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	<title>Uri, מחבר ב-ירח סוכנות לביטוח</title>
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	<title>Uri, מחבר ב-ירח סוכנות לביטוח</title>
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		<title>המדריך המלא: היערכות לסוף שנה</title>
		<link>https://www.ofs.co.il/blog/2024/03/13/%d7%94%d7%9e%d7%93%d7%a8%d7%99%d7%9a-%d7%94%d7%9e%d7%9c%d7%90-%d7%94%d7%99%d7%a2%d7%a8%d7%9b%d7%95%d7%aa-%d7%9c%d7%a1%d7%95%d7%a3-%d7%a9%d7%a0%d7%94/</link>
		
		<dc:creator><![CDATA[Uri]]></dc:creator>
		<pubDate>Wed, 13 Mar 2024 16:16:54 +0000</pubDate>
				<category><![CDATA[כללי]]></category>
		<guid isPermaLink="false">https://www.ofs.co.il/?p=3834</guid>

					<description><![CDATA[<p>מדריך הכולל ריכוז הנושאים העיקריים לטיפול בסוף שנת המס, כולל דגשים רגולטוריים רלוונטיים. מיועד לסוכנים ומבוטחים כאחד </p>
<p>הפוסט <a href="https://www.ofs.co.il/blog/2024/03/13/%d7%94%d7%9e%d7%93%d7%a8%d7%99%d7%9a-%d7%94%d7%9e%d7%9c%d7%90-%d7%94%d7%99%d7%a2%d7%a8%d7%9b%d7%95%d7%aa-%d7%9c%d7%a1%d7%95%d7%a3-%d7%a9%d7%a0%d7%94/">המדריך המלא: היערכות לסוף שנה</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
]]></description>
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							<p>היערכות לסוף שנה</p>						</div>
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							<p>המדריך לסוכן: היערכות לסוף שנת מס</p>						</div>
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							<p>סוכנים וסוכנות יקרים, </p><p>במדריך זה, בחרנו לרכז עבורכם את עיקרי הנושאים הנוגעים לסוף השנה, כולל דגשים רגולטוריים רלוונטיים. </p><p>המדריך נכתב על ידי אבי רוזנבאום, ואנו מקווים כי תדעו להפיק ממנה ערך.</p><p> </p>						</div>
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												<a class="elementor-accordion-title" tabindex="0">חוזר השירות</a>
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					<div id="elementor-tab-content-1622" class="elementor-tab-content elementor-clearfix" data-tab="2" role="region" aria-labelledby="elementor-tab-title-1622"><p>חוזר סוכנים ויועצים 2008-10-3 &quot;שירות סוכנים ויועצים ללקוחות&quot;, שנכנס לתוקף ב-1 בינואר 2019, קובע כי &quot;אחת לשנתיים לכל הפחות, ייזום בעל רישיון פניית שירות ללקוח לבירור מצבו ויתעד זאת בדרך הניתנת לאחזור&quot;.</p><p>חוזר השרות מחייב את סוכן הביטוח הפנסיוני ליזום פניית שירות תוך בירור מצב לקוחותיו. חיוב זה מעניק הזדמנות גדולה לסוכן לבחון מחדש את תיקי לקוחותיו, ולהציע טכניקות ומוצרים משלימים לשיפור עתודות הפרישה של החוסכים, תוך השבחת תיק הנכסים של הסוכנות. ניהול מושכל, יעיל ומקצועי של תהליך זה עשוי לתרום רבות לחיזוק הקשר עם הלקוח תוך חיזוק מעמד הסוכן.</p><p>לקראת סוף שנת 2023, מומלץ לכל אחד מהסוכנים לעבור על כל תיקי לקוחותיו, בעלי מוצר פנסיוני או מוצר שנמכר אגב מוצר פנסיוני, וליזום פנייה ללקוח.</p><p>במסגרת הפניה, מומלץ לבחון אם מצבו השתנה, האם נדרש לקיים פגישת שירות, האם מסלולי ההשקעה תואמים את רמת הסיכון המבוקשת, את ההתאמה למצבו החדש ככל שנדרש, וכו'.</p><p>חובה לתעד את הפניה שבוצעה ותשובת הלקוח לטובת עמידה בהוראות החוזר ומתן מענה, במקרה של ביקורת מטעם רשות שוק ההון.</p><p>סוכנים וסוכנות יקרים, אנא דאגו למלא את חובתכם הרגולטורית ויותר מכך &#8211; דאגו לעתיד הכלכלי שלכם. שמירה על קשר רציף עם הלקוחות הוא אחד הגורמים המשמעותיים ביותר בשימור התיק שלכם ובשביעות רצון הלקוחות שלכם.</p><p><b>להלן דוגמא לנוסח פניה מוצע ללקוח:</b></p><p>היי_________(שם הלקוח),</p><p>אוטוטו מסתיימת לה שנת 2023, ורגע לפני שהשנה מסתיימת, <br />חשוב לי לבדוק איתך האם השתנה משהו במצבך התעסוקתי? <br />האם השתנה משהו במצבך המשפחתי? ובכלל, באופן כללי &#8211; מה שלומך?</p><p>אשמח לעדכונך בנושא.<br />שלך,<br />(שם סוכן הביטוח/סוכנות הביטוח)</p></div>
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												<a class="elementor-accordion-title" tabindex="0">פנסיה חובה לעצמאי</a>
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					<div id="elementor-tab-content-1623" class="elementor-tab-content elementor-clearfix" data-tab="3" role="region" aria-labelledby="elementor-tab-title-1623"><p>נזכיר כי חובה על עצמאים להפקיד כספים למוצר פנסיוני. עצמאי שלא ימלא חובתו, חשוף לקנס בסך 500 ש&quot;ח. </p><p>מעבר לחובה החוקית ולקנס הצפוי, מובן כי חסכון פנסיוני הוא כלי חשוב בפני עצמו, הן לטובת יצירת עתודות ראויות לפרישה, והן לטובת כיסוי ביטוחי במקרה נכות או פטירה חלילה.</p><p>עצמאי נדרש להפקיד בהתאם להכנסה החייבת שלו במס.</p><p><strong>מהם שיעורי ההפקדה המינימאליים עפ&quot;י החוק?</strong></p><ul><li>עד 5,935 ש&quot;ח (מחצית השכר הממוצע במשק) &#8211; 4.45% מההכנסה החייבת.</li><li>מעל 5,935 ש&quot;ח (מחצית השכר הממוצע במשק) &#8211; 12.55% מההכנסה החייבת.</li><li>השכר הממוצע במשק &#8211; 11,870 ש&quot;ח (נכון לשנת המס 2023)</li></ul><p><strong>מה המקסימום להפקדה עפ&quot;י החוק?</strong></p><p>סך ההפקדה החודשית המרבית בהתאם לחוק היא 1,009 ₪ בחודש, או 12,108 ₪ בשנה.</p><p><strong>דוגמאות לגובה ההפקדה החודשית הנדרשת לפי החוק בהתאם להכנסה החייבת בהפקדה </strong></p><table width="492"><tbody><tr><td width="76"><p><strong>הכנסה שנתית חייבת בהפקדה </strong></p></td><td width="76"><p><strong>הכנסה חודשית חייבת בהפקדה </strong></p></td><td width="104"><p><strong>סכום ההפקדה עבור ההכנסה שעד למחצית השכר הממוצע </strong></p></td><td width="142"><p><strong>סכום ההפקדה עבור ההכנסה שמעל למחצית השכר הממוצע ולא יותר מ-11,870 ש&quot;ח </strong></p></td><td width="94"><p><strong>סך הכול הפקדה חודשית </strong></p></td></tr><tr><td width="76"> </td><td width="76"> </td><td width="104"><p>4.45%</p></td><td width="142"><p>12.55%</p></td><td width="94"> </td></tr><tr><td width="76"><p>72,000 <span style="font-size: 0.9em;">₪</span></p></td><td width="76"><p>6,000 <span style="font-size: 0.9em;">₪</span></p></td><td width="104"><p>264 <span style="font-size: 0.9em;">₪</span></p></td><td width="142"><p>8 <span style="font-size: 0.9em;">₪</span></p></td><td width="94"><p>272 ₪</p></td></tr><tr><td width="76"><p>84,000 <span style="background-color: transparent; font-size: 0.9em;">₪</span></p></td><td width="76"><p>7,000 <span style="background-color: transparent; font-size: 0.9em;">₪</span></p></td><td width="104"><p>264 <span style="background-color: transparent; font-size: 0.9em;">₪</span></p></td><td width="142"><p>133 <span style="background-color: transparent; font-size: 0.9em;">₪</span></p></td><td width="94"><p>397 ₪</p></td></tr><tr><td width="76"><p>120,000 <span style="font-size: 0.9em;">₪</span></p></td><td width="76"><p>10,000 <span style="font-size: 0.9em;">₪</span></p></td><td width="104"><p>264 <span style="font-size: 0.9em;">₪</span></p></td><td width="142"><p>510 <span style="font-size: 0.9em;">₪</span></p></td><td width="94"><p>774 ₪</p></td></tr><tr><td width="76"><p>126,612 <span style="background-color: transparent; font-size: 0.9em;">₪</span></p></td><td width="76"><p>11,870  <span style="background-color: transparent; font-size: 0.9em;">₪</span></p></td><td width="104"><p>264 <span style="background-color: transparent; font-size: 0.9em;">₪</span></p></td><td width="142"><p>745 <span style="background-color: transparent; font-size: 0.9em;">₪</span></p></td><td width="94"><p>1,009 <span style="background-color: transparent; font-size: 0.9em;">₪</span></p></td></tr><tr><td width="76"><p>180,000 <span style="font-size: 0.9em;">₪</span></p></td><td width="76"><p>15,000 <span style="font-size: 0.9em;">₪</span></p></td><td width="104"><p>235 <span style="font-size: 0.9em;">₪</span></p></td><td width="142"><p>745 <span style="font-size: 0.9em;">₪</span></p></td><td width="94"><p>1,009 <span style="font-size: 0.9em;">₪</span></p></td></tr></tbody></table><p> </p><p><b>אנו ממליצים להציע ללקוחות עצמאיים לבצע הפקדה כדלקמן:</b></p><ol><li>לשקול לבצע הפקדות לקרן פנסיה מקיפה חדשה, הכוללת גם רכישת זכויות למקרה של נכות ופטירה.</li><li>להחתים את העצמאי על הוראת קבע לתשלומים שוטפים החל מתחילת השנה הבאה, בהתאם להערכת ההכנסות החייבות שלו ולבצע השלמות חד פעמיות בסוף השנה ככל שנדרש, כך שהעצמאי ירכוש גם כיסוי ביטוחי.</li><li>אם העצמאי ביצע הפקדה חד-פעמית לשנת 2023, יש לבקש מקרן הפנסיה לפזר אותה ל- 12 חודשים מתחילת שנת המס 2023, כדי שהעצמאי יוכל לעמוד בהוראת התקנות, ככל שיבקש בעתיד למשוך את מרכיב דמי האבטלה (כשליש מהחיסכון) המחייבות הפקדה חודשית או רבעונית לכל היותר.</li></ol></div>
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					<div id="elementor-tab-content-1624" class="elementor-tab-content elementor-clearfix" data-tab="4" role="region" aria-labelledby="elementor-tab-title-1624"><p>מומלץ לבצע פניה יזומה ללקוחות העצמאיים בתיק הביטוח, ולהציע להם לבצע הפקדת סוף שנה לקרן השתלמות במעמד עצמאי.</p><p>נזכיר כי קרן השתלמות במעמד עצמאי ניתן לפתוח רק למי שהוא עצמאי, וזאת בניגוד לקופ&quot;ג במעמד עצמאי, שאליה יכול להצטרף גם שכיר.</p><p>תקרת ההכנסה הקובעת להפקדה לשנת 2023: 283,905 ₪.</p><p>שיעור ההפקדה לעצמאי: 4.5% מההכנסה הקובעת, ועד 283,905 ₪ בשנה.</p><p>ההוצאה המוכרת המרבית למס: 270,000 ₪ *4.5% = 12,776 ₪.</p><p>הטבת המס שלה זכאי העצמאי: בהתאם לשיעור המס השולי שלו, ובכל מקרה לא יותר מ-50%, משמע הטבת המס המרבית יכולה לעמוד על 12,776 ₪ * 50% = 6,388 ₪.</p><p>עוד נזכיר כי במסגרת הטבת המס, העצמאי נהנה גם מהפחתת התשלום לביטוח לאומי וביטוח בריאות.</p><p><strong>בכל מקרה, אנו ממליצים להציע ללקוחות עצמאיים לבצע הפקדה לקרן השתלמות כדלקמן:</strong></p><ul><li>להפקיד סכום חד פעמי של 19,920 ₪ ללא קשר לגובה ההכנסה שלהם (גם אם אין להם בכלל הכנסה), כי עד לסכום זה קיים פטור ממס רווחי הון בעת משיכה כדין (לאחר 6 שנות חיסכון או 3 שנים, במקרה שהגיע לגיל פרישה &#8211; 62 ושמונה חודשים לנשים, או 67 לגברים).</li><li>להחתים את העצמאי על הוראת קבע לתשלומים שוטפים של קרן ההשתלמות החל מינואר בשנה העוקבת, בסך חודשי של 1,660 ₪ (19,920 ₪ לחלק ל-12 חודשים).</li><li><strong>להקדים ולא לחכות ל- 31/12 לביצוע ההפקדה. </strong></li></ul></div>
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												<a class="elementor-accordion-title" tabindex="0">בעלי שליטה</a>
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					<div id="elementor-tab-content-1625" class="elementor-tab-content elementor-clearfix" data-tab="5" role="region" aria-labelledby="elementor-tab-title-1625"><p><strong>הפקדה לפיצויים לבעלי שליטה</strong></p><p>ההוצאה המותרת בניכוי לחברה בגין הפקדה לפיצויים עבור בעל השליטה, היא עד 13,310 ש&quot;ח בשנה.</p><p>הפקדה שנתית לפיצויים עבור בעל השליטה העולה על 39,300 ש&quot;ח בשנה, חייבת במס בידי בעל השליטה כבר במועד ההפקדה (זקיפת שווי בתלוש), ובהתאם כל ההוצאה תותר בניכוי לחברה.</p><p>הפקדה שנתית לפיצויים עבור בעל שליטה של למעלה מ-13,310 ש&quot;ח בשנה ועד 39,300 ש&quot;ח בשנה אינה הוצאה המותרת בניכוי לחברה, אך אינה חייבת בזקיפת שווי.</p><p><strong>הפתרון</strong></p><p>פוליסת חסכון פרט לבעלי שליטה.</p><p>ניתן להציע לבעל השליטה שימוש בפוליסת פרט שאינה מוכרת כקופ&quot;ג לפי סעיף 47, שאליה יופקדו מדי חודש או באופן חד-פעמי סכומים שקולים להפקדת הפיצויים, שאינם מותרים בניכוי, וזאת לטובת תשלומם בעתיד בעת פרישה מעבודה כמענק פרישה במזומן.</p><p>במסגרת פתרון זה, ההוצאה לצרכי מס עבור החברה לא תותר בשלב ההפקדה ואולם בשלב תשלום הכספים לבעל השליטה (בעת הפרישה) ההוצאה תותר לחברה במלואה, וזאת להבדיל מהפקדה כאמור בתוכנית פנסיונית, שבה ההוצאה לא תותר גם לא בשלב הפרישה.</p><p>מוצרי חסכון פרט כאמור עבור בעלי השליטה קיימים במרבית חברות הביטוח, ויש לפעול במשנה זהירות בעת שימוש במכשירים אלו, תוך מתן הנחיות ברורות לרואה החשבון של החברה לעניין אופן רישום האמור במאזני ודוחות החברה.</p><p><strong>הפקדה לתגמולים לבעלי שליטה</strong></p><p>ההפקדה לתגמולים לבעל שליטה היא כמו לכל שכיר שאינו בעל שליטה. ההוצאה המותרת בניכוי לחברה בגין ההפקדה למרכיב התגמולים אינה מוגבלת, אולם בעל השליטה יחויב בזקיפת שווי כמפורט להלן.</p><p>הפקדה עד שיעור של 7.5% מפעמיים וחצי השכר הממוצע במשק עבור תגמולים וכולל ההפקדה לביטוח בשל אי כושר עבודה, אינה חייבת במס בידי בעל השליטה במועד ההפקדה וההוצאה מוכרת לחברה במלואה (2,225.6 ש&quot;ח = 7.5% * 29,675 ₪ ).</p><p>הפקדה בסכום העולה על 2,225.6 ש&quot;ח בחודש תחויב במס אצל בעל השליטה, ותוכר כהוצאה בחברה.</p><p><strong>קרן השתלמות לבעלי שליטה</strong></p><p>הטבות מס בעת הפקדה לקרן השתלמות לבעלי שליטה הינה שהפקדת מעסיק בשיעור של 4.5% מהווה הוצאה מוכרת לחברה.</p><p>אנו ממליצים להציע ללקוחות בעלי שליטה לבצע הפקדות כדלקמן:</p><p>תקרת השכר להפקדה לקרן השתלמות  15,712 ₪ (התקרה לפטור ממס רווחי הון).</p><p>שיעור הפקדת המעסיק: 7.5% &#8211; אומנם ההוצאה המוכרת לחברה הינה עד 4.5%, משמע 3% מההפקדה אינה הוצאה מוכרת לחברה, ואולם זו גם אינה הכנסה חייבת במס בידי בעל השליטה. כלומר, החברה &quot;מעבירה&quot; כסף לבעל השליטה בעלות של מס חברות בלבד = 23%.</p><p>שיעור הפקדת העובד: 2.5%, בין אם שיעור הפקדת המעסיק הינו 4.5% ובין אם 7.5%, וזאת מאחר והפקדה כאמור פטורה ממס רווחי הון בעת משיכה כדין.</p><p>להחתים את בעל השליטה על הוראת קבע לתשלומים שוטפים חודשיים לקרן השתלמות.</p><p>ככל שבעל השליטה לא ביצע הפקדות השנה לקרן השתלמות, ניתן לבצע הפקדות רטרואקטיבית לתחילת השנה, וליהנות מהטבות המס.</p><p><strong>פנסיה תקציבית לבעל שליטה</strong></p><p>ההוצאה המותרת בניכוי לחברה בגין קצבה שתשולם לבעל שליטה לאחר פרישתו מהחברה (ולקרובו לאחר פטירתו) מוגבלת לקצבה המחושבת לפי הנוסחה הבאה:</p><p>משכורתו הממוצעת של בעל השליטה בכל תקופת העבודה (במונחים נומינליים) כפול הוותק בשנים כפול 1.5%.</p><p>הסדר כאמור של פנסיה תקציבית לבעל שליטה הינו הסדר הדורש מומחיות רבה, לרבות חוות דעת אקטוארית לחישוב התחייבות החברה ואישור פקיד השומה.</p><p>במסגרת הוראות טופס 161 החדש, נדרש לדווח על פרישות בעלי פרישה עם הסדר פנסיה תקציבית.</p></div>
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												<a class="elementor-accordion-title" tabindex="0">אובדן כושר עבודה, ניכוי הוצאות סוציאליות</a>
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					<div id="elementor-tab-content-1626" class="elementor-tab-content elementor-clearfix" data-tab="6" role="region" aria-labelledby="elementor-tab-title-1626"><p><strong>אובדן כושר עבודה</strong></p><p>ההוצאה המותרת בניכוי בגין רכישת ביטוח מפני אובדן כושר עבודה לא תעלה על פרמיה מרבית בשיעור של 3.5% מההכנסה החייבת, עד פעמיים וחצי (2.5) מהשכר הממוצע במשק, ובסך הכול פרמיה מרבית חודשית של 1,038 ש&quot;ח.</p><p>עצמאי רשאי ליהנות מהוצאה מוכרת בגין פרמיה זו בנוסף להפקדת פרמיה לקופת גמל בשיעור של 16% מההכנסה החייבת, ועד 18,800 ש&quot;ח, המזכה אף היא בהטבות מס.</p><p><strong>ניכוי הוצאות סוציאליות</strong></p><p>כדי שההפקדות הסוציאליות בגין משכורת דצמבר יותרו בניכוי של אותה שנה, יש לוודא שהן יועברו לקופת הגמל של העובד עד לסוף חודש ינואר של שנת המס העוקבת. </p></div>
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												<a class="elementor-accordion-title" tabindex="0">קופת גמל להשקעה</a>
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					<div id="elementor-tab-content-1627" class="elementor-tab-content elementor-clearfix" data-tab="7" role="region" aria-labelledby="elementor-tab-title-1627"><p>מומלץ לבצע פניה יזומה ללקוחות התיק ולהציע חסכון בקופת גמל להשקעה.</p><p>קופת גמל השקעה הינה מוצר חסכון שניתן להפקיד בעדו סכום שלא יעלה על 76,449 ₪ בשנה.</p><p>הפקדה זו אינה מעניקה הטבות מס, אך יחד עם זאת מדובר בחסכון שנזיל למשיכה חד-פעמית בכל עת, בניכוי מס רווחי הון בשיעור של 25% בגין הרווח הריאלי, הנהנה מהיתרונות הגלומים בהשקעה באמצעות מכשירי החסכון הפנסיוני דוגמת קופות הגמל, כולל דחיית מס רווחי הון מובנית, מגוון רחב של מסלולי השקעה לרבות אפשרות להיחשף להשקעה בנכסים לא סחירים, פטור מעמלות קניה מכירה, אפשרות לעבור בין מסלולי השקעה ללא חבות מס, ואף אפשרות לניוד הכספים בין יצרנים שונים ללא חבות מס.</p><p><strong>כמה נקודות חשובות הנוגעות לקופ&quot;ג להשקעה:</strong></p><ol><li>תקנות ניוד המאפשרות ניוד של קופ&quot;ג להשקעה בין גופים מוסדיים שונים, וכן ניוד הקופה לעמיתים שגילם מעל 60 לקופה לקצבה, לטובת קבלת קצבה מיידית הפטורה ממס, לרבות בגין מרכיב הרווח (קצבה מוכרת).</li><li>ניתן לפתוח את קופ&quot;ג להשקעה גם ע&quot;ש קטינים וגם כמקנה מתנה (מתאים לסבא ו/או סבתא שרוצים לחסוך עבור הנכדים, אך לשמור על שליטה על הכסף). התקרה היא עד 76,449 ₪ עבור כל ת&quot;ז, ואינה משותפת לתא המשפחתי.</li><li>ניתן לבצע הפקדה מיידית עכשיו ושוב בתחילת השנה העוקבת, ובכך לתת מענה כמעט מיידי לסכום השקעה של כ-150,000 ₪ לכל מס' ת&quot;ז בתא המשפחתי.</li><li>ניתן לבצע הפקדה חד פעמית וכן הפקדה שוטפת לקופ&quot;ג להשקעה, וזאת עד לתקרה השנתית.</li><li>הרווחים בקופ&quot;ג להשקעה מוגדרים כהכנסה מירבית, משמע ניתן לקזז ממנה נקודות זיכוי אישיות שלא מנוצלות, אך יחד עם זאת אינם ברי קיזוז עם הפסדים בשוק ההון.</li></ol></div>
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												<a class="elementor-accordion-title" tabindex="0">הפקדות חד פעמיות בהתאם לתיקון 190</a>
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					<div id="elementor-tab-content-1628" class="elementor-tab-content elementor-clearfix" data-tab="8" role="region" aria-labelledby="elementor-tab-title-1628"><p>מכשיר חסכון נוסף שעשוי להקנות הטבות מס משמעותיות לחוסך הינו הפקדות חד-פעמיות בתוכנית פנסיונית, בהתאם להוראות תיקון 190.</p><p>הפקדות אלו נעשות במעמד עצמאי ואין לגביהן מגבלה.</p><p><strong>למי זה רלוונטי</strong>?</p><ol><li>לקוחות בתיק הביטוח שגילם מעל 60, והחלו לקבל קצבה חודשית מתוכנית פנסיונית, לרבות פנסיה תקציבית, והיא עולה על הקצבה המזערית = 4,850 ₪ (נכון לשנת 2023).</li><li>לקוחות שמתקרבים לגיל 60 או חצו את גיל 60 ועתידים להתחיל לקבל קצבה חודשית שגובהה מעל הקצבה המזערית כאמור לעיל.</li></ol><p><strong>היתרונות בתוכנית זו:</strong></p><ol><li>מס רווחי הון בשיעור מופחת של 15% בלבד על הרווח הנומינלי, במקום 25% בגין הרווח הריאלי.</li><li>ככל שקיימת קצבה מזערית,  התוכנית נזילה בכל עת.</li><li>תכנון הורשה &#8211; במקרה פטירה עד גיל 75 וכל עוד לא הומרו הכספים לקצבה חודשית, ישולמו הכספים למוטבים ללא מס לרבות בגין מרכיב הרווח.</li><li>ניצול יתרונות ההשקעה המובנים בקופ&quot;ג (דחיית מס, השקעה בנכסים לא סחירים, פטור מעמלות קניה מכירה, מגוון מסלולי השקעה ומעבר ביניהם ללא חבות מס, ניוד הכספים בין יצרנים ללא חבות מס).</li></ol><p><strong>חסרונות:</strong></p><ol><li>סך של כ-36,000 ₪ מתוך סך ההפקדה בשנת מס נתונה אינו ניתן למשיכה במיסוי של 15% בלבד על הרווח הנומינלי. משיכת כספים אלו עלולה להיות כרוכה במס שולי או אפילו כמשיכה שלא כדין במס של לפחות 35%. לחלופין, ניתן לשמור כספים אלו במסגרת תכנון הורשה, אז ישולמו כסכום חד-פעמי פטור ממס למוטבים.</li><li>נזילות הכספים &#8211; מבוטח שטרם הגיע לגיל 60 ועדיין לא קיבל בפועל לפחות 3 קצבאות מתוכנית פנסיונית, השוות לפחות לסכום הקצבה המזערית, לא יכול למשוך את הכספים כסכום חד-פעמי עם מס רווחי הון בשיעור של 15% בלבד בגין הרווח הנומינלי.</li><li>אינפלציה &#8211; כדאיות תשלום 15% מס בגין הרווח הנומינלי בלבד, לעומת 25% מס בגין הרווח הריאלי תלויה בשיעור עליית המדד.</li></ol><p>שיעור עליית המדד בשנת 2023 הינו גבוה יחסית וכך גם הצפי להמשך עליית מדד המחירים לצרכן, בהתאם חשוב לבדוק איזה סוג תשלום מס רווחי הון עדיף לחוסך בנסיבות אלו. לעיתים תשלום מס רווחי הון בשיעור של 25% על הרווח הריאלי, עדיף על תשלום מס רווחי הון בשיעור של 15% על הרווח הנומינלי.</p><p><strong>כלל אצבע</strong> &#8211; מסלול המיסוי על הרווח הנומינלי יהיה עדיף במקרה שבמועד מימוש הכסף, התשואה בקופה שבה הופקד הכסף תהיה גבוהה מפי שניים וחצי משיעור עליית מדד המחירים לצרכן, עבור אותה תקופה.</p></div>
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												<a class="elementor-accordion-title" tabindex="0">פוליסת חסכון פרט והטבות המס</a>
