المؤلفون / Authors
الملخص / Abstract
الكلمات المفتاحية / Keywords
أقسام الملف
المقدمة
1-منظومة التوليد الكهربائية في العنفة الريحية
2-المبدل الوحدوي المتعدد المستويات
3-النمذجة والمحاكاة في بيئة ماتلاب
4-نتائج المحاكاة
5-مناقشة النتائج والتوصيات المستقبلية
6-المراجع العلمية
|
دراسة وتحليل أداء المولد التحريضي ذو التغذية المضاعفة المقاد بمبدلة إلكترونية متعددة المستويات ذات الوحدات الفرعية في حالتي السرعة تحت التزامنية وفوق التزامنية في العنفة الريحية |
Study and Analysis of Performance of the Doubly-Fed Induction Generator that driving by Modular Multi-Level Converter in Both Cases of Sub-Synchronous and Super Synchronous Speed in the Wind Turbine |
الناشر : جامعة دمشق |
|
|
م.ابراهيم جمال المحمد ، أ.د.سامر ربيع ، د.رامي موسى![](/mag/conference/FCKBIH/ORCID_iD_svg.png) |
Eng.Ibrahim AL Mohamad , Dr.Samer Rabih , Dr. Rami Mousa |
|
|
|
|
الملخص
تعد المولدات التحريضة مضاعفة التغذية من أهم الأنواع المستخدمة في العنفات الريحة لسهولة تعاملها مع تغيرات سرعة الرياح. تقاد هذه المولدات عن طريق مبدلات إلكترونية حيث تتوضع هذه المبدلات بين ثابت المولد المربوط مع الشبكة الكهربائية وبين الدائر، وقد تم استخدام العديد من المبدلات كالمبدلة التقليدية والمبدلة المصفوفية في قيادة هذا النوع من المولدات ولكن ترافق استخدام هذه المبدلات بظهور عدة مشاكل منها التشوهات التوافقية في موجات الجهد والتيار والتذبذبات في العزوم الكهرومغناطيسية ومن أجل تخفيض هذه التشوهات والتذبذبات والحصول على موجات جهد وتيار نقية قدر الإمكان لرفد الشبكة الكهربائية بطاقة كهربائية ذات جودة وكفاءة عالية فقد برزت المبدلات المتعددة المستويات ذات الوحدات الفرعية والتي تمثل أحدث المبدلات المستخدمة لما تملكه من خواص وميزات فريدة كخيار بديل للمبدلات التقليدية والمصفوفية التي تم استخدامها.
تمت في هذا البحث دراسة وتحليل أداء المولد التحريضي ذو التغذية المضاعفة عند قيادته بمبدل متعدد المستويات ذي الوحدات الفرعية في حالتي السرعة تحت التزامنية وفوق التزامنية، حيث تمت نمذجة نظام التوليد الريحي القائم على استخدام المبدل المتعدد المستويات ذي الوحدات الفرعية باستخدام الماتلاب، وتحليل التشوهات التوافقية لموجات الجهد والتيار في كلتا الحالتين وتم إظهار نتائج المحاكاة بالنسبة للسرعة والعزم وجهد وتيار الثابت والدائر والاستطاعة الفعلية والردية للمولد وتمت مقارنة نتائج المحاكاة مع الأبحاث المتعلقة باستخدام المبدلات التقليدية والمصفوفية حيث أظهرت نتائج المحاكاة القائمة على استخدام المبدل المتعدد المستويات ذي الوحدات الفرعية تحسناً ملحوظاً في أداء المنظومة الريحية.
|
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAAuCAYAAABXuSs3AAACrElEQVRoge3YW0hTcRzA8e/UaIgKC9MeqhcRzG6azT1ZBokKyysDwaAXe8mniKlsU9B5r9TES3gFQ5GBt7Swu4WEFzYsMRVJswc1MDQKBRXsyT0U2tl2OCac7+v5/87vw2Bw+CvSjl3Y5oBVv2jFbb8RzibDpU6GS50MlzoZLnUyXOpkuNQdWLiH2C/cLLzP7aizAJS/GOeQ4Y7YKwCxf/HSckqSNfh6KTnqpaQkWQOl5aKu2Ek0uMe9CooSw1nf3CKrY5jMjmHWN7coSgzH/W6FWGvsiQJXllVSnKRhdW0DY/coSpMepUmPsXuU1bUNSpI1HC6rFGOVPZfh3pVVFCaGs7C6hrFnBE+T3v7M06TH2DPC4o81ChPUeD+ocnWdPZfgR6prMMepmV3+SXbPKD45mX+d8cnJxNQ9ypfvvzDHq1FVVbuy0p7TcP/ah+TFXWRycQVznxVVbtauZ1W5WeT1WZlcWsEcr8a/ttbZtfacgp+oryNHG4Z1fpmCp7Y90TupcrMoeGLDNr9MtjaM4/V1zqy25zA8oKkBQ2wo7z8vUdI/hq/ZIHjW12yguH+ModlvGGNDCWhqcHS9PYfgwY+ayYgO4dX0AuUvx/HLF47eyS/fQNmLcV5PL5ARHcKplmaH3wGgEHohdL6thVuRwfR9/EpvTJJTy/7sWn8n2nMnqXkzwYfUG4LnBF8IaSytpEeepsM2JxoaoDcmiU7bHOlXzhBuaXVo9p/wy13tpEUE0Toyw3Otzmnkbj3T6mgbmeFmRBCXutoFz+0Jj+q1kKoJpHFwircJKS4jd2sgIYXGwSmuawK5+tgiaGZPuLubGzUDEwzpUkUB7tWQLpXad59wd1MIOi/4z/k/Jd/W7kcyXOpkuNTJcKmT4VInw6VOhkudYnt7+8B91gL8Bifd0G+9hE2rAAAAAElFTkSuQmCC) |
|
الكلمات المفتاحية: العنفة الريحية، المولد التحريضي مضاعف التغذية، المبدل المتعدد المستويات ذو الوحدات الفرعية، السرعة تحت التزامنية، السرعة فوق التزامنية، التشوه التوافقي. |
|
|
|
Abstract
Doubly fed induction generators are one of the most important types used in wind turbines because they are easy to deal with changing wind speeds. These generator are driven by electronic converters where is installed between the stator of generator that connected to the electrical grid and the rotor, several converters ,such as traditional converter and matrix converter, have been used to drive this type of generators. The use of these converters is associated with several problems related to the appearance of distortions in voltage and current and oscillations in electromagnetic torque, in order to reduce these distortions and oscillations and to obtain pure voltage and current waves as much as possible to supply the electrical grid with electrical energy of high quality and efficiency, the multi- level converter which represent the latest used converters because of their unique properties and features as an alternative option to the traditional and matrix converters that have been used.
In these research, the performance of the doubly fed induction generator was studied and analyzed when it is driven by a multi-level converter in both cases of sub-synchronous and super synchronous speed, where the wind generation system based on the use of the multi-level converter was modeled using MATLAB, the simulation was carried out, and analyze the total harmonic distortion for waves of voltage and current and the results were discussed for speed, stator and rotor currents, voltages of stator and rotor and show the active generated power curve and reactive power curve ,in addition to showing the electromagnetic torque curve and then compare with the cases in which it was used matrix converter and traditional converter where the results of the comparison showed that use of the multi-level converter led to a significant improvement in the performance of the system.
|
|
![](data:image/png;base64,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) |
|
Keywords: Wind Turbine, Doubly-Fed Induction Generator, Modular Multi-level converter, sub-synchronous speed, super synchron |
|
|
|
مقدمة: |
|
مع ازدياد الطلب على الطاقة الكهربائية تم الاتجاه نحو مصادر جديدة للطاقة ولاسيما الطاقات المتجددة، وحازت طاقة الرياح المولدة للكهرباء على مكانة رئيسية بين الطاقات المتجددة وأصبحت أكثر أهمية كونها مصدر طاقة نظيف ومتجدد ويمكن استخدامها ليلاً ونهاراً، ومع ازدياد الطلب على الطاقة ذات الجودة والموثوقية والكفاءة العالية تم الاتجاه لتطوير وتحسين مكونات هذه المنظومة من مولدات على اختلاف أنواعها وتجهيزات إلكترونية وملحقاتها. |
|
تصنف المبدلات الوحدوية متعددة المستويات كإحدى أفضل المبدلات لمزاياها الكثيرة حيث بإمكانها توليد موجات جهد وتيار منخفضة التموج، حيث يمكن الحصول على نسبة تشوه توافقيات كلية (THD) منخفضة، ويمكن استخدام الوحدات Sm)) المفصولة عن العمل في كل ذراع لتحقيق ما يسمى التشغيل مع القدرة على تحمل الأعطال وأيضاً من الممكن تشغيل الوحدات Sm)) بتردد إبدال منخفض نسبياً وبالتالي ضياعات إبدال أقل. |
|
|
|
الدراسات المرجعية: |
|
في المرجع [1] قام الباحث باستخدام مبدلة مصفوفية لقيادة المولد معتمداً على طريقة التعديل بالاعتماد على الموجة الحاملة، وتمت مقارنة النتائج مع حالة استخدام مبدلة تقليدية، أظهرت النتائج انخفاض الضياعات في المبدلة المصفوفية وكانت الحالة العابرة في سرعة الآلة التحريضية أقل تذبذباً، ولكن بينت نتائج مقارنة التشوه التوافقي الكلي في إشارات الجهد والتيار في كل من الثابت والدائر أن استخدام المبدلة المصفوفية أدى لتشوه توافقي ملحوظ في الجهد والتيار أكبر من حالة المبدلة التقليدية ويعود ذلك لطريقة التحكم والخوارزمية المستخدمة وفقا لتركيب وبنية هذه المبدلة والتي تتألف من تسعة مفاتيح إلكترونية حيث يستخدم نفس القاطع الإلكتروني لتمرير التيار حسب حالة العمل. |
|
في المرجع [ 2] قام الباحث بدراسة مقارنة لقيادة المولد التحريضي مضاعف التغذية عند استخدام مبدلتين: الأولى تقليدية أحادية المستوى مستخدماً الترانزستورات كعناصر قيادة في الحالة الأولى، وثايرستورات في الحالة الثانية، والمبدلة الثانية كانت ثلاثية المستوى.أظهرت نتائج استخدام المبدلة التقليدية أحادية المستوى الثايرستورية انخفاضاً في التشوه التوافقي في إشارات الجهد والتيار، حيث بلغت قيمة التشوه في موجة الجهد 0.14%، بينما انخفضت قيمة هذا التشوه لتصبح 0.07%عند استخدام المبدلة ثلاثية المستوى. |
|
في المرجع [3] قدم البحث دراسة عن آلية التحكم بالاستطاعة الفعلية والردية في المولد التحريضي المضاعف التغذية عن طريق التحكم بتيار الدائر معتمداً على استخدام مبدلة تقليدية محكومة بالديودات ثلاثية المستوى، حيث قارن الباحث بين طريقة التعديل الشعاعي الفراغي وطريقة التحكم بتعديل عرض النبضة الجيبي لقيادة المبدلة مستخدما المتحكمات البطائية. أظهرت نتائج المقارنة أن التعديل الشّعاعي الفراغي أفضل من ناحية خفض التشّوهات التوافقية |
|
في المرجع [4] تم في هذه الدراسة تصميم نظام تحكم لملاحقة نقطة الاستطاعة العظمى تعتمد على المتحكمات التناسبية التكاملية، والمتحكم الضبابي، والمتحكم الهجين التناسبي التكاملي الضبابي. اعتمد الباحث على التحكم بتيار الدائر بحيث يتم إجبار عزم الدوران الميكانيكي الهوائي على تعقب منحني الاستطاعة العظمى وتحقيق استجابة قصوى لتغيرات الرياح. أظهرت النتائج أن المتحكم الهجين (التناسبي التكاملي الضبابي ) يفي بالمطلوب من خلال إظهار أفضل استجابة، لكن أدى ذلك لزيادة التذبذب في قيمة العزوم الكهرومغناطيسية. |
|
|
|
طرائق البحث ومواده: |
|
تمت نمذجة ومحاكاة النظام المدروس باستخدام برنامج الماتلاب (MATLAB) وبعد الحصول على النتائج قمنا بالمقارنة في ثلاث حالات: قيادة النظام باستخدام المبدل الوحدوي المتعدد المستويات وقيادة النظام باستخدام المبدلة التقليدية وحالة القيادة باستخدام المبدلة المصفوفية.
![](data:image/png;base64,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)
|
|
-1منظومة التوليد الكهربائية في العنفة الريحية: |
|
تتألف منظومة التوليد الكهروريحية من العنفة الريحية، والمولد التحريضي مضاعف التغذية، والمبدلة الإلكترونية لقيادة المولد، كما هو مبين في الشكل (1). تتألف المبدلة من قسمين: مبدلة من جهة المولد مسؤولة عن قيادة المولد باستخدام طريقة التوجيه الشعاعي للفيض، والقسم الآخر من جهة الشبكة الكهربائية والتي سيتم التحكم بها باستخدام طريقة التحكم الموجه عن طريق الجهد [5]. |
|
|
|
. |
|
![](data:image/png;base64,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) |
|
الشكل (1) منظومة التوليد الكهربائية في العنفة الريحية |
|
![](data:image/png;base64,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) |
