYAu6fS96+DFYAwXvRiMjq1vPgF2/dplnR6Xq4r0sDW6XbXC6Np6gIN4WUJbl8EAhAAzsuYWxg3Fqaj3oUdS9ETWYRocxIkWUs8zuwgnmGU6i83oO8qZ9QCK6gi1e5acNIHrgIBw3iptqJUjh0bRC6OYjeWZXSKgyQVNjufMMIqETgSGomBVS/f+gX96473uHsmZyWSlbDiz4c1hHIr2BXoQkmdWnPns4beYM/tCybgdniNAXyrmzNThucoQgOJ/kePRAiWEmAwUY4FXL4B5fe3yE5V03S9GuL/9VoUCZp7ZzZnBvt+6euGdfz2GlBsiCWs088s3PuzW87qph8OLMdrAAKVuzqxDLgjdmDNj4PLlxAr84SqsBr41lZwzY59CAXrWiHRVuHnwCxE4qg1OVLQdbNAt1/rSyXJAtEbvrYOH7jk1ReMYGsokFNBYveliktY8s465aepblvX0ToikxfKz3iBlDcH9q5fEUjRx/NAovOmYFoC52d2HRsWM5cxHB9QwU3hu9nuTk6Hpr0iZwpICSsiLDM6s1mzLPg1F87CpwX57PofzzKjhWLASmEzzzHpuNtAA/dYENA+cUYs4M+R7DSODnDlYwtMjZocircXr0dHo91dNIlV+J7LCCG6E+l1eLE3OLLHV04aZMwdfrEiYZ8aONgpbl+XMHbkkGCwVNVAzC1tguGBRjN4+o+/l88vZcGbUaqlpajkMiiAaL51IlHDCuwaf9pBOpP/od2r/ETLqKh3ToVG0IdRX4kEwLGBJ6JgmjUWhF+ZWHoX2AIPp5Qe/IKPkFhFEe6Rn0Xlmkb0AK8Gc2XOmxs3zBQHmzK1ez6ymvR0ZA3KCsQUcf+7kjcXKYxXOqkHxIM+ME5miO6NQKr5Umcdq6XEok2SvMKNwUK+yFlPmYG8hmJstd+kIGoD7u8DeYxDuwMIkDO6DxWMRzoztj05Hp8MKdLgByzgqAQXqNuLLIT5QUt/UoR4oWnbFu+itjSgZnVy0gDyZFlrNmWlfiO4ADwpbtald3ESemeoGXkM4s/pQk/qeE4nLBWKQfYW1r5kzSWw5lRSV0wxNdPYsrOoiuaFXB8jRATUVUwxa6fmWYuW2SrpqSYFLW3fGakVGXb+Y5h5gLs6MyEABhz9gKgfGc9in8CmU4B0BwqyXNIOeo1aDDnf39FE3UYBy7vPM5N1EO0lpnrKiTc3NFgttFiuPqc2nyrlYeQwDZy+dKesQXBkZOu1I32J1NM4NJg2tDmyaGC1qxIvBzvkgkfLI4K30WtYgzxzhzLBJUreemx3vfejZ4C1L5oZwA4WoPzIckPGe4guLBep9sBx1Q3g9VJiEramBmLCNDTooclzZJb35IuwzCgdVVRJwI8+st89QW04a8jZJOA0RtIqaJpcqoe0aQTjVegc5EImzeM4urJpfZIBRzlZz5liPbxNB+ETmzL6QMW5HLhCgARDnmanDc5UxRoECcjxaoIRQmyqaDROmSkX/mDISBXlc7wEGPBPIcIgVUGcfuZ0aeuWu8GNX8ka8wFKzdHgY8SRqAL0lwpkxloq2n0JEocOygbOrO6LHU4xU8sqZscdRPVTXqNEQoX7Ra6T66X2zqbqKwX69xzI57lj72gomiUpLOTMehAKEwvCtKS2deKEsSiijNMvWPnpJM/BkorTZzc22tDYShsZISgXHNE4dfSrX3WEkzZwZoaAFK4GJ8pwoA4mO1kWPGDMvDPumXsOEnFl/yptosppwocdWyOusdwS0aKA+Zbsr8oqRfbPtb5/ep0DXpmpQqht2UviOa8VWG5Xh8bS8WAxnthgKCciVZZ6bHXynw7DMur9oSBNStlcv2dYzawus3Y2Y/IJeGN/BdDmzReFpVKNX0pmaJhVVD1QFopnfmiptZDA3W6MdNCNRMCnF5G9N5YKpcSN9QYA5cyvyzEj8VIF8br5bLj+Tx0t6kXP/vg/uYhwcXlX1CL4oqL9y0feDNy9eWd6Gar8ZuahnZYuvdIgPBa3Q79cHZTD3uGAVL9Mf1RC7yOz74K46HlrW9Wiu/I1artPTv2/kokhHy4hNDdbCp27hFnlcexE10Tem/dgMa4E5c8weYAZiob4AHRi/oj8kQ3TG6NmwWsKXaVRVSLZlAb41dXPs1hv/Jr8r1tP3Qt/nQ7Pb1rWvaXJm9SHlQJMtkmqdD94g+XUlWPeo98EqRdGAJaBUIrUHmNzy9P03xcYt4i+bPcBCkgatfeHYdXzfsdPjJNX7FdG7nH1qWbkt9qqhsSnPzUY0sJAjzmx8ayow8uKtQTUT36BCwy7UzGHzpQai2wo7HZXTFosdcO8M/faFvndF2gCTyQWtgoeG2qDfa1T7dnkxMBRnD7+FXviFvs9rEubifZ85NDc7ZK9Ci+dVfxFfY7U/astJ4qde6PscZsGIgSTYYcE9/wVXORlvZXSgio46uUXAd6EvMLlEBND8qBMRxwM3KoIoeBwdC2sRZ8b3QhWCZogXE7x5NJhEEQIxpQg8N9sXSsbt8BwB5sz1cmZqgrnsIQJFzTOnAvX05HDCgI8+jkYAOIEwOl+ODv83tp6ZPrTJcgOSRjUHIjCWlLqJApTzOze7yZeCb88Sgag9MQxp9KdrtoJ1mAbpYrSA87Fpocm52fVC14AFhkdQWFwWuDHOzCK4EGDO7DlT4+b5ggANgDp2bja10VzuQARckQrOCjNClmiMgkdojILlaLCSkFKm2xeT86P//88+FEt2E6+vs17pimMa4MzW+ps/yJLWi2F8n1I3UYCyz5y53o7j64uEgMsTGQ7IGMVD74MFdD20EHVDeD1UCE9PBc9WW+DknLlhcTpKBObMvlAybofnCNAAiDlzw+aVb8w1Aq5IpWCcOa0+iudXdc3NTqtJLaqHJeW52cgrsGAlMC4b0iLN5GoLiYBLi6wqhwoZLVCqjOUsOXNaveOywBlw5o4SgTmz50yNm+cLAvnlzFYvwgcZgQwQiMYoeAQDFFqIBivRPHMGzW7FIwzBMZQpjIAIWidLSt1EAcqtyDOjnnCBEcgGAbRI0QL1PliOuiG8MZsGN/kUbC2d0IQHm6w8m9uxtb6JwJzZF0rG7fAcARoAtTTPHNq6M7zDEJ9iBBgBRoAR8BYB6iYKUPYWZ24YI8AIMALZI8Cc2XOmxs3zBQEaALWUM39xewWHOXHgkxZwBI4LjEB+EaAqjWXUfGsaNr/C0paDsAUWEIXtQEmpmyhAuck8M2oCFxgBPxFA10MLUTfkZ+NrtsqapK15l1cX+CYCc2ZfKBm3w3MEaADkLWfOZtoMP4URSIhAjPelMQqWo8FKYaYuIxQgrJUzJ0TV88s6WVLqJgpQbpIze66o3LwOQQAtUrSArocWom4Ib8wFYthaK+FkEZpBgDmz50yNm+cLAjQAyhdndu2WMXpvPa3NG7ieDkEgRpesfgidd7RAYxQsR4OVKGeGNuQCcNe+LDSUybWA2AssKfQpdRMFKLeCM7tsCOoSFxiBmgi4tKhFbgj9F9QPT6/ZyCwvcFlgHJxlEVLpDubMvlAybofnCNAAiDlzKtaHK8kdAq5IhffNtnalK45hzuxt6GntR3owvk+pmyhAmTkz7Xou+4OAyxMxZ7569+9Ij6mjwYPe2l6XafWK9jNn9pypcfN8QYAGQB3LmSfKm65PvfPx3CEwUd6sNwZyRSpt58yegG/g6QoCaCiTMM/s1asX1RyWlPPMGJRjwUpgXDbEeHdq/vTqjfDE/uS0GVF7UrP3XVpkVTlUyGgBpzjRQnS6E97oIpxtQZ6i5LLAyQkni5AEAebMvlAybofnCDBnvlXauHNv9eDP+sRehYdGwb5MLM/DkX3DG2hxbl8aENccGL6yvH1/cWtu/Er/kf4X9R7gL/adPjy+PbfyqNm/8jf7RZ0Dg6s7zVZlbUyr67c+tP6D9xe36B/2grUwOT/6Ewna2YXVifLm+IN777/51svnl6n3jSm7IhWvODOg0bRKlPqP9MO2nC8cu35l2aax41de7v2tuqbv87MLqwDdzbFb+nj/C8euD81uG2P/zXPmlGSEd7CGpPAKU4lGyluGkvzhoDALPz7391xL+tcP34bepP+Ft4P0ad8LfZ8fn9mwSkrdRAHKPueZ2Rk1beKadsFhb5XcDYFvQmf0p3v3b5U26nJGLk/kA2cWBjOMTK2fNSywuH38ymv7ZejVI3zKSHlrZmFr+D/eopYKyj8+12CemQYMmYlA/YjLiTRG+1skAnNmz5kaN88XBGgA1LF55unJYU19B84urIKRVYZbs+iZhS2wfc8PzEG0rW8Bi6/+++olQXTLazv4t1h5XNffUuUGcua6bszXxYhPec0+NEAjlfuLwpUm/Jsob0JPFZgzl9d2Guvu/zoSUtfuI2NYj+qI8jdy9IFcdmB4pLylA8HgeM+pKSu/+nJiBZIbNZMYt0obRlaNcuaGZQSJXJIG+haR9PmBORrr3PpUjpG1njO3WlILZ3b0aXfv0NDsNnYc9GN3Tx91EwUo+8yZ2RmhRcqmUJcnSuiD4DLIM9fljHLBmRPaK5cFxm598PCmDHUCn/L8wJydM0fsUpOEs9UiBH7E7US8EoE5sy+UjNvhOQI0AOpYzgz0+J/eeK+7pw8Tyzp2USxacwbxc26l9Ds5OBpk6savwJHuA8PX1gPCDKZ56fqnL/Zqx7BfJJDBbSxPjehB1r7u/QPv3NldrDxGzvyXjW35c/4vfx7S/PzEry/fR5eDhaXK/PEDIjV99Msz6sr9A3i7PHXil298KE8NnL53HTg5XvDOvx5Tw7r7B4ZmxUObfy7U8PHgJ7rl/b0jD7FmiVU/NumjsTUyYg3YCpzF2AQQG5nb18n/kJgfja3NLCCjE3epKQOQ/z80Gniv0oar7IpUvM0zJ3T5qCFQWJ4aAR0Ymt1enYV4JdBGRSbHr4hrJOA3x25J/tz/xncbikAeGh2a3R79W1nq7cDxmY0ov/KBM8dIipy5NCIp8aHRK8vbqFqnHmgluXpBq27L88yN9WbNPkVJYSQC4ng5WUZ2aGnjFsh4YHhodvvbb69DX//imqVPqZsoQNlnztyAMwKLx87I5QTb5Yz+dO9+vc7I5Ym8yjMnsVdWCwwhB3olqwXGaU3grL/++Ex3T/8vrpnzXzIgnCmIEOtEPBFhTnp85syeMzVuni8I0ACoMznz+IN70rEN/Of/ymyzTizrMFqxaDUx+9BokGSWvCIge+NXfvnGh0D/6NC15sCaM0tCcm19x3r85saWPi5I7/rmE3OwtqfvpTPlzZ2n9O/R47IMF8gj5FOm9p6apw4MT86PAmf+bG/PPCunN3+2t7e58zT+ueubT9Y3n1Q27lmfe21dDApEa3h+YA7CFzW+ALRWjjIEMKrxiBjOHBZT9hcd0ag3TLlV2nBFKnnhzNAdVCWs5a3Lp8XgyJGxzZ2nWrX6+yfVCI6bMw8IJgnj5Qe/IJxZhDJZcuaEYm7uPEVJ1zefaFVUkiKTVBHbwS8IZ1ZkEm3Cz18Xw0mtnpsdjUHTlRQ5M7wmzw/MqZWWFs5sHwehbqIAZW85MypeQmc0syCWCOEgV2BFO8YZwZvipzPqEM68vvkk6m7QAsMpGQycgKyAyZnDFvjw+DYObYO9gglNxpymdAlnK0TAd9nlRDwRgTmzL2SM25ELBGgA1JmcWSVbDo1qkizYGuRk1JxGycpghtW+4Y37i1s4PupaW0I5sxqtlMwQvYVRWJ4awdwv5cxbdySNl4mgzZ2nmBsEWgveqFqtIvV96Uy5Wq3qy/peu/wET3UfGYO+3nmsEowXnjxR9fcMjJS3Hj0uX3xb0NHXLuvj7udCpIKc+aUz5cXKY/pclBqS6vqUyGouVeYVZz4yBkAFoZ5YLlUzz9wHM7g+v3xWMMDQLFPRdx04N9ugWPSlpmWIY2DMRXNm0d2gjUgmv/5Yz1YQgxr9+4ZF6lWPSoQGLIw1ZumuZ67JJKlotIyc+aUzZcKZ+169JEYHUEw1hQEGbvR/YT4/Tqcc+nexsq7tnJlKR8sJJUXOLOVS7wimcTCd3t3T75KUPrQAZW85c73OaGbBI2cEioEeJxtnFOXMzTijsCdq1hnBemY0JkgFYwqu0Vuf88yUcKJxQF9TrVZxCB59DXic6NxsmOiH+IC9OvVAJJkz48xpiYD97nIirePMdYlQXtv5+uMznGfOBV/jRrYfAXy7qtVqZ3JmmAsHU7Jpmc74PX0PJi6q5KfBmdVPFXYLWkg5c0ARe/q6e9/91eDo1bt/B5+xVJm/dfXC0aN/1DO3RW45xJkhMagDejWDukeM1+LILuHMAxeePIEOnf7zu90yI60jmBPHVvbgVIgzy/ohuKGaoAaJ3c8Nc2Y1D3yx8hhGGV46U176Uq0F1W0GriVyfRqQ/sPj2w1xZnFj0DvMmSuP0+XMZw+HtmDBVb7BflH7B1786e+ATLYxz0w1lpaTM8k53O1s/wAszRCcWWbUQWpXuJOv0QHgzGrUQ44A4o6+778Z6mvXGnUKbwHK3nJm6oBoOTB3PWJxDe53GOXM2TujYytiXtLmzlNQDO1xMnJGEc7clDOqnzPHOSPmzBBauDizGL7EPcC0BYYh2mCU9tAozvaivsYfwmkXIYET8UeEs4ffYs7cfjLGLcgFAjQA6kDOrOfPhLJnuHs27vsF8TSkN6Nzs+PDFKDHt65eEJtsq1XNgler1Ov+gY/G1r79NlhjXC9n3tzBCdgDmH++eVrslPvSmbKOYAKajZz5s709YwIV8nC/ObOaCKA4AHPmCGfGfjQKtLt1ntmcm62UOTxfTqxnJqvBR++ty0H0fM/NxuwrTCoBiY5+pzbMD4/1iB31acSWMWc2+pH+xD4lGXVzFjpICuNZMDioOHPi+fbUTRSg7CdnbsAZ5kWJRAAAHk5JREFURedmd5ozajdnjnNGHciZ0TShXYIj1rnZOOUH9vgEC4xzs2HM6OXzyxlz5uZFSOhEWseZ6xIBLAZz5lzwNW5k+xGgAVAHcmY1F85MqCpHOLOwpZYxiwvUiLKcj632AOs+MIz7V/33g2uwMZKRZwbOjIllWOX72uUnEMI+d/LGYuXx7UsDcoakmWfGGc64NRetDct6D7C+507euLmxpSdCi2m3+lSwlIhycrrLxWLlMWTVXjpTbv65WANueEZbC3uAxeaZ+3pHHt5f3FLT48N7gMHkeebMCGnCAu1urSTmHmAq5g4B3ieyr1cviOzWfrm2WW1tYl/7mpc9wObGr4BEZxdWccO/Uw82Quvh0TJky5kTduhi5XFMn9KQdG6lJOVSRizEmeUSDL2vm5iIHh0doG6iAGU/OXMDzkhwZtWzYpUKO6PuHosTTO6MHHnmBp1Rh3Bmq7Gy2iVjD7C58StiSdp+EW6hBYY9wPT4kRiWzYAzpy5CEieSLmduWATmzO2nYdyCHCFAA6AO5MwwlgkJZJJuCnbPDpZxShYxs6A+Gqx2XsGQWhdeOHbd2DfbNktZLuu1zF6Wx8PfmorupAVbc1MTqWc7h7PlcgW1PhWkE5Ezh5YW6/bDd6H1tkmWChM+N6YGbJKDMz+yikw2aoob2qfrmUWqkPfNDn/qzMRWfmuKqoRtla/gyTqICVTCNY/XB85sUb+opEg2tPLjLHRMqrdrbjZ9y2qWa/apGOZTH9ZS7w5w5sC4aQS6e+zjINRNFKDsJ2duwBmBP2JnZNlaElRabyNiviPBTpywuYYYS8IxJsqcYVVqaNZJaDwxzhlRzpzQGeVxPbPLQJmY2yxwaDfQHrVTSTAxu0e4nnZx5oROxCVCTSeSAWdOIgKsKuc8c45YGze1nQjQAKjTODPSgJfPLwNhDr4NqHfPxunZyKthouP9xa3v786dPfwW7qDzYt/p31ycpu4Wy9+MXNSzssWo6uHxbXmqpBeO9u/74C4kVMXnncvfwH5gg6vw4WJxGT7lB29evLIMtz/C+nHfLPzWFLkMUuIiJlDX2+pXMUHQNrH9SXPPjakh0iSx9Rf5K3+jP8HV/9MPRkQyMHGYApw5yNgcGh0pb6H3chVckQp6a2MLFkzERQvwSVvjv19OrMAfusmvJlfxXqgc2mC0ENUyGKyhQDVSLvUf6YfuDj5OY6gErvKVSYCPxtagVcF65p5+616m6c5YDqlECySFRRYv9/5WoiHeQVzli72QDWfORlJhQ+RChpmFLZSU9KkwTce/3TT22oE+pW6iAGUPOXNjzgjNAjujWCfYlDNCE1GvMwLOXJczcnkiwwEZe2KhK8GC4YDgZ9QN4fUuH2Q4oDotVSJfg75+3wd34XHC/JIt/dELY2upo8GD3omgVzO5nAgGAz6IwJy5nTSMn50jBGgA1GmcGSPjifIm9Q25K0d3/M5GhHY9N1465APYvzULrkgFvbURsqCTixYSBisNcOZ4qVt61gAQ4DLiNhAc44CEAnr16kU1hyVlzhx9xw1rQIP1qCUx3p2aP716IxqwKu1yCu16bgxEUXtSs/ej+kNNkKF4Uc3EIwndEF5PdZg2Mka61p2iDaDiY2sb5syta7NRc+5EYM6cI9bGTW0nAsyZqXXLaVnnKORaUz26mYEs7Xpu6qK5IpW2c+bUJU2lQlccQ0OZhJw5lfa0rhKWlDkzRupYMKgL5RtRS9I65fSz5nY5hXY9N91eiOoPNUGG4qFCRgtpceZ0pWugNio+ikkdDR6kr2EDD2rdLbkQgTlzO2kYPztHCDBnbp2tzKzm8Qf3YPuxUw9C+xu3ugHtem7qcrkiFebMVqhdQQANZZgzW6Hz9mB8n1I3UYCyh3OzvVWMehvWLqfQrufWi0/89S5PZLBl+Il0MVpgzhyPc5ZnXaYV52Rh97WR9jNnzhFr46a2EwEaAOVrbrbVi/BBRiADBNDJRQsJg5Uopcyg2a14BCIAgmMcUBgBEbROlpS6iQKUW8GZUU+4wAhkgwBapGghoRvCG7NpcJNPwdbSwVk82GTl2dyOrfVNBObM7aRh/OwcIUADoJZyZrXLVLBBa7ABL59iBBgBRoAR8BYB6iYKUPYWZ24YI8AIMALZI8CcOUesjZvaTgRoANRSzvzFbbV1MH6KxhgKxRE4LjAC+UXA0Gr4Gd2wlKZh8yssbTlIas0z08sKUO5ASambKEC5yTxzAXSYRSg2AgndUE5BsCZp8yWLbyIwZ24nDeNn5wgBGgB5y5mzmTbDT2EEEiIQ454TBiuUMyd8qJ+XIRQxTNLPltfbqk6WlLqJApSb5Mz1ag5fzwi0AgG0SNFCQjeEN7aieanXia21Es7UH9eKCr0VgTlzjlgbN7WdCNAAKF+c2bVbxui99Sw3eOBnFQCBGF2yOk70fNFCwmAlypmhDbkA07WpCQ1lci0g9gJLCn1K3UQByq3gzC4bgrrEBUagJgIuLWqRG0L/BfXD02s2MssLXBYYJzSxCKl0B3PmdtIwfnaOEKABEHPmVKwPV5I7BFyRCu+bbe1KVxzDnNnb0NPaj/RgfJ9SN1GAMnNm2vVc9gcBlydiznz17t+RHlNHgwe9tb0u0+oV7WfOnCPWxk1tJwI0AOpYzjxR3jQ+Sc8/84vARHmz3hjIFam0nTN70gsGnq4ggIYyCfPMXr16Uc1hSTnPjEE5FqwExmVDjHen5k+v3ghP7E9OmxG1JzV736VFVpVDhYwWEk53whtdhLMtyFOUXBY4OeFkEZIgwJy5nTSMn50jBDqKM48/uHfwZ3K/7kOjYJfxyL7hDbQsty8NiH0LDwxfWd6eWdi6OXbrjX879qLe8fvFvtOHx7fvL27B39zKo9Df+JWfv35Mb3vYv++Du+6zfT948+JHY2vGBf1H+o1nGRfITzELKX7w5sUry9uhs0Zjav4sf7NfyDUwuLrTVD01H1T/BYgwFLB3ahYm50d/IoWCr1WPP7j3/ptvvXx+mXpio+yKVLzizHZ9qxvYUv+RftDPF45dt+vP+JWXe3+rrun7/OzCKsA1OT/6xr8p3X7h2PWh2W1j7L95zpySjPBK1pD0/uLWXFjSP927D5LeHLtFETg+s5FrSf/64dvaIgVfK4A3ImGfUjdRgLIPeWZ0Pd3sjMCI+eqMqCeq6X3oBRPlzXqdkcsT+cCZhcGsz93UsMCitvErOp7pf+HY9ZHy1szCVuCdPx0QsdChURAfGT51NHgwCe1vsQh9L0h3CSLUdCKN0f7URQDvwJw5R6yNm9pOBGgAVPw889ULmo4OAKG6VdoY/o+3REB5aBS93R8Oisjy+YG5mYWt6cn/197Z9cZxXGnY/4Q/JHcCEkM3/Am52L2IN5LW66sQe7HACoZsK2FgG1gEysZAEs8Kkh2sP5h1YJOxkRXXF5bomOISkCyKjjQjjpakKIbDD5GMyEX1qao+09Mz7GHPTE/1PMJAKPZMV1c9VV2n3jqnq6fdKfF0c2x84qXp7ZT5/eJsyo8vz681DtYaB0++nUn5dnxy8u5+xx9M/MMf7Q/WG99EEleVxGUuOQT0f31z339SLbGeqTxcM6Y04yexui+tWTLNXN+0XaLbFv/Py6rzjE+Mqf5T34zWTepfRisO6mcXpmfqu/EU3y0eyVTGT1lO3ANMpoPxfKi2vVDbTnjV9D116joKk3Y1tdXceFZtU1M3zVUEzk1NLe+FW9MUzdxlm2ozUYL0MGjmBYxRZBa7HcF6/ntvhuKRoVkZakuU0QbJzxKWaKG2faIxCkIzZxyZ243AvgUfPb6dmM/IpGuhti0r3Xalrw+auX9VGIuG1ixGJKdm7lUV0MxFCjCuHRwBPQEqvWYWefx3F/99bHwiFlF27lK5vvp0aXXXDXbmzztPVsQvLR458TlbT3XkhW5e86v97LyZZ3//za9vbhlB6KaqRhWvN1bk2+/98pubW0bwrDdWrr8RyfUL0ze3zA/evmBO/94vv7m9vbvWOHi6fFuOjF2YliNWdUd/Pl0We1P5eHvPGyHJNjqr8tMvrlmJft7+xl3iyisX342+qlx98LX4mSWT9cbKW//qnOTnK1PLNuf1xsrHH045wX/lJzce6itK2mXedN33n3q1v/K79z9wOUyem3ksM5XqhkCb9EXyjveIrXzb3DQRedc0TZd7b35Tt+A7j7ZtY4nMc/6chGxbqG23m6kMrZ85o71MNJNbtTEt6/uPbyM7ZZR1nwjy7fmFSD9PXvzz9sJXnxrX63mz2PQ/v4u61hAryQ41jWfG7WtqOuqF6anlvVu3vhYC/3Rzezg1c5aayqRf5vFREE3UoLUu2lSbiRKkh0EzY4wiOxWAMXILebXImnRhjBJ+5izGqJ0lGio/cxbrkzouJeYqtZkooO/S3OyTPW/Qr68+9euzL/7oZ+LP6LmfuVdVqKYZkTcW9+yKWEcjMgDNnKUVxCDiZw5Ou1HgYgjoCVC5NbMbiCu/+d/IdewUlDtuXMdLq7s2MDtyO1snswvSlklndXH273/87nvzm86UuthsN3qKYI5GIhObdG7mcexkjuSxVzJOSE++df9vdnSL9PDWzqF8du9Pv3Lx3anlvZ395zv7z3fvi9PbqNZvj8yR1s+zg7pV2t4fGAmAb4+eJ7+6MH13ZU408ydHR8lvo/DmT46OdvafJxeMxyfOXqv7QkrCaWblnYuuKwsErTmcqVQFkSwl2BXlCLW4nbNp5ubLRa3mVz1GRzNLE7R2hsSR3RtXDefL8zv7z7d2DqNGicMcrJh03Xj2yZ7TzHFQhiw3fPzh1Nj4xPg73/Y1Yrl1WpOxmuZOcTXd2jlcaxzomtpqRmGBoo2TNZVFtKbpTuXtpYFq5t7W1GtmuTXOVKqtHrDObarNRAnShWtmZ3TyGqN7d6cxRgljpBaOm62DM77dGiNn6E/UzM2XuzQ3Ipp5a+cwYWj0CCxfRcyvvHX/b37ys9Y4sJr51c+VZp58Y3Fv8dGDVy6+e+6/agu/t6K635r51FVI08xmVSVNMyeNSG8186mrIAYRzVyMAOOqwRHQE6Bya2Y7il2a8/OV1PBsiZ5q1c8+KEssqP/fxxWLAThTqVY3nulwL+uG/SIa/VUorBwX+/3yjcN19wOZLuv/vUFKyNoXJ65OLe/pFjw+Pva/OXutfnx87NyJEy/fOPRfjV2el7P2D6yz+tPDQyfIjRPy2UHdF8wejyTEzv5zl6HxXetCes189lpdnOQSdvXyjUO/HCAuTZ9D9BC1dc6PXZrzJLvSzBLN9Ycb140abAqLskrvxHC4EviZExIr0SX8n6Ikz16rK81sOoZ0RS8mrRvZrrlMvjRtgqj9R3iORU7mYjWzr1ci4WdsMpl2mtk+4+Cr+XBtN1FTH3uSOP7Dj/4aek3l6Yao7aIImuZ98k5s0wTh0P8sXDP3yhgtrdptNZyuswu4o2yMtGbuiTFybE/WzPmNUYh+Zq3W/Mjgbc3x8bFfdve2RixOa2y2PPXmbU0hmrmrKtQ39xPGQqaOCzUXjeXMaKsR6Z9m7rYK1Y1naObgtBsFLoaAv7uOj4/LrZklFk6mxTq9UNv2nsmrDyQU08ZfaZ9z7IK2g6D5jY7N7u00xTrK3LXE37uzb3zFU/8WRXSrr3QjOmFc+fTwUI7f+/AXY5Fn2H115c2NI/mqSTNHrjlR2mLnRKs3l8QvpZs14zTNHMeKS2j6mUrVLgfYAvsczIqyj82O0s5jHz1Ols3PbDKJ47HRzFHoge4POu3nMZ01s31kwLXXmUo1nsRE4vnWra9fPGe2jivW+6qrptPZNXO7mv7qdX2LFe9R17XT6ew1fbjmnjqJYjFa/cyd21RftATpwjWzNkA6jTEaGzeWy49U0tn8qnEWY6Q0c2+MUWbN3ANjNFKa2Sxf+j3AzlfkobmmJdoi/Mx+fNOdsJ3sr2/utxoR2QPsRCOCZi5G83BVCOQh4AeIcmtm51v2gi1KuPDsO/Ud8bTIqC2rxfEGYC4220poJ1YTmtlH6bTGZt/c2ve+VolVts5n+5BzSmx28+Sg4jWznz0sfPWpbDj58o2myCgnjONTbl81u+aevVZ3Xxm5K/l4zfzJ0ZG9YhS466/iJ+U2dtrpqLHxIdHMdnXDrnqgmdPC9X1r6iZuF5udGi9nnmf+fcXo5OiWmXuwJffLDz9qemem3s70dO+actNTs3rS79jsDjU1vf3Vz6eW9+b+rx7dZZMDfp45ETjgW7A14du0QxS6UJU1LHGDWM2cuU21mShBuljNjDHqqzEqTjP3wBiFrpn9AOXHJTmSGputQ36WVncjm2LWHeIl2iI0c1dVSDUipgpS8o5GpH+auasqSCvgZ84jozh3hAjoCVCZ/czxJqVaNtvw3Tv1HaWH7Wrx0uqu25fCBP3K/lJLq7v//ehm9B6apJ/ZuUxP2ANs7NXPv/rur2LXJf55rHkPMNl8SET13ZW5aMpu18tF/Y5dnr+9vbveWPHh0/Jjr8PleWbZS8wFQpsQXBc+HT9W5DbiNvnr7SLWGgfizT57re7Vvt8STF/Op13mZg+zm1v7+ro+B7/d1FrjILEHWEc/88S5mcdLq7t2T7VoCcM1TQ+mKSWIzfat0Dmhm9g1kHnNmJwlttNOApogRxvmua3yfnWrUY6dsdrWVKY70cMITjNPDHh1oHM76m87tKmeklY3JLLUDm5WM2duU20mSpAuVjPbwOx4/VFMEsZI3goxaGPkH6RyFtzcI/pBIbeQJ3dQf41RiJpZD0c+nTouJfYAqy7Omge4zhsj7l5QYtKD18y+2DqRpQqpRsS4yjMYkd5qZl1yn85ShchM1NDMI6T6qGoeAnoCVGLNLPFvOspUHGUSqq326rDPxPqnl91QrpW2SctO2jo2u7rxrDYTvU4wMRlyzzC78SuRVbwJU5sfWBUabyTWlH+seWSgdPuKNV/FyfJow634il4zv/803tlbuZRt5lbb6+u6/VT86Nzhuv6BUpWz4Xxza7/dNKW68UxmKtJMiRPVliFZNbPJwYUVxCbZPabbbqZSsn2zUxoi6py6G6S8gWm86cnwuC2GeN/sPDV1T2roO2jQUej+tsqSSN6eLW1qhin7Yi17v/jY7OT91aZNtZkoQbpYzYwxkvdEhGKMxBI9XBNHqB4WjBXrrTFqZ4mC2zc70whs35oRI/XvmrI2elB+5nbD7IlDa9oj2WaMzWJEBqCZs7SC0cz1L9HMeWQU544QAT0BKqtm9rFwfo8f/Vpm/5JYmT76wGwvm5fvP7z+xs/de5ImXpy4+i+f3fN2VC9Im/Ti7D/+s3td0/jkS7/+rukHi7OTlye96vjB65/5VyvJz/7yXbX1WokcJCTbZHK+klgRj35p38/k3zX1g9c/m30iC+f2xU7xWfUvZd/saDuuZ9WNWvxwTlPm5rgnoDLUTyB3uK7NOS2HliK5d2Pa1f36l5FXf2JsfPJHv54xL/7pcpoSe3Uuzc3Ud1sFc4h+5qYu4YhlO2j2cpceKOs+5qxEN1icdcxNH3tvflOgLT56cPE127e/P/GHqeW9vu6Mla06ugcm0ifU1CjJNjW9Pb+gCbx9a6cENZVNwmfq5j3nXjNnbFNtJkqQLlAzY4yCM0axre+/MQpCM2cemU8YgU0+/nnmaLIkk67YRvdNM/enCtZcyvPMJxqRnJq5t1VAM4+Q6qOqeQjoCVBZNXM8BDu/YuLInfqOV8ihJxJBywOrTlHXba2g1wOJVu7wZ7uZylD5mVtrOrAjCXSCq/X9H/mfZx5YjVIv1NpzqKm0qTYTJUgXqJkTt1Lrnxij1Huzq4NDYoxax5PW5k4caWeJhsHP3FUT5PmxZtJuBD6d4MxTqq7ODa4KaOY8MopzR4iAngCNrGbWA1zoaefHsPG0A6tOUdftSQXbzVQK18w9qV3PM2k3jzmFZu552XqbITVFM88ubSY+qQKm3RjS2w4ZVm5FGYWirpu/ddr1otQul+iW+s8/3X3a+vnizoZ8sgvO/DXKmUO7EZgq5ASbOB3NPEKqj6rmIYBmTowdof+5+OiBbBvm3z49mBoVdd2e1K7dTAXNnIq33TwGzSxTW+GTim5oD3ZuU20mSpAeZj/z0PaQUxSsKKNQ1HVPgShxSjtLhGZOPB2DZk70nJx/opnzyCjOHSECegIUlp851YpwEAIDIKBX9BPp1tX9P9192rrA3/oqpgEUux+X8NWXivupTGkq6KGNck21mShBuh+a2fcTEhAYDAE/IrUmMpohf+JgCpzzKr60enHWH8yZ+WBO96UdtiqgmUdI9VHVPAT0BKivmtlvfEUCAhCAAAQCIqDNRAnSAZGnqBCAAAT6TQDNnEdGce4IEdAToP5pZn0V0hCAAAQgAAEIQAACEIBA4QTQzCOk+qhqHgL6XkUzaxqkIQABCEAAAhCAAAQgUGICaOY8MopzR4iAHgXQzJoGaQhAAAIQgAAEIAABCJSYAJp5hFQfVc1DQI8CaGZNgzQEIAABCEAAAhCAAARKTADNnEdGce4IEdCjAJpZ0yANAQhAAAIQgAAEIACBEhNAM4+Q6qOqeQjoUQDNrGmQhgAEIAABCEAAAhCAQIkJoJnzyCjOHSECehTIopmvXHmHDwQgAAEIQAACEIAABCAQOgE08wipPqqah0C3mnn6sz/ygQAEIAABCEAAAhCAAARCJ4BmziOjOHeECHSrmUcIDVWFAAQgAAEIQAACEIBAeQmgmcvbttSspwTQzD3FSWYQgAAEIAABCEAAAhAIgwCaOYx2opSFE+hWM//luyofCEAAAhCAAAQgAAEIQCB0AmjmwrUYBQiDAJo59MGO8kMAAhCAAAQgAAEIQOAUBNDMYQg2Slk4gW418/L9h3wgAAEIQAACEIAABCAAgdAJoJkL12IUIAwC3Wrm9bV1PhCAAAQgAAEIQAACEIBA6ATQzGEINkpZOIFuNbP+PWkIQAACEIAABCAAAQhAIFACaObCtRgFCIOAvsOvXHnngw+m7t2796j22D8RsXz/Ya1Wk5/dur1y5/4TPhCAAAQgAAEIQAACEIBA6ATQzGEINkpZOIFuNfNH03f5QAACEIAABCAAAQhAAAKhE0AzF67FKEAYBE6hmfUppCEAAQhAAAIQgAAEIACBEAmgmcMQbJSycAL69s4Sm/3R9F19CmkIQAACEIAABCAAAQhAIEQCaObCtRgFCIOAvr3RzJoGaQhAAAIQgAAEIAABCJSYAJo5DMFGKQsnoEcBNLOmQRoCEIAABCAAAQhAAAIlJoBmLlyLUYAwCOhRAM2saZCGAAQgAAEIQAACEIBAiQmgmcMQbJSycAJ6FEAzaxqkIQABCEAAAhCAAAQgUGICaObCtRgFCIOAHgXQzJoGaQhAAAIQgAAEIAABCJSYAJo5DMFGKQsnoEcBNLOmQRoCEIAABCAAAQhAAAIlJoBmLlyLUYAwCOhRAM2saZCGAAQgAAEIQAACEIBAiQmgmcMQbJSycAJ6FEAzaxqkIQABCEAAAhCAAAQgUGICaObCtRgFCIOAHgXQzJoGaQhAAAIQgAAEIAABCJSYAJo5DMFGKQsnoEcBNLOmQRoCEIAABCAAAQhAAAIlJoBmLlyLUYAwCOhRAM2saZCGAAQgAAEIQAACEIBAiQmgmcMQbJSycAJ6FEAzaxqkIQABCEAAAhCAAAQgUGICaObCtRgFCIOAHgXQzJoGaQhAAAIQgAAEIAABCJSYAJo5DMFGKQsnoEcBNLOmQRoCEIAABCAAAQhAAAIlJoBmLlyLUYAwCOhRAM2saZCGAAQgAAEIQAACEIBAiQmgmcMQbJSycAJ6FOifZr742pt8OhDQrUAaAhCAAAT6R6DDUMxXF197s3/kyRkCEBhCAmjmwrUYBQiDgL57+6qZ9YXCTTd6/e+FF15gjhJuf6DkEIBAcATKNOT21iJhj4LrzBQYAvkJoJnDEGyUsnAC+mZDM2saqelGo5F6/HQHf/vb/2COcjp0nAUBCEDgdARKpplPB6H1LOxRKxOOQGAUCKCZC9diFCAMAno4QDNrGqlp0cyNHv1jjpIKmYMQgAAE+kegfJq5JxYJe9S/LkfOEBhmAmjmMAQbpSycgL6N0cyaRmoazZyKhYMQgAAEQiGAZk7V2GjmUDow5YRAbwmgmQvXYhQgDAL6xkMzaxqpaTRzKhYOQgACEAiFAJoZzRxKX6WcEBgAATRzGIKNUhZOQN+NaGZNIzWNZk7FwkEIQAACoRBAM6OZQ+mrlBMCAyCAZi5ci1GAMAjouxHNrGmkptHMqVg4CAEIQCAUAmhmNHMofZVyQmAABNDMYQg2Slk4AX03opk1jdQ0mjkVCwchAAEIhEIAzYxmDqWvUk4IDIDA/wPb+glrXG5uDAAAAABJRU5ErkJggg=="></p>
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PDrg+9Tp02KWJLRyRJLXWF5Q9rcVfzoMPkn0Rga+poqQB1cg/KMX/WIU9BrEjzxY4myEkfGXMXv/FFZBY30ns475tcj9ym+xuTNx4+lm4K7+Gn3kqYlxuP3DK1wFh5um3QVv0tt9mqE2yZd/+QUtdD5D9pqWFLUIRSY2cDt6ySda3+Sik/TcMtzodCzLcNziqJ0vBwKhV6yPdpa2+Int/s5AnNm8Dv+vstORRl4FXfRZDFj6QpHYvJpljeUtYqK4nLkbOFIjJdz+XKZlJbrT0ucMsB9GuUy+Rg5ysedPKlWfODycq4S95Llzf/jvXOUkxPch5ZL4DJVVeUK2HZHDF9t/ZhLDkdicjtJ3tDWT1LexLVnLAMkJm3dl1xdl88LJeR+trx3TshUqQK/Pvg+lc/V43LkYCxfb1wrBiXvkdbKJ5GLdZ5rLso7UbVdPavhD0rhdfDu6lng3xo84+d9re7kWqf4fXPjFtkLVYPSzgAdyc/efzmhqirpk2tvT9LIn/8q568DlXxr+j5bGfsSPwJHPsbLnQn6s0LVsHUllQuxbUj3VaqVbSuyO1r4YcJSRNpcvhurqlqg+N2avm/bBcQv6CJXbP2rTvzkP8yU3tN5R1EUjviF9/ef/f7BwsJU72Fyqq7PFxdtXT3TkwNyNI9nzUigEL8jYzcfP/7hjhEblCZ38VtZuWEO+mKIn0gnvrj9xAwGfmrW04rvyc/4ra5OmFslLsw+1XV99rME5bxUdtCv8L+IO5mz8L+vhef0VfqMwqRz7U/SJ+8zrvCW50Oh51tGU6n7c53G/91f6pALrzfxc94K6O+c3NDnPHQu5UY5r2LBk22E1vIqmiWb2rZ8V5MhVZCFiuUzX90os213//CvR21H0dZ9ib2CD0oWEtlSSH5sS2gr20KC6VoyreL6yztl1bG5sfyMnJNzvjAv7/2bG7eYg/y1lHfNaeLP+Xk5Jegk2upAFbARYB+2iZ+NP2dTVdXJhEqWD0Su/7ZpiJ8vf6EgfkW1/ILyjB937KTvEdmOnGZ9Yqci2SNZorCeHCjj7yMpFm/Fy1VVPfFfRjDwb/7uDboN0mzomVdolvZIMUDugEp/R2iWymQHo5rYCjnxXxc4DkmSSUbH4kdCK9svHRftiI7LWXneqXw4qqpSOSzJVM+f/eLQNzduUWwT4lfU16cGMgdP/F6/aD0EuDBAY0W4iJ861GVrDdCsOfSLpXZ5hoHZXvxIRTKZ+WQy+eYx7sbpIn6Uc21tIZlMHjhhDAthfhIQP4ifbHScnhtueTYUeq5lWFEUMwAYernDCADSVBviJ74FViSc1Ysa5eRCLBXUxOdWNa2lxjeleRU197nJTn+kufVPfwhp17YyKSetokK2Ld9D/GxHx3pGlsLWJM+ywMjFUh0YDh0Xb87HRZUndLyWY4C8hGslcyCAVBTvmnLKnDmMxidF3ikbnQyQ0pRNVVXbrNwooTL5MOVrQK4qH4jMgbnZ6kCzjIjOKQc2eV9UFGW2iZ98LFQOb0WrqG60iurG1yEftXyYHmmIH8Rv59uRQRQ/HrKFvk2sfJRgC3LGskLPvMKWxd9Ej4gfrZLjhORmJE60O5YomqViZe+S03KFacMPExdIxvgoSHFtOkqzFL2kw6curLLc8hHli/g5xY+KZammqjJAucDdTe/uvXHnv5U7uceqE798g7twxK8Q8RvvaKO/0LafkvjF2yZdr2p38ZO7etoe8BO7cBE/2wN+nBPiB/ETNmf/bXbyNHzPCgBKHT7rUPz4K+pUAurJI75TVm9MuTXPbX3q7cmewGXKCSqHJYFWUWnyKlrCmiSXQDXk+lCCDEpVVfYQWwY50iU7g0385DrQTmUglJZrZVviPUsF0h7latvqILuNnJYhyMxtR8oo5Pw2njbLYmnk8yLv13lCZX+TrUzeo6qqbLDc21PekLWZ6i+fFC6Hq8FxTl7imp83dCZ2t3Hj8ToHX3xsxwpBxK+oVmMQxY90hcN3NgGjbxY/ucdCRQnZ4iinLQQnfzFtXqSqqr/ix31W5Up6iB8rGT1VeOK/LpDc8mOHXHmnbdIqW8TPdoAQv6K+O7WRuabFb78x9At/K0SC1K448cuMdJvtAGNwF5E2Xu53a/q+NWu+7IEf86OxYThnY8/t2Zkf166cMQppTJY/vsuO/UEtakeF61zhOTW/J3EZ+Pbbrm7lzVPQjzp8zpEFig6ftSF+HJ+xnQDZZGwNcW6Lk9vIDXe2C3IDm0iwG8h+ZdsvzVI5VEjh5ctFyfWXl1Na1iquMz0yx5WUt5Kly1Uq5CN17trb9OS1vHe5VnLEj88XV+PM4HecdnqOKz25tyQfJhci75rSXCzNlix+HKmjnTp35Brxc1aMIRB2uRxE/Ir6G1GhzBC/otqjwRK/wkf1pFCY/MY/EjzWRb758HNuP/+V9dwyj+op94Tknp+hZ14h0bIJJ81SsbJ3cZq6enKn0FvT92kVVYmfJyxE/KgQsj4KA/LhOCsgryLx+zBxgQ6BFfrW9H109Szqi1MzmWtN/GgEF/FQX+xAclpV1ZtffmL+qabRPosWvx8un6PRQel1DtYIn9EzhgRm5n9/3Oy0lit+lHPms3eN/UbPXFpfX1tb4JwQP4hfPj2s+Ygft6Hlv0ysdqQc3uJHzW4qh9voPopf4eXLh+C0L3ktiZzrsbN6OfOzt1CV2H9suJy7ltWOM3NIUF5LaduOyhc/7pwpH5QtnS8Kyv1jOeLH0UI+3bLJsyXKl40zeMjuTdUghaMzIm8oV5J3R4rOTksnQg4qck6ujFyORxoRP19UEOJXVJM0KOInx8To1Qv8VbIJGC0nKZK/g7em71NOHhaFS+Cgn7yXxB+vsBPKyzlmaNsvzVKZLHtyr0u5ELrNcp9VeVUh4sfHEnrmFfJJPhZbBbhkKpaGAKWFiT9ecQ05clzRVuYuzu7uvbGoL1TgMled+FETJ/dn/J3vF7y7eqqqKsZ6iYUjRjTPOfBm7qie20T8ciuQVTvjXQ5W9M96SEnkNLp6apomDeMZ/zBxQayVM/vwjF/h4hT0nH4H/Kp3cBdFUerhGT9X+WE52Vb8uIVNjW9bW1yOg8ndDqkpQF9G9h+apT1SWo5lFVK+/EfRaV/yWq4n1UR2hkLEj46LbYqViUpz7lpWO2bLBy6vlSFwTbYVPy6TzyaXySeICuEy5dYYkZHVi1nJoU4WPz5wWkuzXLKtDjTrFD/b7ujAKbMsflwsVZgP58zgd/JZ457GVBnO5jxMPjTXxO42btDV0/b3Ea9zcL1Kd36h7Co09Igcx1NVlTRGfnhPjqTJFaZ4FymQvFxV1Q8TF3hH9GIDyjA09LXrclVVyS15v1QN3opGhZHFj1/nIL8Tghf+/Fcxir/R0VFMj6N5tllVVblWzn6e//892amUdNRDQ19TN9Gf/eIQbSi/jiLxxyv0jgobnF2f3d17Y+BcrqgK1474pScHXnuT/Mp4NV86PX2pp50ida7v8fN+xo+aBdbPqNGrcyqTYQmZ7P7UKjl65os713jATyPDvWRTE1XDGMxz9rPEPhrTJXrm4p/uUM5TqQ3b3xvM5iPAzP1K+H47U3ya5FE9rQ6fopMn7QFdPUldyDFyvqHijQve4se+xNuyUdASkr3Cy5evJdqKbEdezmlnsTY14pw8eiQH4tgruOZyWMy5a1rianrsbLSWiMnFcrdMW5SS62BTYnlbOgSOrfEqdjM+RltpvNzmXVyCnLBxk1fxCyec4uc8+/me8XMysammvEeIny8huzILoTcxnE30lv8JhUJv/+69olpRgctc/RE/viEENCFH/3w8BLJENkMfS67CoiB+lbuxVIv4ldx49v161fye8ikNlhdCwO+zUb0RP7zHj5VDjsDQF1w2GXYGGnCSNEPWGBYem0XYBvZg6+PIEilN4eXLNx+nfclrKS0bBe1LDkvK+emgWPxoFe2CrIM3Z5GTnVPGxRkYi20ta0xb9yWyI/I0b/GTa04lyPWXLYv365pBXkhpKo224oOVK0nZ+ORygq2PR9OxAWT+r7Z+TFvRNeC83mR3la8TPi5aSLX65sYtvmYQ8StT4UrbnN4579dPiJ/zW4klRRGokPjx+C5FVSagmSF+EL+8Yuj7Ne27aaDAqiLg+wWT99L0e0XQI36+k0eBNU+Axc95pOx7zlUBWrK7jZu3f/cePq4EKtfkqoaSEfGr9C1CfvuCX/simaQ3OvhVZjWXs7v3xmr4nlauDoj42a/8qrIUVMZ3AvbzXfa8336XtzyIX9nnCgUEjADEr3J/+1Fy3RKA+AXsPliX1YX4Ve4GBfGry68UDto/AnlFze8VED//ThpKCgYBiF/l/vaj5LolAPELxu2vvmsJ8avcDQriV9/fLRx92QT89ru85UH8yj5XKAAEqosAGjeVa9yg5HwEIH7VdRdAbdwI4N6Y7/tb/nKIn9sVh2UgUDCBvKLm94qixO/hgyXfP2guFHxRICMIFETA2bjx/WuLAkHARgB38oK+nMi0qwRwb7R9bX2cDbz4+d26RnkgUKUEIH67+mcIOwcB/wmgceNjawZFFUgA4uf/Nxkl+k0A98YCv84lZNtl8WttPYwPCIBAgQR4rPPTp7tGhkfpTktx/4cPljRN29raur+wOjgyV8K9YNtN0Fzw+08byqt3AmjcbHvbQQbfCeBOXu/3nSAcP+6Nvn/xucBdFr8qja2gWiBQfQQQ8QvCXyvUEQSKIIDGDbdFkNgxAjbxq76/dagRCBgEpiZvJZPJUx98EI1G/+kf/37HviA1vyOIH75gIBAMAtUmfsGghlqCQHUTQOOm5ptZ1XaAsvjNzvyIDwhUJwHcGyt06wi8+BXxz1VkBYEKENixVmVVid/szI9Tk7fwAQEQKJ8A/qtdofYNinUlwOI39t34yPAoPiBQtQRwb3T9Cpe5EOJXARVAkfVEoA7Fb2R4NIkJBEDAJwLn+/rRnanMpgw2L5wAid/ZRO+pDz7ABwSqnEB7ezu6ehb+7S4kJ8SvnhwFx1oBAvUmfqdPd7VjAgEQ8JsAGjeFNFmQp3wC8fZjp093vf/e7/EBgUAQaG09jGf8yv/icwkQP7sKaJhqmoD9fJc9X1fid/p0V5X/dxDVA4GAEkDjhtslSFSUQDKZvHnjO3xAIEAE3n/v9xX9UtRV4VUkfr2HY+GI+2dP5518zeuy2+3ZAtKTA3uNCnT1r6x4u8/qzHzf0ZPRkYx3NqytQgLZ8+1TStmpadef8Usmk5M/jOMDAiBQIQJo3NRV8wsHCwIgAAI7TwDil23+Fyh+mcz8yTcNQS1Q/HRMZRDwXR2z59un1E55n1KU+NHL/fATBEAABEAABEAABEAABIhAFYkfN6BT18+bkbf4O98v8MJ8CZ9a70YxEL8yBK1Sm2p+Tz5eMFRUvivT9+VFiZ/vh4kCQQAEQAAEQAAEQAAEAk0gGOKXSo28ZnTCjL/1aTf1xjz7/YOFham+oye5d+iet/qvLy2ZJ2M8anYZPZCcbm9vpwwvHBsUa9Unt68eiL4rNowfSE7TKbSJ3+rqhFz+C8cGpzIZDveJzRPUL3Sy+9N9Vj/VeFNCkW2lUkpUH+XKJH1J+/519V3w8hUI8fP93KFAEAABEAABEAABEKgfAsESP/EE4P7+0VTK5ZnAI2PmmbPET7iZ2Cr/2jeG0s6I3/mjYkPL6GLhI2Ou4nepzZ6zQXK/SgjaVlVOlThSX2RPLsT373Y+Tyt2+XDLc6HQsy3Dc4qidLwcCoVe6sktoijxe7z83/iAAAiAAAiAAAiAAAiAABMImvgdGRtNpW5N3RUxwK4PZp+qqnqts9PUvK7PFxdVVYjf/v4vbj9Jp6eFwnX1LS+LsF68bdJQgMluMyTYmLz5+LFYZQzusrJywwwbdn1x+4mmaZPdn1L5/Ssr7H7WM373kmasL3Fh9qkhGDz71JzVtEroUFV631YljtRA6utUteKXSo20PB8KPd8ymkrdn+v8jaF+HYo0FSV+vjJDYSAAAhZvNgsAACAASURBVCAAAiAAAiAAAoEnEDDxe/1iSpGmhYWpzwbPv9r6sQju5YgfxfGMhv5QF2lb3/JyVgsj8ReODR5P3r35+DHJgCx+dGJXVyeSyeSbx+JcvlP8MiPdYm1O3I+HfqmEDkH8Sv7mVa34KYoyN9zybCj0XMuwoihmADD0cocRAKQJ4qdhAgEQAAEQAAEQAAEQKJVAsMQvO9yL7QE/oV6FiJ8xiEtTU46k7em8Y+vqaXvAj8t3ip8VM+TuoCIB8fPFeEu9sPNuV83iJzp5Gr5nBQClDp9FiZ8v8FEICIAACIAACIAACIBAzRAIrPgNUJQv/nrH6NTkLSumt5/Gd7G6euaJ+Fkt/5W7U1I0z+j5KUf8RBwv/uan47em71uzjUl5fBdSO+4sOpVxf61fJa4VRPzyit12K6pc/CjoRx0+58xH/bjDJ8SvEl8llAkCIAACIAACIAACdUIgqOI33tFmROEaOz9fXEynp1tbDxuzhYif6PZJz/gJ2bOLn9C5zv6VldXVid8fNyOEueJnjeBiPdQXa/ompWnaD5fPmeHBxAU84+fHd2g7jyt6fZWLH7le+RG/6vzXAGoFAiAAAiAAAiAAAiCwWwSCKn4LVsQvp8dmOLJ9V890eppevy56b1pGZxvcRUT87OXTyxvEaDHGGybi97SdH9XTD6UKRhlFi912G1Sz+Pn4jN9u3VCwXxAAARAAARAAARAAgeokEFTxUxTlWmen+U4/I+7XOzlKL/oz43jbdPVMp7Pv9wtHYi8cG6TxXUT0zxjVk0by5PK/uHPNHOTT0DxjupcUTwkmvrj9JJOZv9TTjvf4VUIlt/O4otdXrfjJo3paHT7LGNWzOm83qBUIgAAIgAAIgAAIgMBuEahG8VOKmXxvxxdtEtttUAkdqp8yt6Nb9HrfLxjFp8nf9/jt1g0F+wUBEAABEAABEAABEKhOAhA/uwgUbRLYIFAE7Oe77HmfvG/7Yooa3KU6bzeoFQiAAAiAAAiAAAiAwG4RgPjZG/6BshhUtmgC9vNd9vz2xuZTDojfbt0lsV8QAAEQAAEQAAEQqAECEL+yG/4ooL4J+KR12xcD8auBGy4OAQRAAARAAARAAAR2iwDEr76tBUdfNoHtjc2nHBC/3bpLYr8gAAIgAAIgAAIgUAMEIH5lN/xRQH0T8Enrti+mKPFb//MmPiAAAiAAAiAAAiAAAiDABAIvftu3l5EDBGqCQFHi9/T/+X/xAQEQAAEQAAEQAAEQAAEmsMvi19p6GB8QAIECCXAfg9Onu0aGRynU+uhh+tHD9MMHS5qmbW1t3V9YHRyZe7LyZ3xAAARAAARAAARAAARAgAnssvjVRCQGBwECO0GgqIjfI3UNHxAAARAAARAAARAAARBgAhC/nWiyYx8gUD6BosTv/sIqPiAAAiAAAiAAAiAAAiDABAIvfvU9sAiOfvcJlG90BZZQlPjd/dN/4wMCIAACIAACIAACIAACTADit/vmgBoEmkCB2lZ+tqLE74c7y/iAAAiAAAiAAAiAAAiAABOA+AVaOlD53SdQvtEVWEJR4ndtYgkfEAABEAABEAABEAABEGACED+7OWiYapqA/XyXPV+gtpWfrSjxG772AB8QAAEQAAEQAAEQAAEQYAJVJ37D5/+wNxILm589b/Wf/f6BrcX84Ga/yNDVoyjcbl9cvPKaudUbQ2leKCXGo6JYKlz62dW3vMw5b375iSg/1hBNfnH7ST4PymTm+46eFOXEmxJKvpyrqxNue4/vOzExlclompYnQywcjTd9k5KLzWTmBxI9DVELEWWgQrzKicTj9zTtXnKfAcFMa9qlNlGIg0yDOJYfLp8zNzFyNkSTF2afypXRNC2TmT/5pllO26RtlVV+Y5Krt21pXocQjb87Mm/bRYGzmZFu8zR19a+s8IkuIbFyd6rv6EnbBabs1ATx49sWEiAAAiAAAiAAAiAAAsUSqC7xu9TTLjyKncSwO3ka72jjPK9fTHHz3Rfxm+x2qUD/yormNp0/ypW0EuxLcnZd19fXXcXP8qVtMkRiB0bXdHNaW1s41WTfqUGjMTmzvu5ZTvyD2adr978i8ftg9qmu697ip+v6zGfvMmqRSFwyd0T1oZ8iW84qPuSGhJKbTa5/ziaUjTcUe5Tzx6IjhicXO/kifun0NCluIMRvcGQOHxAAARAAARAAARAAARBgAlUkfgsLU+/sN1r5Dce/HU2lUje+oQjens47iphEnvirrR8bYnBkrFjxs7XaeXNVVbll33D826lM5sntqxSma0jcdZoGR7pI9n64fM6ojxTd4k1kH5MVTlhu/FRqg22HM+i6ntU84XVCsYwwIGnS9BUrIkd+5VoO5TQKFOJ3KrXBC/Mt573vOzExs76+PjcpaFgixyWIYrOCapR55YxpbsbRyceybWm2QyCMmcy8ZbyOuCJz9khA/PgLjwQIgAAIgAAIgAAIgEB9EqhG8WPT6z1sRnuOjClisvp57u+/OnXR7JDZ9fniIslbgRG/QsRvT+cdsggrpndkzFUq5LVWqNBNS1zFT154cCwrfgfHcpTsr1fPGvrUNGyolwgbuueJGNGzfHlI0jZSX1PEzyZ+rss3NhbJtV48l6bNrQhh2yQrn1WsyBmWVlmZzZrrul54aXwI5MBM3iJsqjX3jOUAoFC7BIdnJ7s/tbrsNnYOJHpMC8129eS1Dce/vfnlJ7SWe/xe6+wU3X3jjT235X8KmDlj4Uj2whPXZsV/F9XVsz5vZzhqEAABEAABEAABEACBfASqSPwURbFMz3icrLtzYsrZlLb6eR4ZE6G/GItc+eKnqir33myIdvfdn2HrcE/cSwo9oO6IiQtP7Y/AaZomOx4H9NbWFlwjfrLUsSyRUFkSaAreljRtbt5pNp/cO5XaEOlY87VNKYuV3Hw0wuInr823nPuCNkS7BxfS8ia2tAhFWl0319cnzCrF5MOxlWazR551Fb+Vu1NkoRRf3Vb83LrsGrZGz/jlW0vix9eAcLzYns47HA0WC/0Xv+GW50KhZ1uG5xRF6Xg5FAq9ZOvk7Lv4DVz+Ez4gAAIgAAIgAAIgAAK1R8DV/apL/FKpEereaTWvo/HXL6ZY/1j2aCFLYFERP9Fwzz45tqfzDpVg/swdA8YxtkqOAd5LNvETd9EzrtZnEz/n3knq2HZcMkSs3pJy9E/2rs3NZZKi5mubLH62cl48Z2gbC95Hiz/llCCE0L7cUkrBqrHz0PiSvCGnRcmW6cmO6jQ6q27R+KHxJV7LCS8Uoiett/itrNywhtI5MjaVyayuTljDz1jiJ07xkbGbjx8/uX2V1/YtL6cnByiS/MXtJ0agT8waqyr8jF8qNdLyfCj0fMtoKnV/rvM3hvp18MWvKIqP4kd3t/6he/iAAAiAAAiAAAiAAAjUHgFq7Nn0r7rET1GUhYWp3q64HEnjnp9iPE9ruBeepd6eBUb8bEYUjhjxHEn81NXViYFEj1wB92f8rIEiY78++D6VaQSj7iXf/HR8cGRO9kM54pez96jRjdBzUJZsBl3Xd178DFfcXB4+/wce2DMciZFDsvJRguWTPNajU+hAosdWGisfJbzELxKnvp3e4qdZkVgjvkcnQnQENZYIl4u3TYrTPtRlnhdzcFcrLVxXjHf6xlC60uKnKMrccMuzodBzLcOKopgBwNDLHUYAkCZfxA/KV3t3dhwRCIAACIAACIAACLgSsOlf1YmfaOUqxuAu9J6AiGV68nieskFRb88CxY+7hopWv/23JqYnt6+KgF5WIWglx5TIQ0TXwbj1loXcJ/1k8eOunvlsh/pGpq6fpwOkoVAosxxGk71LRPniHy3+JNLbdPW0R/byRPzkvfy0ON3c3GzWKnF506UfKff2HNqYdvbztB/v3KRgax/Yk8VPfsYvk5kXPWON/rTe4idrnnUyJRVUZc0zT75QQUP8PK6xHRA/0cnT8D0rACh1+Cxf/OjL7+1+n1+cwgcEQAAEQAAEQAAEQCAoBFyVr3/ontzwo9BfFYnfwoA5UKfQPEVRUtfPm5G3+DvfL3A/T1n5rLQ5tqcP4ieUgCNFInZkvfhOKKHxQjyzYtmhRPgBtnDEeHFCNmeeZ/zsIuQYuEV4lBFho8z84Jwt5iZyGj7mo/ixZ7Lmif6chmHKTmgF/Sx7jB1qpZFUcoyOS+O3QbiOKOOUZCYpZM/AK9LZtzsI2TPPiHV2smdNrN0+4meJX2Py+tKS7V8COyN+FPSjDp9z5qN+3OGzKPFzniDbEr4CmbDteDELAiAAAiAAAiAAAiAQFALcouM2nq3tt7W1VUXixw/47f1kfDSVoj6fptoZET9ZAhUxsSt+vrjog/ip1tNfez8Zp2fDRJTJHvET4hejl7ZL8Siji2BD4i6/stz2jF+BET95GMyweMZPevOe8XQcncvU9fPUc9J6ik88lVf+4C7skA2Ju/Obm9Tn0yPil+3tSd0jpRE+ZZ1rSNydWV/f2FgUbHP8UM4pR/w0TZvs/tTcuyF+/C6NsPkUn/ScniF+HI91rDXOoyrOctjrGb/YgeS0qqrygJ8sfra+weJi9Oc3uV75ET/nV11eQncETdPoXsZVn535ER8QAAEQAAEQAAEQAIFgEeC2HDXtSEB0XZebf9UlfoqiCBnIecKKnvGzQjH7+0dT2eFe2BXfGEqz+FlhQPF0lniKTwzpIS0XObOPe4lOmzkVcH3Gzzn2o6F8UWtD+U3uTplhEecE92+Uh8EUMTHrdQ65NphTQ3rfg7wjuRzeiyjQGi1m2+UilpizL45A8uackPM7KyCvFeSz8UwuhFFwnpyE6EYrhVjl6lkxWNfzmG9UT/GUpvmMnzSyK++XTU866dlrhr9p5Sd8fMbP9j2XZwn1ViiEDwiAAAiAAAiAAAiAQC0RmJ35UVEUVVVd3a+KIn7Ubh4+/wfWp7A5/AmN+ELvdueBXriRze/680X8KMhjq4DmNmUy8zljwETPvDsyTwv3nZiQt5B9bNuIny2DeA16jN7PTm9CH0j02GpII8RsuyPxpnW7+OVbruv69JVz8r6aEva3t7OwSS+Cj4XNd07IqyhdSGn5xS8uh1Izmfn29nZys4ZoUrypL9v5lt/UF97uPX62p/7S6elLPe1idB/rPX7075P05AA/d/rB7FNbuIyvydIS8qieVofPMkb1lE3PltZ1XdO0WrrH4VhAAARAAARAAARAAAS2QqGx78anJm/J7ie3A6tO/IptNFPj28efsrP5knb6D5YUTsCXUyAXYuvqqaqqFR5sTN58/LiEC0nxafL3PX7yl1xOE3lVVXFzBAEQAAEQAAEQAAEQqDEC5/v6R4ZH2f2o4cdNwY8+6ujt7ZuavEUt3kcP0/R5+GDp4YMlIzCwtaU9/cu1iaXBkTneqoREyLlNa+vh8tvMJbTUvTeRJQHp2iOgunXmFP2BvS8N97XlX8MFluDL4C4U7ssRP+c3E0tAAARAAARAAARAAAQCREA8wnP6dNf5vv6x78ZnZ37kDp98HBA/e2u+9lQHRyQTMF7Lnp7uO3pSdOaMhSM5/TntF8R28wVqW/nZfBQ/RVGy/9/imwESIAACIAACIAACIAACQSQgxK+9vf1sopeDfvSkHx8QxG+7dj3Wg4AngfKNrsASIH5820ICBEAABEAABEAABEAgS0CIX2vr4dOnu5LJJPX2hPh5tuKxEgSKJFCgtpWfzS/xU1UVEb/sjRIpEAABEAABEAABEAg6ASF+zc3Npz74gHp70hAv8ksdEPErspmP7CCQS6B8oyuwBB/Fb3bmR3T1DPodHvUHARAAARAAARAAAYuAm/jRY341JX4FNpqRDQSCTgDih5s7CIAACIAACIAACICACwFJ/Nrb2+XxXapI/FpbD+MDAiBQIAH+np8+3TUyPEqhRx6Hlwbhvb+w6jECr67rqqoi4sckkQABEAABEAABEACBwBPIFb+ziV4e2LOKxC/oQRjUHwR2jAAifoG/KeMAQAAEQAAEQAAEQKASBCB+O9Yix45AYAcIQPwqcZ9EmSAAAiAAAiAAAiAQeAJ1In65A21gDgR2msAOKB/tAuIX+JsyDgAEQAAEQAAEQAAEKkEA4rfTBoD91SUBiF8lbl8oEwRAAARAAARAAARAoFACEL+61BAc9E4TgPgVektCPhAAARAAARAAARAAgUoQgPiVZgAappomUNpV4bEVxK8Sty+UCQIgAAIgAAIgAAIgUCiBgIrf8Pk/7I3EwuZnz1v9Z79/YGtYP7jZLzJ09SgKt8gXF6+8Zm71xlCaF0qJ8agolgqXfnb1LS9zzptffiLKjzVEk1/cfpLPgzKZ+b6jJ0U58aaEki/n6uqE297j+05MTGUymqblyRALR+NN36TkYjOZ+YFET0PUQkQZqBCvciLx+D1Nu5fcZ0Aw05p2qU0U4iDTII7lh8vnzE2MnA3R5IXZp3JlNE3LZOZPvmmW0zZpW2WV35jk6hVRmrSVlq1qYmhjmkhGRwxuJUx8ov1KKDs14Rm/Qu99yAcCIAACIAACIAACdUUgiOJ3qaddeBQ7iWF38jTe0cZ5Xr+Y4ua7L+I32e1Sgf6VFc1tOn+UK2kl2Jfk7Lqur6+7ip/lS9tkiMQOjK7p5rS2tnCqyb5Tg0ZjcmZ93bOc+AezT9fuf0Xi98HsU13XvcVP1/WZz95l1CKRuGTuiOpDP0W2nFV8yA0JJTebXP+cTSjb2pUztC86aoOk5auxhoTChgzxw3v86up+joMFARAAARAAARAAgbwEAid+CwtT7+w3rKDh+LejqVTqxjcUwdvTeUcRk8gTf7X1Y0MPjowVK3554oFGMen0NAWvGo5/O5XJPLl9lYJLDYm7sshRmiNdJHs/XD5n1Cc3TkU5ZR+TFU5YbvxUaoM1iTPoup7VPOF1QrGMMCBp0vQVKyJHfuVaDuU0ChTidyq1wQvzLee97zsxMbO+vj43KWhYIscliGKzgmqUafmbcXTysWxbWtZIzaPOZOYt1zXZQvzoC48XuOe98WEFCIAACIAACIAACNQbgeCKH5te72EzOnRkTHifYvXz3N9/deqi2SGz6/PFRXK/AiN+hYjfns475GxWTO/IGM3afsprrVCho7ujpmmu4icvPDiWFb+DYzlK9terZw2fbBo21EuEDd3zRIzoWb48JGkbqa8p4mcTP9flGxuLZFwvnkvT5laEsG2Slc8qVuQMS6uszGbNdV0vvDRJRA2TzIx0mwFAI2Ip92VFxA8Rv3q7peN4QQAEQAAEQAAEQMCdQODET1EUy/SMx8m6Oyem2Pc4YfXzPDImQn8xFrnyxU9VVe692RDt7rs/YzM9++y9JD8NaMpJ4sJT+yNw+cRvbW3BNeInSx3LEgmVJYGm4MmnfHPzTrP55N6p1IZIx5qvbcp5KL35aITFT16bbzn3BW2Idg8upOVNbGkRirS6bq6vT5hVismHYyvNZo+2WavA6Jkm6toqjLqGI37DLc+FQs+2DM8pitLxcigUesnWyRnP+NmuOsyCAAiAAAiAAAiAAAgYBIIofqnUCHXvND3KGNrk9Ysptj6WPVrIElhUxM8qWRrOZE/nHSrB/Jk7BoxjbJUc97uXtLQkEgtHz7han038nHsnqeNInUuGiNVbUo7+yZf45uYyheaar22y+NnKefGcoW0seB8t/pRTghBC+3JLKcVTeY2dh8aX5A05LUq2TE92VDY6+zFG44fGl3itLZGbOWvUNSx+qdRIy/Oh0PMto6nU/bnO3xjq18EXv6IoED++3pAAARAAARAAARAAARDIEgii+CmKsrAw1dsVlyNp3PNTjOdpDffCs9Tbs8CIn82IwpFYrvipq6sTA4keuQLuz/hZXRBjvz74PpVpPOx3L/nmp+ODI3OyH8q9OnP2Ho039tz2HJQlm0HX9Z0XP8MVN5eHz/+BB/YMR2LkkNnrzEyxfJLHenQKHUj02EqzKR/PiqcEY3KvzhoWP0VR5oZbng2FnmsZVhTFDACGXu4wAoA0QfxsVx1mQQAEQAAEQAAEQAAEDAIBFT/RylWMwV3oPQERy/Tk8Txlg6LengWKH3cNlaJ8OUlNTE9uXxUBvS7bwJ4rKzfklwqIsUDj1lsWRL9EKkkWP3nsFjYcOQP1jUxdP08HSEOhUE45jCZf4iLKF/9o8SeR3qarpz2ylyfiJ+/lp8Xp5uZms1aJy5su/Ui5t+fQxrSzn6d8sMbxzk0Kti4De1JmMWaM9XQfwaxt8ROdPA3fswKAUodPiJ98QSINAiAAAiAAAiAAAiBgEQic+C0MmAN1Cs1TFCV1/bwZeYu/8/0C9/OUlc9Km2N7+iB+Q11mgZLmWU/xWS++E0povGDArFiChZAfYAtHckTF1tWzQPGTX6XAY6vwg3O2mBsb1+XNbFdP72f8ChE/9kzWPNGf0zBM59dMrI0dau0hP5Rf/MCl8ULXEWVkP6xP8aOgH3X4nDMf9eMOnxA/51WHJSAAAiAAAiAAAiAAAsGL+PEDfns/GR9NpajPJ5lYT64EKmJiV/x8cdEH8VOtB/z2fjI+lcmsrk6I8VckFST5E8O60EvbM5l5kdN8HUXiLr+yvGTxy47sIp7xy77nIGI8HUeXeOr6eeo5aT3FJ57K8xa/U6kN+RsinM14mJCXc/CwIXF33lBKo88nGR2rIGemTqE57xiURviUQ5oNibsz6+sbG4uCGCJ+4mo2f5PrIeInX1pIgwAIgAAIgAAIgAAIeBEIXMRPURQhA2I0EXMIFnrGz+rnub9/NJUd7oVd8Y2hNIufKSf2ElQhdc614Ui8bdLq7Sk6beZs7vqMH4//KRdodfWMGK8aJ0MsWfyMVyBYb1+wXucgvxRB3qmRFm9N4DFR5OE0OYwmCrRGi9l2uYgl5tDgCCRvzgk5v7MC8lquv0dp3hE/LoETMnOG70zk9Ov1Y8b0NX9+4Bk/rzsa1oEACIAACIAACIAACLgSCKL4GWNanP8D61PYHP6ERnyhd7vzQC/c0OZ3/fkifqqq3vzyE1sFnPKgaVomM58zBkz0zLsj87Rw34kJeRM53rVtV09bBh7ghN7PTm9CH0j02GpII8RsuyNWKdt7/PIt13V9+so5eV9NCfvb29n65Pfvhc13TsirKF1SaTldZ/kZP/Y9TgRd/ORRPa0OnxjV0/XWhoUgAAIgAAIgAAIgAAIygYCKHxtdgQk/YjY5ZcjO5kva6T9YUjgBX06BXEjOyfZjRvFpwnv85NsX0iAAAiAAAiAAAiAAAoUSgPiV1qqXJQHp2iNQ2lXhsZVP3rd9MRjcpdB7H/KBAAiAAAiAAAiAQF0RgPh5NNY9VtWe6uCIZAIep760Vdsbm085IH51dQPHwYIACIAACIAACIBAoQQgfqW147EVCBRFwCet274YiF+h9z7kAwEQAAEQAAEQAIG6IgDxK6r5jswgUBqB7Y3NpxwQv7q6geNgQQAEQAAEQAAEQKBQAhC/0trx2AoEiiLgk9ZtXwzEr9B7H/KBAAiAAAiAAAiAQF0RqBPx2769jBwgUBMEIH51dQPHwYIACIAACIAACIBAoQQCIX6trYfxAQEQKJAAf/lPn+4aGR6lyOSjh+lHD9MPHyxpmra1tXV/YXVwZI5z2hK6rquqOjvz45a4QdgyYBYEQAAEQAAEQAAEQCBgBES7rrm5ub29/Wyid+y78dmZH1VV1XWdj+Wjjzp6e/umJm/JbUhqRnJLUnv6l2sTSx6NSS7NIxFyrmttPVwTkRgcBAjsBAFE/Jz3ECwBARAAARAAARAAARDgf+hD/HaiUY59gEClCUD8cFsHARAAARAAARAAARBwIVAnEb+ixuFAZhDwnUClfY/Lh/i53OawCARAAARAAARAAARAAOLnexMfBYKAkwCLWaUTED/c1UEABEAABEAABEAABFwIQPycbXQsAQHfCVTa97h8iJ/LbQ6LQAAEQAAEQAAEQAAEIH6lNfE1TDVNoLSrwmMrFrNKJyB+uKuDAAiAAAiAAAiAAAi4EAio+J3v6//toVPhSMz8xPe81X/2+wdyk3phYaq3K94QpQyxcDT++sXU9aUlW9P85pefZPNE4i8cG/zi9hNnnr3WjmIN0SRlKMR6frh87kD0Xa7kC8cGL8w+lTfMZOYHEj3ZCkTjTd+kpjIZOY+maT9cPpfNY1bSVg7l2SdV0plB07TV1YmoyCNqFQtH4vtOTNBO82Qw6DV9k7JqdS9p7igev5etpseR5i3TqEniwtMcIHkyF1BDUVqeEnIPIVtxbWXlBjGJjuRgP3/UvHKOjJkXw7jFzZq1LhA5T3pywLxI4m2Txtrew+LCcwDf03lHqeQE8XO5zWERCIAACIAACIAACIBAEMWv7+hJyVu4hR1/5/sFalEvLEy9s5+XS4n9/ex+6fT0yTelVdkGutV2p9b9ZHe7Y19dfcvLkju4J/NVkn0pk5k/1eRWgcbkzPq6bk5rawvueSLxD2afUh5d12c+Y73kAhOXRCGcbX3dVfzMTdomdV33yhCJHRhd03V97f5XJH5cgcHjcQciwycpg2eZ9kp6Zd6+hoZG5hU/8/za7E7TihS/SOyNobSlfaoK8cP9EwRAAARAAARAAARAIDAEAid+CwMfm5oRb/zjLdK8Hy6fsyJy+/tHUylFUcY72ijP6xeNWUVRbn75CeXZ03mHGu6c50BympZwnrAI7LAcNhz/9ubjx09uX6XIz57OO5rnlBnppgpwoOyHy+esiFxjksJrQimtYJqu69NXrDwNCYVsTRidkYeWcJ6wKUKGiQk53HdiYmZ9fX1ukirJhTjFjxSOtr3UQ2YbP5XaYO/iDHL5YdNIWfxOpTaMtVfO8JHaa2jmdy2Tq2RLODOvrS1sW0Nd1/lssPjJjpfJzFuSL+Bz/uIifoY9GtpPF4yH+LEcciSQ/yuhVHhCxC8wN19UFARAAARAAARAAAR2kkCwxI9Debb+cuMdVpPQ5AAAIABJREFUbdzbM5Uaec0M77D1KYpiNMSHukxF6fp8cXFx8QrZkRzAUVV1vKNN7u3J4se6yG19NgdngjWjIaHIaye727m3p9NPSIGERxmhMKcFUZ6Zz95tOP7t0PyfaXZjY5Gigi+eS9OSS23ZIB4toZ9c4MExw9mcC10z6Lr+16tnDXRNwzPr6xuprynidyq14dw1lSnXMF+ZYv85v10z88IDo2tyWt6SOTvB0ipLxX0Qv5jzYlBVlQWPunpC/HbyJoZ9gQAIgAAIgAAIgAAIbE8gWOKXun6enqTyiJ+IkGBXj5KdVFVdXLxiCqHRk1M007PRG26p2xKW6UViDdHuvvszvJZNwyVxL0mV5F6dzjwiJJh9yI00RoiNEX8TsTV7f0hZeChtmZ5ZycEFS/90Xbed/s3NO82mEjdf26RVm5vLw+f/QCG7U6kNZ4atra3NzWWru2nbpDH7aITFT07b9sWzzjKd9ecl4vBjrKYbG4t+RvyOjNnORVERvzePUadWqzMw/xdgJ8VvuOW5UOjZluE5RVE6Xg6FQi/J17miKIj48bWHBAiAAAiAAAiAAAiAQJZAMMUvR+qU3MkSP9Htk1YaTfP0ND34Z0T5KPonPfLHRudIiIE9TGUKR+PUNdTmDzmzlvgl+ldWcpZLMxyAuvN//g8tJvnhfpsHRtes6J/0yB8Lki2xvj5BRmcqnDGQyaHxJQ/xs7LREdFPkjphhi4ZIvGPFn+Sxe+jxZ+E+CUub1ommb2wRIrFz1kmhyj5cFj8nJmpa6tHBoqvcsTPpYRIzoA0hL0o8TuQFM+FNiavLy3tivilUiMtz4dCz7eMplL35zp/Y6hfhyJNED9x6eE3CIAACIAACIAACICARADiR06YO9BLTiQwnZ4eSPRYjxGamrTNM36VET/uVymUJicSuLGxOJDosR4jNCv54rm0dJ6NpLuDNXY2/vHWvGlu7hkixuOUlGF3xC8ab+y5TQPelCp+8Tc/HXcOl1rs4C5vDKVFrNgY5WVXxE9RlLnhlmdDoedahhVFMQOAoZc7jAAgTRA/22WPWRAAARAAARAAARAAAYNAMMUvO4CnaO5mf5fQ1ZOf5RNOlSN+HAN8cvtqkzUOZ5dHNE+rTFdPb/HLBs3mJpubm80DsQfi2Ou4q6ftO2DL8OBmPwHZd2LCU/ysYKCtNJq1lbm1tcVVdSbY67irpy0PZ5CHn/EY3OWHy+foEBqOf+sqfvxApjwYjKZpJHXicT4r6ktPhFq+F+myLgZzKCAhhDlDwspdQD06J2ev3YJTZidPw/esAKDU4RPi53odYiEIgAAIgAAIgAAI1DuBYIlfvsFdFgY+boh2d05MKYrCg7vIA8DQwC2mA+QM7iJa9kLuxAAw1siNtllpDA+v5/fEGJK2wV0yI90N0e6LfzJGBOUeiZyHDEcM45kzuIttfE5rqJWIFfGzzeq6Lo+/Il/fTgeT18ohQTZDYdExjh+K7p2G7PHjf7yWCvzr1bPGI5HLy65l2lxOnmWv80v8NE0To6fGGLUmTSx+DYm7vHh1dYIiwOLyyBE/Vc3t/bsb4kdBP+rwOUcWKDp8QvxsVzVmQQAEQAAEQAAEQAAEDALBEj9FUXioD4/XOYjXZxsvbacgCr+qQTTljQE8TQ+0ntlTVfXJ7avt7fRuA474WU38vZ+M33z8OJ2eFnv3jPhlZSP73nPn6xzEiCwFvc6BntkzXrU3N/n+CXprnyV+LEsNibvGqJsbi2K8lnIjfqa2iZFdIsZ4M3JXT5oVpmo8VUjfqNSNb6wep03D85ubTtuUTc+W5mPxUfxY7cJuz/hxcC8cib87Mk/ud/PLTyhOKAZ9tYkfjxBrjp66G+KHiB9u3yAAAiAAAiAAAiAAAsURCJz4KYqS793o3JuOA4PUfM/+lEZzSaenRZ89fum5lWg4/q2IAKocL8oWEjEG9OfokJVwdO/MV0kOFRb4Anfhh/ZK7jsxwdYk7Csnj8fQKdtqlZxBxA9dXudAFcj3And60R+7nAxQpA2Z5KOQ3yAvV8A1gyhBPmTjlfEcSs3pummdnVjY8ToH+TE/e5mNyZuPH5tXgl38cvoG77j44Rm/4u5xyA0CIAACIAACIAACIBDEiJ9iTuf7+l97kxv9cX6JH61VFGVhYaq3K94QFXmi8dc7Rq8vLbHRUeKHy+fEY3uxcCQuv8SPc9788hO5nMae26qqWr7Hvxzip2mas/ALs095C03TMpn5gUSPrXAaxUS2nekrOZXcd+IrfokfZ5u+ck4up0m8Ap4zyFple0CO87Ck2TKItwsavSXFSyZynM2jhlymXauMEWhyCimqhq6l5RU/TRPvz3Dv8EnBXmn8nnjD8W+F9RndhJ1vfRQP9cXCOyt+8qieVodP0cmTLn509cSNHQRAAARAAARAAARAwIVAECN+1MAt6idbnF8J2d8oTS8G4ICeM4P3ErYvJEog4M22hLV+XSdcjuLThPf4udzFsAgEQAAEQAAEQAAEQGBbAhA/bpoXlXC6hNEp1K0noTMnllQ/gaIuhkIyKzs1IeK37U0PGUAABEAABEAABECgHglA/ApptTvz2NRlZeXGgei7JYf7bKVhdtcJOM94mUuUnZogfvV4H8cxgwAIgAAIgAAIgMC2BCB+ZTbosTkIFEJgp7xPgfhte9NDBhAAARAAARAAARCoRwIQv0Ja7cgDAmUSgPjV4+0VxwwCIAACIAACIAAC1UMA4ldmgx6bg0AhBCB+1XPTQ01AAARAAARAAARAoB4J1In47VizGzsCgd0lgK6e9XgfxzGDAAiAAAiAAAiAwLYEAiF+ra2H8QEBECiQAH/rT5/uGhkepYDko4fpRw/TDx8saZq2tbV1f2F1cGSOc9oSuq6rqjo78+OWuEHYMmAWBEAABEAABEAABEAgYAREu665ubm9vf1sonfsu/HZmR9VVdV1nY/lo486env7piZvyW1IakZyS1J7+pdrE0sejUkuzSMRcq5rbT28uyEU7B0EAkQAET/nPQRLQAAEQAAEQAAEQAAE+B/6EL8Ate1RVRDISwDih9s6CIAACIAACIAACICAC4E6ifgVMvwG8oBA5QjkFTW/V0D8XG5zWAQCIAACIAACIAACIADxq1xbHyWDABPw2+/ylgfxw10dBEAABEAABEAABEDAhQDEj5vmSIBA5QjkFTW/V0D8XG5zWAQCIAACIAACIAACIADxK62tr2GqaQKlXRUeW/ntd3nLg/jhrg4CIAACIAACIAACIOBCIKDid76v/7eHToUjMfMT3/NW/9nvH9jawg9u9u+1MnR9vrjobJTf/PITkSHWEE1+cfuJyDMeNTd8Yygtlpi/h7rM3XX1LS/L1rOycoPyi/pQrWLhSDx+T+O10ZGMvJWczmTmBxI9DVGxYTTe9E1qKmPkz2TmT75pLG9IKLQJLwlHEheePrUWjnSbe88ukctHulgCOefdjxllpyaIn8ttDotAAARAAARAAARAAASCKH59R086FMuwrHe+X5Bb1+MdbZzNrnCqKq8V2QyjMxv5Oyp+mcz8qSahfJapmrONyZn1dV3XL7WZs22Tujmt3f9qnzDeD2af0sKZz941jkJsQgvr52exXrdtfj9cL6cM+cqsaBrih7s6CIAACIAACIAACICAC4HAid/CwMemp8Ub/3iLGtA/XD5nBe7294+mUrRwYWHqnf2GDb7aauY/MiY3w9PpaSuMdvzb60tLT25fpZDdns475Yifa0xv24if5WwRI8pHqjZ95RypXUNC0XXdJnVrV84IUzXCgLqur60tkDrSbP34Hh+p5vckXy2+pOmy3IGfED+X2xwWgQAIgAAIgAAIgAAIBEv8hM7F9nTekdvQ4x1ttt6eVj/P/f1Xpy6aWpjT25PFT5ieev6oGVWz/LDEiF8J4re6OkHOeWB0jTXGcDnL7hKX1tdFiM9IcwDwwIn3Df0zw4Dr61YhB8c25ELqJ+2392m+yJ5ciHy5VjQN8cNdHQRAAARAAARAAARAwIVAsMQvdf28aXH2Xp3OlrTVk/PIGLuirbenZXqRWEO0u+/+jNxGV9WdE7+MeDaPpI5VTbhc/FRqQ6RjB8c2NjYWzeBevHNiyjRGwwY3Ul+bEULLDLkQl/NdBYu4ej4m6kf8hlueC4WebRmeUxSl4+VQKPRST+7VD/GrgmscVQABEAABEAABEACB6iMQTPHrsjV2c5u+Csve6xeNnp8sga52Z3WbjMYPJKdFBkv8uEdlbqLQwV1oOBbvrp6W+DmezePemwdG1zj94rm05XhNw9NrD6h758Gxjb9ePWvUsGmYnglkoaq+y82oEVfPx0T9iF8qNdLyfCj0fMtoKnV/rvM3hvp1yNc/xK86L3vUCgRAAARAAARAAAR2mUBNip8Yz9PyQ561je2ZTk8PJHp4YM9wxOhBarpfdYlf9jG/tknreT+zhyelXzyXlhfKNrXL11ae3cs19CtdP+KnKMrccMuzodBzLcOKopgBwNDLHUYAkCaIX57rDotBAARAAARAAARAoL4JBFP8tunq6TZip/EIn623p4jvqU9uX22yxtWkgT2rq6unrutWTC+SoHrSs3wc/ePQn82jqvPStlXSl1nN74mvDb8Slpb59Mvs5Gn4nhUAlDp8Qvyq87JHrUAABEAABEAABEBglwkES/y4D6dtcJeFgY8bot2dE1OKku3nmds/Ux67RVWlN/JRyz49OUBPD7ZNqjv5jB8P7mIbkNMK4kWsx/bEU3zmUYiF/OyfeaTG04A2idrlayvP7m2V9GXWb++r9sFdKOhHHT7nyAJFh0+IX57rDotBAARAAARAAARAoL4JBEv8FEW51NNOnpPvdQ6iY2dOVJBNj3p7Li5eobE0934yfn1pKZ2eFsXudMRP0zTrNX35X+eg67oY08UUP+lZPrFtLCxsUPao6ry05Rr6la438UPErzqvbdQKBEAABEAABEAABKqXQODET1EU7xe4W/08pXf6KYqyuHjlNfOl59zb07U7qO0ZP85s9feT4oSyaXgP38JrnRFIGv1l2xe4kx2x4714Ls2+JLqAWu914OX1lpBPhy9pv3p4cjmKfxOe8ave+ylqBgIgAAIgAAIgAAJVSyCI4qcoyvm+/tfepH6Pxlva+SV++fqCqqraezi3t6eq3vzyk4aoKCQab+y5LZrpFXnGL5/4aZqWycwPJHpslbEN0Sne7BeT3/gnXvFnvcm93nyPj9cX2ZMLEVeCb7/98j55VE+rw6fo5Em7QFfPqr3ZomIgAAIgAAIgAAIgsJsEAip+xTajfWu/i4JkSfAlzQ6DRAkEfDkFciHiPPv2W/Fpwnv8dvN2iX2DAAiAAAiAAAiAQHAJQPxKa9rLkoB07REo7arw2Mon79u+GET8gns3Rs1BAARAAARAAARAoIIEIH4ejXWPVbWnOjgimYDHqS9t1fbG5lMOiF8Fb5coGgRAAARAAARAAASCSwDiV1o7HluBQFEEfNK67YuB+AX3boyagwAIgAAIgAAIgEAFCUD8imq+IzMIlEZge2PzKQfEr4K3SxQNAiAAAiAAAiAAAsElAPErrR2PrUCgKAI+ad32xUD8gns3Rs1BAARAAARAAARAoIIE6kT8tm8vIwcI1AQBiF8Fb5coGgRAAARAAARAAASCSyAQ4tfaehgfEACBAgnw7ej06a6R4VGKTD56mH70MP3wwZKmaVtbW/cXVgdH5jinLaHruqqqszM/bokbhC0DZkEABEAABEAABEAABAJGQLTrmpub29vbzyZ6x74bn535UVVVXdf5WD76qKO3t29q8pbchqRmJLcktad/uTax5NGY5NI8EiHnutbWwzURicFBgMBOEEDEz3kPwRIQAAEQAAEQAAEQAAH+hz7Ebyca5dgHCFSaAMQPt3UQAAEQAAEQAAEQAAEXAnUS8StqHA5kBgHfCVTa97h8iJ/LbQ6LQAAEQAAEQAAEQAAEIH6+N/FRIAg4CbCYVToB8cNdHQRAAARAAARAAARAwIUAxM/ZRscSEPCdQKV9j8uH+Lnc5rAIBEAABEAABEAABEAA4ldaE1/DVNMESrsqPLZiMat0AuKHuzoIgAAIgAAIgAAIgIALgQCJ38LC1Dv7Y+FIbE/nHWo985JwpKtHNKgXBj4OR2LyEkVRPFrk0qrxqLFh7I2htLTQSKYnB/aaZfYtL9Mqzb/ph8vnDkTfNescC0fiLxwbvDD7tNzi7yX3GRVOXHhqFLU6Mz94PB4dyWxTbO5Wzsw/XD5nFmtQaogm5XoWuovCK+Pc/Q4usV0A5c8qOzVB/Fxuc1gEAiAAAiAAAiAAAiAQIPFTFKX3sKEc4SNj1IpOXT9v+pjhS+98v0ALxzvajDz7+0dTKW5sF9Zw3wXxGzweF8pnHpppnuFI/IPZp3oZ09r9r0j8Lq2vr60tnGoyCj8wuuZdpLyVM+fMZ2ynXNXEpfV1XdeL2EXBlXFWwGOJ5vdU2AVTRC6+FCudgPjhrg4CIAACIAACIAACIOBCIFjid