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					<div id="elementor-tab-content-1629" class="elementor-tab-content elementor-clearfix" data-tab="9" role="region" aria-labelledby="elementor-tab-title-1629"><p>אחד היתרונות המשמעותיים של פוליסות חסכון פרט הוא האפשרות לקבל הטבות מס בגין הרווחים. על מנת לממש את הטבת המס, יש לפעול עד לסוף השנה לטובת מימוש הרווחים בפוליסת החיסכון.</p><p>חברות הביטוח מאפשרות שלא לבצע פדיון מלא של הכספים לחשבון הבנק של הלקוח אלא לבצע פדיון רעיוני במסגרתו, חברת הביטוח מבצעת מימוש של הרווחים בלבד וממשיכה לנהל את יתרת הכספים בפוליסה ללא שינוי.</p><p>קבלת הטבת המס כרוכה בקבלת אישור מחברת הביטוח (אישור על ניכוי המס בדומה לטופס 867 מהבנק) ובהגשת דיווח למס הכנסה. חוסך אשר לא נדרש להגיש דוחות שנתיים למס הכנסה, צריך לשקלל את עלויות הגשת הדוח השנתי למס הכנסה למול הטבות המס הצפויות.</p><p><strong>הטבות המס שניתן לקבל עבור רווחים בפוליסות חסכון פרט</strong></p><p>ע&quot;פ סעיפים 125ד' ו-125ה' לפקודת מס הכנסה, זכאים להטבות המס מי שהוא או בן/בת זוגו נולדו לפני 1948.</p><p>הפטור ממס ניתן על רווחים בתוכנית חסכון בבנק ובפוליסת פרט בחברת ביטוח הנחשבות לעניין דיני המס לתוכנית חסכון, והרווחים הנצברים בה נחשבים להכנסה מריבית, ולפיכך זכאים לפטור.</p><p>הפטור ניתן ליחיד ו/או בן זוגו שנולד לפני 1948 (נוסח הסעיף הינו אם היחיד או בן זוגו הגיע לגיל פרישה חובה 67 וביום 1.1.2003 מלאו לאחד מהם לפחות 55 שנים). הפטור השנתי (לשנת 2023) עומד על 14,520 ש&quot;ח ליחיד ו-17,760 ש&quot;ח לזוג. לפיכך, הטבת המס יכולה להגיע במקסימום להחזר מס של 3,630 ש&quot;ח ליחיד או 4,440 ש&quot;ח לזוג עבור כל שנת מס בנפרד.</p><p><strong>דוגמאות:</strong></p><ol><li>אחד מבני הזוג נולד לפני 1948 והפקיד 250,000 ש&quot;ח בפוליסת חסכון בחברת ביטוח אשר העניקה תשואה חיובית ריאלית נטו של 4%, נוצר לו רווח של 10,000 ש&quot;ח החייב במס בשיעור של 25% כלומר 2,500 ש&quot;ח. הזכאות השנתית לריבית פטורה לחוסך זה היא 14,520 ש&quot;ח, כלומר ההטבה שלה הוא זכאי עולה על הרווח בפועל שנוצר לו. החוסך יוכל להגיש בקשה להחזר המס שנוכה לו ולקבל בחזרה את כל המס ששילם, בסך 2,500 ש&quot;ח.</li><li>שני בני הזוג נולדו לפני 1948 והפקידו 400,000 ש&quot;ח בפוליסת חסכון בחברת ביטוח אשר העניקה תשואה חיובית ריאלית נטו של 4%, נוצר להם רווח של 16,000 ש&quot;ח החייב במס בשיעור של 25% כלומר 4,000 ש&quot;ח. הזכאות השנתית לריבית פטורה לזוג זה היא 17,760 ש&quot;ח, כלומר ההטבה שלה הם זכאים עולה על הרווח בפועל שנוצר להם. הם יוכלו להגיש בקשה להחזר כול המס שנוכה להם.</li></ol><p><strong><u> </u></strong><strong>דוגמא נוספת להשוואת הסכום נטו למימוש בין פוליסת חסכון פרט לבין קרן נאמנות/תיק השקעות עבור בני זוג שנולדו לפני 1948:</strong></p><table><tbody><tr><td width="166"><p> </p></td><td width="166"><p><strong>פוליסת חסכון פרט</strong></p></td><td width="168"><p><strong>תיק השקעות/ קרן נאמנות</strong></p></td></tr><tr><td width="166"><p>סכום ההשקעה</p></td><td width="166"><p>400,000 ש&quot;ח</p></td><td width="168"><p>400,000 ש&quot;ח</p></td></tr><tr><td width="166"><p>תשואה ריאלית נטו במועד המימוש</p></td><td width="166"><p>4.44%</p></td><td width="168"><p>4.44%</p></td></tr><tr><td width="166"><p>הרווח במועד המימוש</p></td><td width="166"><p>417,760 ₪ * 4.44% = 17,760 ש&quot;ח</p></td><td width="168"><p>417,760 ₪ 8 4.44% = 17,760 ₪</p></td></tr><tr><td width="166"><p>יתרה עדכנית במועד המימוש</p></td><td width="166"><p>417,760 ₪</p></td><td width="168"><p>417,760 ₪</p></td></tr><tr><td width="166"><p>פטור ממס לפי סעיף 125ד'</p></td><td width="166"><p>17,760 ש&quot;ח</p></td><td width="168"><p>אין זכאות</p></td></tr><tr><td width="166"><p>סכום חייב במס</p></td><td width="166"><p>-0-</p></td><td width="168"><p>17,760 ₪</p></td></tr><tr><td width="166"><p>מס לתשלום (25%)</p></td><td width="166"><p>-0-</p></td><td width="168"><p>4,440 ₪</p></td></tr><tr><td width="166"><p>סכום נטו לבנק</p></td><td width="166"><p>417,760 ₪</p></td><td width="168"><p>413,320 ₪</p></td></tr><tr><td width="166"><p>תשואה נטו למשקיע</p></td><td width="166"><p>4.44%</p></td><td width="168"><p>3.33%</p></td></tr></tbody></table><p> </p><p><span style="text-decoration: underline;"><strong>הטבות נוספות לתוכנית חסכון</strong></span></p><p><strong>פטור בשל מיעוט הכנסות</strong></p><p>סעיף 125ד'(ב) לפקודה מאפשר ניצול הטבת מס משמעותית לא רק בהתאם למבחן הגיל אלא גם בהתאם למבחן הכנסות בכל גיל. כלומר, מי שהכנסתו והכנסת בן זוגו בשנת המס אינה עולה על 67,560 ש&quot;ח  זכאי לריבית פטורה של עד 10,560 ש&quot;ח לשנה.</p><p>במבחן ההכנסות, יש לכלול את הריבית עצמה ואת כל סוגי ההכנסות, לרבות הכנסות פטורות ממס, כולל קצבאות ביטוח לאומי לרבות רווח הון ושבח מקרקעין.</p><p><strong> </strong><strong>פטור ממס על ריבית מזכה</strong></p><p>פטור לפי סעיף 125ה' מיועד למי שהוא או בן זוגו נולדו לפני 1948, ומקנה פטור ממס על ריבית מזכה (ריבית מוטבת). תנאי הזכאות לפטור הם: מי שהכנסתו יחד עם הכנסת בן/בת זוגו נמוכה מ-8,660 ש&quot;ח בחודש או 109,440 ש&quot;ח בשנה.</p><p>כלומר, מי שאין לו ולבן/בת זוגו הכנסה כלל ייהנו ממלוא הפטור, ובעלי הכנסות נמוכות מ-109,440 ש&quot;ח יקבלו הטבה חלקית. הפטור המקסימלי יכול להגיע ל-38,304 ש&quot;ח.</p><p>במבחן ההכנסות יש לכלול הכנסות מקצבה לפי סעיפים 9(א) ו-9(ב), לרבות הכנסות פטורות ממס וקצבת שאירים, לא כולל קצבאות פטורות מהביטוח הלאומי, הכנסות מריבית, מהשכרת דירת מגורים פטורה ממס, מרווח הון ומשבח מקרקעין.</p><p><strong>הערות </strong></p><ol><li>ניתן לנצל את כל ההטבות המס, הן אינן מתקזזות.</li><li>לא ניתן לצבור את ההטבה. כלומר, ההטבה ניתנת למימוש בגין כל שנת מס בנפרד, ועד לתקרות הקבועות בסעיף ולא ניתן להעבירה לשנה אחרת.</li><li>ההטבה אינה ניתנת באופן אוטומטי, ויש ליזום את קבלתה באמצעות &quot;פדיון רעיוני&quot; מול חברת הביטוח. משמעות הפדיון הרעיוני היא פדיון והפקדה חוזרת לפוליסה של ערך הפדיון בניכוי המס על הרווחים, פעולה זו מבוצעת באמצעות מילוי טופס ייעודי לחברת הביטוח.</li><li>הטבת המס תינתן ליחיד או לבן/ בת זוגו בלבד.</li><li>מדיניות מס הכנסה הינה לאפשר את ניצול ההטבה גם לילידי 1948, כלומר כל מי שנולד עד 31.12.1948.</li></ol></div>
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												<a class="elementor-accordion-title" tabindex="0">הטבות מס לשכירים ועצמאים</a>
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					<div id="elementor-tab-content-16210" class="elementor-tab-content elementor-clearfix" data-tab="10" role="region" aria-labelledby="elementor-tab-title-16210"><p><span style="text-decoration: underline;"><strong>הגדרות</strong></span></p><p><strong>עמית מוטב</strong> &#8211; יחיד שעבור הכנסתו שולמו בעדו (תגמולי עובד ומעביד, פיצויים והפקדות במעמד עצמאי) בשנת המס כספים לקופת גמל לקצבה, בסכום שפחת מ-16% מסך כל השכר הממוצע במשק באותה שנת מס. כלומר, הפקדה שנתית של לפחות 22,790 ש&quot;ח בשנת המס 2023.</p><p><strong>עמית שאינו מוטב</strong> &#8211; יחיד שבשל הכנסתו שולמו בעדו (תגמולים עובד ומעביד, פיצויים והפקדות במעמד עצמאי) בשנת המס כספים לקופת גמל לקצבה, בסכום שפחת מ-16% מסך כל השכר הממוצע במשק באותה שנת מס. כלומר, הפקדה שנתית שפחתה מ-22,790 ש&quot;ח בשנת המס 2023.</p><p><strong>ניכוי סעיף 47</strong> &#8211; הפחתה של סכום מההכנסה החייבת במס.</p><p><strong>זיכוי סעיף 45 </strong>&#8211; הפחתה של סכום מהמס לתשלום. הזיכוי הינו קבוע ועומד על שיעור של 35%, למעט זיכוי לביטוח חיים ואי כושר עבודה (גם לטובת משכנתא), העומד על שיעור של 25%.</p><p><strong>הכנסה מבוטחת</strong> &#8211; הכנסת עבודה שבשלה שילם מעסיק בעד עובדו סכומים לקופת גמל (ביטוח מנהלים, קרן פנסיה, קופת גמל), וכן הכנסת עבודה שבשלה זכאי העובד לקצבה על פי דין או חוזה (פנסיה תקציבית).</p><p><strong>הכנסה לא מבוטחת </strong>&#8211; הכנסת עבודה שבגינה המעסיק אינו מפקיד כספים לקופת גמל (ביטוח מנהלים, קרן פנסיה או קופת גמל), וכן הכנסה אחרת שאינה ממשכורת, עד לסכום שנתי של 112,800 ש&quot;ח, והכל בהתאם להגדרת משכורת בסעיף 1 לתקנות מס הכנסה (כללים לאישור ולניהול קופות גמל), תשכ&quot;ד-1964.</p><p><strong>הכנסה נוספת לעצמאי</strong> &#8211; סך כל הכנסתו החייבת של יחיד, שאינה הכנסה מבוטחת, ועד לסכום של 225,600 ש&quot;ח לשנה.<strong> </strong></p><p><span style="text-decoration: underline;"><strong>הטבות מס לשכירים</strong></span></p><p><strong>הטבות המס לשכירים המפקידים למכשיר חסכון פנסיוני:</strong></p><table width="500"><tbody><tr><td width="59"><p><strong>מעמד הנישום</strong></p></td><td width="83"><p><strong>עמית מוטב / עמית לא מוטב</strong></p></td><td width="76"><p><strong>מעמד העמית בקופת הגמל</strong></p></td><td width="76"><p><strong>סעיף רלוונטי בפקודת מס הכנסה</strong></p></td><td width="76"><p><strong>סוג הטבת המס</strong></p></td><td width="132"><p><strong>פרמיה מרבית לניצול הטבת המס</strong></p></td></tr><tr><td width="59"><p>שכיר</p></td><td width="83"><p>עמית לא מוטב</p></td><td width="76"><p>שכיר</p></td><td width="76"><p>45(א)(ד)</p></td><td width="76"><p>זיכוי בשיעור של 35%</p></td><td width="132"><p>שיעור של 7% מהמשכורת ועד 9,400 ש&quot;ח לחודש</p></td></tr><tr><td width="59"><p>שכיר</p></td><td width="83"><p>עמית לא מוטב</p></td><td width="76"><p>עצמאי</p></td><td width="76"><p>45(א)(ד)</p></td><td width="76"><p>זיכוי בשיעור של 35%</p></td><td width="132"><p>5% מהמשכורת ועד 9,400 ש&quot;ח לחודש ובניכוי הסכומים שהופקדו כעמית שכיר</p></td></tr><tr><td width="59"><p>שכיר</p></td><td width="83"><p>עמית לא מוטב</p></td><td width="76"><p>עצמאי</p></td><td width="76"><p>47(ב)(2)</p></td><td width="76"><p>ניכוי</p></td><td width="132"><p>5% מהמשכורת ועד תקרה של 9,400 ש&quot;ח לחודש</p></td></tr><tr><td width="59"><p>שכיר</p></td><td width="83"><p>עמית מוטב</p></td><td width="76"><p>שכיר</p></td><td width="76"><p>45א(ה)</p></td><td width="76"><p>זיכוי בשיעור של 35%</p></td><td width="132"><p>7% מהמשכורת ועד 9,400 ש&quot;ח לחודש</p></td></tr><tr><td width="59"><p>שכיר</p></td><td width="83"><p>עמית מוטב</p></td><td width="76"><p>עצמאי</p></td><td width="76"><p>45א(ה)</p></td><td width="76"><p>זיכוי בשיעור של 35%</p></td><td width="132"><p>5% מהמשכורת עד משכורת ברוטו של 18,800 ש&quot;ח לחודש בניכוי הנמוך מבין המשכורת המבוטחת או 9,400 ש&quot;ח לחודש</p></td></tr><tr><td width="59"><p>שכיר</p></td><td width="83"><p>עמית מוטב</p></td><td width="76"><p>עצמאי</p></td><td width="76"><p>47(ב1)(2)</p></td><td width="76"><p>ניכוי</p></td><td width="132"><p>11% מהמשכורת הלא מבוטחת עד 9,400 ש&quot;ח לחודש בניכוי המשכורת המבוטחת.</p><p><strong>ככל שהמשכורת המבוטחת עולה על 23,500 ש&quot;ח לא יותר הניכוי.</strong></p></td></tr></tbody></table><p><strong>הטבות מס לעצמאיים ובעלי הכנסה מעורבת (שכיר ועצמאי) המפקידים למכשיר חסכון פנסיוני:</strong></p><table width="634"><tbody><tr><td width="95"><p><strong>מעמד הנישום</strong></p></td><td width="76"><p><strong>עמית מוטב / עמית לא מוטב</strong></p></td><td width="76"><p><strong>מעמד העמית בקופת הגמל</strong></p></td><td width="76"><p><strong>סעיף רלוונטי בפקודת מס הכנסה</strong></p></td><td width="76"><p><strong>סוג הטבת המס</strong></p></td><td width="236"><p><strong>פרמיה מרבית לניצול הטבת המס</strong></p></td></tr><tr><td width="95"><p>עצמאי</p></td><td width="76"><p>עמית שאינו מוטב</p></td><td width="76"><p>עצמאי</p></td><td width="76"><p> </p></td><td width="76"><p>זיכוי בשיעור של 35%</p></td><td width="236"><p>אם קיימת זכאות להוצאה בשל רכישת ביטוח מפני אובדן כושר עבודה : 5% מההכנסה מוגבל ב- 13,300 ש&quot;ח לחודש</p><p style="direction: rtl;">אם לא קיימת זכאות להוצאה בשל רכישת ביטוח מפני אובדן כושר עבודה: 5.5% מההכנסה מוגבל ב- 13,300 ש&quot;ח לחודש</p></td></tr><tr><td width="95"><p>עצמאי</p></td><td width="76"><p>עמית שאינו מוטב</p></td><td width="76"><p>עצמאי</p></td><td width="76"><p> </p></td><td width="76"><p>ניכוי</p></td><td width="236"><p>11% מההכנסה, מוגבל ב-13,300 ש&quot;ח לחודש</p></td></tr><tr><td width="95"><p>עצמאי</p></td><td width="76"><p>עמית מוטב</p></td><td width="76"><p>עצמאי</p></td><td width="76"><p>47(ב1)</p></td><td width="76"><p>ניכוי</p></td><td width="236"><p>11% מההכנסה, מוגבל ב-18,800 ש&quot;ח לחודש</p></td></tr><tr><td width="95"><p>עצמאי</p></td><td width="76"><p>עמית מוטב</p></td><td width="76"><p>עצמאי</p></td><td width="76"><p>45א(ה)</p></td><td width="76"><p>זיכוי בשיעור של 35%</p></td><td width="236"><p>אם קיימת זכאות להוצאה בשל רכישת ביטוח מפני אובדן כושר עבודה: 5% מההכנסה מוגבל ב- 18,800 ש&quot;ח לחודש</p><p>אם לא קיימת זכאות להוצאה בשל רכישת ביטוח מפני אובדן כושר עבודה: 5.5% מההכנסה מוגבל ב-18,800 ש&quot;ח לחודש</p></td></tr><tr><td width="95"><p>שכיר+עצמאי</p></td><td width="76"><p>עמית מוטב</p></td><td width="76"><p>שכיר</p></td><td width="76"><p>45א(ה)</p></td><td width="76"><p>זיכוי בשיעור של 35%</p></td><td width="236"><p>7% מהמשכורת עד 9,400 ש&quot;ח לחודש</p></td></tr><tr><td width="95"><p>שכיר+עצמאי</p></td><td width="76"><p>עמית מוטב</p></td><td width="76"><p>עצמאי</p></td><td width="76"><p>45א(ה)</p></td><td width="76"><p>זיכוי בשיעור של 35%</p></td><td width="236"><p>5% מההכנסה הלא מבוטחת, מוגבל בהכנסה ברוטו של 18,800 ש&quot;ח, ובניכוי הנמוך מבין המשכורת המבוטחת או 9,400 ₪ לחודש</p></td></tr><tr><td width="95"><p>שכיר+עצמאי</p></td><td width="76"><p>עמית מוטב</p></td><td width="76"><p>עצמאי</p></td><td width="76"><p>47(ב1)</p></td><td width="76"><p>ניכוי</p></td><td width="236"><p>11% מההכנסה הלא מבוטחת עד 9,400 ש&quot;ח לחודש בניכוי המשכורת המבוטחת.</p><p><strong>ככל שהמשכורת המבוטחת עולה על 23,500 ש&quot;ח לא יותר הניכוי</strong></p></td></tr></tbody></table><p><strong><u> </u></strong></p><p> </p></div>
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												<a class="elementor-accordion-title" tabindex="0">כללי משיכה של כספי תגמולים מתוכניות קצבה והון</a>
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					<div id="elementor-tab-content-16211" class="elementor-tab-content elementor-clearfix" data-tab="11" role="region" aria-labelledby="elementor-tab-title-16211"><p><strong>כללי המשיכה של כספי תגמולים בקצבה:</strong></p><table width="500"><tbody><tr><td width="75"><p><strong>מעמד העמית</strong></p></td><td width="98"><p><strong>שכיר</strong></p></td><td width="68"><p><strong>שכיר</strong></p></td><td width="71"><p><strong>עצמאי בקרן פנסיה</strong></p></td><td width="61"><p><strong>עצמאי בקרן פנסיה</strong></p></td><td width="65"><p><strong>עצמאי בפוליסות ביטוח שנפתחו עד 30.4.1997</strong></p></td><td width="62"><p><strong>עצמאי בפוליסות ביטוח שנפתחו לאחר 1.5.1997</strong></p></td></tr><tr><td width="75"><p><strong>מועד צבירת התגמולים</strong></p></td><td width="98"><p>עד 31.12.1999</p></td><td width="68"><p>החל מ- 1.1.2000</p></td><td width="71"><p>עד 30.04.1997</p></td><td width="61"><p>החל מ- 1.5.1997</p></td><td width="65"><p>עד 31.12.1999</p></td><td width="62"><p>ממועד תחילת הפוליסה</p></td></tr><tr><td width="75"><p><strong>תנאים למשיכת תגמולים  כסכום חד פעמי פטור ממס</strong></p></td><td width="98"><p>כעבור 6 חודשים ממועד עזיבת עבודה, במקרה שלא החל לעבוד אצל מעביד אחר או החל לעבוד כעצמאי.</p><p>לאחר 13 חודש, במקרה שעבר למעסיק חדש שאינו משלם לביטוח פנסיוני (לא רלוונטי לאחר צו הרחבה לפנסיה חובה).</p><p>בגיל 60 אם פרש העמית או צמצם עבודתו בשיעור של 50% לפחות.</p><p>בכל גיל מסיבות סוציאליות או רפואיות.</p></td><td width="68"><p>החל מגיל 60 ורק במסגרת היוון קצבה פטורה</p><p> </p></td><td width="71"><p>גיל 60 לאחר 5 שנות ותק או לאחר 15 שנות ותק בתוכנית ללא תלות בגיל</p><p> </p></td><td width="61"><p>החל מגיל 60 ורק במסגרת היוון קצבה פטורה</p><p> </p></td><td width="65"><p>גיל 60 לאחר 5 שנות ותק או לאחר 15 שנות ותק בתוכנית ללא תלות בגיל</p><p> </p></td><td width="62"><p>החל מגיל 60 ורק במסגרת היוון קצבה פטורה</p><p> </p></td></tr><tr><td width="75"><p><strong>תנאים למשיכה כקצבה חודשית</strong></p></td><td width="98"><p>גיל 60 לפחות</p></td><td width="68"><p>גיל 60 לפחות</p></td><td width="71"><p>גיל 60 לפחות</p></td><td width="61"><p>גיל 60 לפחות</p></td><td width="65"><p>גיל 60 לפחות</p></td><td width="62"><p>גיל 60 לפחות</p></td></tr></tbody></table><p> </p><p><strong>כללי משיכה של כספי תגמולים הוניים </strong></p><table width="500"><tbody><tr><td width="75"><p><strong>מועד צבירת התגמולים</strong></p><p><strong> </strong></p></td><td width="98"><p>עד  31.12.2004</p></td><td width="68"><p>מ- 1.1.2005 ועד &#8211;  31.12.2007</p></td><td width="71"><p>מ-  1.1.2008</p></td><td width="61"><p>עד -31.12.2005</p></td><td width="65"><p>מ- 1.1.2006</p></td><td width="62"><p>מ- 1.1.2008</p></td></tr><tr><td width="75"><p><strong>מעמד העמית</strong></p></td><td width="98"><p><strong>שכיר</strong></p></td><td width="68"><p><strong>שכיר</strong></p></td><td width="71"><p><strong>שכיר</strong></p></td><td width="61"><p><strong>עצמאי</strong></p></td><td width="65"><p><strong>עצמאי</strong></p></td><td width="62"><p><strong>עצמאי</strong></p></td></tr><tr><td width="75"><p><strong>תנאים למשיכת תגמולים  כסכום חד פעמי פטור ממס (אחד מהתנאים מספיק)</strong></p></td><td width="98"><p>כעבור 6 חודשים ממועד עזיבת עבודה, ובמקרה שלא החל לעבוד אצל מעביד אחר או החל לעבוד כעצמאי</p><p>לאחר 13 חודש במידה ועבר למעסיק חדש שאינו משלם לביטוח פנסיוני (לא רלוונטי לאחר צו הרחבה לפנסיה חובה)</p><p>בגיל 60 אם פרש העמית או צמצם עבודתו בשיעור של 50% לפחות</p><p>מסיבות סוציאליות או רפואיות בכל גיל</p></td><td width="68"><p>מגיל 60 + ותק של 5 שנים  (ללא צורך בעזיבת עבודה וזאת למעט חבר בעל שליטה) &#8211; עמידה בתנאי זה מאפשרת משיכת כל כספי התגמולים ההוניים כולל אלו שנצברו לפני 01/05 בפטור ממס.</p></td><td width="71"><p>החל מגיל 60 ורק במסגרת היוון קצבה פטורה</p><p> </p></td><td width="61"><p>מגיל 60 ובתנאי שחלפו 5 שנים לפחות מיום תחילת התוכנית או לאחר 15 שנות ותק</p><p> </p></td><td width="65"><p>מגיל 60 ובתנאי שחלפו 5 שנים לפחות מיום תחילת התוכנית</p><p> </p></td><td width="62"><p>החל מגיל 60 ורק במסגרת היוון קצבה פטורה</p><p> </p></td></tr><tr><td width="75"><p><strong>תנאים למשיכה כקצבה חודשית</strong></p></td><td width="98"><p>אין אפשרות בתנאי התוכנית</p></td><td width="68"><p>אין אפשרות בתנאי התוכנית</p></td><td width="71"><p>החל מגיל 60</p></td><td width="61"><p>אין אפשרות בתנאי התוכנית</p></td><td width="65"><p>אין אפשרות בתנאי התוכנית</p></td><td width="62"><p>החל מגיל 60</p></td></tr></tbody></table><p> </p></div>
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												<a class="elementor-accordion-title" tabindex="0">כללי משיכה נוספים של כספי תגמולים</a>
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					<div id="elementor-tab-content-16212" class="elementor-tab-content elementor-clearfix" data-tab="12" role="region" aria-labelledby="elementor-tab-title-16212"><p>ניתן למשוך תגמולים כסכום חד-פעמי פטור ממס מכל סוגי התוכניות ללא תלות בוותק או בגיל וזאת עקב הסיבות הסוציאליות או הרפואיות הבאות:</p><p><strong>הכנסות נמוכות</strong></p><p>ככל שהכנסות העמית בצירוף הכנסות בן/בת הזוג (לרבות הכנסות פטורות ממס, קצבאות ילדים, נכות וכו')  <strong>אינן עולות</strong> על שכר המינימום לחודש (5,300 ₪ לשנת 2023), ובמקרה שיש לפחות ילד אחד שגילו מתחת ל-18, אז התקרה תהיה פעמיים שכר המינימום, ישולם מדי חודש ההפרש בלבד כסכום פטור ממס.</p><p><strong>הוצאות רפואיות</strong></p><p>ככל שעלות ההוצאות הרפואיות בגין העמית או קרובו עולות על מחצית ההכנסה השנתית של העמית ובן/בת הזוג, ומשיכת הכספים היא לצורך סיוע במימונו של הטיפול הרפואי, תשלם הקופה בפטור ממס את הסכום הנדרש לכיסוי ההוצאות הרפואיות כאמור. הוצאות רפואיות <strong>אינן כוללות</strong> טיפולי שיניים.</p><p><strong>נכות</strong></p><p>במקרה של נכות צמיתה בשיעור של 75% לפחות של העמית או קרובו, ובתנאי שנגרמה עקב מחלה או פגיעה שארעה <strong>לאחר</strong> פתיחת החשבון.</p><p><strong>פטירה</strong></p><p>החיסכון שמקורו בכספי התגמולים ישולם כסכום חד-פעמי פטור ממס למוטבים כפי שנקבעו.</p><p><strong>סכום צבירה מזערי</strong></p><p>עמית רשאי למשוך במישרין כספי תגמולים שנצברו בקופת קצבה במס שולי, ולא כמשיכה שלא כדין החייבת במס של 35% לפחות, במידה וקיים את<strong> כל</strong> התנאים הבאים :</p><ol><li>הגיע לגיל פרישת חובה כמשמעותו בחוק גיל הפרישה (67 גברים ונשים).</li><li>סך הכספים בחשבונותיו של העמית בקופות גמל לקצבה משלמות ושאינן משלמות (למעט קרן פנסיה ותיקה) נמוך מסכום הצבירה המזערי (100,771 ש&quot;ח בשנת 2023).</li><li>לא משולמת לעמית קצבה מקופת גמל משלמת (למעט קרן פנסיה ותיקה), ואם משולמת קצבה כאמור, בתנאי שסך הקצבאות ( למעט קרן פנסיה ותיקה) עולה על סכום הקצבה המזערי (4,850 ₪ נכון לשנת 2023).</li></ol></div>
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												<a class="elementor-accordion-title" tabindex="0">מסמך הנמקה – מתי ואיזה סוג נדרש?</a>
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					<div id="elementor-tab-content-16213" class="elementor-tab-content elementor-clearfix" data-tab="13" role="region" aria-labelledby="elementor-tab-title-16213"><p>נזכיר כי בבואנו לבצע פעולות ניוד, הפסקת הפקדות או הגדלת שיעורי הפקדות, אנו נדרשים במילוי מסמך הנמקה או בשליחת סיכום שיחה ללקוח, תוך מתן הסבר מלא ליתרונות וחסרונות ביצוע הפעולות המומלצות. להלן טבלה המסכמת את עיקרי הוראות חוזר ההנמקה החדש וסוגי המסמכים הנדרשים בכל אחד מסוגי הפעולות:</p><table width="643"><tbody><tr><td width="217"><p><strong>סוג פעולה</strong></p></td><td width="151"><p><strong>סוג מסמך ההנמקה הנדרש</strong></p></td><td width="274"><p><strong>הערות</strong></p></td></tr><tr><td width="217"><p>מפגש של בעל רישיון פנסיוני עם לקוח חדש לאחר קבלת מידע מהמסלקה הפנסיונית</p></td><td width="151"><p>מסמך הנמקה מלא</p></td><td width="274"><p>תמיד ואין זה משנה מהי תוצאות המפגש</p></td></tr><tr><td width="217"><p>שיחת שימור של בעל רישיון או גוף מוסדי הנוגעת לביטול בקשת ניוד</p></td><td width="151"><p>מסמך הנמקה מלא</p></td><td width="274"><p>למעט בקרן השתלמות, אז ניתן להשתמש במסמך הנמקה ממוקד</p></td></tr><tr><td width="217"><p>פתיחת מוצר פנסיוני חדש</p></td><td width="151"><p>מסמך הנמקה מלא</p></td><td width="274"><p>למעט בקרן השתלמות ובקופת גמל להשקעה אז ניתן להשתמש במסמך הנמקה ממוקד</p></td></tr><tr><td width="217"><p>פתיחה ו/או ניוד של קרן השתלמות בלבד</p></td><td width="151"><p>מסמך הנמקה ממוקד</p></td><td width="274"><p> </p></td></tr><tr><td width="217"><p>פתיחה של קופת גמל להשקעה</p></td><td width="151"><p>מסמך הנמקה ממוקד</p></td><td width="274"><p> </p></td></tr><tr><td width="217"><p>בקשה למשיכת כספים שלא כדין (בניכוי מס של 35% או המס השולי הגבוה מביניהם)</p></td><td width="151"><p>מסמך הנמקה ממוקד</p></td><td width="274"><p> </p><p> </p></td></tr></tbody></table><p> </p><table width="643"><tbody><tr><td width="217"><p><strong>סוג פעולה</strong></p></td><td width="151"><p><strong>סוג מסמך ההנמקה הנדרש</strong></p></td><td width="274"><p><strong>הערות</strong></p></td></tr><tr><td width="217"><p>ביצוע שינויים במוצר פנסיוני קיים של הלקוח בגוף המוסדי</p></td><td width="151"><p>מסמך הנמקה ממוקד</p></td><td width="274"><p>שינויים כוללים שינוי מסלולי השקעה, שינוי ביחס ההפקדה בין חסכון לביטוח באותו מוצר, הפחתה בשיעורי ההפקדה, שינוי בתמהיל ההפקדות בין מוצרים פנסיוניים מאותו סוג ועוד.</p><p>יובהר כי בכל מקרה, מפגש של בעל רישיון חדש עם לקוח מחייב מסמך הנמקה מלא גם אם תוצאת התהליך היא ייפוי כח ו/או ביצוע שינויים במוצר הקיים כמתואר מעלה</p></td></tr><tr><td width="217"><p>המלצה לרכישת ביטוח אובדן כושר עבודה שלא נמכר אגב מוצר פנסיוני</p></td><td width="151"><p>מסמך הנמקה ממוקד</p><p> </p></td><td width="274"><p>בעל הרישיון יתייחס במסמך לכל כיסויי אובדן כושר העבודה הקיימים ללקוח</p></td></tr><tr><td width="217"><p>העלאת שיעורי הפקדה למוצר פנסיוני</p></td><td width="151"><p>סיכום שיחה</p></td><td width="274"><p> </p></td></tr><tr><td width="217"><p>משיכת כספים כדין</p></td><td width="151"><p>סיכום שיחה</p></td><td width="274"><p> </p></td></tr><tr><td width="217"><p>צירוף לריסק זמני</p></td><td width="151"><p>סיכום שיחה</p></td><td width="274"><p>חובה לציין את עלות הריסק המשוערת, את סוג הכיסוי הביטוחי, והאם נרכש מתוך הצבירה ומפחית את יתרת החסכון או נרכש באמצעי תשלום חיצוני.</p><p>בפוליסות מסוג קלאסי ועדיף תצוין עלות הריסק, ככל שהנתון זמין.</p></td></tr><tr><td width="217"><p>ביטול החלטת הלקוח למשיכת כספים ממוצר פנסיוני</p></td><td width="151"><p>סיכום שיחה</p></td><td width="274"><p> </p></td></tr><tr><td width="217"><p>הפחתת דמי ניהול במוצר קיים</p></td><td width="151"><p>סיכום שיחה</p></td><td width="274"><p> </p></td></tr><tr><td width="217"><p>טיפול בכספי פיצויים אגב עזיבת עבודה</p></td><td width="151"><p>סיכום שיחה</p></td><td width="274"><p> </p></td></tr><tr><td width="217"><p>הפחתה בשיעור הפקדה או שינוי בתמהיל הפקדות בין מספר קופות גמל להשקעה</p></td><td width="151"><p>סיכום שיחה</p></td><td width="274"><p> </p></td></tr></tbody></table></div>
