معايرة طرق التحليل في أجهزة قياس الطيف المرئي(Standardization ) - كيمياء المعرفة

اخر الأخبار

اعلان

اعلان

3/25/2018

demo-image

معايرة طرق التحليل في أجهزة قياس الطيف المرئي(Standardization )










Spectrophotometric analysis Standardization(part 1)....1
معايرة طرق التحليل في أجهزة قياس الطيف المرئي(الجزء الأول)



 للتحميلpdf اضغط هنـــــــــــــــا

 safe_image.php?d=AQCBNQy26w2_O0v8&w=155&h=114&url=http%3A%2F%2Fcdn.epom.com%2Ffiles%2F1922%2F9217%2F23103%2F00_gen_300x250_downloadblue



بسم الله الرحمن الرحيم
اولا : مقدمة :
data:image/png;base64,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في هذه الصفحات سنحاول معا ايجاد حل لضبط وتصحيح بعض الأخطاء في عملية  قياس بعض العناصر أو الانيونات وذلك عند استخدام الأجهزة الطيفية وخاصة  الاسبكتروفوتوميتر كما أن الكثير من الأجهزة ربما توجه نفس الصعوبات  مثل الأجهزة التي تعتمد علي   voltametry , potontiometry , coloumetry   اوعندما يستخدم  كاشف (detector) احد التقنيات السابقة  لتحديد التركيز  في أجهزة  chromatography  , capillary electrophoresis   الخ . .لكننا سنقتصر حاليا علي أحد هذه الأجهزة كمثال أكثر انتشارا في المعامل وهو الاسبكتروفوتوميتر .

سنتناول تركيب الاسبكتروفوتوميتر وذلك من أجل فهم أعمق للعملية


 data:image/png;base64,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


ويتكون الاسبكتروفوتوميتر ببساطة من :
1)  مصدر للضوء :وهو إما لمبة التنجستين وهي لمبة عادية تضئ في تنطاق الضوء المرئي  عندما يمر تيار كهربي في خيط التنجستين أو قد تكون لمبة الهيدروجين/ديوتيريوم وهي تشع في نطاق الاشعة الفوق بنفسجية وتحديد من 190-400 نانوميترأو يمكن استخدام الليزر وهي يعطي ضوء موحد عالي النقاء.

2)  الموحد اللونيMonochromater  : هو في الأجهزة القديمة عبارة عن فلتر ملون يسمح بمرور فقط شعاع ملون بلون الفلتر  ويتم تحديد maxλ عن طريق تغيير الفلاتر حتي يحدث اكبر امتصاص وذلك بوضع عينة ملونة
Filter Monochromater
فمثلا عندما تكون العينة ملونة بالأحمر نستخدم فلتر ملون بألاخضر وهو يعطي  طول موجي في حدود من 500- 580  نانوميتر وهي طريقة غير دقيقة  وضعيفة الحساسية .

 
data:image/png;base64,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
أما في الأجهزة الحديثة فهو قد يكون  منشور ثلاثي prism   حيث عندمايمر ضوء خلاله ينكسر الضوء الأبيض متحلالا الي الوان الطيف نتيجةأن لكل لون معامل انكسار مختلف وبالتالي زاوية انحرف تكون مختلفة عن الأخر حيث أقل الألوان في الانحراف هو الضوء الأحمر بينما الأكبرفي الأنحراف هو  الضوء البنفسجي  وبوضع شريحة بها شق صغير  يمكن اختيار اللون المناسب الذي يحقق max λ و حجب باقي الألوان
 data:image/png;base64,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
وقد يكون الموحد اللوني هو محزوز انحراف grating  حيث بتغيير زاوية السقوط علي المحزوز يحدث تداخل بناء وأخر هدام  نتيجة الاختلاف في سرعة الاشعة وهو ما يؤدي الي تفريق لوني بين الالوان
 data:image/png;base64,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
3) شقوق الدخول والخروج entrance and exitance   :وهي شقوق تستخدم في التحكم عرض الموجة لمزيد من  التفريق اللوني color differentiation وهو  ما يؤدي  الي  تحسين  نسبة  الإشارة إلي الضوضاء في عملية الكشف Signal to noise ratio improvement

data:image/png;base64,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
4) خلية العينة sample cell  :وهي عبارة  -في الغالب- عن وعاء من الزجاج أو الكوارتز  مساحة قاعدته واحد سنتيمتر مربع وارتفاعة حوالي 5 سنتيمتر وقد يصل عرضها الي 5 سنتيمتر وهو أفضل لزيادة الحساسية

data:image/png;base64,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:image/png;base64,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
5 ) الكاشف  detector : وهو القطعة المخصصة للكشف عن شدة الضوء الساقط  الذي بدوره يعبر عن مدي الامتصاص في خلية العينة وهو قد يكون أنبوبة الكشف عن الفوتونات الضوئية phototubeحيث تعمل طبقا لظاهرة التأثير الكهروضوئي photoelectric effectحيث عندما يسقط ضوء علي المهبط cathode  تستحث الالكترونات علي سطحه وتتحرر في اتجاه المصعد anode  تحت تأثير فرق الجهد  ويتناسب عدد الالكترونات المتحررة تناسبا طرديا مع شدة الضوء الساقط علي المهبط
 data:image/png;base64,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

وقد يكون الكاشف عبارة عن مضاف الالكترونات photomultiplier


data:image/png;base64,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

وهو يعمل بنفس المبدأ السابق فيما عدا إن الالكترونات الناتجة من المهبط يتم مضاعفتها مرات عديدة  وذلك لتحسين الحساسية  ويسمي الكاشف احيانا  بالمحول transducer   لأنه يحول إشارة الأستجابة response signal  من اشرة ضوئية إلي إشارة كهربية يسهل التعامل معها
6) المسجل recorder  : وهو أختيارى optional  يعني انه  من كماليات الجهاز وقد يكون جهاز كومبيوتر  خارجي أو جهاز كومبيوتر مصغر مدمج مع الجهاز  حيث انه يريح في عملية تسجيل نقاط  الاستجابات مقابل كل تركيز تم قياسه ويقوم بعمل العمليات الرياضية ليحسب الخطية والميل والجزء المقطوع من أي المحورين  وهكذا  ويحفظها لحين استدعائها مرة أخري مما يفيد في اقتصار الوقت والاستفادة من البيانات السابقة .


ثانيا : عملية معايرة طرقة التحليل :
والآن لنتخيل الوضعي الحقيقي  لما يحدث عند رسم منحنى في احد أجهزة  الأطياف الذرية نبحث عن اركان رسم  منحنى في هذه الأجهزة
1)       تركيزات معلومةمن مادة قياسية متدرجة التركيز ( 1 ,2,3 ppm …..etc)
2)   استجابة " Response)  للمحلول علي شكل تدرج في اللون طبقا للتركيز عند اضافة مادة مُلَوِنَة  "كإضافة أحد الصبغات "  مثل اضافة صبغة الايروكروم للكشف عن الالومنيوم ....
أو ناتج مركب ملون " كإنشاء متراكب ملون "   مثل Fe(CN)6-3 عند إضافة محلول ثيوسيانات البوتاسيوم للكشف عن تركيز الحديد  أو  انتاج مادة مُلَوَّنَة  مثل برمنجنات البوتاسيوم KMnO4 عند اكسدة المنجنيز الثنائي بعامل مؤكسد قوي مثل persulfate  في وجود حمض النيتريك  وذلك للكشف عن تركيز المنجنيز
3)       بلانك " عينة تحتوى على صفر من التركيز وذلك لغرض التصفير zeroing





ولفهم واستيعاب  ما يجري  عند رسم منحنى  يجب الإشارة إلى قانون هام ألا وهو قانون بير لامبرت beer-lambert
وهو يصف العلاقة بين التركيز  والامتصاص "كأحد صور الاستجابة "
A= ЄlC

Where : Є : absorptivity  ( or molar absorptivity if concentration in M)
L: length of cell path (cm )
C : concentration
والامتصاص يساوي لوغاريتم مقلوب النفاذية أو السماحية transmittance (T)
A =Log(١/T) 
A=-log(T) 


حيث I  هو شدة الضوء بعد الامتصاص "بعد المرور من خلية القياس" و  I0هو شدة الضوء قبل الامتصاص " قبل المرور من خلية القياس "
والشكل التالي يوضح آلية الامتصاص حيث يمر شعاع ذو كثافة ضوئية I0  في خلية طول ممر الضوء فيها 1 سم  ويخرج من الجانب الأخر وكثافته الضوئية أصبحت I  حيث امتصت الجزيئات  طولا موجيا  لأحد الألوان المكملة للون المحلول في الخلية
data:image/png;base64,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
 

كيف يحسب الجهاز  I0  و  I  ؟


1)       عندما نضع البلانك . في خلية القياس  :
المفروض انه لا يحتوى علي أى  تركيز  من المادة  المراد  قياس تركيزها وبالتالي  في حالة عدم وجود تداخلات فإن  الشعاع الضوئي الساقط  ينفذ من الخلية كما هو  وبالتالي فإن الكاشف detector   يسجل شدة الضوء علي انها  I0  ويقوم بحفظها في ذاكرة برنامج الجهاز  وبالتالى هذه الخطوة  خطيرة جدا  ويجب الحذر تماما  عند  الوصول اليها
2)   عندما  نضع  محلول آخر في خلية القياس  يحتوى  على تركيز معين من المادة المراد قياسها سيحدث  امتصاص لجزء من الضوء ويمر جزء آخر دون امتصاص وسيسجل الكاشف شدة الضوء  Iويقوم  بحساب  الامتصاص  بهذا الشكل :
A =Log(١/T) 
T=I/I0





ومزيدا من التفصيل في النقطة 2  نريد أن نوضح جزئية هامة جدا وهي :
برز مصطلح  λmax كمفهوم يوضح ضرورة عمل مسح للطول الموجي علي المادة الملونة وذلك للوقوف عند أعلي امتصاص  لها حيث إن أعلي امتصاص للمادة يزيد من حساسية الكشف عنها من بين باقي الايونات بالإضافة الي تقليل تأثير المتداخلات interferences

والشكل المقابل يوضح منحني الطول الموجي –امتصاص (specrum  )
وذلك لمتراكب ferrous o-phenanthrolinate   وذلك عند اضافة مركب الفينانثرولين للكشف عن الحديد الثنائي ويوضح أن أعلي امتصاص يكون عند 510-520  نانوميتر
data:image/png;base64,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

كيف يحدث امتصاص ؟
بساطة اى ذرة تتكون من مستويات ذرية كلمنها يحتوي علي مستويات فرعية  ونفس الحال بالنسبة للمركبات حيث يكون هناك ما يسمي بالاوربيتلات الجزيئية  يحدث انتقال لألكترون أو أكثر بين هذه المستويات وذلك بعد امتصاص جزء من طاقة الضوء المار عليه مما سيقلل من شدة الضوء المار light intensity
ويجب التفرقة بين λmax  وشدة الضوء  حيث الأول تعبر عن أفضل طول موجي يتفاعل مع الذرة وذلك لأعتبرات كثيرة وأهمها طبيعة استجابة الذرة أو المركب عند امتصاص جزء من الضوء هل سيدور ام سيتذبذب وذلك بناء علي الخاصية في الذرة التي ستتأثر بهذا الضوء
فمثلا عند مرور ضوء في نطاق المايكروويف فإن الجزيء سيدور حول نفسه affect rotational levels on molecule
وعند مرور ضوء في نطاق الاشعة تحت الحمراء فإن الجزئ سيتذبذب  affect vibrational levels in molecules
وعند مرور ضوء في نطاق الاشعة تحت البنفسجية أو الضوء المرئي فإن الألكترونات في الاوربتالات الخاصة بالجزئ أو الذرة سوف تنتقل من مستوي أقل الي مستوي أعلي وهكذا.
 data:image/png;base64,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