6mnXZY6EdwzPITCgBwD5KggtbMLa6HnFT/n5r6IRmak27S+eNM3KbKa6SsipNaYnDGdysN2ClxVhJVJumgrnAvZd2JiZn19fW6SoqMNCQXi57w8nEsq7XtcPsTP5TaHRSAAAiAAAiAAAiAAAsESPxHiszp2UgDw1Vazb6cZBkylRl4zg2avX7TCfQ9u9r/2pohQNXYeT94VjXLSvHh7dzd14/zizrWcrp5DXWRlbZO2rp6WHzZ9k2pvN0U0Envh2OBUJtuRcrL7UwpFNhz/9ofL58xyrF6XbIyZzDwF4hoSiqZpLFozn72778RXQ/N/piVrawtyVLDh+LckhOvrE1Tbxp7bTWZALxyJNyTu0tqN1NcU8RvamKa9mHUwOn9eWl/f2Fh0LZO3ojgeV0nX9Y2NRSrnxXNpWn6pzaTaNsmrtt2FM+fQxjQdxcGxDSr2r1fPEi6qw/rcpNwPlg1Zrpuu60zVr4S4SHz7zWJW6QTED3d1EAABEAABEAABEAABFwIBEz/hdf82kBLBvfixG9+YsmfYoM0M5ZCg0JLY6xdTZnPe8jdreWPy6tRFFj/xUJ/1vJ+Y7TKf8cvd0OqcaXRAJeuY7LZskPdIJkOP22XNxHqgzujVKYufTWksv+K9RGLhtkld11n8cvdirWWFc4rf5c1N1zK3trY2H42QLl7e3HReK7xVQ7R7cCHNGTY3l21umW8XzpxDG9PN5qG5ip/rMbp2WM1S9Snlm/CJghSfpuGW50KhZ1uG5xRF6Xg5FAq9xE+30h4gfnxlIgECIAACIAACIAACIJAlECzxE7JndOy0HM98lo8GfXn9YsoyPXMhR//CR8auLy2l09O9XfRAXdfni4uqKvzNXHttYomXvPnpOMXr9nTeoXa7u/g1Jr+4/WR1deL8UYoodvWvrKys3CB7DB8Zm8pknty+etKKN9ojflruSCo236NZYT4JCgDOfpYgh7y0vi5WxcJNw0Pzf97YWLT6wUbip1IbLH6XNzdZt5qvGTq3uXnHdK3E14v/s7W1xWUaOT3FT2yYDZ8eGl+iK6mIXQhLJNNbX5/wED9xFMYR6bpuPWTo1glW83sSvubbb7Ky8n+mUiMtz4dCz7eMplL35zp/Y6hfh1wsxC97d0MKBEAABEAABEAABECACQRL/BRFsfTmyBgnFEWhAV32dN6xRnYxu30+uNlPfTh7xKiei4tXqCOoOW6nJX7SGJ5CBSm81pi8+fixh/jxIJniUT1D/LR7SXOn8fg9y0XE2lLEj/RvbW3hq2uXD5x4XwT3jO6aLH4cK5MlSihTwil+dOo3N5e/unb5f7e/x2VuK36mNC4Pn/8DD+wZjsRePGeE/mzi57WLYsSPjzEcie878dX7owv5nnu0WPv3yzfhEwXJblZmem645dlQ6LmWYUVRzABg6OUOIwBIE8SPb25IgAAIgAAIgAAIgAAIZAkETvxE780uenKPnuXj6B+H/hRF4Zwsfun0NMXfzFAeaV68bVK0zTkGKPpVshO6RvxcxY81z5BAmiwVzCd+Xl09bQ/4saRJ4mdFw+TH8A6OeUf8lr9uPy6KEuG7iKmInhG/7EWztfXT4nRzc7NZiItbbm7m30Ux4mccVOpr8QSjVVUaTsYWILVQ+/eLrwm/Eoqvk9nJ0/A9KwAodfiE+MkXKtIgAAIgAAIgAAIgAAIWgcCJn3iKz+pdSQ84ZXt1Gs5mvdqhsIifm/g1JpPJpGk19FCf++AuruJXeMQv3+Aua1fONES7L/7pjjFa5pUzZjXijT23Z1OL1sAnTcPGuJpicJdiI35i9JR44x9vpRYfc5nznl09xVaG5tGlI/qFxj9a/MkW8ROZjV08fLCUs4sixY8E79HDdDKZFDHPrOuy/vlnfFZJfvkel+Or9ykU9KMOn3NkgaLDJ8QPN3cQAAEQAAEQAAEQAAEXAoETP37MzzAi6WV91iv+DPGzxvzM2qDXM34u4vfGUDo3NliE+BXxjJ+miWFg8r7OwXqqLXqGhuL8/XFTd3PFLxyxngAU79kzx+0Uo3rKXT2pWyaXSau4TG/x4wf8GhJ3jZybRp9PZ8Rv+10I8aPRQbPjfLZN0lsixDgxxlEIgUzQM37iNYMQPxrWBRE/lxsaFoEACIAACIAACIAACLgTCJz4ZV/jLt7dR7EU0bEz+3p3qbcnd2g0EqIDZ96unpRB7t4pp3kMGPeIX1bnrJ3++iA9m+fo6mnGluTXKpgeRVtZbiMifjn1p1cycMRP2srIZgmVED96KQIPyBmOxD9MXLBtQv5muGXuVhxPo4QQy5zK2N/uYEZcPXah67pcmVOpDWlWLtl67YTwQGlVfQ/uoihWuA/P+Lnf0bAUBEAABEAABEAABEDAlUAQxY8dj1/Wp2Rf5GC9yZ171v1w+Zz3e/ycz/gJM1St4TqPjBUlfprhftn3+PFTf/bXOZjip2na9JVz0mNsxigm/BI/XddnP0tYg6lEz1z80x1zyFBDC1n8mr5JvX/iXVPe4k3m69SNPqK5r2Jfu/+V2IURHsxXpm0rm/jpuj595VxDVDhYNLs72mMhu3DmXFtbEPWPNUSTA4keFlEjs7Q2HIntO/GV6/gugqVvv7mLpl8JviDLTMijelodPkUnTyoZXT1db3RYCAIgAAIgAAIgAAL1TiCI4ldC09mv5juXo+WZbF09TQk0X+vXmJTf8O7c2mlZ3ktY/Fzfa+e9be2tdfIscwmfaL8Sik8T3uNX77dsHD8IgAAIgAAIgAAIlEYA4lday97DK8Rr/URkzBwjtCGheGxSwqrV1Ql6YSD3OC2hEGySj0BpV4XHVspOTYj4lXYnxFYgAAIgAAIgAAIgUOMEIH4ejXWPVfmEQdO0TGa+7+hJegU898D0yF/aKg4tQvxKA+i9lcepL22VslMTxK/Gb9k4PBAAARAAARAAARAojQDEr7R2PLYCgaII7JT3KRC/0u6E2AoEQAAEQAAEQAAEapwAxK+o5jsyg0BpBCB+NX4nxeGBAAiAAAiAAAiAQJUTgPiV1o7HViBQFAGIX5XfCVE9EAABEAABEAABEKhxAnUifjvW7MaOQGB3CaCrZ43fsnF4IAACIAACIAACIFAagUCIX2vrYXxAAAQKJMC3gtOnu0aGRyky+ehh+tHD9MMHS5qmbW1t3V9YHRyZ45y2hK7rqqrOzvy4JW4QtgyYBQEQAAEQAAEQAAEQCBgB0a5rbm5ub28/m+gd+258duZHVVV1Xedj+eijjt7evqnJW3IbkpqR3JLUnv7l2sSSR2OSS/NIhJzrWlsP724IBXsHgQARQMTPeQ/BEhAAARAAARAAARAAAf6HPsQvQG17VBUE8hKA+OG2DgIgAAIgAAIgAAIg4EKgTiJ+RY3Dgcwg4DuBvKLm9wqIn8ttDotAAARAAARAAARAAAQgfr438VEgCDgJ+O13ecuD+OGuDgIgAAIgAAIgAAIg4EIA4udso2MJCPhOIK+o+b0C4udym8MiEAABEAABEAABEAABiF9pTXwNU00TKO2q8NjKb7/LWx7ED3d1EAABEAABEAABEAABFwLBEr9UauS1SCzs8om/8/1C6vr5vcaqrh5Hq9ijRV7aKhfruZekvfevrLis5UX3kvuMSiYuPH3KyyqVKH9f5ZdQqWOrbLmlXRUeWyk7NUH8XG5zWAQCIAACIAACIAACIADx82ise6xy0Y7yxE+vwLR2/yuSzEvr66UVX34Jpe232K1cTkd5izxOfWmrdsr7FIgf7uogAAIgAAIgAAIgAAIuBAIqfv82kCqqJV1aY91jq9K1Ik8MrVjVKSR/ULStkGPxzlP66cizpcepL21VUZdrOZkhfi63OSwCARAAARAAARAAARCoJfGTu3pyp9DXL6be/t171Dt0z1v915eWqOGeTk/3HT3JvUZfODYoVo1Hza6kB5LT7e3tlOGFY4M3Hz/mFv/NLz8xe3UanU5fODY4lckY+pAb8ctk5m3lczbXrp66rq+tLQwej3OV9p34asaM1K2vT1CVDo0vvX/iXcrQcPxbWqvr+sbGorwhr9pIfU37GtqYphIOjm2wQV1qM+r/4rm0ruvrc5MHolbJ4Uj80PgSZeMSKGaYLxuXuVuJPPpW+mI+134lynG5oraF+OGuDgIgAAIgAAIgAAIg4EKg5sWPPcpKHBmjpvz5o45nBa1Vlvjl23Cy27LBbIbGpCF1ueLnUn7bpCEi+SN+ZGLZYiOxcNukYWVC/HJWibW6rufbcPPRCInf5c3Nmc9Mr2ubpItgc/NOs+G38VOpDZHOAdJ8bXNra0suwSOby4WVf1El5LB0w8uzpV++x+UUJW8emYdbnguFnm0ZnlMUpePlUCj0ku2JVohf/ksPa0AABEAABEAABECgjgkEVPxsCrSn846iKK4Rv/D+/rPfP0inp3sPk9h0fb64uLh4xYxH61edAAAgAElEQVSAdX1x+4mqqtc6O80Cu/qWl1VViF9j8ovbT9LpaaFwOWv3dN4xlMGSvXj8Hqe7+ldWVlZumOUnvrj9RNO0ye5PzfLNAV3yiJ+wu8SF2ae6rs9+lqBNLq2vi1WxcNPw0PyfNzYWheklpLWJofk/2zbM0TZJAre2tv569axRftPw/OamyBb/aPGnra2thYGPHasSlz2zFfUFgvh5eN22q1KpkZbnQ6HnW0ZTqftznb8x1K9D3griV9TViMwgAAIgAAIgAAIgUC8Eal78Xr9oPA1oBF6GukyVMsSP4jDp9HQymXzzGPeuzFG7N4bSVrhGbNi3vJyeHMg7dGduxE/TtExmPrd8L/EjHVpbW0gmkwdOvG9W1Rj8U1K7GHfUtLTNXEsbbmwsfnXt8v9utzq10obC6Ext21w+1WSoL4Xyvm4/zmkplBdvOP7th1fV+U0j3Jc/4mfPVtS3BeIne1oJ6bnhlmdDoedahhVFMQOAoZc7jAAgTRC/oq5GZAYBEAABEAABEACBeiEQUPFzHdzFNeLnKn62B/yEZW0vfmyPLu9skMTP9oCfKN9L/GwP+PEm24qf7QE/eUNZ/La2tri3pzA9QwjpQt98NNLc3Cy2NfzwxXNpm/jRrGu2or4tED/haKX/Njt5Gr5nBQClDp8Qv6KuRmQGARAAARAAARAAgXohUJ/iJ/wt/uan47em7lqzjUlzfBerq2c5Eb/MSLcpUWb50/etWfEooOvgLmtXztAmjT23R1Mpa7YxOSN19XSN+InoX7yx5/ZsapH7cM6sr9vEj2e/unbZ2Jd43o+v9c1Hj6WwodHzkzdhRTT1z56NSygkAfErXfjElhT0ow6fc2SBosMnxK+QixB5QAAEQAAEQAAEQKDuCNSn+I13tBnm09hp9N5MT//+uPn4XwHix08A7v1kfCqTeXL7apPZf7IhcVc872c842cNABM907+yksnMc/k0Boyr+FnhuOiZS+vra2sLvMm24idvuLGxaG3YNOwUv62tLfFwoDWsC13uQh0Tp1IbUpTPHPdFejLQI1tRXxuIn9C30n8j4lfUJYfMIAACIAACIAACIAACW/UpfiLiR8O98M8CunqqqsuonhFD9mTxExE/LpkSnl09rYiffZNtu3oKH3PZ0PYyBl3Xs5lNMyQH29hYpMf/zJCjKMfMIJfgka0SLldUmZrfk/V4p3+/Spc8x5Z4xg83bhAAARAAARAAARAAgaIJ1Kn4mSN5Wu/ia+z84s41cxDOeNukyjE9166eJAK29/jR0J2y+NFInlb50TNcPg3+6RrxowE5zVWxcPTMxT/doSqdSm3wqJ4HRtdIh0S/UGPoF48NnS9w56IaEopsVmtrC/yGwHAkxq8QtJWQL5tc1K6k/fY+zT/js0py6FuJC+RRPa0On6KTJ5WIrp5F3wSxAQiAAAiAAAiAAAjUA4FgiV+JjWUa1dPXtrzm97QzviRELv6B+dKIndnpDuzF77NRveKH9/jVw20ZxwgCIAACIAACIAAC/hOA+JXmg76bRsULtN4faPbkpFfJV3yXAd5BaVeFx1bKTk2I+Pl/l0SJIAACIAACIAACIFADBCB+Ho11j1XBcxrrbRPGkDYu76II3vFUtsYep760VTvlfQrErwZuyzgEEAABEAABEAABEPCfAMSvtHY8tgKBoghA/Py/eaFEEAABEAABEAABEACBwglA/IpqviMzCJRGAOJX+E0JOUEABEAABEAABEAABPwnAPErrR2PrUCgKAIQP/9vXigRBEAABEAABEAABECgcAJVLn5/++978QEBECAChdgjnvEr/O6HnCAAAiAAAiAAAiBQRwQgfpAKEAgKgdbWw4V8+P51+nTXyPAoRSYfPUw/eph++GBJ07Stra37C6uDI3Oc05bQdV1V1dmZH7fEDcKWAbMgAAIgAAIgAAIgAAIBIyDadc3Nze3t7WcTvWPfjc/O/Kiqqq7rfCwffdTR29s3NXlLbkNSM5JbktrTv1ybWPJoTHJpHomQbR21yG0LMQsC9UaAvghnE73bfhDxq7drA8cLAiAAAiAAAiAAAgURCIr4FdLJDXlAoCYJbG1tQfwKup0hEwiAAAiAAAiAAAiAQD4CdSJ+RY3Dgcwg4DuBcowU4pfv9oXlIAACIAACIAACIAAChRKA+PnexEeBIOAkAPEr9JaEfCAAAiAAAiAAAiAAApUgAPFzttGxBAR8JwDxq8TtC2WCAAiAAAiAAAiAAAgUSgDiV1oTX8NU0wRKuyo8toL4FXpLQj4QAAEQAAEQAAEQAIFKEAiW+KVSI69FYmGXT/yd7xdS18/vNVZ19Tha2R4t8tJWuVjPvSTtvX9lxWUtL7qX3GdUMnHh6VNepmna6upE1O249p2YmMpk5JwFplfuTjU1Waz2nZgocKtAZrOQulAt+XCKuirSkwN06vuWl/NtqHhOHpeuoih4xq8Stz6UCQIgAAIgAAIgAAL1RQDil6+l7r3cxSjKE7/1dVfxM82tbVIvfrrUljXkhoRSfAGB2WLms3f5fwHRkVIk2Xk2vc++bS3Er75umjhaEAABEAABEAABEAgigYCK378NpDwjKPaVtpZ6+bNOVSh0SZ6IH4vfgdE1Uq61tYVLPe2m0sRPpTaK9TASv9pWPl3X19YWThmBzfiBE+8brNomCz0RnvnKv0JsJSieEyJ+Qbx5os4gAAIgAAIgAAIgECQCtSR+cuuZO4W+fjH19u/eo4jQnrf6ry8tUYs8nZ7uO3qSI0UvHBsUq8apy+WB5HR7O3lX7IVjgzcfP+am/M0vPzG79hkhtReODVpdMXMjfpnMvK18zuba1dMpfrqu88KDY5b4zX6WMDc3VOfg54tkgyJb/MPEBXNtXOShoJ/ljRupr7nzZzh65sOrap7NE19du0zlnBoTm0TPDM3/OVtC9Myl9XXafGNjcfB4nEk2HP92xlwlahU7NL70/gkrKMdradvU9fNcVdsq1yOlreSfa/e/MkpoTN6f6zSLyvah5d6zb346Lg48vveTcToRKys36ES7rlVVugzi7d3d1I3zi9tP8l0ztojfk9tXf3volAASf/1iSlVV8r6FhSn5qtjzVv9oyvgXhnzpOg0RXT2DdEtFXUEABEAABEAABECgOgnUvPiJ9rfo93hkjPzt/FGxhJ+ss1ZZ4pdvw8luywazGRqThkvkip9L+RSMKiPiJ/fepL2/eC5NftjMRxGJhaNnmpubs9WLGOL316tnpSXWsR8aX9ra2trcvJOzedNwKjXCPpbdKprrk22TdEk7axU2V9mL5RqKnqtyF01rL03DJI3OMvOFLq1C2iYzmXkz9Bfj3p4sftlDoDocGdM0jcXPda0QP3GRNCZvPn7sck7NayZX/FyunzeG0qRzvYdFgUzjyFhR4vd/vfq/QqFnX2w9ezbR2/J8KBR66a1Pu88mevnT2nqYbzWnT3eNDI/SBf/oYfrRw/TDB0uapm1tbd1fWB0cmeOctoSu66qqzs78uCVuELYMmAUBEAABEAABEAABEAgYAdGua25ubm9vP5voHftufHbmR1U1okF8LB991NHb2zc1eUtuQ1IzkluS2tO/XJtY8mhMcmkeiZBt3d/++96//fe9W1tb1G7mOJ6tsb6n846t9ZzNub//7PcP0ulp0ebu+nxxcXHxihnt6fri9hNVVa91dpoFdpmDc4iGe2OSgjyiuZ+zdk/nHU3ThOzF4/c43dW/siKkIvHF7Seapk12f2qWbwajthM/26EZs6YpbaS+pojW0PyfdV3n2Uvr6+vrE5a5tU3OrK9TBnKnF8+lc9SubXJ+c3Nzc3n4/B+oSpeNWSF+5trU4v9sPhLiR0uun6da7TsxMb+5uTDwsWPbxNeL/7O1tTX7WcKxKhZuGh6a//Pm5rLQuYRcZ3JXcTiGo4p0wnmkcqxP6udpyR5LoHFq5PFyzFOZycxz19n4PUn8zLWrqxPy2qz4HRm7+fjxD3eWxRKXa0YWP5GOt00aX5bx/6+993tu4sgftfWfuM7FuU9S9f4JJCZ1ypebvfmei2+dTQKWIey5cfkm5kBywFjZJdRWDrEdbAQEw7rMD7GAnZi1IRsqyPwwZhdbY4ItObyvJbNlef1ulXardGqmp1ut0UgajcZGsh6VC8+P7tb0M+Opefh8umegzwSyz4zsyWty6NyPLwzDUFfdSC0Rv/NDkf/4r6HQf/2P/uHh80ORX4dCoXd6lPWdi55H/Bz3EFYhAAEIQAACEIAABEwCu178PrpqptKZz+A3hiwnMcVP+GsyOReLxfZ/ptIUi9Tu4xtJUUxVHF1dlY/1pt0Juyj8WxzxS6fTmcxicfu1i1840jnySATBXEN2bR3dB6e3lPipjNBsNlskfrbIRW/lcuK6V7J36F5B/A7dk3vt8pGvlv9temPxqjwSvbXVm/du/bbfTqlt6zB36V8hvlRVvL65qexOpYwqqZPFnMExNfpRlbTzPNUUqcVSrSJ+KgYohdwURX1ZnER9i9S87sJlYF0NrteMuiqK/uOgI7Ln07EDsTmRQmzIz9LS7IVrl/6zV8izPQltTameF373H2+FQv/Pfz96LnreCgCGRABQ6B/ix50dAhCAAAQgAAEIQMCFQJOKn+vkLvrTs4yudLuKn2OwliWE5iO4/uBeeOKXxmjulcuVxc8xwE+270n8SvVGeI5LYqSVLqiJX9EcMLr4SZUqUjWRGPn+xaQ0NFvzSk2vgvjlcqu3+4/JDipVqy5+6pBKxa9cT0vJlCspTE+KnxWPtdwuk1k8sd88SE38CnvX1x+ovVL87MBdKpWqcM0Ui18qGR//0PoWhUVEpB0D/ORe8+0j+qUrDbHwu3SMn5XkafqeHQDUEj4RP5fbHJsgAAEIQAACEIAABFpT/KS/RfafmXk4+8Re7YxZwRk71dNV/NQjfhXxmxy2Huut9ueeZ8SqHAromIPEUpK0mgqlVG+KxE+OglNRL22MX1nxk+ami5+d3qlF/KqKn11dOdutXE4uRzr/+DCx/Iu92jVhJZQWvkL8ocnCZqpnhYifrXNuPdV7LefzVLapLVjDKaX4FUb96TE9fVmcAn1LqfhVuGbUVWH9x4EdJ157okf2zPdMyhTZyEcDU7Pxh/aqyAIt/wpK1/f4iaCfSPgUQT+V8In4cVeHAAQgAAEIQAACEHAh0JriZ4+86hw0szeTc787ZjmDB/GTPtAtJod89eiumC6yPfpEjvczs0DtCWDCZ8fW1jKZRdW+mAPGn/hJUzInycxmswl73J0+Xq68+BWP4iszxs+sLi4RKYr2FrnqIn62pIXPWrmdq3ZPPYifSk9tjz6Z39zcXIgLku9fTFboaZH4ifk8OyJfPnstzM1Mr7WV2wyuKvFr61CDLcXEPFFtHKYZ6ZVDMcVe8wzKE12I+Nnn1O2aKRI/GRMWY/zkLlP81FU3YhhLS7O9vYfN/x3wJX5E/FzuZWyCAAQgAAEIQAACEKhAoDXFT0ZvtBiRmTbpIdUzlXKZ1bPDGvKnjfGT+uFov65UTzVsT6YImo2rWT2tuWrcxU/Ikoy2FR2SGBMog42F6lK97C1y1ZTMbDYrmzJX5XJRs20dto6K9yWokYeysN2OW6KmvUtOA1NotnRWT7t6Z2x+c1OJn5K98GRGLevE2jq626NGhVk9xbQ9peJX4ZqRdmdeP8nknMgXLfpSy+5kxK/QKatMzamejPGrcENjFwQgAAEIQAACEICAO4EWFT9rJk/7XXydg5cf3xPiZEVpKqV6ijQ+x3v8RLxIj/iJmTzt9sNnVfti8k9/ET8xieX1kX6ruvkev66oIaSu1NyUJeq+NHfnonydnfnKh5NTS+Wqy0lTbPGTq7aVbdw5axmLvVp44V747NW/PVYKKo+qWyWvOipms9m5Oxdld7r3Hr8ppvGs0FMV8VN5nqKDSvzS6bQtjX1xJX5d3yXkKxlNaI7ETn1v58gjsddF/EznP+N6zejiJ0YDyq8zHU+8PdKwPvcGB1UL5+NTH5r/3WAGA72P8dNn9bQTPpnV0/3exlYIQAACEIAABCAAAY1Ac4mfeHr28a897iq4X+mgP0ppWPBBwPVsKPFTs3rqxfQRffp2sRzclWK3ZNTx0Sd34T1+2t2LRQhAAAIQgAAEIAABzwQQP3+P+KWqwJZGI7ArxU9/ZZ/rMpO7eL75URACEIAABCAAAQi0EgHED/FrNGEL6ngqx/Qq7/V3VVSoZdTx0SN+rrKnb0T8Wun+TV8hAAEIQAACEICAZwKIX4WHdXZBICgCdXifgfh5vp9REAIQgAAEIAABCECgDAHEL6gne9qBQAUC/sSv9K9WD+65LhPxK4XGFghAAAIQgAAEIACBPOJX4WGdXRAIioBv8fsv//Nd/cdV9vSNiB+3dQhAAAIQgAAEIAABFwLNIn4uh84mCLQAAd36/sv/fFd3PNdlxK8FLgq6CAEIQAACEIAABGon0BTi53j2ZRUCLUJAje5T/e3tPVz1R90GTp8empyYEkHLlz8nX/6c/PnFSjqdzufzz5fWr00uqJKOhWw2m0qlns3/VaUEOAqwCgEIQAACEIAABCDQZAQQP/VIzQIEGo1AqfhVTRkl4tdkt2AOFwIQgAAEIAABCOwMgQYXv3w+39t7uOrDLgUgsCsJIH47cxvkWyAAAQhAAAIQgMDuJ9Ai4hfUFB20AwF/BHbMS4n47f67Nj2EAAQgAAEIQAACPgggfv6e46kFgZoIIH4+7k5UgQAEIAABCEAAAhAIjADiV9PjO4Uh4I8A4hfYPYuGIAABCEAAAhCAAAR8EED8/D3Hp/nsagL+rooKtRA/H3cnqkAAAhCAAAQgAAEIBEagucQvkZj8sKO7zfkTaT/2/VQiUeHZusIT+atHd7u67Db/28GT75qND42urqZSqbUns6NHT3x8I1laPSjryUwOW92JXnn9Wm9zff1B2OpmeDKjb9/p5aexvTZt5xH6PBK7wTpaq78FD4deesbr3GLs1IcxfoHdHGkIAhCAAAQgAAEI7CYCu0L8LG07Ml3h0brCU/ulowWTfL/3nBK/ZHLuxH5z186I3/XNzaz22dy0xe/A1Ia2eacX5y98oTQ7kCPZeH7TMsmoo7/eO+baggeVq61IhQvG364KF2ewuxC/3XR/pi8QgAAEIAABCEAgMAJNKn6/Gbfje0tLs+eHIpacRD7/cancM3SFh3UhfnsGHzvKIH4bG0unzFho5MDxkybhvrh3PStX0lXbyhX2vr02q/NQ2nEx1L9a7soMfDviF9jNkYYgAAEIQAACEIDAbiLQ7OJnGIbK//zoakIuRz49Myxid+d+fGEYRjI+/qEVvjMFpnPwWOxJKpVSaieDWpG+G1fsiN/zeRHuk7vs5E8lAOvrD0aPnpB7u9/77NpsxszJXFv7i0jR7Pou0d/fLwqovcI44sNn7PzJ8Nnx6IhVxhkB8xLx20rcVkmqbeGzf7ibUqa0uRA/EFbBusgnMytedqkyYmErcds8zq6JRGLSEaZTh/fJzMrJ4/YXtR/7fl7GLbe2lq8dE0JuRk3VLrvNjuiNrTkB6uD0lvre631m4fcvJrPZrKMLXd8lRDGHOpYW86B11YuoEx3UQuCCV65BxG833Z/pCwQgAAEIQAACEAiMQLOLnyPiJ8VPZm/uG5tKJJbGv1aGphYOxObqET89QdRu88i0Ln7qi/S96XQ6PmzbYHGBmsXvn3fPFbdgdlkI3ubmg0POYZDdh+7l8vl8Lve43K7SS8rO8+yL53KrVujPbqRcO+bx9MVFO0Lhio7Q2pV7WXBI1b4wOimTkVOJLbksz6PVHZFrqoufa7FARkUG5XuqnXKeVuv2iZ63Q6G3eiYWDMMY+CAUCv1qpLgJxK/0SmYLBCAAAQhAAAIQgEC+ScWvyCiE5Fhj/Arid2R6KpF4OPtE3/LDykoyOSdTQ+0gnp7qmYyPexvjN2NFq4YuP3pludwZ63iGxtbWVMSvrTN2+dGrTGZRKqI5nYmasqWtLz6byWQyi0Ko2jpqE7+C8PTF5zc3t7aWr48InzTbkVE106Dy+bztV10Ti7mc9K7IV8v/zufzthJbuxx/DA7Zs0tKrysIZNfE7eV/5XKrt/uPWRCit3I5uTd6e/lf+Xz+2YVoYZcmfvI47b7bKts1YfZIBBs7zC5ks1m7C52x+c1NXfzkcuTLZ+bUOKqYiL6m6/goYQtqodjO/K8lEpM974RC7/RMJRLPFwZ/barfgN4c4ue4klmFAAQgAAEIQAACEDAJ7AbxC0c+GpgSs3oqzfvoqj0I8MX9MeFy3y4vi4f45eU7YmpQMWuLL/FLpdPp9fUHsVhs/2cqobFI/FTcqWjezpIZKdVex2QnSu1cp1SRXlTQRRXlOzhthstkWM+c7/QPd1OLOTPcVxypc+4SBdS/UhFNkTMrSmGzV2XkUAQS8/m8jEDa5a3vWr1579Zv+38vLd1yQtmOKahby8J7RbanCBKKZdX9tg77OFUSqZQ9s+96sb3Hb56cWqpf+YQtBuV7qh3dzepcXpjoeSsUertnwjAMKwAY+mDADACKD+KnrmEWIAABCEAAAhCAAAQKBJpU/NTkLvJx1/4txa8w0YvM8xxS4qcyPMWELj7EL5mc0wf4SbGpLn5K8wovb5AqWJP4KctStZREiQFyW4nbhw4dkgdmD5wTZz33crLcrsJloYKBJSmjkadpXSBdxU8LAOq5mk7xK4Ty+uJS4QoqWzSC0TqM9qiRzWZ18ROrhYGOsli67o8StqAWHBdqnatWkqfpe3YAUEv4RPz0y5hlCEAAAhCAAAQgAAGbwK4Xv22J+N0Yspwqsv/MzMO557bOdcZmMxmV6lkx4menJqbTaaWCSuGKB7x1+4j4qblSXv6c1GJuduanOPG5l7/ou0Tmp/qrUHmeujray2KoXsWIn/TSSOcfH/78YkXlcGq5prbgqdDlzXu3zPZLJg4VXbCnFbUyPx3iJzq7Pr8Yi8VUMZH5WY/9BeV7qp06Tc9RXQT9RMLngrBAmfCJ+KnLmAUIQAACEIAABCAAgQKBXS9+MgbY3XZk2t8Yv9I3PdgTtHQOjq2tra8/+N0xK67lQfwcY/zWnsxuxxg/6V1RMcZPZmma4ldhV+GaKCR2FrmiqquN4itM96Lvtcfahc9aJVdtPkWDDAuRPW0aGHtEXzabVa2JMX7SD80Cuvht3Dlr6WjUNj07fFrwat/up4QtqAWHudW5SsRPv1xZhgAEIAABCEAAAhCoTmDXi59hGDLbU087LLyWvVyqZyqVkvOymO+y64trCmBH/IoabOuonurpY1bP0pibSOaUalR0DGKAnEr7LKorJk2Rw+pKd6k4YSED06qitstszG4xjNDxMgZ5PKbRyeWiYxMT2EiFK4hfobD2de5dKJ3cxX7TYPEXWQbuW/lERe1kB7NYp+np1RnjV/2+RgkIQAACEIAABCAAAQeBVhA/wzB+unWx9D1+4om+gvgl4+Ny/Jg5gaduAPHhM9acMeZbAS8/vmdZUCTytPAeP/dUT8sqanqPX5GhyTFsQsbm7lyUh9fdFj57cmpJSdrGxpJ6vV5bR/fe4zcLk6OU3yWqy/e2d4sxdarNbDZrR+cKQ/IKmagq+CZyVp9diKp3FV7922PBxxGvEy0rn3R8Xbku6BE/c4xfSXcCmd9FP9eBLOvmVs+yPqunnfApkzxFs6R6Om5xrEIAAhCAAAQgAAEImASaS/x8PzEH8uyuN5IO+qP7VUstS5Ez8zN9dzzos5HWz3Ugy74vXUdF3uPHjRsCEIAABCAAAQhAwA8BxM/fY33gptGKDdpD8qxEzb54QxHwd1VUqOXwt+1bJeLn5z5IHQhAAAIQgAAEILDrCSB+FR7WK+xqKEtp1oN5GlPpsmNraw3Viwqn3t+u7TM9R8uI366/adNBCEAAAhCAAAQg4IcA4ufvOZ5aEKiJgEPPtm8V8fNzH6QOBCAAAQhAAAIQ2PUEEL+aHt8pDAF/BLbP9BwtI367/qZNByEAAQhAAAIQgIAfAoifv+d4akGgJgIOPdu+VcTPz32QOhCAAAQgAAEIQGDXE2gR8du+52xahkBDEUD8dv1Nmw5CAAIQgAAEIAABPwSaQvx6ew/zAwEIeCSgbgSnTw9NTkyJyOTLn5Mvf07+/GIlnU7n8/nnS+vXJhdUScdCNptNpVLP5v+q3vfiKMAqBCAAAQhAAAIQgECTEWgK8WuoiAoHA4FGJkDEr8luwRwuBCAAAQhAAAIQ2BkCiF8jP8RzbBColQDitzN3Tr4FAhCAAAQgAAEINBmBFhG/mubhoDAEAidQq7/5Lo/4NdktmMOFAAQgAAEIQAACO0MA8Qv8EZ8GIVBKwLfI1VoR8duZOyffAgEIQAACEIAABJqMAOJX+ozOFggETqBWf/NdHvFrslswhwsBCEAAAhCAAAR2hgDi5+8RP81nVxPwd1VUqOVb5GqtiPjtzJ2Tb4EABCAAAQhAAAJNRqC5xC+RmPywo7vN5Sfy+Y9LiR8uvWvuGhopeViu8ETub5eL9TyNiW8fW1tz2as2PY3tNQ8yeuX1a7VNX/jp1kWrgNnN9nDsyrNCsfX5xWvHIuHJjF7eddl7SdfqwW6s52Aq0Aj2IB2t+bsqKtQyduqD+DXZLZjDhQAEIAABCEAAAjtDAPGr8LBeYZfDE8zV+sQva33mL3xRorXR65ub2Wx2Y2PpVJdpgwemNkThcv96L1muhQC313MwFWg4jtDldNS3qcKp97fL2KkP4rczd06+BQIQgAAEIAABCDQZgSYVv9+MJ2p6kPb3sF6hln+tKBPx09Vu7/EH85ubmwvxsBXbbI8a+t4WET9ljK40EL9y1z/i12S3YA4XAhCAAAQgAAEI7AyB3SR+eqqnSgr96Grif/3v34sw2p5Px35YWRE6l0zOjR49ocJr7312Te6aEbp1IDbX398vCpfP/aYAACAASURBVLz32bX7v/yiPPD+n76xsjrN+Nt7n12bzVi5l8URv0xm0dG+Kuaa6qmrnTC9bDZ7vc/Ka+2Lb20ti3CfPGAzDLi1tXztWERu6W4/9v28tbG0ZDabfXYhKjNIIwe/XRbitJW4bW2MnJq+3WWFE9vCZ28s/mMrUVgV8UZR3rWRzc0HgtgnMysnj9sRywoHs7kQPxBWgc3IJzMrDouzj012+f2LSbFF0chms+pLhQan0+nM5LCFwsqhte068sVETPXr8qNX6aeFVTsj1z5rWsnOwcuPXiXj43bFzsHR1VVv10ykf3hYXRhtHd0f30iqa+b8YfNU7hl8XE7YgtqO+O3MnZNvgQAEIAABCEAAAk1GYNeLn/Iie+HItHgWv3TUcip9uKC9yxa/chXjw7YNFgp0xkypKxY/l/b74macsHzEr2B65ui+4at/e6yMyFX8bBHSu+CmiLdyudKS719M5vP53MtJaYMajXCkaGNfXFzTZRvJPT6kH4Na7ovncqsOC72xNVda+OD0luqpvqC+0UHDs/hpnerobgtHdCtrOzItTkfRRnHwJSVru2b2jZ0fsoRcXmzLy3essanmSNQ6BW+i5+1Q6K2eiQXDMAY+CIVCv3KMaEX8muwWzOFCAAIQgAAEIACBnSHQpOJXkC7rSV0EUlwjfm37xs79+CKZnBMhl7aOoW+Xl5eX71hBqqHLj16lUql7g4NWg0NWbEeKX2fMjPwk56TCFe3dM/hY04ZI5GnRGL+1tb9Y7UfNKFM6HR8+Y7WvB6Ock7sI4VGBLLuD4UjXdwmxS7mf0CRZMnpj8R8ioCe+QkQChW4dupfT7M4sqa/eyuUK4tcXX8zlEj9cEt+79/iDxVxuafxr0aZWMnp7+V/ORpT4dU3cXv5XLrd6u/9YoaJ0v+KDiZxKmLJnj+Lrmpi3xjHq1qfbnTiqNo2G7L494rFMxK+7rS8+m8n8dOuiaKH92PezmYxU9yEz6GfrenfbkenZTOb+n75RJe//8osqqV0YFa+ZI9M/rKzce7CSjI9bPmlebKY03hgym903NpWoLUW51BITicmed0Khd3qmEonnC4O/NtVvQC+G+O3MnZNvgQAEIAABCEAAAk1GYNeL30dXzUftwsO3JX4igJNMzsVisf2fqWzJIrUr5OmJp/YOc696oHeZurM44meqSGaxuP3q4icSPsejI3rMTWR+OsRP2eDNe7cOHD9pq1GHnQKqi98/756Te4siYIfuKfGLfLX8b03n7FVZMXorl5PLRS20dXSbjUjxE2qXz+dlYbOiCvrZ4icLt3VE2o99/4e7KVflUwa4tbXsSsOb+FlCXph3x16VSaG6+DlL9sWta0Q79TVdM8nk3In9JitxFYn/dBCXoi5p/pYXJnreCoXe7pkwDMMKAIY+GDADgOKD+DXZLZjDhQAEIAABCEAAAjtDoEnFz3VyF9eIn6v4OQb4SS+qLn526KbDcoZ08UcTP8cAP9m+J/FTzrO5ELeHmRXrnIj4OQb4qa8ojfi5zY1pOklN4iejf/WKXz6f30rcPnTokDxgs0E1ik/1vXTBQWPnxc/DNROxddFyxJmBPrOPR6ZlnqfLW0ZsV6v9l5XkafqeHQDUEj4Rv525c/ItEIAABCAAAQhAoMkItKb4SX+L7D8z83D2ib3aGbPmd7FTPeuJ+MmYktX+3HN7VQ4FtKJ5LqmeG3fOWjpkv7/BjP49v2kVNhMjHRE/GVWLdI48epZYtletnElVUgTZVDrlYs7M/NQ/MtXTEfEzI3WOwJ0tfl0TLo3IIJ6XiF8+nxdS9/Ln5M17t37bL+bdsTM/dd+THXSn4Uv8oiJOK89OhYif+C8AmaJpBXs9XDNF4qeCwxeuWQm0R6Zr97uyNUTQTyR8LggLlAmfiJ9+hbMMAQhAAAIQgAAEIGATaE3xs6Mx1oSNyeTc745ZgSwP4pdK2Vr47jczs5nMq0d3RVCuPfpEjhYzdcIeGxY+O7a2lsksqvbFHDDlxE/JTHv0yfzm5sbG0vURMZFMUQKniI/ZOhc+K0J89lcUi59jBpdPZlby+bwcyGflYdqTu5jepaV6uoifVMRul0a8iZ84GKVzYoxfYVpRa8ifLn6VaaiXPbT1xec3N9eezMpZZPSwqiOBsy7xs89ppWumSPxSqZQcVtrd1hHAtC66BRLx4w4OAQhAAAIQgAAEIFAbgdYUPxm9cSQuekj1TKXkhB96XT12ZC7LmJJeprutQ3cSl4hfYbITNTGmteB8u4O5MfKH6BU9W1Iu2/ExNR9mW4cpddqqfUjCHh3eJVftRpSkiTc6lGtEGZqanLN8xci1paQ0NA1OmcldXJNU3WhoTRVBDlL8PFwzTvErVAliWhclfozxq+0eR2kIQAACEIAABCAAgXw+36LiZ83kac/j3zl4+fE9axJO8eBeKdVTzPDheI+fmLpTj/iJmTzt9sNnVfti8s9yET8R75q7c7E9LE0mHOmy3t4udm08v6lG/d1Y/EfhrXrhs1f/9lh0QUTSHCVF8ND6XlMaVZt6KqmWWWqLnyP1tFwjSvzUm+WdFYsPe2NjSb3ur62je+/xmxXmd6lEQ2unPRwbj46IRNkrr1/Ld2YEKn6m85+peM04xU+O7gvy9X36rJ52wqdM8hRmSKonN3YIQAACEIAABCAAARcCzSV+KuhR64IQtgD/TQf90bMcWa6VQNBnIx3IpSKH+ZlCWOsVW6487/FzuYuxCQIQgAAEIAABCECgKgHEz98jfuCmQYMNRcDfVaFqSeWzIrfWa9zLiVzg24n4Vb3pUQACEIAABCAAAQi0IgHETz2s17TQUJbCwQROoKaLobRwQfw6B8U73AMXvHINIn6teB+nzxCAAAQgAAEIQKAqAcSv9KmdLRAInEA5Twt8O+JX9aZHAQhAAAIQgAAEINCKBBC/wB/xaRACpQQCF7xyDSJ+rXgfp88QgAAEIAABCECgKgHEr/QZnS0QCJxAOU8LfDviV/WmRwEIQAACEIAABCDQigRaRPwCf7ymQQg0JgHErxXv4/QZAhCAAAQgAAEIVCXQFOLX23uYHwhAwCMB9Vd/+vTQ5MSUiF6+/Dn58ufkzy9W0ul0Pp9/vrR+bXJBlXQsZLPZVCr1bP6v6kWfjgKsQgACEIAABCAAAQg0GYGmEL/GDK1wVBBoQAJE/JrsFszhQgACEIAABCAAgZ0hgPg14LM7hwQB3wQQv525c/ItEIAABCAAAQhAoMkItIj4BT5XBw1CoCYCvkWu1oqIX5PdgjlcCEAAAhCAAAQgsDMEEL+aHt8pDAF/BGr1N9/lEb+duXPyLRCAAAQgAAEIQKDJCBSL36XRsek/zzyb/2sqlcpms6ovX301cP786Gz8oXjoFfNEiKki1GwR6df//70HKxUmjFCtVVgIle7r7T3s+yFYVfT3sE4tCARFQF2K272A+JXeQ9gCAQhAAAIQgAAEIKAm7Tt06NCpL79E/Lw+56f57GoCXq8Dz+W22/dU+wGKn2EY6gbBAgQgAAEIQAACEIDA7iCgi59hGA0a8UskJj/s6G5z/kTaj30/lUioZ9/ShQrP568e3e3qstv8bwdPvms2PjS6uppKpdaezI4ePfHxjWRp9XRAn8zksNWd6JXXr/Um19cfhK1uhicz+vYdXv7p1sW9knZ7OHblWeEg1+cXrx2LeDk87yV3oHfr84ujR09UPezSM17nFmOnPkGJXzqdRvx2x82dXkAAAhCAAAQgAAGdQG/v4dOnh2Kx2Gz8oWEY6XS6EVM9y4ifpW1Hpis8Wld4ar90tGCS7/eeU+KXTM6d2G/u2hnxu765mdU+m5u2+B2Y2tA27+ji/IUvShw7Ko5zY2PplGXLVQ/Pe8l6+ubRGDOZRXFOEb+q7/FD/PT7I8sQgAAEIAABCEBg1xDo7+8/Fz0/OTHVHOL3m3E7vre0NHt+KGL5SeTzH5fKuV9V8dsz+NhRpsXFTwnb3uMP5jc3NxfiIgLZHjWy2azai/g5Lptyq+WuzMC3BxjxE+9wn/7zzKXRsdOnh/r7+3t7Dx/iAwEIQAACEIAABCDQnAR6ew/39/efPj2kD/Br9IifEj/DMFQY8KOrCbkc+fTMsIjdnfvxhWEYyfj4h1b4zlTEzsFjsSepVEqpnYxrRfpuXLEjfs/nRWhI7rKTP9Vj/fr6g9GjJ+Te7vc+uzabMXMy19b+IgSp67tEf3+/KKD2isBUfPiMnT8ZPjseHbHK2JE0FfXyEvHbStxWSapt4bN/uGtOyCM+mwvxA2EVr4t8MrMi92Qr7FJlstns1tayiOm9fzEptl/vs0KjfXG1S3bfPPitreVrx4SBm8Xaj30/b20Ujegls9nsswtRmUEaOfjtsmh/K3Hb2hg5NS37FT57Y/EfhW6Gz+pxUb2RrqgZpE6n0ypFtpS/CvfJgxkaW1sTtUr/VSc6qAVjpz5BiV82m02lUoZhzMYfTk5MXRodOxc9f/r00Kkvv+znAwEIQAACEIAABCDQbAROffnl6dND56LnL42OqXCfGODX0KmeSvwcET8pfjJ7c9/YVCKxNP61fNaX2zu6D8Tm6hE/PUHUbvzItC5+zm+09qbT6fiwbYPFBWoWv3/ePVfcgtk1IXibmw8OyYF5qsyhe7l8Pp/LPS63q3SmI9v0Orrbw8PXlpKqQC636tC5W7mcKqy+sa0v7rGkcEspfoVzZDYVjkhFtLb3xYssVOtmu+V+SvwKhyHKHJneHeI30fN2KPRWz8SCYRgDH4RCoV+NFCtlIOKXz+ez2Ww6nVbuN/3nmcmJqVgsdml0TPyci57nBwIQgAAEIAABCECg8Qmo57dYLDY5MTX95xmR5JlKpRzhvnw+f/r0UEO8zsHpddpzf5s1xq9Q4Mj0VCLxcPaJvuWHlZVkck6mhtpBPKFwItUzGR/3NsZvxgrrDV1+9MpyuTOWZpgRJBXxa+uMXX70KpNZlIpoTt9S0JK++Gwmk8ksSoOqTfxUPLCtLy4Ca9dHhE9awTcVOkts5fN5e6he