|
|
|
2- المبدل الوحدوي المتعدد المستويات: |
|
يبين الشكل (a-2) بنية المبدل الوحدوي الثلاثي الطور، حيث تم تمثيل الطرف المستمر بمنبعي تيار مستمر منفصلين جهد كل منهما يساوي v_dc/2 مع ملف L_dc موصول على التسلسل مع مقاومة مكافئة r_dc، أما الطرف المتناوب فهو موصول مع حمل مؤلف من وشيعة L_0 و مقاومة .r_0يحوي المبدل الوحدوي المتعدد المستويات عدة وحدات فرعية ذات بنية نصف جسرية متطابقة في كل ذراع (arm ). سندرس الحالة التي يكون فيها الذراع مؤلفاً من أربع وحدات، حيث إن جهد مكثف كل من هذه الوحداتv_c وجهد خرج كل من هذه الوحدات هو v_H4،v_H3،v_H1،v_H2 وأطراف هذه الوحدات موصولة فيما بينها على التسلسل لتشكيل جهد الذراع[5]. يعطى جهد الذراع الذي يمثل حالة عمل الوحدات المكونة للذراع بالعلاقة التالية |
|
|
|
حيث إن جهد الذراع يساوي مجموع جهود خرج الوحدات المؤلفة له، وجهد كل وحدة يساوي جداء جهد المكثف في وضع القاطع الموافق. |
|
![](data:image/png;base64,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) |
|
الشكل(2) (a) الشكل العام للمبدل المتعدد المستويات ذي الوحدات الفرعية (b) بنية الساق لمبدل متعدد المستويات ذو أربع وحدات |
|
|
|
-3 النمذجة والمحاكاة في بيئة ماتلاب: |
|
يبين الشكل (3) نموذج منظومة التوليد الكهربائية للعنفة الريحية في بيئة ماتلاب، حيث تم وصل المولد مع شبكة كهربائية ذات جهد20KV) )، وقيادة المولد(DFIG) عن طريق توجيه الفيض عن طريق مبدل وحدوي ذي أربع وحدات، وتمت النمذجة بالاعتماد على القيم الاسمية للمولد المبينة في الجدول (1). |
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQQAAADvCAYAAAAU/Kr/AAAgAElEQVR4Xu2dCbQUxdXHy0RFDNGIqKCIS5AlIgjyBAmbCEYRN4L7GjWI0UQxJhHzxWPi+dREo0mOC0pcQXABVBA3kC2IRFARFBRERAFxTyRuxOT7+ldQz35Dz3RVd89098y95/QR31RXV9+q+vetu27xfx4pIWsObLHFFvVthXXWbJOGOeHAFgIIOZkpGaZwoAIcEECoAJPlEcKBvHBAACEvMyXjrOfAQw89pFq2bKnq6ur039577z316aefqr322kv//+LFi9V+++2nVq5cWf83YZ8dBwQQ7PgkrTLEgaeeekp9+9vfVv/5z3/UHnvsoWbOnKm23357te+++6o999xT3XXXXWr//fdXc+bMURdeeGGGRp79oQggZH+OZIQFHAAQvvzyS4WCd6uttlKfffaZevnll1WbNm3UTjvtpF577TV9B2AxcOBA4Z8DBwQQHJglTbPBgeuuu07tuOOO6osvvtDHgh122EE1btxYSwgDBgxQd999t/r888/VRx99pC677LJsDDonoxBAyMlEyTA35wBHBghJ4Rvf+Ib6+9//rrp166YwB//3v//Vv33zm98U1jlwQADBgVnSNB0OsMHZ9Oa/jML/bzOqTz75RG233XbpDLJKniqAUCUTWc2vgc4AC8Jzzz2njwTvvPOOeuutt7SOgKMDkgL//+GHH6r27dtraQEA4frXv/6lWbN27Vq199576+MFegahYA4IIMjKyDwHbr/9drXllluqbbbZRisRGzVqpNavX6+23XZb9dJLL6nDDz9cffDBB/qYADB89dVX+p0Ahl133VUDBToGwOHMM89UW2+9debfOa0BCiCkxXl5rjUHxo0bp48I3/rWt7S/AV94fA++853vaJ+DQYMGqTfffFN//V9//XX993fffVe1atVKvf/++xogABMA45RTTrF+bi02FECoxVnP2Tuz6Tds2KA3OZubjd20aVNtZWjRooXaZZdd9IZ/9NFHVfPmzfVvHCP++c9/qiZNmmhQQLmIr8JBBx2Us7ev7HAFECrLb3macCDTHBBAyPT0yODgwHPPPKPmPvlkbGY09iSEoRdfrJWNQqJUlDWQUw68ctttqum558Ye/evf/a7quXy5AEIJTla9hHDPPfeoSZMm6XPlrbfeutli4Hy5bNmykoutY8eO2ndeKBoHUAQuXLgw8GasBl26dNFWhGL0ijdvTYcNi/Zw313LPNNl7xUrrAABfcX8+fOt2voHhnn0e9/7XuyxptVB1QPC5Zdfrq688kq12267aU20f+Ex6VOnTlWHHXZYSf6vWbNGderUKa05yv1ziS3AVIiCr5BwJnr22WfVSSedpM2EQVRpQMDjcdWqVWrIkCFFx1RsUjCD5nmt1BwgsOi4MGM9/PDD6thjj9X+8JiqAAsjCTz//PPaGQatNo4weZ7ktBFluSemYw3Ab2DKlCmqd+/eWuNviMAkgpUOOOCAzYaKRWHpqFFq3bDrVBu1Um2pNrorR6FiEgLPMGCEJPPxxx+rgw8+WD/CrA1MmhDrAZMnVg2kTggJiHfDFwIHqDyvlZoDBLzdcFRhQSLaNWvWTIfJMtGrV6/WZqtevXrphYupijDaf/zjH7me5CibJ8l7DCAgIQC08JN8Bm3btq1/DPw+5JBD9Ebz029+8xvVz5Mu1v1mivJgXDVR/1Jd1CvOw/u7d8d/PYA/NuDIgJTI0YUPAg5PODoZeuGFFxQSIuuEDwPjY+MDIN/1dBIHHnigmj17tgaRzp07KySeqgYEGAIiYtdlAlu3bu08GWneYI4MTOiYMWN0mOz48ePVMO9Mevrpp+szIjqEefPm6fdEKiBkduzYsfqLxZdBACHeDBYCAh6DSGT+jYOvAUcH3Iv9dNVVV6k6zwfhqGfeVu+qHdWXqpHqq+Y5D2i+d8f7Hti38nRKhVYGdAUcE9jcrAvz5echuE0DBP/+97910hWOP4RbI1WQewFX6jvvvFP32a9fP+0NWfWAgNIHYiMNHjzY+VzlPHsJ3lCoQwDdWYxscsChf//+2rsNoGOSOUqwOFAk8kXjN0TCPE9yguyM1JUfEII64LjA8e24447bbG0xR8ozO35j2K/UZ2ob9ZX6ptpZfagmKPIcbDQf1qmFqq16Q/97khqgPlFfK4D38f7ezfsdKnZkQF+w8847a5dm3KQ5Rpp4ByRKgOKNN97QYGWOF/yXdYHOoEePHnpvsE/yvlaKHhlARUMwB08xvqR4hXEezAuVUipOmzZNB8jss88+JV8n74qitOeqFCAAwDfddJM68cQTtVgeRGFKxTdVS7WnWq1vfUl9T3VSSwL7sbEycHQc5eks+PCx1l0p72ulKCBwVIA4F6FY4TyNpp6/g5h5oOnTp6uTTz5Zu7wGWRlAeb4InP9K0RFHHKGTbwhF4wBS1gMPPBBoWuRDc+SRR2qJrJjDUCUBgTdkTJio0XO4hlOzT/r27RuNURm4qygggHQQijf0B2wagksQ7YggywOh8b3lllu0fiAIEHgHvlAsgFI1FhAli5nE8sCHtMdYiseAAPwt5T1YaUAw6wIzNfoCF2JvGIuEy31ZaVsUENgk0NKlS+vPz4DBoYceqk0seaFSR4a8vEOtjzMNQKhVnoeaHWfMmKHNK5ytULZx1suTL7gAQv6XdhggLPZ0CC97OoRW3qs2ialDyD+34r1BKCCQcIIzIIQZzu9QEu/RlblbAKEyfC7nU4oBAlkTn/aur9RWqrv6t2eWVJ46cRtPqfiF+m7AgGyUiuV8jzz0HQoIvAT6A44JuJ/mjQQQ8jZjm4/XAMJS76cpvp9Zjcd6V8uCW2jTz7vwVnjeu3CIHupdax1iGfLPtWhvYAUIHBXQuKKYyxsJIORtxoIBYb3nMLSH7yeSpM31rt6b/oa0gFcCF9qvid6FcbzPpt+paLxcACF0MVgBAplodt9991w65xhAQO9x6aWXKjzf0qDRo0er0047LY1H5/qZZD0a5nkIHvf228qf62iR91YcC77lXfd5F8cFgADJgIiIm73rvE0AAQPWeteDnrvxt3/3O/XrX/861zwp5+CtAIGCF/h65zEE2AACR54RI0ao7t27l5OfRfvGQnPMMcek8uw8PxRr17w//lHVeT4lXX0vwnGAjT/Zu77vXcaFCBflN72rnXdhMOy26R4AYa7nefrZ//yP9q2pVmKd9+zZM/LrWQGCv3dcOHHnhPDjJg12likrRwbjHp1lXmV1bIVKRRKr40fLhieyBinBT4AFQDDTu/p6l8mPVAtKxbjrzBkQ0CdghoRwZcaPO8skgJDl2bEbWyEgsOH39y4vyqGB1GB6w4mZdCsfeNfu3mUCrQUQwvntBAh4LBKVRkgwRHQaIniW/RIEEMIXQdZbFAICpkZ0BfjSblyJDQkFotExIEmYSBUBhPCZdgIEXIDx6cc3gbwBRAziu00YaBaJSLmhQ4dq4CrmulypcccV5So1ziw+xw8IbPbp3rWfd2FZaF5kwABCR+9avKktzQQQwmfXCRCe9DLfEvNN9BolswgbJW9AsSi18MeXtwWx62j3yZsogFBeXpezdz8gfOQ96B/ehf6AzIXBSdc2AkEHQMC7TBoWAYTwWXICBByU1q1bp5NAtGvXTi1atEh17do10w5LcmQIXwRZb+EHBPQDjb3rPe9qX2Lgq7zf0B2s8y4sDiIh2M2yEyAQtTZ37tz61FfoEwj1FB1COLPlyBDOo2It/ICAEz2KwpW+jR503/veH7/wrk8FEJwY7wQI9LzCy0k3c+ZM/RBq6kVJIuE0wpiNsyIhcLwiGYuQOwcAhK09T0VyNr+6aYOb/xbr7RPvBxSK6ByQEHBaerMGPBXjfnicAcF9OtO9wwACiS7uuusunR4raSI5K67dpQg9hpQhd+c89Rtv8Qq0bjdxok6ahk6gjXchKZTK7vm59ztJ1Yh3oB33ve7lx2zu6ZRIeFOtlAogUPiEDLkkTMk6GUAgwckZZ5yRuKciyTevvvpq7Q6LxaUYkTcwj8Fhac/v559/rhaPHKm6vfqqdlUe413/611hEgLOS9d515feRWI2LA5rvPlZedZZOvdhngmrXrFaIqkAwuOPP67dPzE9Zp0MIJBJl1TfSbsu45vxpz/9SQ0fPrxkViXcv/3ZfLPOt6yMD8B98KKL1J4336z22vSlJy8zEoJRFgaN9UPvj+u9Cz0C7UiS97KXSLW1t3bzDgilNn0qgEAdg7q6ulx88SqhQzCZeUttItEhRIcYv1LxLa8brAcEM3F0KEboD7byLrwVq83KkDlAiD61lb8zK4AQF7krz7nsPNEPCJgRcUhio3MMKEbkXUZ3gB5BAMF+LmMpFfEApBIPRDalgw7yB6jaD6KcLQUQysndyvTtBwSsBQu8i5A6bDYN6zx9PR7jqUiNJ5Mvu1ockzIrIZCS3ZzHshrXIIBQmU1bzqcExTIQ8szxodixAU9FPBlRPgog2M9OZAmBMzGae+KvMbthcSBnQpZs7fhMnHPOOdpvopyuyzY6BDky2C/KwpaFgDDLa0DE/4ve5c+RYO7DwvC2d5EbHLOjUX2LhBA+B5EB4bHHHlM/+MEPtKmNGg7UfSQjEXUcskIAwuTJk3UqeQGErMyK+zgKAQHJAIUhSU8wIJp8B6ZnCrchFVDglbwItIUEEMJ5HxkQkBBwZUYyIGmKKaduciWEP7r8LURCKD+PK/GEoKzL1BUjwydSwmG+QeCZONW7BnjX496FM5MhAYTw2YoMCIDBggULtPmRf1MSm9RNpZxzwoeTfItK6BCWLFkSKhnZeDMm//bV0SOA8LHnuuxPrc7Xv46vvndxPCAcmihIdAc7exeWCGRVf3VGAYTw9RAZEOj6Ga8qLxfUrVs31aePyXEb/uBKtYiaZBWX2WuuuUZdccUVoUOldmRYTAe5I5CihNw4YJKsDveSrBLUZIgwaCIejdPRHO/fO7EOvYsjxA3eddGmf3MP5sqnPJ3XV1WQZDWzVgaKpeJaCuGWu+WWJK7KFvkBAZ2HbSwDNf1uuOEGqwy9tA0rbyeuy9HWBetrtucafpwHulgWcEU2ROakI32b3vx9+SYAIOLxB5v++E/vv097gDDHi2MYONB/kIg2rkrcxXE8KFN3ZgEBpqxZs0YXxAwrqV4JBgY9I+qRgWPQrFmzrCr5oqsI053YSBFp8Sjrz+XIsIN3ZOArz5HAEMpCohoHeZeJIsHCwHHiEO/iKEFxFySGXt61yot27OPNVZbD9f1zUWzjZxoQ0COQJCWrFBUQeB8bcyLtbHhgAxpZ5WHa4ypV25GYhXs2bfr/eP/lUPYj7wrKpJQ3HUIuAQGT46effprZ7MuXXXaZjkaMYna0BQSbduKHEB1Wwoq92vYsgBDOqVhKRdM9ugSclLJIK1eu1ElWKTJDHLzLOG02uq0kIYAQfXUIIDTkXaaPDNGnuTJ3Ep5MLQlK0XG5kACCC7fK1/a5Bx5QixIov7ahVSt13rRpokMoMVWJSAjlWwrxe/7qq6/U3Xffrfr37+/sVi2AEJ//SfTAHJLYNy4hHZI5Ky+USx1C1plLgo17771Xp49v5X0hXEgAwYVb0jZpDgggJM3RmP0JIMRkoNweiwMCCLHYl/zNAgjJ81R6tOeAAII9ryrSUgChImyWhxThgABCxpaGAELGJqTGhiOAkLEJF0DI2ITU2HAEEDI24QIIGZuQGhuOAELGJlwAIWMTUmPDEUDI2IQLIGRsQmpsOAIIGZtwAYSMTUiNDUcAIWMTLoCQsQmpseEIIGRswgUQMjYhNTYcAYSMTbgAQsYmpMaGI4CQsQkXQMjYhNTYcAQQMjbhAggZm5AaG44AQsYmXAAhYxNSY8MRQMjYhAsgZGxCUhzOBx9QgD4amapmrncLILhyrMztswwIH374oRo1apTaZptiBdGLM2fDhg3qhBNOcM4gVWZ2Z7Z7UvKPHDlStWjRItIY9957b9WxY0fnewUQnFlW3huyDAjvv/++Il9k8+amtrE9LwAT6kRkqTCv/egr3xJAII1+69atIz180aJFAgiROJexmwQQMjYhKQ1HACElxmftsWkDwmuvvabICQlRRLdt27b1aeRFQqjcakkaEChP98QTTzQo/7d+/Xo1ZMiQBi8lR4bKzbHVk9IGBJLD7rcfdY2VQqm1xx571JeME0CwmsJEGrkCAgVqV61apVq2bKmo6clcoUOg7OEOO+ygXn75ZdWlSxcN9qamybJly1SnTp0EEBKZsTJ1kjYgUE+CqtoQi3L+/PnqwAMP1P8vgBB90l999VW1du1a3QEFinv06FGyULErIKAzoJrZ8uXL9XyhxAUQZsyYoSuKjxgxQmcAp4AQIEG9EAq7HnXUUQII0ae1/HemDQjPPPOMXkiUkt9xxx0VCw2A4AuEUhClIoqut71S6WHFZv3cqnWl4uzZsxWmQAheNmnSRHXu3LnognIFBBSQzB21JAYNGqTuuOMOteuuuyqOgBwDhg8frgFh+vTpavXq1XosSH+FlcnlyFD+Pe70hLQB4aqrrlI77bSTrjS0l1e5mCIjbGaum2++WV1//fUKUZMFdeSRFEa3o1oHBL7cVCv/4osvVKNGjdTkyZP1xg0q8wcYcLE527RpUy/ih3GaowDzxmWsDB9//LGWBF555RUN5Pyb3+mfY0ShaVIAIYzLFf49bUB4wCthhu2bhcuXjIK1SAh8VShVX1dXpxc0XziAw5ZqHRDmzZunUOxxbABk+Vo3bdo0sNQfoj+6HMR6+A+5+hQUmh2R7G688cYG08XR5fzzz5cjg+0iTqNd2oBgdAgs3nfeeUcv4J49e+ovCjoEvkLih+C+MpAIKA/32Wef6SLAAwcOVL///e8DQRWlIL8hjSH2I9q71ggN8kP45JNPNNAb2nrrreuPMeZvIiG4z21Z78gKIPCSgAJiJVIBJErF6FPPvHI8QA+z77776rP+9ttvX1RCGD9+vMLbkGMbAEJbFxLHJBduZbht2oBw//3313OHL9rgwYNV48aNBRBirhmjQ6AbpK0JEyZo3hbTIdAuaU9FLEYfffRR/ZtgjjQWJJEQYk5wuW5PGxBKvZdICNFn/cknn6w3M+IQhA4Bv4Bi5GplKOynUELguIC5sX379vVNFy9eXO9zIoAQfW7LeqcAQlnZm1rnSAhsSAhlXvfu3RP1Q/A7JnEswQEpyDFp6dKl2tLAkQXQEcek1JaE3YMFEOz4VO2tXCUEJAIkj5UrV2qdD34P6B8WLlyoHnzwQe2chHISPwQAiYhVLEWYPv0kSsWMrSwBhIxNSErDcQUEwOD555/XX32UkFgQkBDwTMSMCQCgzHzjjTcUvgn8vtVWW6mDDjpIACGlObZ6rACCFZuqvpErIBTTIdAPjkg4JmEuxvvUUJAlQiSEjC0tAYSMTUhKw0kKEMzwxTEppYmM+9hqBASccVBmYb6UBCl2KyRpQOCp+JUQ9GQIXQIKRtEh2M1JKq3SBgQCZPCUgzhjEpVHXgQoqtkRrTf9tmvXTgDBclWVAxBsHi1HBhsuVbBN2oBQjnwI5FVASiACr5TbM04ypWzzFZyG1B9VDkB4+OGH60OweUFiViTaMfWpLj2AtAEhzXwIxb5OGZ+ysgwvaUAQx6SyTFP5O00bEKZMmaLTbKGNxlSFiQq7NtGKuL4SfccRAiVVoVNLKe7YRDsKIHzNQVdAIBBt3bp12hWaaFSTIIXELJgdmS+8FJHWmAuOgzgvde3aVXQI5d/W0Z+QNiBcffXV+pyPAnDnnXfWC2vBggU6FPrWW29VxDrgcYfoj37BlgQQbDm1sZ0rIGBCZI4ABTY+wVEmQcrdd9+txo4dq92UAXy8JGkLcAgguM1LxVunDQgTJ07UUgCOLmilmzVrtlk+BIKeWLAdOnSw5g9BNWFp2EVCiC4hGMckegDImaNCxySckIhfQEoADJAATSSrebIoFa2XdGUapg0IRodA3Dz+7mRHQhIw+RAQPXfZZRdnZgAI7733XkkrgwBCQ0CIww82PoBgHJPeeustfWzw51WgTWEaNwEE56Vd3hvSBgSqBZHqC2ITs2BMsRDMjnx5ogACRwbuL+WHEGcDlHdW4vceJclqHH4YQDAjBxjGjBmjXZcNEdtw5plnig4h/vSWr4e0AYHnYyKEUDxx3vT7IaCIigIIgEstA0