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												<a class="elementor-accordion-title" tabindex="0">כללי פריסת מס חדשים</a>
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					<div id="elementor-tab-content-16214" class="elementor-tab-content elementor-clearfix" data-tab="14" role="region" aria-labelledby="elementor-tab-title-16214"><p>ביום 19.05.2022 פרסמה רשות המיסים חוזר מס הכנסה 2/2022 המטפל בכללי פריסה של הכנסות שונות. במסגרת זו אפרט את עיקרי החוזר בכל הנוגע לפריסת מענק חייב במס.</p><p><strong>פריסה לאחור של מענק פרישה חייב במס</strong></p><p>אין כל שינוי בכללי הפריסה לאחור של מענק פרישה חייב במס.</p><p>נזכיר כי סעיף 8(ג)(3) לפקודה קובע שאת מענק הפרישה החייב במס ניתן לפרוס לאחור בחלקים שנתיים שווים, אך לא יותר מ 6 שנות המס המסתיימות בשנה שבה נתקבל מענק הפרישה.</p><p>כדוגמא, שכיר שפורש ב-22.10.2023 ועבד 8 שנים אצל מעסיקו האחרון, רשאי לבקש פריסת מס אחורנית בגין מענק פרישה חייב במס, וזאת עד ל-6 שנים, כלומר שנות הפריסה המרביות יהיו משנת 2018 עד שנת 2023.</p><p><strong> </strong><strong>פריסה קדימה של מענק פרישה חייב במס</strong></p><p>החוזר החדש משנה את כללי הפריסה קדימה וזאת בהתאם להוראות סעיף 8(ג)(3) לפקודת מס הכנסה כדלקמן:</p><ol><li>מי שעבד פחות מ-6 שנים אינו זכאי לפריסה קדימה</li><li>עבור כל 4 שנות עבודה תינתן שנת פריסה אחת.</li><li>תקופת הפריסה המרבית לא תעלה על 6 שנים.</li><li>אם השבר בחלוקה של הותק ב 4 עולה על 1/2 יש לעגל כלפי מעלה, ואם הוא פחות מ-1/2 יש לעגל כלפי מטה.</li><li>שנת הפריסה הראשונה תהיה לעולם בשנת המס שבה פרש העובד, וזאת למעט במקרה שבו פרישת העובד הינה בין 30/09 ועד 31/12 של שנת המס, אז יוכל לבקש להתחיל את הפריסה בשנת המס שלאחר שנת הפרישה, מבלי לפגוע במספר שנות הפריסה.</li></ol><p>בנוסף, החוזר קובע הסדר פריסה חדש שלא היה קיים עד כה ובמסגרתו מאפשר לכל פורש עם ותק מעל 6 שנים וללא קשר לתאריך הפרישה בשנת המס, לבקש להתחיל את הפריסה בשנת המס שלאחר שנת הפרישה ואולם במקרה זה, מניין שנות הפריסה יופחתו בשנה אחת.</p><p>חשוב להדגיש כי במקרה ונבחרה אפשרות זו קיימת חובה להגיש דוח שנתי גם לשנת המס בה התקבל המענק.</p><p><strong>הסדר חדש לעניין פטור מתשלום מקדמה במועד הפריסה קדימה</strong></p><p>כידוע, במסגרת פריסת מס קדימה קובע פקיד השומה מקדמת תשלום מס המבוססת על סכום המענק החייב במס שנפרס וההכנסות הנוספות הצפויות בשנות הפריסה.</p><p>במסגרת ההסדר החדש נקבע פטור מחובת תשלום מקדמה בהתקיים כל התנאים הבאים:</p><ol><li>לפורש נכות רפואית המזכה אותו בפטור ממס לפי סעיף 9(5) לפקודה בכל שנות הפריסה.</li><li>סך כל ההכנסות הצפויות של הפורש בכל אחת משנות הפריסה יחד עם חלק מענק הפרישה החייב במס שנפרס אינן מגיעות לחבות מס וזאת לאחר ניצול נקודות זיכוי ופטור ממס לפי סעיף 9(5)</li><li>הפורש יגיש לפקיד השומה בקשה לאי קביעת מקדמה בשל נכות רפואית המזכה בפטור ממס לפי סעיף 9(5)</li></ol><p>אדגיש, כי עמידה בתנאים אלו אינה פוטרת את הפורש מחובת הגשת דוחות לכל שנות הפריסה.</p><p>כמו כן נזכיר כי לדוח השנתי המוגש עבור כל אחת משנות הפריסה, יש לצרף את האישור השנתי שהתקבל מהמשלמים השונים הכולל פירוט המענקים ששולמו והמס שנוכה בגינם במקור וזאת יחד עם אישור הפריסה שהופק על ידי פקיד השומה.</p><p>במקרים בהם המקדמה לא שולמה במועד הנקוב בהתאם לאישור הפריסה – אישור הפריסה יבוטל.</p><p><strong>טיפ</strong></p><p>מעסיק אשר מתכוון לשלם לעובד מענק פרישה חייב במס במזומן יכול לדחות את מועד תשלומו (בהסכמה כמובן עם העובד) לתחילת שנת 2023 וזאת על מנת שאירוע המס יחול בשנת 2023 (מתאים לעובדים עם ותק הנמוך משש שנים שאין להם זכות לבקש פריסת מס קדימה). מעסיק כאמור, יכול לדרוש את ההוצאה כבר בשנת 2022 וזאת במידה והוא מדווח לצרכי מס על בסיס צבירה, וזאת למרות שהתשלום בפועל יבוצע רק בשנת 2023.</p></div>
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												<a class="elementor-accordion-title" tabindex="0">טופס 161 החדש</a>
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					<div id="elementor-tab-content-16215" class="elementor-tab-content elementor-clearfix" data-tab="15" role="region" aria-labelledby="elementor-tab-title-16215"><p>ביום 19.04.23 פרסמה רשות המיסים הנחיות הנוגעות לחובת השימוש בטופס 161 חדש.</p><p>חובה זו נדחתה לאחר מכן ליום 01.11.23 ובעקבות מלחמת &quot;חרבות ברזל&quot; נדחתה שוב ל-01.01.24 .</p><p>במקביל, ביום 28.09.23 פרסמה רשות המיסים הודעה על השקתה של מערכת מקוונת לדיווח על עזיבות עבודה, אשר בשלב הראשון תתמוך בבחירות אקטיביות של רצף קצבה בלבד, או לאחר 3 חודשים מדיווח המעסיק ברצף קצבה ברירת מחדל בלבד ככל שהעוזב עומד בתנאים.</p><p>כפי שכרגע מסתמן, למעסיקים יהיו שני מסלולי בחירה כיצד לדווח על עזיבות עבודה של עובדים להם נצברו ו/או משולמים מענקי פרישה.</p><p><strong>מסלול ראשון &#8211; דיווח ממוכן: </strong></p><p>המעסיק ידווח למערכת המרכזית של רשות המיסים את חלק א' של טופס 161 החדש באמצעות ממשק ממוכן.</p><p>במקרים אלו, אחריות המעסיק תמה וכל המשך התהליך יעשה בין העובד לבין רשות המיסים.</p><p>לאחר דיווח כאמור, תודיע רשות המיסים לעובד כי התקבלה הודעה על עזיבת עבודתו וכי עליו להיכנס למערכת המרכזית ולהודיע על בחירותיו. ככל שאלו שונות מרצף קצבה ברירת מחדל, יהיה על העובד להעביר פניה לפקיד השומה באמצעות מערכת מפ&quot;ל לטובת קבלת אישורי מס. פניה כאמור תכלול את חלק א' מטופס 161 (העובד יוכל להוריד כ-PDF מהמערכת המרכזית), חלק ב' של טופס 161 החדש שאותו העובד יידרש למלא בהתאם להוראות החדשות ו 3 תלושי שכר אחרונים.</p><p>פקיד השומה (בזמנו&#8230;) ימציא לעובד את אישורי המס בהתאם לבקשותיו, שאותם יהיה עליו להעביר לקופות הפנסיוניות בהן נצברו פיצויים ולמעסיקו ככל שרלוונטי.</p><p><strong>מסלול שני &#8211; דיווח ידני:</strong></p><p>המעסיק יעביר לעובד ישירות את חלק א' של טופס 161 החדש.</p><p>העובד יידרש למלא את חלק ב', ובהתאם על המעסיק למלא את חלק ג' שבמסגרתו עליו לבחון האם יש להפנות את העובד לפקיד השומה לטובת המשך הטיפול וקבלת אישורי המס או שעפ&quot;י הוראות רשות המיסים, בסמכות וחובת המעסיק להנחות את העובד והקופות השונות לגבי הסדרי המס.</p><p><strong>דוגמאות למסלול השני של דיווח ידני בעבור מקרי פרישה אפשריים במסגרתם העובד העביר למעסיקו את חלק ב' </strong></p><table width="664"><tbody><tr><td width="163"><p><strong>מקרה הפרישה</strong></p></td><td width="104"><p><strong>בסמכות מי לקבוע פטור ולהוציא אישורים</strong></p></td><td width="104"><p><strong>באחריות מי לעדכן את הקופות</strong></p></td><td width="111"><p><strong>מספר סיבה למילוי בחלק ג.2</strong></p></td><td width="182"><p><strong>הערות</strong></p></td></tr><tr><td width="163"><p><strong> </strong></p><p><strong> </strong></p><p><strong>העובד בעל שליטה במעסיק או קרובו של בעל השליטה במעסיק</strong></p></td><td width="104"><p> </p><p> </p><p>רשות המיסים בלבד</p></td><td width="104"><p> </p><p> </p><p>העובד ורשות המיסים</p></td><td width="111"><p> </p><p> </p><p>1</p></td><td width="182"><p>מעסיק יוכל לאשר לבעל שליטה רצף קצבה ברירת מחדל ובתנאי שעמד <strong>בשני</strong> התנאים הבאים:</p><p>1. העובד עומד בתנאי רצף קצבה ברירת מחדל</p><p>2. המעסיק סימן בסעיף א.7 שהעובד לא זכאי לפנסיה תקציבית</p></td></tr><tr><td width="163"><p><strong>בחירת העובד בחלק ב.1 נעשתה במגבלת הסכומים המרביים המפורטים בחלק א.13</strong></p></td><td width="104"><p> </p><p> </p><p>מעסיק</p></td><td width="104"><p> </p><p> </p><p>העובד</p></td><td width="111"><p> </p><p> </p><p>לא ממלאים את חלק ג.2</p></td><td width="182"><p> </p><p>בחירות העובד בחלק ב.1 <strong><u>חייבות </u></strong>להיעשות <strong>במגבלת</strong> <strong>התקרות</strong> שהמעסיק ציין בחלק א.13 בנתוני העזר.</p></td></tr><tr><td width="163"><p><strong>בחירת העובד בחלק ב.1 נעשתה שלא במגבלת הסכומים המרביים המפורטים בחלק א.13</strong></p></td><td width="104"><p> </p><p> </p><p>רשות המיסים בלבד</p></td><td width="104"><p> </p><p> </p><p>העובד ורשות המיסים</p></td><td width="111"><p> </p><p> </p><p> </p><p>4</p></td><td width="182"><p>במידה ובחירות העובד בחלק ב.1<strong><u> חורגות</u></strong> <strong>מהתקרות</strong> שהמעסיק ציין בחלק א.13 בנתוני העזר והעובד <strong><u>לא מחזיר</u></strong> חלק ב' מתוקן, על המעסיק להפנות את העובד לרשות המיסים</p></td></tr><tr><td width="163"><p><strong>העובד חויב במס בגין הפקדות המעסיק למרכיב הפיצויים</strong></p></td><td width="104"><p> </p><p>רשות המיסים בלבד</p></td><td width="104"><p> </p><p>העובד ורשות המיסים</p></td><td width="111"><p> </p><p>3</p></td><td width="182"><p>בכל מקרה בו העובד חויב במס בשלב ההפקדה בגין מרכיב הפיצויים (סעיף א.10 בחלק א') – <strong><u>חובה</u></strong> על המעסיק להפנות את העובד לרשות המיסים</p></td></tr><tr><td width="163"><p><strong>בחירת העובד כוללת בקשה לפריסת מס (חלק ב'2)</strong></p></td><td width="104"><p> </p><p>רשות המיסים בלבד</p></td><td width="104"><p> </p><p>העובד ורשות המיסים</p></td><td width="111"><p> </p><p>5</p></td><td width="182"><p><strong><u>חובה</u></strong> על המעסיק להפנות את העובד לרשות המיסים</p></td></tr><tr><td width="163"><p><strong>בחירת העובד כוללת בקשה לרצף פיצויים (חלק ב'2)</strong></p></td><td width="104"><p> </p><p>רשות המיסים בלבד</p></td><td width="104"><p> </p><p>העובד ורשות המיסים</p></td><td width="111"><p> </p><p>6</p></td><td width="182"><p><strong><u>חובה</u></strong> על המעסיק להפנות את העובד לרשות המיסים</p></td></tr><tr><td width="163"><p><strong>העובד לא עבד בתקופת העבודה אצל מעסיק נוסף שצבר לו זכויות לפיצויים</strong></p></td><td width="104"><p> </p><p> </p><p>מעסיק</p></td><td width="104"><p> </p><p> </p><p>העובד</p></td><td width="111"><p> </p><p> </p><p>לא ממלאים את חלק ג.2</p></td><td width="182"> </td></tr><tr><td width="163"><p><strong>העובד עבד בתקופת העבודה אצל מעסיק נוסף שצבר לו זכויות לפיצויים ומבקש לנצל פטור</strong></p></td><td width="104"><p> </p><p> </p><p>רשות המיסים בלבד</p></td><td width="104"><p> </p><p> </p><p>העובד ורשות המיסים</p></td><td width="111"><p> </p><p> </p><p>6</p></td><td width="182"> </td></tr><tr><td width="163"><p><strong>העובד עבד בתקופת העבודה אצל מעסיק נוסף עם זכאות לפיצויים ולא מבקש לנצל פטור</strong></p></td><td width="104"><p> </p><p> </p><p>מעסיק</p></td><td width="104"><p> </p><p> </p><p>העובד</p></td><td width="111"><p> </p><p> </p><p>לא ממלאים את חלק ג.2</p></td><td width="182"><p> </p><p>במידה והעובד <strong>לא מבקש</strong> לנצל את הפטור על מענקי הפרישה ולמרות שעבד במקביל אצל שני מעסיקים, אין צורך להפנותו לרשות המיסים</p></td></tr><tr><td width="163"><p><strong> </strong></p><p><strong> </strong></p><p><strong>העובד ביקש רצף פיצויים</strong></p></td><td width="104"><p> </p><p> </p><p>רשות המיסים בלבד</p></td><td width="104"><p> </p><p> </p><p>העובד ורשות המיסים</p></td><td width="111"><p> </p><p> </p><p>6</p></td><td width="182"><p>נוסח הצהרת העובד בחלק ב' <strong><u>מטעה</u></strong> מאחר ועובד שמבקש רצף פיצויים <strong><u>לראשונה</u></strong> יכול לסמן V על ההצהרה הנוכחית.</p><p>לכן <strong><u>בכל מקרה</u></strong> שיש בקשה לרצף פיצויים יש להפנות את העובד לרשות המיסים</p></td></tr><tr><td width="163"><p><strong> </strong></p><p><strong>העובד הגיע לגיל הזכאות ולא הגיש בקשה לקיבוע זכויות על גבי טופס 161 ד'</strong></p></td><td width="104"><p> </p><p> </p><p>מעסיק</p></td><td width="104"><p> </p><p> </p><p>העובד</p></td><td width="111"><p> </p><p> </p><p>לא ממלאים את חלק ג.2</p></td><td width="182"><p>במידה והעובד הגיע לגיל פרישה והחל לקבל קצבה אך <strong>לא ביצע קיבוע זכויות</strong> באמצעות <u>טופס 161 ד'</u> (זה בסדר אם קיבלת פטור על קצבה באמצעות טפסי 161 ח' או 161 י')</p></td></tr><tr><td width="163"><p><strong>העובד הגיע לגיל הזכאות והגיש בקשה לקיבוע זכויות על גבי טופס 161 ד' ומבקש לנצל מענק פטור</strong></p></td><td width="104"><p> </p><p> </p><p>רשות המיסים בלבד</p></td><td width="104"><p> </p><p> </p><p>העובד ורשות המיסים</p></td><td width="111"><p> </p><p> </p><p>6</p></td><td width="182"><p>יש להפנות עובדים אלו שהגיעו לגיל הפרישה, החלו לקבל קצבה וביצעו הליך קיבוע זכויות באמצעות טופס 161 ד' לרשות המיסים בלבד!</p></td></tr><tr><td width="163"><p><strong> </strong></p><p><strong> </strong></p><p><strong>תשלום מענק עקב פטירה</strong></p></td><td width="104"><p> </p><p> </p><p>מעסיק</p></td><td width="104"><p> </p><p> </p><p>העובד</p></td><td width="111"><p> </p><p> </p><p>לא ממלאים את חלק ג.2</p></td><td width="182"><p>רק בתנאי ש:</p><p>1.      מענקי הפרישה ההוניים שהועמדו לטובת השאירים פטורים ממס.</p><p>2.      הפיצויים הצבורים בתוכניות הפנסיונית יועדו למטרת קבלתם כקצבת שארים (אפשרי בקרנות הפנסיה ובחלק קטן מפוליסות המנהלים)</p></td></tr><tr><td width="163"><p><strong>תשלום מענק עקב פטירה</strong></p></td><td width="104"><p>רשות המיסים בלבד</p></td><td width="104"><p>העובד ורשות המיסים</p></td><td width="111"><p>2</p></td><td width="182"><p>בכל מקרה אחר של תשלום מענק עקב פטירה שלא עומד בשני התנאים לעיל יש להפנות את השארים/יורשים/מוטבים לרשות המיסים בלבד</p></td></tr></tbody></table><p> </p><p><strong>כמה דוגמאות של המסלול השני – דיווח ידני עבור אופן בדיקת הזכאות לרצף קצבה ברירת מחדל לעובדים שלא מילאו את חלק ב'</strong></p><table width="668"><tbody><tr><td width="83"> </td><td width="67"><p><strong>דוגמא 1</strong></p></td><td width="67"><p><strong>דוגמא 2</strong></p></td><td width="67"><p><strong>דוגמא 3</strong></p></td><td width="67"><p><strong>דוגמא 4</strong></p></td><td width="58"><p><strong>דוגמא 5</strong></p></td><td width="51"><p><strong>דוגמא 6</strong></p></td><td width="51"><p><strong>דוגמא 7</strong></p></td><td width="155"><p><strong>הערות</strong></p></td></tr><tr><td width="83"><p>העובד מילא את חלק ב'</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="58"><p>לא</p></td><td width="51"><p>לא</p></td><td width="51"><p>לא</p></td><td width="155"><p>לאחר שתם פרק הזמן שהקציב לו המעסיק לכך</p></td></tr><tr><td width="83"><p>האם יש מענק במזומן מהמעסיק (קוד1)</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="58"><p>לא</p></td><td width="51"><p>לא</p></td><td width="51"><p>כן</p></td><td width="155"><p>במידה ובחלק א.9 יש קוד משלם מסוג 1, על המעסיק להפנות את העובד לרשות המיסים ולקבל מרשות המיסים הנחיות לגבי תשלום המענק.</p><p>במידה והעובד לא יעביר למעסיק הנחיות כאמור, על המעסיק לנכות ממענק הפרישה במזומן המשולם על ידו מס בהתאם לתקנות (שולי) ואסור לו להעניק לעובד מענק פטור בכלל</p></td></tr><tr><td width="83"><p>האם יש מענק הוני מקופה מרכזית</p><p>(קוד 3)</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="58"><p>לא</p></td><td width="51"><p>כן</p></td><td width="51"><p>לא</p></td><td width="155"><p>במידה ובחלק א.9 יש קוד משלם 3 ו/או 4 (אין קוד משלם 1), על המעסיק להפנות את העובד לרשות המיסים ובאחריות העובד ורשות המיסים להעביר את הוראות הפטור והמס למשלמים הרלוונטיים</p></td></tr><tr><td width="83"><p>האם יש מענק הוני מקופת גמל (קוד 4)</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="67"><p>לא</p></td><td width="58"><p>כן</p></td><td width="51"><p>כן</p></td><td width="51"><p>כן</p></td><td width="155"><p>במידה ובחלק א.9 יש קוד משלם 3 ו/או 4 (אין קוד משלם 1), על המעסיק להפנות את העובד לרשות המיסים ובאחריות העובד ורשות המיסים להעביר את הוראות הפטור והמס למשלמים הרלוונטיים</p></td></tr><tr><td width="83"><p><strong>חישוב סכומי רצף קצבה ברירת מחדל</strong></p></td><td width="67"><p>נדרש</p></td><td width="67"><p>נדרש</p></td><td width="67"><p>נדרש</p></td><td width="67"><p>נדרש</p></td><td width="58"><p>לא נדרש</p></td><td width="51"><p>לא נדרש</p></td><td width="51"><p>לא נדרש</p></td><td width="155"> </td></tr><tr><td width="83"><p>משכורת חודשית אחרונה של העובד</p></td><td width="67"><p>10,000 ₪</p></td><td width="67"><p>25,000 ₪</p></td><td width="67"><p>39,300 ₪</p></td><td width="67"><p>37,000 ₪</p></td><td width="58"> </td><td width="51"> </td><td width="51"> </td><td width="155"><p>הנתון שנרשום בשדה א.6 לחלק א' של טופס 161 החדש אך <strong><u>לא יותר מ 39,300 ₪</u></strong> (התקרה לשווי פיצויים)</p></td></tr><tr><td width="83"><p><strong>ותק העובד בשנים</strong></p></td><td width="67"><p>10</p></td><td width="67"><p>7</p></td><td width="67"><p>10</p></td><td width="67"><p>12</p></td><td width="58"> </td><td width="51"> </td><td width="51"> </td><td width="155"><p>הנתון שנרשם בשדה א.4 לחלק א' של טופס 161 החדש &#8211; ותק העובד</p></td></tr><tr><td width="83"><p>תקרה ראשונה לרצף קצבה ברירת מחדל</p></td><td width="67"><p>100,000 ₪</p></td><td width="67"><p>175,000 ₪</p></td><td width="67"><p>393,000 ₪</p></td><td width="67"><p>444,000 ₪</p></td><td width="58"> </td><td width="51"> </td><td width="51"> </td><td width="155"><p>מכפלת המשכורת החודשית האחרונה (לא יותר מ 39,300 ₪) בותק העובד</p></td></tr><tr><td width="83"><p>תקרה שניה לרצף קצבה ברירת מחדל</p></td><td width="67"><p>392,770 ₪</p></td><td width="67"><p>392,770 ₪</p></td><td width="67"><p>392,770 ₪</p></td><td width="67"><p>392,770 ₪</p></td><td width="58"> </td><td width="51"> </td><td width="51"> </td><td width="155"><p>התקרה בסך 392,770 ₪  נקבעה בחוק והיא מעודכנת לשנת המס 2023</p></td></tr><tr><td width="83"><p>הגבוה מבין:  תקרה ראשונה לשניה</p></td><td width="67"><p><strong>392,770 ₪</strong></p></td><td width="67"><p><strong>392,770 ₪</strong></p></td><td width="67"><p><strong>392,770 ₪</strong></p></td><td width="67"><p><strong>444,000 ₪</strong></p></td><td width="58"> </td><td width="51"> </td><td width="51"> </td><td width="155"><p>התקרה היא הגבוה מבין משכורות חודשית אחרונה * ותק לבין 392,770 ₪</p></td></tr><tr><td width="83"><p>סך מרכיב הפיצויים שנצבר בקופות לקצבה</p></td><td width="67"><p>120,000 ₪</p></td><td width="67"><p>207,000 ₪</p></td><td width="67"><p>387,000 ₪</p></td><td width="67"><p>504,000 ₪</p></td><td width="58"> </td><td width="51"> </td><td width="51"> </td><td width="155"><p>סך התשלומים שמולאו בחלקים א.9 בקוד 5 ו 6, והסכום שהומר לקצבה בסעיף א.11 (הנחית רשות המיסים הלא הגיונית) היא לצרף גם את חלק א.10 סכומים שחוייבו במס.</p></td></tr><tr><td width="83"><p>האם סך מרכיב הפיצויים בקופה קטן מהתקרה?</p></td><td width="67"><p>כן</p></td><td width="67"><p>כן</p></td><td width="67"><p>כן</p></td><td width="67"><p>לא</p></td><td width="58"> </td><td width="51"> </td><td width="51"> </td><td width="155"> </td></tr><tr><td width="83"><p>עומד בתנאי רצף קצבה ברירת מחדל?</p></td><td width="67"><p>כן</p></td><td width="67"><p>כן</p></td><td width="67"><p>כן</p></td><td width="67"><p>לא</p></td><td width="58"><p>לא</p></td><td width="51"><p>לא</p></td><td width="51"><p>לא</p></td><td width="155"> </td></tr><tr><td width="83"><p>מה המעסיק מסמן בחלק ג'?</p></td><td width="67"><p>חלופה א'</p></td><td width="67"><p>חלופה א'</p></td><td width="67"><p>חלופה א'</p></td><td width="67"><p>ג.2 סיבה מס' 1</p></td><td width="58"><p>ג.2 סיבה מס' 2</p></td><td width="51"><p>ג.2 סיבה מס' 2</p></td><td width="51"><p>ג.2 סיבה מס' 2</p></td><td width="155"><p><strong>סיבה מס' 1</strong> &#8211; סך הסכומים שהופקדו בקופות הגמל לקצבה עולה על התקרה לרצף קצבה ברירת מחדל.</p><p><strong>סיבה מס' 2</strong> &#8211; העובד זכאי למענק פרישה נוסף ממשלם שאינו קופ&quot;ג</p></td></tr></tbody></table><p> </p></div>
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												<a class="elementor-accordion-title" tabindex="0">סוף עידן ביטוחי המנהלים</a>
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					<div id="elementor-tab-content-16216" class="elementor-tab-content elementor-clearfix" data-tab="16" role="region" aria-labelledby="elementor-tab-title-16216"><p>החל מ-01.09.23 נכנסו לתוקף תקנות חדשות המשנות את כללי השיווק של פוליסות ביטוחי מנהלים באופן דרמטי.</p><p>על פי התקנות, ניתן להפקיד לביטוח המנהלים ו/או תגמולים לעצמאי, רק את חלק הפרמיה העולה על 20.5% מחלק השכר שמעל פעמיים השכר הממוצע במשק (התקרה החודשית).</p><p>הפקדות עד לתקרה החודשית יופנו לקרן פנסיה מקיפה ו/או משלימה ו/או קופת גמל. תקרת ההפקדה החודשית המתחייבת כרובד ראשון לקופה לקצבה שאינה קופת ביטוח הינה 4,866 ₪ לחודש (נכון לשנת 2023).</p><p>יודגש כי השינויים לגבי הפקדות שוטפות חלים רק עבור פוליסות שמרכשו לאחר 01.09.23 והן בתוקף גם עבור פורשים ומקבלי קצבאות.</p><p><strong> </strong><strong> להלן עיקר השינויים שנכנסו לתוקף:</strong></p><ol><li><strong>שכיר ומעסיקו</strong> &#8211; יוכלו להפקיד מדי חודש לקופת ביטוח מנהלים רק במידה וקיימות הפקדות חודשיות של לפחות 4,866 ₪ לחודש לקרן פנסיה ו/או לקופת גמל. כלומר, האפשרות לחסוך בפוליסת ביטוח מנהלים שנועד פתיחתה 01.09.23 ואילך הינה רק בעבור חוסכים ברמת שכר גבוהה יחסית 4,866 ₪ לחודש.</li><li><strong>עצמאי</strong> &#8211; יוכל להפקיד מדי חודש לקופת ביטוח תגמולים לעצמאי רק במידה וקיימות הפקדות חודשיות של לפחות 4,866 ₪ לחודש לקרן פנסיה ו/או לקופת גמל. במידה והעצמאי הינו גם שכיר, יש להתחשב בהפקדות כשכיר במסגרת התקרה.</li><li><strong>ניוד כספים לקופות ביטוח</strong> &#8211; אין מגבלת ניוד של כספים מקופת ביטוח לקופת ביטוח ואולם במידה ומבקשים לנייד כספים מקרן פנסיה ו/או מקופת גמל לקופת ביטוח , תחול מגבלת ניוד כאמור : ניתן יהיה לבצע את העברת הכספים ובתנאי שהיתרה הצבורה שתיוותר בקופה המעבירה לאחר הניוד לא תפחת מתקרת ההפקדה החודשית כפול מספר החודשים שחלפו ממועד התשלום הראשון לקופת הגמל.</li></ol></div>
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\u05d4\u05e1\u05d5\u05db\u05df.<\/p><p>\u05dc\u05e7\u05e8\u05d0\u05ea \u05e1\u05d5\u05e3 \u05e9\u05e0\u05ea 2023, \u05de\u05d5\u05de\u05dc\u05e5 \u05dc\u05db\u05dc \u05d0\u05d7\u05d3 \u05de\u05d4\u05e1\u05d5\u05db\u05e0\u05d9\u05dd \u05dc\u05e2\u05d1\u05d5\u05e8 \u05e2\u05dc \u05db\u05dc \u05ea\u05d9\u05e7\u05d9 \u05dc\u05e7\u05d5\u05d7\u05d5\u05ea\u05d9\u05d5, \u05d1\u05e2\u05dc\u05d9 \u05de\u05d5\u05e6\u05e8 \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9 \u05d0\u05d5 \u05de\u05d5\u05e6\u05e8 \u05e9\u05e0\u05de\u05db\u05e8 \u05d0\u05d2\u05d1 \u05de\u05d5\u05e6\u05e8 \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9, \u05d5\u05dc\u05d9\u05d6\u05d5\u05dd \u05e4\u05e0\u05d9\u05d9\u05d4 \u05dc\u05dc\u05e7\u05d5\u05d7.<\/p><p>\u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05d4\u05e4\u05e0\u05d9\u05d4, \u05de\u05d5\u05de\u05dc\u05e5 \u05dc\u05d1\u05d7\u05d5\u05df \u05d0\u05dd \u05de\u05e6\u05d1\u05d5 \u05d4\u05e9\u05ea\u05e0\u05d4, \u05d4\u05d0\u05dd \u05e0\u05d3\u05e8\u05e9 \u05dc\u05e7\u05d9\u05d9\u05dd \u05e4\u05d2\u05d9\u05e9\u05ea \u05e9\u05d9\u05e8\u05d5\u05ea, \u05d4\u05d0\u05dd \u05de\u05e1\u05dc\u05d5\u05dc\u05d9 \u05d4\u05d4\u05e9\u05e7\u05e2\u05d4 \u05ea\u05d5\u05d0\u05de\u05d9\u05dd \u05d0\u05ea \u05e8\u05de\u05ea \u05d4\u05e1\u05d9\u05db\u05d5\u05df \u05d4\u05de\u05d1\u05d5\u05e7\u05e9\u05ea, \u05d0\u05ea \u05d4\u05d4\u05ea\u05d0\u05de\u05d4 \u05dc\u05de\u05e6\u05d1\u05d5 \u05d4\u05d7\u05d3\u05e9 \u05db\u05db\u05dc \u05e9\u05e0\u05d3\u05e8\u05e9, \u05d5\u05db\u05d5'.<\/p><p>\u05d7\u05d5\u05d1\u05d4 \u05dc\u05ea\u05e2\u05d3 \u05d0\u05ea \u05d4\u05e4\u05e0\u05d9\u05d4 \u05e9\u05d1\u05d5\u05e6\u05e2\u05d4 \u05d5\u05ea\u05e9\u05d5\u05d1\u05ea \u05d4\u05dc\u05e7\u05d5\u05d7 \u05dc\u05d8\u05d5\u05d1\u05ea \u05e2\u05de\u05d9\u05d3\u05d4 \u05d1\u05d4\u05d5\u05e8\u05d0\u05d5\u05ea \u05d4\u05d7\u05d5\u05d6\u05e8 \u05d5\u05de\u05ea\u05df \u05de\u05e2\u05e0\u05d4, \u05d1\u05de\u05e7\u05e8\u05d4 \u05e9\u05dc \u05d1\u05d9\u05e7\u05d5\u05e8\u05ea \u05de\u05d8\u05e2\u05dd \u05e8\u05e9\u05d5\u05ea \u05e9\u05d5\u05e7 \u05d4\u05d4\u05d5\u05df.<\/p><p>\u05e1\u05d5\u05db\u05e0\u05d9\u05dd \u05d5\u05e1\u05d5\u05db\u05e0\u05d5\u05ea \u05d9\u05e7\u05e8\u05d9\u05dd, \u05d0\u05e0\u05d0 \u05d3\u05d0\u05d2\u05d5 \u05dc\u05de\u05dc\u05d0 \u05d0\u05ea \u05d7\u05d5\u05d1\u05ea\u05db\u05dd \u05d4\u05e8\u05d2\u05d5\u05dc\u05d8\u05d5\u05e8\u05d9\u05ea \u05d5\u05d9\u05d5\u05ea\u05e8 \u05de\u05db\u05da &#8211; \u05d3\u05d0\u05d2\u05d5 \u05dc\u05e2\u05ea\u05d9\u05d3 \u05d4\u05db\u05dc\u05db\u05dc\u05d9 \u05e9\u05dc\u05db\u05dd. \u05e9\u05de\u05d9\u05e8\u05d4 \u05e2\u05dc \u05e7\u05e9\u05e8 \u05e8\u05e6\u05d9\u05e3 \u05e2\u05dd \u05d4\u05dc\u05e7\u05d5\u05d7\u05d5\u05ea \u05d4\u05d5\u05d0 \u05d0\u05d7\u05d3 \u05d4\u05d2\u05d5\u05e8\u05de\u05d9\u05dd \u05d4\u05de\u05e9\u05de\u05e2\u05d5\u05ea\u05d9\u05d9\u05dd \u05d1\u05d9\u05d5\u05ea\u05e8 \u05d1\u05e9\u05d9\u05de\u05d5\u05e8 \u05d4\u05ea\u05d9\u05e7 \u05e9\u05dc\u05db\u05dd \u05d5\u05d1\u05e9\u05d1\u05d9\u05e2\u05d5\u05ea \u05e8\u05e6\u05d5\u05df \u05d4\u05dc\u05e7\u05d5\u05d7\u05d5\u05ea \u05e9\u05dc\u05db\u05dd.<\/p><p><b>\u05dc\u05d4\u05dc\u05df \u05d3\u05d5\u05d2\u05de\u05d0 \u05dc\u05e0\u05d5\u05e1\u05d7 \u05e4\u05e0\u05d9\u05d4 \u05de\u05d5\u05e6\u05e2 \u05dc\u05dc\u05e7\u05d5\u05d7:<\/b><\/p><p>\u05d4\u05d9\u05d9_________(\u05e9\u05dd \u05d4\u05dc\u05e7\u05d5\u05d7),<\/p><p>\u05d0\u05d5\u05d8\u05d5\u05d8\u05d5 \u05de\u05e1\u05ea\u05d9\u05d9\u05de\u05ea \u05dc\u05d4 \u05e9\u05e0\u05ea 2023, \u05d5\u05e8\u05d2\u05e2 \u05dc\u05e4\u05e0\u05d9 \u05e9\u05d4\u05e9\u05e0\u05d4 \u05de\u05e1\u05ea\u05d9\u05d9\u05de\u05ea, <br \/>\u05d7\u05e9\u05d5\u05d1 \u05dc\u05d9 \u05dc\u05d1\u05d3\u05d5\u05e7 \u05d0\u05d9\u05ea\u05da \u05d4\u05d0\u05dd \u05d4\u05e9\u05ea\u05e0\u05d4 \u05de\u05e9\u05d4\u05d5 \u05d1\u05de\u05e6\u05d1\u05da \u05d4\u05ea\u05e2\u05e1\u05d5\u05e7\u05ea\u05d9? <br \/>\u05d4\u05d0\u05dd \u05d4\u05e9\u05ea\u05e0\u05d4 \u05de\u05e9\u05d4\u05d5 \u05d1\u05de\u05e6\u05d1\u05da \u05d4\u05de\u05e9\u05e4\u05d7\u05ea\u05d9? \u05d5\u05d1\u05db\u05dc\u05dc, \u05d1\u05d0\u05d5\u05e4\u05df \u05db\u05dc\u05dc\u05d9 &#8211; \u05de\u05d4 \u05e9\u05dc\u05d5\u05de\u05da?<\/p><p>\u05d0\u05e9\u05de\u05d7 \u05dc\u05e2\u05d3\u05db\u05d5\u05e0\u05da \u05d1\u05e0\u05d5\u05e9\u05d0.<br \/>\u05e9\u05dc\u05da,<br \/>(\u05e9\u05dd \u05e1\u05d5\u05db\u05df \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7\/\u05e1\u05d5\u05db\u05e0\u05d5\u05ea \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7)<\/p>"}},{"@type":"Question","name":"\u05e4\u05e0\u05e1\u05d9\u05d4 \u05d7\u05d5\u05d1\u05d4 \u05dc\u05e2\u05e6\u05de\u05d0\u05d9","acceptedAnswer":{"@type":"Answer","text":"<p>\u05e0\u05d6\u05db\u05d9\u05e8 \u05db\u05d9 \u05d7\u05d5\u05d1\u05d4 \u05e2\u05dc \u05e2\u05e6\u05de\u05d0\u05d9\u05dd \u05dc\u05d4\u05e4\u05e7\u05d9\u05d3 \u05db\u05e1\u05e4\u05d9\u05dd \u05dc\u05de\u05d5\u05e6\u05e8 \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9. \u05e2\u05e6\u05de\u05d0\u05d9 \u05e9\u05dc\u05d0 \u05d9\u05de\u05dc\u05d0 \u05d7\u05d5\u05d1\u05ea\u05d5, \u05d7\u05e9\u05d5\u05e3 \u05dc\u05e7\u05e0\u05e1 \u05d1\u05e1\u05da 500 \u05e9&quot;\u05d7.\u00a0<\/p><p>\u05de\u05e2\u05d1\u05e8 \u05dc\u05d7\u05d5\u05d1\u05d4 \u05d4\u05d7\u05d5\u05e7\u05d9\u05ea \u05d5\u05dc\u05e7\u05e0\u05e1 \u05d4\u05e6\u05e4\u05d5\u05d9, \u05de\u05d5\u05d1\u05df \u05db\u05d9 \u05d7\u05e1\u05db\u05d5\u05df \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9 \u05d4\u05d5\u05d0 \u05db\u05dc\u05d9 \u05d7\u05e9\u05d5\u05d1 \u05d1\u05e4\u05e0\u05d9 \u05e2\u05e6\u05de\u05d5, \u05d4\u05df \u05dc\u05d8\u05d5\u05d1\u05ea \u05d9\u05e6\u05d9\u05e8\u05ea \u05e2\u05ea\u05d5\u05d3\u05d5\u05ea \u05e8\u05d0\u05d5\u05d9\u05d5\u05ea \u05dc\u05e4\u05e8\u05d9\u05e9\u05d4, \u05d5\u05d4\u05df \u05dc\u05d8\u05d5\u05d1\u05ea \u05db\u05d9\u05e1\u05d5\u05d9 \u05d1\u05d9\u05d8\u05d5\u05d7\u05d9 \u05d1\u05de\u05e7\u05e8\u05d4 \u05e0\u05db\u05d5\u05ea \u05d0\u05d5 \u05e4\u05d8\u05d9\u05e8\u05d4 \u05d7\u05dc\u05d9\u05dc\u05d4.<\/p><p>\u05e2\u05e6\u05de\u05d0\u05d9 \u05e0\u05d3\u05e8\u05e9 \u05dc\u05d4\u05e4\u05e7\u05d9\u05d3 \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05d7\u05d9\u05d9\u05d1\u05ea \u05e9\u05dc\u05d5 \u05d1\u05de\u05e1.<\/p><p><strong>\u05de\u05d4\u05dd \u05e9\u05d9\u05e2\u05d5\u05e8\u05d9 \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d4\u05de\u05d9\u05e0\u05d9\u05de\u05d0\u05dc\u05d9\u05d9\u05dd \u05e2\u05e4&quot;\u05d9 \u05d4\u05d7\u05d5\u05e7?<\/strong><\/p><ul><li>\u05e2\u05d3 5,935 \u05e9&quot;\u05d7 (\u05de\u05d7\u05e6\u05d9\u05ea \u05d4\u05e9\u05db\u05e8 \u05d4\u05de\u05de\u05d5\u05e6\u05e2 \u05d1\u05de\u05e9\u05e7) &#8211; 4.45% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05d7\u05d9\u05d9\u05d1\u05ea.<\/li><li>\u05de\u05e2\u05dc 5,935 \u05e9&quot;\u05d7 (\u05de\u05d7\u05e6\u05d9\u05ea \u05d4\u05e9\u05db\u05e8 \u05d4\u05de\u05de\u05d5\u05e6\u05e2 \u05d1\u05de\u05e9\u05e7) &#8211; 12.55% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05d7\u05d9\u05d9\u05d1\u05ea.<\/li><li>\u05d4\u05e9\u05db\u05e8 \u05d4\u05de\u05de\u05d5\u05e6\u05e2 \u05d1\u05de\u05e9\u05e7 &#8211; 11,870 \u05e9&quot;\u05d7 (\u05e0\u05db\u05d5\u05df \u05dc\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 2023)<\/li><\/ul><p><strong>\u05de\u05d4 \u05d4\u05de\u05e7\u05e1\u05d9\u05de\u05d5\u05dd \u05dc\u05d4\u05e4\u05e7\u05d3\u05d4 \u05e2\u05e4&quot;\u05d9 \u05d4\u05d7\u05d5\u05e7?<\/strong><\/p><p>\u05e1\u05da \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d4\u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05d4\u05de\u05e8\u05d1\u05d9\u05ea \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05d7\u05d5\u05e7 \u05d4\u05d9\u05d0 1,009 \u20aa \u05d1\u05d7\u05d5\u05d3\u05e9, \u05d0\u05d5 12,108 \u20aa \u05d1\u05e9\u05e0\u05d4.<\/p><p><strong>\u05d3\u05d5\u05d2\u05de\u05d0\u05d5\u05ea \u05dc\u05d2\u05d5\u05d1\u05d4 \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d4\u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05d4\u05e0\u05d3\u05e8\u05e9\u05ea \u05dc\u05e4\u05d9 \u05d4\u05d7\u05d5\u05e7 \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05d7\u05d9\u05d9\u05d1\u05ea \u05d1\u05d4\u05e4\u05e7\u05d3\u05d4 <\/strong><\/p><table width=\"492\"><tbody><tr><td width=\"76\"><p><strong>\u05d4\u05db\u05e0\u05e1\u05d4 \u05e9\u05e0\u05ea\u05d9\u05ea \u05d7\u05d9\u05d9\u05d1\u05ea \u05d1\u05d4\u05e4\u05e7\u05d3\u05d4 <\/strong><\/p><\/td><td width=\"76\"><p><strong>\u05d4\u05db\u05e0\u05e1\u05d4 \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05d7\u05d9\u05d9\u05d1\u05ea \u05d1\u05d4\u05e4\u05e7\u05d3\u05d4 <\/strong><\/p><\/td><td width=\"104\"><p><strong>\u05e1\u05db\u05d5\u05dd \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05e2\u05d1\u05d5\u05e8 \u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05e9\u05e2\u05d3 \u05dc\u05de\u05d7\u05e6\u05d9\u05ea \u05d4\u05e9\u05db\u05e8 \u05d4\u05de\u05de\u05d5\u05e6\u05e2 <\/strong><\/p><\/td><td width=\"142\"><p><strong>\u05e1\u05db\u05d5\u05dd \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05e2\u05d1\u05d5\u05e8 \u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05e9\u05de\u05e2\u05dc \u05dc\u05de\u05d7\u05e6\u05d9\u05ea \u05d4\u05e9\u05db\u05e8 \u05d4\u05de\u05de\u05d5\u05e6\u05e2 \u05d5\u05dc\u05d0 \u05d9\u05d5\u05ea\u05e8 \u05de-11,870 \u05e9&quot;\u05d7 <\/strong><\/p><\/td><td width=\"94\"><p><strong>\u05e1\u05da \u05d4\u05db\u05d5\u05dc \u05d4\u05e4\u05e7\u05d3\u05d4 \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea <\/strong><\/p><\/td><\/tr><tr><td width=\"76\">\u00a0<\/td><td width=\"76\">\u00a0<\/td><td width=\"104\"><p>4.45%<\/p><\/td><td width=\"142\"><p>12.55%<\/p><\/td><td width=\"94\">\u00a0<\/td><\/tr><tr><td width=\"76\"><p>72,000\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"76\"><p>6,000\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"104\"><p>264\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"142\"><p>8\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"94\"><p>272 \u20aa<\/p><\/td><\/tr><tr><td width=\"76\"><p>84,000\u00a0<span style=\"background-color: transparent; font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"76\"><p>7,000\u00a0<span style=\"background-color: transparent; font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"104\"><p>264\u00a0<span style=\"background-color: transparent; font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"142\"><p>133\u00a0<span style=\"background-color: transparent; font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"94\"><p>397 \u20aa<\/p><\/td><\/tr><tr><td width=\"76\"><p>120,000\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"76\"><p>10,000\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"104\"><p>264\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"142\"><p>510\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"94\"><p>774 \u20aa<\/p><\/td><\/tr><tr><td width=\"76\"><p>126,612\u00a0<span style=\"background-color: transparent; font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"76\"><p>11,870\u00a0\u00a0<span style=\"background-color: transparent; font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"104\"><p>264\u00a0<span style=\"background-color: transparent; font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"142\"><p>745\u00a0<span style=\"background-color: transparent; font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"94\"><p>1,009\u00a0<span style=\"background-color: transparent; font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><\/tr><tr><td width=\"76\"><p>180,000\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"76\"><p>15,000\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"104\"><p>235\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"142\"><p>745\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><td width=\"94\"><p>1,009\u00a0<span style=\"font-size: 0.9em;\">\u20aa<\/span><\/p><\/td><\/tr><\/tbody><\/table><p>\u00a0<\/p><p><b>\u05d0\u05e0\u05d5 \u05de\u05de\u05dc\u05d9\u05e6\u05d9\u05dd \u05dc\u05d4\u05e6\u05d9\u05e2 \u05dc\u05dc\u05e7\u05d5\u05d7\u05d5\u05ea \u05e2\u05e6\u05de\u05d0\u05d9\u05d9\u05dd \u05dc\u05d1\u05e6\u05e2 \u05d4\u05e4\u05e7\u05d3\u05d4 \u05db\u05d3\u05dc\u05e7\u05de\u05df:<\/b><\/p><ol><li>\u05dc\u05e9\u05e7\u05d5\u05dc \u05dc\u05d1\u05e6\u05e2 \u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05dc\u05e7\u05e8\u05df \u05e4\u05e0\u05e1\u05d9\u05d4 \u05de\u05e7\u05d9\u05e4\u05d4 \u05d7\u05d3\u05e9\u05d4, \u05d4\u05db\u05d5\u05dc\u05dc\u05ea \u05d2\u05dd \u05e8\u05db\u05d9\u05e9\u05ea \u05d6\u05db\u05d5\u05d9\u05d5\u05ea \u05dc\u05de\u05e7\u05e8\u05d4 \u05e9\u05dc \u05e0\u05db\u05d5\u05ea \u05d5\u05e4\u05d8\u05d9\u05e8\u05d4.<\/li><li>\u05dc\u05d4\u05d7\u05ea\u05d9\u05dd \u05d0\u05ea \u05d4\u05e2\u05e6\u05de\u05d0\u05d9 \u05e2\u05dc \u05d4\u05d5\u05e8\u05d0\u05ea \u05e7\u05d1\u05e2 \u05dc\u05ea\u05e9\u05dc\u05d5\u05de\u05d9\u05dd \u05e9\u05d5\u05d8\u05e4\u05d9\u05dd \u05d4\u05d7\u05dc \u05de\u05ea\u05d7\u05d9\u05dc\u05ea \u05d4\u05e9\u05e0\u05d4 \u05d4\u05d1\u05d0\u05d4, \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05d4\u05e2\u05e8\u05db\u05ea \u05d4\u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05d4\u05d7\u05d9\u05d9\u05d1\u05d5\u05ea \u05e9\u05dc\u05d5 \u05d5\u05dc\u05d1\u05e6\u05e2 \u05d4\u05e9\u05dc\u05de\u05d5\u05ea \u05d7\u05d3 \u05e4\u05e2\u05de\u05d9\u05d5\u05ea \u05d1\u05e1\u05d5\u05e3 \u05d4\u05e9\u05e0\u05d4 \u05db\u05db\u05dc \u05e9\u05e0\u05d3\u05e8\u05e9, \u05db\u05da \u05e9\u05d4\u05e2\u05e6\u05de\u05d0\u05d9 \u05d9\u05e8\u05db\u05d5\u05e9 \u05d2\u05dd \u05db\u05d9\u05e1\u05d5\u05d9 \u05d1\u05d9\u05d8\u05d5\u05d7\u05d9.<\/li><li>\u05d0\u05dd \u05d4\u05e2\u05e6\u05de\u05d0\u05d9 \u05d1\u05d9\u05e6\u05e2 \u05d4\u05e4\u05e7\u05d3\u05d4 \u05d7\u05d3-\u05e4\u05e2\u05de\u05d9\u05ea \u05dc\u05e9\u05e0\u05ea 2023, \u05d9\u05e9 \u05dc\u05d1\u05e7\u05e9 \u05de\u05e7\u05e8\u05df \u05d4\u05e4\u05e0\u05e1\u05d9\u05d4 \u05dc\u05e4\u05d6\u05e8 \u05d0\u05d5\u05ea\u05d4 \u05dc- 12 \u05d7\u05d5\u05d3\u05e9\u05d9\u05dd \u05de\u05ea\u05d7\u05d9\u05dc\u05ea \u05e9\u05e0\u05ea \u05d4\u05de\u05e1 2023, \u05db\u05d3\u05d9 \u05e9\u05d4\u05e2\u05e6\u05de\u05d0\u05d9 \u05d9\u05d5\u05db\u05dc \u05dc\u05e2\u05de\u05d5\u05d3 \u05d1\u05d4\u05d5\u05e8\u05d0\u05ea \u05d4\u05ea\u05e7\u05e0\u05d5\u05ea, \u05db\u05db\u05dc \u05e9\u05d9\u05d1\u05e7\u05e9 \u05d1\u05e2\u05ea\u05d9\u05d3 \u05dc\u05de\u05e9\u05d5\u05da \u05d0\u05ea \u05de\u05e8\u05db\u05d9\u05d1 \u05d3\u05de\u05d9 \u05d4\u05d0\u05d1\u05d8\u05dc\u05d4 (\u05db\u05e9\u05dc\u05d9\u05e9 \u05de\u05d4\u05d7\u05d9\u05e1\u05db\u05d5\u05df) \u05d4\u05de\u05d7\u05d9\u05d9\u05d1\u05d5\u05ea \u05d4\u05e4\u05e7\u05d3\u05d4 \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05d0\u05d5 \u05e8\u05d1\u05e2\u05d5\u05e0\u05d9\u05ea \u05dc\u05db\u05dc \u05d4\u05d9\u05d5\u05ea\u05e8.<\/li><\/ol>"}},{"@type":"Question","name":"\u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea \u05dc\u05e2\u05e6\u05de\u05d0\u05d9","acceptedAnswer":{"@type":"Answer","text":"<p>\u05de\u05d5\u05de\u05dc\u05e5 \u05dc\u05d1\u05e6\u05e2 \u05e4\u05e0\u05d9\u05d4 \u05d9\u05d6\u05d5\u05de\u05d4 \u05dc\u05dc\u05e7\u05d5\u05d7\u05d5\u05ea \u05d4\u05e2\u05e6\u05de\u05d0\u05d9\u05d9\u05dd \u05d1\u05ea\u05d9\u05e7 \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7, \u05d5\u05dc\u05d4\u05e6\u05d9\u05e2 \u05dc\u05d4\u05dd \u05dc\u05d1\u05e6\u05e2 \u05d4\u05e4\u05e7\u05d3\u05ea \u05e1\u05d5\u05e3 \u05e9\u05e0\u05d4 \u05dc\u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea \u05d1\u05de\u05e2\u05de\u05d3 \u05e2\u05e6\u05de\u05d0\u05d9.<\/p><p>\u05e0\u05d6\u05db\u05d9\u05e8 \u05db\u05d9 \u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea \u05d1\u05de\u05e2\u05de\u05d3 \u05e2\u05e6\u05de\u05d0\u05d9 \u05e0\u05d9\u05ea\u05df \u05dc\u05e4\u05ea\u05d5\u05d7 \u05e8\u05e7 \u05dc\u05de\u05d9 \u05e9\u05d4\u05d5\u05d0 \u05e2\u05e6\u05de\u05d0\u05d9, \u05d5\u05d6\u05d0\u05ea \u05d1\u05e0\u05d9\u05d2\u05d5\u05d3 \u05dc\u05e7\u05d5\u05e4&quot;\u05d2 \u05d1\u05de\u05e2\u05de\u05d3 \u05e2\u05e6\u05de\u05d0\u05d9, \u05e9\u05d0\u05dc\u05d9\u05d4 \u05d9\u05db\u05d5\u05dc \u05dc\u05d4\u05e6\u05d8\u05e8\u05e3 \u05d2\u05dd \u05e9\u05db\u05d9\u05e8.<\/p><p>\u05ea\u05e7\u05e8\u05ea \u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05e7\u05d5\u05d1\u05e2\u05ea \u05dc\u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05e9\u05e0\u05ea 2023: 283,905 \u20aa.<\/p><p>\u05e9\u05d9\u05e2\u05d5\u05e8 \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05e2\u05e6\u05de\u05d0\u05d9: 4.5% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05e7\u05d5\u05d1\u05e2\u05ea, \u05d5\u05e2\u05d3 283,905 \u20aa \u05d1\u05e9\u05e0\u05d4.<\/p><p>\u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d4\u05de\u05d5\u05db\u05e8\u05ea \u05d4\u05de\u05e8\u05d1\u05d9\u05ea \u05dc\u05de\u05e1: 270,000 \u20aa *4.5% = 12,776 \u20aa.<\/p><p>\u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1 \u05e9\u05dc\u05d4 \u05d6\u05db\u05d0\u05d9 \u05d4\u05e2\u05e6\u05de\u05d0\u05d9: \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05e9\u05d9\u05e2\u05d5\u05e8 \u05d4\u05de\u05e1 \u05d4\u05e9\u05d5\u05dc\u05d9 \u05e9\u05dc\u05d5, \u05d5\u05d1\u05db\u05dc \u05de\u05e7\u05e8\u05d4 \u05dc\u05d0 \u05d9\u05d5\u05ea\u05e8 \u05de-50%, \u05de\u05e9\u05de\u05e2 \u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1 \u05d4\u05de\u05e8\u05d1\u05d9\u05ea \u05d9\u05db\u05d5\u05dc\u05d4 \u05dc\u05e2\u05de\u05d5\u05d3 \u05e2\u05dc 12,776 \u20aa * 50% = 6,388 \u20aa.<\/p><p>\u05e2\u05d5\u05d3 \u05e0\u05d6\u05db\u05d9\u05e8 \u05db\u05d9 \u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1, \u05d4\u05e2\u05e6\u05de\u05d0\u05d9 \u05e0\u05d4\u05e0\u05d4 \u05d2\u05dd \u05de\u05d4\u05e4\u05d7\u05ea\u05ea \u05d4\u05ea\u05e9\u05dc\u05d5\u05dd \u05dc\u05d1\u05d9\u05d8\u05d5\u05d7 \u05dc\u05d0\u05d5\u05de\u05d9 \u05d5\u05d1\u05d9\u05d8\u05d5\u05d7 \u05d1\u05e8\u05d9\u05d0\u05d5\u05ea.<\/p><p><strong>\u05d1\u05db\u05dc \u05de\u05e7\u05e8\u05d4, \u05d0\u05e0\u05d5 \u05de\u05de\u05dc\u05d9\u05e6\u05d9\u05dd \u05dc\u05d4\u05e6\u05d9\u05e2 \u05dc\u05dc\u05e7\u05d5\u05d7\u05d5\u05ea \u05e2\u05e6\u05de\u05d0\u05d9\u05d9\u05dd \u05dc\u05d1\u05e6\u05e2 \u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea \u05db\u05d3\u05dc\u05e7\u05de\u05df:<\/strong><\/p><ul><li>\u05dc\u05d4\u05e4\u05e7\u05d9\u05d3 \u05e1\u05db\u05d5\u05dd \u05d7\u05d3 \u05e4\u05e2\u05de\u05d9 \u05e9\u05dc 19,920 \u20aa \u05dc\u05dc\u05d0 \u05e7\u05e9\u05e8 \u05dc\u05d2\u05d5\u05d1\u05d4 \u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05e9\u05dc\u05d4\u05dd (\u05d2\u05dd \u05d0\u05dd \u05d0\u05d9\u05df \u05dc\u05d4\u05dd \u05d1\u05db\u05dc\u05dc \u05d4\u05db\u05e0\u05e1\u05d4), \u05db\u05d9 \u05e2\u05d3 \u05dc\u05e1\u05db\u05d5\u05dd \u05d6\u05d4 \u05e7\u05d9\u05d9\u05dd \u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05e8\u05d5\u05d5\u05d7\u05d9 \u05d4\u05d5\u05df \u05d1\u05e2\u05ea \u05de\u05e9\u05d9\u05db\u05d4 \u05db\u05d3\u05d9\u05df (\u05dc\u05d0\u05d7\u05e8 6 \u05e9\u05e0\u05d5\u05ea \u05d7\u05d9\u05e1\u05db\u05d5\u05df \u05d0\u05d5 3 \u05e9\u05e0\u05d9\u05dd, \u05d1\u05de\u05e7\u05e8\u05d4 \u05e9\u05d4\u05d2\u05d9\u05e2 \u05dc\u05d2\u05d9\u05dc \u05e4\u05e8\u05d9\u05e9\u05d4 &#8211; 62 \u05d5\u05e9\u05de\u05d5\u05e0\u05d4 \u05d7\u05d5\u05d3\u05e9\u05d9\u05dd \u05dc\u05e0\u05e9\u05d9\u05dd, \u05d0\u05d5 67 \u05dc\u05d2\u05d1\u05e8\u05d9\u05dd).<\/li><li>\u05dc\u05d4\u05d7\u05ea\u05d9\u05dd \u05d0\u05ea \u05d4\u05e2\u05e6\u05de\u05d0\u05d9 \u05e2\u05dc \u05d4\u05d5\u05e8\u05d0\u05ea \u05e7\u05d1\u05e2 \u05dc\u05ea\u05e9\u05dc\u05d5\u05de\u05d9\u05dd \u05e9\u05d5\u05d8\u05e4\u05d9\u05dd \u05e9\u05dc \u05e7\u05e8\u05df \u05d4\u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea \u05d4\u05d7\u05dc \u05de\u05d9\u05e0\u05d5\u05d0\u05e8 \u05d1\u05e9\u05e0\u05d4 \u05d4\u05e2\u05d5\u05e7\u05d1\u05ea, \u05d1\u05e1\u05da \u05d7\u05d5\u05d3\u05e9\u05d9 \u05e9\u05dc 1,660 \u20aa (19,920 \u20aa \u05dc\u05d7\u05dc\u05e7 \u05dc-12 \u05d7\u05d5\u05d3\u05e9\u05d9\u05dd).<\/li><li><strong>\u05dc\u05d4\u05e7\u05d3\u05d9\u05dd \u05d5\u05dc\u05d0 \u05dc\u05d7\u05db\u05d5\u05ea \u05dc- 31\/12 \u05dc\u05d1\u05d9\u05e6\u05d5\u05e2 \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4. <\/strong><\/li><\/ul>"}},{"@type":"Question","name":"\u05d1\u05e2\u05dc\u05d9 \u05e9\u05dc\u05d9\u05d8\u05d4","acceptedAnswer":{"@type":"Answer","text":"<p><strong>\u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05dc\u05d1\u05e2\u05dc\u05d9 \u05e9\u05dc\u05d9\u05d8\u05d4<\/strong><\/p><p>\u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d4\u05de\u05d5\u05ea\u05e8\u05ea \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05dc\u05d7\u05d1\u05e8\u05d4 \u05d1\u05d2\u05d9\u05df \u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05e2\u05d1\u05d5\u05e8 \u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4, \u05d4\u05d9\u05d0 \u05e2\u05d3 13,310 \u05e9&quot;\u05d7 \u05d1\u05e9\u05e0\u05d4.<\/p><p>\u05d4\u05e4\u05e7\u05d3\u05d4 \u05e9\u05e0\u05ea\u05d9\u05ea \u05dc\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05e2\u05d1\u05d5\u05e8 \u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05d4\u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc 39,300 \u05e9&quot;\u05d7 \u05d1\u05e9\u05e0\u05d4, \u05d7\u05d9\u05d9\u05d1\u05ea \u05d1\u05de\u05e1 \u05d1\u05d9\u05d3\u05d9 \u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05db\u05d1\u05e8 \u05d1\u05de\u05d5\u05e2\u05d3 \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 (\u05d6\u05e7\u05d9\u05e4\u05ea \u05e9\u05d5\u05d5\u05d9 \u05d1\u05ea\u05dc\u05d5\u05e9), \u05d5\u05d1\u05d4\u05ea\u05d0\u05dd \u05db\u05dc \u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05ea\u05d5\u05ea\u05e8 \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05dc\u05d7\u05d1\u05e8\u05d4.