18RiLpd7OSmial8t/zufz9tKbO1SXqcWnJbYOfjJzIrYq4yu2Cejt5f/lc/nn12IWkCit3I5Z0n7AKI3Fv9hxhXtQ9UPu1t0KvHDJSFvItdUDjg0S248v2n1Inrl2Wsz71St6oQ7zaloMplFaaTRsbU15X7NO8YvkZjseScUeqdnKpF4vjD4a1P9BnT1C1D8dPd7Nv/X2fjD2fjD6T/P8AMBCEAAAhCAAAQg0IwExOPcs/m/isk8hfXp4b6GF79w5KOBKTGrp9K8j67agwBf3B8TLvft8rJI21teviOmBhWztvgSP1OO19cfxGKx/Z+p/MYi8VNqUTRv59OYbSxyDk+1V09izGazSu1cB9HpviQiYCrKd3B6Sy23dZjznf7hbmoxZ4b7iiN+zl2igOPfXG514tL/0WNu7180Q38OnRO1crnVm/du/bb/9zLa5iJ+roHKto7ug9NbslORU4ktzQnt1Y07Z4VMmuJnLxfHBju6w5MZpdal/HeH+BmGsTDR81Yo9HbPhGEYVgAw9MGAGQAUH+/id/r0UOnPV18NqJ9TX36pJ3b+r//9e/HT23uYHwhAAAIQgAAEIACB5iKgnuVUjqp42FPPfl99NVD6cFhhy/a+wF15nUr1lI+79m9ZoDDRi8zzHFLipzI8RZTPh/glk3P6AD/pOdXFT2le4eUNUgVrEj+pT4U4oRp3p9ImDx06JA/MFCQhbKazvZwst8thffrqv5fnZC0XncvlVm/3H9O/TkhaacRPBu6czlaT+JVrpEXETyZ5mr5nBwC1hE/v4qeC/uUWxqMj58+PquyFoaER8VPh759dEIAABCAAAQhAAAKNSUA9y6mnu/PnR8ejI+UeBatubzjx25aI340hS2wi+8/MPJx7butcZ2w2k1GpnqURJ1P2bM2LfClfiKdUsCbxk8GxgvipKN/BaTNcJj4vf05qITgzdKZcLvfyF32XyPxUe/P5vHLLWypaqKWJOiJ+snCk848PE8u/2KsiuVQOCBRJoSrvdL749RWlIT5HH2WUz+yy3UhnTDWSlp9WiPipoJ9I+FywhvqphE/v4vds/q9Vfx7OPhE/IjFA/fvjjw/4gQAEIAABCEAAAhBoFgLqKU4sqGe8qk+DFQo0nPjJGGB325Fpf2P8St/0YE/Q0jk4tra2vv7gd8es+JUH8VNa0maN8Vt7MrsdY/ykhkWF6alxfacSWxV26danJ4W2R5+YgwOtnM/SOJ4IJNomFj4rQnw2kGLxs3NEbXu056GRA/lMnZOm50j1tOVWFz85qK+767tENpudu3NRHJg+irJUvPVUTzETjLRFl99BTeap2jEC/QjXqzPi98vq/1fuRx22Wnj5c1L8/PxihR8IQAACEIAABCAAgWYkoJ7o1DOeWij3WFhhe8OJn2EYMtuzKL1QvZa9XKpnKpWS87J0t3VE+uIKSyplR/yKGmzrqJ7q6WNWT0tpir5IJHNKhSvaJcJ9Ku2zqG7XhNv7Fazq1i4ZJiz8ds2odL7dwZxfJ/KH6JWi77In3bGdTU6vYpY8ldjSVu2DV+mpYuKZ4jF+LuKXzWZLG3HM6ukqful0Wj+nkacuyic2aSc7mMUAvS+oMX4eO4bvNeNtnWOGAAQgAAEIQAACFQiIBzyPT4PlijWi+BmG8dOti6Xv8RN9qCB+yfi4fFGeOYGn3uf48BlrzhjzrYCXH9+zJvmMRJ4W3uNXKh5qXF9N7/ErFSrxCnUR6ZKH190WPntyaklJ28bG0snj6j1+3XuP31RZkRV2qepqYe7OxfawdMtwpMt6e7vYu/H8pvx2c4rOwlv1wmev/u2xACIUzlFyY2Pp+ki/nDCm0KaM48nZXORcnSIJVo/4iTfIOxoRwqZiqqX87bf2PY3Jw7YnZXWVP/1cB7IclPjps3oKA1RJnuIrvKd6qv/yqbxQ4ZbBLghAAAIQgAAEIACB5iVQ+SGw6t7tFT/fT8+BPLvrjbjaQj0blWux4INAPeRd6+rnOpBlI6BPgO/xq/rH7FqgeW9tHDkEIAABCEAAAhBocQKuT3e+NyJ+rh7BxiYjEIjs6Y0E5H3Vm/Ee8WvxGx/dhwAEIAABCEAAAhCohwDi12SGw+G6EtCdLZDl6sYWUAnEr577F3UhAAEIQAACEIAABDwSaBXxC0QGaKR1CASkddWb8S5+/++rNX4gAAEIQAACEIAABCDgj4DjpQC1roZKK/T2Hq7+tFutROsIBj1tTALVrtDA9nsXv9K/NbZAAAIQgAAEIAABCEBgZwggfo2pLRxVvQQCE7tqDXkXv81/5PiBAAQgAAEIQAACEICAPwJ1+uF2iV+1p2X2Q2CXEPAufvcerPADAQhAAAIQgAAEIAABfwS2Rfx6ew/zAwEIeCSgopOnTw9NTkyJVTFR788vVtLpdD6ff760fm1ygR8IQAACEIAABCAAAQj4IyAeMn3rHxG/XRJ3ohtvikBv72Hv4qdKsgABCEAAAhCAAAQgAAEfBBC/N/XYz/e2OgFd/Hz86VIFAhCAAAQgAAEIQAAC3gk0nPh5P3RKQmA7COyYjyJ+23H6aBMCEIAABCAAAQhAwJUA4ueKhY2tSwDxa91zT88hAAEIQAACEIDA7iWw+8UvzWdXEwj8bxPxCxwpDUIAAhCAAAQgAAEIvHECiN+utqIW6Fzgf0KIX+BIaRACEIAABCAAAQhA4I0T2C7xSyQmP+zobiv9CUcOxOYqPFsLIsn4+Ltm3aFvl5frZBSI+/x06+Je2Zf2cOzKs9ei2fX1B2Fre3gyE8gX2c3OL147Fgm2zQAPr6GaqvPyKK1u7NSHMX6l8NkCAQhAAAIQgAAEILBNBHZc/CxN+uhqotzTtehnQ4lffLi/xGCj1zc3s9ns5qYtfgemNrIBfTY2lk51mc4cYJsBHVoAzQQujYH/YZS7MgPfjvgFfu5oEAIQgAAEIAABCECgHIFtF7/fjBccb2lp9vN9VhjwyHS5x2hxoI0jfpnMotCwvccfPP7739eezIoQX3vU2Cbx29paFt94cHorANNqsCYQP3XlI37l7kpshwAEIAABCEAAAhAInMCOip9hGDMDfWb0bN/YVMIUwqWl2dGjJ1Q8bc+nYz+srKRSKYf4JZNzerH3PrsmiqVSM0LDDsTm+vvtuNx7n127/8svitT9P31jZY2awvneZ9dmM4WczPjwGbkr0hU1XJ1EiV+7LHC9z3LXvrgufl3fJa4di4iOtB/7ft6KBwrnenYhKtNEIwe/XdZFrHSXsj7JxA4t6rWaetkVcj0b1YkOakGJWZ0LEz1vh0Jv9UwsGIYx8EEoFPrVSHGLiF9Qp4x2IAABCEAAAhCAAASqEthR8Uv85TsR8dsz+Fg8A58/bEmUHD5n2s6R6VLxu3TUvZgSP6lJspjVSCqVcsnS7IwJ9yttU6lduvhjm15Hd3t4+OrfHuvepVI9nQdgaWE2m1V1VYH3LyZFC667crlVEe6T5aO3cjnfJ6nOinpPg1ouRhvAWtVLvNYCRkCfRGKy551Q6J2eqUTi+cLgr031G9DbRvxqPTWUhwAEIAABCEAAAhDwTcC3GoRKa/b2HlbPtWUnd9HCfbLM0LkfXxiGcW9w0LIdc0KX4oifCOsNXX70KpVKqWKjq6sF8euMXX70Kpmckzo3pO/dM/g4nU6nn8as+F4k8lQtm21qu6Jja2vmavFHzeBiy1g40vVdQohQQfw6YzcW/2Ga3ogIPJqRuq3EbSvWFxW71GrprtzLSVHyVi6n3O/QvTemfOLkBiV7ejvFaANY833pl6toBPdZmOh5KxR6u2fCMAwrABj6YMAMAIoP4lfuFLAdAhCAAAQgAAEIQCBwAqX65nFLHeLXEdEnd1lamr1w7dJ/9n4tY1yl4mf2Opmci8Vi+z+z0ynbOorU7uMbSRvNjSFhj6Orq8oeS3UuMzksv04GCStOzpnJLI5HR2TGplml3Bi/f949Z7Vsip9cLvqKto7ug9Nb5XYduof4pWv6BP4nYWtZQL+sJE/T9+wAoJbwifgFfu5oEAIQgAAEIAABCECgHAGPmldazKv4OSZ3OT8kzG1opGSAnzQxp/g5BvipYnpMz1X8UlICS8XPJQW0ovgpFVl7MttlTbnZ1mGqnYr4qRk4pdGZe+cvfCGPtsj9Dk5vlduF+CnUHhfKXdm+twdkfHYzIugnEj4XhAXKhE/Ez/c5oiIEIAABCEAAAhCAQK0ESo3O4xY/4mcYhkzvjHz+49LSuIjyRT4amJqNP7RX95nzu6hgnfkeP9vfIvvPzDycfWKvdsas+V3syV1cxU81Ulb85Hi/Co4hY4PRK6/td/dtPL9phf4iXz577Un8uib0uV5E3qMtfnKXDp1Uzwqno3RXrVd81fK2sQX0i4hfVeAUgAAEIAABCEAAAhDYAQK6cdS07FP85Ag9U/zsGT47B0X0r7f3sBkfKxE/VczM3kzO/e6YFT3zIH5qBOC738zMZjKvHt0Vwbr26BM53q+767tEOp3+6dZFKzTnMsZPDfBrjz55/Pe/ZzKL+ii+yuInB/V1fzKzks1mEz9cEt+ijfFz2yVf56CmgdHHyDX7cqm51bkl8D+SgIzPbIYxfoGfHRqEAAQgAAEIQAACEPBHoCbZ0wt7FT/XXMc26z1+MuJXlAbZ1uFM9ZQRP2ex6qmerrN6dgyJAKCcBqbQbLlZPV3zQr2M8fMxq6fwOm3Cz8ipxK56m1+dmlda3d91X6FWUOKnz+ppJ3zKJE/xFaR6VjgL7IIABCAAAQhAAAIQCJaA7nI1LfsWv8i738yIl/iJmTztN+l1Dp6PT31oDrSL9MWd7/G7Nzioil1+fM96d59ZTMX0XFM9BSnHe/zsaTzTaRG7q/oeP2EaP9262B6Wihg2X/onDK004rdx56wK62Wz2Y2Npesj/XJWmELFKrue31QjCa88e93sUT79+EvNrc4twf49pFIpYWX1/8t7/AI/NTQIAQhAAAIQgAAEIOCbQE2ypxeuIn6+n5t996RcxTq9guoNTqDcefe93felW2tFIn6+zxEVIQABCEAAAhCAAARqJaC7XE3LiF+DC1GrHF6tV3zV8rX6m+/yiF/Vc0EBCEAAAhCAAAQgAIGgCNQke3phxK9VzKrB+xnUX4Jqx7fI1VoR8VPMWYAABCAAAQhAAAIQ2G4CusvVtNw04rfdBGl/lxGo1d98l0f8dtmVQ3cgAAEIQAACEIBAIxOoSfb0wohfI59Wjs0/Ad8iV2tFxM//SaImBCAAAQhAAAIQgECNBHSXq2l5u8Sv1qdnykOgSQkgfjXerCgOAQhAAAIQgAAEIOCfQE2ypxd2F7/e3sP8QAACHgn4/8OlJgQgAAEIQAACEIAABGohoLtcTcvu4teksRcOGwI7T4CIXy13KspCAAIQgAAEIAABCNRFoCbZ0wtvl/jV1RsqQ6BuAjtmgIhf3eeKBiAAAQhAAAIQgAAEvBLQXa6mZcTPK2LKNRcBxK+5zhdHCwEIQAACEIAABCDghUBNsqcXRvy84KVM8xFA/JrvnHHEEIAABCAAAQhAAALVCOguV9OyV/G7NDr2Pz451dbRbf1E9nw6du7HF45n6xf3x961Cwx9u7xcesz3//SNLNDdHo5dfvRKlpkJWxU/vpGUW6zfN4asrxsaXV1Na5+1tb+I8vJ4xFF1t3VEIk/Tam94MqNVKlrMZBbHoyPtYVkxHOn6LjGbMctnMosn9pvb26OGqKO2tHUMja2t2Rsnh8WxqS36F5T2VO1dn18cPXqiwrH5KKmqbN+C98P2dwxF5z2IFWOnPqR6BnG6aAMCEIAABCAAAQhAwBOBmmRPL+xJ/EaPnihRLNOyPv9xSX+6nhnoU8WcCpdK6XtlMdPorP7tqPhlMounuqTy2aZqrXbGhPtd77NW++K2wzyN7ZXG++Wz12JjfLjf7IWsvgd4/AAAHehJREFUYpe0ftm79JY7oldemxXVV1cVP+8l9a/epuUdOBhPl3kthYyd+iB+tZwWykIAAhCAAAQgAAEI1EVAd7malquL39L415anRTr/+FA8S/9066IduNs3NpVIiI1LS7Of7zNt8D97rfJHpvUOJZNzdhjt2Pc/rKy8enRXhOz2DD62ivkUP1d9qhrxm7/whehR13eJrPWZu3NRqF171Mhms3aBztj85mY2m924c1aaqhkGNLdsLAl1FKuiEfGv2rX3+IP5zc3NhbjoqaPigakNvVbpsmqnasnSuoFvKT2YdNAf/WoJZFlcljvwL+IXyPmiEQhAAAIQgAAEIAABLwRqkj29cBXxkzrXvWfwsf4MPTPQ58j2tPM8943dnb1qaWFRtqcSP2l6qUtHraia7Yc7J37r6w+EiTmEStpd9Prm5sbzm5YHmsvZbFYEAA8cP2nqX188m81ubtqNHJzecljW1taycML3LybFLhU/VLukRprtb20tXzsWkVu62499P29tLI5J2kfy7EJUxR4Pfrss2t9K3LY2Rk5N3+4Skczw2RuL/9hKFFZFR0R510ZUjz6ZWTl5XIhx997jN+c3N5X1yYM0DyZo70t7ucprKqNfrvUsT/S8HQq91TOxYBjGwAehUOhXI8XNIX41nRcKQwACEIAABCAAAQjUQ0B3uZqWq4hf4odLlsU5szqLH33NNTuT88i0ckVHtuf5w3Z2ZXt4ePT5fHFvd078MvbYPFullLZJ84mcSmzJ5e6D01vS1iKDD2YtY7RszXatokYUd9v0Orrbw8PXlpJqey636tC5W7mcKiy1ynRLjyXfv2g2nns5KW3QJmw2FY4UbbR8VUls4bs6uoWgqi7ru8zlvniLi18iMdnzTij0Ts9UIvF8YfDXpvoN6Nc/4lf8t8waBCAAAQhAAAIQgMA2ElByUeuCR/EbckQ59AdfwzCU7H101cz8VBKo93h5+Y4ItdlqEY4ciM3JArb4Oa3DHibndXIXMR1L5VRPW/xkGqcSP6U3B6Y21PL7F5N2PK1rYm7jhdC2g9Nb/7x7zjzUrgmRCyoaUehzuceH9AF+4cgnMytirzK6Q/dyprPZJaO3l/+Vz+efXYhaBKK3cjlnSdvu7JJS9qySSvz64ou5XOKHSwLj3uMPFnM5mdda5Ks3Fv+RzWZlqNDcVRC/rgkzWri1LI3U3KuAqDBpOuiPvBIC++24ROtZXZjoeSsUertnwjAMKwAY+mDADACKD+IX2DmjIQhAAAIQgAAEIACBagSUdNS6EIz4yfk8bT9Uq465PZPJufHoiJrYs63DzCC1utZY4lcY5tcXt8XJipiJ5fcvJvWNSh119Lnc6sSl/6PH3OzonAz6CfFTNnjz3q3f9v9eeu9FXfwiT9P5fN5WTd0nreVD93JSAiNfLf9bCwCaoUutoulv5Ro5OF0U5BQ9Ksp9lWMaW1P8ZJKn6Xt2AFBL+ET8qt2d2A8BCEAAAhCAAAQgEBgBXTpqWvYoflVSPd1m7DTTDh3Znqq7rx7dtUejdYiJPRsr1TObzUpHiorjFGP5VPRPhf6U9WWzWVfu/16eO3ToUNk4Xm71dv8x6XsqUdMl4ien2FFl7IWaxE9G/5yNIH4yelf2twj6iYTPBWuon0r4RPzU3zULEIAABCAAAQhAAALbTcBVOrxsrCJ+KofTMbnL0vjX7eHhwQezep5nicB0t6m5PbU38gkWyfi4GD3YF0+lUjsnfmpyF8eEnFKKzMiYlgYpHMneWMiHNKNtZkitVPyUMd7KmcmcjhCcI4FTFjZnTP35xYq92jWxmHOmetqHZ+1ynFcV8RMhPrlq2qMj4qca0TNURRdU19R0NUT8dAsUrkfEb7tvZLQPAQhAAAIQgAAEIFCZgMMFvK9WET/DMK6PWC+s6yj7OgeZ2FkUFUxJ0xPZnsvLdz60UhPf/Wbmh5WVZHJONrvTEb90Oi1Hr5kvbRfa43idgyl+cnJO02a1sXyybndbh22DuvvpE362R5+I+TllT83yqlkxpYptYuGzYtfvjlmeaX2do6Qcj9f9ycxKNpuVA/msNtWsnpaIypL24Um31Eu6NOJR/JQtp4P+VL6+fezVta3OZcb4+eBPFQhAAAIQgAAEIACB7SDg3fQcJauLn2EYlV/gbud5au/0MwxDmZ7K9nRNB3WM8VOFbUbSHkdXV3XRqDx9i9pbGoEUs7+o15E7CxTP+KIcT9lO0Tv95DyZDvErjA8sHo+nGlHNtnVE/hC94jwGs5btbHrJU4ktbdXO1RRtypdP2BFIuWo3ogfuXGf1FI0o8VOj+MpXjKi32Osnpc7lwP8q6pQ9VV2f1dNO+GRWz8DPFg1CAAIQgAAEIAABCHgj4NA576uexM8wjEujYx/uV2PDIuolfuVyQVOplP3+BpXtmUrd/9M37WHZSDjSOfJI9m5bUj1LnUqIXzqdzmQWx6MjjoOZzWR0e5Evfuguek3805iYskU1pVdRyz/duqg33hU11K7005gc3xi98ux1fPiMPQdM+OzVvz22Jj6VZlVcMpNZvD7SLyeMiRTatA+pUMsqE73y+rXZU/n6Cnu1TCMqA1Z11lHRcdiF7gS0JK+EwH4bAX14j19gp4SGIAABCEAAAhCAAATqJuDd9BwlvYpfrU/RdffI2UBAfkEzDUrAeb7rXq/1ivVdnsld6j5XNAABCEAAAhCAAAQg4JWAQ+e8rzaN+HklQTkIWAR8i1ytFRE/rjgIQAACEIAABCAAgR0j4N30HCURvx07R3zRjhKo1d98l0f8dvS88mUQgAAEIAABCECgtQk4dM77KuLX2hfO7u29b5GrtSLit3svInoGAQhAAAIQgAAEGo6Ad9NzlHQXv97ew/xAAAIeCTTc/YADggAEIAABCEAAAhDYpQQcOud91V38ag16UB4CLUuAiN8uvanSLQhAAAIQgAAEINCIBLybnqMk4teywkLHgyGA+DXiHZFjggAEIAABCEAAAruUgEPnvK9ul/jtUs50q2kIBGN1HlpB/JrmmuBAIQABCEAAAhCAQPMT8G56jpKIX/OffHrgRsCDsgVTBPFzw882CEAAAhCAAAQgAIFtIeDQOe+rTSN+aT67mkDgfxbBWJ2HVhC/wM8dDUIAAhCAAAQgAAEIlCPg3fQcJRG/Xa1TzdO5cle27+0elC2YIoif73NERQhAAAIQgAAEIACBWgk4dM77ahXxSyQmP+zobnP5iXz+41KFB+daO6CVnwm7fF13W0ck8jSdfhp719w7NLa2VrTcPIbDkboS0C6AYBYrXJzB7kL8gjlhtAIBCEAAAhCAAAQg4IGAd9NzlGxd8cvyqYOAq7zVs9HDRV5bkWDtrkJriF9tJ4bSEIAABCAAAQhAAAJ1EHDonPdVr+L3m/FEhWff0l119MWO+H18I6k3ki796NG/0r3VttRhPVTNVqNb8379XAeybOzUB/EL5HzRCAQgAAEIQAACEICAFwLeTc9Rsi7xk4mgkU/PDIsMzHM/vjAM497goLVq5md2jjzSO1BhlyxWUfx02dOXLdGID59R39sVNZR8rD2ZPRD+QiasRrq+S6TTaeytHgKKbVAL8uwH9tsI6DPR83Yo9FbPxIJhGAMfhEKhX40Ut4z4BXbOaAgCEIAABCAAAQhAoBoBh855Xw1E/OQgwH1jU4nE+cNyVQ7V2zP4WBz/paNld2kd9Cl+pY23W+63vv6gdNBgeDJTj/aUq+ud+06WLHe09WwPyvdUO9oFEMxisZ35X0skJnveCYXe6ZlKJJ4vDP7aVL8BvTnEL5gTRisQgAAEIAABCEAAAh4I+PYIr+Inw2W2ue0ZfGwYhoz4dbcdmZ5KJB7OPnlxf0yE/r589jqVSiXj42L12+VltXz50St91+jqanEH3Sd32TP42JQEPcrnshy9/OiVVix65fXr9NPYXlNBI18+e51Op+cvWKG/ztj85mY95uNa1/dp2NaKroda50YTcqCf4msggDUjuM/CRM9bodDbPROGYVgBwNAHA2YAUHwQvwDOFk1AAAIQgAAEIAABCHgj4FscghG/j67aIwCXxr92KKJYNQfs3Rgqu6uok37ELzM57Np4eDKjRfwie4/fPDm19Pjvf9+mVE/fp2FbK9bpeK7V00F/ii6BIFZsLQvol5XkafqeHQDUEj4RvyBOF21AAAIQgAAEIAABCHgi4FscvIqf6+QuMuJXeLXDzECfq4B9fCNZYVdxF/2kesaH+12/NzyZMQ3laayrqyjLtD1quPpMnRt9n4ZtrVhnp1yrB+196eJrIIC1gIzPbkYE/UTC54KwQJnwifgFcLZoAgIQgAAEIAABCEDAGwHf4rA94rdv7IeVFceR2+Lntqu4ZB3i1xmbzVim5+Yl6/OLsVjswPGTliKamZ+uSlPPRt+nYVsr1tOjcnXdANe1rfgaCGDNNraAfhHxC+CU0AQEIAABCEAAAhCAQN0EfItDwOInx/h1f3Q1kUql7v/pG8uyhrQxft0HYnP6rnJj/Nxf5+Ayrk9/mXu3mLHzp1sXre81x/jJLNCoGOOnD/krZzVsr0qgLslzq1z3n4CzgYCMz2yGMX5OuKxDAAIQgAAEIAABCLwhAo0ifoZhNNqsnpnM4qniPE/TCbdncpeqvrRrCri5W13bAv/DCUr89Fk97YRPmeQpvoJUz8DPHQ1CAAIQgAAEIAABCJQj0EDit7Q0e34oot6np7/HL5mcuz7S77pL65ifVM90Op3JLOqN6+/xy2QWTx5X7/Hr3nv85uO//33XONgb6UhdkudWWbsAglkMSvx4j18w54NWIAABCEAAAhCAAASCILBd4uf76TmIThW14SYLbNs9BIpOdhArvi/dWisS8QvidNEGBCAAAQhAAAIQgIAnAojf7lGg1uyJp8u8lkK1+pvv8ohfLaeFshCAAAQgAAEIQAACdRFA/FpTl3ZPr+u6/N0q+xa5Wisifm742QYBCEAAAhCAAAQgsC0Edr/4bQs2Gt29BGr1N9/lEb/dexHRMwhAAAIQgAAEINBwBBC/hjslHNCbJeBb5GqtiPi92RPNt0MAAhCAAAQgAIGWItBw4lfr0zPlIdCkBBC/lrrV0lkIQAACEIAABCDwZgkELH69vYf5gQAEPBJ4s3/8fDsEIAABCEAAAhCAQOsQCFj8mjT2wmFDYOcJEPFrnfssPYUABCAAAQhAAAJvnADit/MP/HwjBEwCiN8bv/1xABCAAAQgAAEIQKB1CDSc+LUOenramAR2zEoRv8a8ADgqCEAAAhCAAAQgsCsJIH678rTSKf8EED//7KgJAQhAAAIQgAAEINCoBHa/+KX57GoCgf9lIX6BI6VBCEAAAhCAAAQgAIE3TgDx29VW1AKdC/xPCPELHCkNQgACEIAABCAAAQi8cQLbLn6XRsf+xyen2jq6rZ/Ink/Hzv34osKztXcia09mR4+e+PhGsnKVyu6zPr84evREeDLjKLa+/iBsHbNj1/U+qyN9cUd5Vt8Ugcpn38deY6c+jPHzcXaoAgEIQAACEIAABCDgj8D2it/o0RNS+YT42fr3+Y9L5Z6uPXYjmZw7sd9srR7xy2QWRSMOu0un01XFL8vHF4HA/dDjBeO9WLkrM/DtiJ/3k0JJCEAAAhCAAAQgAIE6CWyj+C2Nfy2ifJ1/fCgemn+6dfFdEfrbNzaVSLg+SXvsD+LnS7vefKV00B+PF4z3Yq6X5XZsRPy8nxRKQgACEIAABCAAAQjUSWC7xG9pafbzfWZEbs/gY/2heWagz5Ht+eL+2IdW7M60xM7BA7E50aXl5TsfWpZ4IDbX398vIofvfXbth5UVZX0ynDg0urqaTM7pAcb3Prt2/5dfUqmUEI37f/rGds6O7vc+uzabyahwn2wkOra2Jgp7j/htLsQPhL+QLUS6vku8ebVq7CNQhINaqPMPoLS6EdBnouftUOitnokFwzAGPgiFQr8aKW4Z8SuFzxYIQAACEIAABCAAgW0isF3il/jhkiVakQpZnYZhyKigngja/dHVRCqVUuIntUqWOTLtKn6XjsoC9njC7rYj00L84sO2Nxaa6ozNbbwQeZ5yY83it7lpjwOULZgHcHB6y4d5+T4N21rRR0eqVgnK91Q7gf9hFNuZ/7VEYrLnnVDonZ6pROL5wuCvTfUb0JtD/AI/dzQIAQhAAAIQgAAEIFCOgG9xCJXW7O09rJ5rpfgNOaIcqoBhGInEpIjptR2ZnkoklpZmzw9FLIka+nZ5uSB++8YuP3qVTM5JtbPje8Vj/GasuViGLj96lUql4sNnRDujq6tra38R07S0R5+k0+n005gw0sjTtAr6+Rvjt/H85l5TMiOnEqbszV+wQn9dE/Obm1X9x1GgFGYjbHEcZCCr5ikI9FPuyva93QjuszDR81Yo9HbPhGEYVgAw9MGAGQAUH8TP9zmiIgQgAAEIQAACEIBArQR8+0UA4vfi/pjlYAU5VCr48Y2kEr/C9C03hpTOqaBfYW8qlUzOxWKx/Z8Je+xu6zAVUZrekJ7JmbY+dYqfFvGL7D1+8+TUkg/lEzbl+zRsa8VATM/RiCAf4L+1XvFVyxuBfqwkT9P37ACglvCJ+FU9FxSAAAQgAAEIQAACEAiKgG9x8Ch+lVI9ZZ5nQfz0kYE1iZ9jgJ/MvTTFLzM5LHSxJvEr54TidQ7tUUP4zMbzm11dRSmm719MOlTHy6rv07CtFb0cea1lAlQ+0VRQfwmqnUC9zxBBP5HwuSAsUCZ8In6KOQsQgAAEIAABCEAAAttNwLc4VBE/XeH0J+ml8a/bw8ODD2YNwwgy4mcHAyP7z8w8nH2SEqudsfu//OIv4qfErz1qKFfJZBZPWZqnxE9oz/r8YiwWO3D8pGWYduZnTUbk+zRsa8WauuCxsIIZ1ELgfyH65Vr/MhG/wE8QDUIAAhCAAAQgAAEI+CDgWxyqiJ9hGNdHxJQqkXKvc1CJnZXH+BWSOd1SPfcMPrYG9Vnf1Tkopvf83TErCmeJnxrj9+43M7OZzKtHd0WMrj1quNqdEhL7Xe0dkZNTS2Lj3J2LIpZ4YGojm81u3DlrrUbFGD/HkD+PItRqxRTeoBZ8XPSVqxjBfRjjVxk1eyEAAQhAAAIQgAAEdozANoqfYRj6+xWEMomYmJrqU2Z7FmVLCtOrnOqZSqXkXC/m9Cr9wyKfs6gde4xfOu0yq2eHPeRPbyTytEhG1DvctSO3fVKM5dvYWBIBwKICviZ3aR39K0IcxErgfypBeZ8+q6ed8CmTPMVXkOoZ+LmjQQhAAAIQgAAEIACBcgS2V/wMw7g0qr2mryPieImfYRg/3bpY+T1+rhG/VCqVjI/L8XXmZJ7x4TP2m/o6By8/vmfN5Bnpi7u/x+/yo1e2dDyNyUaihY1SSNaezJ48/oU1dadQysje4w/0GVw2NpZOHlfv8evee/ymvrd1dM57TyXawH6Xu7J9bzcC+vAeP9+ngIoQgAAEIAABCEAAAoET2Hbxq/UpOvAeBmYYNNSQBAK/YGq9Yn2XJ+IX+LmjQQhAAAIQgAAEIACBcgQQv4a0GQ7KM4FyV7bv7b5FrtaKiJ/vc0RFCEAAAhCAAAQgAIFaCSB+ng2Dgg1JoNYrvmr5Wv3Nd3nEr+q5oAAEIAABCEAAAhCAQFAEdr/4BUWKdlqEgG+Rq7Ui4tciVxTdhAAEIAABCEAAAo1AAPFrhLPAMTQQgVr9zXd5xK+BzjqHAgEIQAACEIAABHY7gYYTP9+P0VSEQHMRQPx2+92V/kEAAhCAAAQgAIEGIhCw+PX2HuYHAhDwSKCB7gQcCgQgAAEIQAACEIDAriYQsPg1V8iFo4XAGyRAxG9X31rpHAQgAAEIQAACEGgsAojfG3zy56tbmgDi11j3Qo4GAhCAAAQgAAEI7GoCDSd+u5o2nWsCAjsmo4hfE1wNHCIEIAABCEAAAhDYLQQQv91yJulHQAQQv4BA0gwEIAABCEAAAhCAQAMR2P3il+azqwkE/seE+AWOlAYhAAEIQAACEIAABN44AcRvV1tRC3Qu8D8hxC9wpDQIAQhAAAIQgAAEIPDGCWyX+CUSkx92dLd1dP9mPFHTk3QyPv6uWXHo2+XlQOi0gPu0dBcDuUj0Rmq6XOspzBg/HTvLEIAABCAAAQhAAALbSgDxq9masnzqIFAz7moVAv/zqMflaqqL+AV+7mgQAhCAAAQgAAEIQKAcAcSvmliU7K/DeqiaLcFZ74ZyV7bv7cZOfRA/3+eIihCAAAQgAAEIQAACtRLYdvHr/OPD0aMn2qy0zz2fjk0lCpmf9wYHrazO7raOSOfII/G8rad6Li/fEfmi+8/MdHWZiaNtHZF3v5n5YWXFez/rFYuS+thbPQRKcNa7wfuV4LGkEdBnouftUOitnokFwzAGPgiFQr8aKW4Z8fN4RigGAQhAAAIQgAAEIFA/gW0XP6F8hX+PTIun3/OHhcgV/t0z+NgwDFfxK1S3BLLtyLT3nqeD/tSjPeXq+j4N21qx3NHWsz3os5H2fiV4LCmuz/r/TSQme94Jhd7pmUokni8M/tpUvwG9WcTP4xmhGAQgAAEIQAACEIBA/QR8i0OotGZv72H1XKsmd2nbN3buxxeGYZwfilj+NjRiGIkfLokZXMSuF/fHxOpIOfHbN3b50atkcu76SL/VSKQv7rXv6aA/9WhPubqlMBthS7mjrWd70GejccXPMIyFiZ63QqG3eyYMw7ACgKEPBswAoPggfl7/hikHAQhAAAIQgAAEIFA3Ad9+4VX81KyeS+NfK/GTy4Vwn4jpfXQ14Rrx+/hGUvZ0JmwF/bQtck+Z3+mgP/VoT7m6vk/DtlYsd7T1bA/6bDS0+MkkT9P37ACglvCJ+JX5k2UzBCAAAQhAAAIQgEDwBHyLQ13iNzPQJ0zP8W8Z8SvE95LJuRP7TV1E/HyfOe8V6xG8cnVbTfxE0E8kfC5YQ/1UwifiF/z9jBYhAAEIQAACEIAABMoQ8G4BjpJBiN++orleDOtDxM8B+g2ulpO3era3mvgJ1yPiV+b+w2YIQAACEIAABCAAgR0i4Fsr6hI/Ocav+6Or5iSf9//0jcoCdRW/to6hy49epVIpGSocGl1d9UgocNOoR3uoG/jp8HgZeC9m/f9DMP8wxs87dkpCAAIQgAAEIAABCGwrgTcjfuZcL3XM6rln8LF3KIGbBvJWD4HAT4f3K8FjyWCczzD0WT3thE9m9fR4DigGAQhAAAIQgAAEIBA0gTcmfktLs+eHIh7f43cgNtffb8/n2TnyqCYIgZtGPdpD3cBPR00Xg5fCQYkf7/HzQpsyEIAABCAAAQhAAAI7Q2C7xM/307PebfUCd+9TuejVxXLgpkGDDUWg9IzXucX3pVtrRSZ3qfNMUR0CEIAABCAAAQhAwDsBxK+hLIaDqZmA92vdY8la/c13ecTP4xmhGAQgAAEIQAACEIBA/QQQv5pNgwoNRaD+vwFHC75FrtaKiJ+DPKsQgAAEIAABCEAAAttHoKHFb/u6TcsQKEegVn/zXR7xK3cK2A4BCEAAAhCAAAQgEDgBxC9wpDTY3AR8i1ytFRG/5r5QOHoIQAACEIAABCDQVAQaTvxqfXqmPASalADi11S3Sg4WAhCAAAQgAAEINDeBgMWvt/cwPxCAgEcCzX3z4OghAAEIQAACEIAABJqHQJDi1zy95kghAAEIQAACEIAABCAAAQi0EAHEr4VONl2FAAQgAAEIQAACEIAABFqTAOLXmuedXkMAAhCAAAQgAAEIQAACLUQA8Wuhk01XIQABCEAAAhCAAAQgAIHWJID4teZ5p9cQgAAEIAABCEAAAhCAQAsRQPxa6GTTVQhAAAIQgAAEIAABCECgNQkgfq153uk1BCAAAQhAAAIQgAAEINBCBBC/FjrZdBUCEIAABCAAAQhAAAIQaE0CiF9rnnd6DQEIQAACEIAABCAAAQi0EAHEr4VONl2FAAQgAAEIQAACEIAABFqTAOLXmuedXkMAAhCAAAQgAAEIQAACLUQA8Wuhk01XIQABCEAAAhCAAAQgAIHWJID4teZ5p9cQgAAEIAABCEAAAhCAQAsRQPxa6GTTVQhAAAIQgAAEIAABCECgNQkgfq153uk1BCAAAQhAAAIQgAAEINBCBBC/FjrZdBUCEIAABCAAAQhAAAIQaE0CiF9rnnd6DQEIQAACEIAABCAAAQi0EAHEr4VONl2FAAQgAAEIQAACEIAABFqTgG/x+7/t5CJX/InZ0gAAAABJRU5Er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"></p>
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"></p>
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<p style="text-align: right;"><span style="font-size: 14pt; background-color: #c2e0f4; color: #34495e;"><strong>رابعاً: طريقه تحميل هذا القالب:</strong></span></p>
<p style="text-align: right;"><span style="font-size: 12pt;"><strong>لتحميل هذا الملف الرقمي يجب عليك التسجيل</strong> </span><strong><span style="font-size: 12pt;">ثم</span> قم بشراء هذا الملف وستحصل عليه مباشرة</strong><strong> ,</strong><a href="https://youtu.be/WyFa-j_Bz_I"> <strong><span style="background-color: #ced4d9; color: #382b9c;">انقر هنا لمشاهدة فيديو يشرح لك التحميل هذا الدليل الان </span></strong></a></p>
<p style="text-align: right;"><span style="color: #e03e2d;"><strong>تنوية حول سعر هذا الملف الرقمي: جميع الملفات المنشورة بواسطه </strong><strong>The big library for books</strong> <strong> </strong><strong>تم وضعها على منصة نت مود بقيمه رمزية جدا لمساعده الشباب على شرائها مع العلم ان هذا القيمة لا تغطي أجور اتعاب القائمين بإعداد هذه الملفات الرقمية حيث ان هذا الملفات ليست كمثل الكتب العادية لأنها معده على أيدي استاذه ذوي كفاءه عالية ولهم خبره كبيرة في شركات عالمية ، حيث ان بيانات هذه الملفات الرقمية مرتبطة بالواقع العملي في الشركات وليس مجرد معلومات قص ولصق من كتب أخرى ، واحيانا يستمر إعداد الملف الواحد ثلاثة اشهر </strong></span><span style="color: #e03e2d;"><strong>حيث يجب أن يعد بطريقه مهنيه تخدم المجتمع في الوطن العربي</strong><strong>.</strong></span></p>
<p style="text-align: center;"><span style="color: #e03e2d; background-color: #ffffff;"><span style="background-color: #f1c40f; color: #232a6f;"><strong style="font-size: 24px; background-color: #f1c40f;">                                                         من نحن؟                                                          </strong></span></span></p>
<h2 style="text-align: center;"><span style="background-color: #232a6f;"><span style="color: #ffffff;"><span style="font-size: 18.6667px; background-color: #232a6f;"> نحن فريق متخصص في مجال الإدارة الماليه والمحاسبة والأنظمة المحاسبية والاستشارات المالية ويضم مجموعة من الخبراء ذوي الكفاءه العالية ولهم خبرات في شركات عالمية ، نقدم منتجات وخدمات مالية ذات فائدة عالية وبطريقه مهنيه تخدم المجتمع في الوطن العربي. </span></span></span></h2>
<p style="text-align: center;"><span style="color: #e03e2d; background-color: #f1c40f;"><span style="color: #232a6f;"><strong style="font-size: 24px; background-color: #f1c40f;">                                                            رؤيتنا                                                           </strong></span></span></p>
<h2 style="text-align: center;"><span style="color: #ffffff; background-color: #232a6f;"><span style="font-size: 18.6667px; background-color: #232a6f;">نشر معلومات مالية ومحاسبية ذات قيمة عالية بكل احترافية من الواقع الملموس في اعمال الشركات وبأفضل الممارسات المتبعة في الشركات .</span></span><span style="color: #ffffff; background-color: #232a6f;"><span style="font-size: 18.6667px; background-color: #232a6f;">العالمية والكبرى</span></span></h2>
<p style="text-align: center;"><span style="color: #e03e2d; background-color: #f1c40f;"><span style="color: #232a6f;"><strong style="font-size: 24px; background-color: #f1c40f;">                                                            هدفنا                                                          </strong></span></span><span style="color: #ffffff; background-color: #232a6f;"><span style="font-size: 18.6667px; background-color: #232a6f;"></span></span></p>
<h2 style="text-align: center;"><span style="background-color: #232a6f; color: #ffffff;"><span style="color: #ffffff;"><span style="font-size: 18.6667px; background-color: #232a6f;">تطوير مهارات المدراء الماليين وتحسين خبرات المحاسبين العاملين في الشركات وتكوين الخبرة العملية لدى خريجي الجامعات والدارسين</span></span></span><span style="color: #ffffff; background-color: #232a6f;"><span style="font-size: 18.6667px; background-color: #232a6f;"></span></span></h2>
<p style="text-align: center;"><span style="color: #e03e2d; background-color: #f1c40f;"><span style="color: #232a6f;"><strong style="font-size: 24px; background-color: #f1c40f;">                                                      منتجاتنا                                                      </strong></span></span></p>