KUJKtESEat3BSUL9Fm1YqEYMOlCrZJGxBKvSobOiogICFwdq1VCaEwQcqkSZN0CnTiDIKIL7oAQgU3XlYflXVAwOoQRUIwmZtrFRCw1GAaJCQZHpKbEpE9KFEt+pu//e1vOkwZ5yEkNNKpuRDBTP7ErADM1KlTtU7BEP32799fjgwujK102ywDAkrBqIDAkQFQqFVAGDdunN7cKGoBgQMOOCA0yeq1116r78HEG3Z0YKMzN1gPABtiR/ATMVWaqM+A9YG0afgl0JbaGpKGvdI73PF5WQcE4hyiSAgAAletAgKxHGxO9DJo+nH4CkuyigTBBsbZyJ/6LGhJcfZng6P0xakMYAAQ5s6dq/kOCFFYB8mBlPr0yTjIqO0n0SE4bthyNxdAiFb+vNzzErd/vw6BvshiRJJVo7D1928KtfBVD5MMzH1YFXA24lgCGPD/hY5J9MX6ApgADcBdSrnFndky3591QOB8G1VC4KtYyxICBVogHL7YjL169Sq6mgAFTJW25fKYF2NSRLLA7wAJAT8SngVY8P8ohinTh1MSxxfJulzmDR23+zwAAmdRV0JsZSHWKiBESbKKHsBWQiicD6NDMH+H92+++WYD/puK0HJkcF3NFWyfdUDg6xZVQqhlQHBdQkgIbGpbCaGwf6QLf/CZOCa5zkBG2mcdEHBaigoIiK21KiG4Li828JIlSyIDAvoHl2hUMz5RKrrOVJnbZx0QMFlR+RnFFWTMWmFs4chATL4AQhinNv4OIGARiCohoDsQQLDjdaZbZRkQ7rrrLl1xCG9FUn0TLIMZjbDaMAIQiMgTQAjjVHkAAeAmfN3vmITj09ChQxsMSCQEu/mpWKskAeGhhx7SIcdJ0bRp09TZZ5+ty5hzvsXtlpBaU7K81HMEENxmgY2L0s9FQsDZiHoLADYKxCDHJOYM/wf+K2nY3eYkldZJAkLSL0B9QpxZODaQVYkvDOBgisGGAQJmLpEQ7GbFAIKtyzJHBMAfHQ9zg4cjgIALNC7LAwYMUG3atNEVnXB2wv+BeSN4zU8iIdjNT8VaZRkQcF1G7I9idsQHQQDBfhkBCDgX2UoI+CDMmzdP85gKTXgoGsckNvnw4cM1GJNoFSCgf/wV+vTpI4BgPy2Vb1mtgMCRAclCJAS7NWUAwVZCoFf0BCZ6EoBAQsBzEYmAMm8c73BZph0E4EixV7v5SK1V1gEBS0EUCQFAQJwVQLBbWgACZ3xbCaGw1xUrVjTY7OKYZMf3zLXKOiDgSxAFEDgyCCDYLzcDCC4Sgr93IyGYv9Ef+gS/kpmAp759+8qRwX5aKt+yWgEBCQEvR5EQ7NYUG/ill15yzoNgeqcsvPgh2PE6062yDgiInlEkBACBABwBBLvlJ4Bgx6eqb5UHQAjK8hM2MRwZBBDCuPT17wDCwoULI0sIxg/B9CiOSfa8z1TLrAMCGzsqIBCGKxKC3XIDEF588UVrQOA4RkYqLAoofnFS4siAZEaFZ6ItMTMS9oyHKdaIwgAoRiZ+CHbzU7FWWQcEFliUIwNAIoBgv4xcAYG4B5S2OCjhXs4FIMyYMUNdc801asSIERoQZs6cWe9yjp8CDkt+EkCwn6OKtMw6IPAVigoIfLVEQghfRvAJ/wE2J9WwcQgL4zlKRIrs4JjUtm1b9cILL2zmmIQJk1RuJE/By5S5OOywwwQQwqckvRZ5AISoRwZ87GsdEFatWqUITS5F6FquuuoqNWzYMO1RCBjgVBRG/sAl8iYiISCZcWRAgiDZSpMmTeoDnIJqN4iEEMblCv+edUCgtkLY1yqIZSxMAYTiZ3Q/z/DopFgrdTUR84ks5XIhEq76zY7oDW688cYGXSAlnH/++SIhuDC20m2zDgjk5CMfAlF1EFl+WVhhBCDQttYlBJvybCbJKu7GUR2TjITgnxeUjUgfhphD5lJ0CGGrN8XfswwI5ENAOuBLj+jJV4dNXlhSvJiEQHsBhNet8iQCChR3obBLFFqzZo04JkVhXNbusQWEwio8lXiP2267TRcHRXHFF58QWjTVhSXFg8aCQ5MAgt2RAf4BCPPnz48MCGvXrhVAqMSmKPczbAGh3OMI6h9tNxc5/bFjF6tLWExCwDlGJAR7CUEAIY1VnrFnZh0QCI5xtTKgiESiAEgEEOwBgbVgc2QgkIkjnFH2oqfAsiCxDBnb3FGGU42AgMYbsxdFQQQQkgcE/ApQ9uKNCHXu3FndfvvtCp2PK4nZ0ZVjZW6fdUBYt26ds4SA/oCFhnSBB50hTGo40Riy0cCXmf1l7972HdEh4GhkIyEQt8C8cIQj6S0myvvvv18deeSRzu+DqRNnqEIqNW7bdyo2mC28l/26JrXzkKv7hqwDAh50rkcGZowjAwvWLyEULqS4CysPK8P2HQ0g7LnnnpFeC/CNcmQo9jABhEjTEP+mPAACXxFXQkoQQHCzMpAj0UZCCJoLAQTXFZrR9lkHBMxZUSUE8vmJhGCvQ3j22WcjAwLWIJEQMrrJXYaVdUDA4SUqIOC3IIDgBghRjwwoGQUQXHZeRtvmARCiHhkEENyODEgIAggZ3aiVGlbWAQEf+agSggm5LWZVsFW4VWouyvEc23dEqUhthaiAgO+HSAjlmMEK95kHQIgqIQgguEkI5C6wAQTMjqbOJkBCrAlHu1NOOSWx1StWhsRY6dZR1gEBJ6OogICNXHQI9joEW0BgTlD2YhI2oHvdddepgQMHui2+Eq232247dfLJJwe2sJV6inUvfgglGC+A0DqxRZzFjmw3D1/6OXPmWEsImGkTnJEAABMUSURBVHUJZwZ0CXEmCQvl2ypBtu8kgBBhNrIOCGT8oXqwyYeAqIqyMIzMghUJwV5CABDw5oxCOIIlqUMoNQYBhCgzZHlPlgHhL3/5i2revLlq1KiRLrpC9CJBNB07dgx9OwCB+wQQ7AGBSks2OoQg5gsghC7JfDR44IEHdOrsLNKDDz6oLrjgAoUSy/jNE2F3wAEHhA4XQCAFuABCOCCYJKtUboJfBC+51niE3yIhhC5LaRCHA3i/AQZNmzatz4fAWdcmL4IAwkbO24jX5FQ8+uij1ZAhQ7Q+gACw9u3bO00dNTgFEJxYJo1dOQAgkO47qpWhcePGIiF4UZ9kP/bThAkTGiRRpX4FxwWOYuSQ2HbbbRtEidrMG/kTBRBsOCVtInMAQCAZR1RAYGHLkWFzQCiUGkyS1dmzZ1spFfE7QLFLrAiEboc0dwIIkZe63GjDAQEEGy6VbhN0ZAj6G6BAlSUbK8PSpUv10QLLD2CALwIVnMTsGH++pIcSHAAQVqxYEVlCwCKRtoSAKI7pNC6h5LMpnlL4nHIAAu7kOCVx4Yew//776/JtRxxxRNzXtLofS0hhBSirGzc1EsckF25lqC0x9tOmTdMFRV2JMy1n4qiAgJmTZ9vUgGBsWD/I/FOo8HzssceslKBh74clAMWfK7kAAnUZbSQEIhup6whvODpQa4HK0Um6Lru+p0t7AQQXbmWoLWdVknbgjORKbExyKqJYNOSSMQlTLMq2Fi1aWD168eLF2nzbp0+fBu0BFb6icYkzepQvsCsg+FPOuYwZS0WldAgu4wpqK4AQl4NVcn85AQEWzZo1Szv2+L+yeQKE6dOnW0kIQctBAKFKNkkeX2Py5Mn6a0zRFv7brl07q6+TKyDgyturVy/F8QPxmKMLX2rOzhxHEJuRRPgNKYB/33fffVq0x0ty0aJFOgoQBVyhpQS7PW1wnrKhMAmBWIKnn35ad4Xp8Pjjj9fjcZEQuN/myBA0XnghEoLNTEqbxDkwbtw4Rfw9G4oU4Gw2m1yAroDw5JNPKqLu2Lw9evTQEgCl5Hhuz549FdWMKVfPOZrzMxuQsz4u123atFGnnnqqGjFihN70gAj/pR+iCjHZUZIOpSn9o+VHaVgMIMIAgbGZ4wpf+r59++pnuAACxVltj0iFk0pNyKDsyYlPfgIdypEhASZmqYslS5ZocxdfXq799ttPB0CFkSsgsLFatmypi5LwXyokd+vWTacgRz9BHAgefXwdAQCIgqnUhDjhhBPUL37xCzVo0CD9/2x0wAO3a+5j4+2+++5aggBEeEapr3MpQACkqLpkrBB86Q8++GBnQACo/MVZw/jp/x2+uFaMduk/ybYCCElyM8d9uQKCX6n44osv6jfHxMbfsbsXBlkhtTzyyCM6jh9lJl99NqdRKuJOTRu08kg1OF3ttttuWuLwE2BnXLSN808xQKAtQMPvWDowtUYBhGLTiumX2AZ0I0hEgJhrnEPWlowAQtZmJKXxxAGEsCFjCRk1apQ+uxN7YSiKUpHjBc4/RHqyyYkkBECOOeaYzYZxxRVX6GMIaeZeffVVredYv369+uEPf+gkIRR7vyeeeEIflZBeevfurYEH6SjPJICQ59lLcOwugMC5fuLEidqv34Zof/jhh+ujhd8XIQogUCKNi2MEEgTjRoGK8rSQ/vCHP+i/f//739dfctpxBDnjjDMSAQQiTgEYTMCAApIL75lnEkDI8+wlOHYXQGDhsxEQyW0IHUGQQjAKIPA8nsvRBH3JPvvsozd3kB8CYjyghVSCApSjDZ6ElFVzUSravKNtchqbvtJsI4CQJvcz9GwXQEhq2FEBofD5pZSK+ACg08DiAiWpQ0iKD1nqRwAhS7OR4liqFRBMYBKWBQGE8AUmgBDOo5poUa2AwOSh/MM5CUKawP8h6SNDtSwSAYRqmcmY71HNgIAvgkmFh5kT06aLp2JM1ubqdgGEXE1X+QZbzYBAdCZRiBB+Dbvssov+t62nYvm4nr2eBRCyNyepjMgFELD9I4ajubchvBW7d++uHXf8VAmlIs/Dzdr4P2CZOO200+TIUGTiBBBsVnQNtHEBBNfwZ9iHzZ54ApyJDFUCEPARwHUZByVIrAylF7MAQg1sdptXdAWEwmhHvsC48rLhTbEYbPNo+Tm3o8S755571HHHHad9A0pFOyLi+3M1+MePkxPPwf/AUDGz4wsvvKCPB4yDi7Ex7gEDBoiEIBKCzbao3TaugDB16lStmMNB6ZBDDlFkP2LjE+5MUBNfZhyBAAeCljgy0PaWW25R55xzjg54uuyyy3TuQeohcrbHo5CkLwAC9xEbgZsyRw48DonaxKcAr0PckLnIPE1oMe7IhXT66adrD0IiDQmUAhyIkSCwSqwMwWtdJITaxYAGbx4FEAjqARTYqHgAcpRAIujQoYNW4rHRcS+mDcFOSAVkTyL24M9//rMOdCI6EmLT19XV6Y3LFx8JgS86fQAy5DEgfoFYBnIw8Bz+jrSALoN6CYU0evRo1a9fPw0+gAzWBtKZXXLJJQIIIiHIzi/FAVdA8Ec7ssnIz2hqTPIVxrTnD2TCjZgvO77+AESxaEe+6EgaiPiABYASRIQiAx6AEps9yHWZZ3DE4LkAEu2pwEQSUpEQREIQRCjBgTiAEMZYKkwRFWi0+5VUKhrg6d+/vygVwybK+12ODBZMqoUmLoCAeP/www9bVZqGd4j0KPIKszRXwsrA8ymywlEDQmJAhyESgkgItbCvI7+jCyBEfkjBjZUCBI4fKDQhlJWETounogBCUuu4KvtJAxCwVCSVhp10bK4knoqbc0yODK6rqErbpwUIxmchDls5wgggxOHg1/cKICTDx9z3kgYgPPXUU9Z6iFIMBhBIeuJKIiGIhOC6ZmqmfRqAQIyBSZRqy2iTpQkdgEnHhtnxqKOOsu2ivp0AggCC86KplRvSAAQCpFwBgZqWOCPhh7DvvvvqYrHkagzyVAybOwEEAYSwNVKzv7sAAinTR44caV1ZCa/DM888c7OU6gBCYQHYsAkgrTrJTjgm4GyERyTg4HeCCuvD/I7+4sc//nGD5kEgYdtfNbQTHUI1zGIC7+ACCK7RjgAIhV2IefAXjXn88cedR86RYe3atTpWgvgHJAyKoAwZMsS5r6AbBBBw5RKqeQ4IIGxcAgIIAgg1DwZBG6HUxkBCQGzny0xgE+HMZDdGjCf+gLgGvuB8zYlvMLEJheHPnP9RCPK7SdNOjARBSFRZsiWeFVSoxfZ+fzsBBAGEKOum6u5xlRAeffRRrdCjkCkZjbEYAAoo+AhVJowZN2HAAbdlqDD8+Ve/+pV2KUaP0Lp1ax3lyHGASkscLQhKAjAIp6bMG8BBJGUhAQjHHntsInMigCCAkMhCynsnroAwc+ZM/cqEJbPp8SlAWmBzkyqN0mlEPPKlZ0NDheHPbGLyGaB0pMArkgeVlYh9QD8ACOBmjATCv3FBLqwZSb9IFIMHD05kCgQQBBASWUh578QVEPzhzwsWLNAbmErTKBD56hsQMHwJCn+eMmWK3uQQYIAEgYSBpMDfjeWA3wiMKpbDkbYCCMmsQLEyJMPH3PcSBxDCXr5Y+PPkyZP11z0uoauI4ocQ9FyREERCiLseq+J+F0BAN3DNNddsFs5cjBHoBIYNG1afQMW0AxA4/8clAEHMjnG5uPF+kRCS4WPue3EBhKRedtKkSVpnkAQJICTBRQGEZLhYBb2kAQiPPPKIMyCgX0DBSKo1v5cj2ZyTIDkyyJEhiXWU+z7SAgSUky4EGKxYsUL7OJCKnSzMXbt2VaeeeqpLN0XbCiAIICSykPLeSRqAQBo24hBcCOcn0rsDCJg78YXAP6GwKpRLn/62vXv31v3WKokOoVZnvuC90wCEhx56yBkQzLD5jlFSjtoMBCmdcMIJMpMJcEAAIQEmVkMXaQDCxIkTtSdiXAIQTjzxxLjdyP0eBwQQZBloDrgAAmI+X3fb0GUclhDDC9sDCBwB4hJOSwIIcbm48X4BhGT4mPteXAABz0GUe1RSsiECoUhqcuihhzZIqjphwgQd/xCX0CGcdNJJcbuR+wUQZA0YDrgCgnFdpkoTOQmom4j7Ml98zva4HfsjFnFLpgI0xVoQ8YlrIN7BBC1xL0S/5t+2s0NEJWXhhOJzQCSE+Dysih6iAgLORZgBkRbQ0JMFia8+gU0UW/UT2Y3uvPNOnaUIk+HPfvYzXbuRowR+BcRBkBEJwMCUSPwDXo5hFgQAJAgQSPNOsdggorAsRWiFGnJAAEFWhOZAVEC49957dQ4ECrMS5kygE5u8VatWm9VbJLR51KhRuu1vf/tb9dOf/lRRsp28CoRRE6RkirtSLZoQajZ7586dS84SbU455ZQGbQAWAKVPnz6B9z799NM6g5OQAIKsgQAORAUE48ZiNjPFVw35lYgUhCXIiWKviPgUXp07d66u5AwhVXD0IBQaQpog7LlYohS/+wz3GMck/BPoZ86cOapHjx76CMLYUDyia+D/+Z3ybug0hAQQZA3EBAS+vuaYYMNMNif+AlRd9oPE/fffXw8INv342zAGLgAAKwZJXKGLL75YH0nIwER+BnQcy5cv1wBz9NFHK8rHIckARgIIm3NdjgyuK7FK27tICHxlx40bV5/LIIwlnTp1Ul26dNks5fp9992nsypFIZSUZFQCEEwqN/q5/vrrdRIVwAbwQXGJlYMMTN26ddNFao8//njFkUEAQQAhytqriXtcACEphgAIKBKjEHkU0F3g2ISPw9lnn627ufTSS/XxgeMGeglMpFg+jD5h9erVWqFJhicBBAGEKGuvJu5JAxCQMjBRxiXSrBmLhtEtIAH069evXirh76RrM2neBBCCuS5HhrirsUruTwMQxo4dmxggnHHGGQ1mAosGRwUSwAaRAIIAQpVs3fK8RhqAgMkSkT4uoUMwSkXTFxLB+PHj1eLFiwO7R3ro27dv3EdX3f0iIVTdlEZ7obQAAUtBXCL5aiEg0Cfp2Yq5RqNjwPwp1JADAgiyIjQH0gCEMWPGaNfluIQF4Uc/+lFgN5gXsUgYIjCLStG2gVlxx5a3+wUQ8jZjZRpvGoAwevToxADhrLPO2owzmCRxXaZKtCGUjegVXKtOl4ntmetWACFzU5LOgNICBByG4hJxE0GAgEMSvxEPIYBgx2UBBDs+VX2rSgICX26cimbMmKHeffdd7SdQrAhLMcZz1GCzk3QVU6LxQ6A9egOUis8995xWHOK6jK4Cb8lZs2ap/v37i4RQhLECCFW/1e1esJKAgFMR0ZG4GBPMxMYmGMqFuA+nJmIUiFw855xz6m/HXfnnP/+5uvzyy3XfAAP5GFAyEmtBYVg5MgRzWwDBZRVWcdtCQLjjjjucU6Tbsocv9pVXXqk3MUFO5E4gAtKF0A0gCVBbEumCYrGGkB4wN15yySX6uEBINspEQAcnJr/Dkssza6GtAEItzLLFO1Yy/ThHBmIM+HLjfhyFjEci1gJAAWnDEJIDf3/22Wd1QBXP4/+5RKlYmtsCCFFWYxXeU0lAMOwjWQqFYeNSs2bN1NChQzfrhnTtxDNgljQkgCCAEHe91cT9aQACxxJcjOMSx4Jzzz13s244mrzyyisNSsgLIAggxF1vNXF/WoCADiEuoX8IAgT6JV7Cb9rEKjFixAhRKhZhuhwZ4q7GKrk/DUC4/fbbtVIxLpHgtRggYNIEBAyRNQnLg3gqBnNdACHuaqyS+9MAhL/+9a+K/ARxCRMm5eaDiFJvZHg2cQv8P9YNMTsKIMRdd1V9fxqAQMLVpADhvPPOC5wfdAjiumy/dEVCsOdVVbdMAxBuu+027ZgUl1q0aKF+8pOfCCDEZaR3vwBCAkyshi7SAgRcmKMQ1gmyLaMfIF/jhRde2KAbErvirISTEu0wb3JsIPuzHBmKc1wAIcpqrMJ70gCEW2+9VZdzj0IAAmHNbHY8HTt06NCgG7IrkzHpscce085IFH8h9+L8+fMFEEowXAAhymqswnvSAISRI0dGBgQ8HPEzwH2ZilGFEgLZkurq6rQEQSEXTI/EPQBAgwcPFqVikTUsgFCFmzvKK1USEHA75kJCoHgLrsV8waNSy5Yt1QUXXNDgdvrHtIiFgbTshsQxqTSXBRCirsIqu6+SgEC0IzEG1EnguRC1HaMStR8pCxdEAghuXBVAcONX1ba+8cYbtUhdCTLRjtRjJIkJEkK7du0iP5ooRgrHBhFBVFghTIk4cjBQuUn8EILZLYAQeRnKjVE5YKIdZ86cqUvCxSWki2KAgKfiDTfcoJBKIOPVKJ6KAghx153cnzAHbrrppsQAoVCpmPBQa6Y7kRBqZqqz96IcU4wOIc7oyIJ00UUXxelC7t3EAQEEWQqpceDaa69VS5Ysif389u3bq1/+8pex+5EOxFNR1kCKHJg9e7ZatmxZ7BG0bdtW9erVK3Y/0oEAgqwB4UDNcGDDhg3amQsyVpfCl5cjQ80sB3nRWueAAEKtrwB5f+GAIwdEQnBkmDQXDlQzB/4fnkQafbBpF8kAAAAASUVORK5CYII=)
الشكل (3) نموذج الماتلاب لنظام التوليد الريحي المقاد باستخدام المبدل المتعدد المستويات
|
|
|
|
|
|
|
|
الجدول (1) بارامترات المولد التحريضي مضاعف التغذية [6] |
|
![](data:image/png;base64,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) |