والشكل التالي يوضح أكثر
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlwAAAD3CAIAAABHOh3jAAAgAElEQVR4nOydeTxVXRfH9zOUypRIikKGCCGJJIkSpUwJCZEypTKUKEpJSSRzGiilgcxEmhWVpFBE5pnMw+W69+z3j63z3EfP9D4VN8/5/tGnc+6556573HN+e6291toAEhAQEBAQEEAIIQTjbQABAQEBAQG9QIgiAQEBAQHBCIQoEhAQEBAQjECI4vdlaGiovr6+vr5+eHi4qamprq5uvC36jtTV1bW1tX3XjxgaGuro6CgvLyeRSN/1gwgIxpGBgYE/vJtqampKSkqoVOq4WPVtwTCsoqKio6Pje39QS0tLWVlZf3//PzyeEMXvS2tra2xs7M6dO9evX+/o6Hj16tXxtui7MDQ0FB0dLS4ufvLkSTKZ/M3PTyaTm5ubIYTl5eXGxsYyMjIVFRXf/FMICMad/v7+sLAwb2/vjIyMCxcuuLu7Ozk51dTUQAifPn0qLi6+bdu24eHhr/kIDMNaWlooFMo3MvnfMDAwcObMGUFBwfPnz3+P87e2tpLJZCqVmp+fr6WltWHDhtra2n/4XkIUvy9UKnVgYMDHxwcAkJKS8s9HKz8WVCr17t277Ozshw4d+so79kv6+/sPHz78+PFjCOHg4KCxsTE7OzshigQTj6GhIRcXF1VV1bq6OgqF0tHRERkZOW/evHfv3kEIP3z4ICEhYWRkhGHY13xKQUHBvn37ent7v5HV/wYKhXLjxg0mJiYvL69vLs8dHR2Ojo6VlZUQwq6uLl1dXTk5OTSq/icQojgWREREMDMzP3369M8OoFAoFRUVJSUlTU1N+E4Mw6hUaltbG4ZhjY2N9fX1o9718ePHkpKShoYGCOHw8PCooEpjY+PTp09ramq6u7shhDU1NR8+fKisrEQf0dPTU1paWlpaijSsqqrqw4cP+O+mra2ttLS0qqqqvLy8ubl5cHCwsrKytLT006dP6AAymVxRUYF+doji4mJBQUF3d3daUfz06dP79++7urrwPUNDQ62trRDChoaGL79Rd3d3SUkJMgPDsOHh4crKSnt7e0ZGxoiICBRp2bVrFzc3d3V1dX9/f1VV1V9ddwKCH4rm5uZFixYtXLiwrKwM33ny5Mnc3FwI4dDQkL6+vrGxMZVKRTfsqLe3tLR8+PChs7MT34Pks6urq7e3Fz0K3r9/Ly4uLiAgkJeXRxu6pFKp1dXVHz58QCHN3t7ekpKSjx8/VldXo9gPmUx+/fr1+/fv0fF1dXWlpaV4WAiduaqqqrKycmhoCEJYVlaWnZ2Nbnb09tra2tLSUvwxVVJSwsXF5e3tTfsVKioqSktL8QcRhmEYhqGTdHR0fOnt9fX1lZeX4/uHh4dbWlo2bdrEwMCQmpra0tICIdyxY4eSklJLS0t9ff0/CT4TojgWhIWFMTMzP3ny5A9f/fDhg6enZ3JycmRkpK6ubkBAQE9PD4QwLS1t/fr1tra2qampu3btWrx4sZubG1K4jo4OZ2fn4ODgqKgoa2vr7du3R0REjJqBuH//voKCAjc3961btyCEsbGx4uLi0tLSSERramrc3NzOnj1bXV3t6urq5eUVGRm5du3a8PBwKpVaWlpqb2/PxcVlYWHR29tLpVKvXr1qYGCQn58PIczNzY2IiEhJSfH29tbT03v8+DGGYfX19ZKSkrin2NnZee3atWvXrt2+fdvQ0PDo0aMkEqmjo8PAwEBJSSk+Pt7b21tDQ0NNTQ3dZhiGpaenOzg4xMbG7tmzR09P7+DBg2/fvi0uLt68efOMGTOOHz/+/PlzCoXi6enJzc0dFRXl6empoaGhrKxcUlLyff9+BARjAoVCiYiIYGRkZGNjO3DgAHIQIYRIZjo7O9evX79x48Zbt265urpKS0tbW1v39fVBCAcGBi5duhQQEJCenn7w4EEzM7O3b99CCNva2hwdHVevXh0QEGBtbe3h4XHz5s358+cLCQnFxsbS3jgYhuXm5i5cuFBUVPTBgwdkMjk8PFxYWFhNTQ0Nauvr6+3t7W/dulVYWGhubh4YGBgWFiYvL5+dnQ0h/Pjxo6Gh4axZs9zd3ZG1Fy9e3LlzZ319PYZhWVlZgYGBKSkpLi4u69evf/36NYTwxYsXnJycZ8+eRQZ0dHScO3fuwYMHkZGRq1evDgoK6u/vr6+v37Rpk6KiYnJy8unTp1evXr1hw4bS0lJ0rUJCQvbv33/t2jV3d3cNDQ0fH5+SkpKcnJyVK1cyMjJeunQpLy8PQmhlZSUhIXHr1i13d3cZGRkdHR1cqv8QQhTHgr8QxZKSEikpKR8fH7R57dq1X3/99fjx4+glDg6OtWvXoh+Br68vExPT/fv3IYQODg4LFiwYGBiAECYlJQEA/P39vzx5cnIyAOD06dNo08XFhZ2dHd1pFRUVaWlpAwMDycnJ0tLSJSUlfX19Kioqy5YtQ3GVqqoqaWnpVatWoeDG3bt3Y2NjIYSPHz8WExM7efJkfn5+UlLSjBkz5OXlyWRyYWEhPz+/h4cHhmFkMtnBwUFOTu7x48f5+fmbN28GAKSnp7e0tGzYsIGTkzM9PX14eLiwsJCbm3vfvn1UKvX58+f8/PwxMTEQwrKyMkFBQR0dHRRtjouLmzt3LgqfQggPHTrEysoaGxvb1taWk5PDxsa2c+fOb/nXIiAYVx4/fmxlZfXLL7+wsLBoaWnhXmNbW5uamtqKFSuKi4shhFeuXJk+fXpKSsrQ0JCrq+uyZctQ5Ka1tVVRUVFISKipqYlEIu3evfvnn3+Ojo5ub29vbm4eGBjQ1dVdsWLFH370+fPnf/3112vXrqFNfX19Tk5OpJ2vXr2Ki4ujUqm+vr6Kior19fVDQ0MCAgJmZmbo4PLyckFBwU2bNqHnUmJiItLLpKQkCQmJ8PDwvLy88PBwNjY2DQ0NCOHTp09nzpwZHh4OIcQwbOvWrRs3bnzx4kV2dvb27dt5eXnv3bvX39+/ZMmSWbNm5ebmtre3p6SksLCwoGddTEwMOzv7nTt3BgYGioqKmJmZdXV1kRfo6ek5a9asjx8/ojNbWVnNnTv30aNH7e3tT58+ZWNjO3ny5F9cf0IUxwIkivhjnRZfX9+pU6ciqYMQYhhmYGAwf/58NGcmKipqZ2eHXkpJSZkxY0ZCQgKEUF9ff8aMGSjI8PLly2nTpuEDLlqGhoYsLCz4+PgqKytJJJKvr6+wsLC6ujqEMDs7G//Q7OzsW7duxcTELF68eNWqVfhkw7Vr15iYmJ4+fdrR0XH+/HkUd/Xw8Jg+fXp8fHxhYWF1dXV+fj7aX1JSsmDBgkOHDkEIGxsb586du3nzZhQwKS4uLisrQz7ukSNHFi1ahMKwAwMDK1as2LZtG5VKzcrKmjp1Kp6IpKOjY2BgMDg4CCG8fv06Dw/Pw4cP0UsHDx5kZWUtLy+HEHZ1dcnJyW3atOnr/j4EBHQBmUxGbhaE8PXr1zY2NgCAuXPnoh//4OCgvr7+1q1b0QFv376dO3dudHR0Q0ODsLCwvr4+fp779++zsLCgsXVoaCgHB0dRURF6aXBwUEtLS05ODv8gWkgk0rp16xQUFAYHBz99+nTq1Klp06a5uLiQSKSIiIhHjx5BCPv6+vLy8mJjY8+dOycrK6unp4e/3dfXl5OT8927dyQSycfHBwVXbWxsZs2a9eLFi9LS0nfv3j1//hxFNZEonjt3DkJYVlbGzc3t5+dXWFhYVVVVVFRUUVGBxsRGRkZKSkpoaF5aWsrNzb13714I4dmzZydNmhQfHw8hbG9vFxMTs7e3R2Z4eHhwcnIiXwLDMAsLCyUlpfb2dgjh0NAQDw+Pk5PTX/wVCFEcCyIiIlhYWJ49e0a7s7m5+cOHD+Hh4aysrHfv3sX3m5ubCwkJVVdXQwhFRERsbGzQ/oSEBA4OjpSUFAhhaWmpmpqao6NjXl6er6/v8ePH/yyF59WrV4KCgqdPn05KSqqoqAgODp41a1Z0dHRmZmZjYyOEMDU1VVNT88mTJ01NTSYmJqtWrUJSBD//1JSUlDIyMjIyMtBOV1dXAADyGhF5eXlNTU0NDQ0SEhIeHh4Qwvr6+smTJ9NqVXNzc01NzfDw8KFDhyQkJJCOdnd3L1++3NLScnh4mEwmHzlyREVF5dmzZ4mJiYcOHSooKEDvvX79+ty5c/Grd+jQIXzQ0NraKisra2Rk9O/+LgQEdEVNTc2ZM2doEwueP3/OyMhoaWkJIezs7Fy9erWxsTGaKXz16tW8efNu3rxZU1Mzf/58XV1d/F15eXmsrKwBAQEQQn9//wULFrx69Qq9RCKRNmzYsGTJkj8URQhhamoqGxvb2bNnHz9+/Pr1aw8PDzY2tuTk5NjY2M7OTgqFEh0dbWpqmpGR0dfXp6ysbGBggL+3tbV18eLFurq6iYmJhYWFaOfOnTsZGBgyMzNpvxSEMCcnh4uLCwXJ3r17N2PGjM2bN+PHVFRUoHvcwMBgxYoVqASrqKiIh4fH2dkZQtjV1bVz584tW7bk5eWFhoZaWloiBxpCePDgwVmzZuETjZaWlsuXL0cuRG9v79y5c11dXf/ir0CI4ljg5+f3008/paamws9T3+3t7QcOHIiJiamvr5eQkFBQUKitrcUw7MOHD4qKir6+vlQqlUKhzJs3z8TEBJ0kOjqagYHh+vXrEMLbt28fOHDg+PHjvr6+ly5dKi4uRiGLLxkaGvLx8WFkZEQ+XFtbm5KSEicnJxp7dnV1iYiIiImJNTY2lpSUyMrKysjIfPjwAT/buXPnAADonkQ8efJk/vz5v/zyy8WLF9PS0o4ePWpra9vR0fH69euZM2eiyAaZTHZzc/v55583bdp0586duLg4U1PTtLQ0CKGjo6OAgACq12xvb1+8ePGWLVuoVGpTU9PRo0dPnjzp5+d37ty5x48f41OkV65cYWZmjo6ObmxspFAo9vb27Ozs6AZoaWnh5+enfRwQEPy4vH//XlhY2N3dvbOzk0qlUqnUnJwcfn5+VLcwODi4fv16bW1t5Dbl5OSws7OfO3eOQqEEBQUxMzOfP39+YGBgeHj41KlT8vLyKJHtxIkTM2bMwAMtg4ODmpqa4uLitbW1eN7cKOzt7X/66aeQkBAqlUoikXh4eGbNmoUcr5aWFkFBwXXr1jU1NeXl5fHx8a1YsYJWxf38/AAAtra2+J6EhAQGBgYxMbHIyMjc3Ny9e/cePnwYQvjkyRNGRsYjR47Az/4rAMDBweHhw4dXrlzZvHkzGgerq6uLiIigec03b94wMzO7uLhACMvLy8+cOXP48OHTp08HBgbm5uai6VUIobu7OwsLy4sXL7q6ulBgVlJSEvkA7e3tbGxsu3fv/ou/AiGK3xcSiXTv3j1DQ0MRERFnZ+ecnJz79+9nZ2fb2dkZGxujodDr16+3bNlia2ubnp4eFBR0+fJlJJwJCQlSUlIbNmwoKyvr6+vbv3+/kJCQq6vrwMBAaGjo3LlzlZSU5OTkli5dysHBoa+vjyKKX1JaWqqrq4uP1NLS0uzs7JBniWHYrVu35OTktmzZEhkZ6enpqaCgEBUVhU9E9/b26unpXblyhfaEOTk5JiYmwsLCYmJie/furaysJJPJ58+fFxcXt7S0RKF8EokUFBS0YsWKefPmqaqqXr9+fXh4uK6uztDQUEZG5vLly8PDww8ePJCTk9PU1CwrKysvLxcSEhIUFFRWVpaUlOTl5eXj40tKSkLXR1FRcfPmzQ8ePCgtLd20aZOQkNClS5dIJFJSUtKCBQvU1dXxYSkBwY9LdXW1vr6+qalpSEhIenp6cnLy4cOHr1+/jgTy4cOHy5cvX7NmDZrkO3PmjJiYmIODQ2dnJ5lM9vPzW79+fVhYWEpKipeXV2lpaXd3d09Pj7OzMz8/f2hoKApmYhiWkpKyevVqa2trlNT6JdnZ2Wh6D22GhobiKjI8PBwREaGgoKClpZWammpmZrZkyRJ0nyIqKyu3bt06KtM+IyNDR0dHWFhYRETE29u7qampr6/v1KlTQkJCu3fvRhMrjY2NBw4ckJGRERUVNTQ0TE9Pp1KpHz9+VFFRERERycjIoFKpCQkJQkJCZmZmzc3NBQUFoqKioqKiS5YsUVFRWbhwobS09M2bNyGEb9++Xb58ubGxcV5eXmVl5fr165cuXXr37l0qlZqZmblo0aK/eFpCQhS/N6h04cOHD/X19WVlZVVVVXV1dWVlZcXFxaNaOVRUVFRXV9OO3SorK6uqqqqqqlBRRO1nent7b926de/evZaWlra2NpRn7OLigkc4RzE8PDwquDoqctLW1lZeXo6UuK6ubtSrAwMDf1hIVF9fjxJZ4ed86+rq6vLyctqv0N/fj88NQAg7OjrQl6qsrKRQKK2traiuo7W19e7du9HR0XV1dfiXioyM9PPzQ6O/jo4ONNDr6empqampra1taGhAH4quJ+1YlYDgB2V4eJhEIg0PDzc0NKCbHb8ZMQxramqqrKwsLy9HblPVZ3APqa2t7ePHj3V1dXhZFIlEQjdma2srbSkCusX+rN5xcHCQtmPUl4e1t7fjBSEtLS2jSpP/rH1HXV0dHtIcHBysrq5G35E2ytXR0UHb9qulpaWmpqaurq65uRn1HEBpCq2trUlJSSkpKa2tra2trW1tbXV1dadPnw4PD0eWt7a2tre3UyiU7u7u8vLyqqqqpqYmdIa6urrKysq/KFskRPHH4+PHj1JSUn5+fs+ePfv48eObN2/u37//4MEDNH39IzI8PLx161ZVVdXMzMyKiory8vIXL15kZGSUlpaOb98NAgICOqS7u1tHR8fU1PThw4foGfjgwYOUlJTq6uqv7GwACVH8ERkYGMjIyNi/f/+mTZvc3NwOHjwYHx+PZ8f8oNTX1/v4+Ojr61tbWx88eDA4OBi1tiIgICD4kvfv3x84cGD79u3bt293c3NDNVpfr4iQEMUfGhKJNDAw8D16jY4XZDK5r6+PaPZNQEDwTyCTyb29vX+WSfvvGBHFI0eOODk5jQpVPXv2zNra+sCBA6PCrxUVFTt27MBzfL8VGIYlJCTY29u/efPm256ZloGBgaysLPwjkpOTd+/ejfcuIiAgICD4LzMiikFBQQwMDKMyNczNzQEAjIyMFy9epN1/8OBBAACqNfm2eHt7//zzz7RFe9+c/Pz86dOnx8XFoc2TJ0/+8ssvf5aFRUBAQEDwn2JEFAcGBiQkJMzNzfEX6uvrBQQErKysVFVV165di8dqu7q6li5dumLFCjSJ1dTUlJubm5iYmJqaiheWFRQUPHjwgDYliUKhZGVl0TpkHz9+fPz48dOnT2mTFb29vfn4+FDXPkRvb29OTs6jR4/wNoCIoqKiBw8eUKnUioqKJ0+evHz5EvULpaWxsTE+Pv758+dkMjkvL+/169cFBQUHDx786aefduzYkZaW1tvbGxISwsrKWlBQ0NzcnJ6e/vjx42++yAMBAQEBwY/Cb3OKzs7OixYtwgvUfHx8Zs+e3dzcnJiYOHPmTLxFWVxcHCMjY0ZGBoVCuXDhAg8Pj6ioqLKysrS0ND8/v7+/P5VKvXPnDgcHB61/6erqysHBgQpfSCSStbU1Pz+/goKCnJycsLBwVFQUOuzkyZPs7OyoYx6EMDc3V0pKSkZGRkFBQUhIaNOmTajPC/zc3U5PTw9VvgsICOjq6uL5vo2NjUZGRoKCgrKysuLi4tra2goKCmZmZseOHZOVlQUA8PPza2trFxUVRUZGogaDS5cuVVZWnjlz5tq1a2lVmYCAgIDgv8Nvopienj516tTLly9DCHt7e1etWqWiooJhWG1tLTMz8549e9BhW7Zs4efnR5VhcnJy3t7e1dXVaFl5ExMTZmZmVFuzdu1adXV1VKDW1dUlJCSEGpd0d3dbWVmJiYk9evSoq6urra0tKCiIhYUFtTvx8/ObMWMGapz9+vVrISGhQ4cONTU1dXV1FRYWampqqqqqonq10NDQn3/+WVdX982bN42NjZGRkczMzO7u7hiGDQ4OGhoaiomJXblypbGx8d27dzt37gQAGBsb9/X1PXr0aMqUKefOnRscHKRSqcHBwVOnTt2wYcPr169Rh8+pU6ceOHDgm2QxERAQEBD8WPwmis3NzeLi4np6esPDw5mZmSwsLKiPydDQkLm5uZiYWFtbW3Nz88KFC/fs2dPf3486AL19+/bWrVv+/v5HjhxZvnz5pEmTkDsYFRXFyMiYnJwMIfT39+fk5ER9uUpLS7m4uNauXXvhwoWAgIDAwMCzZ8/OnTtXTU0NQujq6jp//nzUneTw4cOTJ0/29PQMCQkJCAi4ePGioaEhAADJp4eHBw8PD97sDvXcMzIyolKp5eXlTExMvr6++Ffr7OwUExNbs2YNhPDly5fMzMz4nGJAQAALCws+P9rT04NaIRCi+CV/vd4KAYJMJhM/nj8ELZ9CXJw/g0KhfNssyv8CQ0NDtOtHfhN+E0UKhXL8+PH58+e3t7c7ODjw8PDghWJpaWmMjIwJCQk3btxgZWXNysqCEHZ1dbm5uXFzcy9atEhPT8/W1lZHR4eZmfnly5cQwubm5mXLlllaWg4MDCgqKurp6aE8+/fv3/Py8srLyxsZGeno6Ghra2/atMnW1hYJcHBwMDMzM2rTZ2FhwcXFpa+vr6uri440NTXdv38/asHn4eExd+5cfKKxoaFhyZIl27ZtGx4ezsrKmjZtWlBQEO33VFRUVFZWhhDm5uYyMTHduHED7Q8ICGBlZUU2QwhbW1tXrFhhYWHxba/yDw1a6dDY2Hj79u0WFhZodUaCLxkcHHRwcNi3bx/eYYQA5/79+/v37zcwMLC3t/+zhUX/yzx79szFxcXCwsLOzo52hWECnOHh4fDw8GPHjuFVEjExMZs3b9bX19+/f/83vGi/q1N8+fKlsLCwtbW1qqqqg4MDXi7W0tKybNkyfX19HR0daWlp1DklPj5+8uTJtBOH7u7uTExMaF1HCGFERAQ3N7e1tTUPDw/SUQhhZWWlqKjo9u3baavr7t27hxYl8fLymj17NvI1T506xcrKSpvjWlZWFh8fj/yVM2fO8PLy4h0v6+rqFi9ebGZmRqVSGxsbOTk57ezs8LZGRUVFfHx869evhxDm5OQwMjKitSbgZ08xJycH/6ZKSkqbN2+eSKVyra2tsbGxo/w8KpWakpLi7+8fGBj47NmzPxu/YxhWVFSko6MTExNTWVkZFRW1fPny75oePPb09/fjvytaysvLIyIiAgMDMzIy/qx1Mg6VSg0KCpo+ffq6deu++dB13Hn27Bm6Q2mpr69PTk4+c+bM5cuXaVtzfcnDhw9NTU3v3LlTUFAQHBxM2y16YlBaWpqSkjKqmSKJRLp7966fn190dDRanfvPQMvF3Lx5s76+ft++fcbGxhOp+BhC2N7enpCQgHeFxHn37l1UVJS/v/+9e/dGtb2kBcOw/Px8fX19bm5uHR0ddHGuXr26bNmy7Ozsd+/emZubb9my5W9v0n/I70QRRUoBAL/++isuG4iQkBAAAADA19cX5Wfm5+fPmjVr3bp1169fDwoKMjQ0nDRpEgAAhUwhhPX19erq6gAACwuL2tpa9C4KhRIZGTlt2jRtbe2QkJDLly+bmJjMnTsXeYr79++fMWMGqoCsra3duHHjggULjh8/Hh0d7ePjw8fHp66ujpbFcnNzmzlzJl5uWFdXJy4ubmhoiMQsNjaWi4try5YtUVFRfn5+kpKSAIB169ZBCPPy8gAAOjo6cXFxHR0dAQEBkydPxkWxubl5yZIl6urqE2awn52dLSUlJSwsjPp0I1paWnbu3MnNza2urr5s2bJp06aZmJj8mS62traijr0QwsbGRg0NDdR1d2JQWlq6cePGn3/++cGDB/jO4eFhPz+/efPmoeUn2djYFBQU8P7If8i5c+esra337dtnbW2NfqITAwzDjhw5MmXKlB07dtDuz8rKEhERmTVrloaGxrx580REREZ1jaflyJEjW7du9fb2dnNzO3v27F/0Yv4RefTokYiIiKKiIu1Dubq62tjYmJWVVUVFRUZGBi1Tg69UOore3l53d3czM7OQkJB169Z5e3tPpDhqeXn52rVraR+zEMKhoaGgoCAuLi45ObmVK1cKCAisWrUKLZL8hyQkJNy+fTswMNDExASllWzduvXo0aPo1fz8fF1d3b8eefxzRne0ycrKkpOTc3R0xJ+DiNLS0g0bNqipqaEG7YjMzEwTE5OlS5dKSEhYW1tfunTJyMgoLi4Of7xevXpVQkIiOzt7aGiIth1tRkaGkZHRqlWrFBUVzczM8GVN4uPj9fT00NoREMLe3t7AwMD169evWLFizZo1gYGBeBuBa9eumZiY4A/62tpaa2trHx8ftHJKd3f369evjYyMlJWV1dXVAwICFi5caGpqSqVSe3p6jh8/Lisrq6WlVVVVlZKSoq2tjYtrR0eHlZWVt7f3t7i24wmVSs3Pzzc1NeXl5f3pp59UVFTwltlUKvXIkSNsbGzp6emog0xYWNj06dOvXr3a2dmZmpoaEhISERERFhYWERFx/vx53O8pKSnZtGnT8ePHJ8YdW1tb6+PjIywsPGXKlKlTp9LG9B48eMDIyOji4vLp0ycymZyfn8/BwWFkZDQwMHDv3r0LFy6EhITg/z558iQ5OVlXV/fDhw9Xr17dsWPHj9uElpaenp6EhIRVq1axsrIyMjIeO3YMf6m3t3fx4sXy8vIoya65udnExISLi+vdu3clJSWXL18ODg5G1ycqKiolJUVLS0tHRycxMfHVq1e2trampqYTIxJTUFBga2vLwcHByMiopKSEZ79jGHbw4EEhIaGcnJzBwcGenh4vL6/Jkydfvny5o6Pj6tWrwcHBERER4eHhoaGhaIX6/fv3W1tbOzs7GxsbHz16dAIEGzAMq6ysdHd3FxISmj59+syZM2mHlZmZmQwMDF5eXr29vQMDA8+fP2djY7OwsBgaGrp//35QUFB0dJz6/foAACAASURBVHRoaGhERERoaCguOiEhIQYGBqgfupmZmZeXFwqlvnz5ct26dfiq6V/J/9fmbXBw8MsemwMDA3ib876+PlrxgxCSSKTv1JZzVGFiX18fukDNzc2SkpKHDh1CN97g4ODt27c5OTmDg4NxtUZigP7f29s78WoTu7u77e3t1dXV4+LidHV1Fy9ejItiS0sLWiuK9nh5efmVK1c2NDSEhIT4+PicPn36xIkTfn5+Pj4+9fX1FAolJSXF2to6ISFhPL7Nt4dMJvv4+CxevDg0NDQwMJCHhwf3FKlUqoODAzc3N+3479ChQwICAllZWbdv3w4ODvby8jpz5oyXl1dgYGBYWJi6urqkpOTBgwfV1NTExcX9/f0nQB9ztFCRsbFxZmamlJQUvtg1hPD69eusrKy0P4aHDx+ysLDcuHHj/v376Mqgf0NDQ2NiYrZu3Xrp0iV0ZFVVlbS09ARwFhsaGnR1dbW0tGJiYrZs2bJixQraBdd4eXlpl8yFECopKW3atKmsrCwsLOzYsWPo5jp16pSvr6+dnd2GDRvQU6impkZdXR1PevhxGRgYcHNzk5eXj4yMPHnyJA8PD+4pkslkBwcHCQkJvLQdQujo6MjNzf3+/fuoqCgvL6/z5897e3v7+fl5eXnhC4xHRkbq6+ujQbmzszNeE/Hw4cOVK1d+q/XjJmDv08HBwf3798+ePVtOTk5GRkZOTk5AQMDZ2XmU7zuxQeN3FHzftWuXqKgonjZVW1u7YMECKysr/GAKhWJoaMjLy4viEqOora3V1NSUlZU9d+5cfn5+XFwcbST2B4VCobS3t6PxeGpqKg8PDz7MHB4e1tLSUlFRoY2GXbx4ccqUKfHx8X94tqqqqoKCgtzcXBsbG3l5+RcvXkyAHMve3l70lO/t7UWhIPyl4OBgRkbG9PR0fE9BQcGcOXPQ6q9fgiaEzpw5k56erqmp6erqOgGCDX19fc3NzcgH2Llz54oVK/AfzMuXL1lYWPbt24cfPDw8rK2tLS8v/4dPoeLi4jVr1gQFBV2/fv3o0aPr1q3DU/9+XKhUamtrK3Jdzp07x8nJiYtia2vrsmXL1qxZQ+svXbp0ad68eX8dAg0PD1dTU0M+WFFRkays7KlTp2JiYnR1dffu3futwg8TUBQRNTU1GRkZV65cSUtLmwAP8a/ByclJSEgIvwglJSV8fHyurq74ARQKxdLSko+PD18jjZZ37945Ozu7uroePnz4wIEDDg4O+MBtYhAXFzdKFPX09Ebly9y9e5eRkTExMfGvT5Wfn5+UlDTBAg8tLS2jRDE0NJSFhQXlgSNqa2tlZGT+YkHzly9fBgQEbN++PTQ09PuaO+b09PTo6uoqKSnhfk9paemsWbPc3d3xY/r7+/X09JYuXUrrG9FSWFgYEBBw4MCB8+fP42HYCUNwcPCsWbNwUezs7Fy7dq2+vj7tMefOnePl5S0oKPiL8xQVFSUkJOAjqszMTBcXlz179gQFBX3DeOSEFUUCBIlEsrS0XLBgAS6KVVVVoqKitMNYCoVibGwsKSn5o68/9e8YJYoYhllbW69cuXKUp8jCwpKamjpONo4nX4piUlLSrFmz7ty5g+958+YNFxeXv7//eBg4zpDJZBsbGzExMbwqoKura+bMmZ6enrSHqamprVix4j8Vr8IZJYoDAwOmpqarV6+mHT4GBwfPmTMHL14YR76lKFZWVn7ZgHQC09/f/xfpUnQChmFmZmaSkpJ4aLS3t1dTU1NDQwOXQCqVunDhQjMzs3GzclwZJYrwcxNBWk/Izc1NRESkqqpqHOwbb1paWiQlJWlF8fXr19zc3OHh4fiehw8fMjExRUdHj4eB48yXnmJfX5+0tLShoSF+TH19vYiIiJWV1cTIMPp/CQ4O5uLiwtddQHOK/Pz8tDE8MzMzYWHh+vr6cbLxN76NKGIYFhoaampq+mUlytfQ1dW1d+/eUWt30A81NTUbNmzAm+PQLVu2bJk/fz7+a6NQKLGxsb/++qulpWVVVdWLFy/27t3LxsY2kQot/i/i4uK4uLju3buH76mtrZWTk1NSUnrx4sW7d+/Onz/PxMTk5uY2jkaOI01NTXx8fLQlGcPDwyYmJhwcHAkJCTU1Nffv35eQkFi+fDnemvg/RVdXF5p0p336xcbGTp8+/ciRI69fvy4pKbG0tJwyZcp/djWewMBAZmZmvIE2hLCoqEhQUHDZsmXPnz+vqKjw9vZmYWEJDAwcRyNxfhPFwcHB6Ojov501+UMePnwoJyd3/fr1b2cYhBAWFBSws7P/Rf3T+DI4OHjmzBkVFRXaNEU65MCBA/z8/LTzhchyGRkZYWFhNja2RYsWxcTEjKOF48uNGzcEBARoRRFCePfuXRUVFXZ2dl5eXhERkd27d/9ZkdmEp7GxUVBQ0NHRkXZnc3OzsbHx/Pnz+fj4Zs2atWHDhgmQG/LvGBgY2L59O0rexndSKJSzZ89KSkoKCQkJCgoqKipGRUVNsMnmf87Fixdnz549qv9DYmKiqqqqlJQUOzv7woULjx49SifXZ0QU0Z9wzpw5YmJiSUlJ/9cphoaGDAwMtm7dindhePbsmYeHR0FBga+vr4aGxtGjR5ubm3t7e0NDQ3V0dBwdHUf1vygqKvL399fX19fT07t58yY6T0xMjKam5uTJkxcsWGBnZ4dKCVFtgLm5uZaW1sGDB2mXs0hISPD09AwKCrK0tERfIScnZ/v27To6OpaWluHh4f+w30Fqaqq7u/uDBw98fHx0dXWPHTvW09PT1NTk6uqqqal5+PBh2iWXu7u7VVRUdu/ePaoQha5oa2srKSn5Mm7T3t7+4sWLZ8+eTYy6un9NS0vLmzdvvqwMQxWKxcXFeOLufxMKhVJeXv6HPWvKysqePHlCrCpTV1dXXl7+ZcpxS0tLQUFBXl7ef2pe6Uva2trev3+PV+7hkMnk4uLiJ0+efNsQ41cyIop9fX1xcXFoccSgoKD/q/Vzdnb29OnT8TokDMNQ+xsREZGdO3daWlqKiIjIyspu3LhRV1fX1tZWVFRUTk4On565deuWsLDwxo0bHRwcjI2NxcTEzM3Ne3t709LSzMzMWFhY1q9ff/To0ZKSkra2NnNzcwEBgV27dpmbm6uqqs6fPx/Pkre2tv7pp58kJSX37NmTlJR0/fp1Xl5eY2PjXbt2mZqazpkzR1ZW9p+Ed7y8vAAAEhIS9vb2xsbGvLy8S5cu1dPT27p1644dO7i5udXU1GhTyLy9vWm7sBIQEBAQ/LiMiCKVSkVpFyQSKSYmBu/w8k8IDAyk7VaAYVhERAQDAwPeAiMiIgIA4Orqirzj+Ph4BgYGVPnb0NAgJia2a9cuPCkrOTmZm5sbrXFRXFw8b948XPZOnjzJzMyMl7V2dnZu27ZNQEAAFQLv2rWLgYEBrxYwNDTk5OS8c+cOOvOHDx98fHz+yXjE19cXAHDt2jW0eerUKQYGhhMnTqDN8PDwn376iXZuIDMzk5WV9erVq//8ihEQEBAQ0CejE23evXsnIyPzf/VTsLKyWrp0KW3d940bN3h4eJ4+fYo20WKHeC+3e/fusbGxoQnIrKwsTk5OAQEBBQUFGRkZeXl5CQkJAMDBgwchhHl5ebNnzw4ICIAQYhi2bdu2yZMnL1myZNmyZTIyMkpKSry8vHhSk62trYiICN63JSsra8WKFZycnGxsbIsXL3Z3d3/48OGX/vuXuLi4zJ49G888vHz5Mj8/Pz5KiI+PZ2RkpG0J9v79+zlz5tDWJBEQEBAQ/KD8ThT7+vrQerzh4eH/fJLsyJEjfHx8eLIJhmGnT5/m4eHBc40uXLjAzMyMJzJkZGTguY6ZmZkcHBy7d++Oj49PTk6Oi4vLyMhISEhAZ3vx4sXs2bODg4PRaVEW5e3bt+Pi4pKSkm7dupWWlpaamoomC21tbcXExFDdK4lEqq6ubmhoePPmzcWLF/fs2SMtLc3CwnL8+PG//TouLi7c3NxFRUVo89SpU3PnzsUFPjAwcNasWbS9PHJycmbNmkUneVMEBAQEBF/D70QxJSWFnZ09PDz8xo0beFfuvyUsLIyFhYW2y0lkZOScOXNw1/D8+fPTpk3LzMxEmxkZGaysrEgUm5qaFBQUNDQ08Gn8t2/f2tvbJyYmYhj27NmzmTNnnjt3Dr0UGhrKyspKWx0VGBjo7OyMFiWwtbVduHAhEsXBwUEXFxc5OTk8zlldXS0iIqKqqkqlUv9a70+cOMHFxYWLYmRkJA8PD+4aRkdH03q9EML09HTaoC4BAQEBwY/Lb6LY3NwsLy+/fft2COHt27fRCohVVVV/m5zy9u1bPj4+XKswDPP39+fk5MQTcFHfSLw4OjMzc/LkyWFhYWjz4cOHqqqqAgICampqampqPDw8mpqaKN+vqalJRkZm/vz5mzdvzs3NHRwc9PLyYmJiWr58+bp161atWsXPz3/x4kU0G2ptbT1jxgy80XBVVZWuri4rK6uurq6enp6ioqK6ujpS7oKCAiMjoz9sqY5h2N69exkYGHA1PXbsGG3ZaWhoKAAAdxwhhJ6enmJiYnSVPUVAQEBA8O8YEcWhoSErK6s5c+YgUSkuLt66dauTk9O6detwn+nPwDDM1tZWRUUFr1X4+PFjWFgYPstYW1sbEhKCZ7TW1dVduHCBNl2TRCKlpaV5eHgEBgbev3+f1pN7+/ZtcHCwt7c33jumqKjo4sWLrq6uly5dos2Sffr06eXLl9GqIojh4eHs7OyzZ8+6u7vfuHEDrzMrKytTVlb+s4DngwcPLl26hCf+vHr1Kjg4GM+VrampCQ4OxnP0q6qqBAQERvVzIiAgICD4QRkRxc7Ozu3bt9NWcEdERBgYGMTExPyTfv81NTXS0tL+/v70XK6H8+nTp6NHj/67NgW0kEgkT09PTU3N/3gREgEBAcGEYUQUMQz7ysVubt++7ezsTFvYTrfU1tY+fvy4v7//68+zc+dOeuhgS0BAQEDwTfiWDcF7e3snwDJp/xwymfy3rb8mwLp6BOMLvf2E6M0eOoHeLgtuD70ZRv8QS0d9L/Ly8iwsLJycnBzoAzs7ux07duzZs2e8DXFwcHBwdHTcs2fP7t279+7d6+joON7mjNizfft2GxsberDHwcHB0dHR1tZ29+7ddGLPnj17du7caWNjQz8/6V27dllYWOzdu3e8DXFwcHBwcnKysbHZuXMn/dxie/futbGxcXZ2Hm9bRrCxsdm+fTv9XB87OztnZ+cvm5ERovi9OH36tKys7K1btxLogMTERDs7OwEBAdTzfbzNSUhKSjp8+LCsrKyvr29SUtJ4m5OQlJQUEhIiLCxMJ/YkJCQkJSUtWLDA09OTHuxJTEyMjIyUlpY2MDBISUkZb3MSEhIS4uPj169fr6ioGB8fP962JCQkJKSkpOjq6i5ZsuTy5ct0cos5ODgsXrw4JiZmvG1JSEhISExMPHHihIiISEREBJ1cn9DQUCkpqS8XnCBE8XsREhJiaWmJN0kfdxITE7W0tOikDz2E8NmzZzo6On+b2zxmtLa2btiwgX5miAcHB5csWfL69evxNmQEEolkYWEREhIy3ob8xoEDBw4fPjzeVvyGv7+/lZUV/UwhZWZmqqmpfX3yxLfizZs3a9eu/YcLM4wB7e3tenp6UVFRo/YTovi9CAkJMTMz+3LthfHi5s2bGhoa9GPPrVu3dHR0aBfyHV+qqqpWr15Nu5r8+NLQ0KCqqpqWljbehozQ1tZmYmLi5+c33oaMQKFQnJycXFxcxtuQ3zhx4oS5uTnqJUIPXLlyZcuWLfSzBk52dra8vDz9rNRdU1Ojra19+fLlUfsJUfxe0JsoXrp0SUdHB6+/HHeSkpK0tbULCwvH25ARSkpKZGVlCwoKxtuQEZqamhQVFVEPDXqAEMW/hd5E8caNG9ra2vQjipmZmSoqKqjpGD1AiOJYQ2+iGBQUZGxsTD8r5d67d09LS4t+Vqatqqpas2ZNRkbGeBsyQlNTk6SkJG33xPGFEMW/hd5EMTExcfXq1f/XOoDfldzcXDk5ObwNy7hDiOJYQ2+iGBcXt2bNmo6OjvE2ZISYmBhdXV28Ld+4U1FRoaysTNvVdnxpbGxUV1dPTk4eb0NGIETxb6E3Ubx06ZKZmRn9eIrPnz8nRPE/Db2JYmhoqKGhIf0038nMzNTS0nr16tV4GzJCaWnp0qVL8/Pzx9uQEVDjX9pFysYXQhT/FnoTxfj4+LVr19KPp5iWlrZ69Wp87YdxhxDFsYbeRDEiIkJfX59+5hTT0tK0tbXpZw6vpqZGQ0MjJSVlvA0ZoampSU5O7sGDB+NtyAiEKP4t9CaKsbGxmpqa9COKL168WLp0KeEp/nehN1GMjY1du3Yt/YRPb9y4oaOjU1ZWNt6GjFBWVqagoPD8+fPxNmSExsbGtWvX0o9IE6L4t9CbKEZGRpqYmNBP+JTwFP/r0JsoBgQEmJiY0E+izYMHDzZu3Eg/IlRWVrZ8+fKcnJzxNmSEpqYmcXFx+rGHEMW/hd5EMTk5WUVFhX48xZycHKIk4z8NvYlidHT0xo0baZfWGl/i4+N1dHS+7LE0XlRXV6urq6empo63ISM0NTUpKyvTTzZsW1ubqampv7//eBsyAhLFAwcOjLchv3HixAkLCwv6EcVr167p6+vTj6eYm5tLiOJ/GnoTxaioqJUrV9JP+PT69etr1qyhn44279+/FxcXp5/En4aGBjk5Oboq3tfT0zt27Bi+p7Kn4mnW24T8wjuFhen3CzPuFqYXFCbdKXxwvzAxuTAzszA5pfDl/cIHdwqzMwuL7xUVpr4qvJdcmJ5Z+Dr5bVHm28KkrMKMu4V3377NKCtr/X9bLVEolF27du3atesbf8+vwNPTc/PmzW1tbeNtyAhRUVFaWlr0s3LRvXv3JCUliTnF/y70Jornzp2zsbHp6+sbb0NGyMjIMDExoR9Psb6+fseOHfQTruzo6NDR0aGfNm8dHR22trZBQUH4Hjf3AzLTmGzmMpvzMLvwMh8QZTYXZ7ZVZ3bTZd5rymyyjdlkP7PKPubleszCmsxMWozMpoLMusbM6y2Y5+xjY7bjYTbnZT4gz3xgNtOiw56ew/9nQ0QMw06ePOni4kI/q0BER0fv2LGjvr5+vA0Z4enTp4aGhvSTW/f8+XMNDQ2ieP+/C72JYm9vL/10QYQQksnk7u5u+unFimFYX18f/cy5Qgjb2toGBwfH24oRRv29KBCa7nHwBQByArgIQHUA7QDcDuBpANMAfAcgBA0QhLeDzQ1APAf8kswE8jeD4lwQ3AeEISOAUgCqA3gYwMXAzvyQS//w//1NiZ/0XzM4OEg/E4qIlpYW+mkHTYjiWENvokhA8A2hQrjH0fkgA4Din/XNFsDtAJ4CMAnAPDDcDMqpIOoT2P4GLHoGpt6eBNK1QdkTENIGRCArgLIALgPQAUA5YLvPw23w/xdFAoKvgRDFsYYQRYIJDAahs5Pz/l8Bxg2gNIAaANoCaA6gL4DJAOYB2AqaIfBtA9YvgMRDMDXhJ5C2EXx8AkLbpohgswBcBKAWgHsBlAO2bh5uQ4QoEowthCiONYQoEkxghiHc5ujsywCg2GdP0QbAPQAeAzAOwFeA0gJqScCvBOi/BJLFYEoMO3hsCF49Bmc//SKKsQO4GEAVAJ0AXApsLTzc+ghRJBhbCFEcawhRJJjAYBC6ODk7/Qowns+eojWA+wA8AuBNAPPBcCsoh+BKJ7B9CSTugSlJAKRsAJXZIKwNiGDTAVwC4AoAHQFcCmw9PNzIhCgSjC2EKI41hCgSTGCoENo5Oh9mAJjoZ0/RDkATAP0+h0/bQOsw8KoD5i/BolwwNW4quKsL3j8Gwa1TRTEuACUA1PkcPt3r4UYiRJFgbCFEcawhRJFgAkOB0NLJ+cSvAJv7WRStAXQB8DCANwDMB+RWUDEEwsuB4UsgWQCm3pgOHmwGbx6DwDYgOuIpLv8cPrXycPsX2acEBF8DIYpjDSGKBBMbN0fnvZNpPEUbAO0BPA5gPICvALUFVENwvgfYvwTimWBKMgDJ60F1Ngj/9KsIxg6gNICrP4dPPT3chglRJBhbCFEcawhRJJjA/OYpzqMpybAA0HekJAO2gpYhcLQcbPnCU2QQHck+3fi5JIPwFAnGHkIUxxpCFAkmMCNzipMBtuCzKFoB6AagO4AxAOaDoTZQNgyi6oDp7+YUn4DgViCKsQC4FEB5AJ2IOUWCcYIQxbGGEEWCCcxI9ukkgPHSeIqWn4v3XwHYChogONsJ7F4CiazfZZ8yiGCcAEoCqAmgA5F9SjBOEKI41hCiSDCBGalTnAygMM2coi2A3gAmjMwp1pPAyRKw+bc6RQNUpzhJFOMAUApAtc9zihZE+JRgzCFEcawhRJFgAoNB6OTk7DIJYHw02acHADwM4PWR7NMyDES3gZ0vR3e0ASIYavOm8Dl8SnS0IRh7CFEcawhRJJjAUCHc4+R8cDLAhGjqFE0B9AMwZaROsYUKTjSBHS/BomwwNX4SuKMNPjwBIa1TRUbXKRK9TwnGHkIUxxpCFAkmMBQIzZ2cT00CcD6Np+gEoCeAt0Y62lQNgsBSsPklkCwEU2JmgEcGIP8xONv2kyjGBqAMgCs/1ylaEuFTgjGHEMWxhhBFggkMBqGrk7PDJIAJ0oiiA4BHAYwFMB8Mt4AKCKK6wa6XQPwuTZ1iWNvPItgMAGUAVP48p3iESLQhGHMIURxrCFEkmMBQILRycj42CWACNNmnZgCe/m2VjFYyOFoFTF4CyTww9RYzuLcJFD0GQW1TPrd50/4cPt3l4TZAiCLB2EKI4lhDiCLBBOYPRNEaQFcAPX5LtCkngwtVwPgLUQSiGL6eIkq0sSNEkWDMIURxrCFEkWACg8KneyfThE9tALQG8MRISQbWAuogCO3+os1bWNskEWzm5zc5fA6fEm3eCMYYQhTHGkIUCSYwvyXa8NOET3cA6ANgIoCvANYKmgaBVykw+CLRZrLoSPH+us+iSCTaEIw9hCiONYQoEkxg/qAkA7V58/itzdsHKohuAhZflGQAEYzl9+FToiSDYOwhRHGsIUSRYAKDQejs5LyftnjfFsBtAPr+lmjTDMHpT8Dmi+L9KSIjDcG1PifaEMX7BGMPIYpjDSGKBBOY39q8LaCZU9wDoBeAtwF8BSgtoJYETpcA/ZE2bxzgsSFq8/aLKMYO4GIAVT7XKVp4uPURokgwthCiONbQjyhiGNbQ0FBeXj48PDzethD8MVQqtb6+vqWlBd/T0dFRWVlZ/pkPHz40NTWNo4Wj+IOG4NYA7gPwCIA3R4r3P0JwpRPYvgQS937XEByIjCwyvOJzneJXNgQfGBioqqrq6en58qX+/v6qqqr+/v5Pnz7V1NRgGPaHZ2hpaamtrf2zV390MAwrKipqbm7+8qWysrK6urqxN4keIERxrKEfUezt7bWwsLCxsent7R1vWwj+mJ6eHg0NDTs7O7T58eNHdXX1+fPny8jILFmyREZGRlZWdtGiRTIyMgEBAQMDA+NrLaRdOkqEps2bye/avLVSgFcdMP9i6aipoqPbvH3l0lHNzc1aWloODg5fqtqxY8dWr17d3Nycn5+/aNGis2fPfvn2tLQ0UVHRe/fuTVRRHBgY8PX1nTdvXlZWFu3+0NBQMTGx2NjYifrF/xpCFMca+hFFCGFlZWVNTQ2VSh3jz/1v3mz/gu7u7kWLFm3atAltFhUV8fHxmZqa5ubmvnz58sWLF/n5+Xfu3Nm9e/fMmTNPnDgxODjOwUYKhNtHLTJsDaALgIcBvDFSp1gxBMLKgeFLIPnmd4sMA9ERT1Hxc6LNVy4y3NLSsmzZMgMDgy9/b7t27RIXF6+vr+/v71+yZImYmNioSzc4OKimpsbDw9PW1vavDaB/+vv77e3t+fn579+/j/acOXOGmZnZw8Ojr69vfG0bLwhRHGu+tygODg6GhIScO3fu0aNHVlZWe/bsefr0KYZh6enprq6u9vb2z549o1AoEEIymXzhwoXw8HDcw/j06dOFCxdsbGzs7e2vX79OJpMhhN3d3f7+/qdPn46KinJ1dS0rK0MH5+Xlubi4WFpanj17tqSkBO308PA4f/48bkxRUZGTk1NeXh7apFAoMTExx48f7+/v7+npiYmJMTc3d3JysrW1TU1NpVAoZDI5MjLS19e3u7sbvQXDsNTU1GPHjuEhxKqqKn9/f3Nzc09PT9oR7tDQ0J07d6ytrbds2XL8+PEnT558pys8lvT09EhKSqqoqKDNd+/eCQkJnThx4ssjN27cKCEh0djYOLYG/gFujs57GQAmSjOnaA/g8ZE5RWoLqIbgQs8XdYrhn34VwdgBlAZw9efwqefX1Sm2tLSsXLnSxMTkS1F0cHBYvHhxTU0NhPD27dtTp06NiIigPeDatWsMDAyRkZH/+tN/FKhUqqmpKScn57t378LDw1lZWU+cOPEXw9bs7OzTp0/Hxsba2dmFhYVBCCkUytu3bw8dOrR582ZnZ+fTp0+j3+H79+/t7Ozy8/Px9/b29rq5ud26dQtC2NjYGBISsmPHji1btly8eBH9LegBQhTHmu8tip2dndLS0tOnT1dTU9u7d6+ioiInJ6eBgYGmpqapqemqVauYmJhu3rwJIezv71+2bNny5cuRAhUVFSkrK8+bN8/MzMzW1nbKlCna2tr9/f3t7e0KCgqMjIwbN250dHSsqKjo7Oz08vJiYGDYvHmzqampgoICDw/PnTt3IISGhob8/PwNDQ0QQhKJZGtrCwBwcnJC05aNjY1MTEy7du0qLy+Xk5Pj5+e3s7PbuXOnoaEhFxeXm5sbhPDixYsAgNTUVPR1Ojo6+Pn5lZWVUYw3Pj6el5dXW1vb3NzcwMBgwYIFx44dgxC2trbu2LFDTk7O3Nx8//79WlparKysnp6eQ0ND3+k6jw3d3d2y7gZ4vgAAIABJREFUsrLGxsZos7i4WFhYePv27SQSCU2VdXV1NTc3X758mZeXd8eOHfTgKVoiT3EuTfap+e+yT1uGwNFysOUlkCz4nac4RXQk+3QjgA7fyFP8J6IIIVy5cuXChQs7OjrQZldX14oVKyQlJfE9E57du3dPnz6dh4cnKCjor0NHx44dAwAsWrTIwMDg4sWLnZ2d9vb2YmJiurq6u3fvtrKykpaWXrlyZUlJycePH7m4uPT19fv7+9F7z507x8zMfPfu3ZKSEgUFBUVFRRcXl507d4qLi3Nzc6NnyLhDiOJY871FsaurS1RUVFJSEs2fNzc3L168eNKkSYWFhRDCpqamhQsXrl+/fnh4uK+vT15efsOGDSQSiUwmm5mZiYqKvn//Hp3nypUrcnJy9+7da2trW7ZsmaysLJ7QcevWrRkzZuD+SldXl6mpKTs7e2lpaXl5OTc3Nxp0v379WkZGRkpKaunSpci/9PX1FRAQaGhoyM7Odnd3r6+vR2eoqKiQk5MTFBTs6Ojo7+9XUlLS0dFBD/3k5GRWVta0tDQI4atXrzg5Od3d3dHVwzAsOjp62rRp6enpVVVVM2fO1NPTq66uRueMiYmJiIj40R9q3d3dMjIyurq6aPPjx49LlixhZWVdtWqVjIyMjIyMoqLi0qVLFy1aZGVlRZuPM16MzCkyAGzh7+sU3X+rUywbBlG1wPR3c4qPQXArEMVYAFwKoPzn8OlXzin+c1G8e/fulClT/P390WZ8fDwrK2tQUNC//ugfjjt37gAAODk5P3z48NdH+vv7AwBiY2PRZnNz87FjxzIyMtAmhUKJiIhgYmK6ePEihDA6OpqNjS0+Ph5CSKVSRUVFVVVVIYR+fn4AgNOnT6MwVXt7e0hIyLVr177fF/znEKI41nxvUezo6JCSkrK0tESbAwMDK1as0NLSQj++oaEhExMTJSUlEok0MDCgqKi4ZcsWCoVSX1/Pz8+PfDWc3t5eDMNaWlpkZWU3bNiAjx/d3d05OTlpk/oePnzIwMBw6dIlCKGGhsbKlSshhKdPn164cGFJSYmysnJYWNjw8LCQkBBuWGFh4bFjx/T09NavXy8lJTV9+vRFixYhF9PX1xcAUFBQACFcunSpgoICesvNmzcZGBiWLVu2cuVKdXV1PT29tWvXAgD27dsHITxy5Ag3N/f06dNlZGRsbGyOHz9eW1v7nS7ymIHCp2vWrEGbjY2NcnJyqqqqiYmJV65ccXBwYGJimjt37t8+yMaMkezTXwHGA6A0gBoA2gJoCeApAJMAfAVgK2iA4GwnsHsJJLJQ9qkmyj5lEBnpaKP5uaPNV2afNjc3KykpmZmZffmSs7OzlJQUPoTq7+9fsGDBypUrKRQKiURSV1eXlpZGv8b/Ak+fPuXg4Ni9e7empqaYmFhxcTHa397eHhQU5OXldezYsQMHDqSkpEAIw8LCODg40CAbMTQ0dP78eTs7OwMDg6VLl3JwcDAxMcXExEAIW1paJCUlDQwMIIR37tzh4OBAUx6VlZWWlpZcXFxsbGyKiop79uy5ffs2ncxiEqI41oyBKEpLS5ubm6PNrq6u5cuXa2lpoRhpf3+/sbHxqlWrSCTS0NCQsrKykpLS4OBgY2MjHx+fk5MT7al6enra29ubm5tlZGS2bNmC73d1deXg4KD9Baenp//66683btyAEGZnZ8+fPz8+Pn7Dhg1WVlYQQkdHRw0NjRs3bggLC2dnZ0MI7969O3v27JUrV545cyY8PDwvL8/MzExcXBw9hpB3u2/fvpycnOnTp+OTlGFhYUxMTAcPHrx8+XJQUFBAQMDVq1dTUlKKiooGBgbq6+uLi4ujo6P379+vqqo6Y8YMWVnZH31msbu7G8WE0WZRUZGAgICPjw9+QFpaGicnp4aGBu52jy8jdYoMAIrRzCnaAug90vuU2gIaSODkb3WK7Hid4iRRjANAKQDVPs8pfmWdYltbm5KSEnoi00Imk3V0dFRVVWl/w1euXJk6dWpSUlJ2djYDA4O/v//YJ6CNC/fu3ZszZw6691taWhQVFSUlJdFwoby83MTEZO3atdra2hs3bjxy5AiGYb6+vtzc3LgoNjU1GRkZCQoKuri4hISEpKWlxcTEcHNzX7lyBR1w/Pjx6dOn5+bmqqmpLVy4EM2kDA8Pt7a2pqennz9/3srKSkpKipWVVVtbG+UxjC+EKI41Y+Mpbtu2DW12dXXJy8tv27aNRCJBCPv7+42MjJSVlUkk0uDgoKKi4qZNm4aGhgYHB01MTObMmYOSYlB6i5SUVFZW1qdPnxYvXkz7ZLly5cqcOXNcXV2R99nV1aWpqTlnzpznz59jGEYmk/X09Dg5Ofn5+ePi4iCEr1+/njt3LhMTE34SS0vLadOm4aHa58+fz5kzR0xMDC+Z8vLyYmdnX7hw4apVq1BaEITw7du38+bN27VrF56G8/jx4127dr1//76xsVFFRWXXrl24kXFxcT///POo7Ikfjp6eHikpKXV1dbRZXFwsKCjo6OhI++y4e/cuCwuLsrIyPeRJYhA6OTm7/Aow7s+eojWAB363SkYZBqLbwM6RjjY/4x1tgMjIKhkKn8OnX9nRBsMwd3f3yZMnX758Gf/N9Pb2xsbGzpgx4+DBg7RhVTT+kJSU1NTUXLRoEZ0MMr43z549Y2dn37p1K3o+QAjLysrExcXl5OQ+ffr0h28JDw+fMWPGy5cv0WZ+fv5PP/20Z88etNnf329jY8PIyIg8RQhhY2PjkiVLBAQEuLm5UYoNhDArK4uLiwsXTgjhunXrpk2bRg8xD0IUx5rvLYotLS1sbGx4akZHR4e8vLyamhr6xI6ODmVlZQUFhYGBATyyisbLNTU1GzduFBUV1dPTW7NmjbCwsLW1NZVK7ejokJSUVFVVxZM4yGSyn5/f1KlTly9fvnnzZllZWVFR0Tt37nR1daGnzI0bNwAASkpKXV1dEEIKhbJs2TIAAAq/QAhTU1MlJSUVFRUNDAw2bNggKCg4efLk2bNnP3/+HB1QWlrKy8sLAECyipOYmDh//nwJCQkjIyM1NTV+fn5jY2PkX16+fJmPj09JScnExGTr1q1SUlJGRkY/egFye3v7jBkz1NTU0Ob79+/5+Pjs7OxGDaiDg4MBANbW1vijf7ygQrjX0dmNAWDiNHWKpgD6fU60aQMtVHCiGex4CRY9+V3v06kio+sU939179P29nZHR8d58+YtWbLE0NBw69atsrKyYmJijo6OX2bqZmZmAgAAACipcmKDYVhWVpagoOD69etxRUTU1dUtXrx41apVHz9+/PKNhw8fnjRpEp5S3traumnTJh4eHpT+Ji8vz8LC8vPPPx89ehR/i4+PDwBAWVkZT3Rva2uzsbFZsGDBmjVrjIyM1q9fP3/+fG9vb3qIoBKiONZ8b1EcGBgICwtLTk5Gmz09PXFxcbGxsSgBjEqlpqSkREREDA4O9vX1xcXFxcfH42o3NDSUkpLi7Ox86NChR48e4SeMjIyMiYkZla3w5s0bLy8vZ2fn0NDQUTdPR0dHYGAgXvkEIczNzY2KiqLNBf0fe+cZ18Ty9fG9Ra96VS4ooGJDUBFRsaA0ERALIiKg2KhK71JE7B3FLtKkI4IIIh2kF0HBSkeKdAhJaKEE0uZ5Mbr/PMEuBsT9vuBDJtnZyWR3fzNnzpxTUVHh6upqa2t77ty5ly9f5uTkXLhwAV3MAADExMS4ubkNXhdsbGz08PA4ePDgxYsX09PTmd+qr693cXGxsLBwcHCIj4//1b1sAABkMtnT0zMqKgq+7OnpcXd3T0hIYPkt+vv7IyMjr1+//tHoJOzkfZaMvxAwg2mmaIuA0wgIex/RpqYfuVWOaOQjy4r+X5aMPxYxOBGwEgHrPoR5G6osGXl5eTdu3LCxsbG2tr569WpOTs5HPzYwMODj43P58uURFSToJ0GhUIKCgq5fv/7RiD8vX760sbH5aEdlZ2dfu3aN2asL7oZycHAwMzPz8/NrbW0NCAhAPXEAACkpKf/++6+zszNL8KyMjIyzZ8/a29ufO3euoKBg6L7cD4GJIrsZUZv3MTCGFgYAjjZ2B5lnisYIsEHAmQ+i2IpUA8S/CzHPR0SSmPMpEv8UYnAhYCUCZD+sKWL5FH91CARCQkKCuLi4jIzMSDDvfw2YKLIbTBQxRjE0AIxs7c7+hTCmM3mf6iDgyv/Mp3gKcqYG0cpHlj1Hxj+YhKTsQIoyERf8uA9h3rZ/MJ+anzjSh4nir0xMTIy4uPjOnTvR+B4jH0wU2Q0mihijGBoARjZ25/5BGEuYZoqO/8/RppKCeL9D9uUjy14g40MnISk7kMJMxIWALHrvaIPmUzTDRPEXh0QijYQoS98EJorsBhNFjFEMAwBHWztr5pmiCQKMEeD0fksGoxVpAIj7x8K8jRFicH9Q0oOY+RRjmMBEkd1googxiqEBoGdjd2kcApYyhXkzQMAlBEQi4AXCwCMt/ci5t8iufGRZITIuhAvJ2IW8ykRuEsYuer95X+mDKA6Vow0GxteDiSK7wUQRYxRDB8DK1u7oXwhj2oeZ4qAwb2/pyN0WZH8+sjQbGf9wDJL4fksGIsSYjAAxpjBv9j+8JQMD41vBRJHdYKKIMYphAGBnY3doHMJgninq/r+A4DiAXCEiJu837/+Bbt4fJ/Q+ILjKB0ebH9y8j4HxHWCiyG4wUcQYxVAB0LW1u/wXAqYxrSlaIeDc+9RRtFaknoxc+V+Yt6lomLe/FjGmIGAFAuQ/7FP8wTBvGBjfASaK7AYTRYxRDAMABxs7W+aZojEC7BFwCgGhH7xPARLYgZjmI0tSkHFRCBKrDAOCI0Lvkwyv/bBP8QcDgmNgfAeYKLIbTBQxRjF0AMxs7U4yrymaIUALAVcREPNhnyINOdeA6KGpox6rIaVZyG38+EWsYd4O/ljqKAyM7wATRXaDiSLGKIYGwAEbOyeWmeIhBJz830yxegBxr0R25yPL3nxIMvw6E7lFQBa9nylKfzCf/mCSYQyM7wATRXaDiSLG6OYI3KfIvKZogYDz/1tTrAWI98f2Kf4lxJiCgOUIUPhgPj2N7VPEYDuYKLIbTBQxRjE0APRZZoqmCNBDwGUERL33Pm0dQM5UInvzkWWvP8wU32QitwjjFr33Pt2GgIMIWIPNFDGGA0wU2Q0mihijmI+sKQ7ap1hBRfzrEW24phg2HklSQ0ozkdt4ZBFjMgJWM+1TtMbWFDHYDiaK7AYTRYxRzEe8T00RoI+ASwiIQsALBOCRJoDc7EDM8pElyci4KASJ2YrUZCPuhH+E3ke02fohog3mfYrBfjBRZDeYKGKMYj6+T9EUARfexz6ltyJNZORiGaLxfp/iFCRzF9ynOGYRYyoCRBGw6cOaIrZPEYP9YKLIbjBRxBjFMACwtbFzYPE+Pfz/smRUMJC7BMTwfUSbP9GINojQ+ywZkh/Mp45YRBsMtoOJIrvBRBFjFEMHwNrW7ghzlgwzBGgj4Or/8im20hEnHGKQjyzNQsZHjEES3sc+HS/Euk/xEBb7FIPtYKLIbjBRxBjFwCwZzv8ggDmfoi0CTiMgDAEvESoeqelHbpUjGvnIsiJkXDAXkrELeZmJ3CT8sYjBiYCVCFj3YZ8iliUDg/1goshuMFHEGMXAfIoHmWeKxgiwQcCZD6LYilQDxL8LMc9HRJLgPsWtSG024k74U4jBhYCVCJD9sKZ4CnO0wWA7mCiyG0wUMUYxNACMbOzO/oMwljB5n+og4Mr/smTgKciZGkQrH1n2HBn/YCKSsgMpykRc8OM+hHnb/sF8an7iSB8mihjsBRNFdoOJIsYohgaAka3dub8QxgymmaLj/3O0qaQg3u+QffnIshfI+NBJSMoOpDATcSEgi9472kh8cLQxw0QRg+1goshuMFHEGN0csbE7yLymaIoAEwQ4ISASAS8RgEcaAeLWhZjnIUuSkXHRCBKjhNRlIx6EMUKAGwHLEbAZATYIWIOYncLCvGGwHUwU2Q0mihijGCoA2rZ2V/9AwIwP+maMAEMEXENADAKKENCLEBiIGxExr0WEi5GxjziQJ3uR4jzkNvhLCExBwFIEbEWAHQLWICb6xw9jjjYYbAYTRXaDiSLG6Ga7tcV2BLmMIF6CiNfCP7yFkeuiiMvmP7yMEC9T5MId5Ij3H3qXkGVHEE5T5E/jMcghEcTOYqzGxb8FAhDEZSxyXfhPn5WIHwciYnnYisagD/cXwvi9wESR3QyJKNbX17948YJOHynPi46OjqdPn7a1tQ13Q95DIpGePXs2ctoDAEhKSmpvbx/uVryHTCY/f/68trZ2yGsuKihKCIy7FHTjsrv77VD/a553bnl4n3b1d/N297sSeO6y+2X3QE9n9/P+/u63vD3P3vHz9PW4fjvQ3dPGzOiEo41/gOvlq6e9fG+43vH18b/x+uWTmppaHA435O38IuXl5cXFxVQqlf2n/igEAiE/P7+zs3O4G/IeHA737NkzCoUy3A15D4lEysvLG5JL5cuiWFhYaGJi4ujoaGtru2/fPmNjY1tbWzMzMysrq56enh9vwe/GkIiir6+vhobGwMDAULXqBwkMDNy4cWNpaelwN+Q9RUVFioqKOTk5w92Q99TX16uoqCQmJg53Q97T0tKyadOmq1evDnnNz54+q6uo+44DDznan795bnB5TExsfX39D7frmzl+/Li1tXV3dzf7T/1RgoKCFBUVKyoqhrsh70lLS1u7du3IsXg9f/5cVlY2Pj7+x6v6sih6eHggCKKgoHD48GErKys9PT1HR0dDQ0MHB4cRNRL/VRgSUfT09FRWVh45ohgREaGiolJcXDzcDXlPQUGBrKxsVlbWcDfkPVVVVSoqKtHR0cPdkPc0NDSoqKh4enoOec3t7e1U2jfPrsh95P1G+81PmbOUMxigtbWVQCAMUeu+gUOHDpmYmIwcUQwODl6zZs3IaU9SUtLmzZvLy8uHuyHvef78+Zo1ayIjI3+8qi+L4u3bt+fMmfPq1atPVdHa2orD4drb21+9ekUmk9Hyd+/eFRYWvnv3bvAh/f39lZWVhYWFcPZdV1fX19dHpVLr6+ubm5tRq2B3d3ddXR3LDL2qqqqoqKi1tZW5sLOzEx5IIBBKSko+etLW1tbi4uKysjKoJXg8vqysjNkCSaVSq6qqWGoecoZEFL28vFRVVUeOKIaEhCgpKY2cmWJhYaGCgkJ2dvZwN+Q91dXVqqqqsbGxw92Q9zQ2Nqqrq3t5eQ13Q97T19dnamJ6/sz54W7I/3B0dDQ3Nx85IuTr66uiotLV1TXcDXnP48ePVVVVm5qahrsh78nPz9+wYcPjx49/vKovi6KLi4uAgEBZWdlHj+/o6Ni3b5+YmNi6des4OTmhwaqkpGT//v0CAgKLFi2aN2/ewYMHq6ur4efpdHpYWNjGjRvnz5+/cOFCVVVVS0vLFStWFBcXd3R0qKio6Onpoc/6tLS05cuXp6enw5fV1dUHDhwQEhJasGCBsLCwpaUluiji5uYmJCRkYGAgKSk5d+5cHh4eKysrVN66u7sPHTokLCwsJCQ0b968jRs3FhQU5OTk8PPze3t7o98lJydn6tSpt2/f/rEu/QKjUhT9/Pw2bNjwqYuE/WCi+HlGoCiamJicOXNmuBvyP0aaKPr5+SkrK48cUXz16tW6deuIROJwN+Q9+fn5ysrKaWlpP17Vl0XR09OTg4Pj5MmTrq6ubm5uwcHBly9fvnfvXm9vLwCAQCBs2rRpzJgxHh4eRUVFnZ2dDQ0NkpKSampqL1++bGlpef36tays7Pbt2/F4PAAgKSlpwoQJ2traT58+LS8vP3LkCIIgkyZNqqioIJFICgoKqqqq6OJ2SkoKDw/P/fv3AQA1NTXy8vJqamrFxcXNzc0xMTFycnIqKir9/f0AgIsXLyIIIicnl5aWVlhYeO3atX/++efw4cMAAAaDYWdnhyDI7du3S0tLnz17tnbt2mXLljU3N6urqy9fvhyuzZLJZA0NjWXLlv3ssc+oFMXY2NgdO3aMHPMpJoqf5+eJIpVKZTAY33rUZ0SRRqMNRbu+GUwUP09OTs769euLioqGuyHvefnypbi4OJvMp97e3uPHj1+1apWKisrmzZu3b9++YcMGLS2t169fAwB6enqUlZVVVFTQa9fLy2vixIkODg6PHj2KjIwMCAiwtbUdO3ZsXFwcmUxWUVERFhZuaWlB6z948CAXF1dmZiaJRNq0adPOnTtRUUxNTZ05c2Z4eDgAwNPTc+zYsYcPH46Pjw8JCQkJCbGxsRk3blxUVBQA4OLFi5MnT0bnzm1tbUuWLFFTUwMAVFRU8PPzHzx4ED1jVVXV1atXm5qa4NTQw8MDAJCZmfnnn3+ePXv2x/v084xKUfT398dmip/h9xHFJ0+efIeH5KdEkUqlpqWlNTY2DlHrvoERKIpbt24dOaIIzacjx9EmLy9v69atbJopurq68vHxJScn0+n0gYEBGo1GJpMZDEZfXx/4IIrbt29Hr57Tp09zcnJKSEiIiYmJi4svW7Zsy5YtqqqqCQkJRCJRQkJCRUWF+UwBAQEzZ87Mzc0dLIpPnjyZNWtWREQEAMDe3n7MmDFSUlKrV68WFxcXFhbetm3bjh07oCg6OTlNmzYNnak0NTUtW7ZMQ0MDAJCZmTljxgxYCQsMBkNdXX3t2rXt7e3W1tZsmCaCUSqKwcHBW7ZswdYUP8XvI4rQAvStm4U+JYp0Oj0jI2NYpiOYKH6eoqIiKSmpYXEM/ij5+fkbN25MSkr68aq+LIpubm68vLzowh4LOBxOWlpaT08PtZncunVrypQpmZmZ6GfIZHJOTk5NTQ2FQrGxseHn50eXGAEABw4cmDp1anl5eVdXl7y8/O7du9G3vLy8eHl5Hz58CAC4efPm33//nZGRgb7b39+fmpoKlxUvXbo0adKk/Px8+FZjY+PSpUt37doFACgpKZk9e/bRo0fRA6uqqmxsbPLy8gAA9+/f5+HhOXHiBB8f3/Hjx7+h576XUSmKUVFR6urqJSUlw92Q92Ci+Hl+nigSCARmb7uv5DOiiMfjh2U/7ggUxRFlPk1JSVFSUho53qcvXryQlJSEc6Qf5MuieP36dV5e3tzc3I8e39PTs3nzZkVFRRKJBEuampoUFRUXLVrk6uqak5MTFha2fv16aWlp6BFaXFy8atUqUVHR6OjoV69emZqacnFxTZ06tbi4mEajWVlZ/fvvvy4uLllZWb6+vgICAmPGjIHm09bWVkVFxQULFly+fLmwsNDHx0dWVlZOTg7q65kzZzg4OFAX2fr6+vnz56uoqFAoFBqNduLEialTp5qbmyclJYWFhcnIyMjIyNTU1AAAqFSqkpLSP//8M3PmTPY800elKHp7e69fvx4zn36K30cUvw/M0eaLjDRRzMjIUFJSGjlb1fPy8lRVVZknY9/Nl0UxIiJixYoVn9ry1d7evmfPHgsLC+YHdEdHx4kTJ9avX79o0SIJCQlTU9Nnz56h79bX11taWsrJyUlKSq5fv15XV3fevHkvX76ErbGyshIREVm2bNmhQ4dcXFyUlJRSUlLggc3NzSYmJmvWrJGSklqzZo26ujo8CgDg4+OzYsWKgoIC+LKtrU1dXd3W1hbOXzs6Ou7evaukpCQuLi4tLW1qaspsJo2NjR07dqydnd339uG34erqqq2t/YPBTUaaKIaHh6uoqGAzxU9RVVWlpqYWExMz3A15T0NDg5qaGiaKn2EEiuKIMp8WFBRISUmNnJlifn6+jIxMXFzcj1f1ZVHs7++vq6v7lA8YnU5vampqbGwc/IG+vr7KyspPbbyFOwupVKq/v//s2bNfvHiBvtXY2IhO49ra2uDiJUp7e3tLSwtLtSQSCYfDMcdkIhAILCF/GAwGDodjDjjAYDAGBgZOnjw5ffp06DfEBlxdXQ0NDaHT7Hfj5+cH3YhGCPHx8Tt37nz79u1wN+Q95eXlGzZsePr06XA35D04HE5VVTU1NXW4G/Ke9vZ2TU1NX1/fn1H5d3ifUqlUc3NzJyenIaltSDh27JilpeUP3qdDSGBgoIqKyneYpn8SKSkp6urqzC6Tw0tpaen69euHJKINDodTU1Mbztinrq6unJyccIWPzfj5+UlJSU2aNAk6oLKHixcvamhovHv3Do/HNzY2EgiEmpqampoaAoHQ2NiIw+FaWlqamprweHxdXd27d++IRGJjY2Nra2tzc3NzczMej29oaDh//vzGjRurq6vxeHxTU1NLS0tra2tjY2NVVRWRSGxoaEDLYW2VlZVEIrG+vp75LM3NzRUVFWh5Q0MDPAsOh4PlDQ0NsBzW1tra+vbtW1hCIBDq6+vhV2hra7t586akpGRubm5zczP8AJFIrKiowOFwzc3Nra2t6CGwvLm5uaWlBYfDwR6A5ZWVlcxtht+USCRWVVXBHmApr66uhm2APQN7gEgk1tXVxcfHS0tLR0dHw8gS39fP9fX11dXVLP35Hf3c0tJSUVGxePHi2NhYuGfp+/oZj8e/ffsWvWzQsxAIBFiOdg567Nu3b1tbW1nK29raioqKVFRULly4gMfjWdoM+/m7r43c3NzU1FT012TuZ/TXRGtDf7WGhoYdO3YYGhrCEuYGZGRkpKWlsRwCq3r37l1dXR36EzD/0LW1tQQCgaUBtbW16AWAnmXwDw2vYSMjI11d3fr6eljnd/QzvNThWb54C8DPf6rTamtrXV1dJSQkSktLW1pa0LOgtcHLDHbm4BsKh8MNvqE++tPU19d/TT83NTXFxsZKSEgUFha2tbV9dz/DNjc0NAy+oeBZvvLB1dbWlpaWJiYm5ufnh8PhmO8OlssJ/XU+dT23tbVlZWXJy8v7+fmxPLrZJ4pVVVXe3t7Dsgn05cuXly5dSkhIYOdJY2NjV65cqaWlZWxsvH//fhMTE21tbW1tbRM56IM9AAAgAElEQVQTk/379xsaGhoYGBw4cMDY2FhHR0dTUxOWGxkZ6evr6+vrGxsb6+npbd26df369To6OsbGxgcOHNDX1zc0NNy/f//evXtNTU319PRg5QYGBrC2PXv2mJqa6urqwnJ4Fn19/d27d6Plenp68CyGhoa7d+82MTHR09ODf+FZmMuNjY3R2szMzBQVFSUkJBQVFfft2wcbYGJisnv3bkNDQ319fSMjI/QQU1PT3bt3w+8C24yW79mz58CBA7DNsFxPT8/U1HTv3r2wzfr6+gcOHIC1mZqa7tu3T1dXF+0ZIyMj2J+wf4SFhbW0tAwNDeFZvrWf4TMR/TpGRkbf3c8GBgZ79+6VkJBQU1NTV1f/7n42NjbetWsX+j9LOfz6sNPQOuFPgHYaLDczM9u1a9fq1atVVFSMjY2H6tqAbXBxcTlz5oyZmdmePXtY+hn91dDa0F/NyMhIVlZWVlYWngJtgIWFhZub2+HDh3V1deEFgF5OJiYmmpqa6C1gYGCA/tBaWlra2trMXwf2jLa2tpaWFnoBMP/Qmpqa6A+tr69vYmKyefNmUVFRXV1d2Pjv6GdYDr8Lyy2wZ88efX19tM3MlzrsTJZO09bW3rFjh5ycnJaWloGBwbfeUIPPwvzTfOaG+lQ/HzhwYN++fatXr4Y3AssP/dF+hq1i6WfYZj09vcE3FPONNvjiZL5oYeM1NDTExMQ0NDQMDQ2Z7w6W6xn9dT51PZuZmamrq2/evHmwXQfLkvET6ejogOMXOPBpbW1lfvmpchwOh/7T1tbW2dmJvouWs3werQ2Px39lOfz7TeXNzc1tbW0kEqmhoQEd/36+EuY2s5Qz9wDaD4N74PPlMGAmbMCP9PNXln++n+EpSCQSnJV+dz8PVTkctpNIpLa2to9+5ruvjebm5p6eHhKJxPzrfOWv2dnZ2dnZyXwI7OTe3t6urq4vXgBD+0O3tLTAmxSdAw357/L5zhlcTiQS0Vv+o7UNyVm+vp/hJcT8Bb+jn794Q339jUYgEEgkEoFAGPy9PnXIR38j9O4Y7POMiSIGBgYGBsZ7MFHEwMDAwMB4DyaKGBgY3wwej2dxF/8R6HQ6DocbOVuPMH5nhlIU6+rqYPTw9vb2pqamIUzWPHIcpjEwMAAAubm53xHm7VPQaLT09PSRE0sM43dmyEQxJCRkx44dMBhbeHj4unXr0B33P0JbW9vRo0efPHny41VhYGAMFTk5OUO4wZxGo5WWljY1NQ3XbkUMDJShEcXi4uJFixZ5e3vTaDQGg+Hm5sYSFvUrGRwZ4PHjx+PGjRs5cbMwMDAAAPBOH9o6R86OdYzfmaERRQsLCzReH4PBuHHjBj8/f0xMjJeXl7W19YkTJwoLC5k/393d7eLiYmVlderUqaCgINTQWllZefny5YCAgHPnzp0+ffrq1atr167966+/pKWlXV1dY2JijIyMDA0NdXR0TE1NDQ0Nrays7OzsGhoahuRb/KI0NDQwR1itr6/Pysr6zfuEme7ubjRgLwCAQqEUFhY+efKEufA3h0AgsCx2kMnk+vp6TKUgRCKRebze2dn55MmTkRMBeNihUCgsocfy8vKqqqqGqz0/yP8TxZaWluPHj9va2tbV1aGFaWlphw8f/sw3fP36NS8vL3Mi+8jIyEmTJq1cuXLbtm1GRkYLFy6cNm0aGq3u5cuXGzZsWLJkya5du3bs2MHPz79161bYpwUFBQICAhMmTFBUVDQ1Nb1w4cLOnTsnTJggJSXl7OwcGxtraWmpqam5f//+M2fOyMrKIggiKio6chJgDgnMQew+T1tbW2Bg4Lp162B2MTqd/vDhQzk5OW1t7Z07dx49enQIl3V/Rchkcnp6upSU1PXr1wEAdDr9/v37e/futbCwUFdX37VrF3PQwdHEV87h6HR6ZWUl3KXOkhzRz89vzpw5Iyeo7LBAo9G6u7u9vb0lJCTQ9c709HS4Gx1uA//B4MYjk6+3AQwMDERGRqqoqNy8eROWvH792szMDO6mt7e3HzlBXL+e/yeKPT09p0+fRhDE3d0dLQwICFi1ahXMffFRfHx8/vvvPzTZE4PBuH379sSJE8+fPw9LGhoaBAQEdHV1AQB4PF5KSkpZWRmd3BQVFfHz81tYWAAASktL586du23bNnSImpSUNGvWLDSrMEpRURHM4Mis3786WVlZdnZ2lZWVzIUNDQ2XLl3S1NTcu3fvmTNn0LijVVVVxsbGmzdvlpCQgEEZYHTskJAQOp2en5+voqIyOILRLw0Oh3N0dGROKwYAoNPpDx48gHE9LC0t0fgUbW1tDg4O8vLyCxcuvHHjBoPBoFKpTk5OUVFR0D3E1tZWVVV1NM0X6XS6k5PTpUuXWPxC8/PzDQ0N9+3bp62tfefOHah/MByxhobGqlWrduzYwfxw9/PzW7169aJFi3Jycj51rrdv3w5h5gQYr7i1tXWoKvwUcXFxx48fZxl31tXVnTlzRkdHR09Pz9nZGfchlvLLly8tLCzWrFkjIiLS3NwMAKiqqoKxZGHIN0dHx+fPn//sNrOTkpKSY8eOsdxibW1twcHB8BFkYWGBeng0NjaeOHFCSkpq8eLFPj4+sBAGORoYGKirq1u7du2QJD5kM6zmUzqdrqOjIyAgALNgU6lUDw+PrKysz6RAMjc3X758OZo1m8FgeHh4zJ49G816SCaTxcTElJSUAABVVVW8vLxz585VU1OTk5NbtWqVrKwsNze3goICAKCsrGzWrFnm5uZo5XFxcTNnzmSJiR4UFDRz5kwTE5ORkw/6ByGTyZ6enhMmTJg1axaaAwQA0NraKiIiMmXKFGNjY3t7+yVLlsydOxdmzmpraysuLs7NzZWTkwsNDQUAREdHb9q0CQ5pBwYGzM3N2ZYShA0kJyevWrUKQRBPT090JNvf33/o0CEeHh5NTU0rKysZGZkpU6bcvHmTwWCQyeQ3b97U1taeO3fu1KlTLH6SPT09Ojo6p0+fHjWOzXDOhyCIlpYWKop0Oj0sLGzmzJkSEhKHDx/eu3fvX3/9deDAATKZTKfTKyoqamtr3dzc9PT08Hg8POTx48fKysopKSnm5uYsD0dmUlJShtD7lMFgPH/+/KdO3Ht7e319fceOHcvJyclsC62rq5OUlBQUFHRwcLCxsZkzZ46kpCQ0jba3txcUFLx9+3bjxo1w8B0aGrpu3ToHBwc7OztNTc2IiAiWGfavC41Ge/DgwaJFi8aPH88cI5tOp2toaHBzc+/fv9/BwWH58uU8PDyPHz9mMBidnZ0FBQX19fUmJibOzs7w8zk5OWvXrt27d6+ysrKqquqwxPX8QT6yppibmzt16tTr16/TaLTHjx8nJiYCAD5z9Ts4OAgJCTHbV4ODg2fOnIneUSQSaeXKlSoqKgCAqqoqHh6erVu3RkZG3rx5093dPTQ09NGjR8nJyQCAkpKSmTNn2tjYoFXFxsbOmjWLOWzpyZMnJ06ceOLEiR/96iMGV1dXeXn56dOnL1y4UEREhNkafOHCBQ4ODvRhARMp6+jooIP06upqNTW1Bw8eAABCQkJUVFTg6IRMJpuZmTk4OLD92ww95eXl6urqs2fPXrp06dixYx89eoS+lZaWNn369KtXr6KGYhUVlVmzZqGZgBgMhpWV1blz55gv4IKCgj179jg4OIyOQRWRSLx48SLsnylTphgZGaGGlpqaGhERkc2bN6Mlrq6uEydOvH//Pnq4i4uLtrY2fHilp6dLSkr6+Pi0tLTIy8t/JlxwSUlJTU3Np5LqfCt0Or2goIA50dsQQqVSvb29ZWRk5s2bJyAgsHDhQrTZVCp1//79HBwcqHkmLy9v3Lhx9vb26MCro6NDQUEBjjWDgoKWLl0aFRXV399fUVGxZs2ayMjIn9FmNpObm6uqqsrNzb148WIODo6QkBD0rfDw8EmTJqHW0a6urk2bNklISKCjqI6Ojv3790NR7OvrMzMzc3JySkpK8vHx0dLSunPnDvu/zg/ycUcbLS2tqVOnhoSEMPfOp/D09Jw8eTKanZjBYFy+fJmPjw8Vxa6urhUrVqioqEAbvZqa2po1a0pLS9F3ra2t7927BwAoKSnh4+OztrZGK4+MjOTi4oLPQQKBYGhoyKKRYPiSzgwVx44ds7e3Ly8vv3LliqCgILMoKioqysvLM3/Yyspq7ty5MOUyAKC0tFRRURE+4/Ly8mRlZeEPUVVVpaSk5O/vz8bv8VOg0WgBAQE6Ojo5OTmPHz+eNGmSp6cnfItOpzs6OvLz8+fn56OiePfuXV5eXtTC09vba2pqiooinDmZmZlFRESMmjliYWGhrq5uYGBgS0uLnJyciooKOmZKTU2dPHnyrVu30A93dHTMmzfP1tYWLbl+/bqmpmZHRweNRrt27Zq8vLytra2+vv7UqVM1NDTQZ99genp6hnCmOIShAFggkUjHjh07fvx4eXm5lZXVggUL0Kulvb199erV2traaNwAGo1mYGCwYsUKVKHxeLysrCxctkhPT9+3bx+cR5LJ5HXr1gUGBv6kZrOT+/fva2lpFRUVxcXFTZw4ET6NIQcPHuTj42POxHft2rXx48fDaQwAoLm5ee/evfAaKysrW7VqFbqEcfjw4W3btrHxewwNHxfFtLS02bNnW1pafo2nRmFhIR8fH3OONB8fHy4uLrRrSCSSsLDwpk2b4GMoPz9fSkrqv//+g4scS5YsERcXh0pQVFTExcVlZmaGVlVQUDB37lwRERF7e3s5OTkEQYSFhR0cHMzNzXfu3GlmZmZra/v8+fOurq7Dhw+HhIR8vZfKCIRFFGk0mqCgoKmpKfNnrKyshISE4H5QAMCLFy9kZWXhKIHBYJw6dWrjxo0ODg5ycnJGRkYjJ1/2j4CO6xMTE7m5ud3c3OAwiEajWVtbi4qKMq9Fpaamzpgxw8XFBb6kUCi2trbHjh1jMBh0Ov306dPTpk0zNDS8cePGyZMnk5KShuqxPoygg0ISibRq1ardu3ejAgN3NDG7CLS1tYmLi+/atQst8fX11dLSgn1Io9HodHpPT09BQYGCgkJMTMxo6h8AgJmZmaCgIPpYKy4uFhQURE1/kMOHDy9duhQdd+Lx+NWrV8P06QwGw8nJae/evZcuXYLpHUZOduIhITY29t9//2UWxd27d0tISDAPWQICAjg5OVFjQ3Nzs46ODpwR0mg0X19fRUXFo0ePHj58eMeOHenp6ez9BkPAJ7dklJeXM48OPgOFQjEyMlJQUIDhbGg0Wn5+vr+/P3MqWm9v76ysLPQGa2trCwsLc3Z2vnLlSmBgIPpQa21t9ff3T01NZX6al5aWOjk5HT9+PCAg4MKFC87OzocOHTp9+rSDg8PJkycvXLiAw+H6+vo0NTW1tLR+ab8JZ2dnFlEUFhbW19dn/sz58+dnzpxZUlICX/b29r569QrmagYAkEikvLy8+Pj4x48fjz5/+vj4eC4urocPH8KXNBrN0tJyxYoVzO7g6enpM2fOZDbawOxuAAAGg5GVlRUSEnLv3r3AwMDQ0NCcnJxRsyYEAMDj8StWrNDQ0IB3IvgwjGB+xhGJxNWrV+/btw8t6ejoePv27eAQa6WlpZ/pnK8cfcIp4BeVFbpBfU2FP4ipqSmzKBIIhNWrV58+fZpZOB0cHJYsWYKKIpVKLS4uRh8sdDr91atX/v7+iYmJoy8uXXR0NIso7tixQ1paGr2iAACJiYnjx4+PiYmBL2k0Wm1tLepTAgB48+ZNXFxcUFAQc+EvxJBt3hcTE7t58+ZQXdnfOj7t7++/fv36pUuXfum5EYsoAgAUFBQUFRWZP3Po0CF+fv5fdw/QjxAXFzd16lTU0YZOp588eXLRokXovBkA8OTJk7lz56K2nS8yCmZCKAQCYcWKFQoKCqgffGxsLAcHB1xyhuBwuDlz5jg6Ov7gud6+ffs1AWiCg4MdHBy+aHCi0+klJSVscMpgEcWenh5paen9+/ejDy4Gg2FkZCQuLs4GV9gRSFRUFIv5VE9PT0REhHmtAa4y/opupV/JkIV5CwsLMzY2bmlpGaoKv4n+/v7s7Gx0cPeLMlgUjYyMBAQE0FFqX1+fpKSkmpraKDPafCUJCQnc3NxeXl7oszgjI2PixInMznJGRkaTJ09mlsnfBzhT1NPTQ40EVVVVoqKiRkZG6Gfi4uL++ecfX1/fHzxXcnLyF71P+/r61NTU5syZgzoQfArofTokgSE/D4soUqlUIyMjISEhNNhFTU3N/PnzTUxMfnZLRiaRkZEsM8W7d+9ycHA8ffoUvqTRaLt3716wYMEoHpcPZUDwgYGBofJG+z25cOECHx8f85YM6G66atUqLy8vDw+PLVu2cHNz/7ZbqkNCQv7880/meQ+JRNLQ0Jg+ffrp06e9vLxsbGwmT57M4mv6+9Da2rp48eKNGzcyLyLcvXt3/PjxWlpaXl5eJ0+e5OXlVVdX/3G7X21tbX19/ef7OT09/b///kMQ5Pjx459/MjAYDFjhD7bqi+jr6/Px8THPXHNycvj5+Tds2ODl5eXp6bl27dp58+ahboO/GxEREX/99Rez9xCFQlm/fv3s2bOdnJy8vLx27Njx119/MYdqGX1gqaM+Ao1Gc3Fx8fX1ZaeDIp1ODwoKMjExYTHEP3/+XEtLS0JCArrJfWY/9agnPz9/27ZtLKbR1tZWT09PRUXF1atXq6qqhoeHD1fzhp3+/n5dXV1ra2tmtwgajRYTE6Ouri4mJrZu3bqLFy+yZ+sYlUq1t7dHEARBkNmzZ4+Q4EG3bt0yNDRkWeUpLi42MzOTkpISExPT1NRkiUn5W/HmzRtpaWkYIQulubn5xIkT0tLS4uLiioqK/v7+o89fgRn2iSIej/fx8Rls14LBybKystjWks+Tlpa2a9euuXPnWltbwxXKpqam0NBQ5qXmnwSVSv3UgJpCoYy+Vf3vgEqlfnR2QqfTsf4BAPT393+qHwYGBtjpm11UVMTHx4d84OzZsyNh6xSVSv1UJ1CpVOwSotFovb29H73FKBQKhUL5HWww7BPFjIwMDg4ONBoQCoVCmT9/vrS0NNta8hn6+/sfPHgQEhJiZ2d37NgxuHTX1NS0cePGH/dNwMAYNXzx4ejs7IwwsXDhQtRH+lP80vupMEYN7BPFJ0+ezJw5MygoiKWcRqOJiopu3ryZRqO1t7e3trYSCAQCgYDH44lEIpFIHCqneSKRyOy739XVFRkZ6ePjExMTExAQEBUV9eDBg/LycviunZ2dpaUl6sualZW1ePFi5lgqGBi/M9XV1Tgc7lOTv6qqqoULF0pKSi5YsEBISEhBQYGPj+/s2bOfMrvRaLRnz55hqV0wRgLsFkXm+FIoK1euhKLo5eW1Zs0aCQkJCQkJGRkZWVnZ5cuXq6urD14FuXHjhqampo6Ojrm5+cGDB7W0tHR1dW1sbHx9fQeHxoiIiFBTU5OSkpKUlFRRUXFzcyORSDU1Nbdu3YKZrZycnI4dO3b06FHU89PW1hY1nwIAGAyGlpbWpk2bvnLvJgbG6CY1NbWqquqjoshgMDIzM2HsvZCQkP379xOJxLKysrt3734qpwSVSk1NTWWDow0Gxhdhnyg+ffqUh4dHSUnJ2tra8gNWVlbm5uacnJx79uwBADQ0NERHR8fExCQlJT169GjNmjX//vuvn5/fYIcXf3//HTt2mJub29vb6+vra2pqHjx40NbW1tfXl2U0+uDBg/Hjx9va2j558iQjI8PR0ZGbm/vWrVufX+EwNTU1MDBg3vkQGhrKycn5mWiQGBi/DxUVFZ9xQ0MNodHR0du3b0dT2XzqpqPT6fX19b/0JmOMUQP7RPHZs2dcXFzi4uKmpqbGxsZGRkZGRkYmJiaGhoazZ8/W09Nj/jCBQNi3b5+YmNiPbxGNiIiYPHmyiopKYGDgixcvcDhcfn4+c7Sdj/Lw4cOEhARm1+3s7GweHp4LFy78YHswMH4fAgICNm/e/JkAqhgYI43hX1MEAKxYsUJOTg59WVZWJi4uvnTp0uLi4k/VdubMmXXr1snJycl/QE5OTkZGxsXFZbALWWxs7Jo1a2bPnj19+vTp06fv2rXrO7b6vXv3TlhY2NLS8lsPxMD4bfHz81NUVGRJy46BMZJhtygyx0qA0Gi0VatWaWlpwZeZmZmCgoLy8vKf3wrz+PHj27dvu7q6un3A1dX19u3b2dnZLLsaGhoaAgICOjs76+rqkpOTvb29ZWVlBQQE0PChX8mrV69gRq1vOgoDY7TyNVssfHx85OXlvzJk2kjYs4GBwT5RzM7O5uXlHZxphUKhLFu2TFVVlUKheHh4zJ07V1NTs6ysrK6urqGhoaKi4gf3GhcVFfHz80tJSRUUFDQ3N797905FRYWfn/9bt+jGx8dPmjQJpvPFwPjNqaioqK6u/uLGjJSUlJMnT37RgZzBYJSWlmKONhgjAfaJYk5OzuLFiweL4sDAwLJly3R1dcvLy4WFhceMGbN69WoZGZmFCxcKCwvPmTNHXV39B0+dlJSkrKwsJCQkJCQ0b948BQWFxMTEr8mKhUKlUi0sLJYsWfKtcd9JJFJDQ0NxcXFjY2NDQ0NhYSF7hsMVFRXh4eExMTHNzc1sOB3G70Zra+sQxnui0+k4HA4LEvndkMnkoqKi6urqioqKysrKlpYWBoNBo9HKy8uLi4s7OjqKiooqKyupVGp+fv7XOGrgcLjExMSvf3q8fv06NDQ0OTl5FKSdYZ8o9vT0VFVVDd7SwGAw4J6n7u7uwsLCN2/e5Ofn5+TkvHjxIjc3d6jCBNPp9NLS0jdv3hQXF39HbJo3b96Iiop6eXl964EEAiEtLc3IyGjhwoU2NjaPHj362aJIJBLPnz+fmJiYkpKyZcsWY2NjHA73U8+IgTH6oFKp9+/f/2LAgZHAwMDAmzdvPD09169fv2zZMnd3d2gG6+7uvnv3LsxZe/Dgwfz8/L6+Pmdn5/Pnz3++wvb2dhMTk//+++9rAo29fv364MGDVVVV9+/fX7VqlZOT068eBA6LffplSCSSpqbmzp07v28ky2AwXFxc/vrrr8ePHw952wZz8eLFmTNnQm+jrq6uqqoqLHgVBsY38e7dO1tb2ylTpjx58mS42/Jl4KSwr69PQUFBXFwcTVUEE2t7eXkhCBIREfFNFd66dYuTk/OLokgmk1VUVJSVleHL0tLSUZByCxPFL1NdXX3hwoUfsUN6eHhMmjTpMzcYkUh89uxZfn7+u3fvYMnAwEBmZmZ8fHxubm5/f397e3tcXFxiYiIcujIYjFevXj1+/Jg5Kc/AwEBJSYmCggIXF1d6ejrM7UImk9va2rq7u4uKitCNKEQisaSk5Pnz5ywT966urtLS0oyMjNLS0qampoGBgd7e3qysrNzcXBgSoaamJi4urrq6Gh0f4HC4t2/fPnv2DDWbkEgkOO/v6urKzc1lmej39vaWl5e/fPkSLhU3NzcnJyc/fvw4JycHzuDb2trS09PT09NHgR1mhNDd3d3R0QH/J5PJtbW1lZWV7969q6qqamlpaW5uhksJVCq1sbGxqanpO8Kt4fH42trawV6mBAKhvr6eJfU39Hr76A1Fo9GIRGJ7e/unVispFEpzc/NQBSLu6en5aDiOysrKkJCQzZs3/xKiCBkYGFBSUtq+fTtL9JKwsDAODo7o6GgAAIVCIZFILF+5trY2Ly+vtLS0vb29q6sLXgx37tyZPn16ZmZmbW1tSkrKR61NfX19KSkpgoKCO3bseP78eVNTEwCARCJ1dHQQCIQ3b96gAtnc3Pzq1avCwkKWAToej3/z5k15eXlTU1NzczP89VNTU6EXJJVKff36dXJyMrNbSUtLS35+flFRETofhQ8cMpmMx+MzMjLKysqYT9Ha2lpSUvLixQu4C7aysjI6OjopKamoqAg2prGxMSYmprCwEH2mYaL4ZX7c4Onu7j5p0qTMzMyPvpuQkGBlZZWRkREVFaWsrGxhYdHe3t7Z2enh4TF+/Hh1dXUSiYTH462trceMGXP58mV4VGZmpqmp6evXr9F62tvb8/Ly1q5du3DhwsTExLKyMhKJpKurKyQkdOLECUNDQ0NDw+7u7oSEhMuXLycnJ1tbW4uKisbGxsIH0JMnT+zt7aOjoxMSErZv3z5r1qyysjI8Hu/g4DBjxozU1FQAQElJybJly6Slpdva2uh0+t27d69fv56enu7g4CAjI3P//n0ajebv7z9//nwDA4OgoCBTU1MRERFHR0eY9ra4uPjQoUNRUVHu7u5iYmIhISHd3d2XLl0aO3asqqoqvIVwONyhQ4euXLmCZsrF+BGSk5PXrl178eJF+DI1NXXBggXc3Nxz5swREBDg5+ffuXNne3t7dXW1mpoaNze3kJDQtm3bUlJSvrL+ysrK48ePQw+AxYsXX7lyBSpWTU2NgYGBiIjIjBkzxMTEYmNj4X2UkJCwcuVKISGh+fPnm5ubs0hjR0cHjE71KROcr6/vzJkzP3UrfRN0Ov3QoUPKysrR0dFBQUH+/v4BAQGenp5wetTb26uoqPj12aqHnf7+fmVl5aVLlxYUFBCJxNbW1tbW1s7OTjc3t4kTJ0JRLCwslJKSkpWVhYf09PRcvnzZwsLi0aNHJ0+elJCQMDQ0hFlpvb29YRa2a9eu6enpLV68OCQkhOWMOBwuLi5uwYIF8vLymZmZ9fX1dXV1GzZsWL58ubu7u7a29p07d5qbm69evRoYGJiQkKCpqamsrJyXlwcA6Ovr8/LyOn78eHx8fEhIyPLlyyUkJLq7uysqKuTk5KSkpIhEYk9Pz71793h5eS9dugQAwOPxV65cCQgICA0N3blzp7y8fHl5OYVCsbCwmDdv3rFjx3x8fHR1dRctWvTw4UMAAI1GCw4OPn36dHJysra29urVq58+fVpfXy8tLT1hwgRvb284VisvL1dTU4OtgmCiyA4+I4qVlZWCgoKenli6OacAACAASURBVJ7wZUZGxpQpU+zt7eGwBV6OcIaHx+MXLFiwc+dO+NBJTk5+8+bN4ArNzMyEhYXh/319fceOHRs3bty9e/coFEpnZ2d0dPTMmTPPnDmTnZ3t5+cnISGxYcMGIpGIx+NFRUX9/PzggefPn580aRKs/9GjR9OmTYNPBxqNtmXLllWrVrW3t2dmZs6dO/fevXtZWVl3797l5+fX0dGpqal5+fLlpEmTDA0NW1tbKRSKiYkJNzf327dv+/r6pKSk4NO5v7/fxMTkwIEDJBKJwWBs3LhxyZIlcIJSUVERHByMTRN/nIqKCgMDAwEBAQRB3NzcYCGRSMzNzc3NzX3x4sW1a9dmz5798OFDCoWirKzMycmZmJiYnp4uLy8/f/78r8wiGxoaKiMj4+7u/urVq5MnT0JLHZVK1dPT4+XlDQ8Ph25uHBwcRUVFFRUVs2bN0tbWfvr0qZeX1z///GNvb888Me3q6tqyZcumTZtgYVdXF4FAYB6VXr58efz48SxmvZ6enu7ubgaD0dLSgs6JcTgcy8yVTCbX19ejgy0qlbpz58758+f7+fn5+vo6OjoeO3bs5s2bcPyHx+OVlJSCg4O/tduHi/7+/q1bt65ZsyY4ODgqKioiIiIiIiI5OVlfX/+PP/6IjY0FAHR0dIiKioqJicFDwsLCJkyYAP1uurq65s2bJyoqCieaXl5ekydPvnv3LoVCIRAI8+bN2759++CTdnR0LF261NzcHL5sb2+XlJScOHFiRUUFlUrt7Oy8ePEiPz9/aGhodnb2lStXpk6d6ujoyGAwvLy8Zs2aBfeLMxgMBQWFxYsX9/X1MRgMPT29VatWwdFSQ0ODoKCgk5PTwMDAkSNHhIWF4+Pjs7OzT506xcnJefv2bRqNdv78+b///vvatWudnZ29vb3S0tKbNm0ik8nx8fFLliyB04aqqqotW7bcuXMH/j979mxdXV3Y5qioqKysLOaLEBNFdgBF8aMGemdn53///Zc5gZmuru60adOgAaGsrGzq1Kn29vYAgKKiIl1d3f/++y8+Ph4O8T5qRNLX1xcREUHNFL6+vry8vGjSVEdHx7lz5z579gzudYGWVQaD4efnJyAggPrE+/j4TJ06FY6eHjx4wMfHB6cOPT0969atk5KSwuFwhoaG/Pz8paWllZWV0EGfTCbTaLSKigoeHp4zZ87Aqjw8PHh5efPz8yMjIzk5OeETh4WSkhIeHp5jx47RaLSIiAiWdG4Y30d2dvb58+fv37+/cOHCY8eOsbzb09MjJyd3/PhxAEBxcTEPD8+JEyfgW/Hx8ZMnT2ZO5vwZ0HxnXV