<p style="text-align: center;"><span style="font-size: 18pt; background-color: #232a6f; color: #ffffff;"><strong>                            انقر على الرابط التالي للحصول على المزيد من منتجات                       </strong> <strong> </strong></span></p>
<h2 style="text-align: center;"><span style="color: #382b9c; background-color: #ced4d9;"><a href="https://netmoud.com/profile/the-big-library" style="color: #382b9c; background-color: #ced4d9;">The big library for books - نت مود (netmoud.com)</a></span></h2>
<p style="text-align: right;"><br><span style="color: #382b9c;"></span></p>
<p style="text-align: center;"><span style="color: #e03e2d; background-color: #f1c40f;"><span style="color: #232a6f;"><strong style="font-size: 24px; background-color: #f1c40f;">                                                    تواصل معنا                                                       </strong></span></span><span style="background-color: #34495e; color: #ffffff; font-size: 18pt;"></span></p>
<p style="text-align: center;"><span style="font-size: 18pt; background-color: #232a6f; color: #ffffff;"><strong>    ــ ارسل لنا ايميلك عبر خيار (أسال البائع) الظاهر بجانب المنتج الرقمي لكي نرسل لك منتجاتنا الرقمية المجانيه ونبلغك بأي منتجات جديده .</strong></span><strong style="color: #ffffff; font-size: 24px;">ا</strong><strong style="color: #ffffff; font-size: 18pt;">ها</strong></p>
<p style="text-align: center;"><span style="background-color: #232a6f; color: #ffffff;"><strong style="font-size: 24px; text-align: center; background-color: #232a6f;">    ــ ارسل استفسارك حول أي منتج من منتجاتنا عبر خيار(أسال البائع ) بجانب المنتج الرقمي وسيتم الرد عليك في اقرب وقت .</strong></span></p>
<p style="text-align: right;"></p></div>]]></description>
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    <pubDate>Fri, 23 Sep 2022 06:51:18 +0200</pubDate>
    <dc:creator>The big library for books</dc:creator>
</item>
<item>
    <title>مصفوفة أولويات العمل</title>
    <link>https://netmoud.com/@rami-abu-elkhair/تطبيق-مصفوفة-أولويات-العمل-3211</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/تطبيق-مصفوفة-أولويات-العمل-3211</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 3 $</p></div><div class="description"><p>تطبيق اكسيل لاعداد مصفوفة أولويات العمل ومن ثم متابعة انجاز الأنشطة والاجراءات</p>
<p><br>هل تبحث عن أداة ذكية وسهلة لتحديد أولويات أفعالك؟ العثور على أفكار وفرص عظيمة شيء، والتنفيذ قصة أخرى. وبدون تحديد أولويات الإجراءات المحتملة بشكل صحيح، يمكن أن يضيع أي شخص في الطريق. قالب Excel لمصفوفة أولويات العمل - المعروف أيضًا باسم خريطة الأولويات - موجود هنا لمساعدتك!</p>
<p>تعتبر مصفوفة أولوية العمل أداة رائعة تستخدم لتحديد أولويات الإجراءات بشكل قاطع. بالإضافة إلى ذلك، يمكن استخدام هذه الأداة سهلة الاستخدام مباشرة في Excel، لمساعدتك في تحديد الإجراءات التي يجب اتباعها. يساعد قالب مصفوفة أولويات العمل في تحديد الأولويات بشكل فعال، مما يساعد في تخطيط وجدولة المهام بمستويات مختلفة من الإلحاح والأهمية.</p>
<p>من خلال دمج منهجية Agile، فإنها تدعم سير عمل فرق Scrum، مما يعزز إنتاجيتهم وكفاءتهم من خلال توزيع المهام الإستراتيجية والتفويض.</p>
<p>العمل-الأولوية-مصفوفة<br>وهو يشتمل على ميزة رسم الخرائط الرباعية للمهام ذات الأهمية العاجلة، مما يسهل التقسيم الواضح للأولويات لتحسين جداولك الأسبوعية والشهرية ولضمان تحديد الأولويات.</p>
<p>يستخدم القالب مبادئ أيزنهاور وليوبولد، مما يوفر نهجا منظما لتحديد الأولويات وتفويض المسؤوليات بشكل فعال. تم تصميم المخطط لسهولة الاستخدام، وهو يسمح بإجراء عمليات تعبئة مباشرة، مما يجعله أداة أساسية لإدارة عبء العمل وقائمة المهام بكفاءة. كما تساعد وظيفة تحديد الأولويات في تحديد المكاسب السريعة والمهام غير المرغوب فيها، مما يتيح للمستخدمين تخصيص وقتهم ومواردهم بشكل أكثر استراتيجية.</p>
<p>ميزات قالب Excel لمصفوفة أولويات العمل<br>في الأساس، يتكون القالب من جزأين رئيسيين: لوحة المعلومات والرسوم البيانية.</p>
<p>لوحة المعلومات<br>هنا سوف تقوم بتضمين قائمة الإجراءات الخاصة بك لوضعها على شبكة الأولويات. يحتوي جدول البيانات أيضًا على ثلاثة أعمدة إضافية لاختياراتك. هذه هي التأثير والجهد والحالة. ما عليك سوى النقر على الخلية وسيظهر زر القائمة المنسدلة.</p>
<p>هنا يمكنك اختيار مستويات التأثير والجهد على أنها "عالية" أو "منخفضة". يمكنك أيضًا تحديد حالة الإجراء الخاص بك على أنه "لم يبدأ" و"قيد التقدم" و"تم". إذا تم تحديد الإجراء على أنه تم، فسيصبح القالب باللون الرمادي.</p>
<p><br>بالإضافة إلى ذلك، بعد أن يظهر القالب المهام المنجزة باللون الرمادي من جدول البيانات، لديك خيار اختيار كيفية عكسها على مصفوفة أولوية الإجراء (APM) نفسها. بالإضافة إلى ذلك، باستخدام خيار "المهام المنتهية" الموجود على الجانب الأيمن من لوحة التحكم، يمكنك إزالة الإجراءات التي تم تنفيذها أو شطبها.</p>
<p>يدعم القالب التخطيط السنوي، مما يسمح بتحديد الأهداف على المدى الطويل وإدارة المواعيد النهائية، وتحسين الفعالية العامة في إنجاز المهام.</p>
<p></p>
<p><a href="https://youtu.be/wqWrzZroiVs" title="https://youtu.be/wqWrzZroiVs" target="_blank" rel="noopener">رابط معاينة التطبيق</a></p></div>]]></description>
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    <pubDate>Wed, 21 Aug 2024 19:23:29 +0200</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>جدول بيانات متتبع المبيعات, متتبع المبيعات, معقب المبيعات, تعقب المبيعات, نموذج تعقب , قالب تعقب المبيعات, داش بورد المبيعات , Arabic</title>
    <link>https://netmoud.com/@webmoud/simple-sales-tracker</link>
    <guid isPermaLink="true">https://netmoud.com/@webmoud/simple-sales-tracker</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 9.99 $</p></div><div class="description"><p style="line-height: 1.5;"><span style="font-size: 14pt;">قالب تتبع المبيعات - جدول بيانات متتبع المبيعات - متتبع المبيعات - تعقب المبيعات - قالب تعقب المبيعات - جوجل شيت - Arabic</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"></span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">جدول بيانات متتبع المبيعات, متتبع المبيعات, معقب المبيعات, تعقب المبيعات, نموذج تعقب , قالب تعقب المبيعات, داش بورد المبيعات , Arabic</span></p>
<p style="line-height: 1.5;"></p>
<p style="line-height: 1.5;"><strong><span style="font-size: 14pt;">هل ترغب في زيادة فعالية تتبع مبيعاتك وتحقيق أهدافك بكل سهولة؟ </span></strong></p>
<p style="line-height: 1.5;"><strong><span style="font-size: 14pt;">هذا القالب الرقمي البسيط هو الحل الأمثل لتعقب مبيعاتك بشكل دقيق وفعال.</span></strong></p>
<p style="line-height: 1.5;"></p>
<h3 style="line-height: 1.5;"><span style="font-size: 14pt;">ميزات المنتج :</span></h3>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">★★★★★</span></p>
<ul>
<li style="font-size: 14pt;"><span style="font-size: 14pt;"><strong>احصائيات شاملة</strong>: يشمل عدد المبيعات الإجمالي، إجمالي العملاء المحتملين، إجمالي المبيعات، أكبر بيع، إجمالي العمولة المكتسبة، وأهداف الربع السنوية.</span></li>
<li style="font-size: 14pt;"><span style="font-size: 14pt;"><strong>إدارة شاملة للعملاء والمبيعات</strong>: يمكنك تسجيل وتتبع الموعد النهائي، أسماء العملاء، المنتجات، مصادر العملاء، حالة العميل، سعر البيع الأصلي، سعر البيع النهائي، نسبة العمولة، العمولة المحتملة، العمولة المكتسبة، والعمولة المدفوعة.</span></li>
<li style="font-size: 14pt;"><span style="font-size: 14pt;"><strong>التوافق مع جوجل شيت</strong>: يعمل هذا القالب الرقمي فقط على جوجل شيت، مما يمكنك من الوصول إليه واستخدامه من أي جهاز كمبيوتر، Mac، أو أي جهاز موبايل بنظام أندرويد أو آيفون عن طريق تحميل تطبيق جوجل شيت مجانًا، وأيضًا على أي جهاز لوحي أو تابلت.</span></li>
</ul>
<p style="line-height: 1.5;"><strong><span style="font-size: 14pt; color: rgb(22, 145, 121);"></span></strong></p>
<p style="line-height: 1.5;"><span style="text-decoration: underline;"><strong><span style="font-size: 14pt; color: rgb(22, 145, 121); text-decoration: underline;">احصل على هذا القالب الآن وابدأ بتحقيق نتائج ملموسة في مبيعاتك!</span></strong></span></p>
<p style="line-height: 1.5;"></p>
<h3 style="line-height: 1.5;"><span style="font-size: 14pt;">الميزات العامة:</span></h3>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">★★★★★</span></p>
<ul>
<li style="font-size: 14pt;"><span style="font-size: 14pt;">سهلة الاستخدام: يوجد فيديو تعليمي يشرح المنتج خطوة بخطوة.</span></li>
<li style="font-size: 14pt;"><span style="font-size: 14pt;">تحميل مباشر: هذا منتج رقمي وسوف تحصل عليه مباشرة بعد الشراء.</span></li>
<li style="font-size: 14pt;"><span style="font-size: 14pt;">جوجل شيت: هذا المنتج يعمل على جوجل شيت ويمكنك الوصول إليه واستخدامه من خلال أي جهاز كمبيوتر، Mac، أو أي جهاز موبايل أندرويد أو آيفون عن طريق تحميل تطبيق جوجل شيت مجانًا. بالإضافة إلى ذلك، يمكن استخدامه على أي جهاز لوحي أو تابلت. بالنسبة للمنتجات الأخرى المصممة على الكانفا، يمكن استخدامها على أي متصفح أو تحميلها بشكل مماثل.</span></li>
</ul>
<p style="line-height: 1.5;"></p>
<p style="line-height: 1.5;"></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">◉ كافة الحقوق محفوظة لـ ويب مود webmoud. يُمنع إعادة إنتاج أو توزيع هذا المنتج بأي شكل من الأشكال دون إذن كتابي مسبق.</span></p>
<h3 style="line-height: 1.5;"></h3>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">◉ إذا كان لديك أي سؤال أو استفسار، لا تتردد في التواصل معنا. نحن سوف نكون سعداء لمساعدتك والرد على استفساراتك.</span></p>
<p style="line-height: 1.5;"></p>
<p style="line-height: 1.5;"></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">جدول بيانات - جدول بيانات متتبع المبيعات - متتبع المبيعات - معقب المبيعات - تعقب المبيعات - نموذج تعقب المبيعات - قالب تعقب المبيعات - جوجل شيت - داش بورد المبيعات - جدول بيانات تتبع المبيعات على جوجل شيت</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">القالب - قالب - القوالب - قوالب - منتج رقمي - منتجات رقميه - منتجات رقمية - المنتجات الرقمية - بيع المنتجات الرقمية - بيع منتجات رقمية - متجر منتجات رقمية - منتجات رقمية جاهزة - منتجات رقمية سلة - جدول بيانات - جداول بيانات</span></p></div>]]></description>
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    <pubDate>Sat, 03 Aug 2024 14:14:53 +0200</pubDate>
    <dc:creator>ويب مود webmoud</dc:creator>
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<item>
    <title>برنامج تعقب اللياقة البدنية</title>
    <link>https://netmoud.com/@excel-shop/برنامج-تعقب-اللياقة-البدنية-4313</link>
    <guid isPermaLink="true">https://netmoud.com/@excel-shop/برنامج-تعقب-اللياقة-البدنية-4313</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 1.99 $</p></div><div class="description"><h2>تعقب اللياقة البدنية الذكي في الاكسيل  هو الحل المثالي! هذا الملف المصمم بعناية يحتوي على نموذج  يتيح لك إدخال تاريخ التمرين، نوع النشاط، المدة، والسعرات الحرارية بسهولة</h2></div>]]></description>
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    <pubDate>Mon, 24 Feb 2025 22:56:22 +0100</pubDate>
    <dc:creator>متجر اكسيل</dc:creator>
</item>
<item>
    <title>سجل الزيارات الأمثل لتحسين إنتاجيتك وإدارة وقتك بفعالية</title>
    <link>https://netmoud.com/@excel-shop/نمودج-سجل-الزيارات-3891</link>
    <guid isPermaLink="true">https://netmoud.com/@excel-shop/نمودج-سجل-الزيارات-3891</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 2 $</p></div><div class="description"><h2>سجل الزيارات المتكامل – إبراز الحضور والتميز</h2>
<p><strong>هل تبحث عن وسيلة منظمة وفعالة لتسجيل ومتابعة زيارات الضيوف.؟ نقدم لك النموذج المثالي الذي يجمع بين السهولة والدقة.</strong></p>
<p><strong>واجهة سهلة الاستخدام: مصممة بأسلوب بسيط وجذاب لسهولة التفاعل. تفاصيل دقيقة: إمكانية إدخال معلومات الزائر مثل الاسم، الهاتف، هدف الزيارة ،تاريخ ووقت الزيارة، وهدف الزيارة </strong></p>
<p><strong>الملف مرفق بفيديو كيفية العمل على النمودج.</strong></p></div>]]></description>
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    <pubDate>Sun, 08 Dec 2024 09:17:58 +0100</pubDate>
    <dc:creator>متجر اكسيل</dc:creator>
</item>
<item>
    <title>أداة إدارة وتتبع تكاليف ونفقات المشاريع</title>
    <link>https://netmoud.com/@rami-abu-elkhair/أداة-إدارة-وتتبع-نفقات-المشاريع-3283</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/أداة-إدارة-وتتبع-نفقات-المشاريع-3283</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 7 $</p></div><div class="description"><p><br>  نموذج أو أداة إدارة وتتبع نفقات المشاريع<br>تستطيع من خلال التطبيق توثيق موازنات المشاريع أو مشروع واحد حسب ما هو تقوم بمنابعته ومن ثم تسجيل الإنفاق وفي شاشة خاصة ومن وعرض داشبور(لوحة معلومات) احترافية تمكنك من معرفة كافة الإجماليات لما تم انفقاقه والمتبقي ونسب الإنفاق لكافة المشاريع <br>وكذلك بها مستعرضات لتصفية وعرض المعلومات والبيانات حسب اسماء الموردين أو حسب اسماء المشاريع أو كل المشاريع أو حسب فئات الإنفاق أو سنة الإنفاق</p>
<p></p>
<p><a href="https://youtu.be/xAHyrUvBgTI" title="https://youtu.be/xAHyrUvBgTI" target="_blank" rel="noopener">رابط معاينة التطبيق</a></p></div>]]></description>
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    <pubDate>Fri, 29 Nov 2024 13:25:24 +0100</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
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    <title>منتجات رقمية بالجملة | قوالب جوجل شيت | منتجات رقمية لاعادة البيع | بيع المنتجات الرقميه | منتجات رقمية مربحة والاكثر مبيعا</title>
    <link>https://netmoud.com/@webmoud/منتجات-رقمية-بالجملة-قوالب-جوجل-شيت-منتجات-رقمية-لاعادة-البيع-بيع-المنتجات-الرقميه-منتجات-رقمية-مربحة-والاكث</link>
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    <description><![CDATA[<div class="price"><p>✔ السعر: 55 $</p></div><div class="description"><p style="line-height: 1.5;"><span style="font-size: 14pt;">منتجات رقمية بالجملة | قوالب جوجل شيت | منتجات رقمية لاعادة البيع | بيع المنتجات الرقميه | منتجات رقمية مربحة والاكثر مبيعا</span></p>
<p style="line-height: 1.5;"><strong><span style="font-size: 14pt;">٩ قوالب جوجل شيت الاكثر ربحاً ومبيعاً</span></strong></p>
<p><br><strong><span style="font-size: 14pt;">ᯓ꧂ قوالب جوجل شيت الاكثر طلباً والجاهزة للنسخ واعادة البيع مباشرة</span></strong><br><br><span style="font-size: 14pt;">1- أداة بسيطة لتتبع سداد الديون</span><br><span style="font-size: 14pt;">2- مخطط الحياة اليومية</span><br><span style="font-size: 14pt;">3- تعقب العادات البسيط</span><br><span style="font-size: 14pt;">4- مخطط الاهداف البسيط</span><br><span style="font-size: 14pt;">5- تتبع الروتين اليومي البسيط</span><br><span style="font-size: 14pt;">6- تعقب قائمة التنظيف البسيط</span><br><span style="font-size: 14pt;">7- تعقب المهام البسيط</span><br><span style="font-size: 14pt;">8- تخطيط وتعقب الوجبات والبقالة البسيط</span><br><span style="font-size: 14pt;">9- قالب تتبع الميزانية الشهرية البسيط<br><br><br></span></p>
<hr>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"><br><br>وفر وقت , جهد و أموال </span><br><span style="font-size: 14pt;">منتجات رقمية عربية المربحة والاكثر مبيعاً - لن تشاهدها في مكان اخر ! <br><br></span></p>
<p style="line-height: 1.5;"><strong><span style="font-size: 14pt;">احصل عليهم  الان  - تحميل مباشرة الان - وابدأ في اعادة بيعها و الحصول على ارباح </span></strong></p>
<p style="line-height: 1.5;"><br><br><br><span style="font-size: 14pt;"> يمكنك تغيير التصميم ولون السمة وأنواع الرسم البياني وإضافة أي ميزة إضافية حسب الحاجة. جميع الصيغ والرسوم البيانية الأساسية مضمنة مسبقًا، والقالب قابل للتخصيص بالكامل ليتماشى مع متطلباتك الفريدة.</span></p>
<p style="line-height: 1.5;"><br><span style="font-size: 14pt;">بامكانك شراء هذه القوالب مباشرة وابدأ في اعادة بيعها مباشرة <br><br></span></p>
<hr>
<h2 style="line-height: 1.5;"><span style="font-size: 14pt;"> </span></h2>
<h2 style="line-height: 1.5;"><strong><span style="font-size: 14pt;"># احصل على هدية خاصة , بالدخل </span></strong></h2>
<p></p>
<p></p>
<p></p>
<p><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية مربحة ومدروسة و الاكثر مبيعاً </span></p>
<p><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية تعطي قيمة لـ عميلك</span></p>
<p><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية سهلة التعديل لتكون لك </span></p>
<p><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية سوف تملك حقوق اعادة بيعها </span></p>
<p><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية غير موجودة في اي مكان اخر </span></p>
<p><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية فريقنا قام بانشائها </span></p>
<p><span style="font-size: 14pt;">★ᯓ كل هذه المنتجات الرقمية بجودة عالية بالعربية والانكليزية</span></p>
<p></p>
<p><span style="font-size: 14pt;">୬✦⊰ لا داعي لكي تضيع وقتك في أفكار للمنتجات الرقمية </span></p>
<p><span style="font-size: 14pt;">୬✦⊰ لا داعي للتعليم و للتخطيط و كتابة المحتوى و التصميم </span></p>
<p><span style="font-size: 14pt;">୬✦⊰ لاداعي لكي تمضي أيام وشهور في تصميمها وانشائها </span></p>
<p><span style="font-size: 14pt;">୬✦⊰ لاداعي في توظيف اشخاص لعمل هذه المنتجات الرقمية </span></p>
<p></p>
<p><span style="font-size: 14pt;">هذه الباقة للاستخدام الشخصي , التجاري , اعادة البيع </span></p>
<p><span style="font-size: 14pt;">سوف تحصل على حقوق اعادة البيع معها</span></p>
<p><span style="font-size: 14pt;">احصل عليها وابدأ في بيع المنتجات الرقمية الالاف المرات ...</span></p>
<p><span style="font-size: 14pt;">√⍟- قمنا بكل شيء لتكون جاهزة لك</span></p>
<p><span style="font-size: 14pt;">√⍟- بكبسة زر وحدة بامكانك تحميلها الان جميعاً </span></p>
<p><span style="font-size: 14pt;">√⍟- بدون اشتراكات شهرية - دفع مرة واحدة فقط </span></p>
<p><span style="font-size: 14pt;">√⍟- تحديثات مستقبلية والمنتجات الرقمية الجديدة مجاناً </span></p>
<p></p>
<p><span style="font-size: 14pt;">كل الحقوق محفوظة ومسجلة قانونياً لـ شركة ويب مود webmoud</span></p>
<p><br><span style="font-size: 14pt;"> هذا المنتج عبارة عن تنزيل رقمي، وبالتالي سوف تحصل عليه مباشرة بعد الشراء وبامكانك تحميله مباشرة من قسم المشتريات من حسابك على ايتسي , وانا جاهز مباشرة لو لديك اي سؤال بعد شراء الباقة . </span></p>
<p><span style="font-size: 14pt;">بالتوفيق</span></p></div>]]></description>
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    <pubDate>Fri, 01 Nov 2024 06:41:46 +0100</pubDate>
    <dc:creator>ويب مود webmoud</dc:creator>
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    <title>نظم زياراتك بسهولة مع نموذج سجل الزيارات الاحترافي</title>
    <link>https://netmoud.com/@excel-shop/نموذج-سجل-الزوار-3721</link>
    <guid isPermaLink="true">https://netmoud.com/@excel-shop/نموذج-سجل-الزوار-3721</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 2 $</p></div><div class="description"><div id="app"><main class="relative overflow-hidden">
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<div class="flex size-full flex-col items-center overflow-y-auto overflow-x-hidden overscroll-contain text-foreground-800" data-testid="chat-page">
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<p><strong><span class="">نموذج سجل الزوار هو أداة أساسية لإدارة وتنظيم زيارات الزوار في مدارس أو شركات أو إدارات مختلفة. يشمل النموذج حقولًا لإدخال معلومات الزائر مثل الاسم، ورقم الهاتف،. يتم تسجيل الهدف من الزيارة لضمان التوجيه الصحيح للزوار وفقًا لاحتياجاتهم. كما يتضمن النموذج حقولاً لتسجيل وقت الدخول ووقت الخروج، مما يساعد على تتبع تواجد الزوار في المنشأة. في نهاية الزيارة، يتم حفظ جميع البيانات في الأرشيف للرجوع إليها مستقبلاً، مما يعزز من الأمان وإدارة الزوار بشكل فعال.</span></strong></p>
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</main></div></div>]]></description>
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    <pubDate>Mon, 20 Jan 2025 06:15:18 +0100</pubDate>
    <dc:creator>متجر اكسيل</dc:creator>
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<item>
    <title>قالب جوجل شيت لتتبع سداد الديون والموازنة الشهرية | متتبع سداد الديون وخطة الميزانية | جدول ديون وقائمة الدفعات | منتج رقمي | منتجات رقمية بالجملة</title>
    <link>https://netmoud.com/@webmoud/ldywn</link>
    <guid isPermaLink="true">https://netmoud.com/@webmoud/ldywn</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 49 $</p></div><div class="description"><p><strong><span style="font-size: 18pt;">قالب جوجل شيت لتتبع سداد الديون والموازنة الشهرية | متتبع سداد الديون وخطة الميزانية | جدول ديون وقائمة الدفعات | منتج رقمي </span></strong></p>
<p><iframe width="560" height="314" style="display: table; margin-left: auto; margin-right: auto;" src="https://www.youtube.com/embed/6M3tBFC4CXo" allowfullscreen="allowfullscreen"></iframe></p>
<p><strong><span style="font-size: 18pt;">- إدارة ديونك بسهولة واحترافية مع هذا القالب المتكامل!</span></strong></p>
<p><span style="font-size: 18pt;">احصل الآن على قالب جوجل شيت المميز لتعقب وسداد الديون، المصمم خصيصًا لتبسيط إدارة ديونك المالية وجعلها أكثر فعالية. سواء كنت ترغب في تتبع الديون الشخصية أو التجارية، هذا القالب يوفر لك كل الأدوات اللازمة لتحقيق أهدافك المالية.</span></p>
<p></p>
