לפניי תובענה שהגישה התובעת בנוגע לשיעור חלקה בתקבולי הפנסיה של הנתבע, אשר מתקבלים לידיו מקרן הפנסיה מבטחים הוותיקה.
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ביום 31.8.1972 נישאו הצדדים זה לזו כדמו"י ונולדו להם X ילדים.
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ביום 5.12.1974 החל הנתבע העסקתו כ-XXXX בתעשייה אווירית.
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עם תחילת עבודתו החל הנתבע לצבור זכויות פנסיוניות בקרן הפנסיה מבטחים הוותיקה (להלן-"הקרן הוותיקה").
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ביום 6.9.1996 עלו יחסי הצדדים עלו על שרטון, והוסכם כי זהו מועד הקרע לגבי איזון הזכויות ביניהם.
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ביום 29.10.2000 התגרשו הצדדים זה מזו.
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ביום 25.7.2001 אישר בית המשפט את הסכם הגירושין שנערך בין הצדדים ונתן לו תוקף של פסק דין (להלן-"ההסכם").
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בהסכם הוסדרה חלוקת כלל הרכיבים הרכושיים שבין הצדדים, לרבות חלוקת הזכויות הסוציאליות של הצדדים. לשם הנוחות, להלן העתק סעיפים 7.2. ו-7.4 להסכם הרלוונטיים לעניינו:
"7.2 מוסכם בין הצדדים כי זכויות פנסיוניות יחולקו בין הצדדים בחלקים שווים באופן יחסי כאמור בסעיפים 7.3 ו-7.4 להלן כאשר יגיע מועד התשלום. ...
"7.4 כאשר תשולם לבעל פנסיה ממבטחים הוא יעביר לאשה מתוך הפנסיה שתשולם לו את החלק היחסי המשקף את מחצית הפנסיה שיקבל הבעל בגין התקופה שמיום תחילת עבודתו בתעשיה האוירית בחודש דצמבר 1974 עד ליום הגשת התביעה בתיק תמ"ש 65510/99 דהיינו 6.9.96. במידת האפשר יפעלו הצדדים לגרום לכך שחלקה של האשה בפנסיה יועבר אליה באופן ישיר". [ההדגשה כאן ולהלן שלי – א' א' ס'].
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ביום 5.12.2009 הגיע הנתבע לצבירה המרבית של זכויותיו הפנסיוניות, בגובה של 70% משכרו הממוצע, כיאה לקרן הוותיקה לה הוא זכאי, וזאת לאחר 35 שנות עבודה בתעשייה אווירית והוא כבן 61 שנים (להלן-"הזכויות הפנסיוניות").
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ביום 31.12.2015 פרש הנתבע לגמלאות בהיותו בן 67 שנים, זאת לאחר שעבד שש שנים נוספות כדי לעמוד בדרישת גיל הפרישה לטובת קבלת הפנסיה מטעם הקרן הוותיקה (להלן-"השנים העודפות").
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לשם הנוחות, להלן טבלת מועדים רלוונטיים:
טבלת מועדים
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31.8.1972
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מועד הנישואין.
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5.12.1974
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מועד תחילת העסקת הנתבע בתעשייה האווירית.
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6.9.1996
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מועד הקרע בין הצדדים.
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29.10.2000
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מועד הגירושין.
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25.7.2021
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מועד אישור הסכם הגירושין.
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5.12.2009
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מועד צבירת הזכויות הפנסיונית המקסמיאליות – בחלוף 35 שנים מתחילת ההעסקה (להלן- "35 השנים").
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31.12.2015
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מועד הפרישה – בחלוף 41 שנים מתחילת ההעסקה (להלן- 41 השנים").
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![מלבן 11]()
לשם הנוחות להלן המועדים בציר זמן כפי שהציגם המומחה בהודעתו שהוגשה לתיק בית המשפט ביום 24.20.2020:
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)
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עם יציאתו לפנסיה, החל הנתבע לקבל קצבה מהקרן הוותיקה ולהעביר לתובעת סכום חודשי בסך של כ-6,240 ₪.
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ביום 26.06.2017 עתרה התובעת לבית המשפט בבקשה להערכת שווי חלקה בפנסיה על פי ההסכם שנחתם בין הצדדים, ולמתן פסיקתה על פי החוק לחלוקת חיסכון פנסיוני בין בני זוג שנפרדו, תשע"ד-2014 (להלן-"החוק").
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לצורך בדיקת זכויותיה של התובעת, מונה רואה חשבון בהסכמה כמומחה מטעם בית המשפט (להלן-"המומחה").
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ביום 14.1.2018 הגיש המומחה את חוות דעתו לבית המשפט ואף נדרש להגשת תשובות לשאלות הבהרה והשלמות מספר פעמים (להלן-"חוות הדעת").
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לאחר קיומם של מספר דיונים, הוסכם על הצדדים כי הסכסוך שבין הצדדים יתמקד בשתי שאלות עיקריות: האחת, האם המשכורת הקובעת לשם חישוב חלקה של התובעת בקצבת הפנסיה של הנתבע תהא המשכורת שקיבל הנתבע בשנת 2009 (לאחר 35 השנים) או שמא המשכורת משנת 2015 (41 השנים) (ראו החלטה מיום 9.2.2022). השנייה, האם יש לחלק את הפנסיה לה זכאית האישה לפי 35 השנים או 41 השנים (הכוללת את שש השנים העודפות).
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על פי חוות הדעת של המומחה, המשכורת הקובעת לחישוב הפנסיה היא זו שהייתה במועד הפרישה, לפיכך יש לחשב את זכויותיה של התובעת בכספי הפנסיה כך שבמונה מניין השנים המשותפות עד מועד הקרע ובמכנה מספר שנות העבודה הכולל. קרי, החישוב יכלול את 41 השנים בהן עבד הנתבע עד לסיום העסקתו (35 השנים עד לצבירת הזכויות + 6 השנים עודפות).
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ביום 19.7.2022 הגיש המומחה הבהרה נוספת. הבהרה זו התבקשה על ידי בית המשפט לנוכח טענת הנתבע בסיכומיו, כי המשיך להפריש מכספיו סכומים לטובת הקרן הוותיקה גם במהלך השנים העודפות, וזאת חרף שהגיע לצבירת הזכויות הפנסיוניות המרבית.
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המומחה הבהיר, בין היתר, כי:
![תמונה 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)
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הנתבע תומך בעמדת המומחה. מנגד, התובעת חולקת על עמדת המומחה וטוענת כי במכנה צריך להופיע 35 השנים בלבד. קרי עד למועד שבו צבר הנתבע את זכויותיו הפנסיוניות המקסימאליות בקופה.
תמצית טענות הצדדים
טענות התובעת
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יש לחשב את חלקה בזכויות הפנסיוניות של הנתבע לפי המשכורת משנת 2015 - מועד סיום העסקתו של הנתבע בתעשייה האווירית, ולחלק את כספי הפנסיה אשר להם היא זכאית ל-35 השנים. זהו מועד צבירת הפנסיה המלאה, כך ש-שש השנים העודפות לא יובאו בחשבון, זאת בניגוד לתזה שהציג המומחה בחוות הדעת.
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המודל החדש שהציג המומחה, לפיו יש לקחת בחשבון את השנים העודפות בחישוב חלקה של התובעת, כך שבמכנה יופיע 41 השנים, וכי יש לערוך הבחנה שונה באופן חישוב חלקו של בן הזוג בפנסיה תקציבית לבין מקרה של פנסיה ותיקה אין לו כל אחיזה בדין.
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עמדתו של המומחה סותרת חוות דעת אחרת אותה הגיש המומחה בתיק, שבו מונה כמומחה מטעם בית המשפט בעניינם של צדדים אחרים עם נסיבות די דומות – תמ"ש (ת"א) 4505-03-14 א' ק' נ' ח' ק'-מ' (22.7.2015) (להלן- "תמ"ש א' ק'").
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טענת המומחה, כי יש משמעות לכך שמשכורתו של הנתבע עלתה באופן משמעותי במהלך השנים העודפות, ומשכך ההיגיון הכלכלי וההוגנות מחייבים התחשבות בכך ביחס לחלק שיש להעביר לתובעת, סותרת את הוראות החוק ואת האמור בדו"ח הוועדה לחלוקת חסכון פנסיוני בין בני זוג שנפרדו (מרץ 2010), בעמ' 25 הערת שוליים 41. לעליית המשכורת של הנתבע במהלך השנים העודפות לא צריכה להיות כל נפקות לנוסחת החישוב אשר צריכה להיות אחידה.
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בעמ"ש (חי') 16506-04-17 פלוני נ' פלונית (10.11.2017) (להלן-"פס"ד פלוני") ניתח בית המשפט באריכות את הוראות החוק בסוגיה זו מול הסכם גירושין הדומה למקרה שבתיק דנן וקבע, כי אופן חישוב חלקה של האישה בפנסיה, יעשה ממניין השנים שהבעל צבר בהן את מלוא הזכויות לשם זכאות בפנסיה, ולא ממספר השנים שבהן עבד, שחלקן אף היו לאחר סיום צבירת הפנסיה המלאה. פסק הדין מפריך את טענות המומחה, וקובע מתווה לחישוב חלקה של התובעת בזכויות הפנסיוניות שצבר הנתבע.
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לעניין שאלת השכר הקובע לצורך חישוב חלקה של התובעת בזכויות הפנסיוניות של הנתבע, יש להתחשב בשכר במועד הפרישה, והדברים מתכתבים עם פסיקת בית המשפט העליון בבע"מ 4860/16 פלוני נ' פלונית (5.9.2017).
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לנוכח האמור, אחוז חלקה של התובעת בכספי הפנסיה של הנתבע יחושב על בסיס מניין הימים שעבד הנתבע עד ליום שבו צבר את הפנסיה המלאה (35 השנים), ולא מתוך סך כל ימי עבודתו עד מועד הפרישה (41 השנים). שיעור ההעברה לתובעת יהא 31.21% מהפנסיה החודשית של הנתבע.
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התובעת ביקשה לחייב את הנתבע בהוצאות משפט ריאליות עבור ניהול ההליך וצירפה אסמכתאות לסיכומיה.
טענות הנתבע
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עמדתו של המומחה מוסכמת על הנתבע. עמדת המומחה נשענת על שיקול של הגינות כלכלית, וזאת לאחר שבדק את שיטת השקלול של המשכורת הקובעת בקרן הוותיקה.
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בין שנת 2009 שבה הסתיימה תקופת צבירת הפנסיה של הנתבע לבין שנת 2015 שבה פרש לפנסיה, עלה שכרו של הנתבע בשיעור של כ-30%. לעליית השכר במשך שנים אלה השפעה משמעותית על השכר הקובע לפנסיה בקרן הוותיקה. משעה שהתובעת נהנית מעלייה משמעותית זו, וכדי ליצור איזון הוגן, מן הראוי לכלול את 6 "השנים העודפות" במכנה של שיעור השיתוף.
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בדצמבר 2009, בהיותו בן 61 שנים, הגיע הנתבע לצבירה מרבית של זכויותיו בפנסיה (70%). הנתבע המשיך לעבוד 6 שנים נוספות כדי לעמוד בדרישת גיל הפרישה, לצורך קבלת הפנסיה של הקרן הוותיקה.
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בפס"ד פלוני עליו נסמכת התובעת נקבע, כי החוק אינו בא לשנות את האופן שבו איזנו עד כה בתי המשפט את הזכויות הפנסיוניות של בני הזוג שנפרדו, והוא אינו מצמצם את שיקול דעתם הרחב ביחס לקביעת הסדר איזון המשאבים ומימוש השיתוף הזוגי. יתרה מזו, העובדות באותן מקרה שונות מהמקרה דנן. שם דובר על פנסיה תקציבית ומועד פירוד שמאוחר למועד צבירת הפנסיה.
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הן תקופת החיים המשותפים (כ-24 שנים, ממועד הנישואין ועד מועד הקרע) והן התקופה ממועד הקרע ועד למועד הפרישה (כ-19 שנים), הן תקופות ממושכות. הדבר צריך לבוא לידי ביטוי באיזון הכספי.
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השכר הקובע לחישוב חלקה של התובעת הוא השכר במועד הפרישה בפועל. עם זאת, בית המשפט יכול משיקולים של מניעת עיוות כלכלי להתחשב בתקופה הממושכת מאז מועד הקרע ועד למועד הפרישה, שכרו של הנתבע עלה באופן משמעותי, ובשל כך לקבוע כי בחישוב שיעור חלקה של התובעת בפנסיה יש להציב במכנה את משך כל שנות עבודתו של הנתבע (41 השנים). המדובר בפשרה הוגנת המקפלת לתוכה את מכלול השיקולים.
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לתובעת צמחה תועלת נוספת משנות העבודה הנוספות של הנתבע. כך למשל, היקף הפטור שקיבל הנתבע הושפע מהיקף שנות עבודתו. ההפרש בפטור שבין 35 השנים לבין 41 השנים מתבטא בכ-70,000 ₪. עלות המיסוי נחסכה גם מחלקה של התובעת בכספים אלה. גם לעובדה זו יש ליתן משקל בהכרעת בית המשפט.
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יש לאמץ את עמדת המומחה ולפיה שיעור ההעברה לתובעת הוא 26.58% ולחייב את התובעת בהוצאות משפט.
דיון והכרעה
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עניינו של פסק דין זה הוא בשאלת אופן חישוב שיעור חלקה של התובעת בזכויותיו הפנסיוניות של הנתבע. לזכויות אלה חשיבות רבה לבני הגיל השלישי, אשר משמשות למרביתם כמקור פרנסה עיקרי למחייתם. מכאן, שלהכרעה באופן חלוקתן חשיבות רבה (בע"מ 4860/16 פלונית נ' פלוני, פסקה לג' (5.9.2017)).
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בסעיף 2 לחוק, סעיף ההגדרות, נקבע בין היתר כי:
" "השיעור המשותף" – השיעור המתקבל מחלוקת התקופה המשותפת שעד למועד הפירוד בתקופת הצבירה שעד למועד הפירוד;
"התקופה המשותפת" – תקופה החלה בתקופת הצבירה, שנקבע לגבי הפסק דין לחלוקת חיסכון פנסיוני כי נצבר במהלכה חיסכון פנסיוני המשותף לחוסך ולבן זוגו לשעבר;
"תקופת הצבירה" – התקופה כמפורט להלן, לפי העניין:
(2)לעניין חיסכון פנסיוני באמצעות צבירת זכויות –
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(ב)לגבי קרן ותיקה או קופת ביטוח ישנה – התקופה שבעדה שולמו בשל החוסך תשלומים לקרן הוותיקה או לקופת הביטוח הישנה בהתאם להוראות הסדר החיסכון, ולא נמשכו בשל אותה תקופה, כולה או חלקה, כספים מהקרן הוותיקה או מקופת הביטוח הישנה;"
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בסעיף 3 לחוק, שעניינו "בקשה לרישום של פרטי פסק דין לחלוקת חיסכון פנסיוני" נקבע בין היתר כדלקמן:
"בן זוג לשעבר שניתן לגביו פסק דין לחלוקת חיסכון פנסיוני ומתקיימים לגבי פסק הדין התנאים כמפורט להלן, לפי העניין, רשאי להגיש לגוף המשלם בקשה לרשום ברישומיו את פרטי פסק הדין:
(1)לגבי פסק דין לחלוקת חיסכון פנסיוני באמצעות צבירת זכויות, ולגבי פסק דין לחלוקת חיסכון פנסיוני באמצעות צבירת כספים של חוסך שהוא גמלאי –
(א)אם החיסכון הפנסיוני הוא באמצעות קופת גמל לקצבה או באמצעות צבירת זכויות לפי הסדר פנסיה תקציבית – נקבע בפסק הדין כי התקופה המשותפת מסתיימת לא יאוחר ממועד הפירוד, וכן כי קצבת הפרישה תחולק בין החוסך ובין בן זוגו לשעבר באופן שהשיעור להעברה יהיה שיעור קבע מסך קצבת הפרישה שהיתה משולמת לחוסך אילולא ההעברה האמורה והשיעור האמור אינו עולה על מחצית מהשיעור המשותף;"
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בעמ"ש פלוני נקבע, כי החוק אינו בא לשנות מהדין המהותי הנוגע לאיזון זכויות פנסיוניות בין בני זוג. החוק גם אינו מצמצם את שיקול הדעת הנתון לבית המשפט בקביעת הסדר איזון המשאבים. עוד נקבע כי "ככל שנוסחת האיזון שיקבע ביהמ"ש לא תתיישב עם הוראת החוק, לא תוכל חלוקת הזכויות להתבצע על פי הוראת החוק, אולם פסק הדין יוכל לבוא על יישומו במישור יחסי בני הזוג בתחום האזרחי ה"רגיל" (שם, בעמ' 7). בנסיבות אלה נקבע, כי אין צורך לנהל הליך כמעט חדש בנוגע לשיעור חלקה של התובעת בזכויות הפנסיוניות של הנתבע. כל שהיה צריך לעשות הוא לבחון את התאמת הוראות ההסכם לתנאי סעיף 3 לחוק, ואם קיימת התאמה אזי יש לחתום על פסיקתה מתאימה לשם רישום פסק הדין בגוף המשלם. אם אין התאמה על הצדדים לפנות לדרכי יישום אחרות.
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דה פקטו, כאשר הנתבע החל לקבל את הקצבה מהקרן הוותיקה הוא החל להעביר לתובעת סכום חודשי בגובה של כ-6,240 ₪ (המשקף חלוקה של 35 השנים ולא 41 השנים במכנה), זאת עוד טרם פנייתה של התובעת לבית המשפט (ראו טענת ב"כ התובעת בפרוטוקול הדיון מיום 4.2.2020, עמ' 36, ש' 34-30).
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עם זאת, הצדדים בענייננו הסכימו, כי יש להכריע בשאלת אופן חישוב חלקה של התובעת בזכויותיו הפנסיוניות של הנתבע.
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אין חולק כי ביום 5.12.2009, בהיותו בן 61 שנים, הגיע הנתבע לצבירה מרבית של כלל זכויותיו הפנסיוניות (70%). עם זאת, המשיך הנתבע לעבוד 6 שנים נוספות עד לגיל הפרישה (גיל 67).
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על מנת להעמיד הדברים על דיוקם, יובהר כי במהלך השנים העודפות המשיך הנתבע להעביר מכספיו לקרן הוותיקה, וזאת חרף העובדה שהגיע לצבירת מרבית כלל זכויותיו הפנסיוניות. כאמור, ביום 19.7.2022 הבהיר המומחה כי:
![תמונה 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)
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הנה כי כן, אין להתחשב בהפרשות אלה מצד הנתבע ככספים שהופרשו לטובת זכויותיו הפנסיוניות שבנדון. לשם שלמות התמונה יצוין, ההפרשות לקרן הוותיקה במהלך השנים העודפות מקנות לחבר הקופה כיסוי ביטוחי לקצבת שארים; קצבת נכות בתקופה שבה החבר עדיין לא זכאי לקצבה; עדכון עליית השכר (ראו השלמת המומחה מיום 19.7.2022).
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שיעור חלקה של התובעת בזכויות הפנסיה של הנתבע נקבע - כמחצית חלוקת מספר חודשי העבודה הנכללים בתקופת החיים המשותפים במספר חודשי העבודה אשר בעדם שולמו תשלומים לקרן במהלך עבודתו של הנתבע.
לשם הנוחות, להלן נוסחה לחישוב שיעור חלקה של התובעת בשני שלבים (להלן-"הנוסחה"):
בשלב הראשון נמצא את שיעור חלקה של התובעת:
A - תקופת העבודה בתקופת החיים המשותפים (להלן – "התקופה המשותפת")
B - תקופת העבודה שבעדה שולמו לנתבע תשלומים עד צבירת זכאות (35 השנים) (להלן – "תקופת הצבירה")
C - תקופת העבודה עד מועד הפרישה בפועל (41 השנים) (להלן- "הפרישה בפועל")
X- שיעור חלקה של התובעת בפנסיה (להלן- "השיעור להעברה").
נוסחה א – המשקפת את 35 השנים נוסחה ב- המשקפת את 41 השנים
A/B)*50% = X) A/C)*50% = X)
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לאחר קבלת תוצאת שיעור חלקה של התובעת בפנסיה של הנתבע יחושב הסכום שעל הנתבע להעביר לתובעת על פי הנוסחה הבאה:
X- השיעור להעברה
Y- המשכורת הקובעת (ממוצע של 35 השנים הטובות שבהן עבד הנתבע)
Z- 70% - מקסימום הצבירה בקרן הוותיקה
W- הסכום של התובעת בפנסיה (להלן- "הסכום המועבר לתובעת")
![מלבן 12]()
![]()
X*Y*Z=W
משכך הנוסחה הסופית:
![סוגר מסולסל ימני 5]()
![]()
![מלבן 13]()
(A/B)*50%]*Y*Z=W
X
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כאמור, עתה אדרש לשלות המונחות בפתחו של פסק הדין והדרושות הכרעה:
(א) מהי המשכורת הקובעת לעניין חישוב חלקה של התובעת בפנסיה של הנתבע? המשכורת במועד הזכאות לפרישה, שבו צבר הנתבע את מלוא זכויותיו הפנסיוניות (שנת 2009) או במועד הפרישה בפועל (שנת 2015)?
(ב) מהו המועד הקובע לבחינת משך התקופה המשותפת לצורך חישוב חלקה של התובעת בפנסיה של הנתבע? התקופה שהסתיימה במועד שבו צבר הנתבע את זכויותיו הפנסיוניות המקסימאליות (35 השנים) או במועד הפרישה הכולל את השנים העודפות (41 השנים)?
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ככל שמספר חודשי העבודה יגדל (המכנה), כך יקטן חלקה של התובעת בפנסיה. משכך, השאלה האם בחישוב מספר חודשי העבודה יש להתחשב בשנים העודפות (41 השנים במקום 35 השנים). האם לצורך חישוב X (השיעור להעברה) יש לפעול לפי נוסחה א' או נוסחה ב'?
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עתה אעבור לבחינת השאלות שעל הפרק כפי שהוצגו לעיל.
(א) המשכורת הקובעת
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בסוגיה זו דרכיהם של הצדדים שלובות.
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עיון בטענות הצדדים מלמד, כי הצדדים תמימי דעים שהמשכורת שנקבעה לנתבע במועד הפרישה, ושלפיה הוא מקבל את דמי הפנסיה, היא המשכורת הקובעת (סעיפים 21 ו- 23 לסיכומי הנתבע).
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הדברים אף עולים בקנה אחד עם הקביעה ב-בע"מ 4860/16 פלונית נ' פלוני, פסקה סד' (5.9.2017) ולפיה:
"אכן, רק הזכויות הפנסיוניות שהן פרי המאמץ המשותף של בני הזוג, אשר נצברו מיום הנישואין ועד יום הפירוד, באות בגדרם של הנכסים בני האיזון במסגרת איזון המשאבים. ואולם, אין משמעות הדבר כי חישוב הזכאות לחלק בזכויות הפנסיוניות ייערך על סמך גובה השתכרותם של הצדדים בעת הפירוד, ולא יושפע מקידום או העלאה בשכר שהתרחשו לאחר מכן, הכל בהתאם לנסיבות (ראו גם סעיף 6ג לחוק יחסי ממון). נוכח תקופת הנישואין הממושכת של הצדדים נותנת הדעת, כי למערערת חלק בלתי מבוטל בהתפתחותו המקצועית של המערער, וגם זו תקבל ביטויה לאחר הפירוד ובסמוך למועד הפרישה".
ראו גם תלה"מ (קריות) 32166-05-17 ח' נ' ח' (9.6.2022), שבו קיימת סקירה של פסקי דין נוספים בעניין (ע"מ (ירושלים) 2083/07 פלוני נ' פלונית (2.9.2007); תמ"ש (תל אביב) 42338-03-10 פ' צ' נ' א' צ' (16.3.2011); עמ"ש (תל אביב) 3069-05-10 פלוני נ' פלונית (24.11.2011); רמ"ש (ירושלים) 4022-10 פלוני נ' פלונית (13.4.2013)).
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במקרה שלפניי, המדובר בתקופת חיים משותפים ממושכת (כ-24 שנים, ממועד הנישואין ועד למועד הקרע), שיש לראותה ככזו המקנה לתובעת חלק בלתי מבוטל בהתפתחותו המקצועית של הנתבע, שבאה לידי ביטוי אף לאחר הפירוד ועד תקופה הפרישה. ובכלל זה עליית שכרו של הנתבע במהלך השנים העודפות.
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לנוכח האמור, ובהסכמת הצדדים, אני קובעת כי המשכורת הקובעת בענייננו לחישוב חלקה של התובעת בפנסיה של הנתבע בקרן הוותיקה היא המשכורת הקובעת במועד הפרישה לפי חישוב הקרן הוותיקה.
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עתה אעבור לשאלה השנייה שבבסיס פסק הדין.
(ב) המועד הקובע – מועד צבירת הזכאות (35 השנים) או מועד הפרישה בפועל (41 השנים)?
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בסוגיה זו דרכם של הצדדים נפרדה.
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בדיון ביום 30.6.2019 טענה התובעת, כי נפלה טעות בחוות הדעת, שבה נקבע כי שיעור חלקה בפנסיה של הנתבע הוא 26.58%. בחישוב שיעור זה התחשב המומחה בשנים העודפות (41 במכנה), אף על פי שלא היה מקום להתחשב בהן, שהרי בשנים "לפי תקנון קרן הפנסיה של מבטחים הישנה התקרה שניתן להפקיד לגביה כספים לפנסיה היא 35 שנות עבודה". לכן המספר שיש לשים במכנה הוא 35 השנים, ולקבוע כי שיעור חלקה של התובעת בפנסיה הוא 31.21%.