1dfn5+oqKiWVlZHR0dfHx8Bw4cgJ9JT0+fPHlyeHh4YGDgjBkz0N1Qenp68+bNY1bfrq4uZWVlVVVVAEBISMiqVasePHjAbEr18vKaNm0a8/iSwWBcv35dQkLC3t7e3NxcTk7O29vbzc3NwsJCTk7u2rVr0G4WFBS0bds2DQ0NHR2da9euQe00MDCYP3/+R71penp6bG1tf6Fsw/39/UpKSnJyck1NTf1MhIaGTpkyJTIyEn5s9+7d0tLScJwRGxvLzc0NdwTQaLT58+fDcJsAAE9PT15e3qdPnwIAKBSKmpqapKTk4JO2trYuWbLE2NgYLVFSUpKVlYWTsK6uLllZWUVFxebm5rKysq6urpaWFiqVSiaT9+zZs3HjRnS4s3Xr1qVLl8KsVRYWFmvWrIF2o3fv3s2fP//q1asEAmH16tVbtmwhEonl5eXV1dV1dXXQ0uvr6ztnzhw0YaeSkpK8vHx7e/vRo0cXLVqEDpKYcXd35+Lievz4cUdHh5+fHzT8omCiyA6gLYIlP3B5efmzZ8+CgoI4ODjgfB+yd+/elStXons/HBwcoO0iNTUVh8Nt3Lhx/fr1gYGBFRUVH7Xr6uvrr1ixAtVL+BCBesxgMM6fP//nn3+i84bu7u74+PjOzs7r169zcnKigX78/f1RUQwODp4xY8azZ89gDdu2bZOWlu7o6Lh48eI///yDTi57enqgQ3Z1dTUPD8/p06eZG5CXl/fmzRsODg4o8JCnT59CWw0A4Pr167y8vD4+PnFxcb9Dzja28fTpU05OTvTngHR1denq6i5evLiyshIA8OrVqzlz5nh7e8N3nz9/zsXF5eHhgX6ewWBQKJT+/v5PWTVLSkqsrKwWLlwIDQ84HG7ChAnowKiwsHD+/Pk3btw4efKkgIAAGvXt2LFjEyZMePXqFXPD1NTU5OTkrKys1qxZ4+/vz7J16s6dO1OmTGEZNh0/fvzvv/++evVqXV2dpaXl33//bW1tXVNTAwejkZGRz5494+DgcHJyqqmpSU1NFRISMjExAQCYmJgICgqiF+EvDZzub9q0iWUF99GjR1xcXDExMQAAGo22c+fOtWvXwrdoNNrt27f37NkTFxcXHh7u7OyMWrOZnxv9/f3q6uoSEhKDT0okEkVFRdGZIgDgwIEDYmJiUNLa29u3bNkye/Zs1LGgrq4uMzOzu7tbW1tbWloa/XE1NTVXrlzZ29tLoVB27dq1Zs0aGDv+3bt3goKCV65c6ezslJeXnz17NtRpAEBtbe3jx4+pVOq9e/f4+fmfP38Oy6Gloaur69KlS//++y86toN2MlgtmUzevn27lJRUYGDg06dPWR6kmCj+dGg02qlTpxAEgRYMaJ0oKSnZv39/eHh4V1fXhg0bFixYUFpa2tvbm5OTs3r1al9fX/RwPB4/d+7cWbNmQZ+aBw8ejB079siRI5/y8pKWlobLgfDl9evXx4wZgy6N1NXViYiIIAhiYWHh7e2tp6d39OhREolEIBAWLFggKSmZlZVVV1dnZmY2depUOKJPTU3l4uKCKUQSExPnzp0LB/tv374VFBQcM2bM8ePHAwICdHV1nZ2de3p6amtrx48fb2ZmBs944sSJsWPHwrvL0NDwjz/+sLKy8vHxsbGxMTU1raiogB/r6+uTkJCYM2fOZ2L7YXwHWVlZnJycN2/eZC7Mzs6eOHEiepm9ePFi5syZ6Mvs7Oxx48YxiyKRSDQzM5ORkZGRkbG0tGS59uAzpbOzs7GxcfPmzSoqKiUlJXPmzDl37hz8QGlp6bx5827cuHHz5k3mqaGlpeX06dOZncW6uro0NTU5ODgQBEE3KOPx+PLycmj88Pf3HzduHLyVUBwdHUVEROA4MiQkhJubG3p65+bmjhs3Ljg42NraWkhICFULS0vLJUuWAACOHj3KMlX9dSGRSFJSUgoKCiwZuJycnBAEQaOOyMjIiIqKwlQHxcXF1tbW1tbWTk5OFy5ciI6Ozs/Ph4bEq1evjh07FtqH+vv7paWlFy9ePHhIVFlZOXXq1O3bt0NrAYVCWb9+/axZs1DHnPj4eC4uLgEBgRs3bnh4eOzatQtuSwsNDR03bpy2tvaLFy+qqqqYW3Xx4sWJEycGBgaWlpb6+PiMGzdOUVGxra0tPj5+ypQpfHx8np6ebm5umzdvhkFD4bwCNpVKpUpLSy9ZsmRgYKCpqWnWrFmTJ08+ffo0+qxDnYzy8/M5ODi2bt062NMKE8WfS29vb3R0tL6+vpiY2JUrVzIzMx8+fBgYGKilpWVgYAC9qlpbWy9dunTq1CmY3zE+Pp7ZwE2lUu/cuXPt2jV0lcXa2hodLjHT1tYWGRm5bdu2VatW3bp16+3bt52dndbW1uLi4r6+vmgKgubm5oMHD4qLi2/atMnFxQWdUxYUFOzdu3fPnj1BQUF2dnbz5s2D5viBgYFLly5t2LDB0dExNTX1yJEjlpaWcHBdXV196NAhcXHxbdu2ubu7w6/j5eW1efNmGxubzs5OPB5/6NChFStW3Lp1a2BgoKen5+zZs9LS0rKyssePH2exWvj6+tra2n5TUAWML5KRkcHJyXn48GG0ZGBg4PDhw7NmzULNmAQCYfbs2bt27erv76dSqQcPHmRxliaTyYmJicHBwffv34+IiEBNUhQK5d69e8bGxrCqrq4uCQkJmE9YWVl55cqVeDyeSqVCl7GEhITs7GwODo5r164xGIzm5ubly5evXbuW2bOxq6tLVVV18+bN3t7evLy8p06dAgD4+vry8/MnJiZSqdQjR46MGTOGxaoJRRFekz4+Pry8vHD2mZOTw83NHRwcfOXKlWnTphUUFAAAuru75eXlN2zYAADQ0dFZsGDBry6KAwMDpaWld+/e1dTU3LBhw4kTJ+BYs7e3Nz4+3traWlJS0szMLDk5+cmTJzo6OlJSUtD+XFVVtXnz5gULFmzfvn3t2rXLli1buXKlm5tbZ2fnuXPnVqxYcePGjb6+vpycHA0NjX379qEmSkhDQ8P169dlZWVlZWUDAwObm5urq6u3bt26du3a+Ph41JkzKytLT09PTExMR0fn0aNH0A5EoVDCwsJUVFT09PSysrI2bNggKioKl3sbGhosLS01NDTOnz+fnp5uZGR07do1OMN7/vy5oaGhvLz8jh07oqKiAAA9PT12dnYyMjJnz55lMBjZ2dkaGhrq6upwGlBWVmZlZbV69WqWZx0AgEqlnj59mnnkh4KJ4s+FTqd3dnZ2d3f39vb29fWRSKSurq7W1lYikcjy9CeRSCQS6UckgUqlEolEMpnc09NDJBL7+vrgWndfX193dzfLJsuBgYGPWilJJBKZTIa7lPLz89Hy/v5+5kRaLFUxq3hnZye0s1GpVAqFQiaTe3t7Ozs70dNRKJTBOz77+/vv3buHJnnGGCry8vImTpyIrhcCANrb28XFxWVkZJgH/uHh4dOmTVu4cKGUlNS0adPOnDnzNU7XDAajoKBAQkJCUFBw48aNy5cvFxUVTUxMZDAYKSkpfHx8wsLCYmJiEyZMcHBwGBgYoNFompqafHx8GzZsEBAQEBERSUxMZK6ws7NTVlZWXl4eAODh4YEgyL1795qampYuXcrDwyMuLs7Dw2NsbMziQWNlZTVz5kzoj+bm5jZ27Fho7U9ISEAQ5Pbt283NzcrKynJyci4uLvr6+sLCwjAHnJqaGg8Pzxdz5oxw6HR6b29ve3s7mUyGVh9ojqLT6dBpoK+vD2506erqgk8D+IGwsLC7d+9CZzd4q6anp1+5coVKpfb29qK3bXd3N5lMHmw87+/v7+jo6O/v7+rqIhKJAwMDcMsHfFawXD8ffeDQ6XQohNra2mJiYsyG3+7u7k+lEiOTyWjlNBoNfh04UINP2v7+fuaqPnrqmpoaHx+fj644YqKIwQqdTj969CiCIOnp6WwISvfo0aMrV648fPgwPDz8U7qL8d00NjYGBgYyT4Z6e3sjIyNZVrgBAM+ePXN3d/f09Hzy5Mk3Dc4IBEJkZKSrq2tAQADzFovXr1+7u7u7ublFRUWhnl+9vb3p6emurq6enp6DgyZSKJTU1FR0Q0hkZGR8fDwAoKOjIyQkxM3NLSUlpauri2VQ9fLly8jISPgcbGhoCA8Ph89TPB4fGhoKzbNdXV2xsbG3bt26f/8+arR/8eLFw4cPWRbhfhNoNJqlpaWMjExAQEBSUlJSUlJcXByc8LG5JQMDA5KSkuPHj//WIJrfAZVK9fX1dXZ2dnV1hSOnwWCiiMFKU1OTs7OzpqZmWFgYG6LhBAYG6uvrP3z4cAhjaWKgYF5LGB+FwWC0tbX5+vqam5ufO3fu+vXrkZGR0ErJZsrKyg4ePKirq5uRkfGzz0WlUp2dnU1MTNLT0z/1GUwUMTAwMDAw3oOJIgYGBsbvAoVC+Xrjwe9pZsBE8efS19eXkZFx7dq1y5cv+/r6JiQkYJlUMTAwhpCBgYGqqqrg4GBPT09XV1cfHx/oiNvX15eWlubp6enk5OTl5ZWRkdHT0+Pm5ubk5PT5Ctvb2wMDA62trYuKitjyDUYWmCj+XKhU6tu3b3fu3IkgiJOTU11d3XC3CAMDY1QBXdyzs7NFRERERUXDwsJglEQY4d3CwgJBkBMnTjQ2NlKp1CdPnnxmOQ3S19enra2NIAgbFvlGIJgosgMvL69///338yGjWGaQzC8ZDMan5pffWv4pvjIrFos5BT3LZxqPgYHBBhgMhpKS0rp161i2GQQEBEyZMgUNVvWVeHl5cXNzD3ZR/ih0Ov2bbvnPPNBY+NRz6ac+cDBRZAcwddSnQvv39/cnJiZGRkaGhobevn0bBqMhEomurq5GRkY3btwgEokNDQ0ODg6GhoYPHz6EF8rjx49PnDgxOLUNTMZ0796906dPw93KJBIpKSnJzc2toqIiJibm4MGDISEh6JYj6KoeFxd39epV2EIGg/H69Ws3N7fo6GgXFxcYmK2jo+Phw4ceHh4uLi4PHjzIysoqLCz08/Pbvn27vb19bGwsrDAlJcXY2BgGbsXAwGAb/f39W7Zs2bZtG0vqqPDwcG5ubrgfFIfDhYaG+vn5oSrS1NR09+7dkJCQa9euPXjwIDU1tba2FgDg6ek5ffr0uLi4yMhIGxsbDw+Pj0b4YzAY7969e/Dggaurq7+/P7SE4fH4iIiIsLCwsrIyZ2dnOzu7lJQUdJNPS0tLUlJSQEDAuXPn4AOKQqEkJCS4urqmpKQcOXLE3d0dAFBcXPzo0aM7d+5cvnz54cOHT58+hTt8DA0NHRwc4KYaKpV67dq1o0ePDm0SR0wU2cHnU0eZm5vr6uq+e/euvLzc2NhYUFAQBql6/fo1Hx8fDFTIYDDu3bs3ceJEGxsbeFRMTIyHhweaUBQSEBBgYGCQlpb27NkzDQ0NHh6e5OTk5uZmBQUFBEFcXV1jYmKcnZ15eXlhCqqioiIdHR03N7eGhoZz58798ccfZ8+epdPply9fRhBkz549/v7+MCLinj17DAwMKioqEhISZsyYoaio+O7du5KSkvXr13NwcKCT4LCwMDQEMwYGBtuAqaOWL1+enJz8/Pnz+Pj4vLy8goKCM2fOjB8/HsZ/efXq1fTp01euXAkPefv2rYqKyqFDh4qLi9PT08eOHQsDqoEP4ZpPnDgRHx/v4eExa9aswSuRNBrNycnp4MGDL168iI6OFhQUXLp0aV1dXUlJCcxKFh4e/vDhQwMDg4kTJ8L9pmlpadra2hkZGU+ePFFSUuLg4EhISOjt7d2+ffuff/7p5eXl7OwcExOTl5cnKysbFBSEw+HOnj07duxYc3Pz1tbW3NzcefPmSUhIwEZSKJSTJ08ya/yQgIkiO/hMloy0tLQpU6agebEJBIKIiIi4uDgMmuzh4cHFxQUj3JeXly9dunT58uWNjY10Oj0oKIglPBWVSpWQkNDQ0IiNjU1JSYmIiDhx4gTcBw2Dd8Owou3t7YsWLVJTUwMAHDp0SFBQ8O7du0lJSVFRUfb29jBIZmJiIicn540bN2DN6enpCIKgoXV37dolLCwM1y0qKysXLly4b98+OBK8efMmHGliYGCwk/7+/m3btgkJCcFJ1YsXLzIzM58/f37q1Kn//vsPiiIAAAYNh/8HBwcjCIJGV1+2bBnMLwEAuHPnDgcHR1xcHHxLSUlpcJaMgoKCGTNm2NraJiYmxsfH37lz5+TJk9DHR1FRUVxcHO5yfv78+YQJE2ASgtWrV2/bti0mJiYlJeXhw4eWlpYwtJCzs/OUKVPQoApHjhzh5uZG3Xz4+Pisra3h/2FhYVxcXOHh4QCAwsJCmOJjaMFEkR18dKbY19cHh1oTJkxgXvq2s7MTFBSEgkelUtetW7dp06be3t6IiIjQ0FBBQcHLly9XVFQEBQWx7HZvbGwUFBTU0NBgHjdBo8fZs2f/+ecfWGdra6uUlNTu3bsBANu3bxcQEGBObA0/n5qaOm3aNDQwYEtLi5KSkoqKSmtra1VVlYSEhJOTE3r2W7du/fvvvzExMUVFRSkpKZ9KpICBgfHzgObTnTt3sjwWoqKipk6d+uj/2jvzeKq2//+fe7vduqXJEDJUQoQmoSQKkQwhjRpIJcNVEZIokamBkqkUGs1DZhGZZYiDzHPiODjOceZp//5Yn8/+nQd9+n4+9yrq7udfzt777L3Otvd6r/Ve7/frnZwM/btKhrKyMugiWltb1dTUTp061dLSUldXp6amdvv2bRA3AEpHgdUZUCVDUVFx0hWLi4tBUUN4C4vFotFobDZbW1t77969YGNFRQUPD8+jR4+oVKqwsPC+ffsmNRuCIC8vL15eXrgYQElJyerVq2/cuDE8PJyXl7dp0ybONVELCwtxcfHu7u7o6OhvIdGHGMXvQVRU1KJFizilRCEISkxMfPfuXV5eHjc397Vr18BGGo124MABMzMzWE301atXPDw8p0+fBo+Fs7OzqKiog4NDT0/PVHXBnTt3olCo8PBwCoVCJpOfPHny7NkzCIKCg4OXL18OPP44HE5NTQ3UuvPw8EChUNevXweyqzk5Offu3aPRaKWlpYKCgo8ePQJnZjKZeXl558+fT0hIiIyMnKRXOTExYWJiIiMj4+/vD1dwRUBA+M7o6+vv27dv0qg0JSWFl5cXHnYfPnxYVVUV/A2qLTo7O7948SI6Ohou8ARBUGRkJD8/PxBCo9Fo+vr6Ghoaky6HRqN5eHjExMRqa2tBpKuvry8wbLq6urq6uuCw2tpabm7u6OhoFou1Z8+eX3/9NTo6mkajkUikp0+fgjLO/v7+vLy88EyRQCA8evToxo0bCQkJQUFBk4TIa2trhYSEtLW1Hz9+/C3qByBG8dtCJpM7OzvNzc1BSkZ9fX1DQ0NNTY2vr+++fftAzeubN2/Kyck9ffq0oaEhJCTk2LFjoModgEKhGBgYbN++HUi8FxUVrVy5clIlIJj6+nqwfKisrKyhoWFtbd3d3U2hUPbt27dw4ULgSkWj0WvXrt2xY0dfXx+BQDA3N1+4cOHmzZu1tbUPHDhQVFREo9ECAwNRKNSFCxfAOK6hoWH9+vVaWlr6+vp6enqHDx/+888/6+rq4Ou+efNmzZo1cEE+BASE7wlIydi8ebOgoGBmZiYIPKFSqdXV1RYWFigUytvbu6enZ3BwUEJCAnZEFRcXy8jI7N+//+jRo7q6uqamplevXm1ubqZQKHZ2diAKgclk9vT0SEhIKCoqTipKxWazc3NzpaSkfvnll927d+vr69+9e3d8fLytrU1MTAzU5CKTyY8ePfr111/Pnj2Lx+NrampUVFQWLFigpqamqal59uzZpqamiYkJS0tLFAoFl5VNSUmRkpLS0dEBZt7U1PTGjRucwsghISGrV6+GC+RNL4hR/LYMDQ0VFRVFRESEhYXFx8e/efMmPz8/Ozv7wYMHmZmZwFPBZrM/fvwYGRmZk5NTWFgI1upgQHwXbCbBwV+RCcXj8WlpaQ8ePEhLSwN+0c+fP0dHRwcHB+fn51Op1JKSkvDw8LCwMDAuI5PJVVVVAQEBoJgA9G9959DQ0JiYGGCJ+/v77e3tr1+/HhAQcPfu3cDAwMOHDzs6OsLT2f7+/ocPH3Z1dX2Tm4iAgPBVsFhsZGRkQEDAkydPMjIyPnz4wGaziURiVlZWdHR0aGjo48ePy8vLa2trQYI/mHt1dHT4+vp6eHjcvXs3ICAgICDgyJEjly9fnpiYePbsWWhoaFJSEplMbmpqio6ODgsL+2Kt04GBgZiYmJCQEDh/o7KyMjg4ODg4uLa2FofDJSUlPXz48PHjxyBOAofDFRQU+Pv7R0dHAzvX09MDzpCWlga8X1VVVdbW1jdu3ACt8vf3379/P2eV2fz8/Li4uElxttMFYhS/Lf99Rs63gzO58L9pzKRkRDKZfPPmzStXrnCKgzc1NaWmpoIaMQQCITExEa5sgICAMLN8UZ6NzWZzbh8fH7ezs7t9+za8hUKhVFZWwgXJ4W996x5sUmuHhobs7Oyio6PhLVQqtaKiIicnBzhLx8bGbt++Dftapx3EKCL8H1Cp1LS0NG1tbSMjo8uXL1+6dMnX1zczM5NAIHR1de3du9fOzi49PR2p+oSA8ANBoVCCg4M1NTWPHj1qbW195cqVwMDA0tLSGS9Wg8Phbt26paCgYG1t7ezs7O7ufvfu3eLiYiqV+vbtWyMjoytXrtTU1Hy7auSIUUT4rxgeHi4vL8/IyMjKyvr8+TMY3BGJxKKioo8fP3IWGUZAQPhR6O/vLyoqSkxMLCoq+mLF3ZmitbW1uLg4JSWlpaUFbtjw8HB+fn53d/c3vTRiFBEQEBAQEP4FYhQREBAQEBD+BWIUERAQEBAQ/gViFBEQEBAQEP7F7DWKjY2NDg4ORkZGp06dOnr0qJGRkbm5ubGx8eHDh2NjY5HIDgQEBASEaWf2GsWkpKR58+YZGRnZ2NjY2NjY2tpaW1vb2tpaWVlFREQgApsICAgICNPO7DWKqampwsLCsIL7VFgsVmtrKxCExWKxJSUlX1T9GR0dBcX/ODeSyeT6+vrh4eHGxsaGhga4lCWNRnv//n1FRQWDwcDj8bW1ta2trRUVFUA5HqahoaGjo2PGs/IREBAQEKaXWW0URUREvlKtnkajubi4SEtLHzt2TE9PT0FBgZub28nJCc4ix2AwDg4OMjIy27ZtU1BQUFNTg2uRZGRkSElJaWtrb9my5ciRIwQCAYKghw8fysjIrF+/ftu2bXp6eidOnJCTkyssLBQTE7tw4QJsAktKSiQlJe/evfuNbwACAgICwvdm9hrF9PR0fn5+Y2Pj27dv3/k3t2/f9vPzAxKdNBrN3t4ehUIdP378w4cPnZ2dZ8+enTNnTlRUFARBeDzewMBAQUEhOTkZh8O1tbVZW1uvW7cO2MW8vLy5c+fq6emVlpb29fWx2eykpCRubm4LC4uampqenh4vL6+FCxcKCgoODw/b29uvXLkS1AmDIMjW1nbevHmTSl4gICAgIPwEzF6jmJGRsXz5chkZmT179uzZs0dbW1tbW1tLS2vXrl0fP36EIIhGo/35559r1qxpaWkBX+nu7hYTE7t58yYEQbm5uXPnzjU3N8/KyoqLiwsKCnrw4AEKhbKzS4MGTAAAIABJREFUs4MgKDs7+48//nj48CH4IoFA2LBhw/bt2zkbYGZmxsvLSyKRmpubly5dCk5bVVUlICBgZ2cHe1z/ITCZzBnXf0L4gfhGYs0/H/+0nuS/h1Ns+Xsye40iWFOcpE7LCY1Gs7a23rp1K1xWoqOjQ0JCws/PD4KgxMTEBQsW7Ny508TERFVVdf/+/QYGBmfOnAGFc0H55rS0NPDF0dFRKSmps2fPcp4/ICCAl5d3aGgIgiBbW1sxMbGxsbGrV68uWbLk22nRzkKYTGZubq6tra2Njc3Zs2fhYtwICF/k7du3Li4up0+fdnBwePbsGdLp/ydiYmKuXbsGakcgcFJZWeno6GhtbR0UFPT9xedmtVEUEREBpZ+/CJVKtba2VlJSgqNg2traxMXFfX19IQiqrKycP38+pwY8gUAoLCzEYrEQBKWnp/Pw8MTFxYFdZDLZ0NBQSUmJ8wU+efLkvHnzwCP77t07QUFBBweHrVu3njhx4scaBff392dmZk6qSAVBUFVVVUxMTGJiIiiu9kXYbHZTU5O6uvqjR48qKyv9/f1VVVXhGjE/Bx8+fLC2tq6trZ3phsxe2traOMtnAsbHx1NTU2NiYvLz80GRMgiCurq6NDU1g4KCKioqUlJSNDQ0QkJCvnt7vzednZ0VFRVTXSkNDQ0xMTGxsbHAucVJQUHBwoULVVRUwLD754ZGo7179w4se3GCRqPj4+PB/YEFvt+/f79t27aQkJCWlhYjIyNPT8/vPGWcvUYxJSVl6dKl9vb2mZmZWVlZmRxkZWVRKBQmk3n69OmNGzeOjo6Cr7S2tgoLC3t5eUEQhMPhrKysBAUFr1+/npWVFRMTY2hoKC4uDt7t3NzcBQsWPH78GL7c+/fvV69evX///sjIyKioKBsbm3nz5vHz8wPfLJVKvXTp0m+//cbLy/vu3buZuB9/kebmZk1NzXXr1nFaPjwe7+7uLiIism3bNllZWV5eXgcHh6lWE9Df39/X1wf+xuFwOjo6T58+/R5N/y4EBweLiYmhUCi4NDnCJCIiIvj5+S0tLTk31tTUqKmpiYuLb9++XVBQcN26dTExMRAEDQ0NwU8ai8U6fPiwu7v7DDT6O5KbmysjI6Ourg4G3ICBgQFzc/PFixfv3LlTUVGRm5s7ODgY7txzc3MPHjzo7u5++PDhb1Qpd/YwMjJiZmY2Z86c/Px8eCOLxYqMjFy2bJm0tLSGhoaAgIChoSGYgQwMDFhaWjo5Ob169UpPT+/7Oxtmr1F8+/btli1btmzZsn79ejk5OVkOtLS00Gg0m812c3MzNDSEe/Pu7u7Dhw9HRESASFE6nX7//n0VFZUNGzZs2bLFxMSkpqYGHFlaWqqhoZGTkwNfjk6nl5aWnjp1SkVFRVJS0tTU9NixY6tWrYKr++bl5aFQqHPnzn27kiXTCJvN7u7utra2FhMT++WXX1RVVTmrZt+5c2fRokWRkZGjo6OfPn26du3avHnzoqKicDhcenp6SkpKampqcnJyampqWloaqDMMQdDnz5+trKzs7e1BsO6PTm5urrq6+ooVK3bs2CEoKFhYWDjTLZpdUKnU5ORkIyOj+fPno1Aoa2treBedTldRUZGWlm5ubsbhcA0NDXp6emJiYvDqPgRBIyMjLi4uVlZWAwMDM9H870FXV5etrS0vLy8Khdq1a9enT5/gXZ6enn/88Ud8fDyBQMBisdevX1+2bFlsbCybzW5ubjYxMSkoKCgpKTl06NC3rvkwg4yMjISFhW3ZsmXevHk8PDxVVVXwrqKiosWLF1+4cKG/v59IJMbFxc2bN+/ixYsQBPX39//555/Hjh2zs7PT0tJ6/Pjxd45mmL1GkcVi0el0Op1OnAKFQgGKNkwmk1PaBtTDnFSyks1mk0ikqbeVyWTCR5JIpJMnT5qbm+PxeAaDwWAwurq6duzYsWfPHthT6uPjIygo+BV37qwCj8dbWVnJy8tHRkaePHmSc6Y4MjKiqqpqbGzMefymTZu2bNnS19fn6enp6Oh4+fJlBwcHFxcXR0fHnp4eCIKysrJOnTr16tWrGfgx3wA2m33//n1zc/Pe3t6MjAwRERHOYSwCBEGFhYXy8vLGxsYxMTFycnJWVlbwruTkZNDFw1tyc3MXL14MJosQBJWWllpbW9+6dQseUf180Ol0ExOTHTt2REZGGhoa7tixA4PBgF0kEmnt2rWGhobwwUQicf369SdPnsRgMPr6+nJycp6enqdOnZKVlQ0LC/spQ9jIZPKVK1ekpaU9PT3d3Nw48+uYTKaLi8vatWs5HaqWlpbCwsLDw8MeHh5weEdPT8/WrVu/cwzH7DWK3xM6nX737l0pKSlVVdU9e/ZoaGjIy8tramoCz8abN2/U1dUFBQX9/Px+lKgBGo3W2toKVlvBuwcPY7u6ulauXGljYwMfzGQyTUxMVq9ePTg4OPVUGAzm9OnTqqqq0dHRaDQ6PT196trAD01iYqKwsDBiFCeBxWLBzI9MJq9fv/7cuXPwrgcPHixcuDA9PR3eUlNTw8/P7+bmRqPRfH19JSQkvLy8qqury8vL4eXGnwwWi9XW1gbcVCdOnNi2bRu8OlhfX79s2bJr167BBzMYDF1dXRUVFQwGU15e/ubNm8TExD///FNWVjY1NfWHcD79rzAYjI6ODrDy8vDhw+XLl8NGcXR0dOfOnerq6pzCZE+ePBEVFW1qasrJyTE0NIyMjCwtLXV2djY2NoZHG98HxCj+fzAYTEJCQkRExM2bN7OyssCTymazq6qqAgMDCwoKfsRhL4VCOXv2rKSkJOwHbm1t5eXl5Rz4M5lMCwsLCQmJLxrF2tpaMzMzBwcHBwcHKysrOzu7ioqK79T670JCQgJiFL/C0NCQnJwcp1EMCQnh4uLiXAzr6+uTl5c/f/78yMjIxYsXTU1NL126ZG9vf+XKlZ9+sZZMJpuZmcnJycGvWGFhIR8fX0BAAOdhZmZmmzdv5lx3bGtri4mJIRKJ37W5M8GDBw/4+flhozg0NLRp06aDBw9yHhMWFrZy5cqGhgY2m11YWOjo6Ghubu7t7c15x74PiFH8+Tl+/PjGjRvhYWxvb6+EhMSkmeLRo0fl5eVnqIEzDGIUvw4Gg5lkFENDQyUkJDiXEtBotLCwMMiGAvwoPpW/D4lEMjU13bVrFxwG39vbKyQkdOvWLc7D9PT0du7c+Z/C2X5uJhlFAoGgr6+/Z88ezsWv0NBQISEhznXHmQIxij85dDr99OnT69atg9fzwZrigQMHOLVb1dTUtLW1Z6aJMw1iFL8OBoOZ5D4tKSkRERHhDEIuLS1dsGABEJP6p0Emk0+cOCEvL9/b2wu20Gi07du37927Fz4Gi8VqamqePXv2nzAvnMqDBw8EBARgo0in011dXSUlJTkXYs6dO7dq1aqurq4ZauP/BzGKPzl0Ot3MzGzlypWcKRmJiYlz5851c3MbGRnp6Ojw9/cXFRV98eLFDLZzBnn58uWSJUs4Q5EROBkaGpKQkDhz5gy8hUql6unprVmzpry8fGxsLD8/f8+ePfLy8j99dsEXIZPJx44dk5aWhl8xNpsdHh7Ozc0dERHR29uLxWLPnDmzdOnS1NTUmW3qTBEUFLR06dLi4mJ4S3Nzs5CQ0L59+5qbm8fGxqKjo3l5ea9fvz6DjYRBjOI3hEAgfH85hqnY2tpKSEhwRn7j8XhHR8c1a9ZISkry8vLKyclNWv/4R1FSUmJkZIQk7/8nBgYGBAQEOFMyIAhqb2/X1NSUk5MTEBBYuXKlhobGP1YNmEAgnDx5Ul1dHU7nhSCIQqG4uLiIiYkJCQmtWLFi7dq1kZGRP2VAzX9DWFjYokWL8vLyODc+fvxYVlZWRkZGQEBAVFTU0tJylkyjfwyj+D+VFJ4NFZ3IZPKzZ8+0tLRmw/yju7sbjUZPVYVob28vLCx8/fr1P0FT4+sgNau/Ao1GKy8vn6rJQqfTGxsbU1JSKisr4dI0/0BATnBzc/NUm9fS0pKdnZ2WlsaZwvgPpK+v7927d1PXU0dGRmpqalJSUurr62ekYV9kthtFNBp97949EBUZHx9/7tw5zuHYF6mqqvLw8PimUmQvX760srL6Tx1Bf3+/lZWVoqLipk2bYIfJ06dPnz9//u2ahICAgIDw95nVRrG7u3vz5s2urq7go6OjIw8PT2Nj49e/lZGRwcXFFRER8e0advny5SVLlmCxWHhWCmLtwMe+vr7y8vL3798fPHgwOTkZHFBSUrJjx45/7LodAgICwg/BrDaKdnZ2W7duBaJibDbbyspKVFQUduOMjY29ffu2srJy0reysrJEREQ4M4thxsbGWltbiURif39/RUUFrEr16dOnioqK5ubmSWo4EAT19vZWVVXV1dXB8dYQBLm5ua1YsWJ4eDgvL8/Z2fnGjRtWVlZeXl5OTk63bt0CvrjW1lYjIyPYKEIQFBgYuGbNGs7zICAgICDMKmavUWxubhYWFr537x685erVqyIiIiDEq6ioaMeOHfr6+lNrS2VlZQkJCXFaI5jXr1+LiYkZGxsrKipKSUmtXLnSx8cnKChISUlpy5YtvLy8tra28ALb2NjYuXPnxMXFpaSk1qxZs3Xr1pSUFLDLzc1NUFAQi8V2dnYCgVDA69evMzMzgWhTY2OjgYFBUlISfPWurq41a9ZcvXp1Wu8TAgICAsK0MXuN4o0bNwQEBOAFagaDceXKFQUFherq6qdPn0pLS1+4cOGLClLZ2dm8vLzh4eFTd6Wnp6NQKCUlpZKSku7u7vPnz6NQqH379lVWVn769Mnd3X3+/Pnx8fEQBLFYrHPnzi1evPjp06ednZ3Nzc1nzpzh4uICdtHDw0NAQODr+lVNTU379++H7Sj07xz5zZs3z1TxTAQEBASErzN7jaK5ufmGDRvgslAQBF2/fp2Hh0dWVhaFQoGiiV8kKytLWFiY0xrBJCUl8fLywmUU3759y8PD8+TJE/CxsbFRQEAAlGCsr68XEREJCgqCvzs6OiovLw+ytYA0/teNIoFAqKio4MxOZbPZHh4ekpKSQGIbAQEBAWG2MXuNopmZ2aZNm2DDw2AwPD0958yZs2fPHlVV1c2bN4NaSCwWa3x8nFOV9M2bN8LCwl/Mk50k/TxJ7L+6ulpQUPDu3bsQBGVnZ/Pz8798+ZLz60ePHjU0NCSTya6urrKyslOD1P9PPD09JSUlZ4NqAwICAgLCVGavUXRwcFi9ejUoOwlwdXUVFRXt6enp7OzcuHHjtm3bwJTr6tWr+/fvh5XUY2JieHh4vrimmJiYKCQkBOcOPn/+nFPsv6amZsWKFcAogvU/CwsL+LtoNJqXl/fcuXNsNtvT03PFihX/q/w/k8kEuvizIaMfAQEBAWEqs9coJiUl8fHxwbM6NpttYWHBxcUF0jzb2toEBATU1dW7u7ufP3+OQqEOHjyYmJgYGBgoKSmprKz8xSDP+Pj4pUuXZmZmgo+ZmZkLFy588OAB+FhaWjpv3jx/f3/w8fbt2ytWrLC0tIyNjfX19VVSUhIXFwelaJ2dnRcsWPB/ZkxOgkKhbNy4cf/+/X/pfkwnBAJh2tPV2Wz2xMQEkgU/CQaDMTExMTWq+e/DYrEmJiZmg1TF/8TExMTsWVOn0+nDw8PfuZwhHo/nXBX6C0xMTIyOjk6L5DpozLd4Pv8aBAJhxnV/Zq9RxGKx8vLynLGaERER2trasL5iVVWVgoLC/fv3KRTKs2fP9u3bp6SkZGBgcPHixS+aKzabnZmZaWhoWF5eDrYUFhbu3bsXtrtNTU06OjqcKfbJycn79u1TVlbesWOHlZVVa2sr2B4dHW1gYPC/lr6sqqqSlJSc2RT+rq4uKysrCwuLaaxyR6fTy8vLraysXF1df9bieX8BUHTM2Nj42rVr024GWltbgTP/BxqFjI6O+vr66unpNTQ0/LUzMJnM6S3flpeXd+jQoe8pp0Imk52cnG7cuPF3TuLt7X3hwgU8Hv+XzwA7q168eHHy5MnZEOXw6dOns2fP7t+/n1OQckaYvUYRgqDw8HApKakPHz6Aj1QqlbMoJQRBY2NjsHQQk8nEYrFfH/JMTEzg8Xi4h2IymZNUaWg02lT9vdHR0UmHMRiMvyDTd+bMmSNHjszsMLm/v19TU1NeXn4aS9gwmcz29vZNmzYZGBj8k+W+plJdXS0mJqatrf13+q8v8vnzZzk5OR4entkz6/o/IRAIjo6OixYtysrK+mtniI6O/mL+8V9maGgIjUZ/zzqpDAajsbHxf3UyTaK1tbW5ufkvzxRv3bpVVFQE/sZgMB8+fJgNoqPj4+PGxsbCwsKIUfwaTCbz3LlznPL8Py7x8fFKSkpoNHoaz8k5RJg0XAAwGIzBwUHOgQKTybSxsdm2bdsko4jFYoFIAifj4+OcFT7JZDIOh4N9pKOjo3g8HlyXxWLp6+sbGRlxnoTNZv8nVVUmk/mdfVYzAoVCMTIyOnr0KARBX+x5yWTyFws7w3zxW+AmX7p0SUxMbDbfRjabPTg4yDmXffz48cqVK2tqajgPw+PxnKEDnNvhvzEYzKtXr0RFRf39/cfGxiZ52Djv0qSHdipT35RJ1oVKpZLJ5K+c4e8z1ek9Ojo61acK37r/NNZksVhjY2NYLHZ4eHh4eBiHw5FIpJGREfiLTCaTs2z9yMhIaGjo8uXL4+LivmIIaTTa4ODg1EaCh+2LXQ0nBAJh6r+AwWCAjuiL1x0fHx8bG7tz546UlBRiFP8PiERiaWnp1zuOH4KmpiZYQOcv09ra6uzsfPfu3dTU1GvXru3atcvf37+rqyskJOTgwYOGhoY5OTngUabT6ampqY8ePYqMjLSzs4uKigL9CJVKtbS0VFBQgF+Vzs7OV69excTE2NnZubm5gTEsk8l8+/btq1evXr16dfHixbS0NCaTOTAwYGFhoa+vD57a+Pj4HTt2uLm5gdPu3bvX2NgY9Nd4PD44ONjX1/fu3btnz56trq5ms9lUKjUwMPDixYsvX748f/68paXlT/Bv/Tp4PN7AwEBLSys2Ntbe3l5DQwPW+WMymdnZ2SEhIcnJyR4eHp6enuDWjY6O+vn52dnZ5eXlhYSE6OjoWFtbw09Oc3PzgwcPYmJiIiMjd+7cKSYmNmtniiUlJS9fvoyLi7t06VJ4eDj4dWFhYYKCgvBMcWRkJCEhISEhITw83M7ODlanQqPR4eHhr169cnFxCQ8Pp1AoPT09hoaGKBTKzs7u/fv3ra2tQUFB58+fj4qKMjMzO3/+PARBQ0NDUVFRL1++DAwMvHDhAih7QqPR0tPTraysgoKCcnNzXVxcNDU1s7OzIQii0+mhoaG6urp1dXXgung8PjIy8uXLl/7+/u7u7gMDA9N+W6qqqqysrAIDA+EtRUVF4eHhMTExPj4+Dg4O4OUiEokxMTHHjx+Pi4t79uzZiRMnDh06BNZ9Ojo6Ll++fO3aNTweT6fTb9y4cfXq1ZSUlKysrPDw8K1bt966dYtOp5NIpPDw8Nu3b4N3EAzHP378aGJismjRIkdHx8bGxsHBQXd3d3t7ezgdfGhoKDIy8sWLF48fP3ZxcamoqADby8rKTp06FRQUVFRUdPbsWX19/bS0tKluOQqFEhUVdfPmzadPn164cAGUxaDRaMHBwRYWFllZWTExMeC3dHZ2wld88uTJq1ev4uPjt2/fLiEhAZelnClmu1EE/EALJ9+UmpoaERERWVnZpKSkgYGBO3fu/PLLL/b29iUlJQ0NDZqamps3bwaDbi8vLxkZmfr6ejKZnJ2dLScnt2/fPjKZDEQJ5OTkgDBQXV2dioqKj49PXV3dkydPUCiUnp4eBEGhoaHbt29vbm4mk8lnzpyRkZHp6ekB3/3999/BGgwGg9m4ceOePXsgCKLRaMAogiFtUlKSuLh4UVHRyMjI1q1bdXV1wfj96tWrv/76q6OjY0lJSXZ29k9fhXxwcHDXrl3KysqlpaWNjY329vaLFi169uwZBEGRkZHKyso1NTVUKhWNRsvKyh44cIBIJBIIBFNTUxQKFRQU9OHDh8LCwj/++MPS0hKCoI6ODh0dnfDwcCKR2N7erqSkJCIiMguNIpvNfvHiha6ublJSUn19/blz51AolKenJwRBDx8+FBUVra6uhiBoeHjYxMTEwsLiw4cP5eXlv//+Ox8fH5VKLS0tlZeXB1OZ4OBgQUFB0LempaVxc3M/ffqUwWAMDw9bWlr++uuvvr6+BQUF5eXlPT09qqqqHh4eJBKJQCB4eHjw8/MD65ucnDx37lwDA4MPHz7U1taePn1aXFy8paWFzWaDtoHit0Qi0czM7PLlywQCoby8fPXq1efPn5/2iXhubq6goKCWlhb4mJaWtmbNmvT0dDKZ/OnTJ11dXVVV1Y8fP9JotOvXr6NQKCcnJzQanZeXx8fHp6WlRaPR+vr6Nm7cuGHDBvCmt7a24nA4FovV09OzdevWTZs2gdCHmJiY1atXDwwMDA8PKyoqnjx5kkajsVismJiYVatWvXv3jsFgDA0NqampLVq0CGSXdXR0aGhouLu7EwgEEonk6urKy8sLYvXfvn3722+/aWlp1dTUfPz4UUtLi4uLq729fdKvA7P5yspKEonEzc0NfCTA4ffrr7/evXu3ubk5Pz9/2bJlYFdPT4+Ojo6XlxeJRJqYmNDR0REXF5/xBc4fwygiAKhU6u7du7W0tIALorm5mYuLCxYfcHV1Xbly5cDAwOjo6OLFi83NzeEv+vv7o1Cod+/esdlsS0tLFRUVYL1cXV15eHjy8vLKysry8/MzMjJKS0sHBga2bNliZ2cHvjs6OlpTUwM6X29vb0FBQTAGJxAIqqqqxsbG0JSZIg6Hy8/PLyoqysrK2rp1q46ODggGjouLW7FixfQuC81myGTy/v37wfsP2LJly549e4aHh7du3XrkyBF4e1xc3IIFC0JCQiAICgwMXLFiBRyNsmnTJjBSuXLlirS0NCwHYW5uvmrVqlnoPqXRaFpaWjo6Om1tbW/evCkoKEhOTgYzg/DwcEFBQTBRS05O5uLiCgkJQaPROTk5b968ycnJGR8fNzMzU1VVBQ5MGo1WXV0NokLevHmzZMkSOHU4JCREQEAALuLo4+OzaNGiqqoq8JFKpW7YsEFJSYlEIvX19cnKysIFbBMSEvj5+UFfHx4eLiAgAGZgubm5wsLC8G1vbGxEo9HTEuE59eaAoSSVStXX19+5cyc8Oqyvr//tt9+srKzg+wOq/bBYLDMzM3l5eRwOx2AwLCwspKWlOY3Hp0+ftm/fLicnB0+zhoeHX79+XVVVBd5BbW1t8A7euXNHQEAgIyMDHObh4bFq1SpgR+/evSskJATfATKZrKysvHHjRhKJNDw8vHbt2suXL4NdERERc+bMmVqCdGho6N27d7m5uWlpaevXr9+5cyfYnpCQwM3NXVBQAEEQk8k0NDRUVlaG/q3HAtd48PX1Xbt2LeI+RfgfIJFI6urqhw8fBkaxrq5u0aJFjx8/BnudnZ3FxcWHhoYwGAwKhTp9+jT8xdjYWC4uroSEBBaLZW1tvWnTJiB9cOzYsQULFsCuDAiC8Hh8c3Pz+vXr9+/fD6/cgEElBEFeXl7z588HPRGRSFRTUzMxMYEgiEaj6erq7t+/HzSsqKjI0tIyNTW1t7fX2NhYR0cHrA+9ePFCUFDwiymkPyVYLHb37t26urpgrMBisTQ0NPT19dvb24WEhMzMzOA7XFVVtWTJkps3b0IQ5Ofnt27dOjCdotFoGhoa4Cbb2dlt3rwZXqa9dOmSuLj4tPfafx8ajbZ+/fo1a9ZwLvX19vZSKBQwUwSmKzw8HIVCJSYmwseAFVYTE5N169aB5xMAfvKbN28WLFgQFhYGNt67d09AQACuEHfx4kUUCgV/pFKp+/btW7duHYlE6urqkpGRcXd3B7uCgoKEhIRAzDmwrMBtCwrhctaxGRoamvaUYjwer6SkBMZJYA7HGYfV398PT7ASEhK4uLhADhidTrezs1NUVMThcGw2++jRo/Ly8vCTQCQS9fT01q9f39TUBF+otLTUysoqOTkZvIPa2trA9EZGRq5atQr2i7q7u8NG0d3dXVBQkLPonp6e3qZNmygUytDQkKSkpKOjI3wPly9fXlJSwvnTmExmVVWVjY1NZGQkGo02MjKSl5cHux49erRo0SJwz0kkkp6e3q5duyAIsrKy4ubmhhMKvL29paSkEPcpwv8AiURSU1ODh5a1tbW///77o0ePwF4HBwchIaHe3l4gsrpq1SqwkMBisdzd3Xft2gVcpqdPn5aRkQGrCMnJyQsXLtTQ0KiursZiseHh4Tdv3iQSiba2tr///vudO3ewWGxra+vly5eBJyooKIiLiys/P59KpdbW1kpLS4OBJIvF0tLS0tfXp9FoDAZj06ZN27ZtA4v8W7duVVNTA5eLjY1dsWLFNy11OavAYDBKSkpwZmpNTY2CgkJOTg7w1PHx8RUXF4NdISEh0tLSYIx8+/ZtOB+XSqWCRCMIgkJDQxcsWPDo0SMikUihUHR0dLi4uP5yesO3g8Viubi4oFCoM2fO9Pb2DgwMuLi4+Pn50Wg0MDMDgTZoNFpSUlJcXDwyMnJwcDAvL8/Ozm58fDwxMfGXX345ffp0d3f30NDQzZs3vby8IAjKzMz8/fffnz17RiKR2Gx2cHAwNzc33C9nZGQsWbLE3d0djBIGBgYUFBRcXFwgCGpvbxcXF4cr0MXHx/Px8QGX7IMHD5YtWwZO0t3dLSQktHr16rKyMjDNOn369F9Qrfo6OBxOTk7u8OHD4OONGzfmzZsHZ04XFBSIiooCNa74+Pi5c+e+e/cOgiAGg3H69Oldu3YRCAQ2m33o0CE5OTlgsD9//qyhocHpdUxJSWlvbxcVFVVSUgLvoKKi4sGDB0dHR9lsdlRU1PLly3Nzc4GPwcnJSVBQEDhctMUSAAAb/klEQVRC3717x8XF5ejoCJarBgcHFRQUrl69ymKx+vr6REVFYaN49+7dxYsXTzKKnz59UlBQUFNTIxAI4+PjioqKmpqaYGD04MGD33//HRhFCoWye/fu7du3QxAUFRWFQqFu3rxJJpMJBMKJEycEBATgJd6ZAjGKPxKVlZUbNmxQVFRsampiMplRUVHc3Nx2dnZjY2NjY2MmJiY8PDxPnz5ls9kjIyMWFhYmJia5ubmxsbEXLlwAo8jOzk5NTU1ZWdns7GzgEb13756EhISoqOj69etNTU2BS2RkZOTUqVNCQkKSkpI7duzw9/cHB79//15TU1NfX//ChQsvX77cuXOnqqpqZWVlZWXlli1blJSUGhoa2Gy2l5eXiIiImZlZTEyMvr6+tLR0WFjYwMCAr6+vkJCQl5fXbAgB/w4wmczbt2+rqqreu3cvJycnICAAdh1jMBhra+vjx4+DNINLly6B+cro6OjJkyd5eHiioqIoFEpRUZGYmJi6ujoajcbhcBcvXpSSkjIwMIiOjlZWVl63bl1CQsKM/sQvQyaT3dzcVq1atXr1aiUlpStXrmAwGAKBYGNjw8fH5+rqOjExQafTMzMz1dXVly9fLikpqa2t/fr1awiC2Gy2r6/vypUrwXdtbW1BwAsajd64caOSklJUVBQWiwXTGqBUDL719u1bdXV1T0/PvLy8+/fv+/j4MBgMBoORkJAgKip64MCB0dFRHA7n6OgoICAQEBAwMTHh4OAwf/58+PHOycnZvHmztLS0nJycgYFBaWnptGe15+TkyMnJKSgoAHOLx+N9fHy0tLSePn0aFxd38+ZN4B8eGxtzdXVdtmyZl5cXhULp7e3V0tKSlZUtKyvr7+9XU1NbvXp1cXExmUy2t7fn4eEJCwt7//49CG4yMjJqb2+f9A6uWrUKRNtVVVVt3LhRW1s7NTWVQCCYmJjw8vLGx8cDp0VsbKy6uvqtW7dycnK8vb1v375NJBJZLNbz588XL15sYGDw6dMnHA7n4OCwdOnSwMBAziVtOp3u5eUlKSlpb28fFRVlaGgoJSX1+PFjcJ95eHju3LlDp9P7+vo2b968YcOG6upqOp3u7e29efNmAwMDLy8vHR2djRs3znjRWcQo/kh0dXUVFhaWlpb29fUxmcympqby8vLS0lIsFovFYsvLy8vKyhoaGmCXWlVVVWlpaUNDAxyp1N/fX1JSUlRUVFtbCy9HDQ4OFhUVVVRUcD7ibDa7tra2sLBwklIrgUAoLi5+9+4dlUrt6ekBsddoNLqoqKikpAQ+uLy8vKioCIfDDQ8P19bWAqduaWlpSUlJZWXl1PSPn5jW1tbs7Ozq6uqpygYNDQ1ZWVm1tbXwqhIGg3n79m15eXlVVRVw/ZWVlZWVlcE3trm5+c2bN729vX19fd8iPHIaAVEVnAVQKyoqSkpKKioq4N8LdPOLioomSVC1tbXl5+dPmgf39/fn5uZiMBgKhVJZWVlcXAyvKcKXKCwsrKqqgmNA6HR6Y2MjeGLxePzIyEhxcXFJSUltbS0ej3///n1OTk59fT38LhAIhLq6uoqKiv8z8eCv0dLSUlpaWl5ezpmq2NTUBH4O7EfFYrFlZWXl5eXv3r0DXuXS0tLCwsLu7u7e3t6CgoKysjKQYVlcXFxTU9PZ2VlWVlZRUQHed3AS+B0cGRnJy8uDXcEdHR3FxcUYDGZ8fPz9+/elpaW1tbXwuz82NgYaAz9doKspKCjIysoaGRkZGRkBzyToBCb9wIaGhvz8fDqdjsfjKyoqBgcH8Xh8ZWVlaWlpXV0djUbDYDAVFRWFhYXwUmJ/f39aWlpXVxfwDXyL2/4/gRhFBAQEBASEf4EYRYT/SFlZWV5e3oxLEc5+KBRKcnIyvBYyMTFRWVnJWTXsbzI4OBgTE/P1nPR/FNXV1TU1NV8MMmIymUlJSfAsZLYBno1pz9BlsVg4HK6ysnLqQ8JisUZGRr6462/CZDLb2tqmxqBCEESn03NycuBwnh8LxCj+U5iYmBgeHv76GgmLxRoeHoblM3x8fDw9PWdh0P9sA4vFWlhYwNkCQUFBAgICoNzKXwYolQAphpKSEhsbm+8p0fl3GBoamnZZu0kEBQV5eHjADyqVSoW9r4ODgw4ODpxBrbMHNpttY2Pznwrb/R1GR0c9PT0XL14cFRU1dZe1tfXixYv/srref6Kzs3PNmjWKiopTd01MTJw/fx7OFvuxQIziPwU3NzdOHY0vUl9ff+rUKVhsFuGvkZ+fv2DBAg8Pj798BiqV6uTkFBERMY2t+j6ACK+3b99+z4vev38fDi6d5Tx79oyHhycpKWnaz5yRkfHLL79w1kWHefHiBQqF+mLd9b8DnU7X1NSUkpKa3tPOOIhR/FFhs9lAJgaPx3d0dLS0tIApHQaD6erq+vDhA0jAgCAIh8OFhIQsXrwYKNCDtGgymdzU1PTx40d4Ob2jo2PHjh1SUlJxcXG9vb1UKnV0dHSSdOro6Gh9fX1TUxOcRsZisahUKpjTYLFYIMHF2c6hoaHW1ta2trZPnz7NwqS6/56enp6ampri4uIPHz4wGAw8Hl9YWFhXVwdu+6dPnz5//gwmdm/fvuXl5Q0KCurp6amsrIQ1tKB/z9eHh4cbGhrg9NDOzs66urqPHz8CT/X4+Li7u/sff/zh4uICIvRAhSPOtD8ajfbx40c0Gs2Z6cxms8fGxvB4PJlMbm1traur44wWwWAwnZ2dzc3Nnz9//kYzuZ6enpMnTy5cuPDhw4cgYoJIJI6MjIyPjzc3N8NN7erqqqmpgZ9P0PK+vj7QfvAIcTrt29vb0Wh0e3v76OgoCBnD4XAg1ozNZsfFxfHx8amqqjY3N4PfOzo6OjIyAkt3ApW41tbWlpYWzns4MTExMjJCo9FaWloqKys5NUIpFEpHR0dbW1tfX9/0ekpevXolJiZWUVHR1dU11Y86NjaGRqOBABtnY7BYLJVKHR8fR6PRtbW1nApfNBqtvb29p6cnJSVl+fLlcIIWJzExMXx8fFlZWc3NzVVVVZwxTUB0dGRkpLGxEQ5yGRwc7OjoqK+v53x+xsfHGxsb6+rq4IAdFotlbm6+YcMGCIIYDEZ5eXleXl5XVxedTmexWENDQ/CvAC4oCoUClEA4//UQBOHxeDQa3dDQ8PnzZyKRiMViv1GU038JYhR/VIhE4vHjx+Xl5V1dXW1sbC5dukQkEtPT08+dO1dQUPD8+XMTE5ObN2/icLje3t6nT58KCAgcOHDg/fv3Y2NjGRkZenp6gYGBjx492rFjBxhCNjc37927d9WqVbGxsR0dHWVlZerq6nv37oXTJ+Li4uzs7OLj4x8/fmxgYBAaGgqa4ePjs2XLFmdn5/j4eEtLS2FhYZBYRiAQoqKiXr169e7du4sXL+7evfvHFTtls9nl5eWqqqpcXFyhoaFUKhWDwVy+fNnJyQmPx2dnZ69Zs8bPzw8MIIqLi9euXWtqaurr62toaLht27aIiAgmkzk0NGRhYaGsrOzu7n7kyJHAwEAMBmNhYXH16tXExMQ9e/ZYWlqCTio4OHjZsmUWFhbv37+nUCheXl4KCgqwS/DDhw9AzzYxMfHcuXPHjh0D4qjFxcXq6uomJiYvXrxwd3ffs2ePiYkJ2FVRUeHj41NWVvb8+XMlJSWQ/DDt9PT0WFhYzJ8//+HDh0Ds18rKSllZ2dvb+8SJE0FBQa2trRYWFhcvXoyOjt67d6+Pjw94ugICAsTExK5fvx4VFXXgwAFpael79+6BcwYFBYWHh4MH+8iRIyDuVF1dff/+/ePj4ywWKzk5ecWKFZqamm/fvh0fH4+KilJQUHjw4AEwioODg9euXfPx8cnJyfHw8DA0NATSAZ8/fz558uT27dsfPnwIqpTv2rULCCZ0d3ffuXMnNTU1PT1dRUUlNDR0GotWxsXF8fLy/vnnn8HBwfv375eSkoIncMnJyXZ2dklJSdHR0UZGRq6urmDskpKSIi8vf/z48efPn9vb20tLS9vZ2QHL1NfX5+HhERERkZKSYmlpuWTJErg6LCexsbHz5893dnZ2c3MzNjaGH4CWlhYjIyMtLS1/f38TE5NHjx5NTEy8fPkyNja2sLDw8OHDO3fuBEmlqampRkZG8fHxly9f3r59O7iHTCbz+PHjmzZtAv96Gxsbb2/voqIiMpn8+PHjjRs3AmcJi8W6f//+5s2bL1++/PDhw+PHj8vKysK5NEBkICIiIjExUUdHx8jIKDk5+Vu7378OYhR/VBgMxs2bN7m4uF6+fDk0NDQ2NlZVVSUsLAxLfmRmZvLx8QGRFCwWKy0t7efnB3Zdv37d2NiYRqOh0WhhYeEzZ86A3jwwMFBCQgKEs4+Pj2tqam7YsAGs3KSlpS1fvjwmJgacITw8HFyaxWI9ffr0jz/+sLKyGh8fp1AoBw8eFBISAvJa69atO3v2LIFA6O/v9/b2/mIxhB+I/Pz8xYsX37lzB4IgEol079490DcVFhZyc3PDqc1FRUX8/PyWlpY4HA6Hw7m4uMydOzc/P59IJF68eHHJkiWJiYkYDIZIJDY1NampqZWVlVEoFLDaBKZTJSUlPDw8wN3NZrN9fHzmzZsH1iwHBwe3bdvm4OAArtXY2Lhu3TogpDc0NLRp0yZhYeGmpiYCgZCdnf3bb78FBARAEOTq6qqqqtrQ0ECj0R48eABXDpp2goKCli5dCrICsFisubk5FxdXRkbG4OAgkUgsKytTUFBAo9EEAsHY2FhcXBxMl0H1bzc3NywWOz4+fuzYMTExMZCFIi4u7uzszGAw6uvrfXx8SCQSFotVUFDYtWsX6DoxGIyMjIytrS1oQHZ2Njc3N+hzGQzGhQsXtLS0QIwJkUhUVlZeu3ZtR0cHiUQyNjbm4uLKzMwkEAgYDGbt2rVAGTEhIUFQUBA86tHR0ZGRkdMYaxYTE8PLyxsYGEgmk8fGxjQ0NAQEBDo6Opqbm1euXAk7P2NiYhYvXuzh4QGCWVAolK6u7vDwMJFI9Pb2/uOPP8rKymg0mpGRkZ2dHZg4Jicn//HHH/Hx8VMvGhcXx8XFFR0dPTExgcFgNDU1RURE6uvrx8fHdXV1hYSEqqqqPn/+PDIyEhISIicnFxcXl5WVFRgYKCoq6unpSSKRnJycgPhcWloaCoUC9SDZbLa5ubmUlFRVVVVmZiZn7lZdXZ2wsLCNjQ047NGjR7/88oujoyPIAzEzMxMXFx8fHwcSXbAg5eXLl3l4eCYVUfn+IEbxByYuLk5ERAQWiLl58+avv/4KV1SYmJjYu3fvzp07JyYmBgYG1q5dC5c2pVKpFRUVz58/Dw8PFxcXP3PmDHivfHx8JCQkYLGoEydOKCoqkslkIKghLS0NJ1exWCxxcXEwSGxpaREQEICHfkBYB/gM09PTN2/eLCkp6e/vP43RmDOItbW1hIREd3d3ZWUlnInf0dEhLS1tbW0NPr59+3bp0qX+/v7gY1VVFQ8Pj6+vLwRBAQEBkpKSnN3H58+fnz17Fhsba2lpuW7dOqBxVVxczM/PDw9icnNz+fj4wOg+Li5u7ty5sLYfBEF+fn7z5s3Lzc2FIGjPnj27d+8G3qeKigouLi4Q79Pb22tmZiYmJrZv375vumZ89+7dJUuWwPUunJ2dYU1BQEtLS3JyMkjuXrduHXhc0Wg0yC4Hx7i4uPDz8wM9pmfPnu3YsUNeXt7b2xtYQTqdrq6urqGhAT729fVJS0sDzXQIgrq7uyUlJcHT2NDQsHDhQtCbA4CgKLA97u7uAgIC4CoMBmPDhg1mZmYQBJHJZF9fX3FxcV1dXTDFn8b78+rVK0FBQXh2GBMTs3DhwoKCAiCcBpeWY7PZOjo6UlJSGAyGRqNJSEjAw6CHDx8uWLCgsLCwubl5+fLlcKp7SUnJsmXL4Bk2J2FhYVxcXEB6FIKgwsLCpUuXAtkHMzMzGRkZsIZCJpNVVVVVVVX7+vrq6uo+f/48PDwMXltQ1CUnJ8ff35+Liws82wwG49ChQ4KCgitWrLC3t+e8Ynd3t7i4OKyfDHRr4dCzK1euyMnJgZRHML4BeauhoaGrVq2aqjP+nUGM4g/M8+fPhYWFgToiBEFXrlxBoVCwZBSTyTxw4IC2tjaVSu3t7ZWQkACPMpVKtbe3P3HiRGdn5/j4+JYtW5ycnMBXvL29JSUlYY+/qanptm3bQG0NBwcHLi4uWHAZgqBt27YBsf+SkhJ+fn54McPOzk5UVHRoaGh0dHR4eBiPx6empm7ZskVZWZmzc/xBqa6uXrZsmZWVVXR0NLy40tbWJikpCUfW5OfnCwgIREdHg491dXWioqKgD/Lz85OUlIRX19LT07du3Zqenk6j0fz8/GRkZMC6TklJCec4IzU1deHChcAQZmRkLFiwAMxWAQ8ePBAUFARDGSA2DSb3tbW1IiIiYLrZ19eHw+EaGhpsbW1FREQePnz4je6Pv7//kiVLYKvv5OS0evVqOG42KipKQ0OjsLCQTqc7OztLS0uDIz98+LBy5Ur4EXJychISEmpsbGQwGBgMhkQiJSQkbN26dffu3W1tbSC+Q0tLC0hAgGcbTEogCGptbRUXFwfz487OTqBlAzevuLh42bJlsbGxEAS5ubnx8/ODjAIymbxx40ZQuvXz589jY2P9/f1XrlxZsWKFg4PDNC4rPn/+XEhICMiRQxAUHh7Ozc1dXV0dGRm5ZMkSIE0OOHLkyIYNG0ZHR0kk0tq1ay9evAi2P3jwQEhIqLa2trOzk5eX19nZGWyvrKxctmxZZGTk1Is+efJk8eLFcPRTUlLSkiVLgIDciRMnYG1xIpG4b98+UVFROMticHCwoKCgs7PT3Nzcycmpr6+vo6NDSkrq2rVrEASx2ezDhw+rqKjExMQsW7bs6tWr8BU/ffokKSkJt/n9+/fCwsLwIM/JyQmu8vHhwwcDA4P79+8XFBRcvXo1JyfnWxez/D9BjOIPzNOnT/n4+OABYHt7u6am5q5du8Bs482bN7KysqAnHR0dFRcXNzIyamxsrK+vFxYW3rNnT3d3d2ZmpoCAgKKiIviKl5cXHx9fYmJiV1cXi8U6ePCgsLAw6Prr6uokJSVNTU3Bo5yTkyMjIwPED0tKSubMmQM/8VZWVnx8fCMjI/X19fr6+uDdA6KXP4HqKZ1OP3PmzJw5c0DHCgCWEu6X8/Pzf/31V9AjjI+PW1tbW1lZgegGb29vfn5+eCJlamo6d+7c7OzsxsZGY2NjHh6ejIwMKpXa0NAgLCxsb2//8eNHJpMZHR09Z84cEOBOIpFOnDixcuVKoN5ZX1+/d+9eV1dXBoNBJpMVFRVhVczS0tK5c+eCgpceHh5gwkQkElesWGFqavqN7k9ERMSCBQsiIyNBvJW9vb2goCBsFPX19efNmwfiNfbu3bt8+XLwK3Jzc5ctWwZ7/s3Nzfn4+D5+/NjT06OrqwvS3cLCwn7//ffS0lImk7l9+/Z169aBWzo0NKSgoKCrq4tGo8fHxzs6OlasWOHo6AgWAoEUNRByw+FwNjY2Bw8eBIsFzs7OS5YsAc46CoUiJiamp6fHZrPDwsKOHz8O5i76+vpKSkrTKMCUmZnJzc0Nlof7+voOHjzo7u5Op9OBhKmWlhYYMOXl5W3btg28vOPj44KCgocOHQJnCAoKmjNnDnjrjx49umjRovj4+JaWFj8/PxQKZW9vP3VB7uXLlygUCgQz9/b2mpqagqeCxWIdOnRITEwM1uAuLCzk4eERERG5c+dOVFSUqanp27dv0Wg0CoWysbEZGxt7/Pjx3Llzz50719PTQ6fTtbW1xcTEQLGwxYsX29jYgGevs7Nz+fLlsMRrZmbmvHnzfHx8wEcHBwdRUVHgJAgODr58+fKNGzfc3NySkpKKi4s5tX5mBMQo/qh0d3d7enoqKCjcuXMHjoUZHh52c3NzcnJKTU0NCAgoKiqCnT+hoaEaGhr+/v5YLPb169c7d+60s7PLyMiwt7fX0dEB5urjx4+nT582NTUtKytrb28/ceKEiooKbHRbW1sdHR39/f0fP34cEBAAepOJiQmwiu7q6gpS686ePaumphYfH4/BYGxtbS9cuJCWlgbqjv4cdTFLSkpOnToFe4NZLFZ8fLyysrKlpSVwGuNwuNDQUHt7+4iICBAEAf5Bvb29586d27lzZ1RUFJh8VFdXHzx4UF9f/8mTJ4mJibt37/bz88PhcKOjo9euXTtw4AAoz+vn57d169YbN26AHmdsbMzf39/Z2fnp06dPnjyJjo4G/+WCgoK9e/fu2rUrNzeXQqFERkbKy8tfuHBhbGzsyZMnBw4cSE5OjoiI8PDw+HZiWm1tbdbW1rq6uq9fvx4eHv7zzz8VFRWfPXsGWlhYWHjkyBEDA4P4+Pj79++rqamFhIQMDQ3du3dPQ0Pj1q1bIKz01KlTKioq6enpFArl/PnzV69ezczM9PT0fP78OZVKLSkp0dXV3bVrV1lZGZvNZrFYCQkJysrKbm5uQ0NDQE/V1NQUdPQMBiM2NtbW1jYxMfHRo0fR0dHAlPb3958+fXr79u0gOyI5OVlFReXQoUMtLS3l5eV6enpgNdHb27u+vn4aFVBxONz9+/dPnjz58uXLyMjI169fw2/o58+fnZ2dPT094+Pj7927l5KSAna9ePFi27Ztx48fb29vHxsbu3btmry8fFhYGJ1Ox2KxDg4OKioqLi4u9+7dO3v27J07d6aa8P7+/hs3bjg7O0dGRsbExKSlpYHtjY2Nhw4dUldXz87Ohn9jWVnZ0aNHZWRkdHR0Xrx4AdZTAwICVFRUrl27lpiYaGVldfr06fLy8ra2NiMjo127doFCVB4eHhs2bAgJCWlvb09KSlJRUTl+/DioWxkaGqqoqOjs7IzH47u6uk6cOKGlpfX8+XMIgq5evbp+/XoVFRVVVVUdHR1ZWdkTJ07MbPABYhR/VEBWwKdPn0DRAM5dExMTRCJxanQAg8GAFQ6pVCpsShkMBudrD9wXDAaDSqUymcxJviNQCBe+IovFolAoTCYTBPqD4xkMBhxUTaPRSCTSz2EO/xNUKpVOp4MfDm9kMpl4PJ4zB4DBYIBbAXJp4O1EIhF0fywWC6QZgO0UCoVOp7PZbAqFwmAwsFgsp3oqjUYjEAicVwTNAP84NpsN/n2gtCwEQeA8cML7N4VKpYLfAt8Zzr1wrw2OAY2Emwraz/kt8AjBzzPYS6fT+/v7YYtCpVLBIwf+C5P+F2w2m0QiTfpfgPOANwL8X2g0GudV4PylaQfImX4xGJtMJk9MTHC+0SQSCdwckOoAXjfwLwYHUCiU/6adVCqVQCBwdgvg59NotP7+/knVqul0+qTFVDqdDj88bDabzWYz/g3ny97T0wOuwmKx4PsJ/1NYLBadTieTyeAnNDY2BgcHv3//Hm5/T0+Pn5/fzMbaIEYRAQEBAWEGiIuLU1RU9PHxKSoqKisry83NDQ8Pf/PmzSQL/Z1BjCICAgICwgxAo9Hy8/OvXLlia2t7+fJlX1/fjx8/Tnu5rv8VxCgiICAgIMwk0yiP8PdBjCICAgICAsK/QIwiAgICAgLCv/h/