<p><span style="text-decoration: underline;"><strong><span style="font-size: 18pt;">المزايا الرئيسية:</span></strong></span><br><span style="font-size: 18pt;">4 علامات تبويب شاملة:</span><br><span style="font-size: 18pt;">  - جدول الديون: لتسجيل كل تفاصيل الديون.</span><br><span style="font-size: 18pt;">  - سداد الديون: لمتابعة المدفوعات بسهولة.</span><br><span style="font-size: 18pt;">  - ملخص الديون: عرض شامل لحالتك المالية.</span><br><span style="font-size: 18pt;">  - تقويم الديون: تتبع المواعيد والمساهمات الشهرية.</span><br><span style="font-size: 18pt;">  </span><br><em><span style="font-size: 18pt;">سهولة الاستخدام : القالب يأتي بواجهة بسيطة وسهلة الاستخدام، إضافة إلى فيديو شرح تفصيلي لتسهيل العملية.</span></em></p>
<p><strong><span style="font-size: 18pt;">ميزات متقدمة :</span></strong><br><span style="font-size: 18pt;">  - تاريخ بدء السداد : لتحديد متى تبدأ المدفوعات.</span><br><span style="font-size: 18pt;">  - المبلغ المحفوظ : لتتبع المدخرات الخاصة بالسداد.</span><br><span style="font-size: 18pt;">  - المساهمة الشهرية : لتحديد المبلغ الذي ستدفعه شهريًا.</span><br><span style="font-size: 18pt;">  - أسماء الديون : لتصنيف الديون بسهولة.</span><br><span style="font-size: 18pt;">  - المبلغ المبدئي : لتسجيل قيمة الديون الأصلية.</span><br><span style="font-size: 18pt;">  - إجمالي المبلغ المدفوع : لمتابعة المدفوعات الإجمالية.</span><br><span style="font-size: 18pt;">  - الأقساط : لتتبع الدفعات المتبقية.</span><br><span style="font-size: 18pt;">  - الرصيد: لمعرفة المبلغ المتبقي.</span><br><span style="font-size: 18pt;">  - الأشهر والسنوات: لتنظيم المدفوعات على مدى فترة زمنية.</span><br><span style="font-size: 18pt;">  - ملخص الديون: يقدم نظرة شاملة لحالة ديونك.</span><br><span style="font-size: 18pt;">  - تقويم الديون : لمتابعة التواريخ المهمة بسهولة.</span></p>
<p><em><span style="font-size: 18pt;"><strong>قابلية التعديل والطباعة</strong> : يمكنك تخصيص القالب حسب احتياجاتك وتعديله بسهولة باستخدام جوجل شيت. جاهز للطباعة لمزيد من الراحة.</span></em></p>
<p><span style="font-size: 18pt;"><strong>تخصيص الألوان بسهولة </strong>: أضف لمساتك الشخصية وميز المعلومات بالألوان لجعلها أكثر وضوحًا واحترافية.</span></p>
<p><span style="font-size: 18pt;"><strong>متوافق مع جميع الأجهزة</strong> : يعمل على أي متصفح أو تطبيق جوجل شيت على الهواتف الذكية سواء كانت iPhone أو Android.</span></p>
<p></p>
<p><strong><span style="font-size: 18pt;">#### هدية مميزة بالداخل!</span></strong><br><span style="font-size: 18pt;">- احصل على هدية خاصة عند شراء القالب، لتحقق أقصى استفادة من استثماراتك المالية.</span></p>
<p><strong><span style="font-size: 18pt;">#### لا تفوت الفرصة!</span></strong><br><span style="font-size: 18pt;">- اشتري القالب الآن وابدأ في تحسين إدارة ديونك المالية باحترافية وسهولة. استفد من فرصة بيع المنتجات الرقمية، وهو المجال الأكثر ربحية في التجارة الإلكترونية. </span></p>
<p><strong><span style="font-size: 18pt;">ابدأ الآن وكن من الرواد في بيع المنتجات الرقمية. اشترِ الآن واستفد من مميزات هذا القالب الرائع!</span></strong></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202407/img_x300_66a891be05e928-72672480.webp" length="16336" type="image/jpeg"/>
    <pubDate>Tue, 23 Jul 2024 22:12:26 +0200</pubDate>
    <dc:creator>ويب مود webmoud</dc:creator>
</item>
<item>
    <title>قالب تحليل سوات SWOT واعداد خطة عمل</title>
    <link>https://netmoud.com/@rami-abu-elkhair/تطبيق-تحليل-سوات-swot-واعداد-خطة-عمل-3411</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/تطبيق-تحليل-سوات-swot-واعداد-خطة-عمل-3411</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 9 $</p></div><div class="description"><p class="MsoNormal" align="center" dir="RTL" style="text-align: center; background: #385623; mso-background-themecolor: accent6; mso-background-themeshade: 128;"><b><span lang="AR-SA" style="font-size: 22.0pt; font-family: 'PT Bold Heading'; color: white; mso-themecolor: background1;">تطبيق تحليل سوات (</span></b><b><span dir="LTR" style="font-size: 22.0pt; mso-bidi-font-family: 'PT Bold Heading'; color: white; mso-themecolor: background1;">SWOT Analysis</span></b><span dir="RTL"></span><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 22.0pt; font-family: 'PT Bold Heading'; color: white; mso-themecolor: background1;"><span dir="RTL"></span><span dir="RTL"></span>) وخطة العمل <o:p></o:p></span></b></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify; text-indent: 21.2pt;"><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;">تطبيق تستطيع من خلاله تحليل خطة المؤسسة ومن ثم إعداد ومتابعة خطة العمل بناءً على مخرجات تحليل سوات من بيئة داخلية وخارجية ونقاط قوة وضعف وفرص وتهديدات، واستعراض كل ذلك في تقارير انجاز دورية.<o:p></o:p></span></p>
<p class="MsoNormal" align="center" dir="RTL" style="text-align: center; background: #1F4E79; mso-background-themecolor: accent5; mso-background-themeshade: 128;"><b><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif; color: white; mso-themecolor: background1;">ما هو تحليل سوات (</span></b><b><span dir="LTR" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif; color: white; mso-themecolor: background1;">SWOT Analysis</span></b><span dir="RTL"></span><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif; color: white; mso-themecolor: background1;"><span dir="RTL"></span><span dir="RTL"></span>)<o:p></o:p></span></b></p>
<p class="MsoNormal" dir="RTL" style="text-indent: 36.0pt;"><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;">تحليل </span><span dir="LTR" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;">SWOT</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;"><span dir="RTL"></span><span dir="RTL"></span> هو إطار عمل استراتيجي يصنف متغيرات القرار إلى 4 مجموعات رئيسية: نقاط القوة والضعف والفرص والتهديدات. علاوة على ذلك، ستساعدك هذه الأداة على تصور عملك من جميع الجوانب.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l4 level1 lfo4;"><!-- [if !supportLists]--><b><span style="font-size: 18.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt 'Times New Roman';">  </span></span></span></b><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 18.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">البيئة الداخلية (نقاط القوة والضعف):<o:p></o:p></span></b></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l0 level1 lfo5; margin: 0cm 54.0pt 8.0pt 0cm;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 17.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">نقاط القوة:</span></b><span lang="AR-SA" style="font-size: 17.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"> </span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">ما هي أقوى أصولك؟ على سبيل المثال، الموارد المالية، أو القوى العاملة، أو الموقع؟ ما الذي يجعلك أفضل من المنظمات المنافسة؟<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l0 level1 lfo5; margin: 0cm 54.0pt 8.0pt 0cm;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 17.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">نقاط الضعف:</span></b><span lang="AR-SA" style="font-size: 17.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"> </span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">ما هي الأشياء الرئيسية التي تحتاج إلى تحسينها، هل منافسوك أفضل منك في مجالات معينة؟ ما الذي تحتاج إلى تجنبه؟<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l4 level1 lfo4;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt 'Times New Roman';">   </span></span></span><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 18.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">البيئة الخارجية (الفرض والتهديدات):</span></b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l0 level1 lfo5; margin: 0cm 54.0pt 8.0pt 0cm;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 17.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">الفرص</span></b><b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">:</span></b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"> هل ينمو مجال عملك؟ ما هي الاتجاهات التي ستساعدك على بناء عملك في المستقبل؟ وهل ستتمكن من الاستفادة منها؟<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" dir="RTL" style="mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l0 level1 lfo5; margin: 0cm 54.0pt 8.0pt 0cm;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 17.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">التهديدات</span></b><b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">:</span></b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"> هل هناك أي مخاطر محتملة فيما يتعلق بنموذج عملك؟</span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p>
<p class="MsoNormal" align="center" dir="RTL" style="text-align: center; background: #1F4E79; mso-background-themecolor: accent5; mso-background-themeshade: 128;"><b><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif; color: white; mso-themecolor: background1;">كيفية عمل التطبيق<o:p></o:p></span></b></p>
<p class="MsoListParagraphCxSpFirst" dir="RTL" style="mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l2 level1 lfo2; margin: 0cm 18.0pt 8.0pt 0cm;"><!-- [if !supportLists]--><b style="mso-ansi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 107%; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #c00000;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt 'Times New Roman';">   </span></span></span></b><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;">شاشة الإعدادات:</span></b><b><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;"><o:p></o:p></span></b></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l1 level1 lfo3;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">تتضمن درجات الأهمية من الأعلى أهمية قصوى نزولاً إلى غير المهم على الإطلاق، ويمكن تعديل درجات الأهمية بما يناسب عملك، وأي تعديل سنعكس في القوائم داخل الشاشات الأخرى.</span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l1 level1 lfo3;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">حدد أسماء جهات التنفيذ المكلفين بمعالجة وتنفيذ الإجراءات، سواء أسماء أشخاص أو أسماء أقسام ووحدات المؤسسة. </span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" dir="RTL" style="mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l2 level1 lfo2; margin: 0cm 18.0pt 8.0pt 0cm;"><!-- [if !supportLists]--><b style="mso-ansi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 107%; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #c00000;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt 'Times New Roman';">   </span></span></span></b><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;">شاشة تحليل </span></b><b><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;">SWOT</span></b><span dir="RTL"></span><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;"><span dir="RTL"></span><span dir="RTL"></span>:</span></b><b><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;"><o:p></o:p></span></b></p>
<p class="MsoNormal" dir="RTL" style="margin-right: 18.0pt; text-align: justify; text-indent: 18.0pt;"><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;">وهي شاشة تتضمن تحليل للبيئة الداخلية والخارجية في المؤسسة وتحديد لنقاط القوة والضعف والفرص والتهديدات ودرجة أهمية كل نقطة مسجلة، وتلقائياً ستجد هذه البنود ضمن قوائم منسدلة في خطة العمل لوضع إجراءات عمل تنفيذية.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="margin-right: 18.0pt; text-align: justify; text-indent: 18.0pt;"><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" dir="RTL" style="margin-right: 18.0pt; text-align: justify; text-indent: 18.0pt;"><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;"><o:p> </o:p></span></p>
<p class="MsoListParagraph" dir="RTL" style="mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l2 level1 lfo2; margin: 0cm 18.0pt 8.0pt 0cm;"><!-- [if !supportLists]--><b style="mso-ansi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 107%; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #c00000;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt 'Times New Roman';">   </span></span></span></b><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;">شاشة خطة العمل التنفيذية:</span></b><b><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;"><o:p></o:p></span></b></p>
<p class="MsoNormal" dir="RTL" style="margin-right: 18.0pt; text-align: justify; text-indent: 18.0pt;"><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;">هنا بالإمكان كتابة خطة عمل بناءً على تحليل سوات، حيث سيظهر لك حقل لاختيار نقاط القوة والضعف والفرص والتهديدات ومن ثم وضع إجراءات عملية لتعزيز نقاط القوة والضعف واستغلال الفرص ومجابهة المهددات، وتحديد الإنجاز لكل فقرة وتاريخ بدئها ونهايتها.<o:p></o:p></span></p>
<p class="MsoListParagraph" dir="RTL" style="mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l2 level1 lfo2; margin: 0cm 18.0pt 8.0pt 0cm;"><!-- [if !supportLists]--><b style="mso-ansi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 107%; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #c00000;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt 'Times New Roman';">   </span></span></span></b><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;">شاشة خطة العمل التنفيذية:</span></b><b><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;"><o:p></o:p></span></b></p>
<p class="MsoNormal" dir="RTL" style="margin-right: 18.0pt; text-align: justify; text-indent: 18.0pt;"><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;">تستعرض هنا قائمة أفقية على شكل بطاقات ببنود تحليل سوات (نقاط القوة والضعف والفرص والتهديدات).<o:p></o:p></span></p>
<p class="MsoListParagraph" dir="RTL" style="mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l2 level1 lfo2; margin: 0cm 18.0pt 8.0pt 0cm;"><!-- [if !supportLists]--><b style="mso-ansi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 107%; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #c00000;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt 'Times New Roman';">   </span></span></span></b><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;">شاشة تقرير الإنجاز:</span></b><b><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;"><o:p></o:p></span></b></p>
<p class="MsoNormal" dir="RTL" style="margin-right: 18.0pt; text-align: justify; text-indent: 18.0pt;"><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;">هذه الشاشة من أهم مخرجات النموذج وهي تظهر تلقائياً نسب إنجاز اجراءات خطة العمل مع إمكانية تصفيتها حسب الشهر أو حسب جهة التنفيذ أو حسب العام أو حسب أو حسب نوع، مع إمكانية التصفية حسب أكثر من معيار، على سبيل المثال يمكن استخراج انجاز جهة تنفيذية معينة في شهر معين أو استخراج انجاز نقاط الضعف خلال ثلاث أو أربع أشهر.<o:p></o:p></span></p>
<p class="MsoListParagraph" dir="RTL" style="mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l2 level1 lfo2; margin: 0cm 18.0pt 8.0pt 0cm;"><!-- [if !supportLists]--><b style="mso-ansi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 107%; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings; color: #c00000;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt 'Times New Roman';">   </span></span></span></b><!--[endif]--><span dir="RTL"></span><b><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;">شاشة لوحة المعلومات:</span></b><b><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; color: #c00000;"><o:p></o:p></span></b></p>
<p class="MsoNormal" dir="RTL" style="margin-right: 18.0pt; text-align: justify; text-indent: 18.0pt;"><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif;">وهي شاشة احترافية توضح عبر الأرقام والنسب والرسوم البيانية مجموعة من الإجماليات ونسب الإنجاز وتعكس تقرير الإنجاز على شكل أرقام ورسوم بيانية، مع إمكانية الفلترة والتصفية وفقاً لأكثر من معيار (جهة التنفيذ، حالة تقدم الإنجاز، النوع، العام) مع إمكانية دمج أكثر من معيار واختيار أكثر من خيار فلترة.<o:p></o:p></span></p>
<p class="MsoNormal" align="center" dir="RTL" style="text-align: center; background: #1F4E79; mso-background-themecolor: accent5; mso-background-themeshade: 128;"><b><span lang="AR-SA" style="font-size: 16.0pt; font-family: 'Simplified Arabic',serif; color: white; mso-themecolor: background1;">مميزات التطبيق<o:p></o:p></span></b></p>
<p class="MsoListParagraphCxSpFirst" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l3 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">نموذج احترافي مبني عن خبرة في مجال التخطيط والتطوير المؤسسي.</span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l3 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">إطار عمل </span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">SWOT</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><span dir="RTL"></span><span dir="RTL"></span> سهل التعبئة والمتابعة<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l3 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">قوائم جانبية للتنقل بين شاشات وأوراق العمل.</span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l3 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">غني بالتقارير والرسوم البيانية.</span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l3 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">تخصيص خطة عمل ومتابعة انجاز الإجراءات ونسب الإنجاز</span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l3 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">معرفة الإجراءات المتأخرة أو الجاري تنفيذها ونسب الإنجاز</span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l3 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">لوحة معلومات تتضمن تحليل احصائي احترافي</span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l3 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">قالب إطار عمل </span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">SWOT</span><span dir="RTL"></span><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><span dir="RTL"></span><span dir="RTL"></span> سهل التعبئة<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-indent: -18.0pt; line-height: 107%; mso-list: l3 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">جاهز للطباعة بالكامل<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" dir="RTL" style="margin-bottom: 8.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 107%; mso-list: l3 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif; mso-fareast-font-family: 'Simplified Arabic';"><span style="mso-list: Ignore;">-<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;">نموذج اكسيل جاهز وقابل للتعديل.</span><span dir="LTR" style="font-size: 16.0pt; line-height: 107%; font-family: 'Simplified Arabic',serif;"><o:p></o:p></span></p></div>]]></description>
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    <pubDate>Tue, 03 Dec 2024 17:25:10 +0100</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>نظام إدارة المواعيد</title>
    <link>https://netmoud.com/@excel-shop/نظام-إدارة-المواعيد-4105</link>
    <guid isPermaLink="true">https://netmoud.com/@excel-shop/نظام-إدارة-المواعيد-4105</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 5 $</p></div><div class="description"><p><strong>نظام إدارة المواعيد الخاص هو الحل الأمثل لتنظيم وجدولة المواعيد بكفاءة. يوفر تطبيق إدارة المواعيد مجموعة واسعة من الميزات التي تساعدك على تحقيق أقصى استفادة من وقتك.</strong></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202501/img_sm_6786cf49248537-06046403.webp" length="10338" type="image/jpeg"/>
    <pubDate>Thu, 16 Jan 2025 12:13:52 +0100</pubDate>
    <dc:creator>متجر اكسيل</dc:creator>
</item>
<item>
    <title>قالب تقييم الخطة التشغيلية لمدرسة</title>
    <link>https://netmoud.com/@rami-abu-elkhair/تطبيق-تقييم-الخطة-التشغيلية-لمدرسة-ثلاث-فصول-دراسية-3483</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/تطبيق-تقييم-الخطة-التشغيلية-لمدرسة-ثلاث-فصول-دراسية-3483</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 50 $</p></div><div class="description"><p>تطبيق تقييم الخطة التشغيلية لمدرسة - ثلاث فصول دراسية<br><br></p>
<p>نموذج اكسيل احترافي من شأنه أن يقوم بإدخال ومتابعة وتقييم الخطة التشغيلية لأي مدرسة ضمن ثلاث فصول دراسية في العام الدراسي الواحد</p>
<ul>
<li><strong>جدول لإدخال اسماء جهات التنفيذ</strong></li>
<li><strong>جدول لإدخال أهداف الخطة التشغيلية</strong></li>
<li><strong>جدول لإدخال أنشطة الخطة ابتداء من الغايات والأهداف ومؤشرات القياس وتوزيعها الزمني</strong></li>
<li><strong>جدول لإدخال نسب الإنجاز الخاصة بكل نشاط خلال كل ربع من أرباع العام</strong></li>
<li><strong>مجموعة من التقارير :</strong></li>
</ul>
<p><strong>١. تقرير إنجاز الخطة خلال الفصل الأول من العام ( جداول ورسوم بيانية)</strong><br><strong>٢. تقرير إنجاز الخطة خلال الفصل الثاني من العام ( جداول ورسوم بيانية) </strong><br><strong>٣. تقرير إنجاز الخطة خلال الفصل الثالث من العام ( جداول ورسوم بيانية)</strong><br><strong>٤. تقرير إنجاز الخطة الإجمالي خلال العام الدراسي  ( جداول ورسوم بيانية)</strong></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69fe4306514843-43045890.webp" length="30040" type="image/jpeg"/>