<\/p><p>\u05d4\u05e4\u05e7\u05d3\u05d4 \u05e9\u05e0\u05ea\u05d9\u05ea \u05dc\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05e2\u05d1\u05d5\u05e8 \u05d1\u05e2\u05dc \u05e9\u05dc\u05d9\u05d8\u05d4 \u05e9\u05dc \u05dc\u05de\u05e2\u05dc\u05d4 \u05de-13,310 \u05e9&quot;\u05d7 \u05d1\u05e9\u05e0\u05d4 \u05d5\u05e2\u05d3 39,300 \u05e9&quot;\u05d7 \u05d1\u05e9\u05e0\u05d4 \u05d0\u05d9\u05e0\u05d4 \u05d4\u05d5\u05e6\u05d0\u05d4 \u05d4\u05de\u05d5\u05ea\u05e8\u05ea \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05dc\u05d7\u05d1\u05e8\u05d4, \u05d0\u05da \u05d0\u05d9\u05e0\u05d4 \u05d7\u05d9\u05d9\u05d1\u05ea \u05d1\u05d6\u05e7\u05d9\u05e4\u05ea \u05e9\u05d5\u05d5\u05d9.<\/p><p><strong>\u05d4\u05e4\u05ea\u05e8\u05d5\u05df<\/strong><\/p><p>\u05e4\u05d5\u05dc\u05d9\u05e1\u05ea \u05d7\u05e1\u05db\u05d5\u05df \u05e4\u05e8\u05d8 \u05dc\u05d1\u05e2\u05dc\u05d9 \u05e9\u05dc\u05d9\u05d8\u05d4.<\/p><p>\u05e0\u05d9\u05ea\u05df \u05dc\u05d4\u05e6\u05d9\u05e2 \u05dc\u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05e9\u05d9\u05de\u05d5\u05e9 \u05d1\u05e4\u05d5\u05dc\u05d9\u05e1\u05ea \u05e4\u05e8\u05d8 \u05e9\u05d0\u05d9\u05e0\u05d4 \u05de\u05d5\u05db\u05e8\u05ea \u05db\u05e7\u05d5\u05e4&quot;\u05d2 \u05dc\u05e4\u05d9 \u05e1\u05e2\u05d9\u05e3 47, \u05e9\u05d0\u05dc\u05d9\u05d4 \u05d9\u05d5\u05e4\u05e7\u05d3\u05d5 \u05de\u05d3\u05d9 \u05d7\u05d5\u05d3\u05e9 \u05d0\u05d5 \u05d1\u05d0\u05d5\u05e4\u05df \u05d7\u05d3-\u05e4\u05e2\u05de\u05d9 \u05e1\u05db\u05d5\u05de\u05d9\u05dd \u05e9\u05e7\u05d5\u05dc\u05d9\u05dd \u05dc\u05d4\u05e4\u05e7\u05d3\u05ea \u05d4\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd, \u05e9\u05d0\u05d9\u05e0\u05dd \u05de\u05d5\u05ea\u05e8\u05d9\u05dd \u05d1\u05e0\u05d9\u05db\u05d5\u05d9, \u05d5\u05d6\u05d0\u05ea \u05dc\u05d8\u05d5\u05d1\u05ea \u05ea\u05e9\u05dc\u05d5\u05de\u05dd \u05d1\u05e2\u05ea\u05d9\u05d3 \u05d1\u05e2\u05ea \u05e4\u05e8\u05d9\u05e9\u05d4 \u05de\u05e2\u05d1\u05d5\u05d3\u05d4 \u05db\u05de\u05e2\u05e0\u05e7 \u05e4\u05e8\u05d9\u05e9\u05d4 \u05d1\u05de\u05d6\u05d5\u05de\u05df.<\/p><p>\u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05e4\u05ea\u05e8\u05d5\u05df \u05d6\u05d4, \u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05dc\u05e6\u05e8\u05db\u05d9 \u05de\u05e1 \u05e2\u05d1\u05d5\u05e8 \u05d4\u05d7\u05d1\u05e8\u05d4 \u05dc\u05d0 \u05ea\u05d5\u05ea\u05e8 \u05d1\u05e9\u05dc\u05d1 \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d5\u05d0\u05d5\u05dc\u05dd \u05d1\u05e9\u05dc\u05d1 \u05ea\u05e9\u05dc\u05d5\u05dd \u05d4\u05db\u05e1\u05e4\u05d9\u05dd \u05dc\u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 (\u05d1\u05e2\u05ea \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4) \u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05ea\u05d5\u05ea\u05e8 \u05dc\u05d7\u05d1\u05e8\u05d4 \u05d1\u05de\u05dc\u05d5\u05d0\u05d4, \u05d5\u05d6\u05d0\u05ea \u05dc\u05d4\u05d1\u05d3\u05d9\u05dc \u05de\u05d4\u05e4\u05e7\u05d3\u05d4 \u05db\u05d0\u05de\u05d5\u05e8 \u05d1\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9\u05ea, \u05e9\u05d1\u05d4 \u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05dc\u05d0 \u05ea\u05d5\u05ea\u05e8 \u05d2\u05dd \u05dc\u05d0 \u05d1\u05e9\u05dc\u05d1 \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4.<\/p><p>\u05de\u05d5\u05e6\u05e8\u05d9 \u05d7\u05e1\u05db\u05d5\u05df \u05e4\u05e8\u05d8 \u05db\u05d0\u05de\u05d5\u05e8 \u05e2\u05d1\u05d5\u05e8 \u05d1\u05e2\u05dc\u05d9 \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05e7\u05d9\u05d9\u05de\u05d9\u05dd \u05d1\u05de\u05e8\u05d1\u05d9\u05ea \u05d7\u05d1\u05e8\u05d5\u05ea \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7, \u05d5\u05d9\u05e9 \u05dc\u05e4\u05e2\u05d5\u05dc \u05d1\u05de\u05e9\u05e0\u05d4 \u05d6\u05d4\u05d9\u05e8\u05d5\u05ea \u05d1\u05e2\u05ea \u05e9\u05d9\u05de\u05d5\u05e9 \u05d1\u05de\u05db\u05e9\u05d9\u05e8\u05d9\u05dd \u05d0\u05dc\u05d5, \u05ea\u05d5\u05da \u05de\u05ea\u05df \u05d4\u05e0\u05d7\u05d9\u05d5\u05ea \u05d1\u05e8\u05d5\u05e8\u05d5\u05ea \u05dc\u05e8\u05d5\u05d0\u05d4 \u05d4\u05d7\u05e9\u05d1\u05d5\u05df \u05e9\u05dc \u05d4\u05d7\u05d1\u05e8\u05d4 \u05dc\u05e2\u05e0\u05d9\u05d9\u05df \u05d0\u05d5\u05e4\u05df \u05e8\u05d9\u05e9\u05d5\u05dd \u05d4\u05d0\u05de\u05d5\u05e8 \u05d1\u05de\u05d0\u05d6\u05e0\u05d9 \u05d5\u05d3\u05d5\u05d7\u05d5\u05ea \u05d4\u05d7\u05d1\u05e8\u05d4.<\/p><p><strong>\u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05dc\u05d1\u05e2\u05dc\u05d9 \u05e9\u05dc\u05d9\u05d8\u05d4<\/strong><\/p><p>\u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05dc\u05d1\u05e2\u05dc \u05e9\u05dc\u05d9\u05d8\u05d4 \u05d4\u05d9\u05d0 \u05db\u05de\u05d5 \u05dc\u05db\u05dc \u05e9\u05db\u05d9\u05e8 \u05e9\u05d0\u05d9\u05e0\u05d5 \u05d1\u05e2\u05dc \u05e9\u05dc\u05d9\u05d8\u05d4. \u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d4\u05de\u05d5\u05ea\u05e8\u05ea \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05dc\u05d7\u05d1\u05e8\u05d4 \u05d1\u05d2\u05d9\u05df \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05de\u05e8\u05db\u05d9\u05d1 \u05d4\u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05d0\u05d9\u05e0\u05d4 \u05de\u05d5\u05d2\u05d1\u05dc\u05ea, \u05d0\u05d5\u05dc\u05dd \u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05d9\u05d7\u05d5\u05d9\u05d1 \u05d1\u05d6\u05e7\u05d9\u05e4\u05ea \u05e9\u05d5\u05d5\u05d9 \u05db\u05de\u05e4\u05d5\u05e8\u05d8 \u05dc\u05d4\u05dc\u05df.<\/p><p>\u05d4\u05e4\u05e7\u05d3\u05d4 \u05e2\u05d3 \u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 7.5% \u05de\u05e4\u05e2\u05de\u05d9\u05d9\u05dd \u05d5\u05d7\u05e6\u05d9 \u05d4\u05e9\u05db\u05e8 \u05d4\u05de\u05de\u05d5\u05e6\u05e2 \u05d1\u05de\u05e9\u05e7 \u05e2\u05d1\u05d5\u05e8 \u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05d5\u05db\u05d5\u05dc\u05dc \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05d1\u05d9\u05d8\u05d5\u05d7 \u05d1\u05e9\u05dc \u05d0\u05d9 \u05db\u05d5\u05e9\u05e8 \u05e2\u05d1\u05d5\u05d3\u05d4, \u05d0\u05d9\u05e0\u05d4 \u05d7\u05d9\u05d9\u05d1\u05ea \u05d1\u05de\u05e1 \u05d1\u05d9\u05d3\u05d9 \u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05d1\u05de\u05d5\u05e2\u05d3 \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d5\u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05de\u05d5\u05db\u05e8\u05ea \u05dc\u05d7\u05d1\u05e8\u05d4 \u05d1\u05de\u05dc\u05d5\u05d0\u05d4 (2,225.6 \u05e9&quot;\u05d7 = 7.5% * 29,675 \u20aa ).<\/p><p>\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d1\u05e1\u05db\u05d5\u05dd \u05d4\u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc 2,225.6 \u05e9&quot;\u05d7 \u05d1\u05d7\u05d5\u05d3\u05e9 \u05ea\u05d7\u05d5\u05d9\u05d1 \u05d1\u05de\u05e1 \u05d0\u05e6\u05dc \u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4, \u05d5\u05ea\u05d5\u05db\u05e8 \u05db\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d1\u05d7\u05d1\u05e8\u05d4.<\/p><p><strong>\u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea \u05dc\u05d1\u05e2\u05dc\u05d9 \u05e9\u05dc\u05d9\u05d8\u05d4<\/strong><\/p><p>\u05d4\u05d8\u05d1\u05d5\u05ea \u05de\u05e1 \u05d1\u05e2\u05ea \u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea \u05dc\u05d1\u05e2\u05dc\u05d9 \u05e9\u05dc\u05d9\u05d8\u05d4 \u05d4\u05d9\u05e0\u05d4 \u05e9\u05d4\u05e4\u05e7\u05d3\u05ea \u05de\u05e2\u05e1\u05d9\u05e7 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 4.5% \u05de\u05d4\u05d5\u05d5\u05d4 \u05d4\u05d5\u05e6\u05d0\u05d4 \u05de\u05d5\u05db\u05e8\u05ea \u05dc\u05d7\u05d1\u05e8\u05d4.<\/p><p>\u05d0\u05e0\u05d5 \u05de\u05de\u05dc\u05d9\u05e6\u05d9\u05dd \u05dc\u05d4\u05e6\u05d9\u05e2 \u05dc\u05dc\u05e7\u05d5\u05d7\u05d5\u05ea \u05d1\u05e2\u05dc\u05d9 \u05e9\u05dc\u05d9\u05d8\u05d4 \u05dc\u05d1\u05e6\u05e2 \u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05db\u05d3\u05dc\u05e7\u05de\u05df:<\/p><p>\u05ea\u05e7\u05e8\u05ea \u05d4\u05e9\u05db\u05e8 \u05dc\u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea\u00a0 15,712 \u20aa (\u05d4\u05ea\u05e7\u05e8\u05d4 \u05dc\u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05e8\u05d5\u05d5\u05d7\u05d9 \u05d4\u05d5\u05df).<\/p><p>\u05e9\u05d9\u05e2\u05d5\u05e8 \u05d4\u05e4\u05e7\u05d3\u05ea \u05d4\u05de\u05e2\u05e1\u05d9\u05e7: 7.5% &#8211; \u05d0\u05d5\u05de\u05e0\u05dd \u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d4\u05de\u05d5\u05db\u05e8\u05ea \u05dc\u05d7\u05d1\u05e8\u05d4 \u05d4\u05d9\u05e0\u05d4 \u05e2\u05d3 4.5%, \u05de\u05e9\u05de\u05e2 3% \u05de\u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d0\u05d9\u05e0\u05d4 \u05d4\u05d5\u05e6\u05d0\u05d4 \u05de\u05d5\u05db\u05e8\u05ea \u05dc\u05d7\u05d1\u05e8\u05d4, \u05d5\u05d0\u05d5\u05dc\u05dd \u05d6\u05d5 \u05d2\u05dd \u05d0\u05d9\u05e0\u05d4 \u05d4\u05db\u05e0\u05e1\u05d4 \u05d7\u05d9\u05d9\u05d1\u05ea \u05d1\u05de\u05e1 \u05d1\u05d9\u05d3\u05d9 \u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4. \u05db\u05dc\u05d5\u05de\u05e8, \u05d4\u05d7\u05d1\u05e8\u05d4 &quot;\u05de\u05e2\u05d1\u05d9\u05e8\u05d4&quot; \u05db\u05e1\u05e3 \u05dc\u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05d1\u05e2\u05dc\u05d5\u05ea \u05e9\u05dc \u05de\u05e1 \u05d7\u05d1\u05e8\u05d5\u05ea \u05d1\u05dc\u05d1\u05d3 = 23%.<\/p><p>\u05e9\u05d9\u05e2\u05d5\u05e8 \u05d4\u05e4\u05e7\u05d3\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3: 2.5%, \u05d1\u05d9\u05df \u05d0\u05dd \u05e9\u05d9\u05e2\u05d5\u05e8 \u05d4\u05e4\u05e7\u05d3\u05ea \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05d4\u05d9\u05e0\u05d5 4.5% \u05d5\u05d1\u05d9\u05df \u05d0\u05dd 7.5%, \u05d5\u05d6\u05d0\u05ea \u05de\u05d0\u05d7\u05e8 \u05d5\u05d4\u05e4\u05e7\u05d3\u05d4 \u05db\u05d0\u05de\u05d5\u05e8 \u05e4\u05d8\u05d5\u05e8\u05d4 \u05de\u05de\u05e1 \u05e8\u05d5\u05d5\u05d7\u05d9 \u05d4\u05d5\u05df \u05d1\u05e2\u05ea \u05de\u05e9\u05d9\u05db\u05d4 \u05db\u05d3\u05d9\u05df.<\/p><p>\u05dc\u05d4\u05d7\u05ea\u05d9\u05dd \u05d0\u05ea \u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05e2\u05dc \u05d4\u05d5\u05e8\u05d0\u05ea \u05e7\u05d1\u05e2 \u05dc\u05ea\u05e9\u05dc\u05d5\u05de\u05d9\u05dd \u05e9\u05d5\u05d8\u05e4\u05d9\u05dd \u05d7\u05d5\u05d3\u05e9\u05d9\u05d9\u05dd \u05dc\u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea.<\/p><p>\u05db\u05db\u05dc \u05e9\u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05dc\u05d0 \u05d1\u05d9\u05e6\u05e2 \u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d4\u05e9\u05e0\u05d4 \u05dc\u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea, \u05e0\u05d9\u05ea\u05df \u05dc\u05d1\u05e6\u05e2 \u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05e8\u05d8\u05e8\u05d5\u05d0\u05e7\u05d8\u05d9\u05d1\u05d9\u05ea \u05dc\u05ea\u05d7\u05d9\u05dc\u05ea \u05d4\u05e9\u05e0\u05d4, \u05d5\u05dc\u05d9\u05d4\u05e0\u05d5\u05ea \u05de\u05d4\u05d8\u05d1\u05d5\u05ea \u05d4\u05de\u05e1.<\/p><p><strong>\u05e4\u05e0\u05e1\u05d9\u05d4 \u05ea\u05e7\u05e6\u05d9\u05d1\u05d9\u05ea \u05dc\u05d1\u05e2\u05dc \u05e9\u05dc\u05d9\u05d8\u05d4<\/strong><\/p><p>\u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d4\u05de\u05d5\u05ea\u05e8\u05ea \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05dc\u05d7\u05d1\u05e8\u05d4 \u05d1\u05d2\u05d9\u05df \u05e7\u05e6\u05d1\u05d4 \u05e9\u05ea\u05e9\u05d5\u05dc\u05dd \u05dc\u05d1\u05e2\u05dc \u05e9\u05dc\u05d9\u05d8\u05d4 \u05dc\u05d0\u05d7\u05e8 \u05e4\u05e8\u05d9\u05e9\u05ea\u05d5 \u05de\u05d4\u05d7\u05d1\u05e8\u05d4 (\u05d5\u05dc\u05e7\u05e8\u05d5\u05d1\u05d5 \u05dc\u05d0\u05d7\u05e8 \u05e4\u05d8\u05d9\u05e8\u05ea\u05d5) \u05de\u05d5\u05d2\u05d1\u05dc\u05ea \u05dc\u05e7\u05e6\u05d1\u05d4 \u05d4\u05de\u05d7\u05d5\u05e9\u05d1\u05ea \u05dc\u05e4\u05d9 \u05d4\u05e0\u05d5\u05e1\u05d7\u05d4 \u05d4\u05d1\u05d0\u05d4:<\/p><p>\u05de\u05e9\u05db\u05d5\u05e8\u05ea\u05d5 \u05d4\u05de\u05de\u05d5\u05e6\u05e2\u05ea \u05e9\u05dc \u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05d1\u05db\u05dc \u05ea\u05e7\u05d5\u05e4\u05ea \u05d4\u05e2\u05d1\u05d5\u05d3\u05d4 (\u05d1\u05de\u05d5\u05e0\u05d7\u05d9\u05dd \u05e0\u05d5\u05de\u05d9\u05e0\u05dc\u05d9\u05d9\u05dd) \u05db\u05e4\u05d5\u05dc \u05d4\u05d5\u05d5\u05ea\u05e7 \u05d1\u05e9\u05e0\u05d9\u05dd \u05db\u05e4\u05d5\u05dc 1.5%.<\/p><p>\u05d4\u05e1\u05d3\u05e8 \u05db\u05d0\u05de\u05d5\u05e8 \u05e9\u05dc \u05e4\u05e0\u05e1\u05d9\u05d4 \u05ea\u05e7\u05e6\u05d9\u05d1\u05d9\u05ea \u05dc\u05d1\u05e2\u05dc \u05e9\u05dc\u05d9\u05d8\u05d4 \u05d4\u05d9\u05e0\u05d5 \u05d4\u05e1\u05d3\u05e8 \u05d4\u05d3\u05d5\u05e8\u05e9 \u05de\u05d5\u05de\u05d7\u05d9\u05d5\u05ea \u05e8\u05d1\u05d4, \u05dc\u05e8\u05d1\u05d5\u05ea \u05d7\u05d5\u05d5\u05ea \u05d3\u05e2\u05ea \u05d0\u05e7\u05d8\u05d5\u05d0\u05e8\u05d9\u05ea \u05dc\u05d7\u05d9\u05e9\u05d5\u05d1 \u05d4\u05ea\u05d7\u05d9\u05d9\u05d1\u05d5\u05ea \u05d4\u05d7\u05d1\u05e8\u05d4 \u05d5\u05d0\u05d9\u05e9\u05d5\u05e8 \u05e4\u05e7\u05d9\u05d3 \u05d4\u05e9\u05d5\u05de\u05d4.<\/p><p>\u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05d4\u05d5\u05e8\u05d0\u05d5\u05ea \u05d8\u05d5\u05e4\u05e1 161 \u05d4\u05d7\u05d3\u05e9, \u05e0\u05d3\u05e8\u05e9 \u05dc\u05d3\u05d5\u05d5\u05d7 \u05e2\u05dc \u05e4\u05e8\u05d9\u05e9\u05d5\u05ea \u05d1\u05e2\u05dc\u05d9 \u05e4\u05e8\u05d9\u05e9\u05d4 \u05e2\u05dd \u05d4\u05e1\u05d3\u05e8 \u05e4\u05e0\u05e1\u05d9\u05d4 \u05ea\u05e7\u05e6\u05d9\u05d1\u05d9\u05ea.<\/p>"}},{"@type":"Question","name":"\u05d0\u05d5\u05d1\u05d3\u05df \u05db\u05d5\u05e9\u05e8 \u05e2\u05d1\u05d5\u05d3\u05d4, \u05e0\u05d9\u05db\u05d5\u05d9 \u05d4\u05d5\u05e6\u05d0\u05d5\u05ea \u05e1\u05d5\u05e6\u05d9\u05d0\u05dc\u05d9\u05d5\u05ea","acceptedAnswer":{"@type":"Answer","text":"<p><strong>\u05d0\u05d5\u05d1\u05d3\u05df \u05db\u05d5\u05e9\u05e8 \u05e2\u05d1\u05d5\u05d3\u05d4<\/strong><\/p><p>\u05d4\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d4\u05de\u05d5\u05ea\u05e8\u05ea \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05d1\u05d2\u05d9\u05df \u05e8\u05db\u05d9\u05e9\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05de\u05e4\u05e0\u05d9 \u05d0\u05d5\u05d1\u05d3\u05df \u05db\u05d5\u05e9\u05e8 \u05e2\u05d1\u05d5\u05d3\u05d4 \u05dc\u05d0 \u05ea\u05e2\u05dc\u05d4 \u05e2\u05dc \u05e4\u05e8\u05de\u05d9\u05d4 \u05de\u05e8\u05d1\u05d9\u05ea \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 3.5% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05d7\u05d9\u05d9\u05d1\u05ea, \u05e2\u05d3 \u05e4\u05e2\u05de\u05d9\u05d9\u05dd \u05d5\u05d7\u05e6\u05d9 (2.5) \u05de\u05d4\u05e9\u05db\u05e8 \u05d4\u05de\u05de\u05d5\u05e6\u05e2 \u05d1\u05de\u05e9\u05e7, \u05d5\u05d1\u05e1\u05da \u05d4\u05db\u05d5\u05dc \u05e4\u05e8\u05de\u05d9\u05d4 \u05de\u05e8\u05d1\u05d9\u05ea \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05e9\u05dc 1,038 \u05e9&quot;\u05d7.<\/p><p>\u05e2\u05e6\u05de\u05d0\u05d9 \u05e8\u05e9\u05d0\u05d9 \u05dc\u05d9\u05d4\u05e0\u05d5\u05ea \u05de\u05d4\u05d5\u05e6\u05d0\u05d4 \u05de\u05d5\u05db\u05e8\u05ea \u05d1\u05d2\u05d9\u05df \u05e4\u05e8\u05de\u05d9\u05d4 \u05d6\u05d5 \u05d1\u05e0\u05d5\u05e1\u05e3 \u05dc\u05d4\u05e4\u05e7\u05d3\u05ea \u05e4\u05e8\u05de\u05d9\u05d4 \u05dc\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 16% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05d7\u05d9\u05d9\u05d1\u05ea, \u05d5\u05e2\u05d3 18,800 \u05e9&quot;\u05d7, \u05d4\u05de\u05d6\u05db\u05d4 \u05d0\u05e3 \u05d4\u05d9\u05d0 \u05d1\u05d4\u05d8\u05d1\u05d5\u05ea \u05de\u05e1.<\/p><p><strong>\u05e0\u05d9\u05db\u05d5\u05d9 \u05d4\u05d5\u05e6\u05d0\u05d5\u05ea \u05e1\u05d5\u05e6\u05d9\u05d0\u05dc\u05d9\u05d5\u05ea<\/strong><\/p><p>\u05db\u05d3\u05d9 \u05e9\u05d4\u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d4\u05e1\u05d5\u05e6\u05d9\u05d0\u05dc\u05d9\u05d5\u05ea \u05d1\u05d2\u05d9\u05df \u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d3\u05e6\u05de\u05d1\u05e8 \u05d9\u05d5\u05ea\u05e8\u05d5 \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05e9\u05dc \u05d0\u05d5\u05ea\u05d4 \u05e9\u05e0\u05d4, \u05d9\u05e9 \u05dc\u05d5\u05d5\u05d3\u05d0 \u05e9\u05d4\u05df \u05d9\u05d5\u05e2\u05d1\u05e8\u05d5 \u05dc\u05e7\u05d5\u05e4\u05ea \u05d4\u05d2\u05de\u05dc \u05e9\u05dc \u05d4\u05e2\u05d5\u05d1\u05d3 \u05e2\u05d3 \u05dc\u05e1\u05d5\u05e3 \u05d7\u05d5\u05d3\u05e9 \u05d9\u05e0\u05d5\u05d0\u05e8 \u05e9\u05dc \u05e9\u05e0\u05ea \u05d4\u05de\u05e1 \u05d4\u05e2\u05d5\u05e7\u05d1\u05ea.\u00a0<\/p>"}},{"@type":"Question","name":"\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4","acceptedAnswer":{"@type":"Answer","text":"<p>\u05de\u05d5\u05de\u05dc\u05e5 \u05dc\u05d1\u05e6\u05e2 \u05e4\u05e0\u05d9\u05d4 \u05d9\u05d6\u05d5\u05de\u05d4 \u05dc\u05dc\u05e7\u05d5\u05d7\u05d5\u05ea \u05d4\u05ea\u05d9\u05e7 \u05d5\u05dc\u05d4\u05e6\u05d9\u05e2 \u05d7\u05e1\u05db\u05d5\u05df \u05d1\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4.<\/p><p>\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc \u05d4\u05e9\u05e7\u05e2\u05d4 \u05d4\u05d9\u05e0\u05d4 \u05de\u05d5\u05e6\u05e8 \u05d7\u05e1\u05db\u05d5\u05df \u05e9\u05e0\u05d9\u05ea\u05df \u05dc\u05d4\u05e4\u05e7\u05d9\u05d3 \u05d1\u05e2\u05d3\u05d5 \u05e1\u05db\u05d5\u05dd \u05e9\u05dc\u05d0 \u05d9\u05e2\u05dc\u05d4 \u05e2\u05dc 76,449 \u20aa \u05d1\u05e9\u05e0\u05d4.<\/p><p>\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d6\u05d5 \u05d0\u05d9\u05e0\u05d4 \u05de\u05e2\u05e0\u05d9\u05e7\u05d4 \u05d4\u05d8\u05d1\u05d5\u05ea \u05de\u05e1, \u05d0\u05da \u05d9\u05d7\u05d3 \u05e2\u05dd \u05d6\u05d0\u05ea \u05de\u05d3\u05d5\u05d1\u05e8 \u05d1\u05d7\u05e1\u05db\u05d5\u05df \u05e9\u05e0\u05d6\u05d9\u05dc \u05dc\u05de\u05e9\u05d9\u05db\u05d4 \u05d7\u05d3-\u05e4\u05e2\u05de\u05d9\u05ea \u05d1\u05db\u05dc \u05e2\u05ea, \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05de\u05e1 \u05e8\u05d5\u05d5\u05d7\u05d9 \u05d4\u05d5\u05df \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 25% \u05d1\u05d2\u05d9\u05df \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d4\u05e8\u05d9\u05d0\u05dc\u05d9, \u05d4\u05e0\u05d4\u05e0\u05d4 \u05de\u05d4\u05d9\u05ea\u05e8\u05d5\u05e0\u05d5\u05ea \u05d4\u05d2\u05dc\u05d5\u05de\u05d9\u05dd \u05d1\u05d4\u05e9\u05e7\u05e2\u05d4 \u05d1\u05d0\u05de\u05e6\u05e2\u05d5\u05ea \u05de\u05db\u05e9\u05d9\u05e8\u05d9 \u05d4\u05d7\u05e1\u05db\u05d5\u05df \u05d4\u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9 \u05d3\u05d5\u05d2\u05de\u05ea \u05e7\u05d5\u05e4\u05d5\u05ea \u05d4\u05d2\u05de\u05dc, \u05db\u05d5\u05dc\u05dc \u05d3\u05d7\u05d9\u05d9\u05ea \u05de\u05e1 \u05e8\u05d5\u05d5\u05d7\u05d9 \u05d4\u05d5\u05df \u05de\u05d5\u05d1\u05e0\u05d9\u05ea, \u05de\u05d2\u05d5\u05d5\u05df \u05e8\u05d7\u05d1 \u05e9\u05dc \u05de\u05e1\u05dc\u05d5\u05dc\u05d9 \u05d4\u05e9\u05e7\u05e2\u05d4 \u05dc\u05e8\u05d1\u05d5\u05ea \u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05dc\u05d4\u05d9\u05d7\u05e9\u05e3 \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4 \u05d1\u05e0\u05db\u05e1\u05d9\u05dd \u05dc\u05d0 \u05e1\u05d7\u05d9\u05e8\u05d9\u05dd, \u05e4\u05d8\u05d5\u05e8 \u05de\u05e2\u05de\u05dc\u05d5\u05ea \u05e7\u05e0\u05d9\u05d4 \u05de\u05db\u05d9\u05e8\u05d4, \u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05dc\u05e2\u05d1\u05d5\u05e8 \u05d1\u05d9\u05df \u05de\u05e1\u05dc\u05d5\u05dc\u05d9 \u05d4\u05e9\u05e7\u05e2\u05d4 \u05dc\u05dc\u05d0 \u05d7\u05d1\u05d5\u05ea \u05de\u05e1, \u05d5\u05d0\u05e3 \u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05dc\u05e0\u05d9\u05d5\u05d3 \u05d4\u05db\u05e1\u05e4\u05d9\u05dd \u05d1\u05d9\u05df \u05d9\u05e6\u05e8\u05e0\u05d9\u05dd \u05e9\u05d5\u05e0\u05d9\u05dd \u05dc\u05dc\u05d0 \u05d7\u05d1\u05d5\u05ea \u05de\u05e1.<\/p><p><strong>\u05db\u05de\u05d4 \u05e0\u05e7\u05d5\u05d3\u05d5\u05ea \u05d7\u05e9\u05d5\u05d1\u05d5\u05ea \u05d4\u05e0\u05d5\u05d2\u05e2\u05d5\u05ea \u05dc\u05e7\u05d5\u05e4&quot;\u05d2 \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4:<\/strong><\/p><ol><li>\u05ea\u05e7\u05e0\u05d5\u05ea \u05e0\u05d9\u05d5\u05d3 \u05d4\u05de\u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05e0\u05d9\u05d5\u05d3 \u05e9\u05dc \u05e7\u05d5\u05e4&quot;\u05d2 \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4 \u05d1\u05d9\u05df \u05d2\u05d5\u05e4\u05d9\u05dd \u05de\u05d5\u05e1\u05d3\u05d9\u05d9\u05dd \u05e9\u05d5\u05e0\u05d9\u05dd, \u05d5\u05db\u05df \u05e0\u05d9\u05d5\u05d3 \u05d4\u05e7\u05d5\u05e4\u05d4 \u05dc\u05e2\u05de\u05d9\u05ea\u05d9\u05dd \u05e9\u05d2\u05d9\u05dc\u05dd \u05de\u05e2\u05dc 60 \u05dc\u05e7\u05d5\u05e4\u05d4 \u05dc\u05e7\u05e6\u05d1\u05d4, \u05dc\u05d8\u05d5\u05d1\u05ea \u05e7\u05d1\u05dc\u05ea \u05e7\u05e6\u05d1\u05d4 \u05de\u05d9\u05d9\u05d3\u05d9\u05ea \u05d4\u05e4\u05d8\u05d5\u05e8\u05d4 \u05de\u05de\u05e1, \u05dc\u05e8\u05d1\u05d5\u05ea \u05d1\u05d2\u05d9\u05df \u05de\u05e8\u05db\u05d9\u05d1 \u05d4\u05e8\u05d5\u05d5\u05d7 (\u05e7\u05e6\u05d1\u05d4 \u05de\u05d5\u05db\u05e8\u05ea).