|
|
|
![](data:image/png;base64,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) |
|
4- نتائج المحاكاة: |
|
-1-4جهد الثابت للمولد: |
|
يبين الشكل (4) جهد الخرج للمولد التحريضي المضاعف التغذية المقاد باستخدام المبدل الوحدوي المتعدد المستويات حيث يساوي 690V كقيمة فعّالة، فيما يبين الشكل (5) التحليل التوافقي لإشارة الجهد والتي تبيّن أن قيمة التشوه التوافقي للجهد تساوي 0.13%، وهي قيمة صغيرة جداً، أي أن التشوه التوافقي الكلي لموجة الجهد شبه معدوم. |
|
![](data:image/png;base64,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) |
|
الشكل (4) جهد الخرج الثلاثي الطور لملفات الثابت للمولد في حالة المبدل الوحدوي المتعدد المستويات |
|
|
|
|
|
|
|
![](data:image/png;base64,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) |
|
الشكل (5) التحليل التوافقي لجهد الخرج لملفات الثابت للمولد |
|
|
|
-2-4تيار الثابت للمولد: |
|
يبين الشكل (6) تيار الثابت للمولد في حالة استخدام المبدل الوحدوي المتعدد المستويات عند عمل المولد بالسرعة تحت التزامنية، ونلاحظ تغيّر قيمة التيار حسب الاستطاعة المستجرة، وتظهر القيمة الفعالة للتيار عند الزمن 2.5s حيث يتم الانتقال من السرعة تحت التزامنية إلى السرعة فوق التزامنية. أما الشكل (8) فيبين تيار الثابت للمولد في حالة العمل بالسرعة فوق التزامنية حيث نلاحظ التغيّر في قيمة التيار تبعاً لسرعة الدوران والاستطاعة المستجرة في كل حالة. يبين الشكل (7) التحليل التوافقي لتيار الثابت عند عمل المولد في حالة السرعة تحت التزامنية وتبلغ قيمته THD =0.35%، فيما يبين الشكل (9) التحليل التوافقي لتيار الثابت عند عمل المولد في حالة السرعة فوق التزامنية، حيث يُظهر أن عامل التشوه التوافقي |
|
![](data:image/png;base64,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) |
|
الشكل (6) تيار ملف الثابت للمولد في حالة السرعة تحت التزامنية |
|
الكلي صغير وتساوي قيمته THD =0.15% في حالة المبدل الوحدوي المتعدد المستويات، أي أن التشوه التوافقي شبه معدوم والتيارات المغذية للشبكة الكهربائية نقية تماماً بالمقارنة مع حالة المبدلة المصفوفية THD =11.08% [1] والتقليدية THD =0.47% [1]. |
|
![](data:image/png;base64,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) |
|
الشكل (7) التحليل التوافقي لتيار ملف الثابت للمولد في حالة السرعة تحت التزامنية (مبدل متعدد المستويات) |
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXMAAADUCAYAAABu1MNwAAAgAElEQVR4XuxdBXhUR9c+EQIEEiAEh0Jxd3cvWpwCXyneIiG4SwR3CEFavII7tLg7FHcJEJwoJJAQ5Z9zN7OZK7N7b7Jsu/3v/Z7v6bKZnXvmzHveOWPn2H0mD+jPv04DdnZ2oHfNv65bTAqk95lt9dd/TVo7ncz/a12qt0fXgK6B/48a0Mn8/2Ov623WNaBr4D+nAZ3M/3NdqjdI14CuAVvQgLe3N+D/LfXoZG4pTer16BrQNaBrQIMGbJbM79+/D7du3dLQVHVFP336BOnSpVNX+F9USpfbup1hq/pGLdmq7LrcpjF+8+ZNGDp0qLFQ5syZU2UUVvPMLT0K0VZ/qXpTpVUVP9blVqEkCxaxVX2jCmxVdl1u0wBG/dStW9dYqGHDhqlCvM2T+bRp02DChAmpUsI/8WNdbutq3Vb1jVqyVdl1uc2TuU2umX+pUfrMmTNQq1Yt6zKDBd6my20BJWqowlb1jU20Vdl1uXUy12CiAJcvX4ZKlSpp+s2/obAut3V7wVb1jVqyVdl1uXUy12TlOmA0qSvVhXV9p1qFmivQda5ZZan6gbX0benVCptfM7eW4lOFDoUf63JbWqOm67NVfeueuXVxYk1962Qu6VtbNVJdbusaqa3q25rkYukesVWdW0tuncx1Mre0zWmqz1pA1ySUisK2KrdO5io618JFrIUVncx1MrcwdLVVZy2ga5PKfGlblVsnc/N9a+kS1sKKTuY6mVsau5rqsxbQNQmlorCtyq2TuYrOtXARa2FFJ3OdzC0MXW3VWQvo2qQyX9pW5dbJ3HzfWrqEtbCik7lO5pbGrqb6rAV0TUKpKGyrcutkrqJzLVzEWljRyVwncwtDV1t11gK6NqnMl7ZVuXUyN9+3li5hLazoZK6TuaWxq6k+awFdk1AqCtuq3DqZq+hcCxexFlZ0MtfJ3MLQ1VadtYCuTSrzpW1Vbp3MzfetpUtYCys6metkbmnsaqrPWkDXJJSKwrYqt07mKjrXwkWshRWdzHUytzB0tVVnLaBrk8p8aVuVWydz831r6RLWwsq/gsxPnToFHz58MGb4iY6OhrRp04K9vb2QFSUkJASaNWsGBw4cgM+fP0O7du1g7ty5Fs13RzvQWoq3VcDochs0YKs4sWXZbVXn1pL7X0HmAwYMgE6dOsGrV6/g2bNnMH78eCGAvp2dnfD50qVLsGPHDmjZsiU4OTlBWFgYnDt3DsqUKWPkliJFioCLi0uquQZTL7H1prpCK1Wgy20lRSe9xlb1jeLbquy63HKMP3z4ECIjI4U/oH7+8eQUSNjTp08HX19fwRufOHGi8O/ExETh87Zt28DZ2VkgcczPWapUKdi4caNFBdc9c+uSoa7vf0bfumdufb3/v/LM3759C7dv34bChQsLyyuYqLlkyZICseNnJPLq1avDhQsXhGUW/Ozj46OTOYNLawHG0qagy21pjZqvT9e5eR1ZsoS19P2vWGZJieIsLbjuKaakF1L/G2sBPfWSimuwVbl1z9zSSDBfn7WwYmlO1JNTmO/bL1LCWoCxtPC63JbWqPn6dJ2b15ElS1hL3zqZS3rNWoq3JFh0b8vS2jRfn63iRMeK+b61dAlrYUUnc53MLY1dTfVZC+iahFJR2Fbl1slcRedauIi1sKKTuU7mFoautuqsBXRtUpkvbaty62Ruvm8tXcJaWNHJXCdzS2NXU33WAromoVQUtlW5dTJX0bkWLmItrOhkrpO5haGrrTprAV2bVOZL26rcOpmb71tLl7AWVnQy18nc0tjVVJ+1gK5JKBWFbVVuncxVdK6Fi1gLKzqZ62RuYehqq85aQNcmlfnStiq3Tubm+9bSJayFFZ3MdTK3NHY11WctoGsSSkVhW5VbJ3MVnWvhItbCik7mOplbGLraqrMW0LVJZb60rcqtk7n5vrV0CWthRSdzncwtjV1N9VkL6JqEUlHYVuXWyVxF51q4iLWwopO5TuYWhq626qwFdG1SmS9tq3LrZG6+by1dwlpY0clcJ3NLY1dTfdYCuiahVBS2Vbl1MlfRuRYuYi2s6GSuk7mFoautOmsBXZtU5kvbqtw6mZvvW0uXsBZWdDLXydzS2NVUn7WArkkoFYVtVW6dzFV0roWLWAsrOpnrZG5h6GqrzlpA1yaV+dK2KrdO5ub71tIlrIUVncx1Mrc0djXVZy2gaxJKRWFblVsncxWda+Ei1sKKTuY6mVsYutqqsxbQtUllvrStyq2Tufm+tXQJa2FFJ3OdzC2NXU31WQvomoRSUdhW5dbJXEXnWriItbCik7lO5haGrrbqrAV0bVKZL22rcutkbr5vLV3CWlj5V5B5QkICzJ07F8qXLw9BQUGQNWtWCA4OBnt7e3B3d4eAgACoX78+HD16VPiuQ4cO8PPPPwMKb+nHWorX5TZoQNe3pZFgvj5d5+Z1ZMkS1tL3v4LMvby8IEeOHGBnZwdhYWEwYcIEmDZtmqBP/Hzp0iXYuXMnNG/eHNKmTSuUOXfuHJQpU8ao8yJFioCLi0uq++DmzZuielNdoZUq0OW2kqKTXmOr+kbxbVV2XW45xh8+fAiRkZHCH1A/lnRw7T6TR6tZxcfHw8uXL+Hdu3cQFRUl/D99+vQCuePn8PBwaNq0KRw6dAiw+latWsHMmTMtKjiV2VqjqFYdmSuvy21OQ5b9u63qW58NWRYHamqzFlb+FZ65GoVIy1hacJ3MU9ILqf+NtYCeeknFNdiq3DqZWxoJ5uuzFlYszYkp8szNq0NewtKC62Sekl5I/W+sBfTUS6qTuaV1qLU+HSumNWZpTtTJXCtCLVReB7qFFKmyGlvVt+6Zq+xgCxazFlZ0Mpd0mrUUb0GsCFXpcltao6brs1V961ixLk6sqW+dzHUytz66mTfaKinaqtzWJBdLA8tWdW4tuXUy18nc0janqT5rAV2TUCoK26rcOpmr6FwLF7EWVnQy18ncwtDVVp21gK5NKvOlbVVunczN962lS1gLKzqZ62Ruaexqqs9aQNcklIrCtiq3TuYqOtfCRayFFZ3MdTK3MHS1VWctoGuTynxpW5VbJ3PzfWvpEtbCik7mOplbGrua6rMW0DUJpaKwrcqtk7mKzrVwEWthRSdzncwtDF1t1VkL6NqkMl/aVuXWydx831q6hLWwopO5TuaWxq6m+qwFdE1CqShsq3LrZK6icy1cxFpY0clcJ3MLQ1dbddYCujapzJe2Vbl1Mjfft5YuYS2s6GSuk7mlsaupPmsBXZNQKgrbqtw6mavoXAsXsRZWdDLXydzC0NVWnbWArk0q86VtVW6dzM33raVLWAsrOpnrZG5p7Gqqz1pA1ySUisK2KrdO5io618JFrIUVncx1MrcwdLVVZy2ga5PKfGlblVsnc/N9a+kS1sKKTuY6mVsau5rqsxbQNQmlorCtyq2TuYrOtXARa2HFdsl87hKwK9sCvJp+LVN9xJld4OCSBTKUrSv62+GAw3A35C4MrjZY9P2ma2/hWfgn6FohB7wNuA2VKlUS/h4X+greH9kA7p1HyN7hc9wH+lTsA3ld8xr/9uLdJ9hw9S1UyOMCjYu6iX5jSqbQ6FD4rvR3ovLnA9/DgfthsvZ9vHESYl88hCwt+ojK7zq2Cx44PYCuZbqKZMJCi089hxI5MshkCtk8DzKUrw/pixraS59NtzZB1vRZoXGhxmL9PQiDu28/wuA6+UTfRz+4DNF3L4BL7baQJmvuZH1EvIBVV1aBV30vmf6oTFkinxj1jYVQT/i41moj+s3iC4she4bsMj0d5siEfffx6nFIkz2vCAcviEwbbm6ACjkryNrH05OSTGigW8K2QB7XPDI8oUwnH78D32YFRW1AmV7P7Qe5Rq4Q6QkLTT46GermryuSCfHUcd0tWNi2CFTPn0lUV8jGOeDg6ibDAWL8ZOBJ8G3oKyrvfeAx7L8XBlt7lBZhHPH0/uBvkJvIxD6op/FHxsMPZX+Q6Wny/sdgbwfg/Y24fTyZvI97Q2Jiokwm1BPiHNvG2kv4X6sgLvg5uNRoLcImYnzbu22aZAr+fRrEvXkqa58pmX79+zVMb1EI8mZOJ9LJ21/GglPeIiKdo77PvzwP1fNUl+lpwLb7UDK7M9R0DhJhPGTzXIDEz+DeZZSofsTAwccHYWvnrSIbRlzeCYqCZR2KyfAUsn4muNbrKGDcdsmcgLNbxZyw9pJB8fT5ePUYfI6PhY/XT0COvtNFjff40wOaFW4GjvaO0KxIM+PfEJwTGxeAGUcDoVXWMKPig1ZOgMwtesPHy4chS+ufjOX3P9wPMQkxcPjxYVjcYrHxe5+DT2Bcw/wwfPdD8G+frPi44BcQeXonxBNjzq4gk5uzG/g2EBufw8ijcHdMdfjzTggMq/eV8R1BK8eDY7a8kK5IRXAuWd34/bfzvoWtQ7fCjFMzROQZSAYpYbAK+wT+DBjC9/wMGSo1hueT2sFXM/+CNKRO+kw+NhnCosLAv6W/WH8EnM2KZwVHBzvhv/R50CkvFNnwGILX+UD2PoZE3PgM/muwQHR/PvgThtUYlqy/e6EQn/CZkEso9CrwQQx0QlLpCpUFO0cnyFChgfAb1Hd8YjxcfHVRpieP7fdhWN2vYPftYJGeQjfPB7eOQyBo9SQRDlCmed/Mg+H7h4vah7JQmVg94fuRpPBhje/ghYPwvxP/g/N9z8Pu+7tF7UOZvsqSDr4rnwPyk//SR5CpvQeEbfeHrJ2Hi/CE7dv/aL9IJoqn9GOPQ8LchsbyAp7O7iaE98ICGB8PmVv9CB8vHRBhHJ2ViXUnwpB9Q0Qy4SCFBPwhJkE0WAl2lxAPH68dk8mEeOpRroeintBOUF+svbwlGM/eewo8/C4/FN3yQoTxHcN2yGSifXfxeYRMpg8X90OWNgNk7UOZMjplhO9KfQf5M+c3vgNlWdS2KEw9/FTkSD3+qRLk9dkG7/b+IrJhHBS865P/J/2XVmTE032C8fwKGC9cHuwcHI0YD3wXCJtub4Kh1YfKbFgtxm2XzOcvA+/hA8D7wBPiISR756HE28xKPGmBrKp8A045Cwj6PRhwEG4F3YLhNYaLFD/7WKDR6FBpVPGfExMgbOsiwejQmFlDxkEBiU7agR6E7JAIaEe2KuUuvJvKRP9LOzwgLAB23d8FHUp0EDpydK3Rwp9QJvRW6hbMLAI6K9ODjrmh6NZXRhB+t+472NRjE1DZ6B+ofpAYcMByQJeKPGgwdLBj5Zp9ZrYA8LvBdwUCbVWslfEdtC4c/KjX+eHvQxB14xQxPl9jO43vTgK4VCZqvPNPPIOSTu+gWY2yBpl+HgMZqzYTAM7KRPWMgK/8S2UIHh0slA8IiYZdhMSHk8GOlYltn1TntC46QND20b6T4gnbh0aHHhkSqFubgcK72b5n28fKJK2L6hwHZHZQp3VRAnWwdxDeQWWiBDq6gYF0aJsogWas3MSgjyQ8qcU4WxeLB+HdHIzbjTgKn+c1BOokUJmojaBMSKA5fpolyLT3/l6j84QEyjotVD+snmKJF00HFkqg1Ib77+oPy9ssl9kd/b1UJlbPrA2zMkltmNZFdY9tQLujA4sUT1RPPLtDjOf99Aw6f1Nb0AfFEw/jrO7xcwLx4OnAYg7j/woyf/XqFdy+fRuKFSsGzs7OcPXqVShXrhzY29vDtWvXIGPGjFC1alX4+++/helatWrVwMfHR5hW+BKSQmPOmNZgADySsvO2g8/enw1GkgRU/Dxx32OY2twwXcSObO1u8MzDdi4BlzrthOlw0KqJxOOcKpQRyiWRFE79mxZqCsXci8H9oI9wkCyL0CUIFqBUJpzSfv70kRBWc1E9ghxHJ8LUhoZ3SGWigxUr05PBtSDP2HXglKewqC7ZAJPk9eCU/Y8rb2EMmTngw4KS1Rn7e/bzzpvBgo5xOuy54wH4tSsqqyd0C/E823kIXvX9kPvCAIqeue8JX2EQRU+I6pm2idUTO0CxMrH9xfYj+1tWpkSiYxzMs3YaDqxMO+/uFGSgy0eitiY5BTj1R6+zbZlsJvHUd3tfWNl+pawfWZmkHidvUKftw6WNP278AWNqj5HpicUED+O8AYaVCe3lG7cwqFa5EiHdfWCXLoMwRecNeriM8CH2A7Qt0RZi4xMhw7gTEDfHMGNi28faCNuPrEyef3mCXws/4bc4kwoks0W0F5RpLMGlk6O9TA6lQZ2VSSoH21b2t6x8rK2x2GJtmK0H7S49mQXjciTPhnl2h/K1nr4V9ozvaNLuWJnYumaR1YL/VcwhLPmwGGdtGJelMpSrB9NX/C5woqWeFOUARfL++uuvwd/fH+zs7GD06NEwe/ZsQSb8fPToUXj6lKx75c4NTk5OkDlzZti3bx+UKVMGXkfEwqSAPHCic2ZwcXGBhIOrwKGpYT05/q/l4NiiP0THRUOFTRXg3vf3hO8XXVsEQ8oPSTLEYDJNMhju8UfhEPwhFjqR6TFbD/s5MCpQWJPsXqK7qK5FF8NhSNUsRj1OPRcBE2u4Cv/m1TXn8hwYVcmwbuZ9nkzVqhs6wvt4skxsvWw9bL0o06EHh6Bv+b5w/MlxiE8bD41zG9a72d/z6mLrnXiWDCo1DYPK1CtTYWLFiSbrsd+7GBJbGfYg4sPfgv31w2Bf/38iHb+OfA0t/2oJV767Iqtr1pkQGFPLHRzunoa3N8+T/YmRMp2x/dV0R1NY8c0KyO+cH+acDYNRNQ17E6K2ebeAz0PWgGOWHFyZ8DdU/9FxCbDqWiR4VMksr4vBU+zW2eDU0TB76vs7IfPvDWTOysfTN7YvMtEenEvVhPgz24QlstgseeS/T8KmVCYWE0oYl8nBYHzi0SDiKGQX3vU6IgZ23P8IA6u4cXGJ9rLq7irwKOshku/nK++hSnZ7qJjXxaSeYub8D1z6zhbax+KJ1VNB/yfw2MMwo0aZdj/6BD9VzCSSScBUkg0ffnUY3r9+Dx0qdTCpc9rWxNhogJObwL5xTxmeWFvj9Z3/pXfQp7wLpE/jIJOJ6h9lcoxxhPpf1xfs7kDoAZhReYZMN71Xn4HVvWsJ39P24Ge2H1mZWBvm4ckp/CVE3TkPj7OVgQ8fPkD2m3/BEcj3z5N5REQETJ8+HUaMGAG//PILTJgwQfj358+fhc+XLl2CPXv2QOPGjSF9+vTw7t07OHPmjFFwOvVDBbGj8ZulwyHnwPmw4NwCyO2S27h5puSRCZomDx2R2XrC/1wJ6YtXIWu55eRTPLpmJlnuofV8CrgO0fcuQZaWfYX62Xr77OoDq9qsMryXWXNjvQI/svlRs0AmqJzPleu14G9bu7Q2rj3z6vph/R34tVtJMCUTzzNnZeJ5P2z7pJ4K9aj/JuuaZ5++B8+kTdSGM/+Eo2NbqvLIjH2UpKs+m+7Cqu9KiPoN/yFdgqI6l8pE9b+ATIWbFHOD0jnlMwe2v9jPree1hj0j9gjv9jvvBzW/qgmVc1cGqmMWS9J+l/5bSedqZaIYl2GIgyc1GEd7aVKoCZTOXlpo3w/bf4Bf2/8qW9LUigO2nazNsjK99hsMuTyT96Fo+9RinMoUTta2ncmMI+1XxWV2pwbjt958gENkpo37VdJZCw9PvFlj99+vw2/flxPkYPtLadYhxbgWLlh8J/KfJ/OlS5cKSykFChSA2NhYYXklPj5e+C966m/evIEmTZrAoUOHhLa2adMG5s6dKyNz3PT8HPsJMpK1clPEsuveLjLipheWSKTrmvTf7FT2c3wchO1YLEzbZWtsZsjcMM0fTJYe0ggyset4akAVl5AIM44EwmRyake6rvl21QTIQTYc1QJ9EllSmkKWlKQyCcs3eBLFPY94UGEIgZ1SPwiOgn13Q2FI3XwyoNP28cgcp9TjGuWHNA72gj7oFFRqMFSmY+9vCzOrNsWTT7fQukVLNIxMPDKXrWty+o5tqxKZLzq/CLJHZIeuTbsKbYhLiBM2rSbXnwxUx2rJfNTBUVD7q9rG9hnXqjnOgXQgYOVj26cK40n4wTpNYXzS0UkwpeEUrq2gs5OhQkNwyp18ukWJ8KhMJbLWhQrzLkHIlDqUu4x1h2yYDe5dDbMfqQ2zDgtuZOPhg4NkgzE6LhHalDbMrpWcMfw+9tVjcrrpqOBU8exOuiymxAWsDfMw/hxPtZElzdFJS5q8QY9nd0I76H4TsznMcoHSAPOvIHNjz2n4wC72DyIbjy1LZoVqN9cJm59KQMAdZ/ZBZVXN4UG8fyC/NWxU4vPTplvw83eluaOx1zEv8GngYyxv3ACR7MjzQEU74Un4E9h2dxuMrGlYVph7dq6wEXr3jYtMJl5dIZvmgvt3I2VkTmXK7XMaTntUgoJZ05sE+meyDxG2dQFENGkvkgk35CbVm0SOodlzDZnntUiJc9Cfg6Bl0ZZw8XEJ0YY1JXPpQEVlWpydeBuSvqN9oDQQj8r2GD5cOUw2dw3TXXxo3VoH4rDdy8GlWgtIk8Nwmihs9zJwqd4Spt1ZLZoJUeObXM8LphwkpyCSNuQfh0ZDbf/L8Mqrtmwgpn3HenOsEUvbhqeaiF8D1R9uFclkzruTysRinMqgVk9oZ0uYE1HYvh1kL6Vn0BaR3WF9KFeWTsNgyokpotNV2Ad2MT1gQpMCZGPUsBmPD63bFJ565exlnH3yMOBDBsFJTQtAOHGiWC6gMl2oUEKY8SMW8cGTVvse7QP/FuRAA2cA5ckk5YJcc3PB2T5n4deLIMhgjx1GHh6ZU4xLZcLfmBvUpTIhxpe9cPrnPXNjj2r4IN25RYUNfr9d1IHhe1cIx++GXZkLS1ouEdWOoAICKvYkDBbgeYohG4nH0GW0cNyOPY6o5CViPQeIxxBDNoxq3lwj/I4+vCkaNWQlmajHwAMVEmXvnL1lyyzSqazBKy4A77fg6ZxkmSjQpcT57P0z2Hhro3DKRgr0QWTwmpXvKdilSSucVU9p+9rM2ApbR3eAiG3KxqdE5tgHnlVmwZ9kdjCUzA7oo4QB2jY0bCmZLzy/EFoWaQkLTyTCEuYoKW/wZPXEeom075w/94IuZL8FjyXSh/aBtO/w2Gv2vtOAR+ZSL5GSghTjH68dh89xMcJsVGmwUpKJh3Eqo3Qg9j3uC+PqjINph1/I7IWncySXdSUyQ5fSXeCrTMlHa3l2h/V4Nc5Hjm36CTNgI55wZtveE3xOTVVcSpTiEu+LbCRHcXsE/Cw7IontU8IT7QNpXdgHM01gXMoFFAcJ0T8IM2D6+JBj1OMbfw2x14+RGUIAZGnVT2QvSjLxeIU3WxDa9m9YZtHA4cmGS3Zt2Z1bbOSA5ytUd+CEIxMgTTyZcjHHGimZr2/kDA7OruBcxnCcCB88r4xnX9V6d9T4Br5cLfyOPu/2rQEHtxwwL/qizOPEuuOiusM05tw8rWdcqXiIvnkaMjfvxQB9Abi1HQg+Z2YoAl1K5i/fx8Dvl99Ar6crRTKxJKU0gxlWfSL4nXxOvI3kI6A8I8b2pSd6m/HoD8X2hYR1FZ0p3n30LNyFPNA3ZKuiJzWfnPuf1ij57Do1GN6g5xO/V7GeoAYt4MiTI+BR1bCpRx8lcplCBj1PMkjE78ajqeILY2g0XhmeAOslYl1IgO6OZMCQ4IlH5lhPhvaDwHW6K8ROjjXK43/RHxp93Qg2XUmnmjixriEOV6FXhV7QqGAjY108mdqSAXTjqPbwcfsCVTPZlxEv4fcbv0P0x86KMmmxO55MiCfP6L/AtW4HcHTLaWxDfNgbiDi5DfwyBytiXO2ghxUK3mth4r1KZnpI5tvav4VM6R2hUZHky34pxXh4eDdYlHTaC9975MI1+PtjFmi3tIboODH+DS/9+Of+pGgr35UYBUcehoNH7eQ7IDzHLopww7Xzp6Fmv7EifKfmHyk6zZKSF6rxzE2RVK+dvSB/+smKZL62cKCiESt5d0gGbYqMgJMB74Q1ZBFRKMwW8O+4prve40fFDgx80xnWdCmpqp6Yp7ch6tZZWJTxpSoypwOD1LvD79/4D4HlpbMoyrT2dFPY1bsMlMttOMVgqh5TOlciTrxJuSfETTarojKNyxsBa9quEeuDM6sy5ZkreT9COxTquv4qEtqsvgmXi55TxAHWpeSZKw0wBaedhfX17KDY+1tkvVbskf32lQO4pXeDH8r9kOr2ud8ZaTx6a+wjjp5W7zkOQWHR8JP7C5lMShjn6ckUDnheMOr76evOsLarOoyzeGJ1jvsWrmldITCovqZBj+eZe9V4rLqelGK824paMjJ/s2QoLC+VWdHulPBkbtYodT5Swq30N/8YmeOIxfPKeNMYqZeIjcApqBYyvxdyD+ouXwHPx86BtOScrFoy9+/d0Xjmlv7GlNeiRMA8oM86PQvCI+pBja8KGTeGzJFwyIZZ4JvppaJMS462Fy6KqGmbYOAjCkCXcfuhuLvhJAF98Jyxm8MwkdGYInOUyT9XtCagDySzM+kt2w8X9oHvhbkw2/OIDNu8aT961G9K4Nq7+BYxJSm1ZB75KR4meQ6HBUvmkiUpJ+P7eWRnijgR45PD1snah3VpIXPU+drl68BvqVwmHpnX+WUIuSswEdolnb83YjYFdhcf3Z3c7Ui+tY114XnqZo9+h3I/TpD10fWVw2B/8ZzQOH1j41JiTDxZWpqeESZUe6CahOmsSnqz+YcdP8CTN3Xg1IDkwdbUQJVSjCuROcrkkzFQZnemlqNw9iddtqNc8J8gc55X9sf0JuDawRNaF2stJiOO17LpwCm4uXsrTF2ySFQelVfxpR8c6XEECrsZLurQx25cD/g8Y50MhLiu7Ksw7UfP/PeBfeXxMzgy4Y3QzneXQYGBM2XvoO3L/SG3Eeh4c9NpYl9InL5WTl6c2QK2b5H7e0WZfPbUlZG5KZkGD3SBxUsjZe/G2BP2cb1kZP7r2q0wZ8KP5LauOM4Oj/D23N8D08n67blBA8R9ymkbFuLJ1HvHWCieeQDQm4zGPiVkHlLtqkon26QAACAASURBVMwzp1N1JTJXcg6Ed/fxgMWrxKERPvx9EHxOT4c5Q4+rHmB4GMcTRDlezFD0zJVkEsh86RqZTLFvnsAL787wa5eW8qUIDsZ5MoXtXAqT0txWvVcVT246Dv9xMPitFOsJleM50BXm+4fB9avXRaEfcHlEyaOetvksDHC6JixBso+pAVTJhhHjSmvvpvBkCuPT+zQl+0uGC1f04dndo7BHUHmxH7zzMlyyos+e2yEQces8NE/7TLF9/2kyn7C5L0zrbLjcwT68kQ+B/mb3Wmjpk3zWFX+HNwrdLveXGQz+jUfmz7f4Q856bUiwJ/Hyy4NOeWD9oH6qPU7cfRe8L3JyRfpQkpJGZuPJtG7NeuhYPqdwlIx9sH2LXF4ryqRE5mpkUtK5q11v4cYufVDuu3u3wfdeYg8Y/27K+HptHwtr2osHNwxZ4PFOvAlO3+MxyBX8l0TI9NdrxwBY3XapcASWfdAzVyLzrfumQYbCFYWjiTQgG/5u38N9cOHZO/BuZDiuyD5KZI5/H7i9Nyxtv1pWPtfMznDux3VQwM1wCok+vgcCYND7nbIB5uqOWdD68WJ4MeKFqPzTd09h7dWN4N1AvI7KI3P8cdaJDnB5ZAAUyFxAVJerL9mknrxNJitPJjyS5X2C3NJWOEWmtHyAFf/pNVhmd/j9qAX1YM6wEyDDOIfMMYCcO26iSvrUJJmPJw7ZdLFDhhgPUzgVgzLxnAPkFSWMw6V9UKm/4QIe+2gdYPC394kzWGzLS1n7QjYhR8iDAspeqvKLf2yZ5fTOrVDh6+zkWqs4UqJ0w5K2w++CH4RFlAfvJuLyCJgCAcdlBoO/k548oHW5ePeASG+5Z640FcLfRD/4G2a92qsI9Fq5PaGJJOIi/oZX1+hFDWH2kKMyoLv4dIBIL7nx8erBdyjpCr+L+vA9zG4lno2okUmKGaX6Ten7752z4Ew2RxhSSw5QpbrwfK/zwSWKfeexsx/4txVHBuS1Gb8v5HUEzpe6DtmYgFhseaWwpjys7Z3sAa185R4nrzzv+5dbSOTIhh1kERd55XntQ9l3+/uBzxo5ZnkY1yoT791/PjgIl54HkUHve0ViU/Is6bvlZO4Ae797CS1LJG+YmsIlRq2cdvMXmd3hb/ruHAcr2yYfZ6XC8exl+Pw6MH/4KVkbUoLxUy4xMKzRZFldVZcNhIsDlsq+l96joAWWz5oC/cdMUknV5ov9Y2SOSn9Ttz+UyplBJCUPhFuvB8Gt8KWyjk0Jmaf36gTRPltUg3PL7S3w5jUJxdtY3IHeR3ZA6VwJ0LGkIY4D+/BA1XtOJVg96rKMzNNP7gXRvuKNQ1NAx4s5c8la+6QG3mL9EZnuh2+GDR03aJZJRubHfEnckVHChS36mNI39p1nuLsQ70VWF3Ohif4t5vl9CLxwEop2FK994t/H/9YNpndfr6oeLPSoRwk4+N0fMLBFRRmeJtccC1dvJodKpgV4WBvd3xNmLxdPl/E3vPJjD02GmU3EUTRp3x0r1h06ljNczWffOyJtJSFkrBo9mfLMeWSuVSZe+3BtPNp+jSKhvvhjNuT9n/jIrNB3h8bC9CYz5Z75qOUws817Yywb2naerWy9sxWcnzyAFi3Hy/RUZvH/4ObgP1RjvOfwrLB2fqhc38cWQqdSTaBU9lKqMT44yEXRAeHxCo/MvTeTE36dvWUypfSLf5TMF2dqL98MUTB6AWhkfRXSrlMk89Dju6HpiOSLQVj+8qvL0M6/GjybHi/TDW9JgwcqNJiQknNlHciTiRqykteidZnl7qyBENVtJlQi4QHYB69wVw+KgRptxFNylMnnXEHF5SVe+7hT0MNHIVOG66JwsUgszodXQYkxcg8EyY4HdCUiFKasChjAdpqaFkuXArC8cOKoHwkZITlqiO8dQvYnHueqJFpmuUzCFOwJmK9IUrxllnGr2sOMPttleMrs04eslRrCPLAPr30oUzf/X2QnJXiEao7Mo7tfF8IQs49WmXjvNoXxiYOGyPaqsJ7O43LC5hlv5GROlsK8Wp+U6ZyHS1N40mrDXDwp8EpKMc6TiUvmHK77z5D5jyuawZJ2q8lV9eSkCebI/Ndla2CRZCMGI/+1WbIMym1+rYnM/8jV2RiHhP5QK5nHhbyC7atXwXej5VMoz6HZYd7Ea3Aj8LV4c4izYRW0fhYsd+8shAdgHx7QeWRuSiatQP9j2SqYv1I9meNySo2fe8CLMZtUkZ0pMm+0wp9E7CsmxCJhH1NkjgPM00L1RfrGC1mJTnLnQHi3wgbo8/fPwd+rCsxa+EaGp27rD0D1gvfBs7qnqvbhKSjPNdtlZI5xfR5GzhZdcsMKzZF5SCkSRpq5uIO/MUV2SgPooYBDEHx5P3TrPE+MM44TxdMT23eyZRYOmT9ZOgYeNRojxNtRg3Fe+zBMweqPRWBE53qyPrIGxovNJ46Xr3hPBUOWPDmwBV638VVsn5Jj8p8hc29ygmJwSCbVXvDJFXNgT3BmmDNeckyJjHqj3BpCbOBdURB/U0AXTj7kIxud0oskxDN/k3ec7NgbZoOBtCSgkWTTSPDIXNuCdzPxcS5hUEpqH0suT8kZ4tKLBsEHH/nmminvbsCjWAWZlD1zUzLxgI5H69zdNojahwaaSEKxnizxA4yon7wxSj07Jc8cNzoTHNeRkzfeCmTXTpYBBzeyPMkGqNIJG56nyCNzJE6fj1/LyBzrCYmfJ0vowSMpDJUw4E16yC65iWvK0Qgl4RsWZ8bZpzjDD88zR5k+O60VhZ8wRebzzs6DcjnLQYW/r8vsJaPXQLg1bLRsY9QgUwfFGYzH2wxkQ06cTYen749XjoL3/gCZ3aG8o+bVJpu4vnDvcyaxw2LCM+fN0pUwjtFSW/02QmYviHE/13bgI8kYZRxgcENdsslqCuNtyZn4lyS0g3SAUZLJFMaF46OS0APUXv4TZM4jTlMep5LxHRzTDc42JMGrFKbXqCjpFG4Pics84/RUONlvnhCEn314xMnzzJWAgPXx6sEjiNNOTgOPoIwicsGOzuy6C4pnKy5kVlIjEyUp6VIOyrTkRnHZMoupJY1RC+uDV+3xkLFyU7NeGV0zVzI+lMk78itZ6AEeIQjniB1biW6YogCYcKPJnZdQoZ/4uCmPODFjzsMuBcCv6xFZXRRPUs+cS1IkWcPsDUeh++hxUNjd2agPQz2uZD9gkBASQWTgHO8VjyD6uvVQlElpmYUn098XL8CuXzdCD+9pMpmUMG5qgEGZlio4LFrtzhSelHSOdnfs0TtwzSS/aWzKYVFyDvDkEm+5RgmXaHc+2wfCMMfysuOBSjqnGHe/UEF2xJdnd6Yw/o+ReVRUFNy9excwAQU+FStWhBw5coCjo5j4RGhW8Q/pDVCeIfNAxSNOJPPz5Po4JnFgLwHRNVopmaPS+9VwEq4706QCVHwlUOElo7Yb2sKZHP0UZwtKAwzWsyH3d9C4SBYoTnJ50gcvB31f9ntIt3+jjMxxMFLazNIKdGxfrOMKqJK7CrQr0c74bl492D5MHtA1MEbVbMgUmaPOBwbEixKDmCIWUwP66KyNICEqUghSZY44MZodxh2f+ZjczFMY1D1ep4PAok1EXuLEfQHgmP432ayKrm9KPSls28QyP8HTEY2g8No7RpHukRyrh8kV7pD4lcozNM6+ULdlq6HI7w9FAwMP44cm9YYGQ6fB1L/JNXKmfTyMY4wh3LhUWkaylN1pJXOqT2kcGVPOD484kcwXd74jJC1hL7rxZGLtTur8oFzxjqtgaqOpxj41ReamBr06RR5DREyEyO6MQeMknvmOuzvg+sXr4N3DWwV7qiti3AB9//698Ivly5cL5N2yZUt4+/Yt7N27FzJlygQDBogvfKirPrmUEpnzplZKozFv5EMyz+75Mxwn1/PZIE54/R+vlSuRORoEb0NuZEJzWMNcXeYZjCmSou9UIgTqSbGeIi3HI3OpTMK7OZuNtC5p+0wNCqa8u8BoX9H1fHNkrqXvUiqTdCOcp2+qp/633sHLGt1FZN5z4x0okHOzJjJHPUk3s3j6NkVS2DfDPpeAxKgI0fV8UxhvOmu9PEpg0gaaFOMLSVye+oUyw86H8zQNMFr77recnYX3lCcJ0elz7c01OP70OHR/lqDosGjZCOdhnMbPsRTGn0b7wNq2a41tuH/8T8j+4RVUvFYKdvQqI2pfSuxOyTPHeuA4sWPvL0DmCQkJQmPi4uIgXbp0wn9PnjwpZAMqXrw4uLqKT1N8CTKnAYL6vnJU5SWiDEjmSkDHwFwY8EktmceHvSYBgrbDPKdmosBZKSFz3mjM1qWGzMP3rYYMZeqAzw17eTAvjWQetHoirCnQD76vlBPyZEpeJjDXvjjHlaLAWYenDoK6PYfC9NuOil4wjxDKfnUVMqXNJAospZXMjzwMg/fR8XD85VTwa558dNAcmSttgJpae8dcrbyBmEfmaj1OinGcFSphU+nEFg/jtO+k4YhTMsB47vMEr8j8qu0OZc/YfpgwA2A35/HgwZhaY+ADSYKthHEpAVO7m5zYmLtEJvWmeWSOelhb8CcuxtEGsvdO9sB5DlkISeSdlSynRSY4AA6MbPtSSuZsjlLqZHwxMo+JiRH4eePGjUKiCUwsMWzYMGGZJU0aQ6KG1DxqPHPcZJpQdwKErp6suLGnBPRTozpCnTlbucanFuhCAggM3Xn4ueJUFq87u9Qit0OzGVKH8YBAPTLeaIzeHcr0okIHo6dII6tJPXNzJOX5LrtIJgQexokvQtZ6pUaDIYEzdxoF046Is5ibI3OpzimxSGNlU4AqkTltX2o9KUpSNPkC7Qeeng48OgAxCTFQ6/pDxQ3QigVuQlqHtPBNYUNyFHwoWUvbR8k6tZ45xTju1yiR+f8qx8OfD/8Usr7Th4dxDKWMoaLVOiwUm0ozYtTppBK94ePlw6KQr7xBj4YE5g16UoxzZ4wcu6N4kmIcvzflmWfqMJyLcRoWm+r19JN3QhatKDvxOXpWn0rtU5LJFMb/Mc98165dEBYWBmfPnoVGjRpB06ZNIVs2Q1aQ1DwsmWN2+E8kgqBfWhLTWcUaICVOF5ftwnpUwSzJpwOMCR+kgeo5U1CqdGmgenNLI9KrwnOPP4MOZYle7N7AtjskaUWt5Kv75urCv7Neixc5FeNDTjzYe5OMTV4kYxNJLmFqUEj8nCgkEZhcb7Lo+jILPCXiNDfAsEGqcnqfhnOelWDdjVmiqTrPS6Qy4eau0rqk0tIW6iGi8UCo4UdCMngnnxrQSlJU33/dDRElCuHNhCiepDLFvQ2EZxPbQqEVVzV75lJ9h+0iiTFqtIRDoc6KMrH9S+2KR3gU4177CU6Ykxqm9oWwbdLZArYvkgQxk9odJU6l5TaUyY6c2EIniz0woMbuWIxrJTsqkxdJIMJe0Ue7q0RymjYoTCKGSs5p8+yO2rp00MNBIXFuA5h/br6IV3hk/jj8MeBaNyY7l4YNMLW8qWR3iPFsl7J9mWUW3PjEB/+LCZhxwzM8PFzYCMXPxYoVSw2XC0LT9SHq3UhTkvHAyaY9U9uB5oAuDVTPAwLrBfI6mScTm5IMlUeNS0rmFAhnn5+F04GnYXRtw606nkyzT8+GrmW6Qr5M4jRwLJlLDdlc+5SAjpEXpW3jkTmVye3pY5IKMJokX0g+lWMO6LL8kklGKk1JxquHnX0pDWhSffPI3JxHhmQX/OsUSF+iirF9tI95GGDfxZKmlMzVYHzw9gewuH1Rox2awzhPJqnd8cicytSepMOssLwChIwJMb5bq8NC++VgwEFRWkFePWxqP16/8DAutTtq6zyMm+oXnoPEmw2ptbsvumZOe2nhwoUQEhIibHp++vQJIiMj4dtvv4XatcXnLbUyuxKZS5MFmwOnVOmmCM9cXWoHBZocV2p8arxgNlmw1GCU1hN5oOJNZdXKFPPsHkTdOEmmzz/KPE7avtSSOatPNdN+ViYemb/28yTJgpPXxs0NCjzixGTBd+MyQM12/0smwqSZHE9utTqnfZwSMhcld2ZmlmqxmVKMS+2OR+asDnhLgGySbktinE26rdWJMmV37KyRxZ0aHKQG40p4+mJr5hTlx44dg4MHD8LXX5OjcuSAPSZu7tpVHlnOEmTOMz4eGZgiczaDydJLS6Fe/npCvAU1xMKSIsaAyZohjTCNk76PZi8y5W1h8omEyDAyxW5l8vSBGjKnHqcpmdQAPZTkC83y7QCwdyLZcFQuR1Gg3w66DScCT8DAKobwpNd8e0H5yWSNkVOPdIBhdcV6LaxMPDKX9t3QnQ9gYduigEfNMEFELpdcgkzmdJBIkoYf9uoLTWf8LpRfeuYF1COnMErlzChailDjmfPep1amofuGwsLmCwU5QtbPAPdu4ww400jmx54cg9CoUOhYqiNJXu4PrvU7gWOWHEJd5pY0pO9LDZmP/ysApjOZtszNPqU2RXWeWoyrtTs1ZH5+fBeoPn2jSJc8uYVCTP+JCN+M3X1xMkdP/N69e5A7t+E6PXroSOgpee7cuQOJJPlw6dKlFZdZpKCiQMC8ey+nd4ev/c+mCOisQj9c3A926ZwhQ1lDtMWUTtUF4yPJF9y7jjEpkxpCQJmC3kVAwaadU1QXz0Pw3PEA/JLSX/HKyDKac/YWzHktasn8fOB7IasTZj7nyaSWzCfue0ySJBSE2IRYmHl6prBngI85MscydHlIijk1HhlG7Pym0DdQzN2w1Kj0PrUyTTw6EaY2NJyo4MmNSUH8Wpg+rcPK/Tk+ViB0eqVf6wymiF8R2Nttr9A+3pKV2s15Khee/X+VrSSUrmWIB84brMwtkantX7V2R7ngBQkxUX7eRQiZksQLzPq7VqwcehAGH2MSoC1JBMLD0/2gKCHPsGcdQ3htqyyz4Is8PDygefPmwkuLFi0KRYoUET5reZDI8f9OTk6QL18+wI3VMmXKCFWU2TAYPk3eLxx7XHQxHIZUNXjBi64tgiHlhwif40bVgjRzzhi+Z8osvLYQhpY37PSneXIVAp88htwkzCivHiyXcHAVODTtI6qLfRevjFQmtp6JR4OIURqi4U29MhUmVjTEPlZ6F9Ub+05abs31SKibxxEKuRsiEyqVkeqALRO7dQ44dTRcwV5wIRyGVZPrkidTaHwobL69GQaUGyCS+/ybBFh7+hEs72ggLyWZAkKiode+cDjZ3TDo8+QuvOQJ3B9QABxIZndemf5b70PP2oWhek4H4MlkSgds+xYSrAxNwtPEs4Q4axqI8/r8YVBu+AIRBkzJje07+TIeepUjGGVwqRYr9nsXQ2KrwcL7WJnU9O+CqwtgWIVhwm9Tg/Fl15dBo+KNoGhawzo7DwcF1xWExz1IaAozZQJ6BIAd+R/KFB4WAhkrNRHZHavPz4kJkHh4HbG73qp1zrNhFuNTz0XAxBqGY9LYvs6lOkNWx6ya7c6P4KR/pUzg5GA4bMD2ixqssDLx5Gb1TfHbnORG/eDwQbC7EuElvswGqNCipGfmzJmQM2dOgYjLli0reNZan+vXr0NgYCCkTZsW3Nzc4M8//xQED9u1FNIVqQjOJasLVfJGbPYIGG9jj93YUjNNxawfaRzsoFnxrLD/0X7ATRaa0Ygd2VnvVY3npqYMHpO7E3zHGIGQt/FDT3KgbnjehpoyamRiy3wk19jxWnzGyk1UL6GwHjW7hMJ6W+Y8fIorJW8ylJz3deswBOwcHLhY+UzuR4Rtw0TOhgzxvL57uXw05Ok/2yTm1B5jDdk4h4QsMAygajbI1ODJVBm6JLfgxDNoXcpduNLPW1dnMY7ysR61Gq+bh7lTgafg3ItzMLrWaC4uBX0wHi6tSyqTpfDLvo8nN2YAwkxXw2oYBkc1dsfzzFMjN4sVqiPpcW2tHCstrxgCd+nSpXD48GEYMWIEhIaGChugKXmuXr1KjmV9Fs6qU8Gl66A8ELNkrgboi0nEOYy6Vjx7BtVHlswRHh5DcknrAo0LNhYBQa0RszJpnaaaInNzcuNvDz8+DJExkcKRKzVTWVNAV7M8orWMGuKMC30Nkae2k3gag7jEidN5lzrtSQIIw/q5GnLFq/w0p6XWTS18R9Aqcvmkz1TYcTOY4MMBGiclJ1HTL6IyWxYIbcNco6bkVnP5hkdSLO54DouaMjzixJMxbCgNJR2oXZIz5bTRtW41ez5od19lSSfk09W6mfw5LhYwfELTmYb9FTV4YsuwdodxcNj8tlKHxSpkPmbMGGGtfPBgkuPPzw8mTJAnbdVK7jwy1+qZS8GiBHR6lZ/KaO4YFY84eUBQ28lsOa1kHvP0DkTdOmO8wNFr411Y06WEAWAK3o9UJp7xqZnBSA2G1SdLCGq8bjVllLwWad/xdK52s5wt13PDHWO2+YXnF0KDAg2E6INaN8tTQlJs3316chOi75wXrvRrJXO1GOcRNe+kipq1Z7bM1ZeRwp7IkLr54Lfrv0FodKjxwpNWu7MUxhErpi4WmbpvEf7nCrgTnQZqdewpQBAv4uFhiHK5M6bK7pQwbhUyP378OFy5cgWyZ88OjRs3FpZcUvuYI3P2mjO+61HPElBg/jFwdMupGej0Kr+lyTzmxUOIvnkaMjcnSY45pw94HqdWMg8lXlsWkuDWPilC3wRyamBa0qkBJTJ/+T4Gfr/8RvCS6EPLscaH168bkgBgVUiyC95gJd0kpfp8t28NvHbOBSXqGc6QqyFqtszd4Ltw9MlRGFR1kGbiPEqu8r8jV/nblzXsU7CnJtgTCtg+GrJAzaD3Kf4TzDkzBybVm8SVaci+IbCoeXIERx5JiU7rkAtRUm/y6OOj8O7TO2hfsr2xj5TqUuOwSDHOCyFhjszR7sosKwNhY8IEmcJ2kpMxdTvK7I7nHLAk5eTrBBHjIyCdYzqhLq1kzsM4z+5YmaR2l1IyZ5dusf5PcYkw53ggTGoijufE2tQQcvBgUdLBA1N6ouWsuszy/fffQ8eOHcHe3l64LJTaC0NCAxeQS0PD5CFpKSn6HveFcXXGkTVtQ+iARHLxJJzcosMdeh5x4pXi5xXaG6/FmzupIvWkqPHhaJyhYiNwymW4WcqrhwdQNVN1KZmfGdMZas3aLFrjVWMwbBlWHrUXQeISEiH9mBMQT26+aZ2CSoGONy4fBkcLXpmSDhYRr6ZItvTQooS7kbyUBhj842ASundx+2Ipkoklc2zfjCOBJFnEQ0Ci/ra4YYlQq8fJyqQ2fABtW/S9SxB976JseUiqbx6edt/bLRBi08JNZaEfzJ1UkWKc4o6HcbS7UbWSUwN+JvtIYdsXy+yOxR29yk87lb6Th3HeDIYnkxTjagYG6azKVPwWvOls6lSXUrhk6W1h9n3SS0o8jEsvmFnFM583bx706dNHIHPcwMT/p/bxPkbInOSrVLNWSt+lNLI/CX8C2+6S6/M1RwJeKQ4s3MAsmdN61B7LM0fma7J3gg7kGNLXWQ0nUFCmmqtqwuuRrxW9u8lN84OjjyMkeica1ci7SYmxO9BLDCeeOUtSVCb0bK+8viK0H5+4t8/IFe2/NF3RpkCX3lbTGiCMDnzYPgwv4FXfy0icbp2Ggc/BQNVx5mlIAy036LTE8g7athgyFq0AzmVI4gSFM/ITSFwS1KPbt/2NfURl0jroPeiYB4pseU7uaRhOSuCgh8/Ft/7clGmm1oK1rJlTmWkjKF56vbBTxJPaAQbro31Dr/KbI3OKcalM5jDOI3Op3bEyqSVz3myBlUmJzKt+fVdobouihpDM1O4QL2rW8amtsGEWrELmq1evFm5/4lO1alWoXLmyEeAp/cAbrdB7a1EiK/xxe7Yi0MMaDCDGECp4f0bwMGejWcWbu1qtVukHyXlQnF5dCvKDKQ2niJqMYFAKVES9EimoUCYX161QK18tqPVVLWNdPDJ/9v4ZbLy1Efq8dFA0Pi0xz9H4FjdbSDwtP1FasZROQaXBkyhAnTNugS6lu8BXmQyZh+JCXkLk6Z3gl76FajLXOqtadH4RtCjSAlx3rFEVlA1D97rMaC2kalPCAS/ao1JMGepRDj8XJ4r0RzGulPMR36kUKA7xcqbkD5AujT00LZbVLMbNXQiiMxwWtCiXtH3U7n69OUMR4+bsjnU0qN1JsUkxLpWJh3G0u83XgmBZx8Iw49QMmFw/OYE6z+54vOI48hhEz6oHw/Z7irJJ8ciclUltIhNeXTiT88WYMhK7+0c2QGfPng3R0dEQFBQkHEtMbSxzdqSVkh0lBB7QTSV9lk77u6+/Db91KyWbqofv+QWcy9eDGXfIqQENgb0CPk6G39r/lioyR5kK5d4iG6h4ZE511f9OJOQcmJyPkTeVxfKmgD4kKi+kL1oZ0hUub2yHVjLH5NFNCzWFnMf3K0Yf1Np34wp1hahrJ0g6vx+TyUvhej1tm6lMLWpjcFuSzHk6TwmZv1k6ApYXIhmaTGTKknrmnSpEAcY4ocftUqMnLRjnESe1Ox6ZSwdPinFeFqFFnW9Bjbw1oEqeKkZ8aCXzZWdfkKPHnyEsYZXI9ngEzNrdy2rdRLHvTQ3EStjsvr07+KWrJ7O7f4TMT506JYTBRUIPCAgQTrWk9uEBwRSZB62ZDEtzk81GDUDP4bYf6uSvA6WzJ5+NT4wh6+97lsNiF5KXUwOZK5EUTyYE8sdOZyAhIpRc5W8tIiktMaopqDxepgX3/xmueuOzhYQZyIZhBn53U50STskjw7pMkXlsMw9Y9/cbkjQ5eSM1Ki4KMN/kwLfOqSZzIXtMdCFC5P3BPq1hmYpigBdZEQ2GXuVncchrn5LxUTI/Mvwi1CmYGUqTq/z0MZUKzFQiE6mjYY7MlbJShfwxA/zdu2jCuEO632FEzRHgnCY5rR290j/1YpSmOPNaB2JeZMX6xQJh2aVlsKlTctJucw6LlpRwprhgIrn0FnF8C0np5yGiKSUcmCNztLvA4k1FZG4qPSTvy+iNFwAAIABJREFUZIyamZ5VllmOHDki3Pq8f/8+lC9f3jIhcMlUb7RbI0iM/gAZqxlul7KGrAh0cn3e362zJqArgRPfozSyYzyN+gXqw9f7d4nOg5oaYPBKv5JMvDyhvFH9xNKpkKtMNdgRV1R0AoWSOQ8MPucKKpK5Ui5NHtntuhUMz8I/QaiC17KEJCCWpuBjZZJOQTGEgFuW9YpLZD5pWhvDCxj7WmNSDWp87Nlwc3XxkvTiMsv6fmc0kV3WzHuhSaEmovRkPDxhCj7Mcv/NnBnCco4U41qIE6/0zyrSE6Jvn4Mn+aqL9oWU6sHz0XjmXkgkruD8DCTJv9kzz6YwbiqdH4/MlWRCjFepXQ9mv84rkwnbN/FVRplMvPyePLsTMB6cyXhe35zOP5AQwK9iHU3anZZllhoBNWF3n7LC/RZzuLwX9BEO3Q8z2p1VyHzo0KGwYMECIWKiv78/jB8/XgTMlPzD288b4p+shKkLXsh+bmoao7TMgjexRuy5AHm9t8LNl6FGoM8+Fgj33i2D1e1myt6hROaY6DXtlLQQVGK2pgwrk0kS4iXk5AX7/LTnJ6h78zH8b/whVUaMnuK6ZWtg/i+LSZxoO/FvOITXe/Nx2PO0EwSPDhaV15qkF39cfckymNA4r/EGLH6Ht3PnRZaBad/XkfdRkkxSoE8mMbbDEubLstyjvheRTOm+kkzpvAHmUUgU+J+9ArmznhVuGdLnw9+HIIocB12au6cmEpY6B9Qz10LmKFOlJYPhvdcqVXjCQqMW1IeRzlUhx0+G26b00Zr8e/LRyfA95gndGAhXrl0zS+a8AQa/T0kSYiWMY6LtVnE54KuMuYWbwkby4uwHmEoxiO0bEpJJZnemkjXzkn83vv0CKv6YHMvGnFyefT1M2p0SmSs5m2h3Oe42liV95mFcandWIfPbt2/DjRs3hKiJGKMFLxCl9kHBQ4PI5uHSSFlVHtvvQja3zcbTELSAKUKg2c0RMJUqVRJ+Qi6bgv34HvB5xjrZO8YO8IT+02ZBAbfkqT0W4nnUWo0P6xo80EXWPhyoguPnChlh2AflXrt0DSxe5S+TFQcr348F5UAf1wMSp68V+oV9eOuJuEM/4E16yN4lmRzp7+xIXTI9EQUO7jtYUaYJG3vByAzV4XHuyqrWE015d0qzDqEvOO3DDUUlEh6/qTeMcq5Glmx+EumDt8xSIn0sjPPfDouWzhGXJwPVAOK5ssk5TOqJ/BGv9C9x6wheTb8W1aWEASxgymFRIk4kBCWMzydX+q8FL4FfO85SjXEeueBAbJ/uV9V5QvE2t+cgV0WMK3nmiPFbe7YS/I2E5iSEBvvwZMrnewYalNwtax8P4zyZ8F0/bDwM5fPfEJJJsM/gPuRggAm7U/TMndYJp/Gkdud+oYKMzNXanVXIXIYSC3xhisy9j82AvpW6Q17XvDJl8abqSkDHHzuM7w4J08Wblvj9okF9YMgSuYfFXR458hvUKpBTmGKrIU4so2TIGFHtzCs/mcGYInME+ii3hsZIj/T9DuN7kratlfUGD+gvIl7A2gMkCFin5bLfKJI5KTWEeC2LVsoHmH5L6sOKQceBHTzNkdQfuTobo8RRATBHZO9H0ZC3zwyZTLz28cjcY2c/8G+7QlYPj8xx0PcaPBR8FhtC0LIy/RjkDDk7JWeLon/j6enp8nHg2MUL8mY2XJChD5/MHxDi3GiM9EjLh/+1CnYnloAerWqK6uGRORbKOrUjhE7cKmv38L4DYf7KpXJ9cGZ6nnvWQOuSeS2C8TGHJsCVQctE70asnF69VNHuTHmvtVf0gNP9xA4ZD+M8u8Pva//iCacVPHYemaNMQ6LyweMc5VU5LCiTEpmrtbv/JplL0j8ZgU6SCuyHYtC1VT3VQP92/f9gd7c/FAlPms4MC3HJXKNMWNeQkXlg0dyXisaEa43sY47MpeXxt9/+PgJ2f598woXWZwroSueIhXYreebk+0PzvaHJcLGsWJ7Wo4XMlfSNZ+SP39kLwxslHzuj7eC1j0fmvLaZInOl01SmZOLpSakeU8TifWweucDUACrmqqgKm6bInNfuu7MHQonR6smcVw8m81CyO1MYV7I7usyihANTZK4kV0pk4rXPFJmj3UkxvoAcn36fKD4Vg7rgkTlrL9LOZvFk02QeGLMS1sxQWDPnECcmFQghiZSzJ0XEo4rB6INt5pWDhzPj5J4ipy6e8WWaZA+X6v4MRZv0kw0YSoTKkwl/7HVwHPg0lXucSqBCwJwhXounwmyBS1Im2va2Xn8omSN5E4Y2hldX502jYPN34uUGClCe8SkBfduNILgZtpR7GUbGXMzAIP0bT1Yk8/glD2Xt45VXkokaKA8HvLrKLP4ebg42BF1iH149/Td0geVdDYkN2IdXP0/nM476QJn9f0Gr2RdSjXF897jC3SBt3uSUc6YIx5IYLxBwXLZciO/G9rV9lx5KtJcvASrpylIy4bsn9uoFU9es4faRlMzxzsnMM76KGD9WvDt0TAoxoaa/y/gNgpuehiVXmybz4OD5sGRJhGqgHyQ7v5Wur5GBIfzPleB2qZ9wqkOq+D47x8GqtnJC5Rnf9U65YNegAaILCqaAzpMJf9PXvx6s9Dihqn0o969kA1RpSYNn+H12DYRVbeSe16mdW6Hi19kgQznxDMZUO2r90gPO/CjfW3i6bBwUGMAfkKT6xss74ZEkKmYT8aYpT9+mZOK1b0bPLuA5bICsfTw9KcmUUjJ3m9IHwiYpb4AqDXqjFzWE2UOOKmKgT/mxkE+yLMMj8zeb50Leu2OFBN+y2ZBGh+XyzllwOmc6GFLdkCuAPjz9PSeJG5wPLlEkYY8dfcG/3UpZ+5TszpRnju37JdsHmCxZh+bhIyUy8do3tM8AWLhKvCTEvleqb55MaHfFI8h+3w+TVNk8FnIjS2RhSUtkNk3mvA1QzJ5dLedgUQwPQYFk83DA8xWyjSlhenNnpCKZ86bF4wcOgelLk4MlUe0LU3iPH2WjrimZBr/frgh0pfXSvx7+BReevQefRuLUe6aWWbbtmwbpC1cQbjiyj924H8im5a9y4BA9KckUF/QMhpz2hqXtV8t+w10z7zMIFq0Sb9bij0fNrwuzh50QArDRDWcKcojpITtpsurPC9Au4aroejyWD9u9HCY53JRtCOPfeO3DEw4h1a7KdD5hcx+Y2mmlbEMYjVgqEzXQOf3JpulysT5QJj/XNzIMGGRS3lB/tsUfctX7FtJkN9x6pQ93zZzIZEf05CU5NohX/avdXCdrmymMu3r3hghveZ/yMC4sw2WPVMR4z3Jj4WvJoQAfgicPDsY9BrqC/1KxQ4bhLMounAuRPvJN/jt7t0J3L2XnSkkm1GPP7WNhbXvxiTStMgn17OgPa9vJ94t4yyzU7nJE5BBhHO9YRH6sQRwWyb4G0VO3FbVkx1DR7qbeXgU+DXxM2t1/ksw9/vIAd4cR8qNnHJIK2Tgbst0bIyPzh6EPoQo5SvnOS07ao2atAa9GeciRqqYiBfPI3JRMHuFbSHIC8fTwM1kS8hyWHRZLZh5ILCFhXUXXvlEAU2QunAQp7CQzvsy+fWBD59nykwEcPfGMmEdS8eTG3PCfSNhjhQ3QqyuGwKGSeaBRukaqyBxPA/nE71UkKZ4R40mk2ClrwZEkEBENYhwypzKxRxl5AwzqOyhDATjrPwWm+Is3QFFPXhmeyI5XmiJzXvt4ZI5XvB3ieitiXIvDsvv+bhJI7BWcG5gcQ4bqaojneJgzrh8JGCc+YcPDgVa7w+Qlnp5uihhXGtBR5xsP31C0O55M/Xb3g1svKsnah46dFicKdVJjuScJ3jcJvi2VTTzgck6zULtr7dJahvGETz/AFOkxWw6ZC3jKSPDUQn6Q4D+xZv77/Klw6eVSWDRPfJnClHfH68DXfh5QNX4XHOh+AKKfRSefwVXwyGgv8urikbmSdyfISjrwp/vzSNZ4cUc98agJP5fPDjP77hQBh1ePKTLnAR3r8tlTV3YUqu+muzDL7i9NxJnJpw+c+8kPSuZMXmf3I0H9i1xYCc1Hyj0KKpMS0JUMmadvXttwH2TK0c1QI3cf0QmYO28+wje/XINrxc+rbh/PM6+8/r2ih6910KM4UCKXCcPyQIV+i6BjyY4iHOAV70IZyLqr9EKPiYFYafbJw5Mpmd4sIyEDSrjInANTGO//2B9yDhBvtuPJm2WhJ6Bts7FQkuT3NNoWx+4Q43tC3BRJmKdzPJDgVeOxop6UZIp5/gBGL6yviVd4nrkpjAe86iSECmEftLvRW0haPskFMVN4Yu3OZj3zIBLh8FiRbJDTrQDUKyA/nRISSrzXDuKLOHiFe1LsHkUj/tyqh3B9uEXGFikm83cHfgX7DK4w/v1hmVfGAzpPJq2DwvzNhyF7eido5fQUMn/zgwgkWsl8/J8BMOT1KsXlKCUvGI8H5nctCs9CqglxmtkBzzPqT5LpvTPJ9G6IG04fHtDxQgrEDJbNPEwtkSnJhFEX8Yr67KNvRYY85RBZaquZFxI3T4HsvXxV6UlJJiQWrWS+/NJyOB2QD+a2IDH9XcWRQ5UGq/jwIHhzaC0Uuj8JYibFqBrUeYMeeonHqpclMdzfQRX7KinGOAqBIQO8M7/UhPGJH7eJwklgPYiB9O0GCKEdMLKnOTJHjOctWgYaPfhdZsPYvim5ImQymSJzj5CNcpm2LgQ/l9fg84383L2SDZ8ICIeAg9ugS91S4FyqhiqM87gA7a7nmjqqyfzNhzew9OJqSJPQ1RAfndy9wf9b6lFMG2epyqVkIMQxUNi84SkLr3APi9ypSOa0LtZT9NznCQMrzoDDD8PBo3bymfUjJLFBxKd4qHv3N1FddJOOJ1NYeDfZdXSeTEjmicuPwuGAw+BRLTlGBMrkZj9M5mm0nr4V9own54WZJAYscfq4BIJf8+Rbbf4X/KFxocZQYsYr+Y0zjcssNCCSLHogqcerYW5yLXwpibJoyJmITzxJ3xZB0rf5kWS0qfXM0YjXFs8E35f9HvK45hERAp6WUZIJvdmQDTPBvetYVWRuyjOP6PwJHJxdSCjc5A1b3rKWcAqk9mTAhBeTJZeDlEgYE4q4YUKRaelkIRd4y20YDsErTtlhUcI41pM+sZcxAQdViP/pF9CYJB3JdmJ5qmYwWJ8au2NPeqFM5bIOhEvPI2F6UgIVrMccxpUGdR6Zm1q2C27YUmZ3+H4lHFB8mbK7Htl7iGOzEIfF3VF5GXhklnuA6Q2zNDckrqaDHs+JGlNrjLBMJsT8sXUyx3U6di1p4bmF0KpYK/j9koPi1Gp8WYCPlw+R9GnJEfZYEmbJBa8I+zYkU1lpvOqkf0tz8vHIHJMvxybEwqUnpeTX0TnEScOeSgcGlKlKjsFw7NE7mN+miLHDeUD/eI0kVo6Pg9kRp4W2sN4PGlC2yafg8rAqQo5D4984MiFJRbbvDXvv74WhNYYay/PInIZXlQLdkFjZEwbvHwq9cvaSrSdWyjZIyHL+TdItvwP3Qon+EqHm7V8ViSVTxyEw7eQ00Y1fqjdp3/FkwnPHGUh2+OFX5qnyOA+dvw7d/oqAYN86sgEU27sqT4IojC8lA6UBhravKokmyd4apXpTClPMc1jwFuZo90dg55gGMpRvICIEJTLHWcfC5oth2uGnotunVG9SjPPIhdrdwuMJirMqc3bHkjmNc85mlWLJXCpTXPALiDyzmzgHQaKlHwxDW+lnsl7eOxD23iHp59iw1yYcFiUnscCCAnC4x2GQto9H5lSmhWQjvE2mNqr2hXh18exOivF/BZknJiZCAsmK7kCypuNnfBwdHYVIi3i9Fj8LHh35N37G6+dHl8+Ahv3HAU1SISUpH5IYdmLjAuCQFKcEw1dOP2IALEsuYST7kEuNVuQUQT7AgaFXjmRyMUsIZKkn63fJt/xoMgacNmLi44JZkjINJc0eFEN3ElBNqOAIkef2glubAUIzUKZ0hcuRaVtN2cyDyiQFetOZe+Hg2FayZB28AYbWk0j063vwqXHg+/NOCNgT/Va9uRbcOg4DO5JQhPUQpEBPSEyANFPSQKJXojzbygFcqyyoSHZKxILJa6+/uS4sj7C6op/D9/wMTvlLiG6y8tpHB3lZApGkgVg+wBjSskkHT2zf1JNTISP0gnYkgUjBpAQiKNPkpgUEXSnV5UYyWvmc8BGRCyUpL0K4PszmF8+Iab04G/um0DfQsmhLoSswLV2nUp1g7YXPig4LemmsTLFvA+Hjxf1CmAKUgR1AeRg3yiTF+C9jhU3/uRGnYGLdicS+HASZePUIf+PonNqL1CHjYdzosEhkEtoq6NtXJtPkepNJH9krOmSjsj0h/JIIGSs1NmLcmFBFMuNPdlgMmKYP7cuQTXPA/btRYlvBrGYEA0qzz55lxwiRS0c1MEQTfRwaLST0HlH/K5P2Ip3B4L+NMen/DZ755s2bAeO3FChQQAiRi6SNSZ9nzZolkHytWrUEEsdQujVq1IBWrVoZpxRS46P/Pvf0Pfz9IhIGJy2PFJt5HtaSBMY1CmQSKYsFPf6WVbxZoEuWNKR1UcXz6rkfFEU8hhBZB7L1YMCtn1v/bAQJD+jmCEGqJ7ZeJeKMvv83fHp8QzbdkxLe4guLIS4xTohXwZvBvF0+CnL0T75QRNuHg14JhxLQoprhyCTrgSrJhGXYRA2xrwLgIwmclQWzs0iMz1zfhZPjgxlIcCen3IWEd1MZpfVg+yqT+DE18pGjZGyeVuaz2oGB1t3t99uw/vvkzS8u2TF6Y+Win+cdfwatSrpDsezJoWuV6koJxn/acg9+7lRcRixU/+een4O/X/0Ng6sZwlmzMhXN5gytSxlS+/Ewjn8z52hIHZYOqy7Dtj6VuGTHk4kdUKghabUX3uyT9uXrhQMh19DkOxu82T5v4GOxxbMXng3T3/5jnnlMTAx8+PABnJycICwsTPDIp02bBl26dBHSyp09e1aYmjRs2BBmzDCcKx03bpzwGYkeBcfk0Ksfr4beBXtDnjx5IH369DD2xFiYWc9wpnTumWAYWctwjCjXnDvwepRhxzxq43Rw7mKI3Bjz18+QtoUhsNLcv+dCU6emULZsWbgaehXuv74vTJXHHnwJM5smr8fSetnfKtU1srLBa59ycQpMqjoJNl57C8VyZ4UK2Q0zjYXnQ6BvxSyQ0clBJAdb77Tz02BC9QlCeVYmtj1sW3ky3Xh7A269uwXdinUT6mLrZfXEfmbrcnh+G949ewQutdqIdUx0RtvJ/paV6dMuP0jXxlN4L6v/D7EfYMWNFTCssmE9PdfyXPC6/2tDXzB9x36O8KgIrv5XhDIx+1dCmvrdSIwSZ5FMtC9RLva3kQkOsPriaxhSIzskfoqCuOPrIW2zvkJdVMZFlxdB7wq9wcXexSAHp31svSyeEs7thPjcRSFt/pKi3/Jkwu+nnAqFSXWyQvT+VZCpYReIdTKcCGL1JpIjSaYPsQmw8ko4yV5vIM6rQfFw/1UodCmfg4snFuOsTFKMTzvxFibUE9eD5Vn9szJRjKNMZcjt2ifDigsysRhP2L0IHL5NvmhE8cXWw2IcE4pjjPpupQ2B+bTa3diThAvqGriA6hg/r7/1Hkq7OUDZ3BlFehIwlcQH7G8jEyOh3Ipy8PinxyI8qZEJs3zFBMdAjwY9BDnW318PpTOXhrI5ynIxzva7U+xHeH90I6Rv1sfII0JF5EEb7pmvJyy58gF6l3CAw4cP/zMboCEhIUJ8c3d3dzhx4gQ8f/5cIFH8Pk2aNFCwYEHh71WqVIFz584JSyvVqlWD8+fPC8ktkMwxY1FgVCC0XNsSHo98LHjv004T8qttIL9pR5/DhIaG9HDOE89B1FTDbvP77YsgU3sDqMLWTga3noa15Hnn50FFx4rQoHIDbj1svYlvHkPEtZOQuVlPeLd/LbiWrwv2OQ1TMFYOn1M+4FXHkM+SlYn9zMrBfha1h2nb3geR8Cz4PQysZdiYpXVF7P0ZnGu1JadHcsjax6tr6O7HsPBbg9wj9z6Bua0MJ1JYPbGfefXsuhMGrk520KBwFlh6hmygFc8GRbOmhU9/H4APj26Qs/SGaahSXa8iX0GV1VXg5RBDLBpWJvbz8+6FIN9vAdx68A+XX12G48+Ow4jqI4CVaTrBw0gyjXWyJ+EwOe2L/RxLjGwujK9tGOyHHhwKC5sazpGzuvlh7d/wa09D+kOentjfYvs23N4gyMT2O/7e58gLcnY6L9hj8mMyY8jczuDtsvWOPEwGpsZzZTKpwRNbD4vxpReXkk3OxlA0S1GZTLRe7LvEdBnBuXQtiA9/C2/HNYc8yw2DKds+FuOsrbHyRWydD64dDREHMUpkxsJlIV3lbwS761qqK+R2yS2yGyyn1D5WJiyjxl6ojqX9GP6bL2Tpbojrg+2LOrMTXFv9JJJj+unpMKTmEMhgnwEehMbA4XvBMrtjdSyVqcPiDrBt8DbhHaztsLhm28nW9W7HYuGiXCJJTM/qmNY1tMJQWHT2LbQnR0V3/bH6nyFzoWVJD3ro6Jnjmjl9MmTIAB8/fhSWWdDjRjKPiooSPiPZs1MKOgV6/v45bLi5AUbXNlzAoWtJeN4Zb6XRqR877RStLZJNSswViImEB/9FQre2WCzUs5MkX8hAvOcmRd0A6/qG5FakU1v6e+lUm66PYnKBj3EfoW3xtkJdg3eQrPHtDEcm2fVcnkw77+2EDGkyCJHoWJnw93R6hTIVdgyHFjXKCpudYQQAuIaID1sv/b1UJnaKN5HkGJ3a3EDsbLJstp7Zp2dD1zJdIV8mss9A1mD9WyafkTdO+SSbxnR6Hhf6CiJP7TBmmu/yaxfY+MNGwOONI2qMIHo2eKW8JQ2MR4434rK06COSj5XJ0dcRoiZEkU1UJ1Fd0mUg2r6P10/C55goyFi1maE8s2TDfqa6wavgI1f8BZtGtRfKYxIHlzrtIE3W3BC0aiJk7zNVVg+2b2ztsYJMLJ6kbaV6lso08ehEmNpQXi+LIbZ9bH+x/Ygb8RTjbNtmkxM2XSvmEMIDYPs2XHkLo5OyQ9E2hW6Zb8joRGZCpvTUa+Nd6EbqQnvhYVy0XEZkmnl6phABUrqUQO2FxbgU12xbKR6lXMDDOCapcO86xmArpH1uZCDFzWMWT7IlvCRsYwTTj2Qm0rZ0NsAlv5fTu8PX/mdldtd6XmvYM2KP8D1rw6xMrJ4+kP0Nu7TOJNxEXZH9snKwNoyHA2YeCYTEsySsri0eTWTJfMDeAfBtsW/h4suL4g0QPBpHNqkGk+Na/kzyB7oh5JS3CHwmG1wZySkG+vy0i6xRt/kZJh8jJ1kaMKc/kjpQuqFGDYU1GAp0L5KEFWMRs3GL8bQBJlh4GhYt2gDBRA40PVzkuT1kM3SgUSa6ySuVybjxQTYaW7uHG3fMqSxBqyeBMwEEbR/9vRScuG7vQAbLEjmcRTLRjSUykoqIk24KovHJNvnITU3U9SDyXzbhRkCfMvDVjL9IOq7NZGN1KNlYNQzcFOjSQYHKdJdkU2lDjKVQ0sajYHS4AUY2K9H4aDwTKlOP8j2g2opq8HbUW6P+qJ6kfWcciCUbahj/HePFP333FLbc3gKjahlmFGh8iCffQ0+heZZQqFrF4JkjhsLI+WQcQIVM80kzENyorJqnqnAPQrZRn7Q5jEcJmxZzE9a+8aF9J3UO6KYnlpHKRC8Ose0zbnqSU1usnoR2HCNHNkkME9pO/C4h8TNMJe3C8ADSwwPoRWObpBinMm2/sx3aFG8DhdwM+w+srnyYzfUP5BQZ7fcPlw5Ajh+Tz3JTmaQ4oPbizcH4x6tHRTZMsY12x27QBpANRsyINYycaGFlModxdOykMlFsS50DYYDa8hKEkyyMDf+480f4pe0vgl5YG55Dkt90Kpcd8pOTZKxMAsaT9uNYnQeEBcCue7tgeE2yPyXZIxLyJdzYYPtkjo3HEQ8f6k3j50CSymwmOcGCGzLD6oljXrxdNQHsyGw7e99pRgDih+/9v4eqlatCUfei0KywwVMT6t/+AL4t7Q63Xn8Q1YVH2pzyFYfY5/dExx0D3wXC+pvrAafXrEz7yTG7XbdCSDYgIqsku1DQygnwmdw8z9FHLBO2reHXDSF9mvQimRaQxAItSmQFf7Kk0fOrD0YypzK9JTf1Ci6/ZGzD/kf7ITouGo4+OSqSydC++wb9MTIhKHH5KDE6UvBa2aNuKBNOi7uV6Qb5Myfn98T2PQiOEshBqnP0ghKiIkTtm7ZpGpQsWxJwTR8Nh32UZMK/B5G+w2UklzrtIU225PP/ShjA8qin0rkyyvoOj20mxnyC6FuniTedrHNMOI05X/GquxRP66+8gVfvY6Fn/kjRcTPEUxoFmfIvyA+/tP4FTgaehGmNkt+BHqcHWSJr+vM1CJxUy9hs4YhkhYYQvn+NDAd4LBUf9ogp6jsmPhHSEUDdeftRpHPEk6ObXE8dl3aEfk37Ad6SZZM4o0xzWxeB4bsfigZiKhMe/8sqiTiKMoVFh8mOcyLh5cuUlnj7OQWyog+Sk0PGzLLwFTyMY/uiSZTBo4/CRBgXjre2GwRB63xExzkR43FkuQr/K03ggoSXVyITYvzZ2BaQz3c74MDAHlnGwQ45IA1Z4mC5wGh3p18Se0mOHBl99wJE378McSEvRDLNOjELOpTpAEjGUp3jYOWcxl5RT3ipLWybn0jndGBhB2KK8fdXD4D3UHG0VpFBafyH1S4NSXduL7y4IIhaLW81kciLyRLE4DqGdXP2iX5oWPdLX0QcDxpv9p2NP2vcpae/uRD4Hi4+i1CsC68l47Rf+uDo2bxwc0WZqn7lCtXyizMu8WTCtu17tE8xcBN6LJh1xTHkkYhctMqE7RP0pyDTp4dXZe0zJRNP5yHE28hQoYFI58IV7cg9inoyJdPHq8fAnXjn7MPDAJbRIpMCtURfAAAQGElEQVRQnpxiQa9aiqd+m+9C32q5ZfrGvnt/eD25sm5Y12afvPPzwovhL8SyEn2vvPAKVnQuISv/dHhDyEHqkWJz4F7DbG1pK3Gky4Fb78Fuco76xeTkQQHL8WRCnbc50UZRprHkFiIuRw6XOD+mZCqctbAs+w5mMHpEBvWlHQ0bofTB46Wxr58Qr1wc+Ar7rt+efnBjwA2ZPsrOvQAryMkaFuPYtpDfpwnHJKWZob7b8p3Qb9KMQFyZiP2+P/wHFJgvjk45/9x8QLnYpNJUOCqT1F5ez/8J0hFOYWVCfc9+PBvOPD8j0zn2ndCnHD25NugswgHKlMY+jfEEGass7z23wbu1OESATJkavvjHyFyDjCaLKoWrtFTdX7IeXe4vqd3kutELTku8YCV9f46LAbs04mv6+Mvgj8GQLYM4OBN+T+uSSp4QEQoOruK0aFjmIznZgA/dV6C/w3XbKPL/bBkNewTsoyQTyv5V8a8UZQr+EAvOZH8I94jYJyUyGWQV15NI9ibwsSdrwtKHpyeUCdsm1TnKZEdOu0jrehP5BlzSuijqSUkm/E6pfajvyJhIyOmSUy5rkkzSP2AIBnvnjCKZUO48RfMIZ/KlOMC+4+kpMeqDLAwGyhT+KRyypMsia5/3tJngPUF8q1kmuIYvdDLXoCxLFtXJ3JLaNF+XreobW2arsutym8blP3bO3Ly5WFdw+jYdMKntGW2/1/WtTV+WKK3r3BJaVF+HtfStk7mkT6ylePVQUFdSl1udnixVylb1rXvmlkKA+nqshRWdzHUyV4/KL1DSWkC3tOi2KrdO5pZGgvn6rIUVncx1MjePxi9YwlpAt3QTbFVuncwtjQTz9VkLKzqZ62RuHo1fsIS1gG7pJtiq3DqZWxoJ5uuzFlZ0MtfJ3Dwav2AJawHd0k2wVbl1Mrc0EszXZy2s6GSuk7l5NH7BEtYCuqWbYKty62RuaSSYr89aWNHJXCdz82j8giWsBXRLN8FW5dbJ3NJIMF+ftbCik7lO5ubR+AVLWAvolm6Crcqtk7mlkWC+PmthRSdznczNo/ELlrAW0C3dBFuVWydzSyPBfH3WwopO5jqZm0fjFyxhLaBbugm2KrdO5pZGgvn6rIUVncx1MjePxi9YwlpAt3QTbFVuncwtjQTz9VkLKzqZ62RuHo1fsIS1gG7pJtiq3DqZWxoJ5uuzFlZ0MtfJ3Dwav2AJawHd0k2wVbl1Mrc0EszXZy2s6GSuk7l5NH7BEtYCuqWbYKty62RuaSSYr89aWNHJXCdz82j8giWsBXRLN8FW5dbJ3NJIMF+ftbDyryDzxMRE8PPzgzx58kBwcDDJH2wHDRs2hCNHjkD+/PkhMjJS+M7FxQUiIiKgS5cuQuJSS2aipl1iLcX/X3tnGlLV14XxpVHaYEVpic2h1IdsoAHLorDsQylRRFIE0Rcjqy/1pbT6EjYPQgUNUNFgkVlhk2UJQdFIRAaWNkpKWASWlWbq+67de3v1/v+5z7533dXZl3UgvNk66zzn2c/9ne05264+AmYVotvML3+rbfVbYO7vyJvvz5UVaiY6/qShqqoq9YknMTExUFBQAJGRkfDw4UNIT0+H8PBwyMvLg9TUVEhMTITs7F8fhJuVlaVe41cUHh8f/9vZuLg4BXt/t5KSklZ9/e3Htb/o5nL613Fs9dtm7bZ6HkjdZWVlUFtb+zuTlBNcxzBvbm4G/INbXV2denM8f/4cKioqIDQ0VM2+c3NzISEhAVAwzsxjY2OhvLwcMjIyZGbuxS6uqz81MkU3taP6fuK53iPKCi6//9rM3Nus+vp6aGhogJqaX58Sj7dcKisr1feioqIUzKurq9Xrzp07C8wF5pTvN+NeXG9QY2EOdrBVu+hue3BdA3MHGWxVQi3c01wCYzoS/tWL3/7558ve4rkvrvm+D5ff1Ex0fJvFd2t+7UktXGDu74j4tj9X0H1T9+e9bNWNZ2SrdtEtM3Oj97EExsguv4vFb78tNG4gnhtb5tcOXH5TT3BlZu7XsPu+M1dgfFf473uKbmpH9f3Ec71HlBVcfgvMvUaNy3jKsMiPztRu6vvZmhPJin5sqSu4siIwF5hTZ9eoH1fQjUQ5KLZVt8DcweASl3BlRWAuMCeOrlk7rqCbqdJX26pbYK4fW+oKrqwIzAXm1Nk16scVdCNRDopt1S0wdzC4xCVcWRGYC8yJo2vWjivoZqr01bbqFpjrx5a6gisrAnOBOXV2jfpxBd1IlINiW3ULzB0MLnEJV1YE5gJz4uiateMKupkqfbWtugXm+rGlruDKisBcYE6dXaN+XEE3EuWg2FbdAnMHg0tcwpUVgbnAnDi6Zu24gm6mSl9tq26BuX5sqSu4siIwF5hTZ9eoH1fQjUQ5KLZVt8DcweASl3BlRWAuMCeOrlk7rqCbqdJX26pbYK4fW+oKrqwIzAXm1Nk16scVdCNRDopt1S0wdzC4xCVcWRGYC8yJo2vWjivoZqr01bbqFpjrx5a6gisrAnOBOXV2jfpxBd1IlINiW3ULzB0MLnEJV1YE5gJz4uiateMKupkqfbWtugXm+rGlruDKisBcYE6dXaN+XEE3EuWg2FbdAnMHg0tcwpUVgbnAnDi6Zu24gm6mSl9tq26BuX5sqSu4suIKmBcWFkJzczP8/PkTqqurlZfJyclQVFQE0dHR0NTUBCEhIRAaGgqNjY2QmpoqnwEqFyHq95xRP643qJEoh8W2ahfdbQ/wX4P5hw8foLS0FKKioiAnJwfS0tIgPz8fFixYAGFhYep1SkoKJCYmQnZ2toJ5Zmamep2VlaVgHh8f//vs4uLiICIiwmGc/1xWUlLSqq/fDZkaiG4mo/93GFv9Rvm2ahfd/8x4WVkZ1NbWqn9Af5CLVJvjzwD98eMHfPv2Ddq3bw/FxcXQpUsXeP/+PeD3cQaelJQE169fh/79+6s6hHl4eDh8//4dZs6cKTNzmZlTZdanPrbOEuU2i0/D7ddOXFn5azNzb3fwNgsCG7/i5v0av+epwdfUwj16uIz3Kx3/srPopna07X62+i0w580Jp9/UTHQ8M/fXUmrhAnN/R8S3/W2Foq26OeHiWyL+vJetnnPppmaiwJw6wQ77cQXGoRzHZaLbsVVkheI5mZWOGnH5LTD3Gg4u4x2lwKBIdBuYRVBqq98yMycYfMMWXFkRmAvMDaNJW84VdFrVALbqFphTJ0HfjysrAnOBuT6NAazgCjr1KdiqW2BOnQR9P66sCMwF5vo0BrCCK+jUp2CrboE5dRL0/biyIjAXmOvTGMAKrqBTn4KtugXm1EnQ9+PKisBcYK5PYwAruIJOfQq26haYUydB348rKwJzgbk+jQGs4Ao69SnYqltgTp0EfT+urAjMBeb6NAawgivo1Kdgq26BOXUS9P24siIwF5jr0xjACq6gU5+CrboF5tRJ0PfjyorAXGCuT2MAK7iCTn0KtuoWmFMnQd+PKysCc4G5Po0BrOAKOvUp2KpbYE6dBH0/rqwIzAXm+jQGsIIr6NSnYKtugTl1EvT9uLIiMBeY69MYwAquoFOfgq26BebUSdD348qKwNxrLM6cOQNz587Vj5DLKkQ374DY6je6ZKt20d12xgXmXv5QG8KFGNHN5fSv49jqt83abfWcSzf1caz//8ypDeFCjOjmclpgzuv0/48mGQ/SmfmDBw+goqKCPFfV1dXQq1cv8r6Bbii6A+1w6/62+o1nYat20d12xvHzkseOHUv2RmCbmZMp/m+jz58/Q01NDfTr1w/q6urg7du3qn1MTAxERERQHoq017t376Bv377/0Pzx40f1wdh9+vRRH5Ttxg09x8907datm/rA7pcvX0Lv3r1dfSH1+I1+vn79Wn0q+uDBg6GpqQmqqqpUVjAzbtxaZhz1od/4YeoIADdvLT1vqRn9x4y72XP09cuXL67Pxp/G3zqY49V+//79araye/duaGhoUOYfOnQIVq5cqWDjtg21FhQUwOPHj2HPnj2tNGdkZEB2djZMnjwZpk+f7sqLkcfz0aNHw4wZM2Dfvn3qQrp37144fvw49OjRw22WQ2FhIVy8eFH5jRDfsmULTJgwAV68eKGgMmDAABgyZAjEx8e7Trt3xp88eQL4JywsDGJjY2HUqFGu1Nwy4y014wTm5MmTMH78eBg2bJgrPfcYumPHDldno62Btw7mO3fuhK5du8Lly5fhwIEDEBkZCYcPH4apU6e6dtaCmkeMGAGnT59W4G6pOTw8XN1+wjfw/fv31YM6t20ezxGCS5cuhY0bN0JaWhrs2rULFi9eDGPGjHGVZFxaVlJSAnfu3FF+o7f4esqUKXDixAmYOHEi4IVp+/btsGHDBldpRzHeGW/Xrp3KDl6Uxo0bB5MmTXKl5pYZb6l50KBB6r0ZFxfnWs89hhYXF7s6G0EFc/xR/9WrVwrm+CPy7NmzITc3FxYuXOi6gHsEoWbcTp06BR06dGilGQG5adMmwPDjTxadOnVy3Xl4PMfbQXjhwZn43bt31e2iNWvWuE6zt98pKSmwbds25THOxPF2xb179xTUk5KSXOu3J+OpqamwefNmNYlZsWKFOg+3bd6et9S8ZMkS2Lp1q5KMFyI3eu7x8+rVq67ORlDB3G0hptDjeSOEhIRQtGPpgfedQ0NDWY5FcRD0GP94NONrm/y2MSMtNduk37ZseN4f1t1moXhjSw9xQBwQB4LNAYF5sI1oEJzPtWvX4NmzZ+pMhg4dqu5148NjvF9ssuGtlIEDB6pVN9TbpUuX1L3V6Ojo362fPn2qbjnhihnZxAFuBwTm3I7L8Rw5cO7cOVWHz0RwKeSxY8fUkkKEJz7MTExMVPft8Z79wYMH1SoPXP42b9489SylsbER1q9frx6A4uqb7t27w6dPn9SF4cqVK4AP5XAZ2pw5c9S/49/xecbNmzchISEBKisr1b8htPGYjx49Ug97cQUV3mu/cOECZGVlwY0bN1RvXGkya9YsWLt2rXpALJs4wO2AwJzbcTmeIwdawhxXceDKE3xYjHBGiOJXhDWuYsIVQAhzrFu2bJl6yIbrnXGV07p16xSgcTkrrnHGB6D4f4ZgPcI7PT0dSktLYf78+ZCXlwdnz55Vy+hwZdGbN2/UTwR4rKNHj6rfb8ALCT5wP3LkiLqg4LJY7D18+HBYvXo1LF++XC2HlE0c4HZAYM7tuBzPkQNFRUWqLjk5Gb5+/ap+jwBhvmrVKsC1wPg1JycHFi1apGCKs+ny8nI1m+7Zs6day48gx1Ug+fn50LFjR7h165Za54wrckaOHAn19fVqpo4zc/w+ztRv376t1vvjL7zgTBvhjsc6f/68+qUu/Alh2rRpqg6XaeIySOyNS9pwxUZmZqY6pmziALcDAnNux+V4jhwQmDuySYrEgd8OCMwlDOKAOCAOBIEDAvMgGEQ5BXFAHBAHBOaSAXFAHBAHgsABgXkQDKKcgjggDogDAnPJgDggDogDQeCAwDwIBlFOQRwQB8SB/wCWlS/pKDq1DwAAAABJRU5ErkJggg==) |
|
الشكل (8) تيار ملف الثابت للمولد في حالة السرعة فوق التزامنية |
|
![](data:image/png;base64,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) |
|
الشكل (9) التحليل التوافقي لتيار ملف الثابت للمولد في حالة السرعة فوق التزامنية (مبدل متعدد المستويات) |
|
|
|
-3-4 جهد ملف الدائر للمولد: |
|
يبين الشكل (10) الجهد المطبق على ملفات الدائر للمولد في حالة السرعة تحت التزامنية عند استخدام المبدل الوحدوي المتعدد المستويات، ونلاحظ التغيّر في الجهد تبعاً لتغيّر سرعة الدوران بالاعتماد على تقنية التعديل العرضاني للنبضة مع تداخل، فيما يبين الشكل (12) جهد الدائر عند عمل المولد في حالة السرعة فوق التزامنية، فيما يبين الشكل (11) التحليل التوافقي لجهد الدائر عند عمل المولد في حالة السرعة تحت التزامنية ويساوي THD =12.02%، أما الشكل (13) فيبين التحليل التوافقي لجهد الدائر عند عمل المولد في حالة السرعة فوق التزامنية، حيث يظهر أن عامل التشوه التوافقي الكلي صغير وتساوي قيمته THD =11.86% في حالة المبدل الوحدوي المتعدد المستويات، وهي قيمة صغيرة بالمقارنة مع حالة المبدلة التقليدية، حيث تبلغ قيمة التشوه 312.86 % [1]، فيما تبلغ هذه القيمة 1262.2% عند استخدام مبدلة مصفوفية [1]، ويرجع ذلك لزيادة تردد التقطيع في هذا النوع من المبدلات. |
|
![](data:image/png;base64,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) |
|
الشكل (10) الجهد المطبق على ملفات الدائر للمولد في حالة السرعة تحت التزامنية |
|
![](data:image/png;base64,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) |
|
الشكل (11) التحليل التوافقي لجهد ملف دائر المولد في حالة السرعة تحت التزامنية (مبدل متعدد المستويات) |
|
![](data:image/png;base64,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) |
|
الشكل (12) الجهد المطبق على ملفات الدائر للمولد في حالة السرعة فوق التزامنية |
|
![](data:image/png;base64,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) |
|
الشكل (13) التحليل التوافقي لجهد ملف دائر المولد في حالة السرعة فوق التزامنية (مبدل متعدد المستويات) |
|
![](data:image/png;base64,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) |
|
-4-4 تيار ملف الدائر للمولد: |
|
يبين الشكلان (14) و (16) تيارا الدائر في حالتي السرعة تحت التزامنية والسرعة فوق التزامنية على التوالي، ونلاحظ تغيّر قيمة هذا التيار في المطال والتردد تبعاً لتغيّر سرعة الدوران الموافقة لتغيّر سرعة الرياح لإنتاج الفيض المغناطيسي الموافق لحالة عمل المولد. أما الشكل (15) فيبين التحليل التوافقي لتيار الدائر عند عمل المولد في حالة السرعة تحت التزامنية، حيث تبلغ قيمة التشوه التوافقي الكلي THD =1.44%، والشكل (17) التحليل التوافقي لتيار الدائر عند عمل المولد في حالة السرعة فوق التزامنية، حيث يظهر أن عامل التشوه التوافقي الكلي تساوي قيمته THD =0.54% في حالة المبدل الوحدوي المتعدد المستويات، أي أن التشوه التوافقي شبه معدوم، حيث تم القياس عند تردد11Hz وتردد 6.2Hz واللتان تمثلان قيمة تردد الدائر وفقا للانزلاق، فيما تبلغ قيمة التشوه التوافقي 9.86%في المبدلة المصفوفية و0.45% للتقليدية [1]. |
|
![](data:image/png;base64,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) |
|
الشكل (14) تيار ملف الدائر للمولد في حالة السرعة تحت التزامنية |
|
|
|
![](data:image/png;base64,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) |
|
الشكل (15) التحليل التوافقي لتيار ملف دائر المولد في حالة السرعة تحت التزامنية (مبدل متعدد المستويات) |
|
![](data:image/png;base64,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) |
|
الشكل (16) تيار ملف الدائر للمولد في حالة السرعة فوق التزامنية |
|
![](data:image/png;base64,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) |
|
الشكل (17) التحليل التوافقي لتيار ملف دائر المولد في حالة السرعة فوق التزامنية (مبدل متعدد المستويات) |
|
|
|
-5-4الاستطاعة المولدة والعزوم الكهرومغناطيسية: |
|
يبين الشكل (18) الاستطاعة الفعلية للمولد، ونلاحظ عدم وجود تذبذبات في المنحني وقيمة استطاعة الخرج للمولد مساوية تقريباً للقيمة المرجعية وغير متأرجحة كما يبين الشكل (19) الاستطاعة الردية وهي مساوية تقريباً لربع استطاعة المولد الكلية في حالة السرعة تحت التزامنية، فيما تنخفض قيمة هذه الاستطاعة عند الانتقال للسرعة فوق التزامنية. |
|
![](data:image/png;base64,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) |
|
الشكل (18) الاستطاعة الفعلية للمولد |
|
![](data:image/png;base64,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) |
|
الشكل (19) الاستطاعة الردية للمولد |
|
|
|
يبين الشكل (20) منحني العزم الكهرومغناطيسي الناشئ في المولد عند استخدام المبدل الوحدوي المتعدد المستويات. نلاحظ بالمقارنة مع الشكل (21) والذي يمثل منحني العزم للمولد عند استخدام مبدلة تقليدية عدم وجود تذبذبات [7]. |
|
![](data:image/png;base64,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)
الشكل (20) العزم الكهرو مغناطيسي في المولد عند استخدام المبدل الوحدوي المتعدد المستويات
|
|
![](data:image/png;base64,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) |
|
الشكل (21) العزم الكهرو مغناطيسي في المولد عند استخدام مبدلة تقليدية [7] |
|
![](data:image/png;base64,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) |
|
-5 مناقشة النتائج والتوصيات المستقبلية: |
|
من خلال تحليل فورييه لموجات الجهد والتيار في ملفي الثابت والدائر للمولد نلاحظ أن استخدام المبدل الوحدوي المتعدد المستويات ذو الوحدات الفرعية أدى إلى: |
|
انخفاض في التشوه التوافقي الكلي في جهد الخرج للمولد وموجتي الجهد والتيار لملف الدائر مقارنة مع حالتي المبدلة التقليدية والمصفوفية |
|
إمكانية الاستغناء عن المرشحات |
|
تخفيف التذبذب في العزم الكهرومغناطيسي الناشئ في المولد |
|
تحسين جودة الاستطاعة الكهربائية المغذية للشبكة الكهربائية |
|
لكن بالمقابل إن عدد المفاتيح الإلكترونية المستخدمة في المبدل الوحدوي المتعدد المستويات أكبر من عدد المفاتيح الإلكترونية المستخدمة في المبدلتين التقليدية والمصفوفية والذي بدوره يؤثر على المردود وعليه يمكن أن نوصي : |
|
دراسة آلية تحكم بالمبدلة الوحدوية تُخفّض من الضياعات في الوحدات الفرعية بأنواعها المختلفة. |
|
دراسة أداء المبدل في الحالة العابرة عند الانتقال من السرعة تحت التزامنية للسرعة فوق التزامنية |
|
![](data:image/png;base64,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) |
|
المراجع العلمية:
1. Haitham Mohammad " Driving Doubly-Fed Induction Generator Using Matrix Converter in Wind Power Apllication" Tishreen University 2017.
2. Maged N. Nashed, Mona N. Eskander "Com-paring the Quality of Power Generated from DFIG with Different Types of Rotor Convert-ers" Power Electronics and Energy Conversion Department, Electronics Research Institute, Cairo, Egypt 2012, 4, 21-29.
3. Anis Tarfaya, Djalel Dib, Sihem Ghoudelbourk Mehdi Ouada "Comparative study of two PWM control wind system based on DFIG and multilevel NPC inverter" Department of Elec-tromechanical Engineering, Badji Mokhtar University , Algeria 2019,vol 25.
4. Omar Al-Zabin "Rotor Current Control Design for DFIG-based Wind Turbine Using PI, FLC and Fuzzy PI Controllers" Rochester Institute of Technology 2019.
5. Sixing Du, Apparao Dekka, Bin Wu, Navid Zargari, “Modular Multilevel Converters: Analysis, Control, and Applications” IEEE Press Wiley 2018.
6. Rahul Charles, R.C.; Vinod V, V.V.; Anju Ja-cob, A.J. Field Oriented Control of DFIG Based Wind Energy System Using Battery Energy Storage System. Science Direct Procedia Technology 2016, 24, 1203– 1210.
7. Gonzalo Abad ,G. ; Jesus Lopez, J. ; Miguel Rodriguez, M. ; Luis Marroyo, L. ; Grzegorz Iwanski, G. Doubly fed induction machine : modeling and control for wind energy genera-tion; John Willy & sons, Hoboken, New Jersey, Canada, 2011.
8. Set Muller, S.M.; M Deicke, M.D.; Rik W de Doncker, R.D. Doubly fed induction Generator System for Wind Tur bine. IEEE Industry Ap-plication Magazine 2002, V 3, 26–33
|
|
|
|
![](data:image/png;base64,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) |
|
|