    <pubDate>Thu, 28 Nov 2024 09:26:42 +0100</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>قالب إدارة دوري وبطولات رياضية</title>
    <link>https://netmoud.com/@rami-abu-elkhair/تطبيق-إدرة-دوري-وبطولات-رياضية-3410</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/تطبيق-إدرة-دوري-وبطولات-رياضية-3410</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 14 $</p></div><div class="description"><p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">منشئ مباريات البطولة لعشاق الرياضة.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">جدول المباريات ومراقبة ترتيب الفرق. </span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></strong><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"> يمكنك جدولة جميع المباريات وفقًا لاختياراتك. بالإضافة </span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">إلى ذلك يمكنك إنشاء هيكل كامل للبطولة وتغيير قواعد علامات الترقيم وتعيين ركلات الترجيح. </span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">مميزات التطبيق</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoListParagraph" dir="RTL" style="text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><strong><!-- [if !supportLists]--><span style="font-family: 'Arial',sans-serif; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font-style: normal; font-variant: normal; font-size-adjust: none; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';">          </span></span></span><!--[endif]--><span dir="RTL"></span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">يحتوي القالب على 5 أجزاء رئيسية؛ الإعدادات، وترتيب المجموعات، وترتيب جميع الفرق، ونتائج المباريات، والمباريات النهائية.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">أولاً، قبل أن تنتقل إلى تفاصيل المباريات</span></strong><span lang="AR-SA"> والترتي</span><span lang="AR-SA">ب </span><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">والمباريات النهائية، يجب عليك تحديد قواعد البطولة من قسم الإعدادات.</span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">1. الإعدادات</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">يمكنك تحديد ما يصل إلى 8 مجموعات ويمكن أن تحتوي كل منها على ما يصل إلى 10 فرق ، يسمح لك الجدول بتحديد أسماء المجموعات والفرق واسم مكان الفريق </span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">إنشاء مجموعات المباريات والأماكن الخاصة بك</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">في قسم الإعدادات في التطبيق يجب عليك التحقق عن المعلمات التي تحددها وملء جميع تفاصيل الفرق والمجموعات. يرجى التأكد من ضبط جميع الإعدادات قبل الانتقال إلى الأقسام الأخرى. إذا كنت ترغب في إنشاء بطولة من البداية، يمكنك النقر فوق الزر " مسح الكل " لحذف جميع الإعدادات المحددة مسبقًا.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">هناك 3 جداول منفصلة تحتاج إليها لتعيين القواعد: الإعدادات، وكسر التعادل، وإعدادات المجموعة.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">إعدادات خيارات الفوز والخسارة</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">في الجدول الأول، يمكنك تحديد نظام النقاط لنقاط المنزل والخروج (فوز أو تعادل أو خسارة) وتحديد عدد المباريات التي خاضها كل فريق آخر في المجموعة.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">في الجدول الثاني يظهر تحديد القاعدة وأولويات كسر التعادل، وذلك لتحديد الفائز في حال التعادل<o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">الجدول الأخير في مخصص لتحديد عدد الفرق المتأهلة إلى التصفيات النهائية. في الواقع، يمكن لفريقين كحد أقصى التأهل من كل مجموعة.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">بعد أن قمت بملء كافة الجداول، أصبح القالب جاهزًا الآن لتتمكن من النقر فوق زر "تثبيت المباراة" والانتقال إلى الأقسام التالية.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">2. ترتيب المجموعات وترتيب جميع الفرق</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">- يتيح لك هذا القسم التحقق من جميع النتائج والتصنيفات والمباريات المخطط لها.<o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">- <span style="mso-spacerun: yes;"> </span>يمكنك اختيار اسم المجموعة من القائمة المنسدلة بمجرد تحديد اسم المجموعة، سيتم تحديث جميع البيانات على الفور مباريات البطولة. إذا كنت ترغب في إدخال تاريخ ووقت المباراة، فيمكنك أيضًا إدخالها يدويًا في العمود الأول.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">بالإضافة إلى ذلك، يمكنك استخدام ورقة "ترتيب جميع الفرق" في حالة رغبتك في مقارنة الترتيب بين الفرق بغض النظر عن مجموعاتها. وبهذه الطريقة، ستتمكن من رؤية الترتيب الإجمالي بين جميع المجموعات والفرق.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">3. نتائج المباريات</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">في هذا القسم، يمكنك متابعة وتحديث جميع نتائج المباريات. بمجرد النقر فوق عمود إعداد المباريات في ورقة الإعدادات، سيعرض القالب جميع المباريات هناك. هذا اختياري ولكن سيكون من الأفضل ملء عمود التواريخ والأوقات أيضًا. وبالتالي، سيكون من الأسهل متابعة مباريات كرة القدم.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">4. التصفيات</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">أخيرًا، يمكنك رؤية جميع المباريات النهائية. ومع ذلك، يمكنك أيضًا تعديل المباريات النهائية التي تم إنشاؤها تلقائيًا وتكييفها وفقًا لاحتياجاتك.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">يعتمد الهيكل التلقائي هذا على افتراضات قياسية. في حالة وجود عدد غير منتظم من الفرق المتأهلة من كل مجموعة، أو إذا لم يكن عدد المجموعات قياسيًا، فقد ترغب أيضًا في إجراء بعض التخصيصات في هيكل المباريات النهائية.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">بالإضافة إلى ذلك، يمكنك القيام بذلك بسهولة عن طريق تحديد الوضع اليدوي من القائمة المنسدلة. بعد ذلك، ستتمكن من تحرير جميع الفرق يدويًا. يرجى عدم نسيان التبديل إلى الوضع التلقائي بعد إجراء جميع التغييرات على هيكلك الجديد.</span><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></strong></p>
<p class="MsoNormal" dir="RTL"><a href="https://www.youtube.com/watch?v=FdErCVUV31Y" title="https://www.youtube.com/watch?v=FdErCVUV31Y" target="_blank" rel="noopener"><strong><span lang="AR-SA" style="font-family: 'Arial',sans-serif; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><o:p> رابط معاينة التطبيق</o:p></span></strong></a></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69fe30c1c2cdb0-07988554.webp" length="37642" type="image/jpeg"/>
    <pubDate>Sat, 14 Dec 2024 18:56:49 +0100</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>جدول متابعة المناوبات والشفتات وعمل الموظفين  3 شفتات</title>
    <link>https://netmoud.com/@rami-abu-elkhair/تطبيق-جدول-المناوبات-والشفتات-وعمل-الموظفين-اكسيل-3213</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/تطبيق-جدول-المناوبات-والشفتات-وعمل-الموظفين-اكسيل-3213</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 5 $</p></div><div class="description"><p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">يعد تتبع ساعات العمل ونوبات عمل الموظفين نقطة بالغة الأهمية لتوفير نمط عمل فعال. يساعدك قالب</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span> Excel </span></strong><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">لجدول التناوب الخاص بنا على إعداد جداول زمنية لموظفيك، وتتبع نوبات عملهم، وحساب إجمالي ساعات العمل بسهولة</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p> </o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">يعمل التطبيق  على تبسيط المهمة الصعبة المتمثلة في التوظيف والجدولة لتلبية احتياجاتك التنظيمية، مما يضمن تحسين عبء العمل بكفاءة. تعمل هذه الأداة الآلية على تبسيط عملية إنشاء قوائم المهام وقوائم المهام، مما يسمح بالتخطيط والجدولة بشكل ملائم</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><br></span><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">كما أنه يضبط العمل بدوام كامل والعمل الإضافي، مما ينعكس في حسابات التعويضات والأجور الدقيقة</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">يحتوي قالب جدول التناوب في</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span> Excel </span></strong><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">على ثلاثة أنواع مختلفة من جداول التناوب. يتم تحديدها وفقًا للمدة الزمنية مثل الشهرية والأسبوعية والساعة. بالإضافة إلى ذلك، تم تصميم وتنظيم جميع الأنواع وفقًا لاحتياجاتك ونظام العمل</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;"><o:p> </o:p></span></strong></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">ميزات قالب</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span> Excel </span></strong><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">لجدول التناوب</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>:</span></strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">يوجد على لوحة المعلومات جدول يمكنك من خلاله إضافة الموظفين بشكل فردي. بعد إدخال أسماء موظفيك، يمكنك المتابعة إلى أوراق أخرى لتعيين وردياتهم وساعات عملهم. لقد قمنا بفصل الدورات بناءً على ثلاث فترات زمنية مختلفة. تخدم كل ورقة أغراضًا مختلفة في مجالات العمل المتغيرة</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">يعمل التطبيق على تحسين سير العمل في مكان العمل من خلال التناوب الدقيق للأدوار والمسؤوليات الوظيفية. وهذا أمر بالغ الأهمية لمنع دوران الموظفين والحفاظ على بيئة عمل ثابتة</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p> </o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">جدول التناوب الشهري</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>:</span></strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">يتيح لك هذا القسم إنشاء جدول شهري لجميع موظفيك. كخطوة أولى، يمكنك اختيار السنة والشهر من زر القائمة المنسدلة لتحديد الجدول. هناك ثلاثة أنواع مختلفة من الورديات يمكنك تحديدها وفقًا لجدول عمل مؤسستك</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">بالإضافة إلى ذلك، يمكنك إدخال عدد أيام العمل وأيام عدم العمل وأول يوم عمل في الشهر يدويًا، لوردية عمل محددة. يمكنك تغيير أسماء الورديات أيضًا الحرف الذي يتم استخدامه كاختصار للورديات. إذا لم يكن لديك ورديات في عملك، فما عليك سوى استخدام واحدة منها وإزالة الورديات الأخرى ببساطة</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><br></span><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">في هذا الجدول، يمكنك تحديد اسم الموظف من زر القائمة المنسدلة. بعد ذلك، يمكنك تحديد نوع الوردية الذي حددته أعلاه أو يمكنك حتى إدخال وردية مخصصة أيضًا. لقد وضعنا معلومات إضافية لتوضيح كيف يمكنك إنشاء نمط التحول المخصص</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">ولكن، إذا كنت تريد إدخال نمط مخصص، فيجب عليك ترك عمود التحول فارغًا في هذا الصف. بمجرد ملء الأعمدة اللازمة، سترى العرض المرئي لأيام عمل الموظف تلقائيًا</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><br></span><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">جدول التناوب بالساعة من قبل الموظفين</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>:</span></strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">إذا كنت بحاجة إلى إنشاء جدول ساعات عمل يومي فقط لموظفيك، فإننا نقترح عليك التحقق من الجدول الزمني لكل ساعة. يمكنك تحديد ساعة البداية وإجمالي ساعات العمل والمساحة الزمنية التي ستستخدمها أثناء إنشاء جدول جدول</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">سيتم ضبط تنسيق الجدول تلقائيًا لكلا الترتيبين. لملء ساعات عمل الموظف، يمكنك تحديد</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span> "w" </span></strong><strong><span lang="AR-SA" style="font-size: 17.0pt; line-height: 115%; font-family: Fanan; font-weight: normal;">داخل المربع. بهذه الطريقة، سوف تكون قادرا على رؤية الساعات التي سيعمل فيها الموظفون</span></strong><span dir="LTR"></span><span dir="LTR"></span><strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan; font-weight: normal;"><span dir="LTR"></span><span dir="LTR"></span>.</span></strong><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; line-height: 115%; direction: rtl; unicode-bidi: embed;"><span dir="LTR" style="font-size: 17.0pt; line-height: 115%; mso-bidi-font-family: Fanan;"></span></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69fe14fdc43502-54156007.webp" length="38078" type="image/jpeg"/>
    <pubDate>Wed, 21 Aug 2024 19:23:32 +0200</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>قالب لوحة معلومات قائمة مهام فريق العمل(اكسيل)</title>
    <link>https://netmoud.com/@rami-abu-elkhair/نموذج-قائمة-مهام-فريق-العمل-3284</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/نموذج-قائمة-مهام-فريق-العمل-3284</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 3 $</p></div><div class="description"><p align="center" dir="RTL" style="text-align: center; direction: rtl; unicode-bidi: embed;"><b><span lang="AR-SA" style="font-size: 18.0pt;">نموذج قائمة مهام فريق العمل</span></b><b><span dir="LTR" style="font-size: 18.0pt;"><o:p></o:p></span></b></p>
<p dir="RTL" style="text-align: justify; direction: rtl; unicode-bidi: embed;"><span dir="LTR" style="font-size: 18.0pt;"><br></span><span lang="AR-SA" style="font-size: 18.0pt;">نموذج قائمة مهام شخصي ولفريق العمل</span><span dir="LTR" style="font-size: 18.0pt;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; text-indent: 36.0pt; direction: rtl; unicode-bidi: embed;"><span lang="AR-SA" style="font-size: 18.0pt;">التطبيق يسهل على المستخدم ادارة المهام الخاصة به ولفريق العمل الخاص به سواء كانوا اشخاص أو أقسام ووحدات داخل المؤسسة ، بحيث يسجل المهام وتواريخ بدئها وانتهائها ومن ثم متابعة انجازها من قبل الجهات المكلفة بالانجاز وبكل سهولة ستحصل على لوحة معلومات احترافية تعطيه نتائج عددية ونسبة لما انجز من مهام وفقاً لتصفية وبحث احترافي حسب جهة التنفيذ وحسب عام المهام وحسب مرحلة الانجاز وحسب الشهر.<o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; text-indent: 36.0pt; direction: rtl; unicode-bidi: embed;"><span lang="AR-SA" style="font-size: 18.0pt;">والافضل هنا هو أنك تستطيع الدمج باكثر من معيار بحث بحيث لو أرت أن تستعرض نتائج جهة معينة في سنة ما أو شهر ما بكل سهولة قم بالضغط على العام ومن ثم اسم جهة التنفيذ ستتحدث لوحة المعلومات وتستعرض فقط النتائج للخيارات والمعايير التي حددتها فقط</span><span dir="LTR" style="font-size: 18.0pt;"><o:p></o:p></span></p>
<p dir="RTL" style="text-align: justify; direction: rtl; unicode-bidi: embed;"><span style="font-size: 18.0pt;"><a href="https://www.youtube.com/watch?v=L0qijHOXmlk" target="_blank" title="https://www.youtube.com/watch?v=L0qijHOXmlk" rel="noopener"><strong><span lang="AR-SA" style="color: blue;">رابط معاينة التطبيق</span></strong></a></span><span dir="LTR" style="font-size: 18.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="text-align: justify;"><span dir="LTR" style="font-size: 17.0pt; line-height: 106%;"><o:p> </o:p></span></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69f8aa1994d3f5-64817340.webp" length="37766" type="image/jpeg"/>
    <pubDate>Tue, 27 Aug 2024 21:13:15 +0200</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>قالب تقييم الخطة الاستراتيجية والتشغيلية ومؤشرات الأداء الرئيسية Strategic Plan &amp; KPI's</title>
    <link>https://netmoud.com/@rami-abu-elkhair/تطبيق-الخطة-الاستراتيجية-ومؤشرات-الأداء-الرئيسية-والخطة-التنفيذية-strategic-plan-kpis-3209</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/تطبيق-الخطة-الاستراتيجية-ومؤشرات-الأداء-الرئيسية-والخطة-التنفيذية-strategic-plan-kpis-3209</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 50 $</p></div><div class="description"><p>    تطبيق الخطة الاستراتيجية ومؤشرات الأداء الرئيسية والخطة التنفيذية Strategic Plan &amp; KPI's</p>
<p>قالب الخطة الإستراتيجية هو جدول بيانات Excel يمكن استخدامه لتعيين وتتبع الأهداف والإجراءات التي تدفع أداء شركتك. استخدم هذا القالب لمساعدتك في إدارة المخاطر والفرص أثناء تنمية أعمالك.</p>
<p><br>باستخدام مؤشرات الأداء الرئيسية (KPI). الهدف من هذا القالب هو مساعدتك على تحويل رؤيتك الإستراتيجية إلى عمل في جميع أنحاء مؤسستك بأكملها. باستخدام البيانات الموثوقة، يمكنك تتبع اختياراتك الإدارية المهمة.</p>
<p></p>
<p>مواصفات التطبيق</p>
<p>تنظيم القطاعات الاستراتيجية لمؤسستك وأصحاب المصلحة.</p>
<p>إنشاء بيان الرؤية والرسالة والقيم</p>
<p>لتتبعها، حدد الأهداف الإستراتيجية ومؤشرات الأداء الرئيسية.</p>
<p>تنفيذ خطة عمل محددة جيدًا وموجهة نحو الهدف.</p>
<p>راقب عن كثب إنجازاتك واتجاهات المؤسسة من خلال عديد من التقارير والرسوم البيانية.</p>
<p>قوائم سهلة للتنقل بين شاشات التطبيق وأوراق العمل</p>
<p></p>
<p><a href="https://www.youtube.com/watch?v=lByTmEGQM4U" title="https://www.youtube.com/watch?v=lByTmEGQM4U" target="_blank" rel="noopener">رابط معاينة التطبيق</a></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69fe33d97dd621-71172875.webp" length="36326" type="image/jpeg"/>
    <pubDate>Tue, 03 Dec 2024 17:25:13 +0100</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>قالب تقييم ومعالجة المخاطر Risk Assessment</title>
    <link>https://netmoud.com/@rami-abu-elkhair/أداة-تقييم-ومعالجة-المخاطر-risk-assessment-3215</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/أداة-تقييم-ومعالجة-المخاطر-risk-assessment-3215</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 6 $</p></div><div class="description"><p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">نموذج تقييم ومعالجة المخاطر </span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span><span style="mso-spacerun: yes;"> </span>Risk Assessment<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">لكي تحافظ المنظمة على وضعها الطبيعي وسمعتها التجارية، يجب عليها تجنب المخاطر قدر الإمكان. ومع ذلك، لكي يتمكن المديرون من تجنب المخاطر، يجب عليهم اتخاذ الاحتياطات اللازمة. ولذلك، يجب عليهم التأكد من السيطرة على أي أنشطة أو مواقف أو عمليات وما إلى ذلك من شأنها أن تسبب ضررًا للأشخاص و/أو الممتلكات. إحدى الطرق المفيدة للقيام بذلك هي الاستفادة من قالب</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span> Excel </span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">لتقييم المخاطر!</span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">باستخدام أداة</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span> Excel </span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">لتحديد المخاطر وتقييم المخاطر يمكنك تقييم المخاطر التي تواجهها مؤسستك أو التي قد تواجهها في المستقبل المنظور. وباعتباره نموذجًا شاملاً لتقييم المخاطر، فإنه سيكون حجر الزاوية في أمان مشروعك ونجاحه</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>. <o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">باستخدام التطبيق، يمكنك إجراء تقييم شامل لعوامل الخطر، وتوفر بطاقة أداء المخاطر والفوائد وشبكة</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span> COSO </span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">الضمان والمساءلة، مما يضمن إدارة مسؤولة للمشروع</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">ستساعدك هذه الأداة على التنبؤ بالتهديدات والمخاطر التي تواجهك أو أمام استثمارك وتحافظ على درجات المخاطر</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">ميزات نموذج تقييم المخاطر</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>:</span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">بشكل أساسي، يتكون القالب من 3 أجزاء</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>:<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">تحليل المخاطر - القائمة والتقرير والمصفوفة</span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><br></span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">دعونا نلقي نظرة سريعة على الأقسام</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>:<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">تقرير المخاطر</span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><br></span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">أولاً، سيقوم تقرير نموذج تقييم المخاطر بإدارة المخاطر المحتملة في عملك والتحكم فيها. وهو ينطوي على فحص منهجي لمكان العمل لتحديد المخاطر وتقييم شدة الإصابة واحتمال الحد من المخاطر. بالإضافة إلى ذلك، فإنه يعرض تحليلاً لمقدار وتوزيع احتمالية وخطورة المخاطر التي أدرجتها في قسم قائمة المخاطر</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">لوحة تحليل المخاطر</span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><br></span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">قائمة المخاطر<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">ثانيًا، يتيح لك هذا القسم بشكل أساسي إدراج المخاطر وتحليلها من حيث خطورتها واحتماليتها. أولاً، ستقوم بإدخال بياناتك في أعمدة الخطر، ومن المعرض للخطر، والشخص المسؤول، والإجراء الموصى به. بعد ذلك، يمكنك اختيار الخيار الذي يناسبك أكثر عند النقر على أي خلية في أعمدة الخطورة والاحتمالية. علاوة على ذلك، يمكنك تحديد 200 خطر في هذه القائمة</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">نموذج-تقييم المخاطر</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>-<br></span><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">تحذير!: لا تكتب أو تحذف أي شيء في عمود "تأثير المخاطر"، فهو يضبط نفسه تلقائيًا من مصفوفة تقييم المخاطر مباشرة بعد اختيار خياراتك في أعمدة الخطورة والاحتمالية</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">مصفوفة المخاطر<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">وأخيرا، يتم حساب تأثير المخاطر من خلال مصفوفة تحديد المخاطر مباشرة بعد وضع قيم الاحتمالية والشدة. يتم استخدامه بشكل أساسي لتقييم العواقب والاحتمالية وتقييم المخاطر الشاملة لخطر السلامة</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">مصفوفة الاحتمالية والشدة<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span lang="AR-SA" style="font-size: 18.0pt; line-height: 150%; font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-fareast-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman';">يشمل نموذجنا كل جانب من جوانب تقييم المخاطر. إنه يبسط الإجراءات والتوثيق والحوكمة، مما يقلل من المخاطر ويزيد من احتمالية نجاح المشروع</span><span dir="LTR"></span><span dir="LTR"></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><span dir="LTR"></span><span dir="LTR"></span>.<o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan; color: #002060;"><a href="https://youtu.be/BuZ7s5ijOHo" target="_blank" title="https://youtu.be/BuZ7s5ijOHo" rel="noopener"><span lang="AR-SA" style="font-family: Fanan; mso-ascii-font-family: 'Times New Roman'; mso-hansi-font-family: 'Times New Roman'; color: #002060; text-decoration: none; text-underline: none;">رابط معاينة التطبيق</span></a></span><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan; color: #002060;"><o:p></o:p></span></p>