<\/li><li>\u05e0\u05d9\u05ea\u05df \u05dc\u05e4\u05ea\u05d5\u05d7 \u05d0\u05ea \u05e7\u05d5\u05e4&quot;\u05d2 \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4 \u05d2\u05dd \u05e2&quot;\u05e9 \u05e7\u05d8\u05d9\u05e0\u05d9\u05dd \u05d5\u05d2\u05dd \u05db\u05de\u05e7\u05e0\u05d4 \u05de\u05ea\u05e0\u05d4 (\u05de\u05ea\u05d0\u05d9\u05dd \u05dc\u05e1\u05d1\u05d0 \u05d5\/\u05d0\u05d5 \u05e1\u05d1\u05ea\u05d0 \u05e9\u05e8\u05d5\u05e6\u05d9\u05dd \u05dc\u05d7\u05e1\u05d5\u05da \u05e2\u05d1\u05d5\u05e8 \u05d4\u05e0\u05db\u05d3\u05d9\u05dd, \u05d0\u05da \u05dc\u05e9\u05de\u05d5\u05e8 \u05e2\u05dc \u05e9\u05dc\u05d9\u05d8\u05d4 \u05e2\u05dc \u05d4\u05db\u05e1\u05e3). \u05d4\u05ea\u05e7\u05e8\u05d4 \u05d4\u05d9\u05d0 \u05e2\u05d3 76,449 \u20aa \u05e2\u05d1\u05d5\u05e8 \u05db\u05dc \u05ea&quot;\u05d6, \u05d5\u05d0\u05d9\u05e0\u05d4 \u05de\u05e9\u05d5\u05ea\u05e4\u05ea \u05dc\u05ea\u05d0 \u05d4\u05de\u05e9\u05e4\u05d7\u05ea\u05d9.<\/li><li>\u05e0\u05d9\u05ea\u05df \u05dc\u05d1\u05e6\u05e2 \u05d4\u05e4\u05e7\u05d3\u05d4 \u05de\u05d9\u05d9\u05d3\u05d9\u05ea \u05e2\u05db\u05e9\u05d9\u05d5 \u05d5\u05e9\u05d5\u05d1 \u05d1\u05ea\u05d7\u05d9\u05dc\u05ea \u05d4\u05e9\u05e0\u05d4 \u05d4\u05e2\u05d5\u05e7\u05d1\u05ea, \u05d5\u05d1\u05db\u05da \u05dc\u05ea\u05ea \u05de\u05e2\u05e0\u05d4 \u05db\u05de\u05e2\u05d8 \u05de\u05d9\u05d9\u05d3\u05d9 \u05dc\u05e1\u05db\u05d5\u05dd \u05d4\u05e9\u05e7\u05e2\u05d4 \u05e9\u05dc \u05db-150,000 \u20aa \u05dc\u05db\u05dc \u05de\u05e1' \u05ea&quot;\u05d6 \u05d1\u05ea\u05d0 \u05d4\u05de\u05e9\u05e4\u05d7\u05ea\u05d9.<\/li><li>\u05e0\u05d9\u05ea\u05df \u05dc\u05d1\u05e6\u05e2 \u05d4\u05e4\u05e7\u05d3\u05d4 \u05d7\u05d3 \u05e4\u05e2\u05de\u05d9\u05ea \u05d5\u05db\u05df \u05d4\u05e4\u05e7\u05d3\u05d4 \u05e9\u05d5\u05d8\u05e4\u05ea \u05dc\u05e7\u05d5\u05e4&quot;\u05d2 \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4, \u05d5\u05d6\u05d0\u05ea \u05e2\u05d3 \u05dc\u05ea\u05e7\u05e8\u05d4 \u05d4\u05e9\u05e0\u05ea\u05d9\u05ea.<\/li><li>\u05d4\u05e8\u05d5\u05d5\u05d7\u05d9\u05dd \u05d1\u05e7\u05d5\u05e4&quot;\u05d2 \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4 \u05de\u05d5\u05d2\u05d3\u05e8\u05d9\u05dd \u05db\u05d4\u05db\u05e0\u05e1\u05d4 \u05de\u05d9\u05e8\u05d1\u05d9\u05ea, \u05de\u05e9\u05de\u05e2 \u05e0\u05d9\u05ea\u05df \u05dc\u05e7\u05d6\u05d6 \u05de\u05de\u05e0\u05d4 \u05e0\u05e7\u05d5\u05d3\u05d5\u05ea \u05d6\u05d9\u05db\u05d5\u05d9 \u05d0\u05d9\u05e9\u05d9\u05d5\u05ea \u05e9\u05dc\u05d0 \u05de\u05e0\u05d5\u05e6\u05dc\u05d5\u05ea, \u05d0\u05da \u05d9\u05d7\u05d3 \u05e2\u05dd \u05d6\u05d0\u05ea \u05d0\u05d9\u05e0\u05dd \u05d1\u05e8\u05d9 \u05e7\u05d9\u05d6\u05d5\u05d6 \u05e2\u05dd \u05d4\u05e4\u05e1\u05d3\u05d9\u05dd \u05d1\u05e9\u05d5\u05e7 \u05d4\u05d4\u05d5\u05df.<\/li><\/ol>"}},{"@type":"Question","name":"\u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d7\u05d3 \u05e4\u05e2\u05de\u05d9\u05d5\u05ea \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05ea\u05d9\u05e7\u05d5\u05df 190","acceptedAnswer":{"@type":"Answer","text":"<p>\u05de\u05db\u05e9\u05d9\u05e8 \u05d7\u05e1\u05db\u05d5\u05df \u05e0\u05d5\u05e1\u05e3 \u05e9\u05e2\u05e9\u05d5\u05d9 \u05dc\u05d4\u05e7\u05e0\u05d5\u05ea \u05d4\u05d8\u05d1\u05d5\u05ea \u05de\u05e1 \u05de\u05e9\u05de\u05e2\u05d5\u05ea\u05d9\u05d5\u05ea \u05dc\u05d7\u05d5\u05e1\u05da \u05d4\u05d9\u05e0\u05d5 \u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d7\u05d3-\u05e4\u05e2\u05de\u05d9\u05d5\u05ea \u05d1\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9\u05ea, \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05d4\u05d5\u05e8\u05d0\u05d5\u05ea \u05ea\u05d9\u05e7\u05d5\u05df 190.<\/p><p>\u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d0\u05dc\u05d5 \u05e0\u05e2\u05e9\u05d5\u05ea \u05d1\u05de\u05e2\u05de\u05d3 \u05e2\u05e6\u05de\u05d0\u05d9 \u05d5\u05d0\u05d9\u05df \u05dc\u05d2\u05d1\u05d9\u05d4\u05df \u05de\u05d2\u05d1\u05dc\u05d4.<\/p><p><strong>\u05dc\u05de\u05d9 \u05d6\u05d4 \u05e8\u05dc\u05d5\u05d5\u05e0\u05d8\u05d9<\/strong>?<\/p><ol><li>\u05dc\u05e7\u05d5\u05d7\u05d5\u05ea \u05d1\u05ea\u05d9\u05e7 \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7 \u05e9\u05d2\u05d9\u05dc\u05dd \u05de\u05e2\u05dc 60, \u05d5\u05d4\u05d7\u05dc\u05d5 \u05dc\u05e7\u05d1\u05dc \u05e7\u05e6\u05d1\u05d4 \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05de\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9\u05ea, \u05dc\u05e8\u05d1\u05d5\u05ea \u05e4\u05e0\u05e1\u05d9\u05d4 \u05ea\u05e7\u05e6\u05d9\u05d1\u05d9\u05ea, \u05d5\u05d4\u05d9\u05d0 \u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc \u05d4\u05e7\u05e6\u05d1\u05d4 \u05d4\u05de\u05d6\u05e2\u05e8\u05d9\u05ea = 4,850 \u20aa (\u05e0\u05db\u05d5\u05df \u05dc\u05e9\u05e0\u05ea 2023).<\/li><li>\u05dc\u05e7\u05d5\u05d7\u05d5\u05ea \u05e9\u05de\u05ea\u05e7\u05e8\u05d1\u05d9\u05dd \u05dc\u05d2\u05d9\u05dc 60 \u05d0\u05d5 \u05d7\u05e6\u05d5 \u05d0\u05ea \u05d2\u05d9\u05dc 60 \u05d5\u05e2\u05ea\u05d9\u05d3\u05d9\u05dd \u05dc\u05d4\u05ea\u05d7\u05d9\u05dc \u05dc\u05e7\u05d1\u05dc \u05e7\u05e6\u05d1\u05d4 \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05e9\u05d2\u05d5\u05d1\u05d4\u05d4 \u05de\u05e2\u05dc \u05d4\u05e7\u05e6\u05d1\u05d4 \u05d4\u05de\u05d6\u05e2\u05e8\u05d9\u05ea \u05db\u05d0\u05de\u05d5\u05e8 \u05dc\u05e2\u05d9\u05dc.<\/li><\/ol><p><strong>\u05d4\u05d9\u05ea\u05e8\u05d5\u05e0\u05d5\u05ea \u05d1\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05d6\u05d5:<\/strong><\/p><ol><li>\u05de\u05e1 \u05e8\u05d5\u05d5\u05d7\u05d9 \u05d4\u05d5\u05df \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05de\u05d5\u05e4\u05d7\u05ea \u05e9\u05dc 15% \u05d1\u05dc\u05d1\u05d3 \u05e2\u05dc \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d4\u05e0\u05d5\u05de\u05d9\u05e0\u05dc\u05d9, \u05d1\u05de\u05e7\u05d5\u05dd 25% \u05d1\u05d2\u05d9\u05df \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d4\u05e8\u05d9\u05d0\u05dc\u05d9.<\/li><li>\u05db\u05db\u05dc \u05e9\u05e7\u05d9\u05d9\u05de\u05ea \u05e7\u05e6\u05d1\u05d4 \u05de\u05d6\u05e2\u05e8\u05d9\u05ea,\u00a0 \u05d4\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05e0\u05d6\u05d9\u05dc\u05d4 \u05d1\u05db\u05dc \u05e2\u05ea.<\/li><li>\u05ea\u05db\u05e0\u05d5\u05df \u05d4\u05d5\u05e8\u05e9\u05d4 &#8211; \u05d1\u05de\u05e7\u05e8\u05d4 \u05e4\u05d8\u05d9\u05e8\u05d4 \u05e2\u05d3 \u05d2\u05d9\u05dc 75 \u05d5\u05db\u05dc \u05e2\u05d5\u05d3 \u05dc\u05d0 \u05d4\u05d5\u05de\u05e8\u05d5 \u05d4\u05db\u05e1\u05e4\u05d9\u05dd \u05dc\u05e7\u05e6\u05d1\u05d4 \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea, \u05d9\u05e9\u05d5\u05dc\u05de\u05d5 \u05d4\u05db\u05e1\u05e4\u05d9\u05dd \u05dc\u05de\u05d5\u05d8\u05d1\u05d9\u05dd \u05dc\u05dc\u05d0 \u05de\u05e1 \u05dc\u05e8\u05d1\u05d5\u05ea \u05d1\u05d2\u05d9\u05df \u05de\u05e8\u05db\u05d9\u05d1 \u05d4\u05e8\u05d5\u05d5\u05d7.<\/li><li>\u05e0\u05d9\u05e6\u05d5\u05dc \u05d9\u05ea\u05e8\u05d5\u05e0\u05d5\u05ea \u05d4\u05d4\u05e9\u05e7\u05e2\u05d4 \u05d4\u05de\u05d5\u05d1\u05e0\u05d9\u05dd \u05d1\u05e7\u05d5\u05e4&quot;\u05d2 (\u05d3\u05d7\u05d9\u05d9\u05ea \u05de\u05e1, \u05d4\u05e9\u05e7\u05e2\u05d4 \u05d1\u05e0\u05db\u05e1\u05d9\u05dd \u05dc\u05d0 \u05e1\u05d7\u05d9\u05e8\u05d9\u05dd, \u05e4\u05d8\u05d5\u05e8 \u05de\u05e2\u05de\u05dc\u05d5\u05ea \u05e7\u05e0\u05d9\u05d4 \u05de\u05db\u05d9\u05e8\u05d4, \u05de\u05d2\u05d5\u05d5\u05df \u05de\u05e1\u05dc\u05d5\u05dc\u05d9 \u05d4\u05e9\u05e7\u05e2\u05d4 \u05d5\u05de\u05e2\u05d1\u05e8 \u05d1\u05d9\u05e0\u05d9\u05d4\u05dd \u05dc\u05dc\u05d0 \u05d7\u05d1\u05d5\u05ea \u05de\u05e1, \u05e0\u05d9\u05d5\u05d3 \u05d4\u05db\u05e1\u05e4\u05d9\u05dd \u05d1\u05d9\u05df \u05d9\u05e6\u05e8\u05e0\u05d9\u05dd \u05dc\u05dc\u05d0 \u05d7\u05d1\u05d5\u05ea \u05de\u05e1).<\/li><\/ol><p><strong>\u05d7\u05e1\u05e8\u05d5\u05e0\u05d5\u05ea:<\/strong><\/p><ol><li>\u05e1\u05da \u05e9\u05dc \u05db-36,000 \u20aa \u05de\u05ea\u05d5\u05da \u05e1\u05da \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d1\u05e9\u05e0\u05ea \u05de\u05e1 \u05e0\u05ea\u05d5\u05e0\u05d4 \u05d0\u05d9\u05e0\u05d5 \u05e0\u05d9\u05ea\u05df \u05dc\u05de\u05e9\u05d9\u05db\u05d4 \u05d1\u05de\u05d9\u05e1\u05d5\u05d9 \u05e9\u05dc 15% \u05d1\u05dc\u05d1\u05d3 \u05e2\u05dc \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d4\u05e0\u05d5\u05de\u05d9\u05e0\u05dc\u05d9. \u05de\u05e9\u05d9\u05db\u05ea \u05db\u05e1\u05e4\u05d9\u05dd \u05d0\u05dc\u05d5 \u05e2\u05dc\u05d5\u05dc\u05d4 \u05dc\u05d4\u05d9\u05d5\u05ea \u05db\u05e8\u05d5\u05db\u05d4 \u05d1\u05de\u05e1 \u05e9\u05d5\u05dc\u05d9 \u05d0\u05d5 \u05d0\u05e4\u05d9\u05dc\u05d5 \u05db\u05de\u05e9\u05d9\u05db\u05d4 \u05e9\u05dc\u05d0 \u05db\u05d3\u05d9\u05df \u05d1\u05de\u05e1 \u05e9\u05dc \u05dc\u05e4\u05d7\u05d5\u05ea 35%. \u05dc\u05d7\u05dc\u05d5\u05e4\u05d9\u05df, \u05e0\u05d9\u05ea\u05df \u05dc\u05e9\u05de\u05d5\u05e8 \u05db\u05e1\u05e4\u05d9\u05dd \u05d0\u05dc\u05d5 \u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05ea\u05db\u05e0\u05d5\u05df \u05d4\u05d5\u05e8\u05e9\u05d4, \u05d0\u05d6 \u05d9\u05e9\u05d5\u05dc\u05de\u05d5 \u05db\u05e1\u05db\u05d5\u05dd \u05d7\u05d3-\u05e4\u05e2\u05de\u05d9 \u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05dc\u05de\u05d5\u05d8\u05d1\u05d9\u05dd.<\/li><li>\u05e0\u05d6\u05d9\u05dc\u05d5\u05ea \u05d4\u05db\u05e1\u05e4\u05d9\u05dd &#8211; \u05de\u05d1\u05d5\u05d8\u05d7 \u05e9\u05d8\u05e8\u05dd \u05d4\u05d2\u05d9\u05e2 \u05dc\u05d2\u05d9\u05dc 60 \u05d5\u05e2\u05d3\u05d9\u05d9\u05df \u05dc\u05d0 \u05e7\u05d9\u05d1\u05dc \u05d1\u05e4\u05d5\u05e2\u05dc \u05dc\u05e4\u05d7\u05d5\u05ea 3 \u05e7\u05e6\u05d1\u05d0\u05d5\u05ea \u05de\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9\u05ea, \u05d4\u05e9\u05d5\u05d5\u05ea \u05dc\u05e4\u05d7\u05d5\u05ea \u05dc\u05e1\u05db\u05d5\u05dd \u05d4\u05e7\u05e6\u05d1\u05d4 \u05d4\u05de\u05d6\u05e2\u05e8\u05d9\u05ea, \u05dc\u05d0 \u05d9\u05db\u05d5\u05dc \u05dc\u05de\u05e9\u05d5\u05da \u05d0\u05ea \u05d4\u05db\u05e1\u05e4\u05d9\u05dd \u05db\u05e1\u05db\u05d5\u05dd \u05d7\u05d3-\u05e4\u05e2\u05de\u05d9 \u05e2\u05dd \u05de\u05e1 \u05e8\u05d5\u05d5\u05d7\u05d9 \u05d4\u05d5\u05df \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 15% \u05d1\u05dc\u05d1\u05d3 \u05d1\u05d2\u05d9\u05df \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d4\u05e0\u05d5\u05de\u05d9\u05e0\u05dc\u05d9.<\/li><li>\u05d0\u05d9\u05e0\u05e4\u05dc\u05e6\u05d9\u05d4 &#8211; \u05db\u05d3\u05d0\u05d9\u05d5\u05ea \u05ea\u05e9\u05dc\u05d5\u05dd 15% \u05de\u05e1 \u05d1\u05d2\u05d9\u05df \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d4\u05e0\u05d5\u05de\u05d9\u05e0\u05dc\u05d9 \u05d1\u05dc\u05d1\u05d3, \u05dc\u05e2\u05d5\u05de\u05ea 25% \u05de\u05e1 \u05d1\u05d2\u05d9\u05df \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d4\u05e8\u05d9\u05d0\u05dc\u05d9 \u05ea\u05dc\u05d5\u05d9\u05d4 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e2\u05dc\u05d9\u05d9\u05ea \u05d4\u05de\u05d3\u05d3.<\/li><\/ol><p>\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e2\u05dc\u05d9\u05d9\u05ea \u05d4\u05de\u05d3\u05d3 \u05d1\u05e9\u05e0\u05ea 2023 \u05d4\u05d9\u05e0\u05d5 \u05d2\u05d1\u05d5\u05d4 \u05d9\u05d7\u05e1\u05d9\u05ea \u05d5\u05db\u05da \u05d2\u05dd \u05d4\u05e6\u05e4\u05d9 \u05dc\u05d4\u05de\u05e9\u05da \u05e2\u05dc\u05d9\u05d9\u05ea \u05de\u05d3\u05d3 \u05d4\u05de\u05d7\u05d9\u05e8\u05d9\u05dd \u05dc\u05e6\u05e8\u05db\u05df, \u05d1\u05d4\u05ea\u05d0\u05dd \u05d7\u05e9\u05d5\u05d1 \u05dc\u05d1\u05d3\u05d5\u05e7 \u05d0\u05d9\u05d6\u05d4 \u05e1\u05d5\u05d2 \u05ea\u05e9\u05dc\u05d5\u05dd \u05de\u05e1 \u05e8\u05d5\u05d5\u05d7\u05d9 \u05d4\u05d5\u05df \u05e2\u05d3\u05d9\u05e3 \u05dc\u05d7\u05d5\u05e1\u05da \u05d1\u05e0\u05e1\u05d9\u05d1\u05d5\u05ea \u05d0\u05dc\u05d5. \u05dc\u05e2\u05d9\u05ea\u05d9\u05dd \u05ea\u05e9\u05dc\u05d5\u05dd \u05de\u05e1 \u05e8\u05d5\u05d5\u05d7\u05d9 \u05d4\u05d5\u05df \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 25% \u05e2\u05dc \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d4\u05e8\u05d9\u05d0\u05dc\u05d9, \u05e2\u05d3\u05d9\u05e3 \u05e2\u05dc \u05ea\u05e9\u05dc\u05d5\u05dd \u05de\u05e1 \u05e8\u05d5\u05d5\u05d7\u05d9 \u05d4\u05d5\u05df \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 15% \u05e2\u05dc \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d4\u05e0\u05d5\u05de\u05d9\u05e0\u05dc\u05d9.<\/p><p><strong>\u05db\u05dc\u05dc \u05d0\u05e6\u05d1\u05e2<\/strong> &#8211; \u05de\u05e1\u05dc\u05d5\u05dc \u05d4\u05de\u05d9\u05e1\u05d5\u05d9 \u05e2\u05dc \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d4\u05e0\u05d5\u05de\u05d9\u05e0\u05dc\u05d9 \u05d9\u05d4\u05d9\u05d4 \u05e2\u05d3\u05d9\u05e3 \u05d1\u05de\u05e7\u05e8\u05d4 \u05e9\u05d1\u05de\u05d5\u05e2\u05d3 \u05de\u05d9\u05de\u05d5\u05e9 \u05d4\u05db\u05e1\u05e3, \u05d4\u05ea\u05e9\u05d5\u05d0\u05d4 \u05d1\u05e7\u05d5\u05e4\u05d4 \u05e9\u05d1\u05d4 \u05d4\u05d5\u05e4\u05e7\u05d3 \u05d4\u05db\u05e1\u05e3 \u05ea\u05d4\u05d9\u05d4 \u05d2\u05d1\u05d5\u05d4\u05d4 \u05de\u05e4\u05d9 \u05e9\u05e0\u05d9\u05d9\u05dd \u05d5\u05d7\u05e6\u05d9 \u05de\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e2\u05dc\u05d9\u05d9\u05ea \u05de\u05d3\u05d3 \u05d4\u05de\u05d7\u05d9\u05e8\u05d9\u05dd \u05dc\u05e6\u05e8\u05db\u05df, \u05e2\u05d1\u05d5\u05e8 \u05d0\u05d5\u05ea\u05d4 \u05ea\u05e7\u05d5\u05e4\u05d4.<\/p>"}},{"@type":"Question","name":"\u05e4\u05d5\u05dc\u05d9\u05e1\u05ea \u05d7\u05e1\u05db\u05d5\u05df \u05e4\u05e8\u05d8 \u05d5\u05d4\u05d8\u05d1\u05d5\u05ea \u05d4\u05de\u05e1","acceptedAnswer":{"@type":"Answer","text":"<p>\u05d0\u05d7\u05d3 \u05d4\u05d9\u05ea\u05e8\u05d5\u05e0\u05d5\u05ea \u05d4\u05de\u05e9\u05de\u05e2\u05d5\u05ea\u05d9\u05d9\u05dd \u05e9\u05dc \u05e4\u05d5\u05dc\u05d9\u05e1\u05d5\u05ea \u05d7\u05e1\u05db\u05d5\u05df \u05e4\u05e8\u05d8 \u05d4\u05d5\u05d0 \u05d4\u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05dc\u05e7\u05d1\u05dc \u05d4\u05d8\u05d1\u05d5\u05ea \u05de\u05e1 \u05d1\u05d2\u05d9\u05df \u05d4\u05e8\u05d5\u05d5\u05d7\u05d9\u05dd. \u05e2\u05dc \u05de\u05e0\u05ea \u05dc\u05de\u05de\u05e9 \u05d0\u05ea \u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1, \u05d9\u05e9 \u05dc\u05e4\u05e2\u05d5\u05dc \u05e2\u05d3 \u05dc\u05e1\u05d5\u05e3 \u05d4\u05e9\u05e0\u05d4 \u05dc\u05d8\u05d5\u05d1\u05ea \u05de\u05d9\u05de\u05d5\u05e9 \u05d4\u05e8\u05d5\u05d5\u05d7\u05d9\u05dd \u05d1\u05e4\u05d5\u05dc\u05d9\u05e1\u05ea \u05d4\u05d7\u05d9\u05e1\u05db\u05d5\u05df.<\/p><p>\u05d7\u05d1\u05e8\u05d5\u05ea \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7 \u05de\u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05e9\u05dc\u05d0 \u05dc\u05d1\u05e6\u05e2 \u05e4\u05d3\u05d9\u05d5\u05df \u05de\u05dc\u05d0 \u05e9\u05dc \u05d4\u05db\u05e1\u05e4\u05d9\u05dd \u05dc\u05d7\u05e9\u05d1\u05d5\u05df \u05d4\u05d1\u05e0\u05e7 \u05e9\u05dc \u05d4\u05dc\u05e7\u05d5\u05d7 \u05d0\u05dc\u05d0 \u05dc\u05d1\u05e6\u05e2 \u05e4\u05d3\u05d9\u05d5\u05df \u05e8\u05e2\u05d9\u05d5\u05e0\u05d9 \u05d1\u05de\u05e1\u05d2\u05e8\u05ea\u05d5, \u05d7\u05d1\u05e8\u05ea \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7 \u05de\u05d1\u05e6\u05e2\u05ea \u05de\u05d9\u05de\u05d5\u05e9 \u05e9\u05dc \u05d4\u05e8\u05d5\u05d5\u05d7\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3 \u05d5\u05de\u05de\u05e9\u05d9\u05db\u05d4 \u05dc\u05e0\u05d4\u05dc \u05d0\u05ea \u05d9\u05ea\u05e8\u05ea \u05d4\u05db\u05e1\u05e4\u05d9\u05dd \u05d1\u05e4\u05d5\u05dc\u05d9\u05e1\u05d4 \u05dc\u05dc\u05d0 \u05e9\u05d9\u05e0\u05d5\u05d9.<\/p><p>\u05e7\u05d1\u05dc\u05ea \u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1 \u05db\u05e8\u05d5\u05db\u05d4 \u05d1\u05e7\u05d1\u05dc\u05ea \u05d0\u05d9\u05e9\u05d5\u05e8 \u05de\u05d7\u05d1\u05e8\u05ea \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7 (\u05d0\u05d9\u05e9\u05d5\u05e8 \u05e2\u05dc \u05e0\u05d9\u05db\u05d5\u05d9 \u05d4\u05de\u05e1 \u05d1\u05d3\u05d5\u05de\u05d4 \u05dc\u05d8\u05d5\u05e4\u05e1 867 \u05de\u05d4\u05d1\u05e0\u05e7) \u05d5\u05d1\u05d4\u05d2\u05e9\u05ea \u05d3\u05d9\u05d5\u05d5\u05d7 \u05dc\u05de\u05e1 \u05d4\u05db\u05e0\u05e1\u05d4. \u05d7\u05d5\u05e1\u05da \u05d0\u05e9\u05e8 \u05dc\u05d0 \u05e0\u05d3\u05e8\u05e9 \u05dc\u05d4\u05d2\u05d9\u05e9 \u05d3\u05d5\u05d7\u05d5\u05ea \u05e9\u05e0\u05ea\u05d9\u05d9\u05dd \u05dc\u05de\u05e1 \u05d4\u05db\u05e0\u05e1\u05d4, \u05e6\u05e8\u05d9\u05da \u05dc\u05e9\u05e7\u05dc\u05dc \u05d0\u05ea \u05e2\u05dc\u05d5\u05d9\u05d5\u05ea \u05d4\u05d2\u05e9\u05ea \u05d4\u05d3\u05d5\u05d7 \u05d4\u05e9\u05e0\u05ea\u05d9 \u05dc\u05de\u05e1 \u05d4\u05db\u05e0\u05e1\u05d4 \u05dc\u05de\u05d5\u05dc \u05d4\u05d8\u05d1\u05d5\u05ea \u05d4\u05de\u05e1 \u05d4\u05e6\u05e4\u05d5\u05d9\u05d5\u05ea.<\/p><p><strong>\u05d4\u05d8\u05d1\u05d5\u05ea \u05d4\u05de\u05e1 \u05e9\u05e0\u05d9\u05ea\u05df \u05dc\u05e7\u05d1\u05dc \u05e2\u05d1\u05d5\u05e8 \u05e8\u05d5\u05d5\u05d7\u05d9\u05dd \u05d1\u05e4\u05d5\u05dc\u05d9\u05e1\u05d5\u05ea \u05d7\u05e1\u05db\u05d5\u05df \u05e4\u05e8\u05d8<\/strong><\/p><p>\u05e2&quot;\u05e4 \u05e1\u05e2\u05d9\u05e4\u05d9\u05dd 125\u05d3' \u05d5-125\u05d4' \u05dc\u05e4\u05e7\u05d5\u05d3\u05ea \u05de\u05e1 \u05d4\u05db\u05e0\u05e1\u05d4, \u05d6\u05db\u05d0\u05d9\u05dd \u05dc\u05d4\u05d8\u05d1\u05d5\u05ea \u05d4\u05de\u05e1 \u05de\u05d9 \u05e9\u05d4\u05d5\u05d0 \u05d0\u05d5 \u05d1\u05df\/\u05d1\u05ea \u05d6\u05d5\u05d2\u05d5 \u05e0\u05d5\u05dc\u05d3\u05d5 \u05dc\u05e4\u05e0\u05d9 1948.<\/p><p>\u05d4\u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05e0\u05d9\u05ea\u05df \u05e2\u05dc \u05e8\u05d5\u05d5\u05d7\u05d9\u05dd \u05d1\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05d7\u05e1\u05db\u05d5\u05df \u05d1\u05d1\u05e0\u05e7 \u05d5\u05d1\u05e4\u05d5\u05dc\u05d9\u05e1\u05ea \u05e4\u05e8\u05d8 \u05d1\u05d7\u05d1\u05e8\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05d4\u05e0\u05d7\u05e9\u05d1\u05d5\u05ea \u05dc\u05e2\u05e0\u05d9\u05d9\u05df \u05d3\u05d9\u05e0\u05d9 \u05d4\u05de\u05e1 \u05dc\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05d7\u05e1\u05db\u05d5\u05df, \u05d5\u05d4\u05e8\u05d5\u05d5\u05d7\u05d9\u05dd \u05d4\u05e0\u05e6\u05d1\u05e8\u05d9\u05dd \u05d1\u05d4 \u05e0\u05d7\u05e9\u05d1\u05d9\u05dd \u05dc\u05d4\u05db\u05e0\u05e1\u05d4 \u05de\u05e8\u05d9\u05d1\u05d9\u05ea, \u05d5\u05dc\u05e4\u05d9\u05db\u05da \u05d6\u05db\u05d0\u05d9\u05dd \u05dc\u05e4\u05d8\u05d5\u05e8.<\/p><p>\u05d4\u05e4\u05d8\u05d5\u05e8 \u05e0\u05d9\u05ea\u05df \u05dc\u05d9\u05d7\u05d9\u05d3 \u05d5\/\u05d0\u05d5 \u05d1\u05df \u05d6\u05d5\u05d2\u05d5 \u05e9\u05e0\u05d5\u05dc\u05d3 \u05dc\u05e4\u05e0\u05d9 1948 (\u05e0\u05d5\u05e1\u05d7 \u05d4\u05e1\u05e2\u05d9\u05e3 \u05d4\u05d9\u05e0\u05d5 \u05d0\u05dd \u05d4\u05d9\u05d7\u05d9\u05d3 \u05d0\u05d5 \u05d1\u05df \u05d6\u05d5\u05d2\u05d5 \u05d4\u05d2\u05d9\u05e2 \u05dc\u05d2\u05d9\u05dc \u05e4\u05e8\u05d9\u05e9\u05d4 \u05d7\u05d5\u05d1\u05d4 67 \u05d5\u05d1\u05d9\u05d5\u05dd 1.1.2003 \u05de\u05dc\u05d0\u05d5 \u05dc\u05d0\u05d7\u05d3 \u05de\u05d4\u05dd \u05dc\u05e4\u05d7\u05d5\u05ea 55 \u05e9\u05e0\u05d9\u05dd). \u05d4\u05e4\u05d8\u05d5\u05e8 \u05d4\u05e9\u05e0\u05ea\u05d9 (\u05dc\u05e9\u05e0\u05ea 2023) \u05e2\u05d5\u05de\u05d3 \u05e2\u05dc 14,520 \u05e9&quot;\u05d7 \u05dc\u05d9\u05d7\u05d9\u05d3 \u05d5-17,760 \u05e9&quot;\u05d7 \u05dc\u05d6\u05d5\u05d2. \u05dc\u05e4\u05d9\u05db\u05da, \u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1 \u05d9\u05db\u05d5\u05dc\u05d4 \u05dc\u05d4\u05d2\u05d9\u05e2 \u05d1\u05de\u05e7\u05e1\u05d9\u05de\u05d5\u05dd \u05dc\u05d4\u05d7\u05d6\u05e8 \u05de\u05e1 \u05e9\u05dc 3,630 \u05e9&quot;\u05d7 \u05dc\u05d9\u05d7\u05d9\u05d3 \u05d0\u05d5 4,440 \u05e9&quot;\u05d7 \u05dc\u05d6\u05d5\u05d2 \u05e2\u05d1\u05d5\u05e8 \u05db\u05dc \u05e9\u05e0\u05ea \u05de\u05e1 \u05d1\u05e0\u05e4\u05e8\u05d3.<\/p><p><strong>\u05d3\u05d5\u05d2\u05de\u05d0\u05d5\u05ea:<\/strong><\/p><ol><li>\u05d0\u05d7\u05d3 \u05de\u05d1\u05e0\u05d9 \u05d4\u05d6\u05d5\u05d2 \u05e0\u05d5\u05dc\u05d3 \u05dc\u05e4\u05e0\u05d9 1948 \u05d5\u05d4\u05e4\u05e7\u05d9\u05d3 250,000 \u05e9&quot;\u05d7 \u05d1\u05e4\u05d5\u05dc\u05d9\u05e1\u05ea \u05d7\u05e1\u05db\u05d5\u05df \u05d1\u05d7\u05d1\u05e8\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05d0\u05e9\u05e8 \u05d4\u05e2\u05e0\u05d9\u05e7\u05d4 \u05ea\u05e9\u05d5\u05d0\u05d4 \u05d7\u05d9\u05d5\u05d1\u05d9\u05ea \u05e8\u05d9\u05d0\u05dc\u05d9\u05ea \u05e0\u05d8\u05d5 \u05e9\u05dc 4%, \u05e0\u05d5\u05e6\u05e8 \u05dc\u05d5 \u05e8\u05d5\u05d5\u05d7 \u05e9\u05dc 10,000 \u05e9&quot;\u05d7 \u05d4\u05d7\u05d9\u05d9\u05d1 \u05d1\u05de\u05e1 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 25% \u05db\u05dc\u05d5\u05de\u05e8 2,500 \u05e9&quot;\u05d7. \u05d4\u05d6\u05db\u05d0\u05d5\u05ea \u05d4\u05e9\u05e0\u05ea\u05d9\u05ea \u05dc\u05e8\u05d9\u05d1\u05d9\u05ea \u05e4\u05d8\u05d5\u05e8\u05d4 \u05dc\u05d7\u05d5\u05e1\u05da \u05d6\u05d4 \u05d4\u05d9\u05d0 14,520 \u05e9&quot;\u05d7, \u05db\u05dc\u05d5\u05de\u05e8 \u05d4\u05d4\u05d8\u05d1\u05d4 \u05e9\u05dc\u05d4 \u05d4\u05d5\u05d0 \u05d6\u05db\u05d0\u05d9 \u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d1\u05e4\u05d5\u05e2\u05dc \u05e9\u05e0\u05d5\u05e6\u05e8 \u05dc\u05d5. \u05d4\u05d7\u05d5\u05e1\u05da \u05d9\u05d5\u05db\u05dc \u05dc\u05d4\u05d2\u05d9\u05e9 \u05d1\u05e7\u05e9\u05d4 \u05dc\u05d4\u05d7\u05d6\u05e8 \u05d4\u05de\u05e1 \u05e9\u05e0\u05d5\u05db\u05d4 \u05dc\u05d5 \u05d5\u05dc\u05e7\u05d1\u05dc \u05d1\u05d7\u05d6\u05e8\u05d4 \u05d0\u05ea \u05db\u05dc \u05d4\u05de\u05e1 \u05e9\u05e9\u05d9\u05dc\u05dd, \u05d1\u05e1\u05da 2,500 \u05e9&quot;\u05d7.