أما شدة الضوء فهي  تعبر عن عرض حزمة الضوء يعني أن الضوء يزيد شدة (بغض النظر عن الطول الموجي ) كلما كثرت الاشعة المارة في حيز عرض معين band width   ويجب ملاحظة أن هناك بعض المفاهيم التي تربط بين عرض الموجة band width   والذي يتحدد بواسطة شق يقع بين مصدر الضوء والعينة slitوبين حساسية الجهاز  فمثلا كلما زادات عرض الموجة زادت الحساسية ولكن يزيد تأثير المتداخلات  وفي نفس الوقت .


ونقطة أخري فإن شدة الضوء تختلف عن طاقة الضوء  حيث أن طاقة الضوء تزيد كلما زادة تردد الضوء حسب قانون بلانك  E=hν                          أو   E=hc/λ  يعني كلما قصر الطول الموجي زادت طاقة الضوء
يعني تأثيره علي الجزيئات كما في الشكل السابق .

ملحوظة : في الأجهزة القديمة  كل شئ كان يحسب بواسطة المستخدم  بداية  بتحديد الطول الموجي  الذي سيحدث عنده أكبر امتصاص  λmax ­ (أو اختيار فلتر )  ثم حساب Io  و  I  ويحسب التفاذية  ولوغاريتم مقلوبها  وصولا إلى الامتصاص   وهذه  في كل تركيز  إلى إن ينتهي من رسم  منحنى معايرة القياس Calibration curve.
( طبعا  نتقدم بالشكر لمصنعي الأجهزة الحديثة ... رحمونا من كل هذه الحسابات !!!!)
اولا : رسم منحنى المعايرة calibration curve
بشكل عام  سيكون المنحنى بين التركيز وسيكون على المحور الافقي "السيني"  وبين  الاستجابة response   علي المحور الصادي   حيث نأخذ سلسلة من القياسيات  Cونري الاستجابة المقابلة لها