בהחלטה בתום הדיון נקבע בהסכמה, כי התובעת תקבל את חלקה במענק השנים העודפות.
מהו מענק השנים העודפות?
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מענק השנים העודפות הוא סכום חד פעמי אשר משולם לעובד המבוטח בקרן הוותיקה בעת פרישתו ממקום העבודה, וזאת אם עבד במשך תקופה העולה על 35 שנים, ולכן צבר את האחוז המרבי (70%) של זכויותיו הפנסיוניות.
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מענק השנים העודפות מחושב עד להגעה של העובד המבוטח לגיל הפרישה בפועל, וגובהו 6.25% מהמשכורת הממוצעת במהלך השנים העודפות.
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ראו דברי המומחה בעניין בהודעתו שהוגשה לתיק בית המשפט ביום 28.7.2019:![תמונה 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)
האם על בית המשפט להתחשב בכך, שהתובעת קיבלה חלקה במענק השנים העודפות ובעליית שכרו של הנתבע במהלכן, בעת קביעת המועד הקובע?
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במסגרת שאלות ההבהרה למומחה התייחס ב"כ התובעת, בין היתר, לחוות דעת קודמת שנתן המומחה בעניינם של צדדים אחרים, בתיק אחר בתמ"ש (ת"א) א' ק' נ' ח' ק'-מ' (22.7.2015) (להלן-"תמ"ש א' ק'"). בתשובות המומחה לשאלות ההבהרה אשר הוגשו לבית המשפט ביום 23.10.2019 נכתב כדלקמן:
![תמונה 6](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAJRAbgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+qV3rGmafMYbzULa3kELXBWaVUxGpAZznooJHNXa8x+JEGgah4n0GC9WzNwpuIriSZRlIntpgm4n+Hfg9eCR60AegzazpduJjNqVnEIIhPLvnUeXGc4dsnhTg4J44pz6pp8asz39qqrB9pJMyjEX/PTr93/a6V45FplvH/Z748Mu9toMWm3PnaqjLfOBAAJE6BYyshBBJbAHHFUrnRpLq302A3Ph3zLDQ5NNe5bU4/8AS8xNHGjLnhUOx89cjjnoAe6wXVvdLut545RgE7GBwDyKry61pUMBnl1OyjhEpgMjzqF8wZymc43DB468GvLfAFjp/hzxTcXUsmg6fZJp4s4pYdRjaS7KykiWQZ4cjryew7YGVa+FrZfFb61JrmgLbPrj3Eumm+QwyW7BgsoUEbZVDnvg4z7MAezprWlSxwSR6nZOlwhkhZZ1IkQEAspzyASOR6ip7m9tLKze8urqGC1RdzzSyBUUepY8AV4OdF8LaLZpHrH9iXVuLa+jg+zKbqSOR5t8C/uwxVVQvz0yxHpWlqPinwrqXwjs/C8t6Wvo7C2tiZNOuSiOqqrMD5R5A3YOKAPX5dZ0yARGXUbVBNJ5UZaZQGfBbaOeuATj2qBvE+hC2luRrFi8MMaSyNHOr7Uc4RsAnhjwPXtXj0eofDeGTxFGtpaGynCPp0LaTctslEW1m2tGVX5sYPXrntVG71jwXZ6baix0vT765XSo7SWKfTLlY3mEkZLMfL6AByCBnJxzngA9wvPEejWEkKXWpW8RmjllQlvlKRjLtnoAB61Zk1XT4LCK/nvbeG0lCGOaWQIjbsbcE+uRivmRrrT77w9p2iTfZLSdLy6lOoxWVyUtYJgQ8ax+TlzhmI+6AVTnqa7Xx94r8Lav4As/D2lym9likhjSS60+5XyVRSPN/wBXyexA6hjQB7Gda0pbmC2Op2YuLjcIYjOu6TaMttGcnA5OOlU7jxf4dtrVLl9Ys2geCW4SSKQSK0cf32BXOcZH48V4fPceC4r+e405o7aOHWob2yiXTLkhYY4V3r/qxt8x0wR9Dzisg3Wkr4JVoHhh1g6pLdHTksLkQpbSqI5LcN5Z+VgobgjGeOQKAPpS11ewvVvGtrpJVspPKuGXojbFfGeh+V1PGeuOoNc8Pib4TfSpdSi1GSS2iuFtpMWsodZGBYDYVDHgE8A8A+lcz4R8Y6Np2mX6R3cl7r+p3M9+8Nvpl75JlYYCriEtsARQTtJ4Jx2rgbiOb+zL+O60UPcahexSyabJb6nshxFIhlLNFuLN5gJGTwq8HoAD6Fj1W1n0UatCZXtGg+0KfKZWZMbuFIByR2Iqj4a8VaT4q0yC7069tpZHgjmmto50kkty652uFPykcjnuDXB2t54ajt9KfUtW8R313ptrHDLGdPvViumQNguhjOTufOc54GSRkGLwFdaD4YhudYvtPm0++1MIDb2OhXqwQIo4RWMXzE/eY9MnA4GSAegN4y8NJbX851ux2aeWF2BMC0JD7DuUcj5uBxzxjOadJ4v8OxCBv7Ys5FnhlniaKQSK0cYLO2VyMAA8/h1ryHVLXwlFr9xd6Dott9lfTRbfZbvRr1IZJTMrlm2wk8KgxxySOeKw47aZ7S10pltLG3F3dzte2uk30nkwzrsa3RGhBIIduDgYVecjFAHvMXjDw3Lcx241uwWeRkWOOSZUZ2dVZVUNgsSHXgc/MPWrGreItG0F7ZdX1O1sftLMsJuZQisVGTyeB+PqB3FeDalplhPqGotaRxxJd3cH7650u/NxbxW+xVZCsGN77GLZx94DI5x2PjC40PxtrWhsIoXsrG4Et299pl2srR940Bi2kN3yRyBQB6DD4u8OXFxNDDrmnu0NsLyQrcKVEJJG/dnBAKnPPHGcZGS48X+G7XTodRm13TlsZnaOK5FyhjdgCSAwOM8H+XWvDJtO0+XQ9N0+2hYTQWd1bvJPp97HuEl0kkSlkgz8iKeemTjoTWzDomkaloXiZNZtNMbV75p3sFtrC5ENtIYVTKs8S4yyA5APQHJoA9Ri8e+Fbi0e6t9ctZoUmigZoiXw8uNi4AJ5yPpg5xg4e/jnwrEtu8viDToo7nzfJkknVEfy22PhjxweOvPbNeVeKNKtIbef+x4bN45NLs7DmznGySKR2M21Iyx24iAwCT34BqaLwvoDTwSzfZ7uFbS6mCtpskSi6lcMiorIWRF5wCSR3oA9dv8AX9J0zR11e81C3i05whW535jYOQFII6g5HPTHPSqbeNvCwsri8XxDpktvbqGmeG6STYCwXJCknGWUfiK4PUbCyvPhFY+F4ryBtTtIbYxyXNpN5SyRsrHOEJwQGXp3rC0HRrJvFGu3WpNp1gdQ0t7Aw6dpt00C7jH848yEKzfL6nnHB5oA9cvPF/h7T4r2S61a2RLKKOa4O7OxJCAjcdQcjGM9RUF94m8KyoxutRs5lshJdsQd/leSyqzcZwVZ1Hrk8Zwa4CXQ9Hu9V1CF2srXR30M6PbPDb3Ely4xFseXcgUlPLO3BzzyapaDpEul6fJcXNxo82qxWhtreA2909vO7yrLJNcMybmYuobCgAYx06AHsWn6tpurWrXWm6ha3lsrFTNbTLIgI6jKkjPIrOg8aeF7q1nubfxBpssdvCZ5vLuUZo4xjLMoOR1A5HU461xPggW2j6P4gs9cbTnTVr6a5NpZW1wYQsiKrKS6ZwcYxjjnrkAS6FBpen3Wkz6hPaXMkOlzWt9KmnyKbiV5IXHHl4Kjy2xn16DNAHWw+O/CdzeQ2lv4j0yaeebyI0iuVcs+3dgYPpxnpnA6nFSQeNPDN1ZG7t9e0+WAPGjMk6sVaQ4QEDkE84BHY+hrzNfDulppt7bmaykkuPE51iM/ZZgIYN4IQfu/vbVIxjA3nrjnIutL1nUF1g3kHhZJNWtYrUraW94iQFCzCbBXhhkAYBydvQbsgHs994o0uy0C81oTfabOzYpM0BBwVbawySBwevPY02Txj4bS2FwNbsJYmjlkVoZ1kDLGm98bSc4Xk157o3iPSfDXhfUNOhgvtR1S7lmup5ZtFnS2muX6kqsefLyB0GcCuUvxps3h1jDZ3J16bUTez40i6gtSjp5csC7ELLG0fB7nJyemAD3bTNe03VzefYrlZPsbrHOQeFJRX69OjD8cjtVa18Y+Gr6Pda69p0x8ozbEuFLhACxbbndjAJ6dq4Lwv4t0bSbPUJNTg1e61DVJzcXpj0a4EOSoTYispO0KoHzZJ5J9BxfhO/l0W/0S31S1sU0rSXmMVxFot59rn3xSRqjkx7TkyDI46DmgD2+Xxp4ahtkuZNatFhktftiOX4aHcF3f99ED1zUdt420G61aaxXUrVfLt4J0meZVSZZd23YSfm4UHj+8K8Xvl03TINCTwxp7zNaRzQ3ratoVw6zeY6PvCKmMqyllXgDitEzaDu0OwFjdLpmmJb+bdf2DMb66aI7gu8x/u49yoSAcnoCB1APWoPGvhu5ks1h1mzZbyKSWB/NAVgjKp5PQ5cYHU4PoauL4h0Vr+SxGq2X2uOUQtAZ1DhyAQuM5J+YdPXFfPOuyxXNnfafoOmabJDdXU9yJ7jSbxp7HzHyiwkRYj+VVJAyMscdMnbuJtIvp7y+k09oNTl1iC+iuovD8yPFGhRnw6xbtzMrHk/xcseaAPbb/AF3StLuoLbUNRtrWadWaJZ5Qm4LjJGfTIqo3jHw2guydcsMWcay3BE6kRoxwpJHbJA/EeteX+LPEXhzxF4v8P3eo2KRaTZM73Et/o1w80vysBEFMZUpkg85IPIxjnn99ppWkWMMFkNRmtdKfT5Be6NdeRMrXKyjf+7z8iqSDg/MQccUAe2TeNfDtuL/zNVgH2B4kuPm+6Zduwj1B3ryOOvoadP4z8N20lmk2tWSC8iaaBzKNjqrKpO7oOWA59G9DjyjR7vwJBqFjdanJDd2tvodvp1wj6LcyR3FxHgeYwaHBKqoAJ5w2OMVlabe+GE1XwzZXkem3ulad9rabdo1zJJIZZJmSJVaLBUb4z06g4oA9vPi7w+BcEavZnyLQXsmJRxCc4f6cfqPUVFD428M3Nrc3MGt2ckNs6RzMkmdjOQFH4k4FeSWEPhibwjY6fLNc32v2+iTWVpA+i3MkfnNl92DCd4VtuMggYzgE1PqmiaJevdw6TpUyWN1ZW1lcGHw7dxBpIp3aZwqQYD4AUHqCe22gD2LS9e0jWoZ5tM1K1u47dzHK8MoYIw65x/OslviL4OWSZP8AhI9OJhTfIVnDBRv2dRx94j8wenNcn4Laz0C+1m8u9OuLdNTWAfYdN8N36QRbFYN8pixlt3OAM4rE8S+G9A1G41NtI0S5sYrm2s7eNI/DV3GuUuTJM5Cwd02jHfHPQUAetp4j0OWK2lj1rTnjunKW7rdIRMw6hDn5iPQVasr+01GF5rOdJo0leFmQ9HRirD8CCK8W1bw5pd1qdzbWmkXA8P3d/FcS2baJfxeQoh8t2hVLfAc53DkDKjOR09A+GdrdWHhaSxu557l4Lybbc3FlNbSzqzb97iUAs5LHLDjtkkEkA7Kiiue03wVo+leLNQ8TWyTnU79CkzySlhtJU4APT7q/lQB0NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVgeJLHWLy50uTS44XW1nM8iyahJalmAwqkrFJuQhmyCB/Dz1FAGbr3xAj0HxJJozaBq18yWP23zLJEf5A2GOGZeB8vPqelYlz8YreKNpoPDup3FvLpy6hZyIAfOjGPN3AZ8vZnGeQcHpxmLxh4D1vxnqNvfXllb2dxBCYA1j4gkj3oTnDZsz3rSsNA8R6VokelWXh/w55KWa2RefVJneSIKwwxFuufmYscY6sBjIIAEuPinGmm6hcQeGNa8+yskv2guVii327MQZAQ7cABj07VTvPjJZWolnTw/qs1nDFa3Us6qvyW86BhIRnsSBjPPPIxVHw/8P/EnhrR59NtNL8PXiXGwzSalqM0zNs27V4gUBARkLjv1NUfEnww8VeJbq7uJzp0BupFklih1aVYmCoqKhX7N90Bemc5Y89MAHXL8TLePXX0280HVYY21KPTob1UV4S8iqU3ncChO7pg8FTnnAt6/48Xw/wCKbPRptEv7iK7QeXdW+0gyncRGFJGThDzn2rmLbwT4tht2ibT/AA6R/a66wqx6hOiiZQoUY8k/KNoOM1HqvgvxnqPi608UXcWn3FzZsjwWUeryLbqVGAQptwepLctnk9uKALcnxgSay1K6stAu/Jt9Ne/tnuHVfOEcoikUgZ27WPXJyAene5a/E57+5aOz0K7uFkF61r5A8zzxA6RqQeBhmZuecYHrms6z8F+KLSO1EOjeHBFFFcReRPqEzDbcMGm+7CPmOAuckADAFVfB3g/xb4Olke00TT7q5eMQC7v9ZkkdIVxtiXEQCoCM4A6nnoMAHVP4wudb8I6++hWN/Br1hGYfsk9uBJHOyAqQDww5znkEDOCMZxbn4t/YFSK50G/t5oJDb3ZvTHGRL9maVFUBjkuQAM4+9+FSRWPj1G1gxaLpdvcau+6e7TVWEkR8sRqUIi42qoxweeeaypfBXimLwp/wjdpoWmwweet2Ly31mUXAnDBvM3tFnfkDnH07UAdv4Z8V3HiC51O1k0w2lxYQ2rPHI/JklhEpU8fLjIHPPB+lZXhnxvqsuj+IL7xPZWcCaVKUSaxZmiuOPuoWPzMDhOOrHGM8Vm6DpXjXw5pctjp/hvSQZmLz3MuryPPNIRguzmPlv09qxtB8EeMtBto7ddNivYY7qK6VL3XXcBo92xcCIDaGbfj+8q+mKANrWPiH4j8P+IdQj1DRrNtMg003qrbyM80DBBhZmHyjdJkDAHAzzioW8f8AjKx0XVl1DRNLbVtM1C3tZzbzN5WybZsIUksT869x19jSReA9f1LXNU1HVoYUjv0IuLI6rLJbTlk2ElAgwUXCqc8YBHIzUa/Ca7XTF077WTbeb50v/EwlDzOAgj3sEBIjEYCjoMnvQBuWHjq/ufibeeGJ7WzgtYpjHC7+aJZMQrIcfLsY/NnG4ELzg9S6++I02neMJ9DufDeox27ExWd/IhSG5mEZfYGYBRkjaDkjjJwOjLPwj4gtfEbazLfrdlSDbWt1qE8kNsdhQlFI6lSRk5PzNzya0tT0nxDqt3pk9wmk40+5+1RoJJMNJsZAT8vbeT9cUAc3a/F2c6Za31/4Yv7aGfTbi7Vxhld4uSE9UK/Nu4/EZNSQfFq4vNFuZoPB+tjV4fJlTTWt3LzQO2DIpC/dGH5x1A9ThzfDq/Oj2ekq1nFY2kF5BHFFcOPluQQ3JQ5KqzBc8c5IOKs6l4K1zUJ4ZUvY7ForeK2DWN7LC7RxliFLBc4JYZ/3R70AaK+OZbv4c/8ACVadod9c3Dhli01I2aUushjIIUEjBUknHQVhW/xgW4a3U+GdTg837TA3nDDR3UKbxAVxnLKQcnHXvhsbXhnw5rfhTSjp1gbOWAyvLm6u5pWBY5IGRwMnOB3JJySSci+8B6xqNrfWckWmwpcX0uoC4iu5C5nkjMZJQxYG1WIHJ6AnNAEEHxljn09rhfDt8rHTRqEHmOqLOqsqyhCe6ktgdW2jH3lzauPizFcW1xd+H9C1HW7eGSFM2cLM3zKzPuABKFcAYbHJ9MGqdz8MLyUSMvkFhCILeP8AtO4RLaMOjBYsKdmPLXp1x6nNTz+AtWEs89ja21k975ZvI7LW7i28xkDgMZFhJYkP82QAxAOM5oA273x2T4EsPE+i6JqGqfbWj2WlvCzyAE/PkKDjAVuemcc81g3XxjjtLHTdVk8M6v8A2Pcxbrm8EJ22jCZoirnGMgqeMg8r610miadr+iaHa6XY6Xo1pb2kflxR/b5Z8j1LGJcEnOeDXHQfDLU4tFs9GlsYptNtVC/ZH8SziGX94ZCXjW1CsSxzyOw9KALmpfF9tPbW4V0CWS60o3Hmxm4UbFRo1Rm64D+Zn/gJAyal1L4uppXim60y48Oap9gt7qK3fUfKYRqHIG85H3Sc7cfeAyOtN1XwJqGta7Jqt9oOnO00kctxajxFcLbztGu1C6C2wcDH5emQbGo+EdY1N9WNzoWkv/al1bXVx/xO5RzAIwqjFrwDsIJ6/MeRxgA1fFPje48N60mnroc14J9PmuraVJgolliBZoeRwdgLZ/IHnGTJ8W7aPU9OVvDusDSb9Lcw6mYf3W+ZAypn7uQSFOGODu9ObOt6R4x1nWdKvm0/Q4orFLlTENUlYu0sflhgxtvlKgt2Od3tWHZfDjWLO/sp/skM1rZyRSxadJ4hkNsHijCI237HnIwD97r1zQArfGm4jS7E/grWLeWytUuruObCmJDMqE4IBxtJYHAPB42gsO88MeJYfE0GoywxeWLK/lsmw+8NsxhsgYwysp4z161xeveCvE2uXup3Qt7Gyl1OOG3umttbkDGBA2Y1JtON24ZJzwMY612fhDRh4f0CPTV0uy02OFjshtLp7gMDg7md0Qlic9j0HPYAG7RRRQAUUUUAFcX4ya70ae48RafqsMV4tgbaGwmjaT7RJv3IEAcYZmO3O09fau0qlPo+m3Wp2+pXFhby31spWCeSMM8QPXaT0/CgDz2fx14igvr6waCz+22dw9u8O3BlaV4TbLEC3zN5bSk9R8uTgV1niu51KOXSLPS9UXT7i+umgV2shcBiI2fnLptGEbnkngYrU/sTS/7aOs/YLf8AtIx+V9q2DzNnpmrUlrBNPDPJEjywEtE7DJQkYJHpwSPxoA84j8SeM7hJfsX2O7nT7fabFsnVBJasyiYkOfvtsUR/7RIJwaSz8T6/Npkix+JdGu5f7J/tA3K2JT7O5KNHG+JSrB180cAEbc88V6Na2dtZI6WsEcKySPK4RcbndizMfckk1Ri8MaDDp/8AZ6aNYfY/NM/2c26lPMP8W0jGfegDgNQ8da5p5/ta5eK2srlTELVkWYwgWjz+eoDBmIKsGRsdgCDk10fhu916PXorHVtWt9QjutO+2oFsfs7w/MoAOHYNncc88FfetyXwzoUzzSS6PYNJMjpJIbdd7K4IYFsZwQSD7Gry2VqlytylvGsyxeSrhQCEznaPbPagDz3xZr/iTStV8QXOnaxZ/YdJsodQ+ySWYkaTdvVoi4cFeYs5xn94f7tW5NV8RQeIprOO/W4S11WGIxfY8mWC4w5BYH5PKTfhu4UA8nNdgdF0oi8H9m2g+3EG6IhUGcj++QPm/GrMdrBDPNPHCiTTkGVwvzOQMDJ74FAHCteeI4rO9tZPF2k2l1p11NC9ze2Y2zqYo5I/41ClVkGSM9vfKQa74gutVhEuoWelw32gx32y8iz9lm/j2DK7wuRu3MMbl967G60PSb6bzrzS7K4kyx3zQK5+YKrckdwqg+oUelSXml6fqOPt1jbXWEaPE8SuNpKsRgjoSiH6qPSgDnvBGuXOrLrFrc6zp+rSWN0kcd5ZqEEkbwxyBigZhjLMoIbnaemK52HW/Fk9hp/l6xbXR1K2vY4dmm+TIs0aMVb/AFrg/MuAABxjNej21na2SMlrbQwKxyRFGFBP4UxNOso2tilrEptQRAQg/d5GDj0yKAPLrPxT4i8R7msdSFrDdW0+oh7eEXDWcSxwCJSuOSzif5PvEHOBjALnxv4ot49dSaOJJoNPiNzGoG7TLqSAEMBk7oAdpZjkqWPVVNeo2Gm2GlQNBp1lbWcLOXaO3iWNSx6nCgcn1o/s2wFzc3Isrbz7pAlxL5S7plAwA5xlgBxg0AcAviTxBb399NFqtleacniODTvLksSJFSVouEkWXbhVlABKkkg9OMXPiNeaxpkunajZverYQKxl+ySqv73zImQSA/fUosqBQDlnAxkgjsTpWntEsRsrfy1nW4C+WMeaCCH/AN4EAg+wqe4tbe7jEdzBFNGHVwsiBgGUgqcHuCAQexFAHJ+CNa1K/uNSsdTETzQOZDJHKz7XMkiSRkH7oV422AE5Qqeuaozapq58XjQE8TWDJqEd4UMEamezkQjy15YgkITwV6ox6cDuoraCGWWWKCOOSZg0rogBcgYBY9zjjmq1voulWl1JdW2mWcFxJI0ryxQKrs7feYkDJJ7nvQB5bZ/EPWLqHR7i61G2sotQsIr93aNFVAnmpOig5ZizeSVAyxyQOM0HXfG+m6XZGW/2G5TTBc3F7afNbTSuiPGvRWBUFm7qWxnJG31H+w9J3Wbf2XZbrEk2h+zpm3z12cfLnA6Y6VZuLW3u1jW5gjmWORZUEihgrqcqwz3B5B7EUAea6hrWoQa3quoXuq6fBf6C72VtClu5W+8+KKWNfL83O/I2jBPU+lbPjDWta0rwDp2oNPDY6o89kt26JmOMu6CQYb+HJI5Ocd6606bYNeremytjdoxZZzEu8EqFJDYzkqAPoAKlubaC8tpLa6gjnt5VKSRSoGV1PUEHgigDi4dY1zWZtXhsNd0wJppjkS6tbTekwaNiY23SMBggHIIPT8edHizxHF4b0e8k1tQdS8OXF680tmm6GeHa5cAYXDLJtwRj5FOOSD6bp2i6Vo8EkGmaZZ2UMh3PHbQLGrHGMkKBniotS8P6bqely6fLaxJG1pJZo0cSboYnABCZBAHyrxjHyjg4oA86vtW8TWNxfWFp4ul1BDPZWqXwsbcfZ7iWbYY+F2n5SGbgkcDgmur8Kapqx1jVtB1W8jv5dNlCLeiARPKGjikG5VO3I80jgDgD3rpPIshbj91biCFzIPlXajAklvQEHPPrmqsN7paeIrjTYY0TUpIhdTFYsF1+VAS2OTgKPoB6UAclqFl4tj8Xx2cfjS4S1u7S8u0ij0y3Pk+W0Sqi5Ulsed3OTtHrWckviODWdKdPEC2+sapNbyXuipZxyKiqqCV5GyWQeWvQEDcQB1JrttXl03S5pvE19cSBdMtJYnVMMI0cxu5wBncdkffp25rVWG2guHlWOKOa4IDuFAaQgcZPU4A/IUAeaaZqniKJdOkvPGBe11e1udk15YQRGzZMbZBtwCeejZHTrXU+EL27vbHVLS516LVpbS68mO/gWJWdWijcEqg2ghnYdP4ee9b4s7GJbeMW1uixKIoF8tQEAwQqjsBsU4H90elT+Ynm+VvXzNu7bnnHrj0oA8onvPGUFjpdnd+JprGZ9Zewt5v7Oia5vYT8olaNjgBXzyB9zDc8E17zxh4gtEWy/tM3F9cNLp8bLbgPJPb3RXeIx0WWPzFZhwpiJBGK9a+22m90+1Q7kkETDzBlXPRT6E5HHvVe20nStPv5rq1srW3u7onzJEjVXk5LHnqeSWPuSepNAHm+teLtdt9Z1Gxh121Ftb2N/fQ3FnFHM7qmx0iZTnZJGPMXJwGBXq2cS6tqfinwsurG78RyaounLp94zmzhibypZZopUAAC9FVgT3WvTpFguFktpRHIrJiSJgDlWyOR6HBH4GoDcafHcySma1WcsltI+5QxbkpGT1z85IX/AGuOtAHK/D7U9Z1WG4l1K7F3FDb28AnVAEkuFDeeUIADDJUbhxkEYGDnAsNV8SXXiK9mg8Wi90uPWhY+VDaQ+WIpYg4KyAbiUZ8dT90ZyM16iJ4jK0QlQyKQCgYZGRkcfQZpsq28skcUyxO4PmojgEgqR8wB9CRz2yKAPKIvEet6fqYs9V8VraWUa3VuL6W1Ri7208bMSOm94mZePTIGacmo/EGXQ11f7XIscmlLqFxG1qirC6MCI4/4j5iK5IPK8crkCvVlWG2TCrHEhcnAAUFmbJ/EsfxJpXljix5kipuOBuOM8E/yBP4UAeTTeKNZvLO5vLHXZFtImVpJIYo5PKM15mFMk7WIhYB1BJAAHU89l4Wv9Vm1fxHpWpX63kmnXESRTrbiLCvCj4wO4JPr/QbSf2O9lHCn2E2qKtyiLs2BQ29ZAOmAw3BvUZqaKSwjupkhe2W4ml/ehCod5Ai/exyWCBOvOAO2KAPPhd+J7S60nSrjxF5Vw+p3NrD5tvG1xeWwjYrM0forrjIABTDH3qXvirXNP1HT1v8AVoorSZ9txdeUEjBtLtknAHJzIm0bRk56YAr0oyabLcxys9q9xHI0EbkqWV8ElAeobGcjrimibStoiElngXJQIGXifO8jH9/OW9e9AHm2lS69Y6npiDXWfXNXltLjUdLltl3RRKqrK5P/ACzBSNuCPvHHU12PiqHWre2vtY0zWfs4tLB2SzeBXjkdcsSx68gBeOnJ5zW9vs43uZw0CtHgXEmQCuBuAc9sBs89j71K4imDwSBHDLh42wcqcjkeh5oA8v1vU/E0Vlrl5Ya1Oiw2+n6xErQRuLeGR5RNGeBvRUj39icY783NT1zxFZXHii8h1SN00i+tVFm9sojeFooGcBuWBO9/XnHrx37NZlpi5gLFCsuSM7V5Ib2G7v8A3veo4f7OufNEJtpvtAWeQKVbzAVAVj6ghVwfQCgDA8HalPfya5af21Dq0FpebLe8iKsQrIrlGK/KSrMRx2xnmsW11vUxBpTza/JHZX6XqvPdQxK0CxK+2UtgAY27jnj69a68anpOmavDoaKltNJbPdqqxhIwiuqHngZJccDn9M25Dp5iEMhtfL3NGEbbjdtJZceu3dkemaAPJD4q8Vf8IvpF2NbiMl1pM185mjiTMltJFvVXXIIcF1zj+IH2Hovg7UrrV9Kur+4eV4Zr2ZrQyx7D5G75OMdMfnV65g0S6s4ftMdhLaxELFvCFFxggDt/COPYelaKOkiB42VkYZDKcg0AOrIsr/Wp9cu7a70SO102MHyL0XodpjkY/dhflBGTyew9eNeigAooooAKKyda1K5sbnSLa1jiaTUL37MWlJxGohllLYHU4ixjjr1psqeI43zDcaVOhz8rwSRFfTkO2fyFAGxRWJu8Uf8APLR/+/kv/wATVOG38dO7efqfh2FMDb5enTyknvnM64oA6eiuRkh+IokYR6h4WZATtLWNwCR2yPNOPzNasdv4m3HzNU0jbtGNunSZzzn/AJb9On60AbNFZIt/EGT/AMTTTTn/AKhz8f8Akal+z+IP+gnpn/guk/8Aj9AGrRWV9n8Qf9BPTP8AwXSf/H6Ps/iD/oJ6Z/4LpP8A4/QBq0VlfZ/EH/QT0z/wXSf/AB+j7P4g/wCgnpn/AILpP/j9AGrRWV9n8Qf9BPTP/BdJ/wDH6Ps/iD/oJ6Z/4LpP/j9AGrRWV9n8Qf8AQT0z/wAF0n/x+j7P4g/6Cemf+C6T/wCP0AatFZX2fxB/0E9M/wDBdJ/8fo+z+IP+gnpn/guk/wDj9AGrRWV9n8Qf9BPTP/BdJ/8AH6Ps/iD/AKCemf8Aguk/+P0AatFZX2fxB/0E9M/8F0n/AMfqP7N4m8/P9r6R5OPu/wBlybs/X7R/SgDZorJNv4hxxqmmD66dJ/8AH6jltvE5z5Or6QnTG/SpW9c/8vA9qANqs+4N/wD27ZLEsgsPJlM7AJtL5TYDk7um/wC6Mevaq0dt4mEREmr6Q0nOGXS5APy+0H+dRG08Wbn263ooU/dB0iUkc9/9J54+lAHDab8P7Sz1H+0V8KCGa41aWMR3EvmN9jktmV/NKu64LF+M8/KOppNY+H1lPptnoY8NjUNWW1aOPUpGZbWxjaSRgAS2WEZfCpgkjbk4ya7r7J4s8rH9t6L5m7739kS4x6Y+09ffNRz6d4tkit1i8R6bFJG4aRv7IZvNABypHn8A5HTB460AcnqngyzXVYr208M38Y/ejVbgToTe23kuDFsWQly7bMDAwQDxgVXtfhro9tFeTXHgpp4byZXi02G6jxbKkZCs7M65dmZsgFgO3ct039h+Ov8AodrH/wAEY/8Aj1H9h+Ov+h2sf/BGP/j1AD7bwRp+qeENH0rxPaDUJLOJfllkY7Hx0yD82B8uT1x71xa+AIdb02xfWfDc8j2egzQiaZ/maTcvkoFD7wVUN1X+Lrmu4i0XxeN/neMLd8kbNmkquBznOXOe3p/heGla1jnxHJnv/ocX+FAHDy+A5dUmiH9nQQG68PxxX0sgaMNdiSNkdguCZECyHPXkAnBrofEnhC01/UfD1tqWlpqllbLKlxcXDndH8g2nhhyzAZOD06jvr/2VrX/Qxy/+AkX+FH9la1/0Mcv/AICRf4UAeap4NdeP+ERu9QsooLi0FgZ0hBjkuppIs+YwB8uNhggnDSAjlcrfv/A+pf2HBJLYLcX13b6fbX0dt5ZkZ0/11wWfCiUAsquOR1z6d3/ZWtf9DHL/AOAkX+FH9la1/wBDHL/4CRf4UAee6h4Jv5FubHUdNuNYupdZsriHUHEZhkiQKpaaPKjhFkViQxO/0YAS33hQ2OoIk/hm5u9Fs7q7kgtbBlPmQymEiLZuA2GQyOUyABGODnB73+yta/6GOX/wEi/wo/srWv8AoY5f/ASL/CgDmToN3d/DvTNNOkKxTUY2isr6NZfItftJ2o4YsAVtzt/ix25wRl3Hgj7DreoXVl4ZE2nJqny2dqY4vMtZbFUmCKWVcGQJkZGdp9we6/srWv8AoY5f/ASL/Cg6VrWOPEcme3+hxf4UAcnZfDhZ1ha7tra0jeW9Z441XzIIJQyR2qFRt8va7MwyQGGFGDkM8EeGdWF9YahrNtJDfWLTNdXE+0tdztGkJKYJwmyJSWOC5wcDFdcmla4EAk8Suz45K2UQB/Dml/srWv8AoY5f/ASL/CgDkfEXg24vrzxJJDpwWCeXT7q1Fu215J43bznGD8jshCFhjjnnueJPBRkvbuS3039zq2rWjSrpx2SRrGGdrksduyQuxBK9gvUsa7CKw12GQ/8AE8hmjbGRNYgsvXO0q6jn3B6U3+yta/6GOX/wEi/woAy/DHh6WLTdc0rX7YXn2q9d5riYKUvkZEVX2AYU7VVSPVcjrgcP4e8JnX/CGoXV/pjTz3GgwCylnHmPFcD7Qf3TOSylQ0QznqK75f7Ws7uzhn8XWEs92XSCGaxUecVGTtCyAnA68nrTxetB4fnvT4g0u306Dev2m2s9ixeWxVwN0jA4KkdOxxQBzI8pNeVm+H+oNMEul1C7jtogl0WT59v7z5xIVGNwBPy9OaseGvDM1jd+G72HTJLLymvlkRjh4bV5JHghfBOdu9eMkA5wa111uWC3ty/i7QphJMtskotCxeRui/LNjJ+gp511/KhlHivw80c84to3S2Zg0p/gBE/3uOlADPG2lR6tDFaxeHYdS1CaN44Lu4RDFaAlQWdm54zuAAOSnbg1yFroFxFrV0E0TUb3RLSZprpriNBJezC2ltZBEmfmEu5WJO0fIeMEV1reJ1UuG8W+HwU8zObR/wCBgjf8t+zMB7k4FW9WvNe0i2t7p7zTZ42vbW3eNbJ0JWWeOIkHzTggOSOD0oA4Kx8KpqGpxra+Dp7LSTq0Er2ep20JjjiEEgkKJuYDLBM49R6mvQPB+lPo1hqFr9lW1t/7RuHtoVACrEW+XaB90dcDiuhooAKKKKACiiigDn/EP/Ic8J/9hV//AEiuq6Cuf8Q/8hzwn/2FX/8ASK6roKACiiigAooooAKKKKACiqOl6vZaxpFtqlnKTa3Kho2dShOTgAg8g54q2ssbNtWRC3PAYZ46/lkfnQA+imrIjO6K6l0xuUHlc9M+lQXGoWdrcRwXFzFFLKjyIrsASqY3t9BuGT2yKALNFVzf2YVmN1CFWETsxcYEZz8+f7vB5qOTVdPiuVtpb23jmdVdUeQAsGJAIz1yQelAFyio/tEOGPnR/Kgkb5hwpzhj7cHn2NQy6nYwQwzS3kCRTttikMg2udpbg9Puqx/CgC1RUNzdW9lCZrq4igiBALyuFXJOAMn1NVptb0q2WJptRtEWaOSWMmZfnRBl2HPIUdT2oAv0VnLr2lPeNZrqFv8AaRcfZTEXAbzdm/Zj1281YXULN/s5S6hcXLFYSjhhIQCTjHXAU/lQBZoqG1ure+tIbu1mSa3mQSRyxtlXUjIIPpUD6xp0dte3L3sKw2LMt05cAQlVDEN6cEH8RQBdoqu19aJO0D3MKyqUBQuAQWztH1ODj1xVX/hIdF8u2lGrWRiuY5JYJBOpSRIxl2DZwQo6ntQBpUVDDd21zJNHBcRSvA/lzLG4YxtgHawHQ4IOD6ipqACiuXm+IvhSDVdQ0yTVlW706NpbtPIkIiVcbiW27eMgcHqcdaJPiL4Ui8MQeI31df7JnmMEc4hkJLjdldgXcDhWPI6DPSgDqKKqWepWl/Ldx20hka0m8ib5GAV8AkAkYPBHTPp1q3QAUVTOracJpYWvYEkhnS2dXkCkSuqsqc/xEMpA75p82o2NvD5097bxReZ5W95VVd/TbknrweKALNFZs/iDSLaKKWXUbYRzW7XUTiQESRDbl1I6j51xjruGKmj1bTpZ0t0vrYzySSRJF5o3s6ffUDqSvU+g5oAuUVAl7aSpC8d1A6zsUhZZARIwBJC+pwrHA9D6U+e4htYjLcTRwxggF5GCjJIAGT6kgfjQBJRUNzd21lD513cRQRFlTfK4UbmICjJ7kkADuTUc+o2dqbgT3Mcf2aITTbj9xDuAY+x2N+VAFqiobq7trKJZbqeOGNnWMNIwALMwVR9SSB+NMuNRs7SWGK4uYo5JnMcas2NzBC5H4KpP0FAFmiobm7t7ONZLmZIkZggZzgZPQVUute0iyjhkudStIo5lZ43eUBXC/eIPQ4zQBo1DdzQ29pLLcEiFV+chSePoOapf8JFo32f7R/alp5PmrD5nmjbvYZUZ6cg5HtUs+taZaxvJPfQRxokUjOXGAsjFYzn0ZgQPWgDyO+0iHU9A8P6LMNOtbSymnkl+ym7L25b/AFbwyNGXZwWZ/mIBIAORU8Fvbv8ACKTwrOtnPeJJJFbySW8pjYNKcXJG04bazSbeeeOOg9Zg1Kxubh7eC8t5J0LK0SyAspU4OR14NNn1bTra7+yXF9bw3GxX8uSQKSrEgHn1Kn8qAPFNT8JaUl7rVzoRtbdfttheaXbPayrGjwgiUHCHarbvTkjnjBq7pOieGLnTbm015tMtLy71CO9Fnp9nJi2SMKAkZK5BYJ8zAfxNgDrXsL6hZxyzRNdwCSFDJKnmDcigZyR1AwR+dVzr+jqYQ2p2i+fF50W6UAOn94Z7UAeMan4bgm8T6qbeWxGj6ndJMbiSKfzrSMMksgSMRhdzyIOcngDPevVfFksc/h2zmiYPHJqemMjDoQbyAg1qvrWlxzrBJqVokrRrKqNMoLIxIVhzyDtOD7Vl+NN/9i2e0DH9r6duz6fbIf64oA6KiiigAooooAKKKKAOf8Q/8hzwn/2FX/8ASK6roK5/xD/yHPCf/YVf/wBIrqugoAKKKKACiiigAooooA8ov/CbRw65dWfhy4soTC1tYW1uwlmuLhpldZzliqIrRxsobGBvJ64qrqPhbVE0LVoj4Oa81zV0uJ1uYLiIrZPIeFDyMDkN8x2jocDpXsNFAHkN98Or26vNW1eysZbXUnvrKa0d72RpCuY3nLHftyGLjOOi4UDitP4heDpPF/jHw5E+iSXOnwMTe3rXxjjWEht0WxTuLEqp3DHYE4OR6XRQB5N4b+Fc66bo9zq/2b7dY6Xc2LW5QlLnezhBMc8oqEYAAOTnPygVheIfgq9rHosWm6f/AG5J9heyuZby+eJYJeCk4Ab7i/OPLHHTqSTXu1FAHieqeA9WhvrizsdCup7JdLtNMmuIr9I/7QeM2+1yjKwjVQrgkqwIDDAzmqc3w61C8t9QtZvAcbJNcTzWULa46QafujjXKbQA+5wzY2gAIBXvFFAHAa74N/4SDwv4V0nU9Iin+zzQpdx/aZNsEaxneQyshY/Kqg4P3uneuX1D4bX1t4SWLT9HE01nq12sNl9oUNLp0rshjDtuwSu1gTyuM/er2eigDzcfDibVreK41P7HZ3cmvHWZFhQyNCMKPLR8j5jsTc2MHk44FcdY/DzXh5N++i7LR57p5NHe4CmJpIX2yROmGjU7ghjDclQc9NvvNFAHlvw++H03hHxNZXkenJaRyaEItQMdwzq12ZFOAGY9FU9OPzqt4k+F1o3imW50nSGNteabfNqMj3MkhuJnCmMfOx+bf8wxgcZ7CvW6KAPDtH+Hmr6hrWlRXWjLpun2UemyX0s0gc3U9rHtBRR0BDuhznIAPWrGvfCI6b4csho1pLeXS38pu7a2lWMPazkbokaTO0LtjAJPGXbqa9pooA4zwjoGsad4W1d7gw6fresXNxfssYWRLSaRQFHcNjaCeoJzVizGr6BOdQ8TeKrQ6WkJjYTrFCvmFl2sX2rjgMMd93tXV0UAeKXPhPxJqOoa3f6Dp6wWFxvu4Glv4po9Rb7Uk6GMryiuqscMcfP6ZrYXwDfXfhjVbq7tJ7fULvUbnUl0u3niO4SQtCYGcjaNyMwLA8bsg5Fep0UAeZeGdMvvB3iK/v8AxBcwWGmC3ELXkl6iW11IdjBgjHKOG88sTjcZCRnrTdJs38P+KpvEGo6NFYaHP5jQyTXVuItMZ2Cl92/H77Ck7ckHC85Nen0UAeJ6lB4D13xR4ptpNb0G2s79dPnNwLyMBpFabzWjO7HmYxzzjdkg55xLHTtNl8QXeqz654fh0uTXmkn019YgCTW5DLHMuxjtcLI5ILAttP0PrHjrx3B4F/sm4vbZnsLu4aKeZTlogEJGF7knH4A1Vt/iv4cuWTy1vvLdrZRKYQFAnDlWPOdo8sgnHBKjkmgDye90rSrHw5p76frOg3dxb3d0kmnDWbZN9q83mRL5jPgBWjRuDn5zyDXU2ej+EJo9HkvPEvhu41K1v59SdLTUkBed33pBGxbPl5ODkZO0dORXRwfGzwXdaLfait1Pts1TzLdocSPvOAEBOG5688Vr6J440LxroepXmkIbpbEEtFdRbBu2kr1zxx1oA8r0bRdJUaHY+LW8N2tgl1fXTWM2qxMbOF1URRqd+SC+9uM9BlgRg6Gu3On/APCk9P8ACdpcabf6oYhCYRqMUQQoGZpMswDAYzjnqPqOm8PfGXwvf6bYqsc8dw728NxFb2zeXBLL7nHyhsjP88jO34Y8W+F/FJli0+1EWLRLtxPbog8tmcDPXkbMn2Ze+QADxPVLvQdK1K9TSYdJ1TTzcxyW1r/aUEdqR9mCSlkkJbl2fAGCCCc9Mq0mhQeGbISappD3Y8PyWN4puFkZpfNQxLhW+YoMkHp8gGcYFemP8XvAs9heXenNDJqkUc80ME9q6GVogzZ8wKV5C7hznkZweAh+MXhO9k06W5s5BaTMY557i3YtbuUDxqEClnD5OCOOM9xQB5/rbeFT4d1RdPOifaNSvrby7W31babaOEuRM7uRuchypAP8QIyQTVXXr3w/bTa3aabaaRq1heXUjWhfV0he1BgRd65fu2Rg84Qg4DCvVl+I/gqS3ubmLT7iS3t57eJpF077yzKWWVVI3FAFYk4z8pwDxm4PiB4MjS3e3jmmsry0e6+022mySRiNGKnftTcOVfqONhzjjIBx8/iDwpq3hHwZpmr6pol1LaGBdRW5vd4iVYGDsCDhnLBVz833jjjLVzOpWPgS88H6jbLqOmfb11aT+zUbUSUgtXuUyVG7aoMalsYyMnvxXs9zrfhuDR9P1WHT3vbS/wBrQtZac0zbCM7yqruCgcnIz2xnisjVPiB4J0qz+1y2c0kWJg2zS3DI8WAUcMoKMScDdgZByRQB5t4h1HwNHe6rbafp+kalY3M0UtvENVFrEkkcDZfAznJIXBABPX1rK05tM1KXRrW/1PRtKgtrC3tdQuX1NZzciN1kTy41OAy7NhLZGHOAcAn1ubx/4QiW8ZtMnRbK5hguPM011ZFljMiy7NpbbtVuoB46cjKS/EHwcJ0jtbJblZbeGeGQWmwTCSYRDbvUZwSMnoOmc5FAHDeH5PAuk+JtK8QwavpVtdHVbyS4H2tncWzxTCPeWc/NnZnGclvaqXiubwb4p8YeJNSkudM2tpLQWU0mpjMt2AvlyKuR5YGCCMkEDJHJB9Q0zxv4J1TVk0uOIQ3ks7QQpcac6CUgZyrFduCORkg+3IpdZ8beCfD2tXOlatGttPbxJMzf2e8iFW9CinpxnOB8w684APLNOXRp/FVvcSXWlIr6m7y6g2oq7z27qQ1uYVX5lfjAZmKg4HFZMlr4d1C40XSLj+zL149Mmhimnv5VW2L3ZMOdrZfbHJkIOWzjPAx7W3xB8JW+r3Wmqk3n2xI3JYtseZELGJWx/rFUfdOOuBzxUVv8WfC7QWEsjXkEN1amdT9jlfYVYqYyEVvmBVs9uB1zQB5TrXhnwpDcX7X0unqlvoX2XTriXUJFkuruONVjlCZATpgrkjoe5r2rxNIk3hXTpY5kmR9R0tllTO1wbyD5hkng9ep+tZcvxf8AB0F68E9/PHGLWK6Sf7HMyyRvnkbVJAHy5JA+8B1BxseM5kXRLIMSDLq+mqgIPJ+2Qn8OAaAOjooooAKKKKACiiigDmPFkzQat4RdQCTrWzn0a1uFP6GunrC8SRJJPoTOoZo9UjZCf4TskGR+BI/Gt2gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMTxPpGpa5p8dhp+sSaVHI+LqaBAZmjwflRj9wk4+br6Vyv/CsC+ux6i1+I7fTYYotIsYxiOIxAGNpiAGkw4L4P94jPr6LRQB5TN8LvE2q6heX2t+M/tFxdWK2DPbWSQFYfPWRkBXqCqsPXLeg57rTdAfTdf8Q6slwryatJC6IV4j8uFYxnnnJBP0xW5RQBwN18M49U8L6xY6tqc17qurrGbi9dQFV4yTHsQYwiljgZPBp+j+HtQ8EafcXNtb3Ov6pfGKObyPIt0hREIUIrMoCKS2Bkn5vau7ooA8bHhvxHFppkTRtdm1j+1v7X86V7BUaYQtGoIScDHIY4XnGPepRofib+y7u0Oi+IVuNRmEup332mxaa7UJsEX+tARcADgE4z616/RQB5pJZ69FcySaN4f1vR1Nva28XkJp0pjjh83CgPORg+b16gL7ms2y8O6pp0NnaReFddntrWwubNTLd2al2uH3ySMBNjOc4APevXaKAOLtPBxn8JeFdLeS7tE0e5t7mRJtnmSeSCQrbGZcF9p4J4HXNSXHgb7T4a8R6RJfsRrd7Lcs+3/Uq5X5VHsF/MmuwooA4zV/BN/qGrale2XiGbTv7QFusxhhDOyRK4C5JwATISeD0A45rCs/g7Es2kwahrdxc6Xo4xaW6oEaTLiRvNbuu5UwowAF9STXqFFAHKL4LTdZtJeyuYNcm1hie5YShYx6ACRR/wE9M8Qat4Gm1fxDquq3GrsYrzS5dMhtBDhYkkUbiWzlssM8Y/rXZUUAeY6b8J77TfElvfp4qdtOgvEvBp/wBiGGZEEYJcuSW2jBbGTknqaiuPhxrb+IrRbfWZLWweK7lvJ4RzvmuVkdIhu+Qsny7sHAU8E16nRQB5vc/CdLi/1Fv7ZZdNl0ZtIsbIW5xZphMNuD5kwybsHGSeTxXQ+KLVbbwvptuT5n2fUtLRXYc8XcAz9cZ/Ounrl/iCzp4RZ4yQ639gwI6jF3Cc0AdRRRRQAUUUUAFFFFAGJ4h/1ujf9hKP/wBBetusTxD/AK3Rv+wlH/6C9cr8S9evNF1zwui+Ijoem3Mtwt3crEshG2PKcMCME8cjgkHtQB6JkZxnn0pa8Ji1nVr3SbTVbLxXcyeJr2efTdOkhsomW+iSc7HdSpCINxy2Fx3zitjUNX8T6HqbWltryXupQavcLb2t4vlx30TW8EvkjnIZWmwnOOOemCAevU0OhdkDKXUAlQeRnp/KuP8Ahzrrap4ETU76/nnlWW4a4e5j2NCRIxKEf7IwPw/Ac1c6hbnxzY6roGv3sd14hWyuZbAWaMjWkZ5eRmBMYMZfGCDn9AD1eivAtJ8W6gbfUL7UPGd8uj6ejQf2pHbBjLKbssnl7hhy0YG4bSFVfQ1seGNf1zxV/YNvD4svkuGn1FJLq3tYtsyRMpDMGUrnEke3AwBkdaAPYpporeCSeeRIoY1LvI7BVVQMkknoAO9PrhtPmbxZ8F45dfvUtjfaWftV2yABQVIMhHA6fN2H4Vwd7qXi0+Em8Sp4puW0e3vkht57m2S0YwSJ5LTlUTOFkkyoIPCk46UAe60VwfwyuLjULO/1A315e2D/AGeC0uLuMxtKI4FV3Cnnaz7jk8nJ+p5C68SeJf8AhJfFUukeK7m6tdMv7ZTaNZRBA0k5ia3DFSeAqgFcZLZPOTQB7XRXz9rXinUvDUkui3njG5tLO01C5FvdrFvuZtiRMqkBNjRh3dSDjkf7OK6SeHxLqcfhHV/+Elv7S816a38+ztkiCwxi3kdmQMpOBySDkZfnkLgA9dor54vb7xGs9roEGuX17qLQ3+jRxIoMjRrPtinfJwAxj8tnzkKoIySSeneXxLF4jfVbbXdRMI8Tw6fLZ7FMMkbCMSlQQSFA+UcnG1m4JIAB7BRXnXxZnu7K30G6TXdS0yxa/wDIuf7Nh3ytujcq3rwUxgf3yecAVz/hj/hJvEGn2+qWPiTUwml61NbefeoqCWw2I7tLGVy75G0HqCe2MgA9lor591DWNbn8HHWzrmrSWNnqk+ni6li8t3triIATMu3JZGdcYxkcLjt0s8Gv65aw3Frqms6da6x4hkazMYCTJCbfh2z92MGOQ7MAncCcGgD12iuT8EnVrvwDHDf6jJLqaPd2pvWUM2UmkjV/RsBQffFeV+GW1nyDL/wlPiRtHh0yY3TPbl/s+4BYFQDdvfa24gD5cEZBBwAfQFFfPketeK9XvdDs7a/v5tUutOtTqEBXalt5c4YNKeAA8e9j/EcAZwcVoWOua1Fe6Yqa/q0onlvSR9mLRmyf7Q6XTso2mQHawVcDbsAA5yAe50V5h8JdVvbi61zTZ9R1XUrO1MBs7q/tXiYp5eGHzd9w+pwT3qv4w8P+L4rTxbf6brmpxWw8u8t4jKpZ2jO9xFt5RNgVQDyWU5BB5APV6K8R00+LdQWxSDxRrr6bc6xHaW91NbLBPJGtvK0j4Zc7Qy4+bOcHuK349K8b6ho9sItfvl1Kw1d7cTFESKeBJHHmypxvBU4wuckLxkFqAPT6K5XxzHcx2elanaXV1HPY6palYIXVVuBLMkLI+R0KyNjkYJzXmGn6trur297HbeMNWlinsLu+vJo4WRLUxsrRNDI8SHY6nBROnPNAHvNFeDnxJ4na7uLgape3elw6hp39qxbTG9ou2BmZGAACEh1ZAQRjJwGOd3wB4qgu/iPfaLp3ie+1zTWsXuQbiAjyp/OO9QdgO0Bhg9OcDsKAPW6K8h+JGu/2F40xeeMdV0S3n0vfbLbwCWEyq7DBXaTk5Bzj2yMAUeC9evLvx9prG91C6N7o8Meq+aF8hLsQpINmAOdpbOOMsKAPXqK808bJrcvjCcadr2q6fBaaDPeMtuFMO9XXYCCCNzYfk84XjHzZ5G+1rVNK1zRLrVLzUZZta0mC8t44U3S/bPs7QmBF/hG6YSc4AIYYO40Ae80V4d4i03xT4P8ACgvZ/EWpWljDolrBcKlwrbLoMiKsI5IxglmGNwPU9om1TxTJa6ja6lrWsQai1xpKwy2gAjlhkZkEifLhd5OWTu0ZGduQAD3aiuO+H0+rGPxBZatfXV9JY6tJbw3FwqgtEI4yv3QB3J6d64GfUfFXh65XUR4h1G4tn1TULZ4b5UKBIo5MSgAbtgKFuPlG0UAe30V8vw/EbVH8J6gF8UauUS0idrlgC8d+ZCyxI/B8t1Vzg9AhHTiuwX/hKItTs21XX9VH2PV9LWFZjGnmi5VRNGwUclcuMdh9c0Ae4UV89afJf3HjO48HxSanLf2V/HEjKQ6fZVvWuZJ5mOAMq8a4HUqo7gV6l8REuI7bQ7+01K8tJ7fVraMR27DE6yyLGyspIB+ViR+PrkAHZ0VwHwr06403RNZs5r2/kkg1W5gVLli6QhW+Xyi3LKQQ2eMknjqTzFnpXiG31mHULfxBrpF7r91pssLhfLMeyUNOFC7cho8qcYAAHagD2aivAvBH9r6z4mstM/tPxH/oFpLaa3au7LbQ4iMSbOR+8ZvnBbnIJ7U7xLp+u+FfDXhW91jVL5VeJtMvWicySxI0omiAUfefbH5bHI7de4B73WJ4t/5Fu4/66Q/+jVrw3xlq13omipcXniPxDpWsXct1qGnWQUoViklyiTkHIbaMbeg6Y659g8W6kZPAEV/EkyC4lsSFnTZIBJPECGXs2G5HY0AdbRRRQAUUUUAFFFFAGJ4h/wBbo3/YSj/9BetO5WzkaKG6EDNIxESSgEsQCTtB6nAJ47VmeIf9bo3/AGEo/wD0F6q+K/CkPiS60W5cBZNMuxciRCVm2gZKIwIxuZUBJ7A9DyADXgbSo5IZIDZq8m6CJoyoLYJLIpHXBDEgdwaia+0Rf9KNxYnmSTzQynlCsbnPqDtQ984Fec6Z8OftFosl1pkujQWuuNqdvG0/n3MMXlxErG0ZbG6RCcZJxjvVHRvB2pPZ6xqV34TM1hcw+XY6LNdiOZ4nuBNtckgRhSzNgnPOCMjFAHrt7YQX2nz2Mm9IZ1ZX8pihw3XBHIzk/nUYTSodNEwWzSx+zhQ4CiLyccDPTZj8MVxngfw/qOn+ANX0e/0MWQe5uvslk1yr74X+ZFZkbj7xU/N29650fDm40S1Elh4Vtr03Hh9bbULJLsRJcXZlhJ5LcABZGyMdMDrQB6kv9jIjacv2BUtDGpthsAhL8INv8O7OBxznirKiytpoYFEEUrq3lRjCsRwW2j06Zx7V5CfAerWWlo0/hddbu5dFtYLuF75Y0uLhHAAYlx/q41+93468kQaP4B1yG98KQz+GEtoLa4uLi5uEvlb7JFK0v+jqA+5sAod69z9aAPYLS803ULcR2s1vPFs/1aEEbc46enGPwp11dadb2k32ua2jtodqS+YyhEzjAbPA6jr6ivPPCHw9l8P6z4b1WPS7WxuVsrldW+zyfKXcx+WoGTkDDdPTknisvxX8P9Z1jxF4h1Kw0mKOKR4P3D3CCPV4xsZ0dQfkIdCQ5Ib5vyAPU5NY0m1tZJpNQs4reCX7PI5mULHJwNhOcBuRx70+OXTWsnvoWtWtWzM88e0o2053ZHBwR19q881T4XWtxqD3S6TYTjVNVt5r6HGyO3gRH3MmCMuzEgnBzvOAOo1/APg99A0XxDpF/ZxLp95q11JbWxYSL9kcKqqRzwQDwfXmgDo/t2haheW9p9osLm4mgNxBHuRy8WeXX1XPcVPc6ppVldR211fWVvcFQY4pZlR8E4GATnBII/CvP/DHw/n0nX/DmoT6XZgWVpcwyMCN8DGQmIgj7x2MV5ziofGvw4bxHe+KL1dHt5byW1t10u4M2HMo3eYxJbjA2AZwPl4HXIB6AL/QbW+lYXemw3csnkyHzI1kdwAdh7lgHU4PPzD1pf7b0Zc/6faDy7o2p+cfLPgkp/vYyT+Nea698OtQ1Pxjf28Gi2A0m+vItQOqtMFltmBj85I0X5g7mPO7od3JzWn4k+F8L6Tr8+iosepXl1DfW0cAWEI8QOFUnKhm3SZbA+/yOKAO9tNR03VVVrO7tbrCJOPLkVyFfOx8DoDg4PfBovtT0zS1jW/vbW0WZiEE8ioHPU4z19a5b4feGb/RFu73UbW2sZLmC2torG2lMogigVgoZz95zvOSOOnuai1nwtL4z8P3x8UaBaNqlr9pj00RXBZdpHyP1AViQuc/3QeOgAOquNX0a3uPsF1qFjFNhR5EsyKeeg2k0o1zSHaALqdm5mna2i2zK26VQcoMH7wwcjrXjV18INTuLa6lfTLEX1vpNra2U0VyS0lzFsHmndgKNq4I54A6Hr1sPw0t9QvNcS+soLOzl1qK+tBCq7iiRpkrg/u9zAgnqeeOQaAO7u9U0vSjFHe39nZmQHy1mmWPdjrgEjOMj86p6be+HdM0qGz0++0+KxtGFmipcKVjdVz5ZOfvY5wee9c78UPDei6poDahf6WLu8jeC2gcbiyCSdFOAD/tVh6/8N7m88R6hPYabAtjcX1tfCMTCNWkiik34AzjzGdVbgcKxOTjIB6VDf6XM0TQXdm7Xu7yykikz7eGxj72O+M4qqPEGlw68+gmTybqG2Sfa67E2MSq7ScA8g9PSvMdN+HOvW0+lMuk6TaeRrw1IyRXLFrS3ymYI/lyVbDkjgcj3NdT418GP4s1yzT+y7BbdRE1xqsmGuUWORnEMI7ZPBYkDD98YoA6mXxHocIYyavYqFEjEm4XAEZCv3/hJAPoTUk2t6TbrE02p2cazSGKNnnUB3AyVBzycDpXldh8OtXk1HUdeudD05f9InksdEnmBVllMe4Suu5Qo2M2xQwJdhwKu+H/AIe3K30K6v4Z0JLD+0rq7MPy3CxQyR8RKrKAPn2HIA4THA4IB6Fq+u2GkaJJrE5ae0hZctbqJCMsEyPoTyewBpf+Ei0Ym3CarZubiTyovLmVt74LY49lJ/Cue0Hw1caX8Ml0K80uzvpo/OKWVyRJCQZmeJWzkYUFPXG3jtWMfhvcReA7m0t7fT4Nck1D+040tiUt4ZMhTGny8L5QKcqRlicUAdpb6noniYm2gnjvBCttelVJwu4+ZCx98puwfQVZTXdIkuGt01WxaZXdGjW4QsGTO4EZzkYOR2xXPeA/C11oP269v4La2uruO3t1traQyJFDAhSIFyAWbB5OB2rJtPADi/sNSOlaXBeRa9PdSSJGiyGzYSqqsyr8zHchIJPuaAO3j17R5o4JItWsXSdC8LLcoRIoIBK88gEgZHqKlXVNOeURJf2rSGMyhBMpOwHBbGegIIJ9RXmWsfCYWltpM+iafpGoX1pfTzTQ6hDttnilDZQIM4VSV2rzjr1rLvvhdq1tLptjp+l2s1tY6XdW8l6LjyXuZJ0lDR4B+WMPLkDBwAR3oA9XHifQnsFv49YsZbN5lgE8U6unmMcBdwJGcmrk+oWdvpsmoyXEf2OKMytMp3LtAyTx1/CvGrXwF4lgi1Ge58IaBczSpbQpZib/AEeVl377hxxh8bV4Azkn1z1+n+E9Ut/g3L4ZvLSxl1D7LLFFAjEwqxZjHlm6gEqefTHPUgHVXXiTRrS2S4k1G2aN5YYlMcqt80r7E6HoTnn0BPY1Ubxx4aS3e5fWLZbdFZ2lYkLtWYwk59PMBXPQ9Rkc1yC/DBYNL8R2Nna21qt5p9mtsYAB/pcAkbzBz/eKcnaTzx3LPD/w3vLnSroa9Z6bZTS6YdLt4YU8/wApGkaRpHPALlzuGOARnqSKAPQv7e0fyppf7WsfLgZElf7SmI2fGwMc8FsjAPXIxUdt4k0S81GXT7fVrN72KRontxMokDL94bepwTjivJZ/hJqkd9qkunW1vHFay2YsIpp/k1CGJVDJNjofk3BsZy3GABjYl+Fsv9sQarbWthBejxSmoiWJQhSyQf6s7R1JXOADksM9yADubvxfomna5PpWo6jbWM0UMUqtdzLEJfMLgBN2N2NnOM9cVG/jrwvGCW1m22iOSTcpJBVJBE2CBgnewUDqc8ZrnvHPgiXxb4i09F0fTBZ4ja71SU/6QqpIG8qMDuRkZPGGP0PNX3wv16XxjqsFpHZReHb+eOb7Q0p3wRmWOaWONBnBLxg88cdskUAeq6vr+kaAlu+r6lbWKXEnlxNcSBAzYJ6ngcDqeOnrVebxd4cguLKGXXNPRr6My2pNwu2ZQQvytnByWGBnJ5xnBxQ8U+GV8Qa1oMkunafdWltNI12buFJD5ZQ4VQ6sOX2k4APy9RXH6l8Kvtvw2uNLbTNPbXPNkW1m4xBE10ZcIQBtARjwPcdDigDvf+Ex8N51Bf7bsvM08SNdxeaPMhEZw5KfewDxnHORjrTJvG3hm2WVp9atIo4p0t3ld8RiR0DqN/3SCpByDgdzXmGreEvEs3iyTU4vAuiRWCJc25gtmQNeLL8qGUAgZBwxbsNx5IANnRfg7ew6Xpa622n3901/byXiFMpFbRQtGI1JGWJ2xZ4H6ZIB6TceM/DFqtq9x4h0yOO7Vmgla6QJIF64bOO/rV2/1vTdM0d9XvL2KPT0UO1wDuTaSADkZyCSOnrXmtp8MJk1eOG50jRpNHFxqEuDbxu8aO5Nui7hkAA52ggD1rr/AA94Vh/4V3pPh7xBZQXPkW0aTwPh03r/ADwaANH/AIS7w8ZYY01mykM1vLdRmOYOrRR43sCMjjP44bH3TiqPHvhYwwTDWrby5zbhDzwZwxiDcfKWCscNjGOcVwU3w0v9L0zzbHTLK9uLbXru/tLUsFVLRo3VbcE9mIQkdOT+Mvhv4QN/wi+pWPiCS3R9Te2Zre2Tf9mjhdmVBIeWbYxTf1A6E9SAdvc+PPC1qblLjWIFNs88Uy7WJVoVDSjAHOAR9SQBk8VP4tkQeGJ3LqFMkIBzwcypj86848Q/CnVL/wAbapLp0OnrpOpwgPPcyFmtS21ZjHGBzIVUEFuMjqDXofilYLDwg8KYjhje3iQFug81FUZJ+g9TQB0NFFFABRRRQAUUUUAYniH/AFujf9hKP/0F626xPEP+t0b/ALCUf/oL1t0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXNeJ/GMHhW+0uK80+8ltr+UwfaoUDLHIR8qkZzlsH6YrS17R/7c05bT7ddWRWaOYS2r7XyjBgPocVZu9Nsr+WCS7to5mt2Zoi4zsJUqSPfBIz7mgDhdN+LVpqVgXj8Pa1HeyWf2u0tmgB+1rvCARspOeWXJIGAc9BUqfFWyfUbW2OiarDHJdPY3DTxqr29zgGKMqCc7+cHOM49Ti+3w+tf7O0K1g1XULN9Hsns4bi0dUkIcRhmyQQCfL9P4jjsQkfw502PTVtG1DUZpTqC6jJeTSK08kyrhCW2gfL8pHH8NAFG2+J/n6ba3I8M6vJMTLHe28CqXtJU6od5UMeCeMEDBxzWzN4wD+EdP8QaXo2o6kl95TR2sEY81UblmPJAKqG74JwMjOao6R8OLHSdRsL0393eS2xu5JnutrPcS3CxqzMQB0EeMY79eOdzRNCj0Dwpa6HbTSTJa2/kpJKfmbj26UAcpN8Sp7yx0ybTNA1CKLWYJlsbm5VOJwjNGpjVjlW2k5z2/Jo+KMkNqYpfC2tnUbaa1t7qGWOOP5piBlDvIJ9FOMkgZHJG94V8MPpXhTRLO/8ALGqafZG2W4h+byiwG4ruBGflXkjt6Eiq1j8OdKsLC1tEub2bytTTVJp7iXfLcSoPk3NxwCE4xj5enOaAKTfFOzGn3OoL4e142tk00d8fsyhrV48ZVhuwcg5yDgd63/F6LN4YnDqcebA2M9CJUI6e4rD1j4YWmrQXsH9v63a297LPNPBBNGI5HlIJ3KU5A2gDPIA65JJ0fEdsNH+HrWsLtKLOGCNGmfl9jIAWY9zjk0AdTRRRQAUUUUAFFFFAFLU9Mj1S3jjeaaB4pVmjlhI3IyntuBHIyOR0PGDgjOk0DUXkZk8Xa1ErHIRYrMhfpugJ/Wt6igDCfw7d8GHxPrUL92VoHz+DxMB+AFRXHhe7u7JrafxZrxJYMssT28Lp9DHEuR7HNbcN5a3E0kMNzDJJEcSIkgJQ9OQOlT0Acpb+B/Ji2SeKPE1w2c75NQwfp8qgfpViw8Hx2byNPrviC+D9FuNRcBOe3l7f1zW7PdW9qENxcRQ722r5jhdx9BnqamoAyv8AhHrL/nvqf/g0uf8A45R/wj1l/wA99T/8Glz/APHK1azb/wARaJpQU6jrOn2e5ig+0XSR5YYJHzEcjIyPcUAM/wCEesv+e+p/+DS5/wDjlH/CPWX/AD31P/waXP8A8cqp/wAJ34P/AOhr0P8A8GMP/wAVR/wnfg//AKGvQ/8AwYw//FUAW/8AhHrL/nvqf/g0uf8A45R/wj1l/wA99T/8Glz/APHKqf8ACd+D/wDoa9D/APBjD/8AFUf8J34P/wChr0P/AMGMP/xVAFv/AIR6y/576n/4NLn/AOOUf8I9Zf8APfU//Bpc/wDxyqn/AAnfg/8A6GvQ/wDwYw//ABVH/Cd+D/8Aoa9D/wDBjD/8VQBb/wCEesv+e+p/+DS5/wDjlH/CPWX/AD31P/waXP8A8cqp/wAJ34P/AOhr0P8A8GMP/wAVR/wnfg//AKGvQ/8AwYw//FUAW/8AhHrL/nvqf/g0uf8A45R/wj1l/wA99T/8Glz/APHKqf8ACd+D/wDoa9D/APBjD/8AFUf8J34P/wChr0P/AMGMP/xVAFv/AIR6y/576n/4NLn/AOOU2Tw5ZvGyrdaqhYEB11O4yvuMuR+Yqt/wnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAFiLw3aRxhWu9WlOT8z6ncZ6+zgcdKf/wj1l/z31P/AMGlz/8AHKqf8J34P/6GvQ//AAYw/wDxVH/Cd+D/APoa9D/8GMP/AMVQAP4Sha4aQaxrqIekS6lJtH5nP61NP4ZtZoiiX2rwMf449TnJH/fTEfpTF8a+FHjkkTxPorJGAXYX8RC5OBk7uOaZ/wAJ34P/AOhr0P8A8GMP/wAVQAxvB8TKoGua+pA5I1F/m+uf6VJD4TgijlV9X1yYuMK76lKDH15GCB+YPSnxeNPCs8iRw+JtGkdzhVS/iJY+g+an3Pi/wzZOqXXiLSYGYZAlvY1JH4tQBT/4Q1P+hg8Q/wDgxapU8K+XC0S69rhVs5LXm4/gSMj8Kvrr+jMoZdXsCpGQRcpg/rS/29o//QVsf/AhP8aAMoeDkBBHiDxDx66gx/pVU/D21Jz/AMJH4q5/6jU3+Nb/APb2j/8AQVsf/AhP8aP7e0f/AKCtj/4EJ/jQBz//AAry1/6GPxX/AODuf/Grlp4LtLRlJ1fxBPgEYm1i4OeQezD0x9Ca1P7e0f8A6Ctj/wCBCf40f29o/wD0FbH/AMCE/wAaAK0Phmyhj2fatWf5mbL6rck8knH3+gzgewFSf8I9Zf8APfU//Bpc/wDxypf7e0f/AKCtj/4EJ/jUVx4n0K1VGm1ixUPIsa/v1OWY4A4PqaAD/hHrL/nvqf8A4NLn/wCOUf8ACPWX/PfU/wDwaXP/AMcrE/4Wp4F/6Gax/wC+j/hS/wDC0vA+0t/wklltBwTk4/l7UAbX/CPWX/PfU/8AwaXP/wAco/4R6y/576n/AODS5/8AjlZkHxG8I3MrRW+uQSyLnKRqzEYxngD3H5025+JPg6zkEd1r1tA5G4LKGUkeuCPagDV/4R6y/wCe+p/+DS5/+OUf8I9Zf899T/8ABpc//HKyV+JngpmZf+El09SqeYRJJsyMZ4zjOR0A5PanSfEfwhDbJcy65bpBJwkrKwVvocYNAGp/wj1l/wA99T/8Glz/APHKP+Eesv8Anvqf/g0uf/jlYn/C1PAv/QzWP/fR/wAKtyfELwfHLFEPEmmTSSkhEt7hZifwTNAGh/wj1l/z31P/AMGlz/8AHKP+Eesv+e+p/wDg0uf/AI5WR/ws7wQf+Zn07lQ3+t9Tj8/arEPxB8GzoWTxVowAJHz3saHj2JH50AX/APhHrL/nvqf/AINLn/45TW8OWLoymfVMMMHGq3IP5iTis9fiL4LacwjxTpO4dzdoF7/xE47evp6ip/8AhO/B/wD0Neh/+DGH/wCKoAsR+GrCKMItxqpA/vatdMfzMmaf/wAI9Zf899T/APBpc/8Axyqn/Cd+D/8Aoa9D/wDBjD/8VR/wnfg//oa9D/8ABjD/APFUAWR4bsQzN5+qZbrnVbrH5eZxUdz4U0q9t2gujqE0LEFo5NSuCrYIIyPM5GR0qL/hO/B//Q16H/4MYf8A4qlXxx4Rd1RPFOiMzHAA1CIkn/vqgDfooooAKKKKACiiigDE8VWtvd6RDFcwxzR/brTKSKGU5uIxyD14Jqb/AIRjw/8A9ALTP/ASP/CjxD/yDYf+v6z/APSmOtWgDK/4Rjw//wBALTP/AAEj/wAKP+EZ0DGP7D03A5x9kj/wrVooAyv+EY8P/wDQC0z/AMBI/wDCj/hGPD//AEAtM/8AASP/AArVooAyv+EY8P8A/QC0z/wEj/wo/wCEY8P/APQC0z/wEj/wrVooAyv+EY8P/wDQC0z/AMBI/wDCrNvpOm2jxvbafawvEpWNo4VUoCckDA4BJJq5RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAxYYllaVY0Ej8M4UZP1NOZVddrKCPQilooAia2gaAQNBGYR0jKDaPwpY4IYY/LiiRI/wC6qgD8qkooAqf2Xp//AD423/flf8KP7L0//nxtv+/K/wCFW6KAKn9l6f8A8+Nt/wB+V/wo/svT/wDnxtv+/K/4VbooAqf2Xp//AD423/flf8KP7L0//nxtv+/K/wCFW6KAKn9l6f8A8+Nt/wB+V/wo/svT/wDnxtv+/K/4VbooAqf2Xp//AD423/flf8KfHY2cWfLtYEzwdsYGf85qxRQAgVQxYKAT1OOtLRRQAUUUUAFFFFABUF9PJbafc3EUaySRRM6IzhAxAJALHgD3PSp6oa1pz6vpFxYJdta+euxpBDHL8p+8pSRWUgjIII70AY+o6zrL+Al1TT4dNttUlgR9t3dq1vCzY3ZkXhgMnGDg8Vi6D441jV/AWu6jLDpSaxpUs0LmO4P2Y7AD5ufmOzGT77T0zxPL8OpbnSY9Hu/EVzc6VFtCWUtjbCMBfu/cjU8fWltPh1JYaVd6fZ+JLu2t7sHzooNOsY4nJG1soIO6gD8M96AOLtPiZ43t9GdNTsNNe5OjQa1Dc24YZtTIiyFl5Bk2tuwMAYPB4Fal/wDEHxWbTxC+n2+jXLaW1vJDLZyPOku+QjyDjrIVx93pntkY3/8AhXl2VKt4nnYG1Fjg6ZZ4FtzmEARYCHuB6D0q5YeC7rR9LXTtG159Lt1bcBa2EAye5O5Tknjk88daAOO1j4i+J9G8Qarp17FYWotbaW8DSrtUIbbMCKxb53M+VIAJO07eAa7rVrieT4bXU+pxpFdyaWTOh4CytHyOcfxHA7/jWdJ8Pmu9Tt9U1LVxqOo242w3V1p1uXjAOQBhAODkg4yCTg81d8X27w/DvUILy8e4kS3Aa4dFVpGBGCQoAGTjoAKAOpooooAKKKKACiiigDI8R5/s63x0+32ef/AiOtesrxD/AMg2H/r+s/8A0pjrVoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKi+024uPs5ni88jIj3jdj6dexpWuIFtmuWmjECqXaUsNoUck56Y96AJKKYk0UjFUkRiACQrA4B6fnT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsHxrbNd+C9WjVgpW3aTJ/2Pmx/47W9XPeOp5LfwRqzxNtYw7CcZ4YhSPyJoA6GiiigAooooAKKKKAMjxHIiadbKzqpfULNVBONx+0RnA9eAT+Fa9Y/iSJJNPtWYHMeoWjLgkc+eg/HgnrWxQAUUUUAFFFFABXlvxf1G+sZNI/se/wBSGqP56LY6ejO8iNGy+YAoOCrFcZx3I5WvUqZ5UYmMwjXzCoUvjkgcgZ9OT+dAHg/9sXkHjPTNGGs669zdtFY6xBBCpgR/IERMcmMkq4GWPGQTUenjxBqviPwxoT+J9ehmeG7iuLiIAYiSSQxPux1YRKCD1Gw5Oeff6KAPn7y/FOqaHNr7av4itNUstBt7gMnyxzvuciMqF+YnaGPOTvwRjr2PxPuryW18J2dvqmp2OpXV7F+7sEIYhtqOWb+DAc4B4JPQ449QooA8k0LRvF13qmmBtW1TytN1LULOa9nlVluLNWAXI4JkZvlDfw7GPYA5Gs6D4r8P6R4Ynv8AXteEMRuLSaPTT51xErgvCpKj94fkVCSMAkY9/cqKAPFZn8XaX/ZTSXuuJqA0a6TUWeCSeCJ2jdoG3qhDSK+0EAHqcY5zBHPrV3osyTap40ltgbWWCW00yUzfaAsgmUFl3GIEIcnu2Oxr3GigDyrV5dfv/gppPmyazba1K1vFMEVorlpN+z5sqWAzhjwCQOozWTPp3iaw0HXEi1PWtSn0fW4zaSzmWWSWN4lRwAvLBTKWAXoV7c17XRQB4xa+FfE2s+F9Qe1utbs5luLNdK+1OtvIRbxCIyyq2WVS299vBPB5zmoNQPiWTxVctFdasuhDxHGZEjgdpYHDYQpvwJIXYAkDIUEcHv7dRQB414BHiCPWfC17Nquu3Fnq8eoTT2l+24Qqjjy2OAMFtwP1PFbXiLw3q1v4ttbq28Q6rLHrd41rc2UfEUNsYJAWGOhX5cN6n1r0uigD58WfxBqlxo2l6NquqXeonTo7e7++qRKtyJI5ZHPALRbs8kn5eD26PxFofivw9oerala6pfzRJrBmtbYyNM6W8oaKQkKCT80u9VH3QoPXNewUUAeefDG11GKz1W7lfU3sn8mCwOpLtlkWGIIX2E5UM2SAcHHWuj0278RS6hEl9aeXbHO9vssaY4OORcuRzj+E/h1HQVFc20N3byW9wgeKQYZT3FAHjOuWFxd+NfFC6ZprX19c29yEuZdPcSQKbHYvk3O8LgyEKFC5+ZjmqfhrwpdalDqNzptn9g0IPDcJZajaSCOSRI4DJuiHPLLJjGeQMcYr3C0tLewtI7W1iWKCIbUjXoo9BU9AHkHgObXtK8R2llPD5Nk1qrXLT2u3/RVi2wO0x/5aLiJDH0G6Q4JORsDUpR46XF5qzaE94yxmMTsTdKiZQ8EG2O/IIxlww5QCu91HTbLV7CWw1G1iurSXHmQyruVsEEZHsQD+FMk0jT5dG/sd7SI6d5It/s2Pk8sDAXHpjigDzPxXpMlz4y1+20zW5oJNV0YFkF6IxFdRzIImB6qoG7cBzgtjk1z12/ie21rVraPVdUvtPR7BbzcNpnwIt8tqWIBO5HDL93ac5PGPT/8AhWfgn/oWNM/78Cj/AIVn4J/6FjTP+/AoA811TTfEOmaBqU8U2q6hpthrE0MMbkzSS2s8JjeRQCN5VpSVP15AzWjo/hvU9d0gXem3l7YSyavBeWYluQJYLdIVjJmjBIJYKRt6gkdsiu5/4Vn4Jzn/AIRjTf8AvyKRvhj4IdGU+GNNwwwcQgH8x0oA4HTodX168u1in8UQaXP4lVrZ5FWGaPMTSO7B0bEasuFHA+YA88Dcu5bmy+GuvWOo6xrj3IuLqC2fy1e7ljDlECjbllOOWwp+8QQADVjXvCnw50i+0rT7/wAN6bENTmeJZivlKmxC/LdiSAAMjOfwpr6F8Kbef7P/AGXozMJoLfKoHHmTFhGufU7T9BQBw4HifQNEt57rVPFt1De2Fhc3MfmyTzLK0khkjjIKtGCi565HQk9K0YbPXbvT9K1q4vdfWE2upW8rzlY7j7EqM8Zk4IEhdVG7HIx6ZrpD4c+Ex0ptfGnaO1nGFzIp+X5jtXK5xyemRU7eFfhnbaFqus2mh6Te21ik0tx5IWUgxgllGTgH5enA/CgDitO03VLnwlqGqx6v44ayutIiijgkn895LiXa5MIwP3agBScAkMwB7U9vD+vwwxaVqmpeMrqG6t7G/V4ZPOube5Al3xhmOEUEA8HIOzrzXWaa3wn1OO3u7fSvDzvcMlvsWzjYI5RpApG3AOFbJx2A9K1NE0n4d+IVY6b4c0KUrBDO6nTYgyLKpaPI28Erzj0I9aAMG4ttc1D4N6RY6uNdXVJLiG3uVicLcOPN2ksxVztC/NngnaCTgms+PwfrU+j+Ire78TeKG/sS8ln0+cXB86dvsy4w5UsV+ZhhSAdx6mugs5PhLqEl9Haaf4ZlksY5ZbhVsIvkSM4dvu8geo4I5HFVLHVvg7qV9aWVpYeG5Lm7mWGKP+zowSxXIHK8Z+79SBQBzUPg7U9IhtdMml8UGwvNIspL1LKVZZ4buNxtjjZuEVQrHjoEAB5ANK7h8UXWnaTpH2fxLc6vNZ31jPHdM23yZXk8qd5M4UghASfvKCPTPcW938I7vTbjULfTvDUlvBKsUhXT4shmbavG3JyfTtzUlzL8JLNSbqx8MQgTSwZksIhl4sbwPl7ZH1zQBz+oeHfFEHizUtfsdW1/J163igsxIfJuISU3koOCigsuTxhCSeCa0fHHh/V9e+JOnQ6dqPiOxg/s2bzbmyZoYYm6ovmAYJYqNy57Ka37rSPhtZaFFrdzovhyPTJvLKXLafFsIkICH7vQ7hz2GScAGs60m+Emo3NnbWdh4YmkvZWghCWUI3OqhiPu8cEY9SQBzQBwekXHji4m06SSbxYb4Np8cTfZpVt/JIAm84sNrnLk7yCeCScDia5s9Q0q7t9KN74olt1vNSTTYrG7ZZXiiMRPT5mJdmTLHAClsc127yfChLaG4Gl+HXjnS4kj2abGSwgUtLxs42gE4PXtWjZ6N8OtQs726svD+g3EVkds5j0yMlTsWTGNmSdrDgd8jqCKAOAbw34v/tLRdOvNY8TGWHSblr+5iuJUhik+Z4h54x5rbiARk8AY44HbX0+qf8KUjl1Pz4tSbTYRc+ZkSbjtDbu+TzkH1INc8978LRpcmsP4NVWiv/sL2h0kCZZthfBi9Nqk/ga6vxOtqvwrufsWnnT7ZreN47QwCExAup2lB9088jsaAOzooooAKKKKACiiigDH8Sts0y3bcqr/AGhZA7u+bmMADnrkj+VbFYniqFp9KtlDKoGpWLtlSchbqI4HIxyB/hW3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcz410O71/S4LKzsNGuXabDy6rB5y26FSC6Ljl+gHbnmuKt/hXdDXrZ1itbXS9KS3ESIQ0upvBho2lyCI/m3AkckNjpjHrdFAHjNj8PfFl0dQS90rwjpttdtaCS3sbYlGEcjFmVW3KjbHcZAyTjBHJPb6J4Pj0O+8VSQWNgthqbR/Z9PijCxbVhCMGXG0bm3ZGD+Oa6+igDy+4+GV5c+D9Q3f2bb+I7maK7j+wweTbQyRDCRpj5sY3Asefm9Biug8EeEZtCt7y71MWf2/UIoY57ezi2wQxxIUSNc5LAKSMsST9BXYUUAec6R8Olhk0Ge80nQ42hF2dTSG0QCYSghI/lUBlUNg5GPlHFRR/DUwrdi3sNKh3eIoNSttkSr5UEZT5PlUY4VuB/fPXnPpdFAHj198MvELLqTQWfhFV1C0js3trSykt4kxJu87Ab74ycH1C+la9r8LIYby0N6ljqcb/AGu