<\/li><li>\u05e9\u05e0\u05d9 \u05d1\u05e0\u05d9 \u05d4\u05d6\u05d5\u05d2 \u05e0\u05d5\u05dc\u05d3\u05d5 \u05dc\u05e4\u05e0\u05d9 1948 \u05d5\u05d4\u05e4\u05e7\u05d9\u05d3\u05d5 400,000 \u05e9&quot;\u05d7 \u05d1\u05e4\u05d5\u05dc\u05d9\u05e1\u05ea \u05d7\u05e1\u05db\u05d5\u05df \u05d1\u05d7\u05d1\u05e8\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05d0\u05e9\u05e8 \u05d4\u05e2\u05e0\u05d9\u05e7\u05d4 \u05ea\u05e9\u05d5\u05d0\u05d4 \u05d7\u05d9\u05d5\u05d1\u05d9\u05ea \u05e8\u05d9\u05d0\u05dc\u05d9\u05ea \u05e0\u05d8\u05d5 \u05e9\u05dc 4%, \u05e0\u05d5\u05e6\u05e8 \u05dc\u05d4\u05dd \u05e8\u05d5\u05d5\u05d7 \u05e9\u05dc 16,000 \u05e9&quot;\u05d7 \u05d4\u05d7\u05d9\u05d9\u05d1 \u05d1\u05de\u05e1 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 25% \u05db\u05dc\u05d5\u05de\u05e8 4,000 \u05e9&quot;\u05d7. \u05d4\u05d6\u05db\u05d0\u05d5\u05ea \u05d4\u05e9\u05e0\u05ea\u05d9\u05ea \u05dc\u05e8\u05d9\u05d1\u05d9\u05ea \u05e4\u05d8\u05d5\u05e8\u05d4 \u05dc\u05d6\u05d5\u05d2 \u05d6\u05d4 \u05d4\u05d9\u05d0 17,760 \u05e9&quot;\u05d7, \u05db\u05dc\u05d5\u05de\u05e8 \u05d4\u05d4\u05d8\u05d1\u05d4 \u05e9\u05dc\u05d4 \u05d4\u05dd \u05d6\u05db\u05d0\u05d9\u05dd \u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc \u05d4\u05e8\u05d5\u05d5\u05d7 \u05d1\u05e4\u05d5\u05e2\u05dc \u05e9\u05e0\u05d5\u05e6\u05e8 \u05dc\u05d4\u05dd. \u05d4\u05dd \u05d9\u05d5\u05db\u05dc\u05d5 \u05dc\u05d4\u05d2\u05d9\u05e9 \u05d1\u05e7\u05e9\u05d4 \u05dc\u05d4\u05d7\u05d6\u05e8 \u05db\u05d5\u05dc \u05d4\u05de\u05e1 \u05e9\u05e0\u05d5\u05db\u05d4 \u05dc\u05d4\u05dd.<\/li><\/ol><p><strong><u>\u00a0<\/u><\/strong><strong>\u05d3\u05d5\u05d2\u05de\u05d0 \u05e0\u05d5\u05e1\u05e4\u05ea \u05dc\u05d4\u05e9\u05d5\u05d5\u05d0\u05ea \u05d4\u05e1\u05db\u05d5\u05dd \u05e0\u05d8\u05d5 \u05dc\u05de\u05d9\u05de\u05d5\u05e9 \u05d1\u05d9\u05df \u05e4\u05d5\u05dc\u05d9\u05e1\u05ea \u05d7\u05e1\u05db\u05d5\u05df \u05e4\u05e8\u05d8 \u05dc\u05d1\u05d9\u05df \u05e7\u05e8\u05df \u05e0\u05d0\u05de\u05e0\u05d5\u05ea\/\u05ea\u05d9\u05e7 \u05d4\u05e9\u05e7\u05e2\u05d5\u05ea \u05e2\u05d1\u05d5\u05e8 \u05d1\u05e0\u05d9 \u05d6\u05d5\u05d2 \u05e9\u05e0\u05d5\u05dc\u05d3\u05d5 \u05dc\u05e4\u05e0\u05d9 1948:<\/strong><\/p><table><tbody><tr><td width=\"166\"><p>\u00a0<\/p><\/td><td width=\"166\"><p><strong>\u05e4\u05d5\u05dc\u05d9\u05e1\u05ea \u05d7\u05e1\u05db\u05d5\u05df \u05e4\u05e8\u05d8<\/strong><\/p><\/td><td width=\"168\"><p><strong>\u05ea\u05d9\u05e7 \u05d4\u05e9\u05e7\u05e2\u05d5\u05ea\/ \u05e7\u05e8\u05df \u05e0\u05d0\u05de\u05e0\u05d5\u05ea<\/strong><\/p><\/td><\/tr><tr><td width=\"166\"><p>\u05e1\u05db\u05d5\u05dd \u05d4\u05d4\u05e9\u05e7\u05e2\u05d4<\/p><\/td><td width=\"166\"><p>400,000 \u05e9&quot;\u05d7<\/p><\/td><td width=\"168\"><p>400,000 \u05e9&quot;\u05d7<\/p><\/td><\/tr><tr><td width=\"166\"><p>\u05ea\u05e9\u05d5\u05d0\u05d4 \u05e8\u05d9\u05d0\u05dc\u05d9\u05ea \u05e0\u05d8\u05d5 \u05d1\u05de\u05d5\u05e2\u05d3 \u05d4\u05de\u05d9\u05de\u05d5\u05e9<\/p><\/td><td width=\"166\"><p>4.44%<\/p><\/td><td width=\"168\"><p>4.44%<\/p><\/td><\/tr><tr><td width=\"166\"><p>\u05d4\u05e8\u05d5\u05d5\u05d7 \u05d1\u05de\u05d5\u05e2\u05d3 \u05d4\u05de\u05d9\u05de\u05d5\u05e9<\/p><\/td><td width=\"166\"><p>417,760 \u20aa * 4.44% = 17,760 \u05e9&quot;\u05d7<\/p><\/td><td width=\"168\"><p>417,760 \u20aa 8 4.44% = 17,760 \u20aa<\/p><\/td><\/tr><tr><td width=\"166\"><p>\u05d9\u05ea\u05e8\u05d4 \u05e2\u05d3\u05db\u05e0\u05d9\u05ea \u05d1\u05de\u05d5\u05e2\u05d3 \u05d4\u05de\u05d9\u05de\u05d5\u05e9<\/p><\/td><td width=\"166\"><p>417,760 \u20aa<\/p><\/td><td width=\"168\"><p>417,760 \u20aa<\/p><\/td><\/tr><tr><td width=\"166\"><p>\u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05dc\u05e4\u05d9 \u05e1\u05e2\u05d9\u05e3 125\u05d3'<\/p><\/td><td width=\"166\"><p>17,760 \u05e9&quot;\u05d7<\/p><\/td><td width=\"168\"><p>\u05d0\u05d9\u05df \u05d6\u05db\u05d0\u05d5\u05ea<\/p><\/td><\/tr><tr><td width=\"166\"><p>\u05e1\u05db\u05d5\u05dd \u05d7\u05d9\u05d9\u05d1 \u05d1\u05de\u05e1<\/p><\/td><td width=\"166\"><p>-0-<\/p><\/td><td width=\"168\"><p>17,760 \u20aa<\/p><\/td><\/tr><tr><td width=\"166\"><p>\u05de\u05e1 \u05dc\u05ea\u05e9\u05dc\u05d5\u05dd (25%)<\/p><\/td><td width=\"166\"><p>-0-<\/p><\/td><td width=\"168\"><p>4,440 \u20aa<\/p><\/td><\/tr><tr><td width=\"166\"><p>\u05e1\u05db\u05d5\u05dd \u05e0\u05d8\u05d5 \u05dc\u05d1\u05e0\u05e7<\/p><\/td><td width=\"166\"><p>417,760 \u20aa<\/p><\/td><td width=\"168\"><p>413,320 \u20aa<\/p><\/td><\/tr><tr><td width=\"166\"><p>\u05ea\u05e9\u05d5\u05d0\u05d4 \u05e0\u05d8\u05d5 \u05dc\u05de\u05e9\u05e7\u05d9\u05e2<\/p><\/td><td width=\"166\"><p>4.44%<\/p><\/td><td width=\"168\"><p>3.33%<\/p><\/td><\/tr><\/tbody><\/table><p>\u00a0<\/p><p><span style=\"text-decoration: underline;\"><strong>\u05d4\u05d8\u05d1\u05d5\u05ea \u05e0\u05d5\u05e1\u05e4\u05d5\u05ea \u05dc\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05d7\u05e1\u05db\u05d5\u05df<\/strong><\/span><\/p><p><strong>\u05e4\u05d8\u05d5\u05e8 \u05d1\u05e9\u05dc \u05de\u05d9\u05e2\u05d5\u05d8 \u05d4\u05db\u05e0\u05e1\u05d5\u05ea<\/strong><\/p><p>\u05e1\u05e2\u05d9\u05e3 125\u05d3'(\u05d1) \u05dc\u05e4\u05e7\u05d5\u05d3\u05d4 \u05de\u05d0\u05e4\u05e9\u05e8 \u05e0\u05d9\u05e6\u05d5\u05dc \u05d4\u05d8\u05d1\u05ea \u05de\u05e1 \u05de\u05e9\u05de\u05e2\u05d5\u05ea\u05d9\u05ea \u05dc\u05d0 \u05e8\u05e7 \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05de\u05d1\u05d7\u05df \u05d4\u05d2\u05d9\u05dc \u05d0\u05dc\u05d0 \u05d2\u05dd \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05de\u05d1\u05d7\u05df \u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05d1\u05db\u05dc \u05d2\u05d9\u05dc. \u05db\u05dc\u05d5\u05de\u05e8, \u05de\u05d9 \u05e9\u05d4\u05db\u05e0\u05e1\u05ea\u05d5 \u05d5\u05d4\u05db\u05e0\u05e1\u05ea \u05d1\u05df \u05d6\u05d5\u05d2\u05d5 \u05d1\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 \u05d0\u05d9\u05e0\u05d4 \u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc 67,560 \u05e9&quot;\u05d7\u00a0 \u05d6\u05db\u05d0\u05d9 \u05dc\u05e8\u05d9\u05d1\u05d9\u05ea \u05e4\u05d8\u05d5\u05e8\u05d4 \u05e9\u05dc \u05e2\u05d3 10,560 \u05e9&quot;\u05d7 \u05dc\u05e9\u05e0\u05d4.<\/p><p>\u05d1\u05de\u05d1\u05d7\u05df \u05d4\u05d4\u05db\u05e0\u05e1\u05d5\u05ea, \u05d9\u05e9 \u05dc\u05db\u05dc\u05d5\u05dc \u05d0\u05ea \u05d4\u05e8\u05d9\u05d1\u05d9\u05ea \u05e2\u05e6\u05de\u05d4 \u05d5\u05d0\u05ea \u05db\u05dc \u05e1\u05d5\u05d2\u05d9 \u05d4\u05d4\u05db\u05e0\u05e1\u05d5\u05ea, \u05dc\u05e8\u05d1\u05d5\u05ea \u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05e4\u05d8\u05d5\u05e8\u05d5\u05ea \u05de\u05de\u05e1, \u05db\u05d5\u05dc\u05dc \u05e7\u05e6\u05d1\u05d0\u05d5\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05dc\u05d0\u05d5\u05de\u05d9 \u05dc\u05e8\u05d1\u05d5\u05ea \u05e8\u05d5\u05d5\u05d7 \u05d4\u05d5\u05df \u05d5\u05e9\u05d1\u05d7 \u05de\u05e7\u05e8\u05e7\u05e2\u05d9\u05df.<\/p><p><strong>\u00a0<\/strong><strong>\u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05e2\u05dc \u05e8\u05d9\u05d1\u05d9\u05ea \u05de\u05d6\u05db\u05d4<\/strong><\/p><p>\u05e4\u05d8\u05d5\u05e8 \u05dc\u05e4\u05d9 \u05e1\u05e2\u05d9\u05e3 125\u05d4' \u05de\u05d9\u05d5\u05e2\u05d3 \u05dc\u05de\u05d9 \u05e9\u05d4\u05d5\u05d0 \u05d0\u05d5 \u05d1\u05df \u05d6\u05d5\u05d2\u05d5 \u05e0\u05d5\u05dc\u05d3\u05d5 \u05dc\u05e4\u05e0\u05d9 1948, \u05d5\u05de\u05e7\u05e0\u05d4 \u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05e2\u05dc \u05e8\u05d9\u05d1\u05d9\u05ea \u05de\u05d6\u05db\u05d4 (\u05e8\u05d9\u05d1\u05d9\u05ea \u05de\u05d5\u05d8\u05d1\u05ea). \u05ea\u05e0\u05d0\u05d9 \u05d4\u05d6\u05db\u05d0\u05d5\u05ea \u05dc\u05e4\u05d8\u05d5\u05e8 \u05d4\u05dd: \u05de\u05d9 \u05e9\u05d4\u05db\u05e0\u05e1\u05ea\u05d5 \u05d9\u05d7\u05d3 \u05e2\u05dd \u05d4\u05db\u05e0\u05e1\u05ea \u05d1\u05df\/\u05d1\u05ea \u05d6\u05d5\u05d2\u05d5 \u05e0\u05de\u05d5\u05db\u05d4 \u05de-8,660 \u05e9&quot;\u05d7 \u05d1\u05d7\u05d5\u05d3\u05e9 \u05d0\u05d5 109,440 \u05e9&quot;\u05d7 \u05d1\u05e9\u05e0\u05d4.<\/p><p>\u05db\u05dc\u05d5\u05de\u05e8, \u05de\u05d9 \u05e9\u05d0\u05d9\u05df \u05dc\u05d5 \u05d5\u05dc\u05d1\u05df\/\u05d1\u05ea \u05d6\u05d5\u05d2\u05d5 \u05d4\u05db\u05e0\u05e1\u05d4 \u05db\u05dc\u05dc \u05d9\u05d9\u05d4\u05e0\u05d5 \u05de\u05de\u05dc\u05d5\u05d0 \u05d4\u05e4\u05d8\u05d5\u05e8, \u05d5\u05d1\u05e2\u05dc\u05d9 \u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05e0\u05de\u05d5\u05db\u05d5\u05ea \u05de-109,440 \u05e9&quot;\u05d7 \u05d9\u05e7\u05d1\u05dc\u05d5 \u05d4\u05d8\u05d1\u05d4 \u05d7\u05dc\u05e7\u05d9\u05ea. \u05d4\u05e4\u05d8\u05d5\u05e8 \u05d4\u05de\u05e7\u05e1\u05d9\u05de\u05dc\u05d9 \u05d9\u05db\u05d5\u05dc \u05dc\u05d4\u05d2\u05d9\u05e2 \u05dc-38,304 \u05e9&quot;\u05d7.<\/p><p>\u05d1\u05de\u05d1\u05d7\u05df \u05d4\u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05d9\u05e9 \u05dc\u05db\u05dc\u05d5\u05dc \u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05de\u05e7\u05e6\u05d1\u05d4 \u05dc\u05e4\u05d9 \u05e1\u05e2\u05d9\u05e4\u05d9\u05dd 9(\u05d0) \u05d5-9(\u05d1), \u05dc\u05e8\u05d1\u05d5\u05ea \u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05e4\u05d8\u05d5\u05e8\u05d5\u05ea \u05de\u05de\u05e1 \u05d5\u05e7\u05e6\u05d1\u05ea \u05e9\u05d0\u05d9\u05e8\u05d9\u05dd, \u05dc\u05d0 \u05db\u05d5\u05dc\u05dc \u05e7\u05e6\u05d1\u05d0\u05d5\u05ea \u05e4\u05d8\u05d5\u05e8\u05d5\u05ea \u05de\u05d4\u05d1\u05d9\u05d8\u05d5\u05d7 \u05d4\u05dc\u05d0\u05d5\u05de\u05d9, \u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05de\u05e8\u05d9\u05d1\u05d9\u05ea, \u05de\u05d4\u05e9\u05db\u05e8\u05ea \u05d3\u05d9\u05e8\u05ea \u05de\u05d2\u05d5\u05e8\u05d9\u05dd \u05e4\u05d8\u05d5\u05e8\u05d4 \u05de\u05de\u05e1, \u05de\u05e8\u05d5\u05d5\u05d7 \u05d4\u05d5\u05df \u05d5\u05de\u05e9\u05d1\u05d7 \u05de\u05e7\u05e8\u05e7\u05e2\u05d9\u05df.<\/p><p><strong>\u05d4\u05e2\u05e8\u05d5\u05ea\u00a0<\/strong><\/p><ol><li>\u05e0\u05d9\u05ea\u05df \u05dc\u05e0\u05e6\u05dc \u05d0\u05ea \u05db\u05dc \u05d4\u05d4\u05d8\u05d1\u05d5\u05ea \u05d4\u05de\u05e1, \u05d4\u05df \u05d0\u05d9\u05e0\u05df \u05de\u05ea\u05e7\u05d6\u05d6\u05d5\u05ea.<\/li><li>\u05dc\u05d0 \u05e0\u05d9\u05ea\u05df \u05dc\u05e6\u05d1\u05d5\u05e8 \u05d0\u05ea \u05d4\u05d4\u05d8\u05d1\u05d4. \u05db\u05dc\u05d5\u05de\u05e8, \u05d4\u05d4\u05d8\u05d1\u05d4 \u05e0\u05d9\u05ea\u05e0\u05ea \u05dc\u05de\u05d9\u05de\u05d5\u05e9 \u05d1\u05d2\u05d9\u05df \u05db\u05dc \u05e9\u05e0\u05ea \u05de\u05e1 \u05d1\u05e0\u05e4\u05e8\u05d3, \u05d5\u05e2\u05d3 \u05dc\u05ea\u05e7\u05e8\u05d5\u05ea \u05d4\u05e7\u05d1\u05d5\u05e2\u05d5\u05ea \u05d1\u05e1\u05e2\u05d9\u05e3 \u05d5\u05dc\u05d0 \u05e0\u05d9\u05ea\u05df \u05dc\u05d4\u05e2\u05d1\u05d9\u05e8\u05d4 \u05dc\u05e9\u05e0\u05d4 \u05d0\u05d7\u05e8\u05ea.<\/li><li>\u05d4\u05d4\u05d8\u05d1\u05d4 \u05d0\u05d9\u05e0\u05d4 \u05e0\u05d9\u05ea\u05e0\u05ea \u05d1\u05d0\u05d5\u05e4\u05df \u05d0\u05d5\u05d8\u05d5\u05de\u05d8\u05d9, \u05d5\u05d9\u05e9 \u05dc\u05d9\u05d6\u05d5\u05dd \u05d0\u05ea \u05e7\u05d1\u05dc\u05ea\u05d4 \u05d1\u05d0\u05de\u05e6\u05e2\u05d5\u05ea &quot;\u05e4\u05d3\u05d9\u05d5\u05df \u05e8\u05e2\u05d9\u05d5\u05e0\u05d9&quot; \u05de\u05d5\u05dc \u05d7\u05d1\u05e8\u05ea \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7. \u05de\u05e9\u05de\u05e2\u05d5\u05ea \u05d4\u05e4\u05d3\u05d9\u05d5\u05df \u05d4\u05e8\u05e2\u05d9\u05d5\u05e0\u05d9 \u05d4\u05d9\u05d0 \u05e4\u05d3\u05d9\u05d5\u05df \u05d5\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d7\u05d5\u05d6\u05e8\u05ea \u05dc\u05e4\u05d5\u05dc\u05d9\u05e1\u05d4 \u05e9\u05dc \u05e2\u05e8\u05da \u05d4\u05e4\u05d3\u05d9\u05d5\u05df \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05d4\u05de\u05e1 \u05e2\u05dc \u05d4\u05e8\u05d5\u05d5\u05d7\u05d9\u05dd, \u05e4\u05e2\u05d5\u05dc\u05d4 \u05d6\u05d5 \u05de\u05d1\u05d5\u05e6\u05e2\u05ea \u05d1\u05d0\u05de\u05e6\u05e2\u05d5\u05ea \u05de\u05d9\u05dc\u05d5\u05d9 \u05d8\u05d5\u05e4\u05e1 \u05d9\u05d9\u05e2\u05d5\u05d3\u05d9 \u05dc\u05d7\u05d1\u05e8\u05ea \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7.<\/li><li>\u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1 \u05ea\u05d9\u05e0\u05ea\u05df \u05dc\u05d9\u05d7\u05d9\u05d3 \u05d0\u05d5 \u05dc\u05d1\u05df\/ \u05d1\u05ea \u05d6\u05d5\u05d2\u05d5 \u05d1\u05dc\u05d1\u05d3.<\/li><li>\u05de\u05d3\u05d9\u05e0\u05d9\u05d5\u05ea \u05de\u05e1 \u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05d9\u05e0\u05d4 \u05dc\u05d0\u05e4\u05e9\u05e8 \u05d0\u05ea \u05e0\u05d9\u05e6\u05d5\u05dc \u05d4\u05d4\u05d8\u05d1\u05d4 \u05d2\u05dd \u05dc\u05d9\u05dc\u05d9\u05d3\u05d9 1948, \u05db\u05dc\u05d5\u05de\u05e8 \u05db\u05dc \u05de\u05d9 \u05e9\u05e0\u05d5\u05dc\u05d3 \u05e2\u05d3 31.12.1948.<\/li><\/ol>"}},{"@type":"Question","name":"\u05d4\u05d8\u05d1\u05d5\u05ea \u05de\u05e1 \u05dc\u05e9\u05db\u05d9\u05e8\u05d9\u05dd \u05d5\u05e2\u05e6\u05de\u05d0\u05d9\u05dd","acceptedAnswer":{"@type":"Answer","text":"<p><span style=\"text-decoration: underline;\"><strong>\u05d4\u05d2\u05d3\u05e8\u05d5\u05ea<\/strong><\/span><\/p><p><strong>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1<\/strong> &#8211; \u05d9\u05d7\u05d9\u05d3 \u05e9\u05e2\u05d1\u05d5\u05e8 \u05d4\u05db\u05e0\u05e1\u05ea\u05d5 \u05e9\u05d5\u05dc\u05de\u05d5 \u05d1\u05e2\u05d3\u05d5 (\u05ea\u05d2\u05de\u05d5\u05dc\u05d9 \u05e2\u05d5\u05d1\u05d3 \u05d5\u05de\u05e2\u05d1\u05d9\u05d3, \u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05d5\u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d1\u05de\u05e2\u05de\u05d3 \u05e2\u05e6\u05de\u05d0\u05d9) \u05d1\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 \u05db\u05e1\u05e4\u05d9\u05dd \u05dc\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc \u05dc\u05e7\u05e6\u05d1\u05d4, \u05d1\u05e1\u05db\u05d5\u05dd \u05e9\u05e4\u05d7\u05ea \u05de-16% \u05de\u05e1\u05da \u05db\u05dc \u05d4\u05e9\u05db\u05e8 \u05d4\u05de\u05de\u05d5\u05e6\u05e2 \u05d1\u05de\u05e9\u05e7 \u05d1\u05d0\u05d5\u05ea\u05d4 \u05e9\u05e0\u05ea \u05de\u05e1. \u05db\u05dc\u05d5\u05de\u05e8, \u05d4\u05e4\u05e7\u05d3\u05d4 \u05e9\u05e0\u05ea\u05d9\u05ea \u05e9\u05dc \u05dc\u05e4\u05d7\u05d5\u05ea 22,790 \u05e9&quot;\u05d7 \u05d1\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 2023.<\/p><p><strong>\u05e2\u05de\u05d9\u05ea \u05e9\u05d0\u05d9\u05e0\u05d5 \u05de\u05d5\u05d8\u05d1<\/strong> &#8211; \u05d9\u05d7\u05d9\u05d3 \u05e9\u05d1\u05e9\u05dc \u05d4\u05db\u05e0\u05e1\u05ea\u05d5 \u05e9\u05d5\u05dc\u05de\u05d5 \u05d1\u05e2\u05d3\u05d5 (\u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05e2\u05d5\u05d1\u05d3 \u05d5\u05de\u05e2\u05d1\u05d9\u05d3, \u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05d5\u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d1\u05de\u05e2\u05de\u05d3 \u05e2\u05e6\u05de\u05d0\u05d9) \u05d1\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 \u05db\u05e1\u05e4\u05d9\u05dd \u05dc\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc \u05dc\u05e7\u05e6\u05d1\u05d4, \u05d1\u05e1\u05db\u05d5\u05dd \u05e9\u05e4\u05d7\u05ea \u05de-16% \u05de\u05e1\u05da \u05db\u05dc \u05d4\u05e9\u05db\u05e8 \u05d4\u05de\u05de\u05d5\u05e6\u05e2 \u05d1\u05de\u05e9\u05e7 \u05d1\u05d0\u05d5\u05ea\u05d4 \u05e9\u05e0\u05ea \u05de\u05e1. \u05db\u05dc\u05d5\u05de\u05e8, \u05d4\u05e4\u05e7\u05d3\u05d4 \u05e9\u05e0\u05ea\u05d9\u05ea \u05e9\u05e4\u05d7\u05ea\u05d4 \u05de-22,790 \u05e9&quot;\u05d7 \u05d1\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 2023.<\/p><p><strong>\u05e0\u05d9\u05db\u05d5\u05d9 \u05e1\u05e2\u05d9\u05e3 47<\/strong> &#8211; \u05d4\u05e4\u05d7\u05ea\u05d4 \u05e9\u05dc \u05e1\u05db\u05d5\u05dd \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05d7\u05d9\u05d9\u05d1\u05ea \u05d1\u05de\u05e1.<\/p><p><strong>\u05d6\u05d9\u05db\u05d5\u05d9 \u05e1\u05e2\u05d9\u05e3 45 <\/strong>&#8211; \u05d4\u05e4\u05d7\u05ea\u05d4 \u05e9\u05dc \u05e1\u05db\u05d5\u05dd \u05de\u05d4\u05de\u05e1 \u05dc\u05ea\u05e9\u05dc\u05d5\u05dd. \u05d4\u05d6\u05d9\u05db\u05d5\u05d9 \u05d4\u05d9\u05e0\u05d5 \u05e7\u05d1\u05d5\u05e2 \u05d5\u05e2\u05d5\u05de\u05d3 \u05e2\u05dc \u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 35%, \u05dc\u05de\u05e2\u05d8 \u05d6\u05d9\u05db\u05d5\u05d9 \u05dc\u05d1\u05d9\u05d8\u05d5\u05d7 \u05d7\u05d9\u05d9\u05dd \u05d5\u05d0\u05d9 \u05db\u05d5\u05e9\u05e8 \u05e2\u05d1\u05d5\u05d3\u05d4 (\u05d2\u05dd \u05dc\u05d8\u05d5\u05d1\u05ea \u05de\u05e9\u05db\u05e0\u05ea\u05d0), \u05d4\u05e2\u05d5\u05de\u05d3 \u05e2\u05dc \u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 25%.<\/p><p><strong>\u05d4\u05db\u05e0\u05e1\u05d4 \u05de\u05d1\u05d5\u05d8\u05d7\u05ea<\/strong> &#8211; \u05d4\u05db\u05e0\u05e1\u05ea \u05e2\u05d1\u05d5\u05d3\u05d4 \u05e9\u05d1\u05e9\u05dc\u05d4 \u05e9\u05d9\u05dc\u05dd \u05de\u05e2\u05e1\u05d9\u05e7 \u05d1\u05e2\u05d3 \u05e2\u05d5\u05d1\u05d3\u05d5 \u05e1\u05db\u05d5\u05de\u05d9\u05dd \u05dc\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc (\u05d1\u05d9\u05d8\u05d5\u05d7 \u05de\u05e0\u05d4\u05dc\u05d9\u05dd, \u05e7\u05e8\u05df \u05e4\u05e0\u05e1\u05d9\u05d4, \u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc), \u05d5\u05db\u05df \u05d4\u05db\u05e0\u05e1\u05ea \u05e2\u05d1\u05d5\u05d3\u05d4 \u05e9\u05d1\u05e9\u05dc\u05d4 \u05d6\u05db\u05d0\u05d9 \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05e7\u05e6\u05d1\u05d4 \u05e2\u05dc \u05e4\u05d9 \u05d3\u05d9\u05df \u05d0\u05d5 \u05d7\u05d5\u05d6\u05d4 (\u05e4\u05e0\u05e1\u05d9\u05d4 \u05ea\u05e7\u05e6\u05d9\u05d1\u05d9\u05ea).<\/p><p><strong>\u05d4\u05db\u05e0\u05e1\u05d4 \u05dc\u05d0 \u05de\u05d1\u05d5\u05d8\u05d7\u05ea <\/strong>&#8211; \u05d4\u05db\u05e0\u05e1\u05ea \u05e2\u05d1\u05d5\u05d3\u05d4 \u05e9\u05d1\u05d2\u05d9\u05e0\u05d4 \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05d0\u05d9\u05e0\u05d5 \u05de\u05e4\u05e7\u05d9\u05d3 \u05db\u05e1\u05e4\u05d9\u05dd \u05dc\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc (\u05d1\u05d9\u05d8\u05d5\u05d7 \u05de\u05e0\u05d4\u05dc\u05d9\u05dd, \u05e7\u05e8\u05df \u05e4\u05e0\u05e1\u05d9\u05d4 \u05d0\u05d5 \u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc), \u05d5\u05db\u05df \u05d4\u05db\u05e0\u05e1\u05d4 \u05d0\u05d7\u05e8\u05ea \u05e9\u05d0\u05d9\u05e0\u05d4 \u05de\u05de\u05e9\u05db\u05d5\u05e8\u05ea, \u05e2\u05d3 \u05dc\u05e1\u05db\u05d5\u05dd \u05e9\u05e0\u05ea\u05d9 \u05e9\u05dc 112,800 \u05e9&quot;\u05d7, \u05d5\u05d4\u05db\u05dc \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05d4\u05d2\u05d3\u05e8\u05ea \u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d1\u05e1\u05e2\u05d9\u05e3 1 \u05dc\u05ea\u05e7\u05e0\u05d5\u05ea \u05de\u05e1 \u05d4\u05db\u05e0\u05e1\u05d4 (\u05db\u05dc\u05dc\u05d9\u05dd \u05dc\u05d0\u05d9\u05e9\u05d5\u05e8 \u05d5\u05dc\u05e0\u05d9\u05d4\u05d5\u05dc \u05e7\u05d5\u05e4\u05d5\u05ea \u05d2\u05de\u05dc), \u05ea\u05e9\u05db&quot;\u05d3-1964.<\/p><p><strong>\u05d4\u05db\u05e0\u05e1\u05d4 \u05e0\u05d5\u05e1\u05e4\u05ea \u05dc\u05e2\u05e6\u05de\u05d0\u05d9<\/strong> &#8211; \u05e1\u05da \u05db\u05dc \u05d4\u05db\u05e0\u05e1\u05ea\u05d5 \u05d4\u05d7\u05d9\u05d9\u05d1\u05ea \u05e9\u05dc \u05d9\u05d7\u05d9\u05d3, \u05e9\u05d0\u05d9\u05e0\u05d4 \u05d4\u05db\u05e0\u05e1\u05d4 \u05de\u05d1\u05d5\u05d8\u05d7\u05ea, \u05d5\u05e2\u05d3 \u05dc\u05e1\u05db\u05d5\u05dd \u05e9\u05dc 225,600 \u05e9&quot;\u05d7 \u05dc\u05e9\u05e0\u05d4.