نجمع البيانات في جدول كالمقابل
مسلسل
التركيز (C)
الاستجابة (R)
1


2


3


4


5



نرسم علاقة بيانية بين التركيز والاستجابة  وسيظهر الشكل المقابل وهو عبار عن خط مستقيم  ميله هو

 data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANUAAAC4CAIAAAD7SD5QAAAYpElEQVR4nO2d/VNTVxrH+6fs7K/b3U5/60xnd5x11qm2jrwoy7bV6koSMCQQXrSwQEVQwepsba0VpCrUAlnd2TYKLW21WB1QEIuCgbzwGpJcsAiEvNzkJvfZH55ymkKqkBduEp7PD0xy7825h3u/ec45z/nm3BeAIKTjBakrQGxoSH+ElJD+CCkh/RFSQvojpIT0R0gJ6Y+QEtIfISWkP0JKSH+ElJD+CCkh/RFSQvojpIT0R0gJ6Y+QEtIfISWkP0JKSH+ElJD+CCkh/RFS8rP+xF8TWEIURTzA7/cLgoCvg7cTRCT8rL9AIOD1en0+n9/vR+X5fD6v1+v3+3GvIAhOp1MQBK/Xi0eSBInI+Vl/giD4/X6/3+/xeHALvl12tMfjQWmyWEgQkfCz/lBtgiAIgnDixAmO4zDm2Wy24eFhs9k8NDS0uLgIABgXqQkmosKv4h9Gtb/97W9Go1EUxcnJyU2bNuXk5CgUCoVCUVJSMj09jQ20pHUmkodf4p/P58PX6enpIyMjoiiaTKaMjAx26ODgYFZWFsdxAMBxnNlsNpvNbO+TJ0/MZjPP8wCAjfjs7CzbAgA8z+NHcK/b7V55jMfjMZvNP/30EysWP/LkyRN8S0F3TeDliueL9kv+hdUyPT0dhWU0GlNTU9kBRqPxwIEDHMf19/cXFxer1Wq1Wt3Y2Ojz+e7fv19UVKRWq8vLyy0WS0dHR0ZGxuHDhxUKRXV1Ncdxdru9uroa42h1dfX09PQ333yTkZHx3nvvKRSKo0ePWq1Wq9VaXV2tVqs1Gs3du3e9Xu+lS5dUKpVarS4uLn7w4IEoih6PJ56vZpwgiiK2Zqyn7vV64/O6hcj/paenj46OAsDExMRLL70kl8tlMplSqfzDH/6g0+kAQKlUfvTRR3a73W63v/LKK0+fPi0tLT179qzNZvv22285jtPpdJs2bcKgpVKprl279uWXX6rVaixfqVS2tbXdvHlz06ZNMzMzAFBYWNjW1qbT6bKysmw2W39//6NHj0ZHR//617/abDaO42pqarKzswHA5/OxOE38Fkx/AOD1euvr67u6uuKz1xRCfzt37mT627Ztm8FgGBoaMhqNFovlzTffdDqd//rXv7Zs2aLRaNRqdW5ursPhEATh9OnTarX61KlTMzMzWq22vLwcS8vLy+vo6Pjqq680Gg1uKSgouHr16rVr19gxRUVFWq3W7/ejTMvKyvR6Pcdxf/zjH/EUOTk5X3zxBXYSBEGIz69y/ID6E0VREITa2tq6ujqn0xmfFy2E/tLS0oxGIwA8fPhwx44dwbsyMjIMBsORI0fOnz9vt9utVuuFCxcWFhZ0Ol1bW5vdbs/Ozm5vb79169bLL7988+ZNs9mcm5uL+lOpVNiZy8nJaW9vb2lpycnJwWJzcnK0Wu3g4ODFixftdvuZM2dKSkocDsff//53m81msVhu3rz5v//9j13T+LyU8QNeH7fbffjw4dbWVgCI23xZ6PZ3eHgYACYmJk6dOoW3HBkdHT179qzL5Tpx4oRMJpPL5d9//70gCE+ePKmsrFQoFFqt1uv1Xrly5cCBA6dPn1YoFC0tLTzP8zzf3Nwsl8vxGEEQbt261djYiCnGxsbG7u5uh8NRX1+vUChqamoWFxdFUbx79y52Gauqqn766SfUHw3AV8PU1FRRUdH169dhafpA6hqFJrT+RkZGAIDdZrzxqy+0oaEhLy9vNUeuTHE/G5weXNNHNgLYM2HfTJPJVFBQ0Nvbi7vieb4qtP7GxsbWWpAoijzP4zirs7OzpaUF4nvkn0xgG4Ujs76+PpVK9fjxY9yF+ovbFiNq+gOAQCCAEsS3JL51A/UHAO3t7UVFRRMTEwCAERGzrXHbaY5m/MPghyN/t9tNiZL1Af1KAKDVat977z2XyyWKIiYK2LRWfIoPoh7/sKfodrsdDsdae41EJJw9e/bYsWNoUOJ5ng0ZvV5vouov2BEY/BYNWis/yPTH87zP54vbPkeig9eZWUD8fn9tbe0nn3wCS60Q7sUWGUd4cSvB0Pk/HP8yRyDGcNSWx+Nhr9e9tgRAkFkTAFwuV1lZGY72AEAQBPTISVrBNfCs/MsyRyADuxekPwnB2Ga1WouLi3FSFO8IDv7iNtqt5Fnzvxj2AoFARUXF3r17cSK4qqrK5XKtez2Jn2FDXYPBoNFo+vr6ACC4t/dbvaP4JHT7i/4XNoe9efPm7777zmQy6fV6nU5XVlYW3gCFiBa9vb35+fkGgwEAPB5P8Gg3sdIOoePf+Pg4ALD/JCMjA83PiEaj0Wq1QLMR68LKi4xmjqmpKVgSH442WL8o4dtfg8HAehi9vb2ZmZnV1dUNDQ0NDQ379+8vKytzuVw3btwAAEy7s/9/vau/AcAJDDaB+5///KeiosLpdAKA1+vF0cYyjSbQjXiW/jiOUygUfX19GRkZR44caWho+OSTTxoaGkpKSnp6ek6cOHHp0iUA8Pl8bOZt3eu/IWC/Baurq6uqqmIjQvarscS98qH1ZzKZAGB4eBj9z2lpadPT0+wApVLZ3t5+8+ZNNFAF/1KTiDooL5/PV1NTc+7cOdbCstREsumP5f+Y/37Pnj044MCBVW9v78mTJy9dupSfnw9B38L1rPeGwuVylZeXY58bHeA42kBdSl27iHhW/sVqtebk5HR3dy8uLrrdbo/Hw/M8SnBsbKy0tPTy5cs420EDkdhhtVo1Gk1bWxsAuFwubGrwO4+3I6G/+c+Z/7Xb7d3d3QCAPzuHpRDocrlu374NQZPfRFQI6eS7f/8+BP3ymmmOzb9JW+dIiKb/gIic5zr5ElptKyH9xReJ6+QLD9JfHJHQTr7wIP3FHQnq5AsP0p+UJJOTLzxIf1KSTE6+8CD9SUzSOPnCg/QnGUnm5AsP0p/EJI2TLzxIf+tHcjv5woP0t34kt5MvPEh/60oSO/nCg/S3fiS3ky88SH/rShI7+cKD9Ld+JLeTLzxIf7Fiozn5woP0Fys2mpMvPEh/sWKjOfnCg/QXEzagky88SH8xZEM5+cKD9BcdyMkXHqS/6EBOvvAg/UWNDe7kCw/SXxQgJ1/YkP6ixgZ38oUH6S8cyMkXLUh/4UBOvmhB+gsTcvJFBdJfOJCTL1qQ/sKEnHxRgfQXDuTkixakv+fD9IQDDr1er9FoyMkXFUh/zyfYyffgwQO1Wk1OvmhB+nsO2J/DOTSdTpebm2u324GcfFGC9Ldavv7665deeqmsrAwAMPlHTr7IIf2tirq6ujNnzrS2th46dAiWgh85+SKH9LecZzj5rl69WlBQgMeQky8qkP6W8wwnn1arxUeeENGC9BeClU4+HH+0tLRg+0tEC9Lfr3iGkw8Ampubsf0logXpLwQhnXwA0NraqlKppK5dUrHR9bcaJx8zkDY3NxcXF0tT0SRlo+tvNU4+5p7XarWFhYVSVjfp2Oj6g1U4+VguprW1lfQXXTa6/p7r5At2MpP+os5G1x+szslH+osRG11/U1NTz3XyUfyLHRtLf8vW5DMajatZk4/0Fzs2lv6WrcmXm5ur1+tx1zOcfKS/2LER9QcA7e3txcXF4+PjsAonH+kvdmwg/T17TT72c/GQHyT9xYgNpD/k7Nmzx48fX9OafKS/2JHM+lvp5KupqQljTb7V6E8URSwheKkhjLj4cTayYW/x4GV/Wc3FJXALS5Kzt+z4hP71SZLrjzn5nE5neXl5a2sr7lrTmnzP1Z8oijzP45ovOMSura212WwoSlQbjm8wp+PxeHAY5HQ6FxYWMNeDqUee59mkCybDYcmAs2xNmeDfAETtkq07yaw/WHLyTU1NFRUVXb9+HcJak2+t7a8gCFu3bkX7TDArhbIsqsFSzEYRs6E6qwZ7jd8rFC7+LwlK0uqPDXWHh4cLCgoePHgA4a7J91z9BQKB3t7e7OxstVptMpkA4K233jKbzS6X6/jx49nZ2dnZ2T09PQDQ3Nzc2NhYWlqanZ197969QCDgdrtramrkcnlWVtbdu3dZ9ht1OTMzc/LkyfPnzysUCo7jmpqaZDIZenOC/53Edf8nrf6Qnp6evLw8o9EIANjGhbEm33P1Nz4+vmPHDpvNptfrz58/DwCZmZmzs7OVlZWnT582m81ms3nXrl1zc3MHDx589dVXBwYGcMvCwkJVVVVdXZ3dbrfb7ZmZmWazGZbC9o8//njjxo3f/e53zc3NAwMDL774YlNTU19f3759++7cuTM5OYlnT+i1ZpJHfyudfG1tbQUFBVarFSJbk++5+nO5XC0tLWq1uqSkZGFhAQBQbe+++25zczMek5aWhls6OjpwS2pq6sLCQnl5+ZYtW9RqtVqt3rx5M8dxWLGurq7CwsLu7u63334bAKxWa1paGgBYLJZ//OMffX19Bw4cmJ6ehqXBSgRXTkqSR3/LnHxarbaiosLtdkPEa/KtRn+3bt2y2WxdXV07d+4EgJSUlLm5ufz8/KamJjzmjTfemJubKy8vl8lkuOX1119/+vRpUVHRBx98YLPZbDabVqudn5/Hc126dKmkpMTlcm3fvh0ATCZTSkoKAIyMjOCWtLQ0jOsJvbJv8ugPgrrz586dO3r0qMfjQelEuCbfc/XndDrPnDmTl5eXk5Nz/fp1URTlcrnFYnn06FF+fr5MJlMoFJ9++inP8+Xl5bt27Tp48CBu8Xg8AwMDhw4dUqvVSqWyrq5ucXERxxNNTU0HDx50uVzvvPOOKIpms3nfvn2iKI6Pj+/ZswcAMjIyhoeHWSyP6MJJR/Lojzn5jh8/XldXh20r9vYiXJNvlePf4eHh0dFRPJHT6eR5HgA4juvv7x8aGsJjVCrVlStXJicncQsWy3GcyWR69OgRdkkxMdnT06NSqfR6vdPpxNSMw+Hwer1er9fhcHR1dalUKo7jVo6gE4vk0R8sJfmuXLkCv3byYS4t7GLXlH/xer14MAu9EBSYS0pK0GiIqcFlGRaM0ywl/vDhQ7RHsHw1LLW23d3dFosFv28U/+KCqamp/Pz89vZ2CHLyIRGuybfK+Q8AYOdCxeCIhy3WIQiC2+2en59nub1AIIAJZ9ZDhSU/BMvqsWwR1j945sPn87ndbur/ScAyJ1/wz3WDnXy4l4kjvHOtNf/M4h+eHQNwcAxjr0OOh5ZNabADgnXGpvtWjvoTi0TVnxjk5Lt//75KpWJ9rKivybdW/RGrJ7H1BwBtbW3FxcUxfbou6S92JKT+WPvV2tp6+PBht9strs7JF/bpSH8xIiH1BwCiKH788cfLnHwxWpOP9Bc7EkN/y/rgaHA6d+4c/NrJx0aIEO01+dj6L6S/6JIY+vP7/W63Gzt2bre7oqKCrcnn8/lcLlfschAsxwZB+kvoIWdckRj6Y7FtamqquLgYk3zY1cN8L/M5xwKWjaP1J6NOAuiP5brwwRv37t2DpRVwMQsYawMIM2u1trYWFRUBxb/okQD6Q3788ceysjLMs0jFf//7X41GI2EFko941N/KnH5nZ+eLL764bdu2vLw8hUKRnZ3N/mZlZeGL2CGXy/F0mzdvxvhHRIt41N9KJ19lZaXVarVYLENDQwMDA0ajEU3FI0uYY4bJZBoeHjYYDGaz+dSpU9T/iy7xqD8I5eSTsDLMCnDt2jV8/gwRLeJRf7Fz8oWBKIr4c0l0srhcroT228Ub8ag/iJmTLzzw7NgrwLmWda5AEhOP+oudky8SMPg5HA5KvkQR6fW3nk6+SEhom2fcIr3+1tPJR8Qb8aI/WBcnHxFvSKy/dXbyEfGG9PEPANbNyUfEG+utv5Br8q2nk4+IKyTQX1TW5COSAwna35Br8qEugaLdBmNd9SdGb00+IjmQIP5FZU0+IjmIrf5WOvlCrsnHDAfiqtfkI5KD2OovdmvyEclBzNvfGK3JRyQHMY9/8ePkI+KQmMe/uHLyEfFGbPUXn04+In6Ipv4SxclHxA/R1B85+Yi1En39ATn5iFUTNf2Rk48IgyiPP8jJR6yJ8PVHTj4iciLSHzn5iAiJqP0lJx8RIWHqj5x8RFSIKP6Rk4+IkNXqj5x80UJcejrSyrdi0DOSgveuLIHdjuBy2JZln1q5JeRGjuNCRo3fKhlfz8zMmEwmfOp7GKxWf+Tkixy8IGw1NwhKFLAt7PGFjJUuNWxeVl5qVg5+8/v7+9kz0pFlng983dXV5XQ6RVGsr6+fmZlZqd3gkrFbxcadjx49ys3Nlcvlcrn8o48+wn7Xmq7JGtpfcvJFAl4rJj69Xq/X6y0WC74dHR19/Pix0WjEEOhwOHw+3+DgoNlshqWlZ0ZHR/V6PW4BAI7j9Hq9wWDAt/Pz84FAwGQy9ff3A4AgCJmZmbW1tQAwNzfn9/vNZrPdbsdyBgcH8YNzc3N//vOfOzs7RVFcXFzE+2uz2QYHBx8/fryyZIwymFnr6upSKpXYAAJAa2vr+++/v1ZPyRriHzn5IgFvGz7Gt6GhAR9KrVQq7927d/v27ZycHLlcLpPJ0Cu0e/dufHC1XC7/5ptvAODrr7/GxYD37t371VdfPXz4sLi4WKVS5ebmfvrppz6fr7q6+p133jl06FBWVlZTU9PY2Nif/vSn119/HQCOHTv25ptvZmVlXb9+/caNG7m5uXl5efn5+T/88ENHR8fvf//78vJyANi7dy8+M1uj0eC5Lly4IAhCcMn19fUOhwP/o8bGxoKCAgAIBAKoAY7jBEHgeX71SlhD/CMnXySwbvHjx4/feOMN3Dg5OdnT05Oamor9p4mJCVTM5s2b6+rqAMBut7/22mt+v3/79u0YLHmev3Pnjkql+vDDD+12u81me+WVVxYWFkpLS//5z39isTt27Jifnz9y5MjVq1cBoLCwkO26fPlyXl5eQUHBvn37/vKXvwDAW2+9hTP1KSkps7OzhYWFn332GR68ffv2ubm5kpKS4JIHBwfx9eeff46rYQc/sHOtLpPV6o+cfJGDzajJZEpNTQ3evn37dmxVJyYm0tPTASA9PX1mZgYAxsbG0tPTRVFMTU0NviklJSVbtmzRaDRqtTo3N1cUxdLS0mvXruHezMzM+fn5Q4cO4bOuCwoKdDodVkAmk925c8disfzwww8pKSkAkJKSMjIyAgC7du2am5s7ePAgm0dISUlZWFgoKysLLnl4eBj/kYsXL6rValYln8/X0dGBZ4ko/u3cudNsNrNmHsjJFw3Y9RwbG8vIyMAx45dffqnT6bKzs7///nuTydTZ2bl7924A2LZt2/DwMACMjo5u27YNAPbs2XPjxg2TyXTv3r3Gxsaqqqrz58/jmuwXL17keV6tVl+4cAFPtHXr1rm5uerq6jNnzvj9fqVSefHiRdz19ttv3759e2Ji4vbt22lpabOzs7t37+7u7gaArVu3Pn369OjRox9++KHJZDIYDDt37nQ4HBqNJrhk1iWdnJwsKyvT6XRGo9FkMlVVVTU1NQWPzVdD6Pg3OjoKS+MjcvJFBRxY4Ff3/v372LerrKycnZ2dnp5Wq9UymSw3Nxe78++//77FYnG73Tab7YMPPvD7/RzHFRQUyOVypVI5Nja2uLh47Ngx7DJ+9913fr//s88+6+zsxBaptraW4ziPx/Pvf//b4XB8/vnnXV1dABAIBMbHx7FnWVJS0tbW9sUXX8zOzn788ccAcPLkyenpabfbXVNTI5PJsrKy7t69K4piU1MTK/nEiRM2mw2WRvFOp7OyshKrcevWLdweafxD/WER5OSLFqIo8jy/cu3o4KwWOwxfY1YVfp2yWfkWghoft9uNe9lwkO3CbtKyu8bSJawpW5ZAYW9ZyTju5HkeszbLaoL/Y0T6S01NxQ4BOfmiiCiKHo8Hl8/3eDyoD1QbXlVsoPEiAwCq0O1246iFrX6OB+OROArEclj+FQMVa6N8Ph/P8/jWtwQeg68xYmHJeDAOKNk8KmtSg8+Lx6DLDkvDf8rlcmFibpWXJYT+MjMzp6en6+vrmZMPK0dOvkhA/eHdwhuP32S806hLpkK81PgXJzZRNOxm416n04mKQdWimoOfEyEIAioYDwgOIux0eH/xBRtKejwelBELN3hqYemZj+ybwLazGoajv2BJpaSk5OXlXb58OSb3gdjwBKvzF/3hpIooiq+++uq77747NTU1MjKi1+sHBgYMBoNxCZPJZCTCBYe9IbeHV1rILcFnWXbMMyoQzG+di+19RiG/VduhoaHBwcGxsbHgXuYv7S/rE1RUVKhUKhyg7d+/nz2DjyDC5sCBA0qlcv/+/adOnQr25v2sP+xpss4vQcSO4NmKF4I3sSEV9iXZJJt0VSWSBBzfsJ4fE9ULbDfLCLDhlX/p6eJsF0GEASz9JEhc8qyE6P+tFGzI1wQRCcGihGfojyDWAdIfISWkP0JKSH+ElJD+CCkh/
وإذا كان يمر بنقطة الأصل فستكون معادلته هي :
C= F × A ……..(1)                    , F= 1/m


ث

ليست هناك تعليقات:

إرسال تعليق

اعلان

الصفحات