<p class="MsoNormal" dir="RTL" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt; line-height: 150%;"><span dir="LTR" style="font-size: 18.0pt; line-height: 150%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Fanan;"><o:p> </o:p></span></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69fe14af745794-39640445.webp" length="32028" type="image/jpeg"/>
    <pubDate>Wed, 21 Aug 2024 19:46:31 +0200</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>برنامج تتبع المصاريف</title>
    <link>https://netmoud.com/@excel-shop/برنامج-إدارة-الايرادات-والمصروفات-4108</link>
    <guid isPermaLink="true">https://netmoud.com/@excel-shop/برنامج-إدارة-الايرادات-والمصروفات-4108</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 2.99 $</p></div><div class="description"><h2><strong>برنامج برنامج تتبع المصاريف المصمم خصيصًا لمساعدتك على تتبع وتحليل نفقاتك وإيراداتك بسهولة. يتميز البرنامج بواجهة بسيطة وسهلة الاستخدام، مما يجعله مثاليًا للأفراد والشركات الصغيرة. يمكنك تصنيف النفقات، مع هذا البرنامج، ستتمكن من تحسين إدارة ميزانيتك واتخاذ قرارات مالية أكثر ذكاءً. !</strong></h2></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202501/img_sm_678ab5916c7593-39637647.webp" length="15048" type="image/jpeg"/>
    <pubDate>Mon, 20 Jan 2025 06:15:25 +0100</pubDate>
    <dc:creator>متجر اكسيل</dc:creator>
</item>
<item>
    <title>نموذج متابعة وتنظيم خطة تدريب المتدربين والدورات التدريبية</title>
    <link>https://netmoud.com/@rami-abu-elkhair/تطبيق-اكسيل-لمتابعة-وتنظيم-خطة-تدريب-المتدربين-والدورات-التدريبية-1315</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/تطبيق-اكسيل-لمتابعة-وتنظيم-خطة-تدريب-المتدربين-والدورات-التدريبية-1315</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 60 $</p></div><div class="description"><p>تطبيق اكسيل مفتوح لمتابعة الخطة التدريبية وتدريب التدربين</p>
<p></p>
<p><span>- لوحة القيادة والإعدادات : توضح أساسيات العمل وادخال بعض الثوابت كاسماء الإدارات والمسميات الوظيفية وغيرها.</span><br><span>- قواعد البيانات الموظفين ، يسمح بإدخال الف موظف.</span><br><span>- قاعدة بيانات الدورات( يسجل بها مجموع الدورات المخطط تنفيذها ) ( يسمح بإدخال 50 دورة تدريبية)</span><br><span>- الجدول الزمني لإنجاز الدورات( وذلك لإدخال تواريخ بدء وانتهاء الدورات المخطط تنفيذها خلال العام وعدد الساعات والتكلفة)</span><br><span>- تسجيل الموظفين للدورات( يسجل هنا أسماء الموظفين المستهدف تدريبهم وأي الدورات المراد التحاقهم بها، يمكن تسجيل الموظف الواحد في اكثر من دورة.</span><br><span>-أجندة، تقويم ( تظهر توزيع أسبوعي وشهري لما هو مخطط إنجازه من دورات)</span><br><span>- داشبورد ( مخططات ورسوم بيانية للإنجاز) صفحة ولكن بها مجموعة من الفلاتر لتصفية البيانات واستخراج نتائج احترافية</span></p>
<p><span></span><a href="https://www.youtube.com/watch?v=rxZnCm0UGWE" title="https://www.youtube.com/watch?v=rxZnCm0UGWE" target="_blank" rel="noopener">رابط معاينة التطبيق</a></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_64030567dbc197-32942578-74030604.jpg" alt=""></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_6403056c3e28c6-94689561-16539478.jpg" alt=""></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202605/img_w480_69fe3d14548763-50778470.webp" length="37020" type="image/jpeg"/>
    <pubDate>Thu, 28 Nov 2024 09:26:44 +0100</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>The Strategic Plan Template is an Excel Spreadsheet نموذج الخطة الإستراتيجية</title>
    <link>https://netmoud.com/@rami-abu-elkhair/the-strategic-plan-template-is-an-excel-spreadsheet</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/the-strategic-plan-template-is-an-excel-spreadsheet</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 50 $</p></div><div class="description"><p></p>
<p style="direction: ltr;">The Strategic Plan Template is an Excel Spreadsheet that can be used to set and track the goals and actions that drive your company's performance. Use this template to help you manage risks and opportunities while growing your business.</p>
<p></p>
<p style="direction: ltr;">with the use of key performance indicators (KPI). The goal of this template is to help you turn your strategic vision into action throughout your whole organization. With reliable data, you can track your important management choices.</p>
<p></p>
<p style="direction: ltr;">Characteristics</p>
<p style="direction: ltr;">Organize your company's strategic sectors and stakeholders.</p>
<p style="direction: ltr;">Create a vision, purpose, and values statement.</p>
<p style="direction: ltr;">To track them, set strategic goals and key performance indicators.</p>
<p style="direction: ltr;">Implement a well-defined, goal-oriented action plan.</p>
<p style="direction: ltr;">Keep a close eye on your accomplishments and company trends.</p>
<p style="direction: ltr;">Straightforward and professional</p>
<p style="direction: ltr;">Navigation between pages is made easier with the use of a menu.</p>
<p style="direction: ltr;">The language of the application can be easily modified</p>
<p style="direction: ltr;"></p>
<p style="direction: rtl;"><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">نموذج الخطة الإستراتيجية هو جدول بيانات Excel يمكن استخدامه لتعيين وتتبع الأهداف والإجراءات التي تدفع أداء شركتك.</span></span><span> </span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">استخدم هذا القالب لمساعدتك على إدارة المخاطر والفرص أثناء تنمية عملك.</span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb"> </span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">مع استخدام مؤشرات الأداء الرئيسية (KPI).</span></span><span> </span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">الهدف من هذا النموذج هو مساعدتك على تحويل رؤيتك الإستراتيجية إلى عمل في جميع أنحاء مؤسستك بالكامل.</span></span><span> </span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">باستخدام البيانات الموثوقة ، يمكنك تتبع اختياراتك الإدارية المهمة.</span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb"> </span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">صفات</span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb"> </span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">تنظيم القطاعات الاستراتيجية لشركتك وأصحاب المصلحة.</span></span></p>
<p style="direction: rtl;"><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb"> </span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">إنشاء بيان الرؤية والغرض والقيم.</span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb"> </span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">لتتبعها ، حدد الأهداف الاستراتيجية ومؤشرات الأداء الرئيسية.</span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb"> </span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">تنفيذ خطة عمل واضحة المعالم وموجهة نحو الهدف.</span></span></p>
<p style="direction: rtl;"><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb"> </span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">راقب عن كثب إنجازاتك واتجاهات شركتك.</span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb"> </span></span></p>
<p style="direction: rtl;"><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">مباشر ومهني</span></span></p>
<p style="direction: rtl;"><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb"> </span></span><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">أصبح التنقل بين الصفحات أسهل باستخدام القائمة.</span></span></p>
<p style="direction: rtl;"><span jsaction="agoMJf:PFBcW;MZfLnc:P7O7bd;nt4Alf:pvnm0e,pfE8Hb,PFBcW;B01qod:dJXsye;H1e5u:iXtTIf;lYIUJf:hij5Wb;bmeZHc:iURhpf;Oxj3Xe:qAKMYb,yaf12d" jsname="txFAF" class="jCAhz ChMk0b" jscontroller="Gn4SMb"><span class="ryNqvb" jsaction="click:E6Tfl,GFf3ac,tMZCfe; contextmenu:Nqw7Te,QP7LD; mouseout:Nqw7Te; mouseover:E6Tfl,c2aHje" jsname="W297wb">يمكن تعديل لغة القالب بكل سهولة من خلال القائمة والاعدادات</span></span></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202303/img_63ffb62d083aa8-08360477-16903180.jpg" alt=""></p>
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    <pubDate>Thu, 02 Mar 2023 14:10:40 +0100</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
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<item>
    <title>قالب تقييم ومتابعة إنجاز الخطة التشغيلية لمؤسسة</title>
    <link>https://netmoud.com/@rami-abu-elkhair/تطبيق-اكسيل-لإدخال-وتقييم-ومتابعة-إنجاز-الخطة-التشغيلية-لمؤسسة-1396</link>
    <guid isPermaLink="true">https://netmoud.com/@rami-abu-elkhair/تطبيق-اكسيل-لإدخال-وتقييم-ومتابعة-إنجاز-الخطة-التشغيلية-لمؤسسة-1396</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 60 $</p></div><div class="description"><p><strong>البعض منا يعد خطة له أو لمؤسسته ولكنه يحتار كيف يقيم نسب الإنجاز ويحلل نتائج الأنشطة المخططة والمنجزة وغير المنفذة وهل تحققت الاهداف ام لا وهل مؤشرات القياس صحيحة ويمكن قياسها.</strong><br><br><strong>هذا التطبيق يزويدك بتطبيق اكسيل متضمن التالي:</strong></p>
<ul>
<li><strong> جدول لإدخال أنشطة الخطة ابتداء من الغايات والأهداف ومؤشرات القياس وتوزيعها الزمني</strong></li>
<li><strong>جدول لإدخال نسب الإنجاز الخاصة بكل نشاط خلال كل ربع من أرباع العام</strong></li>
<li><strong>جدول لإدخال اسماء جهات التنفيذ</strong></li>
<li><strong>جدول لإدخال الأهداف الخاصة بالخطة والمراد تحقيقها</strong></li>
<li><strong>مجموعة من التقارير خلال كل ربع من أرباع العام والإنجاز التراكمي والكلي لعام الخطة التشغيلية</strong></li>
<li><strong>١. جدول تقييم نسب الإنجاز خلال ارباع العام والانجاز التراكمي لجهات التنفيذ</strong><br><strong>٢. جدول تقييم نسب الإنجاز خلال ارباع العام والانجاز التراكمي حسب تصنيف كل نشاط ( رياضي، اداري. خدمات..الخ).</strong><br><strong>٣. جدول تقييم نسب الإنجاز خلال ارباع العام والانجاز التراكمي حسب غايات وأهداف الخطة.</strong><br><strong>٤. جدول تقييم رقمي يوضح عدد الأنشطة المخططة والمنجزة وغير المنفذة وتحيل رقمي ونسبي.</strong></li>
</ul>
<p><a href="https://www.youtube.com/watch?v=TYMZYf_gHng" title="https://www.youtube.com/watch?v=TYMZYf_gHng" target="_blank" rel="noopener"><strong>رابط معاينة التطبيق</strong></a></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202304/643a742b4f8b33-33535274-89446290.PNG" alt=""></p>
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<p><img src="https://netmoud.com/uploads/images-file-manager/202304/643a744bdd59d5-31428810-84913174.PNG" alt=""></p>
<p><img src="https://netmoud.com/uploads/images-file-manager/202304/643a745cd57d75-97529827-67096954.PNG" alt=""></p></div>]]></description>
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    <pubDate>Sat, 15 Apr 2023 14:07:32 +0200</pubDate>
    <dc:creator>حلول الاكسيل Excel solutions</dc:creator>
</item>
<item>
    <title>جرعة أمل</title>
    <link>https://netmoud.com/@ww-gg/جرعة-أمل-2808</link>
    <guid isPermaLink="true">https://netmoud.com/@ww-gg/جرعة-أمل-2808</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 6 $</p></div><div class="description"><p><img src="https://netmoud.com/uploads/images-file-manager/202406/666cdb0cccc073-27042403.webp" alt=""></p></div>]]></description>
    <enclosure url="https://netmoud.com/uploads/images/202406/img_x300_666cdabd82b037-82698818.webp" length="9790" type="image/jpeg"/>
    <pubDate>Sat, 15 Jun 2024 08:43:12 +0200</pubDate>
    <dc:creator>الصيدلاني فؤاد ابو عبيد</dc:creator>
</item>
<item>
    <title>أفضل قالب ميزانية شهرية - جدول مصروفات شهرية - جدول ميزانية - تعقب النفقات - تحليل الانفاق - تعقب المصاريف المتغيرة - تحليل الدخل والفواتير</title>
    <link>https://netmoud.com/@webmoud/أفضل-قالب-ميزانية-شهرية-جدول-مصروفات-شهرية-2266</link>
    <guid isPermaLink="true">https://netmoud.com/@webmoud/أفضل-قالب-ميزانية-شهرية-جدول-مصروفات-شهرية-2266</guid>
    <description><![CDATA[<div class="price"><p>✔ السعر: 49 $</p></div><div class="description"><p style="line-height: 1.5;"><span style="font-size: 14pt;">أفضل قالب ميزانية شهرية - جدول مصروفات شهرية لإدارة نفقاتك  هو نموذج أو جدول يُستخدم لتسجيل وتتبع الإيرادات والنفقات خلال كل شهر.</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"> </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">يهدف هذا القالب إلى مساعدة الأفراد أو العائلات أو الشركات على فهم كيفية إدارة أموالهم وضبط نفقاتهم بشكل فعال.</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"> </span></p>
<p style="text-align: center; line-height: 1.5;"><span style="font-size: 14pt;"><span style="background-color: rgb(191, 237, 210);">(( هذا القالب يعمل على جوجل شيت )) </span><br></span></p>
<p style="text-align: center; line-height: 1.5;"><span style="font-size: 14pt;"><span style="background-color: rgb(191, 237, 210);">لاتحتاج لتحميل اي برنامج أو تطبيق للحصول عليه ,بامكانك اخذ نسخة مباشرة منه والبدء في استعماله باستخدام جوجل شيت</span></span></p>
<p style="text-align: center; line-height: 1.5;"><span style="font-size: 14pt;"><span style="background-color: rgb(191, 237, 210);"></span></span></p>
<p style="text-align: center; line-height: 1.5;"><span style="font-size: 14pt;"><span style="background-color: rgb(191, 237, 210);"></span></span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">في داخل هذا القالب سوف تجد :</span></p>
<ul>
<li style="font-size: 14pt;"><span style="font-size: 14pt;"><strong>الدخل : </strong>بامكانك تسجيل الإيرادات الشهرية الخاصة بك مثلاً راتبك أو بامكانك تسجيل اماكن دخلك</span></li>
<li style="font-size: 14pt;"><span style="font-size: 14pt;"><strong>الفواتير : </strong> بامكانك تسجيل الفواتير الشهرية الخاصة بك مثلاً فاتورة الايجار , فاتورة الهاتف , فاتورة الكهرباء وغيرها ….</span></li>
<li style="font-size: 14pt;"><span style="font-size: 14pt;"><strong>النفقات المتغيرة : </strong>بامكانك تسجيل النفقات التي قد تتغير شهريًا مثل شراء ملابس , تناول الطعام بالخارج وغيرها من النفقات المتغيرة</span></li>
<li style="font-size: 14pt;"><span style="font-size: 14pt;"><strong>الديون المتغيرة : </strong>بامكانك تسجيل الديون المتغيرة مثل دين بطاقة الائتمان أو ديون لاصدقائك وغيرها …</span></li>
<li style="font-size: 14pt;"><span style="font-size: 14pt;"><strong>توزيع النفقات المتغيرة: </strong>اكتب بالتفصيل أين تذهب نفقاتك المتغيرة مع وصف لها وتاريخ لكي تعرف اين تصرف بالتحديد</span></li>
</ul>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"> </span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">من خلال هذا القالب بامكانك تحليل وحساب وتعقب ميزانية الشهرية الخاصة بك ومعرفة كل شي عنها بادق التفاصيل</span></p>
<p style="line-height: 1.5;"></p>
<p style="text-align: center; line-height: 1.5;"><span style="font-size: 18pt;"><strong><span style="background-color: rgb(248, 202, 198);">احصل على هذا القالب الان </span></strong></span></p>
<p style="text-align: center; line-height: 1.5;"><span style="font-size: 18pt;"><strong><span style="background-color: rgb(248, 202, 198);"></span></strong></span></p>
<p style="line-height: 1.5;"></p>
<h3 data-fontsize="30" data-lineheight="39px" class="fusion-responsive-typography-calculated" style="line-height: 1.5;"><span style="font-size: 14pt;"><strong>ما هي اهمية تسجيل الدخل و تعقب الميزانية الشهرية ؟ </strong></span></h3>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">تسجيل الدخل في قالب الميزانية الشهرية يعتبر عنصراً أساسياً وحيوياً لتحقيق فهم شامل للوضع المالي الشهري للفرد أو الأسرة أو لـ الفري لانسر أو حتى الشركة.</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"> </span></p>
<p style="line-height: 1.5;"></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">ما هي اهميته ؟</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"><strong>١- تسليط الضوء على مصادر الإيرادات:</strong></span><br><span style="font-size: 14pt;">تسجيل الدخل يتيح للفرد أو للاعمال معرفة مصادر الإيرادات بشكل دقيق. يمكنهم تحديد المصادر التي تسهم بشكل رئيسي في الإيرادات الشهرية، مثل الراتب أو الإيرادات الجانبية. هذا يفتح الباب أمام فهم كيفية تحسين أو تنويع مصادر الدخل.</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"><strong>٢- تحديد القدرة على الإنفاق:</strong></span><br><span style="font-size: 14pt;">من خلال معرفة إجمالي الدخل، يمكن للفرد أو للاعمال تحديد القدرة الحقيقية على الإنفاق. يسهم هذا في تحديد حدود المصاريف الشهرية وضبط النفقات وفقاً للإيرادات المتاحة.</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"><strong>٣- إعداد ميزانية متوازنة:</strong></span><br><span style="font-size: 14pt;">تسجيل الدخل وتعقب الميزانية الشهرية يسهم في إعداد ميزانية متوازنة، حيث يمكن للفرد أو للاعمال تحليل نسبة الدخل إلى النفقات. يمكنهم بناء ميزانية تتناسب مع إجمالي الدخل، وبالتالي، تقليل المخاطر المالية والديون الزائدة.</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"><strong>٤-مراقبة التغيرات في الدخل:</strong></span><br><span style="font-size: 14pt;">بتسجيل الدخل وتعقب الميزانية بشكل شهري ودوري ، يمكن رصد التغيرات في الدخل على مر الوقت. هذا يتيح للفرد أو للأعمال التعامل بفعالية مع التقلبات المالية المفاجئة وضبط استراتيجية الإدارة المالية.</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"><strong>٥-تحديد الأولويات والاستثمارات:</strong></span><br><span style="font-size: 14pt;">بفهم مصادر الدخل، يمكن للفرد أو للأعمال تحديد الأولويات وتحديد المجالات التي يمكن فيها الاستثمار بشكل أفضل. يمكن أن يساعد هذا في تحقيق أهداف مالية طويلة الأجل وتحسين النمو المالي.</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"><strong>٦-التخطيط للمستقبل:</strong></span><br><span style="font-size: 14pt;">باعتبار تسجيل الدخل وتعقب الميزانية أداة تخطيط، يمكن للفرد أو للأعمال النظر إلى المستقبل بشكل أكثر وضوحاً. يمكنهم تطوير استراتيجيات لتحقيق الأهداف المالية الطموحة وتخطيط للإستفادة القصوى من الإيرادات.</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;">بشكل عام، يعتبر تسجيل الدخل في قالب الميزانية الشهرية خطوة حيوية لتحقيق إدارة مالية فعّالة وتحسين الوعي المالي الشخصي أو للاعمال</span></p>
<p style="line-height: 1.5;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: center; line-height: 1.5;"><span style="font-size: 14pt;"><span style="font-size: 18pt;"><strong><span style="background-color: rgb(248, 202, 198);">حمل هذا القالب الان </span></strong></span></span></p>
<p style="text-align: center; line-height: 1.5;"><span style="font-size: 14pt;"><span style="font-size: 18pt;"><strong><span style="background-color: rgb(248, 202, 198);"></span></strong></span></span></p>
<p style="line-height: 1.5;"></p>
<p dir="rtl" style="line-height: 1.5;">جدول مصروفات شهرية,</p>
<p dir="rtl" style="line-height: 1.5;">جدول ميزانية الاسرة الشهرية,</p>
<p dir="rtl" style="line-height: 1.5;">جدول ميزانية الأسرة الشهرية,</p>
<p dir="rtl" style="line-height: 1.5;">نموذج ميزانية عمومية excel,</p>
<p dir="rtl" style="line-height: 1.5;">نموذج ميزانية شهرية,</p>
<p dir="rtl" style="line-height: 1.5;">جدول ميزانية,</p>
<p dir="rtl" style="line-height: 1.5;">نموذج جدول تخطيط ميزانية الأسرة,</p>
<p dir="rtl" style="line-height: 1.5;">جدول المصاريف الشهرية,</p>
<p dir="rtl" style="line-height: 1.5;">جدول ميزانية الاسرة,</p>
<p dir="rtl" style="line-height: 1.5;">جدول ميزانية الأسرة,</p>
<p dir="rtl" style="line-height: 1.5;">جدول الميزانية الشهرية,</p>
<p dir="rtl" style="line-height: 1.5;">نموذج ميزانية,</p>
<p dir="rtl" style="line-height: 1.5;">جدول ميزانية شهرية,</p>
<p dir="rtl" style="line-height: 1.5;">ميزانية الأسرة الشهرية excel,</p>
<p dir="rtl" style="line-height: 1.5;">ميزانية الاسرة الشهرية excel,</p>
<p dir="rtl" style="line-height: 1.5;">ميزانية<span> </span>المنزل<span>,</span></p></div>]]></description>
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    <pubDate>Tue, 20 Feb 2024 21:13:29 +0100</pubDate>
    <dc:creator>ويب مود webmoud</dc:creator>
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