51Ka5s4d9xcyhAuwbMRqNrHjHOOD29KooA8/uvAt7e/CbTvCki6Y95FbJFJJdRtIkTBCN8eMHeCeD065HOKqJ8LxbajJLaLYRQ/2tY30KpAEEQt4l3FVXADO4OcdmJr0uigDyy7+Fd5f6BLbzz6ZDftrB1EfZYnjh8t4ljlh67gjgNuAPORmur8MeG73w9pGqN5ti2rahO923lQFLeOQoqqgAO4oNo75OSeM11FFAHmFv8Mb2LRrq0lbSZGurtbjyQLgQWxWMx7ox5hbedxJy2O1dB4rs10n4U31rLcmcWGmgGadvmlMSjknP3mK/ma6+uW+JNq958NvEMMbIrfYZHy5wMKNx/QGgDqaKKKACiiigAooooAxfFBK6TAR5n/IRsR+7GT/x9Rfp6+2a2qx/E0azaOkTFgr3lopKMVODcR9COQfcc1la/P4Y8Lw282s6rf2kdxJ5cbPqlzycZ7P0oA62ivMrzxd4PtrvS549eun0q9M8cl3/AGvcbI3jCnbjduyd46envzek8UeB1uZIpddvkkW+WxbOpXQAlYZGcPgLwfmOBwR2oA7+iuX0+20TX4L0abqWqN9luXtJZI9SuMpKmNwG5yDjI55Fc/4h1XwppfixtC1+5vbaFtO+1LcS6tchW3u0bJgP6A0AekUV45dzfC62tLiaZdWItPtKeX/aN3uJgYBlAMvGWYYzjOecVbupfhZYaTZznVLttPvrhoEMWs3ZTcoDMWHm8AYTPHdfagD1iivN/wDhEvA134Wudd0mOe+to4JZY2XWbpUcoDkFjLheRjJ6VzGhX/wt1uC0WGHVWuppra2kjS+vQqTTcAZMg4BBGfbvkUAe30V5doGjeAPFV48VlaawZvs6XbmfUrtTtdmAz+96naT/APXrJ165+E3hrX5tF1JtTS7hVDJsv7xlUtzgkSdQME/7w98AHs9FeQTR/C+3h1GSWPVlbT757CWIX140jSKCWKqJCSuFY59FNUtZ1D4SaLc20Eh1S5a5gSeE2moXcgdWYqBxL14Jwe2PWgD2yivFbW6+Ft3aRTx2mtrv+1bo3vrsPGbePzJAw83g7eQOp9ucRvqnwij1KKxkbVBLIsR3LqF26IZOisyykAjjPbnqeaAPbqK8z8U+HPh/4O02K/1a31JYZZ1gQRandsxY5PTzcnoelZen658LfsEWq2cN/NbtdpYMzyXDiJmGQzh3+7/tcnNAHsFFeZTa98PlSQDT7iTZqD6dL5cMmY5FBJJ5yFIHBHJ/OqF54m+G9vov2u70+8hgjFoQNzCRvtEQkXG2TLbUOW5PTjJoA9corivC0fgrxfpLajotos1skphYuHUhgASCCc9CD+Nc5pXjH4YavqqafZQSvPJMYkPkSlWILYIPoQCR3x27UAesUV44vib4fW9lbajBpF5JBcadcXgEsshZTE4UxFSxG8ndznjA7Nmrk3if4bPqy6VJZXCym+FnvRXChiFKMWVuEbdgZ67W4wM0Aer0V514em8DeMrua0stOnSa3XzsOJYg8RYhHByNysBkfWk17VfA3hzUb6wv9KuBNaWQvT5cLMsibsEIc4JGRnOBz164APRqK8km8S/DeOCbUBpmpPsEWEEE6eYsjBFZFYgEd+PwyanGqfDu38N3XiK30+/uba0nNtcRKJmliYEbiyO3ygZBJOPTrgUAeqUVwHiW28H6J4ch8Q3GlXE9kWiO61aX5Y3I+dgp+6Ac8+w71z1xrPw5g1C8sRpWrSSwb1gdGnZLt0B3JEQ5ywIIOQPy5oA9gorxxvFHw1hsLpl0+9D/ANnLqEUc0koadTn5UJc/MCOcce5wcXtJ0f4Z6j4lm0iPwqVvNzhHurSXZMFALMGfg8kjPfHoRQB6rTIpopgTFIkgU7SUYHB9K8p8U6B8PPCN9bmXwLPfvMrSFbG1eYLyBjGduTknBIwFPsDnyL8LL7UdOtbfwlHMb5LVrZ4ozGGE8hQkgEfc2/MeeeKAPaaK8QgHwxu/7N8zwUUh1C0ubi2dI2y7ws4aHqDvwjHB9h6U1bz4S3Fiq6f4R+3I+nG+VLeAvLkShPKOCWD7jz2xznGMgHuNFeUeEvCvw08YW909p4Pms5bWQJNb36PFIuRkHAc8Ee/asmVPhjpPiqTSbvwJdwxrdC0XUJbVmtSxIGSzNwN3GcH16UAe20V4Y118IryLUJl8JyCS3t3uLdDbtGt6inG6EoxBGfXBHOQMHFBdb+Ec+nC4Pga+hhheIsZoNh8qUsPNyJDuQMoGSf4gBnmgD6Corwi6vfhvaw6rbSeAPm0xrlZ41AMi+S8agls5AYyA5yRgHk9K6Txd4J+H/hHRRq0/g5bm0SZEuDA7kwxscGQjdyAccD1oA9Torwy8i+F2l3t/BqHguS2Gn6kllcSNuKojhjHMfm+4xU++Ofauj0rwZ8O9fstVvrHwlHIlldTW4CM2LhkAOY8NgqScDtQB6hRXiOiXvw5vtb0e1g+HzCbUC27daCUW0iuY2WRDnCgtycYGR6cdD4q/4QHwjqlja3PgS2u3vQebPR45AmAxHG3BJw3A5wMngUAem0V41L4m+HMiRtpngC21DzrD7bCIdJhBdRIY2HI42lTk/lmnXXiH4exQyPD8P7V9+knU7Nn0uBVuFCbnUHBxtHU+zYzgbgD2OsHxurP4A8Rqgyx0u5AHqfKavOP7d8BmWYReBtJuI2luhaSQ6ZGwnSGJG4+TlmdwuBnHfByBv+DovAPjKC8Nr4KsLWeykWO4hu9IhjYMVyCBg8deuDx0oA9GormPA8MNrp2p2ltFHDbW+q3UcUMS7UjXeTtC9AOTwOOfXNdPQAUUUUAFFFFAGT4iIGmQ5OP9Ps//AEpjrO8ZeGbrxCmkT6fcWttf6ZqCXkMtxCZFIAIKkAg4OQeCM7RV/wASxiXSoFYkAahZNwcdLqI/0qp408R3vhfSIdQtNKe/T7THHPiRU8tGYLnk5JJYAYB65PAoAyJPBWtPo+saaNYsIl1u9ee/mgsSh8p4kRljRnYBm2HJYt94ng1FrHw5GpauzqbI6TK9mk9lNGzB4IElXbkEHd+9yDngop55FZmr/FfULC1muBoBto7aa8spzcyqwW6igEsa5BHysM885xgdc1X1bxx45uXs9MsfDsFs+s20p0+8+0IWdhamT5V3fKd/IL8YwMZ5AB2nhDw3L4L8P3Om/bJdRt455JrXMYEojIBCE5+Zt27k46jpis6fwv4i8Q6LpdhrusoLdx52qwLbRlpzvDrACBgIv3Sw5bA9TVnwV4i1rWJ9T0/XNG/s2603yUP+kpMZC6bjkqSAeh/4EPesK38f+KIPEsVpq3hm2g0u41NtPguYr2ORw5VmjV1Vmw3yjd0xnp2oAnsvBHiJr661641Wxs9ZnLNbw29rut7NpFiWV+TukcrEOpCk5OBnIuaJ4M1zTdRe4uPEKNDLqsmoywWlsYEfehBQjcSQWwxyTyO5NY9n8S9furuytm8NRxXEs13p88LXIzHexKZEjBOAVZNvzdCW6gDkuPiP4m03StUfUvC0aX+jSW8t/HFcBka1kDfPGc9QUbjnHvzgA7Pwv4fbw1oktikyTO9zPcA7dqgyOWC/QZxXOXfw4n1XQtaGq6r9q17U448XohCJbNHloxGo5CqxPP3iD1zVZvH3ia28U/Zrvw1bLob6rHpyXsd9G8iGTaE3orE5O4N2wGH1O5408Xz+EbnSZfsa3VhcSOt55e4zRIAD5iqB8yr/ABd+RjrwAP8AB3hGTw99ovL+7jutSuUSJ2hhEUMMSZ2RxoOijceTye9ZGo+A9Y13xD4hvdU1mA2WoaZJp1paxQ8QqxyrPn7xBy3XqxwQOKqaf4/8TXA0i4bRLO6tNWtLqa3+yzFXDRl2j3bjhUKCMEnGGfnHSrXg3x3r+r61Z6b4g0CDTxfWBvbO4t7pZknUbcnAJ2ghwRk0AVta+HGsy6tPqWh61aWt3LcxTrcXdos8kflQCIYLAgsx3MzYz0x3zuaf4Lns/Bmh6B/aJR7CeKaW4hTaWKsXIQdACxx9M1h+LfHniPw7q2s2EdhpjGG0ivdPlkdtrxGZIpBLyMNmTIxwAOc10viTXdW0TwHLrK2VqupQ26STwzTfuYWwN5LDlgvPC8tgAcmgDntW+GM+rahqA/tGKzs7vURqLSQxEzh9nllVbICjbnJwSS56Y50tT8Cy3+jatpEd+IbG6nsvscOCVtIIPKyignuY2Ix3bmsW8+IfifT57m1vNBsY7myvrGK5Edy0i+Tc7gGU4HIYAc/qOaih+IXixLWX7TomnTXVlrKaddx2krN5gcAgRDqXXcM57K3TsAdv4s8OyeJtJis4dTm06aG5iuo54VDEPG25cqeCMgHnuBWdpHgWO3TU21zUH1q41K4huJ5ZIhAHMSqqArGQpA2jjGD3Brjp/if4rgk1SKTRbJH0yb7NOSkhVpnuI0iVDn5sxOWx1O3PyjAPrkkscQUySKgZgoLHGSTgD6k0Aefap8Ln1bSNfhvda8+/1a5huftBs41SJouEXZzkY+UknJHXPOb6eAZBpItLjWZ7i4nvILi8u/LWMyRwnKRIiYVFG1RjH94+mMTU/HHjHQbq/sL/AEXTGuRZXN/Zy/bMoyJIPkb5V5VGx23EDkZOK0fxO8SXGmyXMekaWskMdlfOn2h2D2c+8MykhcOpCevU9SMUAd/4e0AaE+ruJjKdS1GW+YY+5uCrt9+EB/Guc0rwVqcuoX1/q2pyq8eo3dzptuFR44S5dY5nznewRhtGQFA6ZJrV8J69rGrap4hstUsreJdNvfIguLYsUmUjcBz/ABKCu7tk1zy+OfFCamIJtK0lrefVJNLhliuZCY5vLZ0VwVw2NoDMpxnIHIIoAbJ8J57yWCLUPEdxLZq1xNcGG2jimuZZy3nAuB8iMpUFR156cYln+F8880sia8baK4v0vri2js0ZHMbL5SBjhgqqijrySx74GYvxI8RxaXout3VnpYs7nFreQ/adjJN9paFnRSCSg2g/e7n0zXUeD/Eeo6l4j8S6LqktnLLptwklvJauCGglBZFP+0uMHp2+pAJdF8J6pYeKpte1LxJLqMslr9l8r7HFCoQOWUZXkgEt788mtq+0LTtQnmubi3V7mS1e081iSVjbO4DnjOeSME4HPArzy98R+NNI1rUNCsotNvZp2v7y0c3BeWKJQWRWQKAnzMgG485x71kQfEnxhf2WoalpP9jz2FikcxkuJceYPsokaMBRlnBJLKCCCAvrkA6uz+FyR6eIL/XLq/nV7NUnkjC+VBbMGSJADgZIOWOc5zjPNa8ngPT7nVdau7q4nkg1ZkM1opCR4URAg45O7yufUMRXJ638QvFNobzUtMtNEuNJsbS1vLlGnd5lik3ZxjChiVYAZOAmSPmFdv4zi1SXwtc/2NPDDfxyRSxtPKY4yEkVmDsOQpUEHBB7ZFADfGulXOreBdW0rToFe4uLVoYYwQoyeBycAAVh2Pw4ntfENrqEuvvJY2t9JfRWEdjFEokdSuS6jceDyTknHPJzXMN8QfGM2k2ErDSo7i/lvLCKW1RjCJ43QLJlyRtCrN1ODjJr0HwhrN5rej319O0MzLqF1DB5J/dmOOQouG7g7c7vf8KAObufhBp15FOlzqMsjC0igtJfJXzLV0YuJFbr95m+UYGDg5PNXrXwJrA8TWOs6n4yvr4Wjl1txbpEpyoUjI6A4BI78+ua5vRfHHjWW+tIb86DJZaub9LC7jZx5MkO9sSEgAxptK5CgkAHJ6mnN8Q/HscGiObXRLL7Zp0s7S6k7LDIY35cMuMZTawGehPtQB6hqGgtf+ItO1b7dLF9ggnjjhVQVLyBRvOf7oBwMd+vUHmP+FXxwWHh230/W7mzn0aCSBbtIUaV1kIL7S3CH7wBAJAbr1zQuviD4hs20SX+zrK4TVtAN/HbxFvNFwsYdlC/3TvAAyScYHPVE8X+OLuHVLa0s9Dl1DRrhGupd7pBLA8JkGFOWDcjPzcFaAOln8CWK6Jb2OnTyW1xZ2E1lZ3MuZTD5oAeXGRmQ4POR1PY4rm0+DNnbabNaWGuXtn9qs47W9MSALclJFYOyZxnYGTHTDc553dHbeJr+7+FsXiVIrSO+fTRdsHYiFG25YnqQo5OOTxjk1xdx488dW2mX/2yx0uK5tNPttVDWoaQvbGQiTIPAbarH2Ge+CAD0nTdEaw13V9Te8ec6gYcRsgHlCNNuMjrk5boOtYl74BW9TVd+pyCTUNVh1EsY93l+UE2x8tyPk656HAAxXLf8Jt4rubHUJY59Otfs+iy38jTBc2srzlrdJBk7SbfGFIznk1Q1H4oeL9Oe5W+0u0topvsscU6NvWynkSNjHLnA5UswPQZAycHABqW/wAHL22A8rxleIYopY7UR2kaJbCVgZdiKQF3AEcAdc9q0/8AhU9idMSzOozErow0fzPLGTH5okZjznOQABnAyevbLg8feLbHXgmqWWlyaTN4gGjo0MjecjNjao4wcDkk+49K0/iVq3iDwxd2PiLTLmyNjBBLDLZ3dy6CeVsFAiL998K2B16+9AFjVfhZpureLLvWJdQvIrS+ERvtOiIWO6aM/LvPUrwMr6855rZ8eaTea74I1TStPjEl1dxiJAzBQMsMsSewGT+HFedaj8RfF2j3muW+pLY2r6dD9qkMkeYwZLZDDAjA/MfN8znnJHUAYrvfE+s6ppfgJdSilgtL0xxCWa4Q4hZ8DOzBy24gBTjryeKAE13wLaaxIrR3ctqZL9Ly8YDzGuQqGPyiScBNjMMYI5q74T8KW/hCzu7Cyup5LCS5aa2t5GytqrYJjUnnG7cf+BeuSeQtvE/jfVW1axS20e21DRLlDdMjyGKSMxeYFGcHJOATx/Ws23+I/iY2eia+8eiHTdRFnBPbNcFJYGd5FaUA8KjFWALMfud8GgDtrLwLY2GtWmrQ3EwuoLy8uXOcCVbkszRkegJQj/c9+L+o+G4tS8VaLrktzKraSs/kwp912lUIS3sFzgDHJ69q8wu/iH4qsrvU7OebTPt2laddtcshYxLJ9ojEcjBQSMRn5VxySc+3e+FNd1++17W9G8QWunRXOnJbyK9g7sjiUOf4wDxs9KAMZfhLDDpmh2trr99aTadby2k1xbqA9xDKSzICclMMeDk4GR15HXW/hfR7W2ighs0CxWP9npkk7YO6+nOBk9TgZzgVyGqan470vxW+mxto8lvrctwulyPJIWtTHAWUONoGCUycZ5Y9sVzP/CzfEMo8PSO0af27FZvbRRQlj5iXWydARz8yYPIxjIGCOQDsNE+F9vosCKmvapLPb20lpZSsUH2ON2yxiXbtDkYBYgk4z6AbXhvwhb+G9Q1S+TUr++uNSaN53u2QncgIBGxVHTHbtXn994y8caZp7Xl8LJ7e31ibTvOhTy1nLIyRsN+MIkvDHjJHXgmuq+HniHUvEFxrbXV5b3tnaSW9vb3Ftgxu4hVpcMOvzNnqeuKANXweu1NcGc/8Ti5P/jwrpKw/DaLG+tBFAB1OU4HqQpP6mtygAooooAKKKKAMrxD/AMg2H/r+s/8A0pjqHxH4WsfFMdlFqEt0IrS4W4WOGXYruOm7jkdfzqTxG23S4TjP+n2Q6f8ATzFVHxxBr83h+STw/q0WmzW+Z5JXg8xmVQSFGTgcjnIOenTIIBVu/hzo+oarJc3slzcWUl0b2TTnkPkS3B2je6j74ARAFPAweu41uXug2V9e2F66vHc6esotHjOPJLpsLAdCQuQAQRz06V4xceOPHel2aKmqjVrtvD6ahcwrZRpLbNKHKyKFXBEeYgwbjBBA5OPX49etLHwjZ6zfXhlt3ggY3AiKmUybVU7e25mHHbNAE+g6Fpvhyw/s/TY2RN3myGSVpJJGPBdmYkknb+mBwKz38D6O8EcR+0gJqUuqhlmIb7Q+/LZHTG84AwOB15z5drniLUINPn1a08QLo+oSeJpbTUrhofNNtGiyLAjLjBjCAHocs27rmtTw/qfi7xDZ6bLb6+usxR629rPPBamGG5szCrOzkBdhUllXAzuxjPWgDsIfhnoEWiR6VuvXijkmmWV7gmXfLGY2bd67WOPTr1qr/wAKi8Kf2Q2mNFfPBJIssrNeSb5WVSo3HPIAZuOnzGuA0P8A4TSDQNa0zw94nuNUtdHEFvZS22noAbkSrmEE8soBG9icAHnIzWt4lk8baP4v0033i9bWwvVur10htMwWghtwCJDncUJZRgEZY5ADbcAHpX/CK6Thh5Bw2orqbDPWdcbT9BtXj2FT6j4f03VdT0/UL2BpZ9P8z7P+8YKN4AbKg4bgY5yOTXilh4m8S6jYXmlaX8QF1D7PqWnW1tqC6diQiRsck8Ebh827cSEbJ+Y16j4AvdZubDVrTXdQGoXmn6k9p9qECw+YBHG33V44LkfhQBqaZ4W0nR9Fm0ixt/JtJTN8oPKCViWC+g5wB6AVJa+HNMs72wu4LfZJYWZsbYZ4jiO3gD1+RRn0+teL+GfGPiaXxDaWFz43WW7fWHtJtGOnKzqm99zeZgkKMZA3HA4zxzdv77xjotva6ZqniuSyaO5vprad0ElzNFGFEBkRVbchYvkHHBHpigD1rUPDel6pdXVxeW4lkurFtPkJP/LFiSyj0ySPyFWL/SLHU9Ik0q7gEljIgjeLJAZRjj1xxXk9xq3jCbQbrXrrXZtK0++0OGQyyQqEt7ttoRYhgt85LZOMjcMHgYzpdd8Yw2SeKdQ1zUNE0OfVHDb7TfIkUkSBGEb7gIw6YAwPvluc0Aev3/hbRdUXUlvbJZhqSxJdZdgXEfKcggjackEYOam0bQNL8P6fHY6XZx29vG7SAZLEuerFmJJY56kk44rzC1n8X3c2ire+K9RtL2axvLxQthEjCJXG0zRkbCxUx4GAVO8Z5rttBOoeKvhdYm9vZIL7UtNXzbpI1DAuvLAYABIORj14oAtSeB/Dc3iVvEUumLJqjOshleV2XcqhVbyy2zIAGDjPGevNaGs6Xpmq2SrqsSyW9tKt0pZyvlvGdwbIIIxivMorjxRbaqDqXiTUp7fTNaNmrJbJGLqFoAxLBQAxTDYPPPPUDHKQXmuatpWmWni3V9RttDOn3U8V+YiXkMbIwWYMMeYhjcAn73GPvZIB7frfhPRPEYk/tWzNx5kH2diJnQ+XvDlRtYYBZVJx1wAeKf8A8IvoggMI06IRG2itCoyB5MTFkTr0BY/XvmsjwQ2u3mi391qeoXsguZ2Ng97axxTRxBQoZkVVAJYE4I6Y9a4DxTfa74M8PeINMn8Z3k7WsVhJptw0KrN5rvMTEWAy5bygSTnjg8E5APa0RI12oqqCS2FGOSck/iSTWanhzSI/I22Mf7i9k1CPJJxcPv3SHnk/vH68DIxjAx5zFB471LVLqyj1+8km03UrRop5LeGKPy3ty8okCoNwG7bj1KkjoRa0Ya3B4ssNSfxFq9zYT6ze6ZJZXUK+WwVJm3rtHCh4QAewyMgFgQDevvhT4K1KeGa80XzmhBWMNdTbVBYuRt345ZmPTua3dI8NaPoUk0umWEVvJPnzXUks+WZiSSSScsefoOgGOa8W2VwfG2hS21/qKfb7a7sJreFx5Yj8l33qD0k3hOfYenPmfiXVdR8Kp4ctL3xfqo8RWsduTp8C5SSPzjhZmU/M2zgg5DbRxzQB7Fc+A/DlyNULWGybVJFe8nSRhLLhlbbvzlVJUcKR7YPNVtS+GXg3VrKzs7vQ4vstnu8iGGWSFFLY3HCMAScDJOTxVP4mwCfS9GktJJU1hNVtzp3l7gxcthwQP4fL3k57Dmsv4yzz6dYaHqZ17VNKsY7/AMq5bTuGw0bkOcdcFQMHg7j7UAdhbeDPDtnpk2mwaVCtpPFHDLGSx8xI/uKxJyQMnr1yc5ya0dV0qy1vTZdO1GHz7Sbb5kW4qGwQwBwQcZAyOhHB4NeCpb634k+Fl/rFp4s16RNMuri308h2WW/icxYWQg7mJYlQDnsBVvWk1/wreeKNL/4SHXJdEttOW8N4XDzmctCu0SN90kHPHIyTQB7BqnhDw/rOkW2k32lW76dayrLDbIDHGjLkDAXHHzHjpzWra2ltY2sdrZ28VvbxDbHFCgREHoAOBXiFvoniB9NuoR4n8UTaXqGp2NtZXkspMz/M++VMklYgSjbhjcEznFegfDqPU7fSNZ0691O7v2sdUmtre9uyXeRAqHJJPzYcuOvbHagDoLXw3o9l/Z/2bT4o/wCzvM+yYz+6Mn3yPdsnJPPJ9TTNV0PQPE7xx6nZWeonT59wjlAfypCgOGHurqdrcHKnHQ15fB4S1yK68Y6HaeJ9d1C6tbG2ezDXewCWV3k6N8oG6NckYO0sARmluND1a08dST2Ov6yhjha41w2yFbNJxaqCVGQrSsdj7SOARnAxQB6beeEfD+ozyzXukWlxJKEVmkjBOxCCqf7mVB29D3Bqp/wrzwf5yyf8I3puFZmEXkDyssACfL+7nCjBxxzjGTny60tPEGj6HbuninXLqLUPDNzeNBIu5rTYsTKFzn5iCyBuOeR1xXX+ArHXdG8UXGmajrOp6nbSaRbXh+2jPkSu8ilB6cIeP8KAO4fRNNbQ5tFSzhh02WF4Gt4EEaBHBDABcYzk9PWkfQ9MkluJHs4ibm0WylG3hoF34THQD526evsK8e8R2XiCLxV4m1jRtX8QgRT2jxqkbx28jtL5EkQQjEm1QpDr02nOc5qK9s9Z0/RNQt7TUfFIuNKvb+LR5LS2kmWVMI3751Q7suXQE9CCMjBoA9j0Xw9o/hy1e20fTreyhdt7rCmNx9SepqKbwroNx/aJl0m0c6kALxjGMzY5G49cg8g9iB6V554j8N65rdv4k1nStR1S1067tLW+tYfNPmXE0Y8z5FHzRDbtTacHeMkYAqhdvq2q+FNY1CwufFUkf2u2fRfORmmmljDFlKoMrGWzlmx0HPGKAPVz4e0siMG1QiO9N+M95ySd59SN3GemB6Clv9A0vVNQtb6/s0uZrQHyPN+ZYySp3BTwGyo+bGcZGcE1wlndXFn8UbGCzu/EcllfSXr3cN9ayrAjjaUMZZQNnUDBPQZwTmqXxMtZIPEe66OuTaZqunmDytOdiRcxuDGvHCq245zjJ79aAPSL3w/o2pX8F/e6VZXF5Bt8q4lgVpEwSQAxGQASTj3qfU9Ms9YsTZ38ImtzJHIUJIBKOrrnHbco4714q8XjDS/Emnl5fEd3qkKWNsJoLNzaImEFwkjFSkgOWYP1BByRhaWTQ9Z/4TC50WOLV5mtrtI7GceYIFtmuY7qR5pG4c87BtyflGQcA0Aeyx6Np8M+pTxWypNqRDXbgnMhCBB9MKAOPc9SaxP+Fa+DvNilOgWpmijSNJcHcAihVwQeoAHPXjPWvL4/7dXxdbz2Mvia5ZtceW2dLcm0SzlmKSF224BY72BYbQqD1rp/CUWuW+seF7hbjWxp+oxXrXllfSCRbfaR5WTtBDHJJyeT0wKAO0tPBPhyw0NtGtNJt4LGTy/NSNcGbYQR5jdX6c7icgkHgmtaDT7a2vbu8iiAuLsqZpM5LbV2qPYAdvUk9zXm3jBtQvfifZ2Gk3WuQyDSrj7Q9s2yBGA3xY4OWLDB4P3lA6HGXPo1+nhn+39bvfENvZXWg2i6jDaS+bcz3OVX5UYHYcD5s8HzD0waAPX5bK2nure5lgR57YsYZGGTGWGCR6ZHFYeieA/DXh7UDqGm6VDFebBGsxyzIoRUwpPThR09T61h/CnVbrVvDGoLOdXCw38yQTamoExib5kz1BIDc9s1xWq/Db7PP4rli1DxDM+l6fBNpsz3BYvcDfJgBVAOCkYAA4znrggA9p1PTLHWdOm0/UrWO6tJgBJDKMq2CCPyIB/CjTdLsdHsI7HTrWK1tYxhIolwBXhuoXttY/E/VxYnxjLa3Ud+urBUTYSI+Db9BwEIBbn5VwTXZ/CEMbTWZLUa2mjNcRiyj1kfvkIjAcDk5XOMEfTsaAOv8Pf63Wf+wlJ/6ClbdYnh7/W6z/2EpP8A0FK26ACiiigAooooAyvEP/INh/6/rP8A9KY6NZ1HTYDbaXfzFJNVZrWGNfvOSpLY9MDv9KreMbk2XhqS7ChjBcW0gUnGds8Zx+lUvH2kQ6ro9vnQJtau4rgG1gjvHtQjEEF2kUgqAufXJwO+aANSy0zQ9HhjtIIbSJoLaG1+faZPK/1casTyQSu0Z6kVYa00/VLeydCkttbSiaEQv+7LKCFyBwQp5A7MoPUCvK7nwLq3hjVvCd5p1hcat5NukF/BBOETzYstC25sEIC7DJB+VF7k16V4S0ibQfCem6ZcMhmt4QsmwkqGPJAJ5IBOM98ZoAsf2fo15Jdp9jsJ5PPVroeUjHzQi7S/H3thXGecEdsVIv8AZmi2pRfsdhbqrSFRtiQAYy3YY5GT7ivN5/h/aJro1+DQZo9Sj1wEzrdyyvNabfndg7kc5YcDPTFcxonw91tra2F/pFxJpFzY3UQ065uSH0+YrkldoyyMyAIpbjdk88kA9vhm0yxgaCCS0t4beVYGjRlRY5H27UIHAZt6YHU7x6iq91qWgSwySXd7pjxRxv5jSyxlVQOFfJJ4AdQD2yuDyK8vHw+1ZrK+NrbSwas2iabOLgyj5tSgLHgtkZ+VR6c9qo2vw91O+8J6gh0eexmurCHTbeC4mUu8jTmZ7iUp91QzZ24PC9OlAHsqWOlaeV8u1srYyyDbtjVN784x6tyffrV1UVM7VC7jk4HU+teK2/gKe6i1BNR8EXM1heyW88dk2s7SkqpKslwxDAeYwaPK45JPpmvRPh5peo6J4H03S9UtVtrm1QxlFnEuRuODkADnPTtQBsW9lpL3Ut1bW1k1wsrCSWKNC4k75I53c896imv9DFvcavLc2DRWqvDPd7kYRgH50Zu2D1X1rzKP4eXVr4gklj8LQNJ/wkSahDq321d6QCZHYEH5m+UOMe/ep9d+HlrpPiM3mheGEvbe502a3uYXkJSeZ5I9hk3N0ByzEYOFz1xQB6bMdMki8iY2jxxRiby32kInOHweg4OD7GrME8VzbxzwSLJDKodHU5DKRkEH0xXjkfgTWrKKyEmiNd3GnaNd2E1wLsLFqCbW8mIorhsZC+nDHPt1Pg3wdL4a8TNNHY29rA+iWsV01uAqTXYeQyMAAAeMc4HUYHYAHZz3dhFe29ncTwLdXauIYXYb5QoBfaOpABBNR/2zpKaTFqf9o2i6c+0R3PmqIjuIVcNnHJIFZHivwlbeJbvSLueNS2mXH2lSgxK+BkRqx4CswXdnqBjjqOC0/wCH+oahHrlnJ4U0/QLDV9Ogjlia4WcRXUbn50VDgfI5I/2lHYmgD1CbXNGtp5IJr61jlhmETqzAFJGQyAH0JTJ96dBrGkajDGYr60mSRYpFG8HIk+aM4P8AexkeuK8v8Q/DrV7TxasvhvTorjS7ux8mX7RcqohnETQeYxILsDE5yF+83LdqSX4SvnXTHaK9zD/ZqaPeyOvmFbeKJXPB+XOwg5x7DpQB63bXtreNOttcRytbymGYIwPluACVPocEHHuKhs9Y03UJGjs7+2nkVnRkjkBYFWKtx14IIryKT4YXd9q+q6v/AMI9FY3ba9bXNkwul3Lbqy+Y5KsQM4LYxkEnGeK2fDPgS50zxB4Z1j+w7TTp4xqB1AW4jUIsjfuEO08kJxxu6HJzyQD0m7vrWxWJrueOFZZUhjLtjc7HCqPcniql34h0exnjhutRt45JUmkQF+qw/wCt/wC+e49j6GuY+Kfh298UeHrTTbDSIr+dryNjLLKqLbID8z8kFsj5cDnBbviufsfhSllqo8jTraOwTX2uIwxDFbJrYq6Z6lWfau09uT3oA7mfWPC095Z6pNqtmZbazku7djc4AgfhpQucEYXGcHGSOM82pvFOg21vJcXGrWkEMTxpJJLKEVGkUMgJPQlSD9DXnWlfDdrDwto91qmjxXeoWWmSWkunwCPfcvKxGHl6YRSMHOAdxzxVDw/8JL+DSdO/tqzsbi8mvbZrmLhore2ii2MCDkNIwUKSAeWOCPvAA9etpNM1dLXU7V7S9Rdxt7qIrIBn5W2OM9cYOD2qrP4q0C2vbyyuNYsoruyTzLiCSZVeNNobcVPONpByPWs/wN4fk8NaRfWTwRW8T6ndTW8MZBCQtKfLHHA+XBx2BHfiszWfh5pV94y0nVYtHtHjMty+pySKGMweFkAIPXlhx2xQB0v/AAkuh/ZZrkavZNFDbC7kKTqxWEjIcgHO0joe9Yw8WeDfFMU+kXOq6czNeG1aznuUV5nSTACrnLBmAx65rymL4T+Jp9PZTpkNneWujxQCT7RGFvnyTJC4XJPysE3kjBiTacfNXZw/D+4uvHttqbeH9K0q0tbwXsl5BIXuLqUKcgDkKhds9jhe2aAPRtS1Sw0eya81K7htLVWVWmmcKoLEKMk9OSKgXxBozay2jDVbL+1FODZmdRN9wPwmcn5TngdKr+KvDVn4s8PXOk3iRbZR8krwrIYWwRvQHowBIB7ZripvhjB9q1K/s9Kgt79NWtJNNnEuZIreP7OHO4k9klIBBPPfIoA6iDxD4NtJtX1eLVtNSXzY4tQm88bkZSYkV+cqMg4zxyT3zWjceJ9CtIr6WfVrSNLDy/tZaUfufMAMZb0Dbhg968qHwtuZbfXpz4U0yx8/R5ra1srW680yXDMGjcl8BSpUdDjk1e/4VxqhvLq4/szTInVLGCFlfeJmilAe4dCAAwiL8c9u/UA9R03VtN1m3a40vULS+gV9jSWsyyqGwDglSRnBHHuKrX3ibQtL1BbDUdYsLO7ZFkWK5uFjZlYkAjcRnlSOKxvCHhb/AIRrXfEptrSKz0q6ngNlBEQFwsCB2wOmXz15OM+hqh408N6ZJ4h8N6gmkQTX1zrcIuJzCHcokEh5JBIUbFOBgcZoA1rj4g+GLa5tY31W28m4mmgN15yCGGSIfMkjEjaTngd+vTmrI8b+FGu/sv8AwkmlCfCFUN2g3bxlduT82QQeM9R61y2t/DuJLC5tNI0fTbu41O/luJri/iXyLJHG0skY6uFAC4HXJJHSs7V/ho8+mavZ2Oh6aHifTrfSrpo4/PMcRi82RpPvDjcvXJCcDkZAO70fxhoetzta21/Al+k00LWMsyC4UxuyMTGCSB8pI9iDxV2/1zS9LvbGyv7+C2uL+Qx2scr7TKwxwPfkD6kDqRXMaJ4Sk/4Ty98T3uk6Zp2wSRWkdrGPNm3sC007DgucHGM4DNknrW54k8M2XiWKxS8QMLO6S6TCjcSvIUN1UE7ckckDHegATxh4bkNj5euWD/b5mt7QpOpE0i8FVIOCckD6so7jNebx94UhtluW12yMLQvOrrJlSiOsZOen32AHrzjODjkNA+G1xLYXp1+xsLNpNYTU0tNN5UbEA2oxwU3MMnBHGRwDxj6d8NdfH9pa5c6Toz3kzSNZaHelZ7eDzXRn8x8fNgqSFHGTnPJoA9g0/UrDVrUXWm3tteW5JUS20qyISOoypIqhL4u8OW+qPpc+vabFfoyo1vJdIr7m6Lgnk+3XketZPw80TVdB0i/t9Ts9PshLfy3Fva2BJjijfBxnjocjAAGB+WNrfgC51TUdcv1sNHF1cX9lJp87W6CSGONo2lZnChiWIfuSRxnGKAOtPjHw4NSj0461ZC8eSSIQ+aM74+HU+hHv74qPTfHHhfV2tlsNdsp3ufM8pFlAY+WMvweRgc84456V51cfC/Vn8UWt1Zabotrbvq41S4vSP9Ih2ykrFFtAGzYFJBHLsx6AVb1b4Qpd67b/AGeK1Wxka7urm5AMcsVzIQYmiVeAEKIMHIIzkEnNAHcDx54SKQs/iPTIlnhE8RnuVj3oSQCNxHcH8qnn8X+HLV9s+t2EZ85YMtOoG9lDBc9M4IP4ivNrb4X6rcS2kWp6V4faGz0KWxSVYt7yXB4R2DDtgEEYxlsdcDP1P4WeJrtJ/wDiX6DcXV1FBbvfPlJoViRAJY8DAkZtxPsqj1oA9vnnitreS4nkSKGJC8kjnCqoGSSewArBi8e+E57Ka8j8Q6cYIER5W88DYG+7kdec9PXitPXLE6loN/ZLFDK81u6Ik6B0LEHbuBBBGcdQa81u/htqFjGsulaVoE076AmnXUTwiKG4nMsbSSFVUdkYg9jt44oA7qbxv4Xtrm7t59esIpbRUedXmC7VfbtPPUHcvIz94ZrRs9Y07UL67s7O7jnuLQRtOqHOwSLuTnocjnivO9U+GdzJ4VtxBBYXOuJo1rpXlzZWDCFfNZmGGbIUAHgjAxW14E8E3fgzUtVQXMVxp10kJgJ3GWIqCPLyScoo+7nnBx2yQDd8Pf63Wf8AsJSf+gpW3WJ4e/1us/8AYSk/9BStugAooooAKKKKAMHxnEs3hG/V84ARuPVXUj9RS+KvFdh4Q0uO/wBQjuJUkmWJY7aIyOScnOPQAHn6etO8X5/4RTUMf3B/6EK26APOLX4z+H7qG4m+w6pBGln9rt/Pt9rXY37CIxk7sHbyD3P901cf4s+HxY2F4kOoNFexXToTbEbGgUsyN/tHacAZ98VI/wAPWg0vQ7XStamsZ9IspbSC58kO37wxFnxkDOI2GOR8/tznT/Cl76GHT9Q8Q3dxpiXct7Kvloks8kow6llA2qRvzgZbzW5GBkAYfjFp1pfXFlfaZqRuW/eWcdtas/nRmFZFGc8scnoMDvwCa7W08R6be+F08RQyOdPe3NyGKENtAyRj14xiqFt4Rjj8TR6vc3sk8VpH5WnWIXbDaLtC7gMnL4BG70bGK1NA0hNB0Gy0uOTzFtoghk27dx7nHbJycdqAOOg+MGhz6Pc6mNM1pbe0khjuibM/ufMBO5sH7oAyT7r/AHhVy9+JukWbaghtL55LE3PmoIwCVhjRy4yfusJF2nowyegq/Z+HRf8A/CRw65ZrJaahqi3EcLSbhJGkUKLu244JiJ2ntwc1S1v4cWOueILvUpdQvIIb6KOK+tINqrcqmcBmxuAwcHB5AweKAIL34s+HtPurmK6g1NY7fyWluFtGeNI5ACshI5CZbGccn7uasf8ACyNO/tldL/szV4pJrtrK3ubizaO2mlGcASc8HHXHTnGKi1r4cx6ydRzrFzaJqLgXUdtCgWWFVVY4jkE4UBsEEcu3ti9H4NZVUS6rNKRrZ1Ziyckc7IRz0UbBk5J2npngAr+C/HR8SuunahpV/pmspai5nt7m2aJdpbaCm7kjPfHY1JrPxC0/RL3V7K507VTPptp9sO21JS4iG0M0bDOQpddxOAOfQ1f8P+F4tFubu/uLy41DVLs4mvLhjkICSI0XOEQEnAHrzmoPE/g2PxJLJN/ad5YTPZPYl7YgHy3kR26jqfLA+hNAGT/wtOwuNPubix0PXbie1mt1mtDYusojlyfM2gH5QiO2ehwBkbgam/4Wjon2ewufsmqG2v7Ka8gnW2yhEQdmQ4PD4RjjpjHNa+h+FLXQr83cFxcSN9gtrALI5xshDAEjoWO7qenbGTmvp3gXStO8OW2kJ5khtrKWyiuZDl1STO4gdATnrj26UAZcfxT065tJXttE157xY4pYrJrBhNNG5I8xFGSyDByw46dc10+ga7a+JdCh1awjmWGYuqpcJscFHZCGHOOVNYV54Ailgs1sNXvtNms9Oj02K4tdqyCJWVuuO5Rc+wIHU50vCHhdPCWjPpyajeX4e4ecy3b7mDOcsB2Azk8d2J70AcjbfF6C28PR3GsaNqkGprbm4uIGsniRVEqo5Ut94LvByM8DnB4q3L8VI455oo9A1G4YJdNAIEZ2n8mZYhtAXozMxJ52he+eN+LwdYl9Wmvpp9QuNTR4ZXum3iOFiSIo16Kgz06nAyTxWTpnw1g0jQprC013VFu3txapqHmDzYIQchI8cIOvI579hgA6Lw74jsvE1lPdWSXMX2e4e2miuYTFJG64yGU8jgg884Izg8Vx7/FI6W13Y6roOsHU4mu2hENm3kzrHMyosb4y2VMeWC45ycV0XgzwfH4Osby3TU77UZLy5NzLPePucuVVTz3+7161ZsfDFta+ILnXJ7m5vL6XekTTyErbRsQSka9FHAyepx9aAOVtfi5aXRgn/wCEd1mDTXvvsMt5cRKghchdu5ck8s2PbGevFdH4y8R3PhfSrbULfTp7+M3aR3EVvGZJREQ2WRRjJyAOSBz+FUr74d6bqLOtxeXzW8lzcXclv5xEbyyspDFQcfJsG0dASScknO7r+kza3pbWEWp3WnCR1Mk1oQshQHJUMfu56ZFAHEzfGbSI47aVdL1JY7m2WeMzxbDzceQVOMgbTyTn0Azmp0+Lmmedq1tNoutQ3enwyTiJrX/j4RZBGDHg5OSynkADJ54zVuT4ZaVdavZTXs0k+l6ZGkem6XjEVuFAzubJaTLKrfMf4RnOKr3HwthvpZ7q98S63cXk9lJZySNKu0I+CwVdvAyMhSSAT7CgDW8G+O7Hxp9tS20/UbGezEZmivoRG2JA20rgnI+U+lZvij4qaX4U16bSrvSdZuXigE7zWlsHRV6sSSw4UFcnkc10en+H4NO17UNVinlZ72CCB42A2qIgwUjjOfnNUdS8FWmqaxfapcXt2811YS6esTFTFFFIqhgFxk8qW5P8R7YwAZmrfEmHSLjW4J9Fv2fSZIWk2gYe2cgNOD2A/eYXvtHIydubffG3QrDUL+0fRtemazb52gswRsChi53Mu1eep7YPQ12qeGdHWyltXsYpo50ijnM/7xpxEAE3s3LYwOvv61ha58M9E17xM+u3E99BNNAtvdwW0qxxXcasDtl+XcwOFB+YcKB2oAiPxR0aO4uoLi01CKWOG3ngRoRuuUm2hNnOM7mIOTjgnPXHReHvENp4k057y0iuIfLlaCaC5j2SRSLjKsORkZHQkVk6j4CtdQv7y9Os6xby3CxpGIJowtsiMGCxAodo3Kp78jjFaXhrw3b+GLG4t4Ly8vHubhrma4vHV5HdgoJJCgdFHagDlF+KJ0/TLptZ0S/jv4Eu5wkcBWKSKKUoCrMc/dKZJA5PoRWxonj+w17VoLKztbgxzyXSRXPBjkEBUMykdQS3FaFh4WtLa81K8vJ59RudQLJK1025EhP/ACxROioPxJ7k8YreGPBFh4XkEsN9qV9JHALWBr648z7PCMfu4wAAq/KvbJ2jnigCTW/FiaLrdppX9mXt3NdW0s8f2dQd2wqCoyRk/MCfQc1zkfxTTyrPV5dHv18PXVnE/wBqjtyxiuGmeMxucgAAqPxYeorp/EvhS18TfYpJL2+sLuyd2gvLCRY5kDqVdQxU4BBGcc5Uc8VVHgLSFXR7dJLxdN0kDyNOE3+ju4O4PIMZdgeRk4z2oAoW/wATNPuTIi6TqwkJu1tf9GJW7aAtlI27sQhwMdeOtZ7/ABj0hbeymj0vU7j7TYre7beAyFFEhSUHA/5Z7WJPTjHeuqXwrYtDp6TNI/2HUZdTTadoaaQyk56naDMxAz2HUZBxLz4XaRcW3kwajq1iTF5JktJ1RzGXkkdM7T8rvJuYd9qjoKAG3HxS0u11BopNL1hrApA8eox2bG3ZZfutuOAFzgbuQecdK6jXdVfRtKkvY9PvNQkVlVba0jLyOSQOnoM5J7YrBi+HGjwaTf6bFc36Q30dpHKyyqGCWyoqAEL3CANnOcnpxjsKAOAufitZW+nWuqDw9r76XL5pmufsLYgCYGW7YJyOSPun2qWL4lQS6xNYLpF84S8aFWjjLF4hatcK4XGSX2MFUckDPXir/h7wvcQ/DaPw1rk4lnntJYLuS34/1u7dtJ7gPjOOozjtVe1+HGmxanPq11dXN5qTW8lrbzTEFbOF92EiTHAAcgbixxnnnFAEnhb4g2Xie/j07+y9V06+a0N55d7bGNTGGVSVY/e5YcgUeJfH0HhbWora+0jVH08xBpdRhtXaGORnVUTdjBzk554+Uck8XdH8G6doeoWN3aSTn7Dpn9mwq5B/d7w+SccnKir3iHQrfxJo76ZdySJA8sUj+XjLeXIsmOexKgUAcVqnxXXTbjWYv7GuJf7LFz5uDjmMxqmeOA/mKd3THTJyKvXPxR0611e+0iTTrw6jaX0dqbZAGeSNyoEyAfeX5h8oy3I4Ha5ffDrSNQ8VSa3LNdrHOEa60+OZlt7mVDlJJFH3mGB7fKDjrmCf4aadcz3N1Lf3pvH1P+0rafcubN9wZliGMANtAOc54z0oAs+C/Gsviua+tbrQ7/SbuySF5YryMoT5gbGAcHGUYZxziqPiz4jTeGdbNhF4V1rUoIofNnura2fy06HhsYYAckg4Gcdc4s+FvAUnhvWZdTn8T65q0kkAh2X1yXXAJIJ9SNzYzwNxrS1LwlZ6nqepahNI4uL3TG0sMqj91ExJbHqSSDz0x7mgDmdV+LMGmyakY9C1G7hsFhlleOMrsidN29iw2gZIAAOT83AAq3qfxJj0nUdYsrzS5In027tEZ2lXY1vM6r527oMEt8v098W9R+HGjapqkV1cS3f2YW0VvcWSSlYroREmMyAfe25I9wa29T8O6bqul6pp89uFi1NStyycM5K4Bz6jAx9KAOQuPijLFp814nhu8kRNLOoqqSb3P74xquFB+XapcvnAA78Gtrwb40bxY+oQzaJqOkXVkY/MgvoyjFXBKkZA/umoE+HdgNCvNOk1C/uJ70QLPfXEgkmKxFSEBIwq5BOMcFyfSugtNIjtNa1LU1mleS/EQaNsbUEakDbgZ5yc5JoAq+Hv9brP/YSk/wDQUrbrm/Cly0974mjZQBb6w8akdwYYW5/FjXSUAFFFFABRRRQBieLxnwpqH+4P/QhUXi+68QWmkI/htNNN4ZlDNqMhSJU6np1J4HUdTUvi7/kVNQ/65j/0IVNr3hvSPFFnHZ61ZJeW8UolSN2YAOARngjsx/OgDz6x8a+N9X0d7600/SlE+jTzwBJS225gk2Pwf7wZSATgccnnM+j+OPEWum1+yDTlN9Fe3EIkJAhiRIxbvIOWVWYsSSO4xxiu107RdA8MRWNtZQwWKKZILWMykbmkIkdQCfmY+XnuQFOMDNSaP4Y0Pw80zaRpVrZvOcytDGAz8k8nrjJPHagDzNPiR452vcnw/pwj0/Sl1DUbeWZkdk3P80ZxxlYyQCDjcOvfV03X/Fln46ttPmTTrjS9ZvZbiLNy8lxBAIQw+XOEUYT2y/q2a7u70DS75r9rm0V21C1+x3TbmBkhww2ZB4Hzt0weafZ6Lpmn3k13aWMEVzOqrJMqDeyqAqrnrtAAwOgoA4nxBqfi3RPHMY0+XTJ9P1Se2hS3u5naVAMiTyo1IAGMsWP9054wBnp408WC18QWGo3Hh2x1CysFvre6ScyRBWkYYf3wuOnUqcc4r0U6Hpbaw2rvYwvqDReT9oddzhP7oJ6D2HqfU1mWvgDwlZPvtvD9hESVJ2xABsHIyO4BAOD3APYUAcTqXxC8TW9pd3NtaWcwn0mx1SwiQnzAJXjR4yvJLMzNt/DqRiuo8F+J9W1nV9c0rWYdPW504wSI9g5ZCkqsQpJJyylSCRwewrfbw/pLXkd0bCHzo0ijQgYCrEWaMBegCl2I464PYYfpeh6RoiSJpOl2VgsmDILWBYt+OmdoGep60AeXyeLfG15FPYm40aJrjVptHWa33mS3kaEyQsGztwCVB4J7da1NK8QeKb7T9QstM1PQryXR4oBJfqss0UrbHMkZbcCz4WMkg4+cg4IxXaReFtCt9PFhbaVa21oHMnk28YiUuUKFiFxk7TjJ9j1Aq3ZaTp2m2BsbCwtrW0OcwQRKic9eAMc0AeVaZ418U3Vz4WSTVtLNx4g0qfEAhKi3nCs8MjcnhvlXHAJBwD2rp8TPFl3pUN2j6DaRvpEd6bi5cxp53myKIxuIGZREwAzxtJr1mDQtItbhbiDTLSOZVRFdYVBAQEJg44wGYD61Ufwd4Ylj8uTw5pDxgKAjWUZA2gheNvYEgUAZWr+Jb7/hAdM1yymtbKe9+yMftEbOB5pUbQoIJJLAewye1YEnivxrNLdQWkGmz3un6zHZSW0EThbmJo1cnezHYV+Yk9MfTn0R9L0+Szt7NrK3NrblDDD5Y2RlMbNq9BtwMemBUsNpbW0k0kFvFE87+ZM0aBTI2ANzEdTgAZPoKAPKtP8AG3i1fEo0Sa50Sa7GttaS2ZhlNwLckSGRMMMIsZ4Zhg46nvnp8SvEktq0R1vwzF9nvbqI6kZUENyI40dEVTIDht5G9c4wo6nn2A6Xp5vpL42FqbyWPypLjyV8x0/ulsZI9qzP+EH8JeUI/wDhF9FMasWCmwiwCcZP3fYfkKAMTVfFGoXHwotvEVtNBpdzd20DtJLE0gi83ao2qOSSzKATxzk9K4/W/G3jTRrPU7K41XR1v9L1K2ge58rb56TxghVjJ5K7ixxzhenBNeneIfD51zSIdOt7+XTUilSQNbxRtwnKrtdSAA21hgZBUYrk7v4Uvfzie88UXtxMJPNEk1jau2/AXdkx9cKoz1wo9KAOeh8ceL7WcnUtQ05DaS6np11tgYo0kFubhJwAM4GNpXg49SfloXPxO8X3NpO2LCwuYNNt5kiDGQXzvPGA8DDKlSGKEc7WyCeu3s5PhbPMHEviu/cSNI7hrO1O5pF2uT+75LLwfUcGkb4WTOlsjeKr5ltU8u3U2VqRCuQdqfu/lGVXgeg9KALXgPxTqeual4hsL680rUHsWhlhn06TMWJVY+WWGeVKEZ681heH9d8eT61Zm+1LRptL1O7vLOE28MhaGaNJm7qAVVoioycsuDjrjrfBvga38GteG3vWnFyFyv2WGEDbnn92i5PPfp+NdFFp9nDHBHFawokDmSFVQARsQwJX0JDN0/vH1oA8e0Dxt4jvZbSzm1aAajDdw295aShS6RwJL9qlZVAZQTsILYyRtGM81tP+I/imbTrS1kubJJTpN1d2+ozAmK9RAPn+QMVlQLKWj25yuOM17RDpWnW11PdQWFrFcXGTNKkKq8ucZ3EDJ6Dr6Ur6bYyW6272Vs0CqyCJolKhWBDDGMYIJB9c0AcH8Pdd8XXOtSab4quNPuGl0uDUbd7RcFVdmXDcAbvl5xkehrLi1XxXp/i6Lw5Y+ItKv/M1OUm2SN5ri3tWZ5N8shwoZcgbOP4QDyK9WW3hS4kuEhjWaRVWSQKAzhc7QT1IGTj6morbT7OzkkktrWGJ5GZ3ZEALMx3MSe+TzQB494V8ZeKtSvbGwu9Ugk1FdVitbmzhVXkWGFZFuJHwPlDNsPzBehxnv3viPUdbtvE2n2em6haW6T2k8qQy2D3JlaPBcttdNoAKBcZJLnjgV08dnbRXElxHbQpNJ9+RUAZvqeppxgia4S4MaGZEZFkI+ZVYgkA+hKr+QoA84l17xYLfwt4lW+sV0/V5NOt59NFuTgTAF5FcnIbc5G3kbVU5zkHHn8d65bLrmlr4q8OXd1aaWuoQ30JVY0l8/DQNlyCcYQdD8yZGTXriWVrHBbwJbQiG32+SgQYj2jA2jtgcDFU5PDuiTBVk0iwYK4cA26cMOh6e9AHm/h7xP4r8SrbudZXS31HUrsafFLpPmCS1SJCrcuhCqdwz8xLMOw463w3qGveJfh1Dcfa7ey1qYSwtdCDzEjdJWjLqhIzwuQDxnGRjiuqMEJkjkMUZeIERttGUB64PboKba2ltY2sdrZ28VvbxDbHFCgREHoAOBQB5k/ivxcmsJ9p1DSIbSy1eTTbtltWWOVGhEiTHc5I2YbIDj3PFY+j+K/GuqaJfSWV+lzdWEdpCssFv50VzcCaVGQNgKwkHlMZFICKR3ya9iubCzvLeS3ubWGWGUMHR0BDblKtn6qSD7E1NDDFbxLFDGkUa8KiKAB9AKAPGPEvjDxFo/iXW9Jn1b7OPKnuLJFi8yZ/NhCwRoiEklZFkycYB2knBAr0/XP7c/sqKXS7q0spoV82f7RC1wCFXOwfMucngtkGtZreBrhbhoYzOg2rIVG4D0B602C6tb6Itbzw3EfAJjcOOVDDp6qyn6EHvQB4vF4u8YJoOjXVx4hsEGtaFcMk1xAIlt54uVctuC7m8xVzwMhTtPQ0z8SPEaaZN4jk1ex0+J5ZprSx1G2kAu8W8WY0AIO1W3AHOCzE89K9svdN0m5jtra9tLSSNWCwRSxqRlfmAUH02ZwP7ue1Ols9MvpDFNbWdw9uApR0VzHkZAx24oA4rxp4uvLP4Z2HiTTdRtLSWVrafE0TET5IYxKMgjODkddoYcHmuf1DxP410zWZWm1GyuRpusiymhS38qKaKeFXVm5YqIxluvTOScGvWFWwv49ii2uUt5du0BXEUi8Y9mH5ilWGyuI5NsVvKjuwkwoYMwyjZ9TwVP0xQB474b8UeM/FctzoNj4o0uS6ktEvv7RhgVms23qHg2gbWB5Knk4zknjDNM1rxp/Z+lz3viqKWHVl1O3E00CQ/Z2jV9khYcABo8g9g/cYA9fW60izMjpPYwFjhyHRckN5fP0b5frxWdreoeFtDtbDTtZk0+0t5yLe0t5kUIQCoCquMBRlfYDGeKAPJrLxT451/TLa6tdWew/tC9srO3kks+kvkkyBQ2FKZDMzHdkYAzjFeheEtX1/UPBOri9uoLjW9OubyyW5EICSSREhWKL744GOK2V8V+GH1CXTxqlj9rsWcSQswDQbF+Zjn7qhWxu6ckZ7VtxxRwqVijVFLFiFGBkkkn6kkk+5oA8K8EeKvGOty2cDeMoNQW+sJxJFDYqZbCQR5RiQo3Nnjknk9DWvFrnjhtX0TQ7rWraLWr/SJ0urQQpvtpwHeOckDHICqccA54r1pL20ktoLlLqFoLjaYZVkBWTd93aehz2x1ph1KxBcG9tgUVmYGVflAbaSeeAGBB9xigDxrw3418R65cwKuuRI6R3E2oRvGNlgqWmwNK2MKv2gMwUEkjBPQiul+Fviq91i+1rStQ8SWuvPZiGSC7ghEe5GX5hwADhhjpnnrzx6JJd20QjMlxEnmSeUm5wNz8/KPU8Hj2NNtr60vVDWl1BOpjSUGKQMCjDKtx2IBwe9AGP4dAGt+LMDH/E2T/wBIrWugrn/D3/Ic8Wf9hVP/AEita6CgAooooAKKKKAMTxd/yKmof9cx/wChCs/4iNeW/hJ9QsWufO066t70xQZPmpHKrOrAcldu4kDHQc4zVrx1crZ+B9YunBKw25kOBk4GD04roaAPCF0u61DwxPqtzrPjMW6X8baKCG/tCZ2g2uUz91G3ORg42qffLrvTNZ0a4m0jWvEHiaX7VpllPJJp4eab7YHYbI8Z52xZJzk7Mk9K91ooA838JJqXiH4Pz6fqK6xLfKbm2drmQ29xPtkbaN7ZI4whJHBDDtXNXFtr2heKtDkXUvF2qX9u9rFqqW1tI9lIuz5skcFgGU5PqTwa9tooA8V8QeDfE+k+FBcWd/q0s1vq108UMMjzzRWtwPKLAIQXdSTIMdN56c0raNr2s6jpMks+v6XZajq7GG3+0GKeCBLPbvJH+rJKtheMA45zXtNFAHiFnp/iTU9Z8MWF5f8Ail0hkvLS6uYWkhRoFklCSPMACJCYkyGOSFXj5smtZ2PimTw9fy3l74hGoWvh+W5S6F46MzedMIkwBydib88sdwGRxXvFFAHA+P47y68NaNFCmvNqLXMDj+yw6kHKiTzWX7g2s3JIwcHtXP2nhPW21We2mv8AXp1tdaktYriW+dy1jNbqzjJP8Py4b+9wORXr1FAHjmneG9Tt/Dulahquo6pFZWGlX8F2yXTF7iNmdYEWPI+faVII7qoqHw/4d8UXWiWs2oWmr2811d2FuAl60EqQRRbHnfByny7jsJB3HkEnB9pooA5LwpDqujeHNWW8j1K9ktr26Nmt1cebNcQqx8sBmOecYG7Hr0wTi63pGpahcaF4r0sa9Z6heXVkb2y+0sqxWq5d0eMHHA3cHuxGMtivR6KAPE/DOg69qthE1wPFFra3Gt3EEltfTvG32GSGRizq2fm3tjd3OMcnjpfBfhbVI7nw/rFzd38P2TTntp47mR990PMbyg8bfd2Kd3POWAwMGvR6KAPIfFnhfUrrVvEWr6cNdTULa6sRZyRXEgS4DMhcBRwURXI44GGJPWuY8YeG9S0y91COzsvGlyq3tzLpT6c7ukJeOJmL/KxKmQtjBBIVuec19C0UAebeFG1O5+Ik2rjw7qGk2Oo6eVuhdMTvniaPazA9DtkKj12HHANY48H6zB4rn1mzn15pj4jt1zNdELLagL5zlQqjZgMozwQoAzkZ9hooA8Y1DwDd6JrN1ZQy+Ktb0S/tlNxCLxd73LT7gdxCqoAV2Y5HJGT81U7vwz4hvNO0zSItH8QDUoBfws93eoYDazMwRpJgzDzF3xnCAk7HGMYI9zooA8VvPAmsx61d6zbXuuJeQ6pZRxJ9rxDdoBGJH24ztHzAZOML1PSur+Jfgxtes31m11TV7bVLC1dLKGymCo0jEEBhjPzMEBOQMKD2rv6KAPF9b8Nalp3iS8j0HStZvHOsw6hap5jJb7hGPtAaRztUMsm1W5OQwHQ1r6N8LriC+8PXV7P5cljpq217PDey+ZPw4MG3hRH8wO4HPy4wM7h6jRQB454Y8J68NU0uyurK8t00zUVee+eQLFLDbRGGBIk3EvvG1mJCgdhya67xz4U/tBYtZ0w3ya5FcWqRyQXcijyxOu4FNwQgKzHp2rtaKAPDoPCr3z+ILG50XxDH4fXSbt7Zr/aJUmeZJWRFjLFxujV1753Bg2RXWeDNK1W18bXN7PaalFE+lQw3817ICtxdrtAeIBjxtDA8DnGAM16LRQB5JrmgaTo3jG8tLDSNSvhdaPdXs9jb39wDczvLGgJbf8u4M4J9M8HpXPxaD4kl0tri40HxBHB/aT3UGnDUGeSOEW5R4jITu2yM4TP3goZh6H3ny083zdi+Zt278c49M+lOoA838OaPqcPwj1ayu9Lu1Z1u2sdJmuH3xRc+Vb71KuV4x97JDYzjgYHiHwZqlmsllpek39xYz2thuij1CVhDciZy7xs7sQUQDHVQSpIPQ+z0UAeA6x4Y8Waebl5NL1TU9bW9L2+pWU22OSIW8cX71D97zAMNyDkEg44a3rfgjUbXQbmPT/DF1L9t0bTo5LSO8b5bxCwyx3ciNUQEDAPHfke50UAeH6p4Wv8AR7jUoH8JanrdjeTW80MVrqs6G3f7P5czbyxLcnADE5BI6Cum8BeEtZ0PX7G+vt5aXQUi1GRpCTLc+YCgIJ5ZEDLn3969KooA+frnwRqL+O70J4Pv47qbXFuLfxDFfsRFAZVJyjcH5N5z1ycc4rpNa+Hl9Y3dtb6HaTStc6yNRiuIZ/Ki0lFeMEhGb94WVnJHscDivXaKAPGl+HWsJquq6Pa2fkaVNexSW16ZkVLa0E32gxxoo3FxIGA3cAEdO+98VfD2o+Jk07T9P0i4uHxI6XkdzFHHBIMFBIHRiyZGSFxnbjvx6PRQB4wvgnVD4j12SbRNSvLG4jlW7he9hgj1CV3jKmNk2tGn3mbJPGV55U9P8O/Cdxoei6/pF9pP2DTry9kltoFvTIywuiqU3A5BG3rnPPbFegUUAeQXvw7/ALJl1630HQb37I8lhLpwsrxY3hniWXdMDK+DjKAg9c/iMm28AeI9QttEsW0aOwuILE2uqXFxODEwa488FAhO5wy7uPly+M8V7rXJaz8RdG0PV9R0u6hvnurGyF66wwhg6ZAIXnkjIJzjjnPWgDh9T8Ca7f2Hiiey0qbTpn1C3vdKtTdxyHzVLedIrbtq7w5+VuOOnOK6z4e+Gb3RZtRv72xTTxcwWlpBaeassixW8ZRWkdflLkHtkYAom+K/htTIsDXEzLJaxRsIiFka4VjHjvtAX5jg47ZPFTeCfiPpnjPybWKG4ttSNmLuWB4n2qpIHyuQAwyeCOvPpQBp+Hv+Q54s/wCwqn/pFa10Fc/4e/5Dniz/ALCqf+kVrXQUAFFFFABRRRQBzvj5Fk+HfiUMMgaXcn8RExFdFWV4n0241nwpq+l2rRLcXtlNbxtKSFBdCoJIBOOfSseWP4hvIWhufC8UZxiN7e4kK8c/MHXPPsKAOtorDtLfxV9nH23U9G87uIdPl2j85s1P9n8Qf9BPTP8AwXSf/H6ANWisr7P4g/6Cemf+C6T/AOP0fZ/EH/QT0z/wXSf/AB+gDVorK+z+IP8AoJ6Z/wCC6T/4/R9n8Qf9BPTP/BdJ/wDH6ANWisr7P4g/6Cemf+C6T/4/R9n8Qf8AQT0z/wAF0n/x+gDVorK+z+IP+gnpn/guk/8Aj9H2fxB/0E9M/wDBdJ/8foA1aKyGtvELIyjVdNUkYDDTnyPfmahbbxCowdV01uScnTn9en+uoA16Kyvs/iD/AKCemf8Aguk/+P1A+n+I2nSVdftEAPzRDTvkYfjJu9f4vyoA3KKwLrTPEtzbzxJ4jtrZpMbZINOG6LpnbukYc89QetZP/CIeKpeLr4h6kyjp5FhbRH8SF5oA7WiuOHhHxH8sZ8f6t9nVTlRaWwcnsd/l5xnHHersPhfUYFKp408QEE5+dbR//Qrc0AdJRXLJ4PvkYMPGviTI9XtSPyMFPj8KahE+5fGviIn/AGvsjD8jBQB01Fc1N4W1GfG/xp4hGP7gtE/lAKjPg++YAHxr4k46Ye1H/tCgDqaK54eG9TCbR4z17HvHZZ/P7PUMXhO/hfenjXxGTjHzm1YfkYCKAOnornU8N6lGm1fGevEc/ejs2P5m3pJPDOpSptbxnr4H+ylmp/MW9AHR0VzqeG9SjQIvjPXiB03R2bH8zb5p3/CPap/0Oeuf9+bL/wCR6AOgorn/APhHtU/6HPXP+/Nl/wDI9H/CPap/0Oeuf9+bL/5HoA6Ciuf/AOEe1T/oc9c/782X/wAj0f8ACPap/wBDnrn/AH5sv/kegDoKK5//AIR7VP8Aoc9c/wC/Nl/8j0f8I9qn/Q565/35sv8A5HoA6CiuNm8BXM8zyv448WBnOSEu4UX8FWIAfgKZ/wAK8n/6Hnxf/wCB0f8A8aoA7WisS18L21vaxwy6hrF06DDTTanMHf3OxlX8gKm/4R6y/wCe+p/+DS5/+OUAatFZX/CPWX/PfU//AAaXP/xyj/hHrL/nvqf/AINLn/45QBq0Vlf8I9Zf899T/wDBpc//AByj/hHrL/nvqf8A4NLn/wCOUAatFZX/AAj1l/z31P8A8Glz/wDHKj/4Ry3W4EqX+rKuMGL+0JWVuv8AeYkdexHQYxzkA2a47XPDc2teOrOaaNxpi6Tc208iyFCTIyAKpHOcAmtpvDlmyMoudUUkYDDU7jI9+XqNvDNu0bKNR1hSSSrDUZcoPQfNgj/eyffHFAHNyfDVbzxauqX16n9l2SJHpuk20QhiRU2sokZcFwJAXC9M+2Qdnwv4Ul0aefUtU1B9T1m5TZJcuu1Yo87vKiX+GMMScfT0FX08PxbCs+oapcc5Ba9eMj/v2Vz+OaqTeEIpJWdNb16JT0RNRkIH0zk/rQA3w67f8JN4uhKgKNQhkU565tIB/wCyV0lZmj6JBowuDHcXdzJcOHklupjI5woUDJ7ACtOgAooooAKKKKACiiqGra1pmhWiXWrX9vZW7yLEsk8gRS7dBk/ifYAk8AmgC/RWZ/wkWjGe1hGq2Ze7ga5t8TKRLEuNzqehGDnPoCexptt4l0S8/s37Pqds/wDacbyWWH/14TG7b6kbhkdevHBwAatFZmreItG0GW2j1fU7WxNzuEJuZBGrbQCfmPA6jqe9UX8d+FkN7/xPLNvsVoL2YxvvAhPAZSMhucDC5OSo7jIB0NFYB8c+FPsU14niLTJYIAhmeG5STywzBFLBSSBuYDJ4GeabceOfDNpqeoabcavDHeafALi5iZWykZUNkHGG+Ug4XJ5oA6GiszTPEeh63I0elazp99Ii72S2uUkZV9SFJIqre+M/DWmatLpeoa5YWd7FGsjx3MwiwrZxy2ATx0Bz0PcUAbtFc1e/EHwrp51EXOswodOSKS5wrNtWQKUZcA7wQ68rnrVK9+K/gews7K7uPEEPk3qF4DHFJISBwchVJU5PRgD19DQB2VFUNG1nT/EGk2+q6Vci5srgExShSu7BKnggEcgjkdqw9d+JPhHw1q/9lavrKW16FVjH5Mj7Q3TJVSB+J6UAdXRXIT/E/wAH2trfXNzrCxR2N2LOfMTsRIdxXAUEsrBWIYcEA81Jp3xI8KauLVrDUzKlzdCzjc28iKJSu5VJZRjcPu5+8eBnBwAdXRXHP8UvB8MF9NcaoYEspVjl8y3kyd2djqApLI2DhhkfmK2PDfirRfF1hJfaHei7t4pTC7+W6YcAHGHAPRhz0oA2aK4sfFbwaNfk0OXVjDqKXZs/Je3kwZA2z7wUqBnuSPfFR3Xxc8HWEUMl/qE1oZZJYmimtZBJE8eNwdApZT8y4yOc0AdxRXGT/FXwdbX81lPqrrLFgkrayuhXYr7gyqRtw4ySePpzWno/jXQtd1D7DY3ExuCsrIstrLGsixvscozKFbDehJ/I4AOgorn9U8VW2h6rNBqcF1FYrbxSR3cdnPLGXZ3VlZkQquNqHkj79UB8SdBNxeW4TUGmtmISNLJ3N0BIIy0O0HzBuIGRQB19FctF8QvD9xPDHBJduss01t5htJEVJ413NC+4ArJgEhSATjinaF4+8P8AiO7trbTriZpLqAzQF7d0SQLjeqsRtLLkbgDwTjqDgA6eiud1bxXbeH9UuE1aK4g01LaKVL1LSaWMOXkDh3RSqBQsZ+Yj71NuvG+lWVna3M0N8FubmS0jVbVmYyoZAUwOrExMABknj1oA6SiuYTx5pMiyGO11h2hnSCaNdKuDJCWTeGZNm4L2zjqR25rW0XW7PXrJrmy88LHIYpY7iB4ZI3ABKsrgEEZFAGjRXGxfEnSpb2S1bTNdiYPJFE0umyKs8qAkxIe7kKxAOOlM/wCFp+G/KMpGorH9nlmRnspFDmIMZYwSB86BGJBx0oA7WiuHT4oaaQwfQ/EcT+QbiOOXTHVpkVkDGMfxY3gnHQc1atPiLo9/PtsrXVLm3ZGaG7hsnaKZhCJjGuPm37DwCBk5AyRigDrqKxPDnie08SxXbW9rfWktpKIpre+tzDKhKhhlT2IYGqF348srHWl0260jXIVa6S1F49gwti7sFU+Z02kkDPvQB1VFcZB8SNMudPju4rS7ZZEtsRhRv3zSywqmM9RJCwP1qWw+ImkXk1hFPDeWLXxeKH7XD5f+kIcNbkHkScjAIAbOAScigDrqK4Y/FLTvscd7HoPiWazkt1uBcw6YzxBWXdy4OOB1wcD14OOh1jxAml6HFqsFhfalHK0eyKxt2kkKuR820DOAuTz6Y70AbFFccvxEsZILaePStW2XDTQqr22x1uIwT5DKTkOwU7e3Y4NRf8LO0jy4rj7JeixZLOSS52ArClyG8tmAJONy7DjOGP5gHbUVxb/EnTkZx9hvD5brHKBsJjY3RtsMN3BDDJ9iPw2fE3ia38L2VvdXNne3KzXCQAWsO/YWIALHgKMkAZPJIFAG3RXG/wDCxtP8oSf2Vq6jzpLZvMt1UxzrH5gicFsqzLjBxjkZIqKH4m2FxDZyQ6JrcwvIFltjFbKwmcxiQxIdwy6rknoPlOCcUAdvRXHJ8SNJkijlSz1EpI0Kr+5UN+8SRgSpYEAGF0P+0CORzUMXxQ0qSwW/OmastkUgdrjyUZUWUKVLbXJH3sHjqDQB29FZev63H4e0t9RntLq4t4stMbZVYxRhSzSMCw+UAc4yfQGsCX4j2UGqXFnLomtJDbzxwyXhhj8lfMYLG3+s3bWJGPlzz060AdnRXGQfEnTJ7e3lGn6iTK1uhVVjbY800kCqcP2eJwfw65rS0TxSdW1e50250bUNMuIoEuY0vAmZIm4z8jMAQwIIJz0oA6GiisjxF4o0Xwnp632uX6Wlu7iNWKsxZvQKoJP5UAa9FQ2l1FfWUF3blmhnjWWMshUlWGRkEAjg9CM0UATVBd2Vpfw+Te2sNzFndsmjDrn1wanrH8U61N4d8M3+rwWDXzWcTTNAsojyqjLEsc4AAJ4BPtQBz1j4QvbbT9HjWKyDaZq15dLDKMo0UkkzR7cZ2t88ZHXbz1xiq9j4T8SQ3FmlwND+zDVTqc7w+YGiJCEpEpXpv8wFsjcCCQMlamf4g3cbP5uieR9jlthqKPcqxjhuDiOSMrw/IOV4PpUOn/ES91C5lto9KXzrdoorhQ5/dzNdSQMhPTgICDn+MUAdbqGmz3es6PeRSIkdlJK8qktucNGygDHHUg85HHTOCOd074fW7aFHYawY5jGL+ONIj+7VbmV23cgfMEYD0Bzj1rQ8OeJNT1HVLvSdb0VdL1C3t47kJHdC4SSN2dc5AGDuQ8fSqXjLW/Enhu6k1iw0uLUtGtrCSS5ia7W3MbqdxfJVi3yjAFAFGbwp4putLuJry50i61aaxGmFJPM+z+Rk7nY4LNI2QSMAcAepMEvgrxHcXc6A6PZ20LXE1pPbyztO8r2z26FsjEQIcO2zPzIOCTupuo/E3ULEanH/AGPA13YW9zcTQ/aeY41WJoHbjo6yHjg5UgdK9HmErQSCB0SYqQjOhZVbHBIBGRntkfUUAYdnot3B4oh1GRrdoItKWz3At5jSb9xOMY24AxyTknp3W50bUW8R3WpWd3ZJDdWUNrLFcWrSn928rDGHUYImIOfT3rK0jxNqUfhK81C98jVJ0unt9Oktl8gaj0CEKSduX3LkZGF3DIxUEviXX7K91i2dtOvFhltYYJo4nRYJ7iZYxFJ8x3hQ6MSu046gZFAF2z8L6jpEukf2bdWh+waXHprS3MbEuqlfm2KR/c6bv4j6cxW/gi6snkvLTVbeLVJNSnv3nFj+7/exeWUEe/OOEbJY5Zc98VFp+v8AiCSGwS8ay86LWH069aOBgJlCkq6Zb5c4XIwepxjHJYa3rQ+IU+nardNbWcskq6fa/wBnnbcIiKS4n3HkZOQVHsaAOn0jTBpGkpZRzNK4aSR5pFGXkd2d2IGOrMTj3rIu/D+qXdnq8U+oQzzXujJYI/llFEwE2+Tbk7Q3mJwCfu+wrX1eTV44ITo1tZXExlAlS7naJRHg5IZVY5ztHTua5LTvHGsaxf6ZBZ6RbRrqOn3Ew824JNvPDJ5bBuAHj3FPu/NjccdKANjV/B9vqENy9pcG0vpJLZ4LgxhxbCBgyIi8fJ9/Iz/y0b1qldeCbu9gaOfWI3a6u4ru/kNoczNE6NGqfP8Au1AjAx82ck5yc1jHx34qnfFnpOkFrKyludRinunUs0M8sMixMFIAJiJUt689K2LLxLr1zq2h3L2ul/8ACP63tFq8c0huUJtnnBYFQuP3bD15HvQBRs/h1qFtc2csmtWxW0kiEMVpY/Zo44VuEndMb2zlo1A6YBbrnFdVoulXGm3utzzzLKNQv/tUe3OVTyYowp9x5Z/DFT602sLpzf2FHYSX24YF9I6Rhe5+QEk+1cZF4y8RBLGW4ttHX/iYT6VeRLcOAs65KOrFfuYUkgjIBB5zgAEuofD/AFXUGvrM+JUj0W+vxezWa6ePM/1iyFRL5nGSuM7fwq7qPhHWpb/V7nSvEcVguqy77hH08TEAQxxAKS4wRsY5x/F045wl8f8AiP8A4RqDVrzTbCyh1HTjc2EgZ5SJUQOUkTjAkG7YQxxgZBziryeIPE/iCe4j0q1tdOv9JaA3VrqEjrGZGWdZELKpLx48l0YAA8c8EUAW5vh8v2hray1NrPQp7W3trvT0h3NOIcgfvS3Csm1GGOVXGeatWvhrXD4utdb1TX7a7itY54obaLTvJ2rKVJ+fzG6bF6j19a0PCOsXOv8Ahez1O8S3SabzM/ZmLRMFdlDITyVYAMM+tcjeeMPGNmdV1VdP0abQ7DUzaugll+0+WJFQkDG3ODu5PHPXFAHXa1oU+uXMUVxf7dJVQ0tksWDNIGyu6TdnYMDKADOOTjIrAtvA+s2l9JfQa5pcNwom+y+RowRYTM6tISPNy+duOT781Wt/G+rz6xa6N9ng+03OozR2t0FKw3NvE0gkwCSVZSmOpyMMMjpjHx741sbOT+1LfQojuvbcXEbTHypreN5CzgKcqVQkbck8cDkUAdbF4JlFoGn1XzNTk1AajPeLbBBJIsXloAgPyqAF4yc4PrwmgeDL/R7nS0n1uK607S4ylpALERyAlNhLS7juzliRgZOPSsy01/x5eztYJbeGxeyWsV9byLNP5RiZyCGymdxxxgd663w1qF9qmhRXOpW8VvfCSWGeOIkoHjkaM7SeSDtyPrQA3V9El1m5jjub5l0pQDLZRptMzA5+eTOdnT5QBnHJIOKwbbwTqTXE2o3euBL+Wc3awW1vi1iuNgQPsJ3SEAdSRk4bANUdf8U+L9H8SapDBbaLPptpBDeKjySicwMzI2MLjcChJzwAV684ZN4s8QC5s9HjudNbXf7VlsLmAREDaYZZo5gC5PlhDCTxnIYZoA3P+EOmk1OG9udWa4K38d9IHtUBZkiMagEfd6g5weh6ZyNnSNJGlNqBExlN5ePdH5cbdwA2++NvWuA1Hxz4ntNL1y7aztrW50GK1kubKRd7XGd4m2kNkIQY2V8fwsCM5A1rPxL4ne9upXh0ebSbbWBp5mVpEkkVpRGSoPAZGdVIP3irYPTIBq/8IiGmtJ5dQkknh1Uam7mJQJGEJh24GABg5yO/1rTg8PaTbfZfKsYh9kjkjg3ZbYJDl+vdu5PJyeeTXnn/AAnPiuHw/Y6zdLpsdpeG5tUxDIzCSKOVlnwSOHMTfJ2G07ucDqdI8Q6lN4ps9IvGtZ4LvSDqMc8cLQupDou1lLuOj5yD2oAda+Cja2sUY1a4kltrNbG0mliRjbw8BgBjBZgqgseflFR2ngRdPNiLLU2gSyEflbbaPcxSBoELtjLEKx//AFcVa8Xanqmkto82n3FtHDcX8dnOs9u0gPmnajAqwIw2OO+RyKwtV8S+I7Pwlc+J1ubARadNNFdWQtm/f+TcvE7LIXyuVUEAg8jrzwAdLofh2TR9U1bUJdTnvJtTeKSQOioqMibMqFHdQuf92qF54K+1pqwGouh1LUra/kPl52CExEIvzdT5Q5PTPTiq0Mviu81PXNIt9YsYZrK5SaC5ksjJvhlUsImXeMFSCN3OQBxmudt/iLrsuwziwi86yTUVdFJijt182OU7iRu+dYmXHJEoGDgmgDrrLwPZWfiCfVPtMskUl014toyII1mb+MkDc2CzkAnALscZwQs/gTSp9XW8bf8AZjay201mwDJOJGLszM2W3bjnOc5A9K5SHxX4yfTr68Z9Nji0ixtr++EsLb2Y26SS2+Bjaw+d93P30X1xPL4o8QR6u13Bq0Fxp8PiGLRZ7NtL8vbvKAssglY4AcYJAye2KAOhtvA1vax3SLqFzKZdJGkxvNhikYaQgnGMnEgHbhB610lnbLZWNvaoxZYI1jBPUgDH9Kkmmit4jJNIkcYwCzsABk4HJ96861TxB4r0fWNYc32nT2FrqVliA2p8z7POyR7Q4fCkHceVPXOcEKADorjwk0lvMIb8RTnUm1K3k8nKxSFSACu4bhk5PIzz04wmleB9OsbaRL2STUZprhbmR5TtTcrtIiqg4CKzsQvIyc9ea41PEPihr6TTU1uyF9pNpL9safakUky3UZj3tn5PNhDAemW6kZF4eJ9Yu4rTWotTigtpr2402TT5LcF7bOTG0hVziRAoOBwyuP8AeIBuQ/DzTo/FF5rL3VxJFdXK3b2GFEJmUfK7YG58HLAE4BOcdK1vEOgt4gitbd9QntrWKdJpoolU+ftYMFJIJAyO2D09K8zsvH+u/wBhx3F5relvc3ejXM32KFQZ7KaOEOjNhskPyxUqCCyrz1rR1DxT4hthNa32uWVvdy+ROqWNmLg2TfaUiaBz5gD8yICxKnAbAPYA7H/hD7U3FxK1xK3nasNUKlRjeIlj2f7uFz+NVdI8A2elXxmOoX1xaxecLKydwsVmJSd2zaA2cEqGJJAJ9an8J6lq1xe63pesXFtdXGl3McK3MEBh81XhSTJUs2CN+OD2rL8WX3iK38VWtppOuWVrDcafPKYZbTznjaMq2/G8Z3ZK5xgY7kjABa1b4d6ZqWpafd29xcaatpaGxMdkETfb5B8sMQSg4xlSDgsM8mrcngqwaz1q0ikkhg1RoSyRqAIRHGkaqgx0xGK5q31zxTbaXoGuzanbXVp4gls42tBYkNZmeJRuR9+CFb5sFecnkcVRu9c8R2emXuoN4w0+O40ZLm3+xTWa7tRaIlg3+sBVmC7flBH3iB2AB6dqOnWmrWL2V9F51u5UvGWIDbWDAHB5GQMjoRwcgkVz0vgr7WNX+3arPcHULuC4U+UieSkMokjjGB8wBGNx5xj0ridQ8YeKk8RavpEN1CJ7SV7e0jVFEly85ilgGzkjZH5mWIACjJyc41B4n8TRu802p6Wkf9tPpttbmMb54nuTD5pG/dmNuAB1CPnOVZQDfg+H+nwa1qGpLeXRF1ctepakJ5UVywUedgLlmG3I3EgEkgZOau6P4WfStWbUpte1XUZ3txbsLvydu0NuH3I1OQSe/fnPFcMPGOtQ+F9Id9XCrqei3t6l1NbBpomgjQqfl+U5DFiNpORjJre8I6/qV54iNleatp+ovcWj3VzDaOrHTZlZF8g7ScDDfxfMWRz04AB3lVrvTrHUPL+22dvc+Wcp50SvtPqMjirNFABRRRQAVna3pCa5prWMl5eWsbsC72kgR2XupOD8pHB/nWjRQBhXnhLS75r4yiUfbUto5ArDAWBy8YUY45Jz9e1NtvBmiWutzastu73Es5uQkkjNFHKQN0ip0DHHXqOcYya36KAM9NHt08Qza2Hl+0zWkdoykjYER3cEDGc5kPf0qHVPD1jrV7bT6j5txDbAlLNn/cM5IO90/jIxwGyB1xnmtaigDHufC2jXer/2pPaF7rcjsfOcI7J9wsgOxivYkHGAewrTuraO8tJrWYMYpo2jfY5Q7SMHDKQQfcEEVLRQBhad4O0PSns3tbabdZkm2867mm8rKBPl3scYUbR6AnGMnMCeAvDipfobOeRL8N9oWW9nkDFnDlgGc7W3AHcuCD0NdJRQBzk3gTw9PY2tm9pcCG1laaMJezoxkblmZg4LsfViT19avWfhzS7HVp9Uhgka9mLbpZp5JSu4gsEDsQgJA4XA4HpWrRQAVlWfh3TLGOyWK3ybKaWaB2Y5R5Sxc++d7cH+grVooAzIPD+l20888NoEknSSOQh25V5Gkfvxl5GPHr7Cs2DwD4ctr6zvIbS5WWyZWtlN/OY4iq7V2oX2jC8Yx0rpaKACsaTwpoktvcwPYjy7m6e8lxI4LTOpRnyDkHacDHTjGCBWzVTUtRg0nTZ7+68zyIF3P5cZdseyjk/hQBmSeC/D0sQik01GjCGNVMj4VSQSAM8DgDjoOBxxUmpeEtC1efzr/T0mfyRA2XYB4wQwVgCAwyM4bNYnjqX/AImnhu3hu9SS4e/QfZrRmRJY2YJI0jqMjahYj5l79eK5q/t9TtrAXy6vqsTQXeo6Y9yd8++28q4aN2T+N0kCqpXGehzxgA9YjjSKNY40VEQBVVRgADoAKxZvBvhy41B7+bRbN7p5PNeVowSzZByfU5VT+Arz3R7SLVPDPiC6tLrW106wtZRYI808RWVoQZAAx3soKrtDFh87deyeJopdEuFkWe9sUfSorryzNK8b6jEyGGPJLHLLHIpHccnLYNAHov8AwiPh/wCxGzGk2y25uxfFEXaPPBBEnH8XA+o46UjeEfD50ePSBpcEenxmQpBFlFBkR43+6R1WRx/wL6VxtnaXxuza3MOpwMdO1C984XU6yRb7tmgQ7X2FtjkkEMcqB0GDb1W4kj8E+D9U18aixgMEuom1aRZdzWzgkrHhj+9KdMY+mQQDqtQ8K6Fq3/H/AKXb3C+UkOyRcoEUkqNvTgn0qzpOi6ZoNmbPSbGCzty5cxwoFBY4yfrwPyrzrTbe51w3Gu2lzqkWmWupb4ZbqebzjZCBTNH5bElg0ikDI3AEkHpnClTU4LXR723l1Y6HeXclrFFske4SJLlZoAAect5bx5c8KwyTQB67/wAI5o27UW/s233alj7Y2zmfGcbj7ZOPSqtr4L8OWkM0cekwP58ZimkmJlkkQjBDO5LMMADk9BivOdXltdJk0YagNXbxdDc28rtbG4liEbXO90bB8tj5bODgde9dh8RPDen3/hnWNUdLxtQt7CVrYw3c6ASKjFMIjBSdx9Oe9AGzY+DvDem2d3aWWiWMFveKFuY0hAEqjOA3qOTx71FD4I8MW+pR6hHo1p9uSRpkuGXdIHLFi24853MT+NchqGhaZY6/FaXltq76Ze2EG+1tp7g5uY/kQ5V9wPlqQctg7QTk8nnZdPupLY6Hp8OrSazPZ3dhJHMXAgtDcvJbzOzeikDG7JD4wcUAel2fhLwfeqmo2ukafOJLc2y3AQMTFs8oqCe2zK/TitWyg0md4tUsordm8n7NHcIoz5Qb7gPpuHSuS8J6RYp4xu9T0XTb6y01IJreR7maQpczNKpJSN2O1U8thkAZ3nsBWBqnh/TLRNYvdNtNR07T/s720cpkmmee8M8bxvHExbCK8fXAzuPYZoA9Ou9H0zUNQtL67sre4u7JibeWRAzQk4yV9D0/SnyaTYS6bcac9rGbO4MhliHAcyMWfOPUsSfqa8rPhOS48Nard6zpOrLq+qT3N/aRWVxNm1eSNFAfa+3O5AQDkAYHYirGoaSbp9X122sNQt9Tg1mzjtJRcXKl0drfzCY2kK/8tJFIChQBx0JoA9A1XwpoGuOz6ppNrdszBmMqZyQMAn6DIH1PrUtxoGi3k9nNcaVYzS2GBas8CsYMYxt4+XGARjpgVy/irwta+JfGumme01Hy4rWWKeeOaSKLBGUIKuMsrDp33c5wMc8nhwQ+H/B+uQW2oHWNRmsIdUZrmVvNieERy70LFR8g64BGB0NAHoc/hbw5eTtPPo+nzyzP5zPJCrF2yp3ZPX7q/kKuSaVp06JHJaQusNz9qVSoIWbO7f8A72TnPrzXm9v8Po5vEdnpd9HdHT7bSrny1huZRHaGS4UxIrhgxIRWB5wdnTpVKzN0sGhajdeGPEkutBbKe/1BDmORREAwIaXIOG+YBR8wNAHr09vBdQmG4hjmiYglJFDKcHI4PuAapSaHpM9nPZGwthBNIskqRoE3OCGDHbg7gQCD14FeceDNIkstU0HZpPiBJkeSWW8upM26WzRSeXDgvyVzFztzuB55NXfEPh+dpdevYtOaKcaxYNZTxOweZS0AlYndyPmdcHjCgAcUAdrb+HNAh0tLCDSNPFiGEiwi3QpuHRsYwT79aedJ0WSyS0FlZfZcl0iWNQnzqy5AHHKsw98mvObDwlqliLCWO2vf7Jj1ma4l0xNq+Sq+csTwjPEbKylkY5zgggA5p23hSbVNH8TWjaDqsdlHpgi0ddTVVmt3TzWSNNjtvCsw2sx3AfLz1IB6h/wjugu0mNI0/cXBkK26AlgwcZwPUKefanw+HtFts/Z9JsYMush8q3VMspDKTgckEAj3ArgtT8OS3N54g1LTdGvLa8bU7J4ZG+R5CkyCaRMOcoUGcnB68cCrfhjSkXxhBd6T4f1XRNPt7a4juhfNhbl5HRkKr5jZIIkJJAPI9aAO2uG0/R7XUdVdEiQK1zdyouS2xACTjqQqAfhTLaw0m6lbV4bC1+0XsCh7nyFEssZAwrNjJGAOD6CuKfwlKXjn/svYw1yV2ER2b7Qh85APO4+vJJ96k0nwHo2pw6jc6n4XjsbG7aB4tNZst+6EmJJAhwJD5rArk4Cr3oA7dbGwMVtbLBB5dntaCIAYi2gqpA7Y5A+ntVdtB0SebzH0uwlmjk373gRmVy3mZyRkHc276nNefeD9Av8ARp/Bqx6BcWk1pZfZtRud4VWSSOSXZtB+bbLgknGC3Gc8N17wTFe33i6QeFZr3VbqTztM1INCojZrdFXDM6kbJVYng9jyaAPTZLexhujqEkNulxs8s3LKofZ127uuPaqkeh6Db3cezTNOS52lkIgQSEDAJHGeNwBPuPWuH8TeAIxa61qMWlw6h5upwaimnxA/vQpAmyGIDO6mQ+528Z5pukfDqK3J1Ead/ZKJqLXkNlC26WCEIiNECrFSZfLG8ZIw2Ae9AHoEuiaTNHbxy6ZZSR26eXAr26kRLx8qjHA+VeB/dHpTrTSdN0+WSWy0+1tpJBh3hhVCw9yBzXkNp4KntdAspIvCmopqUVhN9qnluEdJIzbSFLYL5pchZDEoGwfcPqc9j4T8JxeG/EcbWunLaJJo8SXTwqFSS4DnJO0BS3Xoo68AZxQB3NFFFABRRRQAVFc3VvZW7XF1PFBCmN0krhVGTgZJ46mpa4T4uyw/8IBdWcltBPJeMIIvOikkETEE+YBGrNlcHBxjOM+hAOtk1nTIjEH1C1BmlWGMeauXduigZ5JwePYntUVr4i0e+u1tbXUbeWZ4xKqK+dylioI/4ErD8DXzzd3OhwXMr+HTbtNKNPk8yHS7hFsp4FLGZVEXJbIwO4Y5PepZ7y1hm0W10y007y9OktZF1a70e7+1AxuHPypHgICSu0NkgfezyAD3pfF/hxtPhvzrdjHZzb/LmmmEaHYwVuWx0YgfjTZvGfhe3S2km8RaVHFcozwSteRhJArbWKtnBweOvY+hrwq4uNCjvbQQWVncmTVb+7KXui3EkUMEh/dKV2AkDIJC8ZwOnNTNF4Qis77TbexSWE6NPBBdT+H3WVr6RnbzSwiLKo+ULj7oOO2aAPoaa5gt7SS6mlRLeOMyPIT8qqBknPpisaPxt4Wm0+a+h8QabLbQKjzPHcq3lBiFUuAcryQOcVx03ifT7/wSPD0Oj6hfzJZwwkXOi3bW54G12Cpu28bhgAnHaub8N6Doug3dib3QL3UbQ6OtreQjwzckSXIk3+YQ8Q3cEjJ54HSgD1mPxf4dmlWOHWrGYtbSXYaKYOvkocO+4ZGAffsfQ0yLxl4bns7W8g1qzlt7qUQRSRybhvKl9rY+6QoJO7GO+K8ki0u2t9N06OPw9eSzWlxfS7Z/D12U8udZFSHAjGUXzAWGR9zA65qOTQILjw3rTNp19Z6tdXFvcWkGm+G7y3gt3gB2sq7Dhm3OCQ3cdKAPXbTxr4bvz/o2rQSf8e4GAwyZ2KxAZHJYg8dR1OBUkvjHwzDaC7fX9M+ymf7OZhdIUWTGdpYHAOB3rx+602S40mS2udI1GSTUZbb7UsWgXSww29qreTHGhUsMkBWJOdrHGaksrHbLcPd6Pfr9u1WO6uobbw5drCsAjKyIispIMhxu5wQT9KAPbrLUrHUbJb2xvbe6tGzieCVXQ4OD8wOOCDWTB448L3MlmkOvWDm8Mi2+JhhyhAYA9M8jjv2zXNeE9U0/wzaXWmW2k64YJb+e4gWLQ7mNI43bcq/NGMYBx+GK5a1ttNkl1WS+8LaxtOtT6nZW7aFcPGzNEio0hCZA3BmKg9xnpigD0hPiF4Rk02DUE8QWLWs0sUKusmSryZ2K69UJwx+YDG05xg1r6trOm6FYm91W9hs7YME82Z9o3HoK8Wnt7rU7XxANT0mfztUitI0S38L3gijMLNhsNnnaxHHt05z23i7XItZ0iGxj0zXoTJNDOZP7EnkIjDgsBtX5WKgr2Iz2zQB0Nz458L21lDetr2nPay3AtVnjukZBIRnBYHAwOTk9PqKVfG/hd9R+wDxBpguCsTIpu4x5nmDKBefmJGDx2ZfWuHsbjSrQ+IhL4f12aPVLhpIYh4euMQqYVjxynsenrXIQ2HiN7bQ0t9Jv0sdEktZwJdBZZpZIV5JZvmIOWxgHHHegD1+P4ieFJLf7R/bVqsIt3ujI7gDylk8rd6nLggAcn8RWxpmt6TrSSPpWqWV+sRAkNrcJKEJ6Z2k4rwmCymmi1a7utF8Tx6nqeEWGLQZfs1pG8yyTIgYkkvtPPGCxxjrXYaF4itdE1/X9Ri8K+Klh1OWF44ItBkURCOJU/MnJoA7G48e+GbW+1Gxn1e3jutPWRp4S43YRFdiB3wHA9SVYD7pxFdfELwtBdJD/AGlFPIRbuhg/eD9++xMEd+5HXac85rk9fv7STxRo+qr4O11Hs/tMknl6KZDOZYzHhihPHzEnPXArjrWxeW/0kajo/ikWGk28MKR2nh+VHvChV90hJIAVwdoAzjPIzQB68PiF4ZeGKWHU4Zkka5UGJg23yFZ5CRnI+Vcj1BB6HNamj+IdO12S7TT5mkNoyJKShABZA4GT14YZ9K8g8Uw6ZrWjT2+neFfFMGpTan/aJubjRJWDuSQytjHybDtwMcAZ5ya6fwXrMli980+i+KLzU7+VJrmeXSfssWQqRKqBmChQAO+cZJ4HAB0bfEbwlHrM2kS61BHfxXItDC4IJkOBgcdMtjPTg+lRt8SvCq20lwNSDRRxSzMyKWwkcwhY8f7TDHqDnpXGX/gnWtVl16e+0h3m1K9tpYjFHbR+RFFKGJB80nzGXIPYnrVrw74Kv9PvdZ1DU7HVJLnVFnRobH7NDDbrMVMmzMxbJ2LzkY9M80Adf/wsLwp/b66KNatjePCsybTlHUrvGHHy/dw3XkEYzUel/ErwfrM9rb2Wu20lzdbRFAchyx6LjHB9q5S98Hard63pt1BpxstP025SS3s4dOtS4jVdmwym5yQV9RwcdcU3wx4V1u3XSbnXdJumms2E7W1vFaDdNz8zS+blhuYsAAoHyjovIB6Fq3iTSdDvtNs9Su1t5dRkaK23A7WYDJBPQdQOe5FY6fE/wY0FrM+vWsSXJdUMp2kFCoYMP4T8w644qPxNHqetrpCw6BqSfY9TgvHbzrcELGSSB+95z936E1zWv+CL/UtFfSNOsLiztJxI9zJcWNrcTzSyNuaTzPtChST2VRj6YAAPSNa1mx8P6RPqmpzCGzg2+ZIRnG5go/UisWT4jeEo7Wa5/tmFo4DH5u1WygdgqsRjpk9e1QeJLfUvEXhK80R9L1OGa5hEZugtq2GBB3BfOHp68etYMHhXVry/1C88Rw6nqMl7ZxWLC2htbUeSshdkb/SGzuztJ4O0nBzggA6V/iJ4XS7urT+00a4tpIY3jVSSTKVCFf7wy68jpUVt8TvB93ZXF5HrMP2aC6S0klYFVDuCVOT/AAnB+bp8p9Ky9a8LxatZ6ki6DqsNzdWsdrbzMbRxZxxlWRY180fLvQOQTye4GMZV34O1290rWILj7dNe62UXULqSytSGjRSqJGguQE25yCSxzz9ADsm+IHhWPULywl1m2ju7MyCaJztI8sZfr1wAfyql/wALU8G/2Z9vGsIYV8vzAEbdHvOBuGOOc59MGma9p9/rOsadqUWl6laT2ENzHG6ras+6WPYGDecCAvJx3OORisq58OTXEUti2n62Wk8OnRg8kcD7h0ErN520uM5wcd+eaAOnbx54aj1KfT5tTjiuobkWrI6sMyHHAOMHlgPrkVe1/wAR6X4Y09L7V7oW1s8yQiQgkBm6dO3Uk+grzq50bxNd+JpJb/QdYudDF/8AaEs47u1G5USHyc7psgK6OdoxnIyccVp+NIvEPjDQf7ITw9rWmwvLHJM6GymaRVIbaP8ASl2/MAc89B0oA27f4k+FLzUbGys9US5e9MqxPEpKbo1VipP94hhgDr+VVT8WfB0drYXE2qCFbxHdRIhDR7PvBx2OeMdzn0Nc5Npevf2y+pW3hTWJVm1dNWKST2cRBWExCP8A1zeu4nj0x3q7YWmtadPpdzb+FNdjaxFy8tub2zYXs0xGZZZPOHzZ3nhOrcYAAoAvx/Frw3/bi6fNchI7j7MLGVQW+0ecDzgD5QpAU56Gt3xX400LwXaW9zrd35K3EhjiRVLuxAySFHOBxk9Bkeorg9E8Pa5Y6foNhe6R4hksNH8uRLOE2CpNMjswkdjcEkZKkKMYx1brXS6ne65q9zZeZ4U122gsr2O6AhurMm4Cq3yOPPGBuKt1bO3tQA5Pir4WmtEuoLqaWJ7K4vVKx4JWEjemDg7+SQPRSSRRb/FXwrc69daMl1P9rt4mlx5JIkVYvNbbjOSFyMHByp/Hh9e8Da/rayW8cGuWNg17cag8RtLGR/NkkLna4utykAhRgeueDiux1m21jWf7F1Cx0zVrW8sEkaGS4W1Zg0sJj3svm4LKGLbeASMZAoA6nTPEGmav4ei120uQ2nSRNKJWBGFXO7I7Ywc/SuS0j4zeD9bma3s7i7NyIJZhC1swZhGhdgOxO1ScZrV8NJqHh/QodOl0nVLyVZJZZLgi0j8x5JGkY7VlwvLngVzMXhDWLdbdI5/EDQ2jXMlrDJHZFYZJo5ULAiUOQDKSAW7AemADr9E8b6D4iurW30u7M73Vo13GQuAEVwjA+jAsPl610VeaeGfCE3hbXYtUsbDWQXsxb30IWzVLuQH5ZSBLhSBkYXrxz97d0UF3rw8SXl5Po+pf2ebeKK2tkmt+GBYyOw8zqcqBg9BQBDq3xL8OaL4l/wCEfu5rg6huiXbFAzjdJyqkjocc89jVC3+MXhG7tbya1nvJ2tYTO8Udo5dkD7Mr2IzjnOB3I5q74jOtao+jmy0G7T7JqMd1MZpIOY1VwQoEvLZK9cDGax7Pwxqcupz3/iRNb1uR7N7JAUs7Xy43ILjMUwOTgDOeOfWgDW/4Wl4VbVLWwS9dmuUiMc/lN5IaRSyIz4+ViBnB9RT/AAh8QLLxRNFYSWl3Y6v9k+1TWs9u6BFDBThmA3YLAZFcxfeB7651eSa3t9Ss9NkmtZGsILOxAK2+0Rr5nm78ALgc8Zx0rqfDWkXVpr19qeow6rPe3e5VuLxoPLt4txYRRqkjEDJ984FAHXVXvL+z0+ETXt3BbRltoeaQICeuMnvwfyqxVHUtG0zWBEup2FteJESUS4jDqCQVPB46Ej8aALcUsc8KTQyLJHIoZHQ5DA8gg9xRSxxpFGscaKiIAqqowAB0AFFADqx/FOvr4X8PXGryWVxdxwFN8VuAW2swUnHoM5rYrlPiDpGr654cSw0fcJGuY5JGjvPs0iqh3gq+xsHeqdqAMq9+K2nQWEmq2djcXujQXkNtcX8GGRFkQNuAGScFlUjqCcHBotPigLjxbHos/hnWLO2mvGs4tQuYGjidwpIHIGC2OB1xzVHS/D+v6PeX01n4N09Ybm4S7W0bXmMEMygjeieTgEkgn3VSMbRiWHwv4kWC2aPSNKimi1aTWCX1mQlp3EgIYLbY2/vOgPYZPJoA2vG3jiTwabWX+wdR1K1dXe6ntYmK2qLj5mbG314JHSsm/wDihJZalqVkuiSO1lHLctmZQfsy23mpLjnhnBT2yM8nFXtWtPHGs6ReaZdad4eW3u4WglMWpTq2xhhgCYDjgntWJfeBNb1TUI7m90bRxCttHaSWtrrtzDHNFGSUWQCD5wM96AL0nxWtraT7JcabMmoSx2slrFu+S580Rlgrc4Zd5O08kLwOa0fDfjyTXPFl7oFzoGo6bJDHLPBNdxNGtxEsgQMoYA87ga5/U/Auu6s+ofbND0CWG8kjkEJ1e4CwsihVaMLAArbVVSwGSAB04qax8K+M7LxAutlbG5u1Eiotzr93JGokILAIYcAZC8dPlX0FAGl4v+I1z4W1xNOh8Kavqcf2dp3ntoSVAG3ODgggbvmPGCR61T1b4oz2dveTWOgXN1GmmQarbOSVW4tm2eaw442Bxkde+Mc1PqGi+MtQv5r9tO0BLuXT30/eNTmIRHbcxUfZ+p+Xrn7vuazU8FeJkW4jGn6O0E2mtpawPrd00cFuyIjLGphIQkRrkjqRmgDTh+Jc0muxWTeFtUS0vZGj067fai3REIkAwxGN3IBzj1xhgKtp8UrvULWwax8Ny3V06zJfWwu4o3gmj+8i7iNxGGJ6EDacfMKz5fAPia4uzcT2umyhY5I4IX166MVsHQofKTycIQpwCOlXdH8Ea3pHlXMelaHJeW5naNptSnl855yvmvI5iyWIUDJB4GPegDqovE7XvgD/AISeytBuexN3HBPKEA+XOGfoAO5rlh8Vbi90+9udL0GSSawsUury1upfJe3fzCskbFhgEIN4zgsO3ap/+Ef8Xr4RHhiPTNAj077N9lwuq3G8x4wRuMB6jIP1qjZeB/EdleW89po/g+1aCxjsRJI89yXRCpXeu2MMcop3HkED8ADS1D4lXWnyzTy+F7v+y4ltXe5a6hWWMTkBfMh3b1O44xjPBPFbXjXxTceEtPsr6LTJL+KS6EU6RN+8RNrMWRerkBc4HYE9ATXP3PgzxLfx6mL3/hHZW1SaGe8Kx3CiRodnlgfPwo8sZGecnkUzXvDPjnxFLpsep/8ACMXNvZXcd4hRrmEiRc4yvzbsAn+IZz+NAHT+EPE58V6Tc6pFahLP7TJHZurkm4iXGHwQNpPPHbHOK5q2+JOqtBtu/DLwTT/bRZyLdRSJLJAJG8shGY5wmCeATkjqKs6V4e8Z6JLff2bJ4Vt4r27a8mQWtycyMAGP+twMhR0GM9qqWvhDxjZHTPIm8LL/AGa8sltm1uTteXdvb/W8k7m/OgCK1+JHiC9miig8O2x+16J/aVlK16gV2CoW3jPyKGYjk547c4Wy+JuqX+o6TajRPsp1S2trq3DhnJjLsLgk/KFCgDBPY7uchar+GvAHiXw1a3iadY+D7R7xm+0Bo7m5Dof4Msy4XqNvIq5rPgPXfF2oWEviceGLmOzLlDFaXIb5h0I84BhkKcE9vqCAb3h7xLqOs/DaHxGbOE6hNaSTpbK2xCw3bRljwDgZJPvXI2HxG8dXtx/Z48GWjahPpv2+z8rUY2SZN6Lvzuxt+bP3s9K7htH1o2Lacl/o0Wnm3+ziCPSnUKuNuB+/wFC8YxVDw34MufCtn5Gl3WmI7RRRTTvp8hkmEabFLnzuw7DA5OAKAL3g3xFdeJNHmnv9OOn31rdSWlzbeYJAsiEZwR1HI/mOCCeRl8feNm0We9svCFrctYXl1Dfst8oiWOIAhoySC33iCQDzGwwCcL19jo+t6dayxW2paUryyyTu502Q7pHYsxI8/OMngZ4AAzxWdrXgmbxNFDHr0uj3ohJZFOnzIoJ6naLjr70AXJPEOqal8P4de8OaUt5qN3axTW9nLKEUM+MhmJUELkntnHGM1y+mfETxPfXEEc3hq1gb7Td6bPCbxSwvY4TNGgbO3awBXPPJ6jAz20VlrdvDHDDf6THFGoRETTXCqo4AAE3AFZ1v4Y1C1uvOhu9IU/a3vs/2bJuNw6sjOT5/9xivTpQBysPjvx/JaXlo3g+0Gt6c8L3kP2xPL8h0kJcHfwSycAFsDOffuNB1ufXvBllrUFqi3N3ZidLdpMLvK527sdM8ZxWLq/gFNeknfVBpF008iSSl7Gb5mRSqdLjsC2B0G5j1Jzp6VoWo6HpkOm6ZdaTbWcAIjiTTpMLkkn/lv3JJ/GgDi5/G3jLUdL0y1t9ItoL7VLTULc/Z590sV7B5iAqG+URhkXJJP+sHPHzQt8UPEOlGBL/QrW5ghv4rO4m0+5NyZQ0RdvLAAy6/KWzxzjqQR3FpoWr2dm1rFf6VHEwkJ8rT5kYNIxeQhvtGRuY54OQe/TGYPAk9tb6bb2D6DbQ6dMZ7ZP7KmIST+/xcjJ9zmgDnl+J/iC7trSTTNI0+7+3w3sttILgIqrHIoiL5bIyrDIOCWdQAvNdRNqOoeMfhZ9v0V3sdQ1GyV4is2wwucbsPjjHPzYz361nT/DKK8MovIvDrxy8yLFpM0W5txbPFz0JJOMcnHoK3D4e1NdA/sWC80mKxFv8AZ1hGnS7RHjG3i4Bxj3oA4j/ha2ufNeXGk6dBpVteS2VxeRXnnRGUQFowGwo2l8At9B1PNnQviNrkuo+HrTU7XSSurWyFCl7tmWX7P5nzpj5d78D2Yde+pqPw1F+LNRNo6JYKy2UbaRvjgBAyNhk2HLAsSRnOMEYqhJ8Jbi41g61PrlodY80TC9TSl3LIDwwDSMMjAxwcYoAu+FvHGvarq+lWeq6TYR2+oxXTQ3VpdMwYwOFZtrKPlORjBOQc9KXxBr/iPw54vlKQWd7Yai1nbWUEl6InjYuyyFY9pL/fBJyMBR1xxZtfA+qWR0822u2kf9nQtBaY0pP3KNt3Bfn77Rk9evqaSTwb4hk1+PWG8TWLXccPkpK+jK0iLycK3mYGSecDJHGaAOcT4ka+9zNYsmnrf215FYzxIDzM12yEICcsBDsbPTL8+ldv401nVNF02zk0lLFri4vYbYC8kZVYu4AQbQTuYnGeg5J4FY0fw8u4vEE2vJq9j/as2N90dIQvkDGRluDgdRjNW7nwr4lvniN54ps7hYJ1ngV9GQiN1B2ty/3gTkHtjjB5oA5+Lx54vnFkU0Sye4g1t9I1C1gmZjIdisHjO35VUMSSc8Lk4B4g8OeP/Ft3r1rpeqQaEm+5u7aYJK/mxNCkjZYdFTKoN3OQwxz06Wy8IeI7RZgvi9LYzzNPM1jpEMZlkbqzF9+TwB+A7DFPt/AjW11eXi6nE17erturltOg3zDaFO75ccgcgDBPagDjz8Wtfh0+F5tL0gXMMN1Ncn7WViufIkVWSA8/MQSRndn3q3d/EHxTBq89zb2miz6IlzaQvH5z/aIvOKgAkDbuIbOOdvf33W+GenSeWJRpsgiTy41fR7YrGm5m2qNuFG52PHUnmpj4Dlee6kl1p5VurlLuWN7KEqZkxtf7ucjavBOOOlAFjx/rms6Do1pNocNpLd3F9BbAXTkA73C7QBySc49hk9q4m8+I/jRdEvLyPTtBtbrSri6gvobi7JExiRHzEvBOFY5GT29cV3134bv7/wAj7Xrfn/Z5lniEllEQki52sBjqM5B7HnrWVc/DayvJ5J7qSynmkZ3Z5tKt5CWY5ZjuU5JwOfQAdBigDntV8e+JbWw1+7t7jQ44rJLXUrV55eJLaVXIgOD/AK0+WceueOoNdtf6rrGpeDLXVPC9tbzX17FBNAtw+2NUfaxJJwT8pPbPtWefh/CXRjd258tonRTp0O1DGrLGQuMDaGbGBxmtSDQ9UtbeK3t9eMMESBI447KFVRQMAAAYAA7UAcfp3jXxTea1oVvd2+nWaz3V7ZX8RBKK8BB3JJnqQThe4Vjn0o6P8RfEksGlG6fQbpRrn9k3ctvcHNyG8sLLAMYKjzQT64XoCa7GPwY8VuLdNSj8kTST7DYQkeZIGDscjkkO4PsxFRL4Bt0lt5VlsFkt3DwONItgYmAUAqdvBARACP7o9BQBZ8X6xrOl3Wiw6V/Z6/brlrcve7yDIUJRAEGRnDEt22d81ykfxD8QSL4dmMOiq2oG6tbi0e5KMkySSIkgB+by8xHJx3Oegrs5NB1KaeGeXXN80BJikaxhLRkjB2nHGRxxWZ/wr+AyxytcWjyRRvFGz6ZAxVGLFgMrwCXbPruPrQBwukfFTxTdWsaXMehtNc6NPdxCOcmWCSJN2+dR91WBDKuORjnrjqvBnjXWNY8Vz6Rq/wDZgd7FbxYLKYSNaMCqvDLzw+TnGO59Ksn4Z2W+aSOa0ilmXa8kel24Yj5f9nsVUgdOKPBHhOx0+8PiLTdcN/DfxHcy2cEQnyfvlkRWJyCeTySaAO6ooooAKKKKACuZ+IOpXukeBtUvdO1C1sLuKEtFPcFQNw52ru4LN0Ge5rpqx/Enh2DxNp0dlcXVxbxpKJd0CxsWwCMESIy4+b0zwOaAPI7nX/FV1H5ur+JNKsjpiWmrW961s6Rss0cq+WyHBZueARng/huy33xB8zwtdT6tZWkWry21tNbG1y6HbJKzEHoSF2kfToc11lv4GijlSa41vU7q4jffHNJ5IdPlKjlYxyAWGRjhiKuP4ViluLeebVNSlkt2LxNJIhKEgqSp25GQSDjHBNAHm8Hi7xHqUbaRpfiS1a8XxA1tbXz225LiApvA+XIwMPyOoVQOuagm1rxlLJHqEGvWCa4lzc6JHZvCzJevHP8Afjj6J1AZuwUEnivSz4LsFnhlhvNQhMGPJVZgwiIUrldwJX5SRx2JA44p0XhKGB98Oq6mj7du5ZEBxknGdnqSfqTQBD4qn1qwh0K8sr2JI4tStob+Jo/9fHNIsJwe2DIG/D2wfPdH8a+J9Q1nSdPm1WCO0up70Wmqx2/mx3YCMI0ZFPyyK3zbSRkYGf73pz+GoZIdsmpaq0oYMspvHBGCCPlHyHp3U0xfC6BZFOs6yweMRj/TCuzBHK4AweMfjQB5tqXi7xX4f8PaZfax4m0ezv4IYRcaXNGv2q4V59pkZd3ykR7WwAed/TFaq+JfES61bXUetwz2Fx4j/sh7QWAATCndskLZwNhGSOWyeAQB3Mfh4Iw8zV9WmTGCjXW3PHqoDfkail8LRuz+XrGtQIwxsS/dgPoWyR09aAPLtJ8WeK18XNoV7q7z31vqMVq1vHb5aSE3IeWZgFwieUUUE/3jg9z33jx9Ztn0W50zVjaQvfxWlzbiHeZklYISCOQVBJGPTPGK2D4eTzkePVdWjVVClBdsytjud2Tk+uabceGba4hCnUNWjlGP30eoShs+uN20Z9gOtAHkcfiDW9D8MraaN4shvdPsrm0sbK9OmNGk8vmMGjDZYyLtQ5dc54A65HfeAdc1jXl8RLqztbalb3nkmzeLK2mI1A2twHUtuYYPIIOeRWwng6z2bZ9T16cg5DNq9xGR7fu3XP45qGLwLpqpIk2o+ILlXJ4l1y7wAe3yyDj65oA8t8HfEXWb7+ybF/FsF1fyrOL2zm0pxJahYpX8xpCQr4ZV+UY644rQ0q78b38NppCeIrmb+1fD8l3aztZiGaF1I2bm3N8zBhk5HUYPGa9Hj8E6RFGscc+toiAKqrrl6AAOgA82lPgzTCVIvNeGDkga7e88dD+9/wA4oA88+HniTW/FfiHTbxNRvrmxZru7vozG6w25ZIkjh3lQrkMJCFGcA55IJpnj7WPEUvxBu9L8P+LZbT7LpUt1Law2m5YWjTeodicZfd94dAVGDxXoTeBNEa4W4aTWDOg2rIdbvdwHoD5uakbwZpjIyi815SRgMNdvcj35loA8zuPE3iZUvIZNZuLM38unXIc2rvNaxzQu00ccaq5JQohIwB8xzgtml1hvG+peDtG1yPxVdWUr3C6fJbwWLRNNm6aNZiGYFSUCHG0d/WvTrXwlZWtvHEb/AFuYoxPmTavclmznr8/Tn9BU48NaeoAWTURglhjU7nqep/1nufzoA8e1bxH4i8Oaw+mt4g1DU7i31aeKC2ht3aW6hlhB3ZUHJieVcLwM5x90AWdTPj2xjvL1fE92k+jaZp7z6f8AZBIlxcMpDxbw3zMWXJYcnzAOwJ9a/wCEesv+e+p/+DS5/wDjlZevw6L4Z0W41e9k1b7PEyB/K1K4LEuyoOsg7sO/SgDH+Lmoavpmh6VcaXqlzpsbalHFdXFtamd442VwWKg8qOpGDk7cY7874ak8W69piTWXia+u10/XVJvZ7YW0d1a+WhfejYOF+cY55YdMZHeOPDSbc6zctuV3GzWLhuEXc54k7Dk1We68NBL/AMvUdSlksovNkhj1S43uPKEuEBk+Y7CDx60AebXWveJh4av9VsfEOoXthZ6pLbx3LW8kJkguIcCQrs3kwyOCABjjgfdxcudb1BdJvNRuvFusabZS3THSnFhI812I4FTIU52xlix+YDJIOQa9I0yHQNXs47my1O8lR4lmwusTsVUjIziU4qGCXwrdWBvoNdnkthEZi66zPwg6sR5mcUAZt5rGoX3wYh1dLu8hv202OSZ7aHEzybQHVAR8pLZAbBx1APFYVlZ+LZPiFq3hSfxTqz6Z/Zoniv8AyEWRJN8fyhwuM4Lfga6G91nwlZhD/at/L/p0NhJ5eqXJ8mST7u/958owDzU8mo+D49U/s1tfuPtP2drnaNYuCPLGcnIkxxgnHtQBwtu3iDSbDT9cufF2s3UTapf2k6lN6+QqzYlVcfMR5KsvUZbA9DlW3i+WO3Xytf1y/j0/VLGWyiuLNhNdRlSJICFTlhh+enA5Oa9Mj1TwlKLYrq9/i5aBISdTuhuMyeYg+/xlBu5xgY9RTbR/Bk9000GvXjzC1N0wbW7o7ISeWwZcAZX9KAOGitfGUGjlLnXtc0/UbHQrnUJAURomYzSNGrYU5cqPmxyOAO9dZ491LUbb4TQXsWp3lhqrRQMjW0ZMk020Hy8YyATkn2BzxkVf0+08FeLppVtLyTUpbZUMgOoTu0YfkdX74NZkNr8MdR1iTRYryNtQikZGgXUZ0bcnLDO8Zxg5+hoA5LUpvG1jrMOm/wDCR6p9oN5amxmlQFJGeBy0UyIoyokCKTyFD7jkgCvQ/B11qdx4HvZ9QkvodRM92XSf53tm3uQikjDheAD0OOOOKw5rn4U29lZ3kuoQrbXm/wAiT7ZPhtmAw+9wRkdcda0LPSPh5qMtkLSZJXvInmtgt/N+9RThiBv5wQfyNAHLaJo/iO8m0zS38ReIorLWNFd5vtGGktCrpgBtowxDMCx5IPsCMTWptWtNG1C2u/FHicalpWo3v9lyQ27ubhUjjI8x1H3clxknABbsMV2wsPheNIk8QreltPjkCPOupXTIrE4AK7/f0q3aeH/h3rekz6zZStPYWwcTTwalchU2rubIDjkA56Z6UAcjZ3HiHXPFMstldawbR2ttQuZzD5aWbCBlkgO7hnGY2VV4G47uhqHS9P1uzjhdfEPiY2up6BdXk0VzP5jWxUoQFyuFYgsM4yM8VsonwfkguZ49WZ47aPzZiurXh2ruVc48zJ+ZlHHrW/ay/DlNSi0CG4s2vfKSRIpJpGZlKb1O9jzlPm69Me1AFP4e6Zrui6+9rqGo6zd2txo9vdtHqU5m+zTszBog2OwX2z6VDq/hK/g8f2xTxBrstlr73a3tukhEMCeQQpGOFIwihjzwK0NI1H4a67fQ2WmXVhc3U2fLhV3DthSx4PPAUmptSuPhzo9/JYajd6ZbXkezfA853rv+7xnPTn2BBPUZAPM9LHiTUtT0LTrG+1e9mltbU3zSGRIrcQzpJHIWOBhoiTjlskZ5NdFrvhjxHoXh6e8j1HVrpzq04gt0llneK3uFaEuQhyzjd5gx90k46mt681j4cWUjpJ9nIh1H+zbltxVbaba7fOWIwv7thkZ547HEi6l8Opxiza1u5DJbRCOBiSWuH2xjkgZPJIzkAZPbIBc+HlpqMaazfXlvewW95dqbNL0bZvKSJIwWQ8pkqTg4PtXnVlZa+Dca1a6r4tms01z5lkM0KSWboWmkERwFKsXIOMZAHWuv07xB8NNQ0y0vPMtImuBEDAXLvE0h2qr7Cdpz69OpxWvrEfgjQZzBqMMEUotJbwrliRFHjcevGSwAz1IIHSgDiNC8JeINa8G6rbF9Xt9y29tpk9xcm3d/JnmAlMf3kUK8blW5YrkfwmpJwbTxutpaan4rna4+2xasWSRICxhYLKmRsG3aACM8Bfx6y7u/h1Yki6msoiJp4Dln/wBZCu6Uf8BHX3IHUgVVutY+GFrawzXN1YpDcQxTIW8w5SXOzI6jOCcHkAEkAA0AcRoSXl5oI1V/+Evh8Ox6fHHLBHezSNcSuYwqwKct5aqzAsAAcYGea774dXd6mg66dQOuG1t7+ZrSXU0kNw1vtUrgPlmwM4479KR5/hzp2pNo0iWlrPDcx2Qi2uFEjoHVQRwOD14GeOtWLR/AF5q1zpSSael/Bcm2NtLcBJHcAE7ULbiOcZxyQccc0Aea2GmeJj4Xm1PTH8URWgk1OGG1uJ33fZzayNCWiJI3CU7c8kkDHUVr6/a6poWh6np02t6xLAdDguPMub0h7e6WTbgOBnHIYqOuzGea7O8k+H+neII9CvZLK31GRUZIpZGXdu3bRnOMnaeM55X1GcS6u/hHNFq93cQaXcSaYCLtTEXkAD7BgfxDcVAIyPmXOM0Ac9Jp+q3Oi6jqVlq2upt1Kwk0i11HUTJOoDbJWcEnajLKxKnoEy2BkDqfhzp6W2qS/wBlzalbeH7eB4LSyvrncZmMmTKIjh4wMHAYAnfnHrCbL4SC8urT+ydI8+0+0eevkD915GPM3HoMZGM9a0vAM3w51W7nvfBtrZJd28YWZorVonRX7fMBkfL2yOKAO+ooooAKKKKACiiqmp6nY6Np8l/qV1Ha2kRUPNKcKu5goyfqQPxoAt0VhDxp4XaISx+INMmjMyQF4blJArvnYGKk7c7WxnHQ1panqVno2mXOpahcLb2dtGZJZWzhVHsOSfQDkngUAW6KwF8c+FH0836eI9La1Vo0eRbpCEaT7gbn5ScHrjG0k9DixaeKdCv7iygtNVtZ3vvO+y+XJuE3lECQKRwSMg4zyMkZAJoA16KqWOp2epWRvLScSW4eSMyYKjdG7I/XHRlYZ6cZ6Vzdt8UfBV4jG28QW0jLFJMUAYNtRSzHBAPCqT+FAHX0VzOpeP8Aw1pTOlzqOZEEJMccTu2JVZkOAOm1GY+gHOMjO+t3DLYreQv50DR+ajRDfvUjIK465HTHWgCeiuQl+J/g+3gsprjV1hS8i82MvDJ8q7inzkLhDuVl+bHKkdq0brxho9nNcRSzS74JJI3CwscskKzEDA5+R1Ix1JwKAN6isfw74n0vxTZy3OlzSOsMnlSpLE0bxt1wVYA9CD+NZl18RvDVprx0aW7n+1pMsEhFrJ5cbscAM+3byeOtAHV0VyNv8RtDuZJIljvlnhjuXnha3IeJoApeMju5DZAGcgHmrEXjvRJlUBrgS+fFA0JhO9GkjMi5xxgqDyDjIIoA6aiuJtPip4av/MW1a9klS2a4EQtWBfagdkUnguAeRnjB9Ks3XxH8P20dvKj3VzDPaLeJJa27SjyzKseeOcgtkjGcKe/FAHW0VnaJrdj4h0qPUtOkaS2kZ0BdCjAqxVgVYAg5B6iuVh+Lnhad5kDX6PGZQBJZuodowxKqTwWIUkDOfpQB3EkiQxPLK4SNFLMzHAAHUmvOZvHGi6x4Nmi8RNoLXNzuaKwbUF8mZQ4MeZGwDj5dx9icdq2rv4kaDaR3TsLuQW67v3UW7zB9nFxlef7rKOccn0yRVT4s+GpBMEXVDJFGJWiOnyhym9ULAEcgF1zQB5q+iQLZWdjaLoMd9dyXV1e3sJP2S1WeIwvBEiAlwF2kfNgMoPSrcP8AYMfifSG0zStEk07RzLDcXbXyyTXsLwNF++Hl9cHOGJHbgV6XJ8RtChGnmRNQQah5qW4a0cM0scoiaLZ94SbieMdFJOK3NP1u11XQY9YsFluLeWIyRoqYd8Z+UKcfNkYwcc0Aeb+C7vw7ZaVrOotL4Ve/1GL5tK0sxrEkagqsbYzndnklQOenFcZF4f0+y0yzjEmj2t5cWeqQ3MEaM/ySsDCuQN0uwEnd1GFHXFeuL8SdDmtIZ7OK+vHljmkNvbwhpU8koJFZSRhhvHHpk0//AIWLon2Ka/8AK1D+zYo45WvfsreVsdQwbPXADYPHUEdjQB5Bbahp+nRXzPoXh2DNrFbWdteQySwzFJSfMlBT5nCM2WzkmtOE+ELO48LFGST+z5GN7KNFuQXV1nZ0UeVjyy8oAXsO3Fekz/EjRLZZDLFegxGUSL5I3J5dylu2Rn+9Irf7vPB4re17WY9A0ibUprS7uYYBukS1QO6r3bBI4AyT9O9AHhHh57LT721h1W4jGkaddm8tmi065lubwqjRxIxEf7uMRlMqwJJB9TjJsobO0v7f7KNDubfSrO6V5lsJnkuLiaFh5UqbDuRJGCqGHCr717evxJ0SbUFtbWG+uo5QBBcwRBop5DF5ojU7s79nYgDPGc1q6B4mg16W7txY39heWmwzWt9EEkVXztb5SQQdrdD2NAHmvhrWfCnh/wAVJqNu6W1r/Y0NpMtpolzGZbkOWdyFhAII28nn2rKsJ/DEesabqix21rNBrdxdSmLRZYStoyukUeREN55Tj/aOelel6p8Q7HSNduNMutI1nbarHJPeJbKYI43YqHJ3biuQwyFPQ1HJ8R7G0uvsl9pOq2119sayERiV8ybS0YyGwfMUfLjv7c0AeZa3b+D7fSbV9BSK81WHUXvJzqWhXL28glXZKPLEeFQHYVA6bAAeSTb8tPseiwaVpv2q00+0uS80eh3yO9xPHOHjjdYvkhDSg44OMY5FdzdfEc20b6lHoWqXOkQW8hu/JgXzrOeNj5iShnAACjPGfXOMZuR/ECCXVIbD+yNQid7s2zvKqqApieSJxyc+ZswAcEEnOMDIB5rBoLeVIb+wjeRxZW6pB4ZvnjMUTkySOJYWLSlDsDZzjI4rq9HXR9Mg8U2DaPdxWGp3Ra3tofDt35ax+SifMoh2/eUnA9c960LP4q2lzpdvqJ8Pa0bSSKKSS5hSJ4Yt4HUlw2ASQfl6g4zXSeJtT1XSbW0utM02TUF+1Kt1BDHul8kg5KZZRkHb1OOaAPHdF8OCze1+36ZbvHZ6bPaKtj4Zv4XvGdFUGdmhw33evHJJq3F4ZaU6GLmysksdMa0Ml3b+Gr5NQnEKKpUt5eSGIx06Y9K75viNAltbXsnh7XEsZWaOa4MMZFq6ztCwlAfjDKScZ4xT1+I2nDV302bT9RWSG++w3E6w5ht3aQpFvYkffGxhtBA3jJHNAHG+GNFsdH8SrdNDdLpthNPPpyQ+G71LhQ+/5HlMQyiiR8IOCW745i13w7ZeKPE3iK/ktZ4Ir7Sms7ZU8P3qOZdyOssrNFtLBlxkc7cDPGa9orkJvHkdpqWqW13ouoxQ2F5BbNcgxlWWYqiSYLhsF2I4DcAHvgAHOawsFvNqFxo0N82ralcxGe8vfDl1KlvGiMoZEWHaz/MwyevmHJwAK5228KWS+JrB3i1G38P6VFHHbCPQ71ry7COkgMreVhf3oboAduQAAdw9Fg8ck4W50W6jkj1J9NuBHLG6xSBA6HORuVlZe3BJB9xPG11Jp9nKnhy8e5urY3CIlxA0TbdvmKsgfkgMSMqN2O1AHJXWkLqOn6/eagsq3mpW4tLVIPD94UtIhIzoSPKDO43/AHtq/dFJ45RfGWtWEaRX9np1vDIst03hy+kuWEqPHJGg8raAVKnJHBwR0weh0vxvc731G70+/l0XVL+1i0u4WONQiTRRAbwXDbfMLcgHkn2A6bVtYuNNv9Ot4tMmvEvGkQvHLGhRlXcFAcjcSAxxnorH0BAPJbLTZbP4pprC6Tff2apk+S20e7BmUxmNTJ5ihd4GckAE7m65rEvNI1CC3ENp4fuxOlidOUy6DcTIsLs8j4IXBbLqoPYIf7xA9Nn+KNpFeWtqul3KzXMscUcM8iJIWN29rKMAsMoyg9fmDdRg0h+J6/ZhIuh3IaaC5mtDJMipOLeQpKu7kqQMEZGDnGemQDyq48O3UYljttH1NnuFtoZ7ifw/cPIkcEcSqYiFwrFkZmPfI9Dnq54Aw+1yaLrYZ/EsWsIU0OTckMYULFhRkHEY5wOvc9eum+JdvcWU1xo2nNe7IbeQefcLbqryzPF5TkglXDJ0wc57da3fDXiOTXPt1teac+n6lp8qw3duZRKillDrtkXhgVYdgQcgjoSAcN4v1HSvE1iqp4S19L0XMEpun8PyltqSKzDOwk5UEY6c1zel2017rd1c6/4ev44JrCawjg0vw1NCCJSMs7MuDtA4+ueMc+gxeJ/Fen6iulaj4diuLm4N21pPHfIiz7HZkXZg7F2FPmJJz1Gahf4kXVtfJDfeHp7Vbe7js9SBnR2geXHkMmCBIjZ5PBHPB7gHn3h2xurC3uP7Z0zXrm5jsprS08jQ7kqXlwXllZgS7FlU+g59sdt4Hjij8T2zW2lalaKmjpaXD3GjSWqzSowJkLtxk88ck568c37X4hX89x5Uvha5tw11dWcbyXcRBmhjkk2nGcbhGRnp9RybXhzxrf6prNvpur6EmmPeWZvLKSK9Fys6AjPRV2nDKRnrzQB2VFFYnifxZo3g7TFv9auvIheQRoFQuzsecAD2BNAG3RUFndR31jb3kO7yp41lTeu04YZGQeh56UUAT1k+JtJfXPD9zp8fleZIUZRNnYxV1fBxyAduMjpmtaszxBqUuk6Hc3dvGkl0NsdvHISFeZ2CRqcc4Lso4oA4TUPA2s6hcaiI9K0HTINUsV02aO2laaONMyMZ9vlx5kUlAoHc5JGBXXX9hqtx4JXT4rewuNRe1jikS8kZYd2AGJKqTxyRgdcVWTxgba8ubG80u+Y2l7b2Ml0ph2s03lqkhXfuClpBwAcD8QMq7+JE9pHAreHpnuxLdLd2yXSFo0twrOYzjErbXBC/KTg+lAFO58A3o8UaTPDb2kllBDYR3MxABdoTOXfb3J3Rrz2fvg1cuvAdzd61uLWkWk/2jNefZ490bxloIkSWMrjEqukjZP8Az0JrQm8Va4dTtrGz8MLJJcxzzxPPqKRo0MewK/CsckyJkEDGe/OM+H4h3Nw1sBo/lC4NgyM04YeXPOIZDxjJR8DHX5lJA6UAdH4U0i60HQItLupIZTbySCOaIEGVCxYO+f8Aloc5bHBYk965P/hEPE0em6FbSHRbmLQRm1jVHWS4KxNEodzwoIbc2AeRWto3jO/vtQ0yHUdGgtbbVDKlncW995+50UsVYFFwNqPyCRke+an17X9etvEVvo+haRaXkjWpupXurowgKHC4GFPPP60Ac/p3w+1vSvs15Be6Tc6hG0aD7RFNsghjDhI0KuC2BK6ktwVwNvHPb+HdLk0Xw7p+myvE8lvCqO0SbVLdyB6ZrmrXxjrep/ZhY6Hb/wDEwsHuLIyXJwssZAkWXC8LlgFYdeM43cZdv8Urq81CO1TSY4Ge0j1AiSbd/orWzyl8j/poqpn0YZAJwADUv/C3iCfwtbeGrO60a302SwFpfO1vK8hLAiRo8vjPJILZJJyTWuvhmLS7aSbRI4RqQMrxSXhZ03yFcs4HJwqKo6EKNuQDWB/wnusrbPerodnPp8AtBcTLesjxmZI2I2GMgkeYCAH6EZxmuk8W6zfaBoL6hYWEV7JHLGHjlnEKqhYAsWIP8u+e1AFTwromtabqGs3+tXenTT6lNHKVsoHRUKxrH/Ex4wg49c88gCrq/hPUNdt9djv7ix/09reO3EUbARxQymRS+SS0nzHpgcDjrWS3xI1WC5kS60CNTaX0lre29tcmaQIsCymSM7VDbQTuXAPTGSa6vw5rdx4h8PvqkUMSpNJMbEksBLCHIidgRldwAOMd/wAKAOa1XwLq2o+KL+6t9QtbGyu7hbk3McW+6jP2dYCiZ+VQQHySD94YGRWk3g+5fVbG+WfTrY6bJts/ItG80wKhVIpJGkO4fMc/Lx2weaoWni7xLcGxifS9OWeaW40+UCdvlvYopZBjjmJhGOc5GfbJL7xxquj3FxBqVlZL9kvIIZpYXdlaOWKRlIyAQ3mKq4568ZOKAGp8P9Ul8OWuj3GtWsS2guPKlt7Mhy80UkbOxL9czO2FA5xWra+EbjSddfUtEvLOxW5tVivLX7FugeVSNsiKHBjOCwIDEHIJBPNY1t4z8VXklpZQaTpq6gZoba5S4lkjSOU2YuHBKhiMHI74wATk8XY/FOvy6L/aqWOnhbedrS8tnkkDLMs/lMUfGGXHI45oA6PRdKm0qzuYpLiCWWe5luC8dv5Y3O245G4k8k856YHasaDwW6JGbnUBdTNq41S4cwBAzCLy9qqCQAcAn6t61f8AGGqanovhybUNKispJ4ZELi8dlTYWAb7oznnj0684wectvGXiWfxGugvpmlR3SXUlvNKlzI8XECTDadgOcOQcjjH40AFp8NIdJ0m6t4Lk3Ajsp4LK3WMRgPIpUu5LEu+zZGCSAFUcd6uWng/WFtTeN4ing1lrdLeG4NtE4s4AQzRIv3WJYDLtknAxjFUY/Fvi3UbeaaxstBtTa2jtdR31zLmOVJZonIKKQyKYT6Zz1FZyeJfGuvanpdhZx6RbzXOnW+twZlmjBjwiyQy4B6vIcY7KM9aANS2+Hus2yxOvi+U3UElxNBctYRExvO4eRgn3c58wZIPErDjAx02l6FPp3hdtJOpSy3LiYteiJY28yVmcuFXABBc4x6Umgajqeq+G/tVxFaJqG+eNfKYtA5SR0Vgeu1goPrzXL2Pi3xNftp6Ww0ab+19Pmu9PlWKVQpjKffVmyQ3mDGCMYOevABe0n4cWWlS6bOl2xuLexfT7yWOIRNewsoC7ivKuu1PnU7jtwSeMWpvA1qthr9pYTC1i1XT49PWMJlLdEjdBtGeThz+Q61zEHj3xPLDLPHb6XKk+n2N7bBd7GGS5MSJbyDIxucykOCcAAkdBVm68faybBtRj01oLVLr7DJAsTTXEdz5L/JtXO7E3lgEAZDZoA1pPh9BL4tvNYbU5xZXksc9xpyxIEkkQALl8btuQGKZwW5NdZeWkGoWU9ncqWgnQxyKHKkqRgjIII49KwPCGq6vqbasmqi2Js7mO3R7f7pcQxmUA98SFx7HI5xWFH4g8ax2kWpyv4emsv7SWwkgjgnSTcboWzYcuRw2TnbyB07UAWrzwFfz6s91beI/sdsJFlgtodNgHlOkZSI7wNz7OMBiQQMHitrw54dudGmvrzUdWk1XUbwosl08CQny0B2JtTjgs5z1+b2rl9N8S+K5rrS4jLp90o1GfTLh47Z1FyEXmdefl2Mjgg/KecHlaq23i/wAWCeDT7hbRrpXe3M6QnyZGhnj82Vj0jQwPuyT1VgBnaKAOk1DwXLqcviCS61iRm1W2W1hK26I1pGCxwCuC/LZG48fjRq/gl9R1aTU7XV5bO6M63MbCBJBHKsXlK2GyDhWk692B4288jF4y8YvpV7qNte6Sfs+mzao0F5ZyHMHn3HlMjIy8NGiAZzwoPUnPZ6truoR+A7bWrNraC6ljtpWMqM6LvZMjA5P3sde/WgClY/D+SKFoL/X7u9trm4lutSh8lI1vpXCqN+0cIFUDYuA3OcjipNf8DTa3qstwmsy2dtcTW89wkMSmQtAQY9jn7nOSSBngds5zB4m8V2utDTNRfSDLHeRwNLbQyLGfOglMQYMzHHmqgOCDyPenp4g8T3OtxWsV3p7Zv7rTwsduQkipEr+fncxVkcMhUnBz06YANb/hA9Pi07UtOs5WtrO8gt7dI1G7yUhGBgk5OfU/rW1rem3Graf9kt9Uu9NLOC89pt8wr3UFgdufXGa880Pxh4h1yCwje9isri5Mm5mijISOG0ZJpWH9xbwqByM7fTNdp4Z1q51W51qC4ns7lbC8WCK4tF2pIphjk6F25BcjOccfWgCvc+CYJtNh0qHVtRtdJjRE+wxCExuFIPzM0ZkJYjLHfk5PrUR8CQyFhNq995U14t7dW8SQrFcyrP5yl8oW4wicMMrGo7VN4Ru7ya+8TWtzcPcQ2mryRwSO2SqtHHIU+imQge2AOBWXqWs6/ompR6Nc6tYym5027uUvmszG8LxlcEjfsYfPjHHQZz3AO7rmp/Bdrcvqr3F/e3D6jPBK5nZSIRDJ5kaIFVcKDnrn3zznkp/GPiW58Mm/hvdPhuYtBi1/EVqdrABmeBgzsdpxjcCpGD+HZeHbjVpdR1yHUJ1ubSC822c/k+WdpUM0eO4QnaG745yQaAKs/gOxn1cX7ajqQU6iNTe0WVBDJMBGF3DbkhfKUgZ659antvBWm21vo9qrzyWmmWMtikMjAiZJAisZOOThO2B8xrAude1yK7ku49URrNNfTS2tmtFDbZHVM78n7u/IyOdozwcVkHXPEX9k6kw8X29vc+H7uW1kSSCHOorGEfc27lTtYrhe4688AHew+GLZNbbUp7iadIin2GzJ2wWQVNnyIOCTycnOMgDHe7e6Tb32pabfTFvN0+R5YduMbmjaM5OM42seARzjOcCsPw7rcs/i/wAQaJNq0WorbeVdQMqKphWQtmE7RhtgVDk5J8wZrD1nVtfttY8Rajaa/ItnotxAjaY9nEY5Q0cbECT74+/1z19uKANi++Hel38tjM15qFvcWdzdXEc1tKsbkXEplkQnaTty2BjBA78mr+peDdIv9Ck0mON7KNoBbLPbbfOjjDhyqswbqRz69euDXMzv4p0TW4tHv/GUc0Op2c0kV/PYQxvZvE8YJAGFYMJcfNnkD3BypvFOp2FmJ5vFMV4lhdXmn3Fx5aIZWaFXgkCJ8rFXKJx/f9aAOzl8BaVLqUN9596kiG3eVFlG24khdXSWQY+aT5cFuCQSD2xr6dottpmoapewvM8upTrPN5jZCkIqALxwMKPX8sCvN7LVvFsNqdVvPErRxadqVjYX9hLZxGMmQW4lxJjfgGc4JOfl9673xHpWtaolv/Y3iGTR3iLFylrHN5pIwAd/QDn8/agCCfwfbztqE/8AamqJf3ZIW+WZfOtoy4fyoSVKomRjpkjqSQCK4+H+lnRpdPnu9QuJLi5iuri+nlV7iZ4mUpltuAAFC4UDjPcknjRrniG+0iz1Aa81q2r6Ab9VcIscVzA8GVRsZVZA5BznBbjPSrmlXHiTW72bVdJ1S+m07Ubu7W3aRR5CWvkqEcA4KuJQQvqNxPHUA6mHwLp0WlQ2Ml7qFwY7ia5e5nmDSzSSQyQsXO3HCSHGAPur15zo23hyyttXs9TV52ntLD+z4gzgr5ZZWJxj73yDmvMNG8VeINY064uJdSmiaOxmuLmONkL2ojtfL3MQMBmnEjheuMEjA42vA/ijUtQ8Vw6fe+JbfVZJtNkuLqzht0T7BMrRALuUAkHzHHPde1AHplRzW8FwoWeGOVQcgOobH51JRQAUUUUAFZuv6PHr+i3GmyzywCUoyzRY3xujB1YZ7hlB/CtKsvxG8yeG9Ra3vlsJ/s7+VcsygRtjg5b5RzjrQBUh8JWqRXaz31/dvc30N60txKrMpikWRI1woAQMnTGcE8+kNz4Ks7mW4P8AaWqww3Msks8FvdeWkjPjO7aMkYAGM9M/WuBv9Z8U2OkalNL4luZ7iy0i11y3ka2ijwW81WhdVUB0IA68ggEcitKwvtY1fX7nS4vF6Ob2a6LLYTQztZpHIhjdSq/uwVKxlHzyc9WNAHon9l239o2d8odZLS3kt4lDfLscxk5Hf/VLj8axrLwNpVpfwXcsl1dm1YtaRTy5jt84J2oMAksN3IODjGMDHIaHdasukadeT+Kb+RjrV5Y3Ek3lbTEC6jqMfL5KsCOQWYfdJrU+G+p6trU95e3N2bixjtYbIOJTJG08Lyq7xt0cOvluWGeWC5O04AOqg8N6bbf2SIomA0rebUbzwWUqxPqcM35mpr7RLHUbpLqdZ1uEjMQlguZIX2E5K5RgSMjNeceK/EMGmeJPE1ve+MLvR7hbWN9Og3AxkmPhgpU5+dTkZGc89qb4i1jVdB8Ma3qmpa5f6cs1nbSWBkUEm/MbOYo8A/u/lQEEdd+e5IB6RBoOm21hHZW9uYIo4hCjRSOkgQHOPMB39eTzzznrVaTwhoEscMb6dGY4oVtwm9grRg7grjOHG7J+bPJJ6151fX2uHxNr3hmPW7yPUGaUacsUzO5W4eOVXwQAqRKjpknADYHXnvfHF19h8LS3rXl3aQ29xbyTz2md6RCZPMPAJICbicA8A9elAF+Xw9p88V/FJGzR39zHczru4LosajHoMRJx9fWrOo6ZaarAsF7EZYlcSBN7KCR0zgjI9jxXjt343tr8am2h+KtXurEraJZOsTCWS9LyEwJlFLbkVeDxkjnsej1RtT0y6v5m1vUJE03WNP8AIjEuS8EzQxyRyAABslpCM5xxjnoAdkvhjShrUmrtbl7x7gXIdnPyOIliyo/3FAq3puk2GkRzR6fapbxzzNPIkfCl2xkgdug4HFeXWHii5jt7e9ub+8fw5NqtzFLN50hnsnHmqsRON0kZyjA5O1ht5GMbHw21/SNT1jW7TRfEF/rFlGkEsTXrzyNGSGVhulUY5AOB/jQB1EHhSy8i6hvQLlZr6e8TG6MxmVWQgENn7ruM/wC0eBUVv4C8MWtvcwQ6Uix3WzzQZXJbYwZTktkEEA5GOlcr4v8AMa98XahHrGq2U2i6bHc2whv5EhMpSRlBj+4wyifLznJz1Aq/deH47jxxZxvquutZ6pp1/NPZy30vljJhQAR5wgCzvgY4IHcUAdba6FpdjHZx2tlFClkWaBUyAhIIJ9yQzZJyeT61nX3gXw1qUnmXelJI293IEjqCzOXYkAgElmJz/gK8+h1Q3dl4eurLVvEl5q1pPZxXsVobme38kSAuZCilHJjJbJJLAg85FZ/2ua+tpr6wur6fSdNll02PU4LloPtBuL22KmNlw3y5YMRw2wcndmgD2XU9HsNZhih1C3E8UUqyqjMQu4dCQDz9DkVnPH4ZtJ7zxHI1pE8ErG5vHkx5ciqIjuycA7QFx/jWb4KhmsNZ8UaW2oX95BZ3sKwNfXLTuoa3icjcxzjLHisPV9M0651/VJRd67Bo9ktxLrLm6lWzCtA5ZYox95wziQlQcFfUigDr5fB+jXGpi7ms4ZIwrfuHTKF2kaUuQeCdzsfqSfTFrUfDmj6vOZ9Q0+G4lMYhLOOTGG37D6ruAJHQ4Gc15fN9u0izjvFu/FAuLi/hu9Ns7u7kklS1iMS3BmVm2gNvOEYk5dAACSB0HhSV4vHU0Nq3iyfTZbJiZNXiuREswcdPOA25U8AD1z2oA7yF7RHOnwNEjQRIfIjIBjjO5U4HQHYwH+6fSs+TwroU0FjBJpdu0NjGYraMr8saEqSuOhBMadfT61zHjfTJNQ161i0l9dg1qaKJftFnPJFaxxLKSTMVIBIBl2ryT071n6r4f03RPEVzLcR65e6c2nzvKI7uZ2E1xcxYjjUMBl2BOB3HPagD0K50fTbywisLmxt5LOEoY7dox5a7Pu4XpgYGB7VX1LRNEuob2XUbG0aKdUa6eVQFYRZKsx/2eef8K8tS08SImmrdWeq3l5NaRtMUZyfttuZIdplGUjVg4cuSM+WSMs1d9PZ2nhr4WtYapJE9tYaP9nuG2/LIFi2tx/tenfNAHRWVvaWlnFDYwww2qjMaQKFQA88Acd81F/ZNh9k+y/Zk8j7R9q2dvN83zt318z5vrVDTNHll8EWOjawS0p0+K2vNj/ePlhXGR2PI49a8/wDEgvLfU/FelI+vXdjLp2LeK3ae6eO4YRbSvO7g/MRnGM+uKAPWJoYriCSCeNJYZFKPG6hlZSMEEHqCO1Zknhbw/LbQW0mh6a1vA7SRQm1TYjMCGIXGMnJzXCanoOqS3WqgxapM9oumXWnF55pBFcF3WYxsWP8ADjcMkAHnrXaeF9FfQ7W/t9oit5b2SW2t1maRYYsAAAt03FTIV6AyEdqAL1zoum3jXjXFpHI15aiznJz88PzfJ7D526ev0qeSwtJbSO0e3j+zxlCkQXCrsIZcAehUce1chcaXcW9xrN5FBqaSLrdq8C21zMPPjP2YyEru2kZMqkkYCqQcBeOV8S6PY6Lo+taRZeGdekcNOmjyafHO8UHmQxOT8h+VfNJOCDkofSgD1C70HSb8XIvNPt7gXJQzCVAwcp9wnPp2q1Z2dtp9nDZ2cEcFtCgSOKNcKqjoAK8j1HT7271m8hsNB1ZLC+ghW7NzDIq3F2J7cGQqG4xHI3zE7cxk8+Wa7vwroo0DVdX06yt5bbRo/JNnCWYxqSGMmzcTgbiCccZJ75oA2BoWjhLxBpViFvSTdKLdMTkkk7+PmySSc560aXoukaOko0jTbKxSU/vBaQLGGIyOQoGSOa8917woJ9Y13W7XRJY9Wg1WxWyvYfM82SNjB5zDnlQryKSBgBSOxpuueALKxsbBbjSp9X06PWZJV0y2LslvbyoUARc9AwRz0ALN0GTQB6XZafaadHJHaQLEssrzSY6u7HLMSeSSf6DtVe70rR9dSGe8srPUIzEyxtKiyoY3KscZyCDsQ/gK80bwK9jYQQWel6jY3TR3Mc0ti6SrBazmXZbDcw3kOY2PBAO47gCKIPAEd34hhsb/AMNumgPcGcQSMojjbyCHZEjdljDSbCBnPynHGcgHqUmmWEsbRyWNs6PB9mZWiUhov+eZ4+7/ALPSrCOki7kZWAJXKnPIOCPwIIrn/BFgdM8MLZiCWCKO7uxBFKGBSH7RJ5Qw3IHl7MA9sVwml/Dg6dLo0ll4daz1W31Lfd6k00bJJbb33rjzCx3oQv3c8845oA9NW20i4jjjWCxlSd/tsahEYSMCp80DuQSp3epHPSozoug3s73B0zTZ5lZ0eTyEZgSTvBOOpJOR7nNeYSeA0n8PalYp4Xubm7hub5NIuTMIVslMreVtDuCFBO4EKQQARnNSt8NGPiq6Z9FSa4m1SG/XXWmx5UYEbONm7JdnR+MEDfknGBQB6rb2VlBI0tta28bksC8cagnJy3I9T196ZPYabKJI7i0tHF1KryLJGp86RQCpII+ZgEXB6jYPSvLPDHhi/h1bR7+38LahYMt3JOL2e8jUW9m7SMtr5O8sqhXA27eHyeK6v4h+G4Ndh0m4k8Nf289pctuthcLCRG8bBjlmUfeEZ9ePrQB0lzpmj3V1El1Y2E1wqs8ayxIzgb1ZiMjON+wkjvg9cUjaPo6X1vdtp9kLtCVglMK71OCSEOMg4GTj09q8ps/D+taNDZxab4QurWSLWl1CE/aI3+w27tHHJCrKx3BwrllBxg5PIFei+LdCGvxaVbvZW93BFqMc06XCI6iMBtx2tweuOmfmOKANSS20oStDJBZiR3F4yMi5Z0K4lI7lSE+btgc9KmGoWREZF3ARIquh8wfMrEBSOeQSQB6k1wVt4ItvtH2i20S2tobDUbqeKJYljkmjKFRCmRgROWckEgYxxzkYTeA9agGl6ha6Syj7Q4m0kTxEQwrOs9uhdm27FdOdu47ZGCjk0AeoSaJol7Zw20mmafPa26+VFE1ujJGAR8qjGAAUXgd1HpVyKa2+yiSGSL7OqnDIw2ADg8jjAx+lZ/h/SP7J0CHT5vLdsyPKq5ZA0js7Ku7nYCxAz2ArzTS/CV1p8Gk203gOC2fS3Z7rVLU27NeRrHIrIqqfMbzA2NrevNAHp80+i29tcCaXT4oHQGcOyKrK+QN2eCG5xnrzVi3Fgt1PHai2FxHjzli271zyNwHIz15ryv8A4Q/VEt45r7wodSiSWCKGxa5t3fyYBOIzM0h2s2yfZwSR5YOfTo/Cvhi40bUtAuv7IS1ZNHmtLx0kRmVt8JhRznL7VRwCN2OmcUAd3RRRQAUUUUAFMlhinjMc0aSRnGVdQQccjg0+igCGW2tpBK00ELCRAkhdAdyjJAOeoGT19TUNu+miAX1s1oIZsEXERXa+Tx8w65NWnAZGBXeCCCvr7VzC6PFB4AtdKk8Oi+UQxiXTXMSgvkM275tnDfNwSM9M0AaDXGjf2o3hxrSLcLZr1ojAPK2M5Vj0xksWz9ST150vOtbVI4vMhiXYfLTcFG1RzgegH5V5bH4Ivb7QbrS7rwpYQXV5c34gvJXjcWEEzhgV287sOwUL0Kc4BrrPE+nTRXmkXln4ZTXFtIprcW5liQxB9mHBlOD/AKvGOvze1AG+7aTeXOx2sp5xEJNrFWYR5IDeu3IPPTrVmO4glIEc0bkqHAVgcqeh+nvXmdv4IvLXT9PuYtBt0mi1i4u2sBMjeXayRSr5O4/KVZmBK9BvPoa1fCHhS60G90KWTT7a3eLTLyG6a3xhS08LwoxGNzBQ4yBjIOMAigDrjf6Un2i8N3ZL5CN58xkX92qn5tzdgCOc9MVG3iHRVSV21ewCxMqSH7QmEZm2qDzwSeOe9c9r3g6z1DXNPWDSrWO1e0u4LqWOBBhXRVUHoTySQKxtP8Haje2V3Jq+gabZNDpMmnwWlo6t9rdwu6ST5VUDMUe1STjkk8A0Ad7/AGvpMmopYf2hZNfA5S385DLnbu4XOfunP0OelFlrWkarNJBY6nY3ksY3PHBOkjLg4yQCccgj6iuEtfAFxH4bv7YWdtDqTX9ncW0+VLJ5cdsHYNgkAtFKcdSD05xVvSdO1yXx5ZalceEbHSbO3tbm3eeLUFdpN7RlWKqgyf3ZGCf4yc5GCAdYniPRHuLi3XV7Dz7ZHkniNwgeJUOHZlzkKCOSeKB4i0RjBs1exf7RN9ni23CnfLgHYMH72COPceorA8UaBcvrWk6rpGkWl01s1y93AWSL7TviZVVmIOcuVJyD0zXNHwp4g1PRPEkUnh2z0efUL+zuraOC9VwnltEGI2qFBAjdsjBO/HYGgD0BPFXh+UOYtasJPLGW2XCsRzt7H1q3bavpt4Lk2uoWk4tXKXBimVvJYdQ+D8pHoa47xF4TupZ9eXSdI08w6nplvYK3yxmMmSYStgDskinryVA57aXhvQbuz1mXUrjStM0pTZR2q29jctNv2sWy5MaAFc4GAc5PPSgDTg8VeH7tYTDq9nKtxbPdR7ZQQ8KnDN9Acg+mD6Gp7XWdKm+wRWl7buL2JpLQRMCJUTG4rjjA3L+dcTofhr7Zf69JEyo2n+ILm4tEZAqmR7aLb82CQoZieOpAznFO8KeAb7w3qui38gtJZFtZYdQVJnZY5mC5ni3AfNJ5ah8gc8j+LIB1Y8YeGv7Qk086/pqXsc3kNbvdIsnmcDbtJyTkgcd+OtTr4i0Z7Bb5dTtfsrSmETeYAu8ZypPYjBz9K4DV/AfiS9vdYtre38MjTtT1Bbo3UqSG6iXMecDaV3fJ69TnirMPgLVY9U/tuRdPe+Oqy3E1t57tDdW7M5QvlB++jWRlU424Az7AHZ6V4p8P65KItK1vT72Yx+Z5UFyjuF45Kg5HUdR3q1b6tp93d3trb3kMlxYsq3UauMwkjI3emR/I+lch4c8GXej3XhSeSK1WXT9NuIL+WMAGSV/Jx2+b7r8n+tdJpmlz2mva3qEzIy3ssRhIclljSJV2kYG0b95ABP3ie+AAV7Xxt4avrq1trXWbWaS7jaSHYxKsF5b5ugIHO0nOOcUn/Cc+FWs5rqPxBp00cMTTOIJ1kcIv3jsXLHHsKy4vBkst3qNxdrbyKdafVrS3b7ruIEjjLnGVw6s3Ge30qPRfCmqWc2gyX0dgHtbm+nuI7UnyohOWISPcoJGWycj17AUAdC/irQUgkn/ta1aGNYWaRJAyhZW2RtkZ4ZuAelMg8T+G9TdbaLWNOmkkkMSQNOm52DEYCk5PKkggc4yMjmvPT8PPFbWXh/TzH4cEOlrbRvcmWZpJURld0ZNgV13AkAkHgHKmun0rRtT1K4tm1FoBpllqd7dpGwYzSTC6nEWT0EYRlYY5JA6AEEA2rnxj4csp76C61m0gksNv2lZZNvl7sY69eoHGeTjrQPF/h1gfL1qylxLHDiKUOS0jKqYC5yCXUZ6DPJGDVHxT4bu9TF7eacLSe+uNPOnLDfOywLE7ZlOUBbLDb/3wOmTWBq/w4vtQ1q5uorq1ETeGRpMch3K/2pZRIkhXBAUFVPUkY/GgDqYvG3huYwhNWhzNjYCGBOZWi6EcDerLk+h7Uy68Y6afCV94h0iSPVre0ViVtn+8y4yM4PPOelclH8Nr9tDlS7h0ia+mEMUkHmS/Z/Jjla4K7mBdmkmOXJHQ8DjnpdB07xLaRa1e6imkLqd2FNvDayym33JHtUsWXIycA4B4FAC2/wARvCdzaLcprCIjSeUFlikjfdjdjayhunPSpF+IHhVrb7R/bVusX7w7nDL9x1RuCAfvSIB65yMisPVtC8Q2dxpeqWotdR16bVfNmZleK2hT7JNEqnG5gilupySznpuwH3Xg3WbO9tNQ0x9Ovb+3kuLsyX7PGjXMxVWIVVbagQMFGc8jJODkA1tS+InhTSvIN1qylJ4/NjkghknQpkjO6NWA5B6ntVvXPGOheHbKyvdRvgttesFt5IY2mD5XcCNgJIxjkeorD0LwXqWmkzT3kAY6fcwC0gZ/IE09w8zEZGdq5VQcZIzkDvLL4Y1ptG8I6Ok9l9n0s2sl/OzP5rPBsIEYxghirAliODQBqf8ACbeHS1qqaisjXccj22yNyJvLOHRTjBcH+DO72qhP8UPCFtaWdzNqrBLuNpI1S2lkYBTtbcEUlSDwQcVHbeD7uzv7a8hktPMj1u5vmVtxHkTBtygdN+7YwOOMEZwTmxYeDYtN8Tx6hCyvamzuorjzcebNLPMkhZsAAjCEfTA7UAWn8b6BEt80l+qraQC6PGfPgKhvNix/rE527lyMgin2njLQr3xJN4fiupBqcTMpie3kUNtALbWK7Tj2PY9q47TfhTPB4ce1vdUjmvkhtDZskRAtJYY9rLuzl4nOcrtHDNxk5HRyeH/EVx4k03VbrWrCSGzmZhapYMm1HjKMA/mHJ6EEjr7cUAS/8LA8OLrd1o8l3NFe27OpWS2kCvsTe219u04Abvk7TjPBNSP4o+FpdLk1Fbm6+zwyRJck2UoNt5m7a0mV4XKkbhkZ4zzWt4l0W51lNMNpLDFNZXq3avMpYAqjqMAdeWHccZ5rBufBGs6lp+vw6xr9rfyappwskKaf9n8tlLmNiRI2QGkY4oAnPxS8Lfa7m1We8eW2inmlCWUpAWL7xB24II5BHGOpGRna0jxXomu3ktrpl79oljTzMiJ1R03Fd6OQFkXcCNykj3qh4i8MXesalPd213HAZNIn00blJK+c6Ev/AMBCHA7k9qj0Hwje6VrkV/darBc29rZyWVlaw2XkiCJnjYKW3sWwI1A6d6AJYvH2iTNaBRer9pme3+e0kTyp1x+5kyBskbPyqeT+Iza0zxho2rrY/Y7hmlu5HiEJXEkMiLudJF/gZehB55Hbmsmw8L3M+reIDqO5bd9XTULFgQVZhboisR1O1gCAf4kBHSovDfw4h8O3Oi30d8j6jY28lrdXCWoj+2wtkqGGThlOw7sknaR34ANG98f6Fpt5qdveHUIv7MYLczLp08kSZQPkuiEAYYdcflzRJ4/8Pw3N5azXLx3VpeRWkluyfvCZGUI6r1KHeDu9KzdX8D6zfajr8ll4kgtLDWwoubWTTRMceSsJAfzB1C+nGaa3w2iJEw1BBe22oC8sLo2oZ4FAQeU2W/eLhAM8YwMYwKANqz8a6NeXttZ41C2nupXhgF3ptxAsjqGJAd0C5wpOM57YzxWjFq8MmvXGjmGdLiGBLjeyjy3RiRlSD1BUgg4P4c1lyeEUc6UReMrafq0+pAiMZfzTMTH14GZuvOdvvkbENk8er3V80wZZ4Yolj2YKbC5+9nkHf0xxg8nPABzV34+isL64hl0fVbmP7Q8FqbG0edp/LAErYAwArkr152mooPifpFxMkcenayzSRyGNBYvvaaMsJINvXzVC7ivpVZ/COuxXkfkanFCo1a9ntpo4fMaCG4RnYsCQNwcuB1HzKeeRW1D4PgtxoaRXkxTTJJ5XeTmW4eZHDsXBG0lpGckDr0xQBQm+J2jpJaeRp2u3UF2yJDcwaZJ5TO38IZgMsMHIHTBHUGtXR/F1lrGsXGlCy1OyvIUMqpfWjQiZAwVmQnhgCV/76FPu/DVu9jpNnYstnBpt0lxEgQuCFDDb1B53ZzzWZpXhTXbfxbDr+reI4L94rOS0EUWnCDKsyt18xuhQdqAOvooooAKKKKACq97dfYrOS48iefZj93Am92yccD8asUUAcuPHmmfYrm+Nnqos7UzC4nNk+2IxHD59cEN0z900+Xxvp8epW1itlqcj3TSC3dbUhJgib2ZCSNwx0xnPbjmpNE0e4j8Oajp94DC93eX7jkMVSW4lZDwSOVYHHHXnnNPXwyizeHJPtcmNEjZUUKB5xMXlfN6DBJwO+PSgB+leJ7PVbuG1S2vreae2N1GLi3Kq6AqCQ3KnBdeh707WNYutKvbUJpl3e2ssUpk+yQ73VwU29wACC/X0GO9N0vw1Bpf9ieXcSP8A2TpradHuA+dT5PzH3/cD8zVjW9HOt2y2cl7cQWbkrdRQbQbiMjBQtjcoPcqQfcUAYMPxF0+eSFE03VEMy2sqNNCqKYZ2VRLnd91SwDdwe2OapXXxJOnXN9eXmiam2gwMYheQW6nyXjmkimMn7zO3KqRtXODzycDZ1/wjDqunSWNk0Vgt3AljeTJGGk+xqH/dR7sqpy2MkHAJOMgELF4Oto5LWI312+nW+JfsTMuya48wyGaVsbnYsQcE7cjOKAN29uWs7Ge5S2nuWiQuIYADJJjsoJAJ/EVyZ+I9rKlg1j4f16/+2wySoLe2TKGNzHIjbnXDK3BAyOeCa7IjIIOefQ4rIt/Dlra6nZXcM06Q2Nsba1s1KiGIHbluF3E4UD5mI74zzQBl3nj20tLea4/srVJYY7SO+V44VxJbsFLOuWB+TcNy9fQGmJ4+gSG+mvdH1O3jtWicMIg++3kbas4weFGCWHUAHrViy8FWsNvDb39/d6law2P2BLW4EawrGfL3cIgJz5S/eLdx3Na15pIn8+Szu59Oup2Uy3VqkZkcKMAHzEcY/D+tAHMXXxM0+C6WGOymkWXzFt5fMUJO6XCQ4Q5OQfMVsjtnjPFdXpWpLqtnJcJE0YS5nt9rHkmKV4ifoSmfxrn1+H2nR6Xp9nDfX0Mljdy3cV1F5SybpA6uMeXsVcORhFXGARgjNdHpunWmkafDYWMPlW0Iwibix5OSSSSSSSSSSSSSTQByt38Q0sdV1a0k8OazNb6ZMI5ru3jjeMAxq5ZsuCOG7A5HPfFOuvHr2d9NYN4d1O4vILwwPDamNy0ZWRo5VywB3LHkqcEfN1ABZ+r/AA+ttX1LULs69rtpFqBBurO0uUSCXEaxnKlCeVVQee1aGr+HzcyQSab5VpM199puZ14dgYWhZlOD84VgBn0oAzLbx+Lq9tYhoOowQyXrafO9w0SvBceWkiKUVjkMrHnPBGCOeILP4iy32mWc0PhfVRdXcDvDHJsWJ5IxmSMSZzkfPglRu2HFby+FNNSxtbVPPVbe5N2JPMJeSYhgZGY8k5Yt9QO3FZum/D+x027gkOq6vd2tvGY4LC6uFaCPKGPIUKDnazDJJ+8e9AFUfEVZUt5bfRblor2xS/snkmjj86PKCUHJ+VkEgOOd3Y9K6LS9cTU7+/smsrq0uLLy/MS48s5DglSCjMOx9Ky7zwHp9/qr39zfahJ8qJBbmRPJtUV43KxLt+UN5SA9TjOCDzW1aaVBaarqGopJK018Y/MDkbUCLtAXA6dTzk5J7YAAMzWNdvfD93eXl5Yy3GjJBCY5LYR70kLurhgzgkcxYwPWpLbxJIdfg0W/0m6srq5SeWCQvHJFJHG4HVWyGKuhIK8ZIycZNu70K1v9VhvruSeZYVXyrV3/AHCuCSJNuOX5xkkgYGADzVHRvCMOk6k2o3Gq6pq14EZIpdRmV/IViC4QKqgbtq54/hGMc0AaOsX91ptolzbac98qv+/RJVRkjwSXG7AYjAGMjr14rl4/iFO8MUv/AAjt0VvdMfUtN2zoTcIoBKuP+WbbXjPG77xHYZ7G8ha4sbiBCA0kbICemSMVyq+A47jw5odjdajeW15pmljT/tFhIqnBEQcgsp6+SAOOjHvjABHJ4+mi0+5vH0G4VYBaTiMTo7vbXEjIsgC5+YbSdnfpnvUR8fahbT7dR8NyWkdveR21/i7SRoFm2iB1AGHDMwDYPy4ON1bN54M0q7tUtlM9tBHDbwxJA4GwQbzFjIJ+Vn3DORlFzkZBW48G6RcQXERF0PtM9vPO7XTyNIYXDopLlsLkYOMcenWgDW1K6lsdMurqC1e7lhiZ0gjIDSEDIUE+tcFY/EzVLq5s7ObwvHDeajZ/a9OUamrxzqVLgF9nyZVHOSOwHfjvr+zGoWhtjcXECs6MXt5DG+FYMV3DkA42nGDgnBB5rHXwVoyaxpeopFIraXai0tId+Y0QKyDg8k7XYck/nzQBix/EC5upIUt9Mjja6ayktluJSpeCc7Wfgc4cFeM8FW5BANY/E65tNGN9qXh94PLN1bTFbjckd5CSFiLbfuuF4fkAkDB611C+FdPOtrq109xd3EJ/0RJ3Hl2g+XIiRQAPujk5PHWoT4J0aSxvLKcXktveSzyzx/bZUV/OkZ3BVGUYy5A4zgDJPWgDF1zxv4k0uO+urXwcl5ZWYTfIdTVJCxRW2+XsJzlwAOpyOBnFOh8d6tLqEsX/AAjBFnBetYTXX25cLMWKxqBt5DExgn+Hf3xWzH4Us21qW+u41ljjnSezjEkgETLGiZZd21iPLUgkEip4fCulQrGqpclUn+07Tdy7GlMhlLsm7aTvO7p6dgBQBjaH4x1m/wBV0221Xw5DYWupRNJaXUOpLciTCh+gQYBXnOa1vFWt3fh6wt9QgtIbi1W4RLtWm2SbHYIPKGMM+5hwSM4wOTkSWvhmxs20MxPPt0a1a2tULjaVKqm5uOWCpgH/AGm46Y12RXxvUNg5GRnB9aAOEHj3WI/Etzp1z4biSwg1RdON5/aC7gXVWjPl7f4gy4+YDJx1pJfGfiW203Vpb7w5aWd5pFtFfXEJv/NE1s3m7ijKvyv+5bAOR710A8G6KkMkSQTBZb1L+RmuZHZ5lIKnczEgAgHAIHFVLbwR4W0WG9Zbd4o72D7HcNcX8zh43ONmXc4yTgYwcnigDFvPGupm9v8AfocaWNnqv9lxaglzmSKV1VUkMRXBTdIgJ3d+hIxWx4b1fxC2owaLrelwJJFpyTzXkN+Jj5mQoWRRGgVmw7cZX5TitH/hFNIe1nt54GuEnv8A+0ZDI5y0wcMpOMZC7VUDphQDmrelaLp+iwPDYQeWsj75GZ2d3b1ZmJY/iaAM/wASazqmk3Olx6fp9pcpeXBgke5umhCMVJQDbG55IPOOOPXIx38V+InuNOih0jTY21FrmziEt8x8q7h87O7CZaIiHIIAOTggV0Nzpuj6xq9vczFbi90mT5VS5b9w7KD86K2MkbSNwPBBFV77wz4enhgt7y3QKZ52gzcOjebOXaXaQwO5tzng8AnGBQBzdt4/1vUADZeHYSy2S30iPdnCIrypKm4J9/dGAgxhvmJIximyfEmeG7ubdtPVhJfWtrYTAMqOZvKJjkJ+7IqShuPlIHXg1u3Hw+8M3NqttJYSrCoRQsV5PHwq7QPlccYz9SSTySauf8IhoJg1CBtPVotRaNrlGkdg5jACYyfl2hVxtxjAoATQNXvb+91ex1GC1iudPuRH/os5kVo3UOhOQCG2sARjtkcEVQ8S694h0O6R4NM0yfT7i5trOCR72RJRJK4TcyCIjaCw4DZwCe+Bs6RoOm6EtyunW5i+1TGeZmkaRncgDJLEnoAAOg7UzXtF/tuCyhNx5K219BeE7NxfynDheoxkgc88Z4oA4648b+JmFxaWmm6Ot7aauNNnluLuQQnzFUxMoCZyS4BHYgYzu+Wd/F3iiSbStPtdL0p9TvBdwzBrmTyoZYHwXzt3GMj2zuZQSK6J/B2gy6p/aT2G66+0i7JMz7TMAoDlN20kBFxxxgkYJOXT+EtDurpbmey3yoZCpMz4HmNvfjdjlufwHoKAJ/DuqTazoVve3Nt9luW3xzwB93lyIxR1z3wymtSq9lY2um2cdpZQJBbxghI0GAuTk/qTU0m/y28sqHwdu4cZ7ZoA4/WvEPiSy8RS6dpenWN+lzZNcWb+bIvktHjd52FOQxb5dp5K4OM5GJa+OfFDaWl3d2Gln/RLbVs2kkhDWLk+ZkMuRIow2BkYz3Az2tp4bsbbwtaeH5fMuLS3ijjJeQhpNhBySCDkkZPbt04qDUfBegarHbxXVgPJgjSFYopGjQxJnbGQpAKDd93oeM5FAHI6v4z8YWuj2+rWdtoTWb37WL7pJd+8XkkIK4GChVUOcg8sQOgrT0DU/FFh4ltvD+sPpN5C0U0nnW1xI9wiqRhpAyhRksBgevHArqp9C0u406206Sxi+xWzRvDAo2ohjIKYA7AgcdKXTtF03SJbuWws44JLyUzXDqPmlcknLE8nqaAL9ZHiXxDB4Y0k6hcWd/eLvEaw2NuZpGJ9ugHB5JA/EgVr0UAQWVybyxguTbzW5lQP5UwAdM9mwSM/jRU9FABVPVV1F9NlXSZbaK++XynuULRj5hncAQSMZHBFXKbJIkUbSSOqIgLMzHAAHUk0Aefx+KdfZoTPPYpJZ60dJvlS2ZY596IyOu5yVC789TnHbNZFv4t8Y3d0otHt7ptNtoftkFvbiQXNzvliaIuM+XuISQEcKuCcg8+m3enadcQypdWtuyTSB33IBufAQMT/AHsAKD1xgUlhaabpNrHYWENtaQI3lpDCAg3bc4wO+Bn1xzQB5+vizxImtXWlSSQNc2t6LdU8tVa5D3UbLgcnC2zElgMLuyckV0/ii/1y21PR7TRLixilvWmiIvbdpELKm8H5XUjAV/XqOO43ENj9q85Ps32iYBd67d7jBIGep4BP0FSzLbqwuphGphViJXwNin73J6Djn6UAeax+K/FMtgNTSe0aF7W9FwpgEUVo1vJJGsyuzfxkL+7YnoTuABzTt/FV+sE2oL4s0i7u7NXtoh9mMz6huWORVWKKZV85SWU7MjnsK9S+zWVvZfZmihS1Y7fLYDaSx6YPHJP5mqtpbaH9rjazhsPtEHmbPJCbkztD4x06KD9AKAKtxPrr+HdMaOFIdWme1+1Kiho4cshn6n7u0OB35HI6jktJ8Va/PfaRa3NxG1ncarPEupJ5RWeJBKohlA/1cpYJjb1HHByD6AdSsRJbx/a4S1zIYoQrg73CFyBjvtUn6CqsGoaHIsMcNzYYkk3xIGUFn3EZA9c559aAM3xheazpOnTarp19bJFEiRm3ntTIGZ5FXfuDgggHgdOuc8YrXY8RaZq1hC+vpcRapeT26K1ii/ZswSyxlSD820xYw2cg8nI53NRTS9YtTp9zcwujzqpjWYAs8bK+z65AyOuKuXU9rbRrNdywxIrfK8rBQDgjgnvjNAHOeFJtXbWvEFrqmtJqK2k0EMISBIwn7lWYnbzuZmOQTxgEYBxXOS+LNaGpX1m98kemrrgtk1Paha1VWVmglQDADcoj8k7l3YPNd5Dqmk/bobS3urU3F6j3EaxMD5oQqrNkcEjKj149jhg1LRFhumW5sgiK9zcAFc7VYq0jDrgFCN3+z7UAcUp8ZTatp2iXHiO4s5JHvWW6jsIC9xDE0YV5FZSqkmTA2gArgnk4ra8O6pqXin4ZWOpi9mstRurYSNcW8CMwZT821GBU52kc9j2Nbr6zoyD7TLf2aeXK9t5jyKNrjJZMnofkJI/2famQa5oKWVpJb6lp4s5wwtpIpk8p9vDBWB28HjigDzy41XxxHb61qMmvRQyaHY293Np4so9k37ovIjN8zKx2n7pwCRjgZOzdHWJvEg06z8aG5W9kuIp7e3t4d+noEYqykKSCr7UO85O7sRXYajdWGlwNPdoqRXEqRSybBty2FBc9MdBk+wpj+IdHTfnU7UlIGuGCyBv3akBm46gEgfUigDy248V67Jptm39vH7VLpUovlgMKGGaGaNUkGVIRpQ7DBHPAUZxjvPC76vb6xrGlatrJ1U2whkineCOJlDhsqQgA/hHvzWrJqOix2lxHJc2Qgsoy80ZZcQpH1JXsFx+GBVi0vNOu5pGs7m1mlIBkMMis2B0zigDhLyy8Vw63qtj/AMJZfTQtp0l7bR29pAJEk8zKouVJI428nkNjjGRUtrbXLXWorSw8TuNau/Kudas44IpIbaT7Kqs7OUJXc0abVyByMDHNddFqmgnWNQ1SW88m7s4ntJo5pNuxIyZGYJ1II5z6KMY5zo2uraRdzyQ2t1bSSyPtdFI3O3lq/I7/ACFD9MUAebQax4hWy0ie98XXUNtrWjz3byT2EJayKmAgrsRSx/eMuSMHIOOldR8P9bvta07V4LrUjfyWd88NvfG2ERliKKysQAFJyWHAH3Rn1PQ3Oq6PYahDaXV3aW90YWeJJGCHywVBxntnbx7D0qCz8U6Rfape6dHdRrPayRxESOoEpdFdSnOWBDjn16UAcJpv/CUXsWiQnxdqSR6qtzE+62ty8Pl5w6sIwedvfs3Bzg1Fe6zqthf6lp2p+Obq3bT70rBKNPiL3Qa2ik2NtTaoUuecc7hzkDHaHx14Sito7n+2bMQ7IdrKc7VlOEzgfKDgZzjHBOOKuN4k0C3kuM6laI6Xi2k+GAIuGACq3uQAOfT2oA86k8R6pcXUFrpetT3l3ewWV7KiA4tQI8Tqy4zEGXbIobq2e1bWj3Ws2tn4Jv7nxDqlxFqzxx3FpdQwEDdayyAbliV8h0UZJ55z1rq7PxH4entIL201KyNvfSsscquAJHCFjk+oVCeewHtWpbXUF7ax3NtKk0Eq7kkQ5DD1BoA5rxdBqdpY3msWWtXEDQrC0dvhPJULIC+7jJ3DI6j8K5XU9W1Xw94glQa1qF3b2upoBaMolnuIpogXSNVTLmNmRgD0BwTyAe6HirwxcvPbjX9IlaFWeaP7ZExRV+8WGeAO+elLfeJvDWnTwG/1zSbWaSHzITPdxozRsfvLk8qSvUcHHtQBwtxD4z0rRp9Rmv8AUHWw0uwvJoHdW825iA+0RqQN2xkQ5GeWcmtzwJNrN7czXd/czz2n2KCOORxIqSzFpXkdA4BIw6LuwM7RgYFdFL4l0WGxvL19TthbWUay3EgkBCIyhlbjqGBGMZz0GTSXninw9pwgN7r2l23nxiWHz7yNPMQ9GXJ5U+o4oA4a5v8AVG1TxFeaN4q1OW3s7u1Jjnt4vs6s0xWaFWaLJCoBgqQPmGSTk1W04654hS5t9M1bVprWztLiO31GOYolzN5yvbuHYAPhdyv1BC4HBIr0eXxBosDlJtXsI3EiQlXuUBDuu5F5P3mXkDqRyKTV9TtfDuiyXsltcPbWygeVZ25kYL04VegA/AAUAcbdyPDrD3Fl4j167lkae3vIo4Wa2tyInG5cRkRkSouCWI5Oc1zVnYRanZWWo3fiXxLd6EtnFdXc11JytyXiaAW+EDFtwYEjOMgZyTXqK+KNKlg0qa1na6j1STZaG3Qvv4JLH0VQCST0+vFQ3mr6Z4VXStHis71/MiMdrb2Vs8xSKMIuTgHao3IMn+8KAI/CsV3Z+HZZL+e+IeaWaL7axeeOHJ2BsjOcDOMcZx2rk7Gy1VTp6DVfEDDU21GErcTPHIkalzAwEigxvtVOSO/IIJz1c3jnQoH1JHuJd9grFh5LDzir+WRESMSESERkLnDEDqau6V4isNZkiWx81xJbC53GMqEUsVCsDyrZVhgj+FvSgDhLTRdRtrzT0XUdWXXWe2utdnhDC1wka+YDgbWZlRU+XJJbdjrUN1beTfrv1fxPqOjW8CSKwWRro3pYhPKIQH/Vl9wHGCDjBzXpk2p2VvqdrpstyiXl0jvBCerqmNxH03D/ACDWb/wmfhzfIn9r2+6O3lum5PMUTMkjDj5grIw4z0z0oA4m4XU7awtfLv8AxautKiNDH5Dyw/vJ3eNJm27CwVhG5LYAGe1dh4qt57u40S0iu9Qtkub1oZXspfLIXyZXyT6ZQD0+boeK0dN8Q6JrUkkelaxp9+8Y3OtrcpKVHqQpOKrz+LvDdrqkmmXOu6dBfRlVa3muUR8t0GCeSeOB6j1FAHE6fa6q3iPTrCe68Q3EX2m+tZp33GCSy2yhd8ijAlEiJtOQ2D3BFZhm1ebTdKit5fGEmvJ5aJOsMotJFWc4858BWynVs9D17V6LP408O2rFZ9TjjZfM3BkbjZOLdieOB5rBffqMgE0th4y8O6pPp8NjqsM76isjWmwHEvl4LgHGAwBBKnnHOKAOL0uC/wBU1uSFb/xFDpM+oym1aSWWCQRtAsjH5lBZPMBCnOAGwM546bw1cXD/AA/klvZtTmZPtgEhUtdNGssgTGBln2BcEDng96tHx54UR41m8QafAZFdk+0TiLcEkaNiN2P40Ye+Djiptd8SW2jeHo9ajaC4tHlt1E32hUiEcsiJ5hfkbQH3Z9B260Aed6do3iSPStLs3u9eu5b/AEq6eSKa7ljMNxE0RgYO2GjJJJIbPcbTjFW7Sz1O98UXGixX+qalapc20t/fuJLeNZEheOeMMMZ3YiYKmQC55GBXZv468KpGZB4g0+WMIz74ZhIvylFIyuRuzIg29TuHFattq1hd21zcQ3UbQ2sskU8hOFjeMkOCT0wQc0AeU6zLr+maSLG2bxPPfJHd2TYtJZY5rZriRI381RhZljCsrnjBGetbGb7UNV1bTbAaxHfxayoN9Hcy+RFFmKVt6s2zPlsyhVU5G3OMkjoIPiV4LuYpZIvEdiUihE8hL42oW2jOe+7jHUZXj5hmrJ8R/AemWK6r/bdokGo3LqZYo3cySoqK24KpIIUR8kDjb2IoA5uyl1CK58qJ/E9xLNfzOkLW862yWbbysZkKgbtpDbs7wxC54rZ8PQ6pa3/g8uNRQXekzSajBNNPIscu2EqGErMVILOMZz+XG9J430CGW4SS+UCG5t7Uuo3Kzzqrx7SM5BDA7unX0pugePvCviidYNH1q2uZ2UssJ3JIQOvysAe3p05oA6OiiigAooooAK5/xzpd1rXgbWtNsYvNurm1dIo94Xc2OBkkAficV0FFAHmH/CGvqE+qR2Xhd9JtrmxMQXUrlJI2n8xSsgWKRypQbiCCOwGOTUd94U1r+2NU1DStLlt5bVLN7OSeaOQ3lzFJIrzbRIMs0L4+coSTz3Nep0UAeYWHh2903SQ9z4MbVWby7eCylurcvbQxQrEjszMF3sASdhON2M9z039m6l/wqv8Asw2nm6qujeQLe6ZJd84h2hXJOxst1JODXU0UAcbY+E4V8QyLdaJp50k6bbDb5EZRrpZJCx2eoGzDY78GsQeCJ9P8O+Gmt/D9rPqFlcSyXsUflI0sTwzBo2Y4DBmaNSMkHjPAzXptFAHkMmk6vFPIdN8AnTbmW+t7qxjSaAQwSRA73cxnaqsvykfeIY4GRUn/AArKVdB8QW93pNlqN5Jo6xafLIkTOt03ns4R2AKqrSIFJI+VR6V61XHeIPiJa+HdXvLC40PWbhbS2W6mubaFGjWI5y3Lg4GOcDsaAMceEL2W6uXOg2qXk17BOmovKha3CMisUA+bLCIyHBUt5gB5Bx03jHQW8RWWm2f2O1uYk1KCecXKK6rEjZfhgckrlOP7/pmqV38QbS1vpdOGm3kuoLKixWyGPM8bI7q6EsFOVjfC53ZAGBnNRXHxFijfTZINB1W4sdQkt4orwIixq8smza25gQQcduc9utAGAnw7v5vEFxE1rBYaI1/c3du1lKsUttIYoFilQBeMGJ/l4+/znpUep+B9bvNCstMGh6c15BA1s2qJqDxFkMrFg8Wxt6OAHKlurkDBGa6SP4iQm+nsZ9E1KC6tzcJLEwQnzIo1lVAQ2DvjJZTnsfrRH8RI1XzLvw/q0FuJYImuQIniUylQhzvDYy4/h6EHHNAGd4h8F3epaxqJt9IsXtr29sp2nlkVWj8ohpHC7TuJACkHGRnmoLrwpq9tHrVnp/hfQ7u2vL+aW3N3IqLBG0MKZRVQ4yyOT06A967K+16az1eSwg0a+vvKtRcvJbNFxlmAXDuuSdhxjPSse3+IC3rRLa6DqTtdWr3NmrGJTP5ZVZUxv+VkLAc8HBwTxkA0LjR7ix8DW+k29pa6zdWdrDBGl8AI5mQKu9s5x03dzxXK3XgC7xBpdlp+nRRXKXB1PU0JiDLOpSSOOBc9AsRBJAHlr3zWpB8TLG6iaa2sJpIzGZ4x5qB2hFr5+/aTkAn93xnB6kcVbPjyGG3luLnSbxIIrqG2keOSF/LaXy9m5d4Yf6xeACcc+oABzOoeC/E2r6zdXf8AZnhvTYGtL63jMLO80jzKCkkh2YZg6K2T6setdNoPhIeH/FlxdWFvaW2mSaXBA628axGa4WSQtIyqME7SOT68d61r7XJLK7uIF0q7uVggWZ3geHhTu7M6n+A/kawn+I1pHBFdPpl2lpNb2d3HKzJ/x73DKu9gCSNjMARz6jI5ABal8N3GqeIzeX8Fhb2VrNI1ssEeZrjfCY2aR+Mfff5QDngnoKy/BngO80S8hutWmtJZbRpPIaEs8kpZQnmSuQvzeWAm0DAxnJJrQPjhpJ/s1pol5dXTfaTHDG6gsLedoZDknAwQp6871A7kWbPxd9uvdK8nSboabqmPst+0ke2TMLTD5AxccIw+YDBA9aAPP/iDNDe/EqzOoaf5um6baTQvt06ed53miOBkRlCqlkPUkEHucVzuirpaXejLrOnu1npcNszNb6DO1xdzxqf9ZIYwRGp2gLk7ggzjJWvYNb8VX2marc2Vj4eudTFpax3U7xXEUe1HaQDAcjd/qm6VNovi221m/htVtZ4PtdiuoWbyYIngO3LcfdILqCp9RjPOADxvWF066udcj8O+Hp4IdVFvB5cHh2QtDborGVlXywA7OyYx02Bs5wKbq1lpWpSwH7BetI9tax3TSaLck3FzBvJYjyySzlkUsTnaW4ORXq7+Nrq3vHF14euYrBrmW1gvFuoHWWRC4xtDZXJRhz0PX1rKuvGniTVYba00rw/NZXd9Et5YztdQSpcwJJEZMEE7cxycFh3455AB5v4cgtLO4g/4STSVuEj1Ke6lsLfw9M0WGgEYRFeIBTuAJHA+RevGPYPhtaix8FW9mLW5tlhuLjbHcWzQEK0zuMKwBxhgAcDp0FVV8eanNdpY2vhK8nv/ADJ1khF5AoUReVuYMWAIzMo9cg+lbcXiWG88Hf8ACR6faXFxE1sbhLdgI5DjOVO44BGD37d6AMgeC7hzpclxNbSS2+szahMxUn9y6zBYl45A8xBzgYB9gYpPALadcafN4fksopI4pYLt762EnnB2MgkKqFBZXLEKNg/eHkABSyD4iXD20z3Hhq9gnjitrlbdZo5XmgmcorR7CQW3DG0kHmtF9dvvEHhvxBL4dQGZISul3Ksv792gV1OGxtIZ9vzdCOe4oAzNV8C3K2Nqmjx6c0tlBFbQfaWkhaRYzEyu8sQ3blMbABRjDnkdKn8O+B5dNvIptR+wTRoL4tFFEdhNxcLIoCt0VFQgdfvkdsl8PjDX5/tEUXgm9a7tpAk0H2+3BQFQwO7ftOQegOaqN8Q9RkR7uw8NPfWC6db6gzx30KSRRyIXy6uRjgEDGc7T7UAUYPh3qENp5Ettod3J/ZcGmrPOrFohFCq7lG3qXaQ5zkBI+ey9vf6ZfXOgpp1pqj204WNHuyhd2UEbsfMCGYAjdnjOa5vw/wCJ9eS+sdP1zSJ1XUru4FpevcQ/NFteWPMacjEahTkdep5FdXrV7Npuh399bwCea3t3ljiLBQzKpIBJIAHqc0AclP4Bubm70qb7TZWi2NvFBGlpHKhtgshcmIiQD5gEUhgc7c9tpv614d1XW5NPed9Mjlg8xXuEWUSRK0iMpiw4AbEa53ZG4A4wCDnXfxAv7Ik3ejQ28QWzufNW6Moa3mmETtjYpDLkEDnIyTjGKhT4g6nJo76lHpto8UEFtezA3Hll7aWWdMx7uC+IlIUkbt3XOBQBah+HiSavqc97dBra8EwxAWRyZJxOrdSEZCMAqPmzuPIqPTfh/d6Xq+m3ltqeEh/4+Vy+WCsSoX5sHKna2epJbGSacvj27k1s6HFYRvqJ1RreL5mEdxaoxMrxsQAZI1GGUn7w4yCKZ4e8eaxqF5oVvquhW1vDq/nJDd216ZAXiQufkKAhThgPmP3fQgkA2fFXhZvE17o5lnjFjZzSSzwupJYlCqOhBG11JJDds5rDm+H90NA0zTBNZ3Mmnz3JhuJItjGOW3mQb+uW8yRWYgAHGcZqTVfHesaJqOsC90K0Gn6fNbfvRfMJWgnk8pZAgjIJ3BzgsvTHbJqt8RtTsUkfUtKhY2Woy2N9HYs8xfbD5weEkDO1c7wwHTjkgEA19G8FR6P4tttWt0tYYYdGFg6QxBTLIZFYuceyDr13e1Ra94JOrP4kn8iwe4v7eJLJ5IhugdVILlsE9SDgf3evPFdfGXiKbQbrxLZaRpl3ocKXEsebySGeaKN22uoMZGCi5wSM57Y52fDniG91fWtdsri0hSCwnjW3uIpOZEeJZFDo2GVtrjnGCcj+HkAw7j4cy3Hie+vBeW0enXdylwyeUzTKA0cjxqS21Q8sauWxu7D1q7e+AoLrW7ectFJYPc3F5exy53vO6qsUiEfdaMLgN1G4nrzW74lvdS03QLq+0q3t7i5tkMxhuHZA6LywBAPzEA47Z61h2/ijW/t+mXl1p1kugau0cdm0U7G6iMiblMqkbOxBCscZ6nHIAzQPBmpaQFhm1OGS2hsbiyjWONlM3mOrrLJyQXB8zJH98kYya1tC0a+8PeCtP0e1nt5b2ztkhEsqsIyRjJwOcdf/AK1YHibxjrvhvVtRtzY2Vzbrai+tHR28wRJLDHKjJgAt+8YqQ2OBmrMOr+OblbmyXS9Cg1aMQ3AWW6mMKwSeYApZUy0itGc4+XBBFAFTUvhu95Z20ov4ZtVS8murmaSExxXHmgBlKKchQEiwNx/1YyT1rrdB0g6Npv2eS4+03Msrz3Fxs2ebK7FmIXJ2jnAGTgAcnrTfDury65osd7PZmzn82aCa38wSeXJFI0bAMANw3IcHFcbL4z8S2mq3dvcWmmtBFrcekjy/M8yMThWhlOeCB5iAjAzg9OKANjTPDGqWreE2u7yG4k0mGYXczMxeWR0C5UntnJOcdqhuvDviGLUfEcumSaULfV5QxW48zcALeOP+HGDuVz36j3rnz8QvE6WrTf2Zau2lxXbamV3eVMbaXZKIn42nbhl3DktjtzrvrXjRPF/9hzHQYPtVpdXFkyCaU/KyhA5+XGA3OPr7UAVNM8C65c3tjLrs2nwxafDaJssgS17JbrlHdiBsCuzY2jJBxxgVt6T4Wv7CPwlHNcxTf2RbyLdSlmLSSNGF+XI5GSxJJB4HBzxzFt8RNeuF00TWtrbTanLZG3j2s2EM4hulPbKsQRz91x3BrT8KeMPEeq3eiSahFosumaukvkT2RmWTMakklJBwDg8ZJoA9CooooAKKKKACiiigAooooAKKKKACiiigCCWCSS4t5VuJI1iLF41AxLkEAHIzweeMdKxdY8LLrL6q0166/btOl05AI1/cpIMMc9WOeeTXQ0UAclceCGl1aS+g1ia1Z0tUHl20MjL5AlAIMquAT5vULkY681fk8K2j6LpmlCecQ2FzBch2ILyPE4kG44x8zDJwB1OAOMb1FAHFat8PE1jWbq7m1q7hs7u5S6ntbeNFLOkaxriQgso2rg7cE7m5HGL8/gqxmtdTtxPKi397bXblQBsEHlbEUdMYhAz15NdNRQBz2veFF1u9ju49b1jSpljETnTrhY/NUEldwZWzgs2MY+8aYPBdjDoUOmWV5fWcsUIgGoQSL9q2797fOynG5uWwBn2AGOkooA4//hWugi4tGU3SW8FlHYSWqSAR3MKbtqynG48tyAwDYAYEcVpXvhKwvoNRhkmukXUL6G/m2OOJIhEFAyD8p8lM9+TyOMb1FAHOap4bk1XxGZrieQaVNZeTcQw3DxNI6s20NtwShEj5wRyoHIJqnqfw/tdSa7B1XUIYLtFgkhQoVjtwpBhiBX92pIQk8n5cAjNdfRQBy134EsZkjWx1PVdKMcSRI9jcAOFDSMw3OrE72kyxJJJRT2Oa9j8PLXT73TZoNe14W2neX9nsTdL5A2Js5GzPIznnncexxXY0UAc14g8GQa/ffbF1jV9MmeAW8x0+4WMTRgsVDhlYcF3xjH3jnPGJLDwdpum6xbanbSXYktbdrWCJpsxxwkIBGF7KPLBHfJOSeMdDRQBiyeF9OlsorRxKYYr2a+A39ZJGkZsn0DSsQPYde+b4c8FRaV4es7a8nlfU0sYbOW7hnfKIgUFImPKISoztCk4BPOMdZRQBj2XhjS9OvbK5tIniNlby28SByQRIyM7MTksxKA5JOcknJ5qSx8P2On6BHosHnizjXauJmR8bt33lII59O3HStSigDBfwdo0moQ3jQy74IbeCFVmZRGsDM0eMEHILnOSQR1FWIvD1naJqi2Lz2R1HJc277RE5BBkjUgqrkncTjk8nNa1FAGRH4Z0uCzS0gjuYYlJY+VeTI0hIAJdg26Q4AGWJPFZkHgHR4NQkfYz6e1nBaiyeWRkIiMuN+XIlUiXG1wQNoNdVRQBkaf4bsNP1O41IG4ub6ZnPn3MpkMSM2fLjB4RBwMKBkKM5IzWhe2kd/YXNlNu8q4iaJ9pwdrAg4/Op6KAMifwzpV01x58DPHPYDTmi3kKIPm4GOQTu65zwMY7yWnh/SrKKSOKyR/MlSZ2nJmd3QgoxZySSpA28/LgYxitOigDFHhTSAjJ5MxX7c2oJ/pMmYp2JLFDuygJLEqMKdzccmlt/DNjbNo7K87nSUdYN7A7i67WZuOTjPTA+Y8dMbNFAGJc+FNLuo9SWQXJfUtguZGuXdiqMWVF3EhFBZsKoA+Y1am0HTJ7m0uGtQktpM9xCYmaMCR872IUgNnJJznJOa0aKAOdk8DeH5I5Ivs1zHbyF99tDfTxQsHOWUxq4Qqe64xyeOTWtDpdnb6rdalDAqXd2kcc8i8eYE3bSR0JG4jPXGB0Aq5RQBi6joLX11qFyt28b3OnGxjXnbGSXJfGcE/MvYEbevPFfS/BWkabc2l6Y5pr63jVVke5lMYYJs3LEzlE4yOBxmuiooAytT8OaTrNzHcX9p50sahFbzGX5Q6yYOCMjeiHB67RWaPAHh1bd4BDfhXdXZv7Uut5KggDd5m7A3NxnHJ4rp6KAM1dA0xNMtNOW1C2lo6PDGHb5WU5BJzk8885z3zVW08H6FZWYtYbNjH9rjvCZZ5JHaZCpRi7MWONq4BOOK3KKAMZvCmiO05ksQ4uGdpVeR2Vy7MzZUnHJY9umB0AAvPpllJqsOpvbq17DE0McpJyqMQWA7ckD8qt0UAYGm+CvD+kagt/Z2BW6RSkckk8kpjBGG2b2O0nuRgnvmrln4f0rT4dNhtbNIo9MjMdooY/ugV2nvySO5yevrWnRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==)
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לשם הנוחות להלן נימוקיו העיקריים של המומחה להצבת 41 השנים במכנה הנוסחה (כך שלשיטתו יש לפעול לפי נוסחה ב'):
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לשיטתו של המומחה חישוב באופן הזה יביא לקורלציה והגיון כלכלי (פרוטוקול הדיון מיום 4.2.2020, בעמ' 42, ש' 18-13). משקיבלה התובעת את חלקה במענק השנים העודפות, אך הוגן כי משנהנתה מפירות אותן שנים, הן יובאו בחשבון במכנה הנוסחה. אמנם בתמ"ש א' ק' דובר גם כן בקרן הוותיקה, ונקבע כי אין להתחשב בשנים העודפות בחישוב חלקה של התובעת בפנסיה. עם זאת, במסגרת ההליך שם הציג המומחה לפני בית המשפט שתי שיטות לקביעת שיעור החלוקה.
בשיטה אחת זכאית התובעת לחלקה במענק השנים העודפות ואז גם על המכנה להיות 41. בשיטה אחרת, שבה לתובעת אין חלק במענק השנים העודפות, על המכנה להיות 35.
בעמ"ש (ת"א) 12430-10-18 נ' ג' נ' מ' ג' (2.1.2020) נקבע כי "מענק הפרישה לאחר עבודה של 35 שנים הגיע למשיב גם בזכות אותן שנים לא מעטות (מעל 24), שבהן הצדדים היו נשואים. לא ניתן להתעלם משנים אלו שעל בסיסן "צמח הפרי" של מענק הפרישה בגין עבודה מעל 35 שנות עבודה".
צדק המומחה בקביעתו כי לתובעת מגיע חלק במענק השנים העודפות שקיבל הנתבע. עם זאת, לטעמי אין בכך כדי להוות טעם לשינוי הכלל לקביעת מספר השנים שיש להציב במכנה.
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לשיטתו של המומחה, גובה קצבת הפנסיה עלה משמעותית בזכות עבודתו של הנתבע בשנים העודפות ומשכך יש להביאן בחשבון. המומחה הבהיר, כי במקרה הנדון המשכורת הקובעת נקבעת על פי המנגנון הבא, והכל כאמור על פי תקנון הקרן הותיקה:
מיום 5.12.74 ועד ליום 30.9.2003 השכר הקובע מחושב על פי שיטת ממוצע השער ב-3 השנים האחרונות. תקופה זו מהווה 82% מכלל התקופה לצבירה. החל מיום 30.9.2003 ועד ליום 5.12.2009, אז הפסיק הנתבע לצבור זכויות. השכר הקובע מחושב על פי שיטה של ממוצע 35 השנים הטובות. תקופה זו מהווה 18% בלבד מכלל התקופה לצבירה. השוני בין התקופות נובע משינוי בתקנון הקרן בעניין אופן חישוב השכר הקובע. בנסיבות אלה נערך ממוצע משוקלל ועל פיו נקבעה המשכורת הקובעת למועד הפרישה אשר לפיה מקבל הנתבע את קצבתו (פרוטוקול הדיון מיום 4.2.2020, עמ' 28, ש' 13 – עמ' 29, ש' 31).
לטענת המומחה מצב זה שונה מהמצב בקרן פנסיה תקציבית, שבה אין השפעה כה משמעותית לשכר בשנים העודפות. משכך במקרה כזה היה ממליץ דווקא להציב במכנה 35 שנים. כך עשה בתמ"ש 19904-04-18 עליו הוגש ערעור וניתן פסק הדין בעמ"ש (ת"א) 12430-10-18 נ' ג' נ' מ' ג' (2.1.2020).
טענה לפיה עלייה בשכר הנתבע במהלך השנים העודפות וקבלת החלק הרלוונטי במענק השנים העודפות מהווה טעם לקביעה, כי במכנה יש להציב 41 שנים אינה מכתבת עם הדין בסוגיה. כבר נקבע בפסיקה לא אחת כי עלייה במשכורתו של הנתבע לאחר מועד הפירוד גם היא נזקפת לטובת התובעת, וזאת בשים לב כי בענייננו הצדדים היו נישואים תקופה ממושכת למעלה מ-20 שנים.
עליה בשכרו של הנתבע או בחירתו להמשיך ולעבוד לאחר שסיים לצבור את מירב זכויותיו הפנסיוניות, אינן מהוות נסיבות לסטות מהכלל. התקופה הרלוונטית להצבה במכנה הנוסחה היא תקופת צבירת הזכויות ואין להתחשב בשנות עבודה בהן לא נצברו זכויות פנסיוניות (השנים העודפות) – ראו עמ"ש פלוני. לו טענתו של המומחה הייתה מתקבלת אזי התובעת הייתה מרימה קול צעקה, וכך גם כל תובע אחר, כאשר הנתבע היה מגיע לתקופת צבירת הזכויות, והייתה מנסה למנוע את המשך העסקתו. מצב דברים כזה יביא לפגיעה בזכות האדם לעבוד. הדבר בוודאי אינו עולה בקנה אחד עם חוק יסוד: חופש העיסוק, התשנ"ד-1994 ואף ארחיק לכת (או שמא לא) ואומר גם חוק יסוד: כבוד האדם וחירותו, התשנ"ב-1992. יש לאפשר לאדם את הזכות לעבוד ולמנוע במידת האפשר שיקולים חיצוניים וזרים שיעודדו אדם לממש זכות זו. נניח שהנתבע היה בוחר להמשיך ולעבוד 10 שנים נוספות. האם היה צריך להציב במכנה 51 שנות עבודה? או שמא הנתבע היה מפסיק לעבוד או עובד רק חצי משרה – האם זה היה אמור לשנות את המספר שנציב במכנה? התשובה שלילית והדברים ברורים.
דברי בית המשפט בתמ"ש א' ק' יפים גם בענייננו:
"הלכה פסוקה היא כי יש לפרש חוזה לאור עקרון תום הלב, המשמש גם נורמה שיש בכוחה לכונן תניות חוזיות (ע"א 4623/93 מדינת ישראל נ' אפרופים שיכון וייזום (1991) בע"מ, פ"ד מט(2) 265). בנדוננו, הגם שהצדדים לא צפו את הסיטואציה שנוצרה, אין ספק כי כוונתם הייתה לחלוקה שווה של הזכויות שנצברו במהלך תקופת השיתוף, כמבואר לעיל. טיעון הגורס כי יש להקטין את חלקה של הנתבעת בשל המשך עבודת התובע בתקופה בה הוא הנה היחיד מכך, מנוגד לעקרון תום הלב ותוצאתו תהא עשיית עושר ולא במשפט".
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לטענת המומחה, בענייננו גם לא נרשמה הערה בגוף המשלם, שהייתה מחייבת את הנתבע לקבל את הסכמת התובעת לדחיית יציאתו לקצבה לאחר שצבר את שיעור הקצבה המרבי, כאמור בסעיף 19 לחוק (פרוטוקול הדיון מיום 4.2.2020, בעמ' 54, ש' 28-21).
בסעיף 19(ב) לחוק נקבע בין היתר כי:
"נרשמה הערה וביקש עמית בקרן ותיקה לדחות את יציאתו לקצבה לאחר שצבר את שיעור הקצבה המרבי לפי תקנון הקרן, תידרש הסכמתו בכתב של בן הזוג לשעבר לדחייה כאמור, גם אם לא נקבע בפסק הדין לחלוקת חיסכון פנסיוני כי נדרשת הסכמתו לכך".
בענייננו, משלא נרשמה הערה לא מצאתי להידרש כלל להוראת לשון סעיף 19(ב) לחוק. העובדה שלא נרשמה הערה בגוף המשלם, בוודאי שלא מביאה בהכרח למסקנה, כי יש להביא בחשבון את השנים העודפות.
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הנה כי כן, התשובה לשאלה המופיעה בראשיתו של פרק זה, אשר למועד הקובע אותו נדרש בית המשפט לקחת בחשבון כדי לקבוע את חישוב חלקה של התובעת בפנסיה - הוא מועד תקופת צבירת הזכויות (35 השנים), וכי הנוסחה הנכונה בענייננו היא נוסחה א' (סעיף 43 לעיל). כך שבמכנה הנוסחה יש להציב את תקופת הצבירה בלבד שהיא 35 השנים, ומכוח האמור שיעור חלקה של התובעת בזכויות הנתבע הוא 31.21%.
הוצאות משפט
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משתמה ההכרעה בתובענה - יש להידרש לשאלת ההוצאות.
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בעת פסיקת ההוצאות יש להביא בחשבון את הוראת תקנה 155 לתקנות סדר הדין האזרחי, התשע"ט-2018, והפסיקה כפי שנתגבשה במרוצת השנים, כך למשל בע"א 136/92 ביניש-עדיאל נ' דניה סיבוס חברה לבנין בע"מ, פ"ד מז (5) 114, 126-125 נקבע שאופן חישובו של שכר הטרחה הראוי, הוא תלוי משתנים רבים ואינו בגדר רשימה סגורה. בבג"צ 891/05 תנובה נ' הרשות המוסמכת (30.6.2005), נקבע כי לאחר ניתוח של תכלית חיוב בעל דין בהוצאות רעהו, והתייחסות למצב בארצות שונות, אמת המידה הנכונה לחיוב שכר טרחת עורך דין הוא, כי ההוצאות צריכות להיות סבירות, הכרחיות ומידתיות. במסגרת הקווים המנחים לשימוש באותן אמות מידה נקבע, כי התעריף המינימאלי אינו משמש כאמת מידה אלא רק רף תחתון; יש להתחשב בהתנהגות הצדדים ובדרך שבה ניהלו את ההליך; יש להתחשב בסעד המבוקש או הסכום השנוי במחלוקת ובמורכבות התיק והזמן שהושקע בהכנתו; השיקול האחרון המוזכר הוא חשיבות העניין עבור בעלי הדין.
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בנסיבות אלה ולאחר ששקלתי את כל השיקולים הרלוונטיים כמפורט לעיל, מהות ההליך והיקפו, שישה דיונים בבית משפט, היקפם של כתבי בי-דין והבקשות בתיק, התנהלות הצדדים לאורך ניהול ההליך, נחה דעתי כי הסכום הסביר והמידתי שיש לפסוק בנסיבות העניין כשכר טרחה כולל, והוצאות עבור התובעת הוא בסך כולל של 20,000 ₪ (להלן- "ההוצאות").
סוף דבר
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לנוכח האמור לעיל, אני מקבלת את טענת התובעת כי במכנה יש להציב את תקופת הצבירה בלבד שהיא 35 השנים, ומכוח האמור שיעור חלקה של התובעת בזכויות הנתבע הוא 31.21%. המומחה יגיש בתוך 7 ימים פסיקתה מתאימה לחתימתי.
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אי תשלום ההוצאות בתוך 30 יום מהיום יוסיף להן הפרשי ריבית והצמדה כדין (מהיום).
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פסק הדין ניתן לפרסום ללא פרטים מזהים של הצדדים, הנכסים, העדים וכל פרט אחר העשוי להביא לזיהוי מי מהצדדים או העדים.
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המזכירות מתבקשת לשלוח את פסק הדין לצדדים ולסגור את התיק.
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זכות ערעור כדין.
ניתן היום, כ"א תמוז תשפ"ב, 20 יולי 2022, בהעדר הצדדים.
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