<strong>\u00a0<\/strong><\/p><p><span style=\"text-decoration: underline;\"><strong>\u05d4\u05d8\u05d1\u05d5\u05ea \u05de\u05e1 \u05dc\u05e9\u05db\u05d9\u05e8\u05d9\u05dd<\/strong><\/span><\/p><p><strong>\u05d4\u05d8\u05d1\u05d5\u05ea \u05d4\u05de\u05e1 \u05dc\u05e9\u05db\u05d9\u05e8\u05d9\u05dd \u05d4\u05de\u05e4\u05e7\u05d9\u05d3\u05d9\u05dd \u05dc\u05de\u05db\u05e9\u05d9\u05e8 \u05d7\u05e1\u05db\u05d5\u05df \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9:<\/strong><\/p><table width=\"500\"><tbody><tr><td width=\"59\"><p><strong>\u05de\u05e2\u05de\u05d3 \u05d4\u05e0\u05d9\u05e9\u05d5\u05dd<\/strong><\/p><\/td><td width=\"83\"><p><strong>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1 \/ \u05e2\u05de\u05d9\u05ea \u05dc\u05d0 \u05de\u05d5\u05d8\u05d1<\/strong><\/p><\/td><td width=\"76\"><p><strong>\u05de\u05e2\u05de\u05d3 \u05d4\u05e2\u05de\u05d9\u05ea \u05d1\u05e7\u05d5\u05e4\u05ea \u05d4\u05d2\u05de\u05dc<\/strong><\/p><\/td><td width=\"76\"><p><strong>\u05e1\u05e2\u05d9\u05e3 \u05e8\u05dc\u05d5\u05d5\u05e0\u05d8\u05d9 \u05d1\u05e4\u05e7\u05d5\u05d3\u05ea \u05de\u05e1 \u05d4\u05db\u05e0\u05e1\u05d4<\/strong><\/p><\/td><td width=\"76\"><p><strong>\u05e1\u05d5\u05d2 \u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1<\/strong><\/p><\/td><td width=\"132\"><p><strong>\u05e4\u05e8\u05de\u05d9\u05d4 \u05de\u05e8\u05d1\u05d9\u05ea \u05dc\u05e0\u05d9\u05e6\u05d5\u05dc \u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1<\/strong><\/p><\/td><\/tr><tr><td width=\"59\"><p>\u05e9\u05db\u05d9\u05e8<\/p><\/td><td width=\"83\"><p>\u05e2\u05de\u05d9\u05ea \u05dc\u05d0 \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e9\u05db\u05d9\u05e8<\/p><\/td><td width=\"76\"><p>45(\u05d0)(\u05d3)<\/p><\/td><td width=\"76\"><p>\u05d6\u05d9\u05db\u05d5\u05d9 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 35%<\/p><\/td><td width=\"132\"><p>\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 7% \u05de\u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d5\u05e2\u05d3 9,400 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><\/td><\/tr><tr><td width=\"59\"><p>\u05e9\u05db\u05d9\u05e8<\/p><\/td><td width=\"83\"><p>\u05e2\u05de\u05d9\u05ea \u05dc\u05d0 \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>45(\u05d0)(\u05d3)<\/p><\/td><td width=\"76\"><p>\u05d6\u05d9\u05db\u05d5\u05d9 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 35%<\/p><\/td><td width=\"132\"><p>5% \u05de\u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d5\u05e2\u05d3 9,400 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9 \u05d5\u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05d4\u05e1\u05db\u05d5\u05de\u05d9\u05dd \u05e9\u05d4\u05d5\u05e4\u05e7\u05d3\u05d5 \u05db\u05e2\u05de\u05d9\u05ea \u05e9\u05db\u05d9\u05e8<\/p><\/td><\/tr><tr><td width=\"59\"><p>\u05e9\u05db\u05d9\u05e8<\/p><\/td><td width=\"83\"><p>\u05e2\u05de\u05d9\u05ea \u05dc\u05d0 \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>47(\u05d1)(2)<\/p><\/td><td width=\"76\"><p>\u05e0\u05d9\u05db\u05d5\u05d9<\/p><\/td><td width=\"132\"><p>5% \u05de\u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d5\u05e2\u05d3 \u05ea\u05e7\u05e8\u05d4 \u05e9\u05dc 9,400 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><\/td><\/tr><tr><td width=\"59\"><p>\u05e9\u05db\u05d9\u05e8<\/p><\/td><td width=\"83\"><p>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e9\u05db\u05d9\u05e8<\/p><\/td><td width=\"76\"><p>45\u05d0(\u05d4)<\/p><\/td><td width=\"76\"><p>\u05d6\u05d9\u05db\u05d5\u05d9 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 35%<\/p><\/td><td width=\"132\"><p>7% \u05de\u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d5\u05e2\u05d3 9,400 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><\/td><\/tr><tr><td width=\"59\"><p>\u05e9\u05db\u05d9\u05e8<\/p><\/td><td width=\"83\"><p>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>45\u05d0(\u05d4)<\/p><\/td><td width=\"76\"><p>\u05d6\u05d9\u05db\u05d5\u05d9 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 35%<\/p><\/td><td width=\"132\"><p>5% \u05de\u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05e2\u05d3 \u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d1\u05e8\u05d5\u05d8\u05d5 \u05e9\u05dc 18,800 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9 \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05d4\u05e0\u05de\u05d5\u05da \u05de\u05d1\u05d9\u05df \u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d4\u05de\u05d1\u05d5\u05d8\u05d7\u05ea \u05d0\u05d5 9,400 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><\/td><\/tr><tr><td width=\"59\"><p>\u05e9\u05db\u05d9\u05e8<\/p><\/td><td width=\"83\"><p>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>47(\u05d11)(2)<\/p><\/td><td width=\"76\"><p>\u05e0\u05d9\u05db\u05d5\u05d9<\/p><\/td><td width=\"132\"><p>11% \u05de\u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d4\u05dc\u05d0 \u05de\u05d1\u05d5\u05d8\u05d7\u05ea \u05e2\u05d3 9,400 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9 \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d4\u05de\u05d1\u05d5\u05d8\u05d7\u05ea.<\/p><p><strong>\u05db\u05db\u05dc \u05e9\u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d4\u05de\u05d1\u05d5\u05d8\u05d7\u05ea \u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc 23,500 \u05e9&quot;\u05d7 \u05dc\u05d0 \u05d9\u05d5\u05ea\u05e8 \u05d4\u05e0\u05d9\u05db\u05d5\u05d9.<\/strong><\/p><\/td><\/tr><\/tbody><\/table><p><strong>\u05d4\u05d8\u05d1\u05d5\u05ea \u05de\u05e1 \u05dc\u05e2\u05e6\u05de\u05d0\u05d9\u05d9\u05dd \u05d5\u05d1\u05e2\u05dc\u05d9 \u05d4\u05db\u05e0\u05e1\u05d4 \u05de\u05e2\u05d5\u05e8\u05d1\u05ea (\u05e9\u05db\u05d9\u05e8 \u05d5\u05e2\u05e6\u05de\u05d0\u05d9) \u05d4\u05de\u05e4\u05e7\u05d9\u05d3\u05d9\u05dd\u00a0\u05dc\u05de\u05db\u05e9\u05d9\u05e8 \u05d7\u05e1\u05db\u05d5\u05df \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9:<\/strong><\/p><table width=\"634\"><tbody><tr><td width=\"95\"><p><strong>\u05de\u05e2\u05de\u05d3 \u05d4\u05e0\u05d9\u05e9\u05d5\u05dd<\/strong><\/p><\/td><td width=\"76\"><p><strong>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1 \/ \u05e2\u05de\u05d9\u05ea \u05dc\u05d0 \u05de\u05d5\u05d8\u05d1<\/strong><\/p><\/td><td width=\"76\"><p><strong>\u05de\u05e2\u05de\u05d3 \u05d4\u05e2\u05de\u05d9\u05ea \u05d1\u05e7\u05d5\u05e4\u05ea \u05d4\u05d2\u05de\u05dc<\/strong><\/p><\/td><td width=\"76\"><p><strong>\u05e1\u05e2\u05d9\u05e3 \u05e8\u05dc\u05d5\u05d5\u05e0\u05d8\u05d9 \u05d1\u05e4\u05e7\u05d5\u05d3\u05ea \u05de\u05e1 \u05d4\u05db\u05e0\u05e1\u05d4<\/strong><\/p><\/td><td width=\"76\"><p><strong>\u05e1\u05d5\u05d2 \u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1<\/strong><\/p><\/td><td width=\"236\"><p><strong>\u05e4\u05e8\u05de\u05d9\u05d4 \u05de\u05e8\u05d1\u05d9\u05ea \u05dc\u05e0\u05d9\u05e6\u05d5\u05dc \u05d4\u05d8\u05d1\u05ea \u05d4\u05de\u05e1<\/strong><\/p><\/td><\/tr><tr><td width=\"95\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>\u05e2\u05de\u05d9\u05ea \u05e9\u05d0\u05d9\u05e0\u05d5 \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>\u00a0<\/p><\/td><td width=\"76\"><p>\u05d6\u05d9\u05db\u05d5\u05d9 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 35%<\/p><\/td><td width=\"236\"><p>\u05d0\u05dd \u05e7\u05d9\u05d9\u05de\u05ea \u05d6\u05db\u05d0\u05d5\u05ea \u05dc\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d1\u05e9\u05dc \u05e8\u05db\u05d9\u05e9\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05de\u05e4\u05e0\u05d9 \u05d0\u05d5\u05d1\u05d3\u05df \u05db\u05d5\u05e9\u05e8 \u05e2\u05d1\u05d5\u05d3\u05d4 : 5% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05de\u05d5\u05d2\u05d1\u05dc \u05d1- 13,300 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><p style=\"direction: rtl;\">\u05d0\u05dd \u05dc\u05d0 \u05e7\u05d9\u05d9\u05de\u05ea \u05d6\u05db\u05d0\u05d5\u05ea \u05dc\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d1\u05e9\u05dc \u05e8\u05db\u05d9\u05e9\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05de\u05e4\u05e0\u05d9 \u05d0\u05d5\u05d1\u05d3\u05df \u05db\u05d5\u05e9\u05e8 \u05e2\u05d1\u05d5\u05d3\u05d4: 5.5% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05de\u05d5\u05d2\u05d1\u05dc \u05d1- 13,300 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><\/td><\/tr><tr><td width=\"95\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>\u05e2\u05de\u05d9\u05ea \u05e9\u05d0\u05d9\u05e0\u05d5 \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>\u00a0<\/p><\/td><td width=\"76\"><p>\u05e0\u05d9\u05db\u05d5\u05d9<\/p><\/td><td width=\"236\"><p>11% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4, \u05de\u05d5\u05d2\u05d1\u05dc \u05d1-13,300 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><\/td><\/tr><tr><td width=\"95\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>47(\u05d11)<\/p><\/td><td width=\"76\"><p>\u05e0\u05d9\u05db\u05d5\u05d9<\/p><\/td><td width=\"236\"><p>11% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4, \u05de\u05d5\u05d2\u05d1\u05dc \u05d1-18,800 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><\/td><\/tr><tr><td width=\"95\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>45\u05d0(\u05d4)<\/p><\/td><td width=\"76\"><p>\u05d6\u05d9\u05db\u05d5\u05d9 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 35%<\/p><\/td><td width=\"236\"><p>\u05d0\u05dd \u05e7\u05d9\u05d9\u05de\u05ea \u05d6\u05db\u05d0\u05d5\u05ea \u05dc\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d1\u05e9\u05dc \u05e8\u05db\u05d9\u05e9\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05de\u05e4\u05e0\u05d9 \u05d0\u05d5\u05d1\u05d3\u05df \u05db\u05d5\u05e9\u05e8 \u05e2\u05d1\u05d5\u05d3\u05d4: 5% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05de\u05d5\u05d2\u05d1\u05dc \u05d1- 18,800 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><p>\u05d0\u05dd \u05dc\u05d0 \u05e7\u05d9\u05d9\u05de\u05ea \u05d6\u05db\u05d0\u05d5\u05ea \u05dc\u05d4\u05d5\u05e6\u05d0\u05d4 \u05d1\u05e9\u05dc \u05e8\u05db\u05d9\u05e9\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05de\u05e4\u05e0\u05d9 \u05d0\u05d5\u05d1\u05d3\u05df \u05db\u05d5\u05e9\u05e8 \u05e2\u05d1\u05d5\u05d3\u05d4: 5.5% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05de\u05d5\u05d2\u05d1\u05dc \u05d1-18,800 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><\/td><\/tr><tr><td width=\"95\"><p>\u05e9\u05db\u05d9\u05e8+\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e9\u05db\u05d9\u05e8<\/p><\/td><td width=\"76\"><p>45\u05d0(\u05d4)<\/p><\/td><td width=\"76\"><p>\u05d6\u05d9\u05db\u05d5\u05d9 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 35%<\/p><\/td><td width=\"236\"><p>7% \u05de\u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05e2\u05d3 9,400 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><\/td><\/tr><tr><td width=\"95\"><p>\u05e9\u05db\u05d9\u05e8+\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>45\u05d0(\u05d4)<\/p><\/td><td width=\"76\"><p>\u05d6\u05d9\u05db\u05d5\u05d9 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 35%<\/p><\/td><td width=\"236\"><p>5% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05dc\u05d0 \u05de\u05d1\u05d5\u05d8\u05d7\u05ea, \u05de\u05d5\u05d2\u05d1\u05dc \u05d1\u05d4\u05db\u05e0\u05e1\u05d4 \u05d1\u05e8\u05d5\u05d8\u05d5 \u05e9\u05dc 18,800 \u05e9&quot;\u05d7, \u05d5\u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05d4\u05e0\u05de\u05d5\u05da \u05de\u05d1\u05d9\u05df \u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d4\u05de\u05d1\u05d5\u05d8\u05d7\u05ea \u05d0\u05d5 9,400 \u20aa \u05dc\u05d7\u05d5\u05d3\u05e9<\/p><\/td><\/tr><tr><td width=\"95\"><p>\u05e9\u05db\u05d9\u05e8+\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>\u05e2\u05de\u05d9\u05ea \u05de\u05d5\u05d8\u05d1<\/p><\/td><td width=\"76\"><p>\u05e2\u05e6\u05de\u05d0\u05d9<\/p><\/td><td width=\"76\"><p>47(\u05d11)<\/p><\/td><td width=\"76\"><p>\u05e0\u05d9\u05db\u05d5\u05d9<\/p><\/td><td width=\"236\"><p>11% \u05de\u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05dc\u05d0 \u05de\u05d1\u05d5\u05d8\u05d7\u05ea \u05e2\u05d3 9,400 \u05e9&quot;\u05d7 \u05dc\u05d7\u05d5\u05d3\u05e9 \u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d4\u05de\u05d1\u05d5\u05d8\u05d7\u05ea.<\/p><p><strong>\u05db\u05db\u05dc \u05e9\u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d4\u05de\u05d1\u05d5\u05d8\u05d7\u05ea \u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc 23,500 \u05e9&quot;\u05d7 \u05dc\u05d0 \u05d9\u05d5\u05ea\u05e8 \u05d4\u05e0\u05d9\u05db\u05d5\u05d9<\/strong><\/p><\/td><\/tr><\/tbody><\/table><p><strong><u>\u00a0<\/u><\/strong><\/p><p>\u00a0<\/p>"}},{"@type":"Question","name":"\u05db\u05dc\u05dc\u05d9 \u05de\u05e9\u05d9\u05db\u05d4 \u05e9\u05dc \u05db\u05e1\u05e4\u05d9 \u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05de\u05ea\u05d5\u05db\u05e0\u05d9\u05d5\u05ea \u05e7\u05e6\u05d1\u05d4 \u05d5\u05d4\u05d5\u05df","acceptedAnswer":{"@type":"Answer","text":"<p><strong>\u05db\u05dc\u05dc\u05d9 \u05d4\u05de\u05e9\u05d9\u05db\u05d4 \u05e9\u05dc \u05db\u05e1\u05e4\u05d9 \u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05d1\u05e7\u05e6\u05d1\u05d4:<\/strong><\/p><table width=\"500\"><tbody><tr><td width=\"75\"><p><strong>\u05de\u05e2\u05de\u05d3 \u05d4\u05e2\u05de\u05d9\u05ea<\/strong><\/p><\/td><td width=\"98\"><p><strong>\u05e9\u05db\u05d9\u05e8<\/strong><\/p><\/td><td width=\"68\"><p><strong>\u05e9\u05db\u05d9\u05e8<\/strong><\/p><\/td><td width=\"71\"><p><strong>\u05e2\u05e6\u05de\u05d0\u05d9 \u05d1\u05e7\u05e8\u05df \u05e4\u05e0\u05e1\u05d9\u05d4<\/strong><\/p><\/td><td width=\"61\"><p><strong>\u05e2\u05e6\u05de\u05d0\u05d9 \u05d1\u05e7\u05e8\u05df \u05e4\u05e0\u05e1\u05d9\u05d4<\/strong><\/p><\/td><td width=\"65\"><p><strong>\u05e2\u05e6\u05de\u05d0\u05d9 \u05d1\u05e4\u05d5\u05dc\u05d9\u05e1\u05d5\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05e9\u05e0\u05e4\u05ea\u05d7\u05d5 \u05e2\u05d3 30.4.1997<\/strong><\/p><\/td><td width=\"62\"><p><strong>\u05e2\u05e6\u05de\u05d0\u05d9 \u05d1\u05e4\u05d5\u05dc\u05d9\u05e1\u05d5\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05e9\u05e0\u05e4\u05ea\u05d7\u05d5 \u05dc\u05d0\u05d7\u05e8 1.5.1997<\/strong><\/p><\/td><\/tr><tr><td width=\"75\"><p><strong>\u05de\u05d5\u05e2\u05d3 \u05e6\u05d1\u05d9\u05e8\u05ea \u05d4\u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd<\/strong><\/p><\/td><td width=\"98\"><p>\u05e2\u05d3 31.12.1999<\/p><\/td><td width=\"68\"><p>\u05d4\u05d7\u05dc \u05de- 1.1.2000<\/p><\/td><td width=\"71\"><p>\u05e2\u05d3 30.04.1997<\/p><\/td><td width=\"61\"><p>\u05d4\u05d7\u05dc \u05de- 1.5.1997<\/p><\/td><td width=\"65\"><p>\u05e2\u05d3 31.12.1999<\/p><\/td><td width=\"62\"><p>\u05de\u05de\u05d5\u05e2\u05d3 \u05ea\u05d7\u05d9\u05dc\u05ea \u05d4\u05e4\u05d5\u05dc\u05d9\u05e1\u05d4<\/p><\/td><\/tr><tr><td width=\"75\"><p><strong>\u05ea\u05e0\u05d0\u05d9\u05dd \u05dc\u05de\u05e9\u05d9\u05db\u05ea \u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd\u00a0 \u05db\u05e1\u05db\u05d5\u05dd \u05d7\u05d3 \u05e4\u05e2\u05de\u05d9 \u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1<\/strong><\/p><\/td><td width=\"98\"><p>\u05db\u05e2\u05d1\u05d5\u05e8 6 \u05d7\u05d5\u05d3\u05e9\u05d9\u05dd \u05de\u05de\u05d5\u05e2\u05d3 \u05e2\u05d6\u05d9\u05d1\u05ea \u05e2\u05d1\u05d5\u05d3\u05d4, \u05d1\u05de\u05e7\u05e8\u05d4 \u05e9\u05dc\u05d0 \u05d4\u05d7\u05dc \u05dc\u05e2\u05d1\u05d5\u05d3 \u05d0\u05e6\u05dc \u05de\u05e2\u05d1\u05d9\u05d3 \u05d0\u05d7\u05e8 \u05d0\u05d5 \u05d4\u05d7\u05dc \u05dc\u05e2\u05d1\u05d5\u05d3 \u05db\u05e2\u05e6\u05de\u05d0\u05d9.<\/p><p>\u05dc\u05d0\u05d7\u05e8 13 \u05d7\u05d5\u05d3\u05e9, \u05d1\u05de\u05e7\u05e8\u05d4 \u05e9\u05e2\u05d1\u05e8 \u05dc\u05de\u05e2\u05e1\u05d9\u05e7 \u05d7\u05d3\u05e9 \u05e9\u05d0\u05d9\u05e0\u05d5 \u05de\u05e9\u05dc\u05dd \u05dc\u05d1\u05d9\u05d8\u05d5\u05d7 \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9 (\u05dc\u05d0 \u05e8\u05dc\u05d5\u05d5\u05e0\u05d8\u05d9 \u05dc\u05d0\u05d7\u05e8 \u05e6\u05d5 \u05d4\u05e8\u05d7\u05d1\u05d4 \u05dc\u05e4\u05e0\u05e1\u05d9\u05d4 \u05d7\u05d5\u05d1\u05d4).<\/p><p>\u05d1\u05d2\u05d9\u05dc 60 \u05d0\u05dd \u05e4\u05e8\u05e9 \u05d4\u05e2\u05de\u05d9\u05ea \u05d0\u05d5 \u05e6\u05de\u05e6\u05dd \u05e2\u05d1\u05d5\u05d3\u05ea\u05d5 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 50% \u05dc\u05e4\u05d7\u05d5\u05ea.<\/p><p>\u05d1\u05db\u05dc \u05d2\u05d9\u05dc \u05de\u05e1\u05d9\u05d1\u05d5\u05ea \u05e1\u05d5\u05e6\u05d9\u05d0\u05dc\u05d9\u05d5\u05ea \u05d0\u05d5 \u05e8\u05e4\u05d5\u05d0\u05d9\u05d5\u05ea.<\/p><\/td><td width=\"68\"><p>\u05d4\u05d7\u05dc \u05de\u05d2\u05d9\u05dc 60 \u05d5\u05e8\u05e7 \u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05d4\u05d9\u05d5\u05d5\u05df \u05e7\u05e6\u05d1\u05d4 \u05e4\u05d8\u05d5\u05e8\u05d4<\/p><p>\u00a0<\/p><\/td><td width=\"71\"><p>\u05d2\u05d9\u05dc 60 \u05dc\u05d0\u05d7\u05e8 5 \u05e9\u05e0\u05d5\u05ea \u05d5\u05ea\u05e7 \u05d0\u05d5 \u05dc\u05d0\u05d7\u05e8 15 \u05e9\u05e0\u05d5\u05ea \u05d5\u05ea\u05e7 \u05d1\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05dc\u05dc\u05d0 \u05ea\u05dc\u05d5\u05ea \u05d1\u05d2\u05d9\u05dc<\/p><p>\u00a0<\/p><\/td><td width=\"61\"><p>\u05d4\u05d7\u05dc \u05de\u05d2\u05d9\u05dc 60 \u05d5\u05e8\u05e7 \u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05d4\u05d9\u05d5\u05d5\u05df \u05e7\u05e6\u05d1\u05d4 \u05e4\u05d8\u05d5\u05e8\u05d4<\/p><p>\u00a0<\/p><\/td><td width=\"65\"><p>\u05d2\u05d9\u05dc 60 \u05dc\u05d0\u05d7\u05e8 5 \u05e9\u05e0\u05d5\u05ea \u05d5\u05ea\u05e7 \u05d0\u05d5 \u05dc\u05d0\u05d7\u05e8 15 \u05e9\u05e0\u05d5\u05ea \u05d5\u05ea\u05e7 \u05d1\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05dc\u05dc\u05d0 \u05ea\u05dc\u05d5\u05ea \u05d1\u05d2\u05d9\u05dc<\/p><p>\u00a0<\/p><\/td><td width=\"62\"><p>\u05d4\u05d7\u05dc \u05de\u05d2\u05d9\u05dc 60 \u05d5\u05e8\u05e7 \u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05d4\u05d9\u05d5\u05d5\u05df \u05e7\u05e6\u05d1\u05d4 \u05e4\u05d8\u05d5\u05e8\u05d4<\/p><p>\u00a0<\/p><\/td><\/tr><tr><td width=\"75\"><p><strong>\u05ea\u05e0\u05d0\u05d9\u05dd \u05dc\u05de\u05e9\u05d9\u05db\u05d4 \u05db\u05e7\u05e6\u05d1\u05d4 \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea<\/strong><\/p><\/td><td width=\"98\"><p>\u05d2\u05d9\u05dc 60 \u05dc\u05e4\u05d7\u05d5\u05ea<\/p><\/td><td width=\"68\"><p>\u05d2\u05d9\u05dc 60 \u05dc\u05e4\u05d7\u05d5\u05ea<\/p><\/td><td width=\"71\"><p>\u05d2\u05d9\u05dc 60 \u05dc\u05e4\u05d7\u05d5\u05ea<\/p><\/td><td width=\"61\"><p>\u05d2\u05d9\u05dc 60 \u05dc\u05e4\u05d7\u05d5\u05ea<\/p><\/td><td width=\"65\"><p>\u05d2\u05d9\u05dc 60 \u05dc\u05e4\u05d7\u05d5\u05ea<\/p><\/td><td width=\"62\"><p>\u05d2\u05d9\u05dc 60 \u05dc\u05e4\u05d7\u05d5\u05ea<\/p><\/td><\/tr><\/tbody><\/table><p>\u00a0<\/p><p><strong>\u05db\u05dc\u05dc\u05d9 \u05de\u05e9\u05d9\u05db\u05d4 \u05e9\u05dc \u05db\u05e1\u05e4\u05d9 \u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05d4\u05d5\u05e0\u05d9\u05d9\u05dd <\/strong><\/p><table width=\"500\"><tbody><tr><td width=\"75\"><p><strong>\u05de\u05d5\u05e2\u05d3 \u05e6\u05d1\u05d9\u05e8\u05ea \u05d4\u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd<\/strong><\/p><p><strong>\u00a0<\/strong><\/p><\/td><td width=\"98\"><p>\u05e2\u05d3\u00a0 31.12.2004<\/p><\/td><td width=\"68\"><p>\u05de- 1.1.2005 \u05d5\u05e2\u05d3 &#8211;\u00a0 31.12.2007<\/p><\/td><td width=\"71\"><p>\u05de-\u00a0 1.1.2008<\/p><\/td><td width=\"61\"><p>\u05e2\u05d3 -31.12.2005<\/p><\/td><td width=\"65\"><p>\u05de- 1.1.2006<\/p><\/td><td width=\"62\"><p>\u05de- 1.1.2008<\/p><\/td><\/tr><tr><td width=\"75\"><p><strong>\u05de\u05e2\u05de\u05d3 \u05d4\u05e2\u05de\u05d9\u05ea<\/strong><\/p><\/td><td width=\"98\"><p><strong>\u05e9\u05db\u05d9\u05e8<\/strong><\/p><\/td><td width=\"68\"><p><strong>\u05e9\u05db\u05d9\u05e8<\/strong><\/p><\/td><td width=\"71\"><p><strong>\u05e9\u05db\u05d9\u05e8<\/strong><\/p><\/td><td width=\"61\"><p><strong>\u05e2\u05e6\u05de\u05d0\u05d9<\/strong><\/p><\/td><td width=\"65\"><p><strong>\u05e2\u05e6\u05de\u05d0\u05d9<\/strong><\/p><\/td><td width=\"62\"><p><strong>\u05e2\u05e6\u05de\u05d0\u05d9<\/strong><\/p><\/td><\/tr><tr><td width=\"75\"><p><strong>\u05ea\u05e0\u05d0\u05d9\u05dd \u05dc\u05de\u05e9\u05d9\u05db\u05ea \u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd\u00a0 \u05db\u05e1\u05db\u05d5\u05dd \u05d7\u05d3 \u05e4\u05e2\u05de\u05d9 \u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 (\u05d0\u05d7\u05d3 \u05de\u05d4\u05ea\u05e0\u05d0\u05d9\u05dd \u05de\u05e1\u05e4\u05d9\u05e7)<\/strong><\/p><\/td><td width=\"98\"><p>\u05db\u05e2\u05d1\u05d5\u05e8 6 \u05d7\u05d5\u05d3\u05e9\u05d9\u05dd \u05de\u05de\u05d5\u05e2\u05d3 \u05e2\u05d6\u05d9\u05d1\u05ea \u05e2\u05d1\u05d5\u05d3\u05d4, \u05d5\u05d1\u05de\u05e7\u05e8\u05d4 \u05e9\u05dc\u05d0 \u05d4\u05d7\u05dc \u05dc\u05e2\u05d1\u05d5\u05d3 \u05d0\u05e6\u05dc \u05de\u05e2\u05d1\u05d9\u05d3 \u05d0\u05d7\u05e8 \u05d0\u05d5 \u05d4\u05d7\u05dc \u05dc\u05e2\u05d1\u05d5\u05d3 \u05db\u05e2\u05e6\u05de\u05d0\u05d9<\/p><p>\u05dc\u05d0\u05d7\u05e8 13 \u05d7\u05d5\u05d3\u05e9 \u05d1\u05de\u05d9\u05d3\u05d4 \u05d5\u05e2\u05d1\u05e8 \u05dc\u05de\u05e2\u05e1\u05d9\u05e7 \u05d7\u05d3\u05e9 \u05e9\u05d0\u05d9\u05e0\u05d5 \u05de\u05e9\u05dc\u05dd \u05dc\u05d1\u05d9\u05d8\u05d5\u05d7 \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9 (\u05dc\u05d0 \u05e8\u05dc\u05d5\u05d5\u05e0\u05d8\u05d9 \u05dc\u05d0\u05d7\u05e8 \u05e6\u05d5 \u05d4\u05e8\u05d7\u05d1\u05d4 \u05dc\u05e4\u05e0\u05e1\u05d9\u05d4 \u05d7\u05d5\u05d1\u05d4)<\/p><p>\u05d1\u05d2\u05d9\u05dc 60 \u05d0\u05dd \u05e4\u05e8\u05e9 \u05d4\u05e2\u05de\u05d9\u05ea \u05d0\u05d5 \u05e6\u05de\u05e6\u05dd \u05e2\u05d1\u05d5\u05d3\u05ea\u05d5 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 50% \u05dc\u05e4\u05d7\u05d5\u05ea<\/p><p>\u05de\u05e1\u05d9\u05d1\u05d5\u05ea \u05e1\u05d5\u05e6\u05d9\u05d0\u05dc\u05d9\u05d5\u05ea \u05d0\u05d5 \u05e8\u05e4\u05d5\u05d0\u05d9\u05d5\u05ea \u05d1\u05db\u05dc \u05d2\u05d9\u05dc<\/p><\/td><td width=\"68\"><p>\u05de\u05d2\u05d9\u05dc 60 + \u05d5\u05ea\u05e7 \u05e9\u05dc 5 \u05e9\u05e0\u05d9\u05dd\u00a0 (\u05dc\u05dc\u05d0 \u05e6\u05d5\u05e8\u05da \u05d1\u05e2\u05d6\u05d9\u05d1\u05ea \u05e2\u05d1\u05d5\u05d3\u05d4 \u05d5\u05d6\u05d0\u05ea \u05dc\u05de\u05e2\u05d8 \u05d7\u05d1\u05e8 \u05d1\u05e2\u05dc \u05e9\u05dc\u05d9\u05d8\u05d4) &#8211; \u05e2\u05de\u05d9\u05d3\u05d4 \u05d1\u05ea\u05e0\u05d0\u05d9 \u05d6\u05d4 \u05de\u05d0\u05e4\u05e9\u05e8\u05ea \u05de\u05e9\u05d9\u05db\u05ea \u05db\u05dc \u05db\u05e1\u05e4\u05d9 \u05d4\u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05d4\u05d4\u05d5\u05e0\u05d9\u05d9\u05dd \u05db\u05d5\u05dc\u05dc \u05d0\u05dc\u05d5 \u05e9\u05e0\u05e6\u05d1\u05e8\u05d5 \u05dc\u05e4\u05e0\u05d9 01\/05 \u05d1\u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1.<\/p><\/td><td width=\"71\"><p>\u05d4\u05d7\u05dc \u05de\u05d2\u05d9\u05dc 60 \u05d5\u05e8\u05e7 \u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05d4\u05d9\u05d5\u05d5\u05df \u05e7\u05e6\u05d1\u05d4 \u05e4\u05d8\u05d5\u05e8\u05d4<\/p><p>\u00a0<\/p><\/td><td width=\"61\"><p>\u05de\u05d2\u05d9\u05dc 60 \u05d5\u05d1\u05ea\u05e0\u05d0\u05d9 \u05e9\u05d7\u05dc\u05e4\u05d5 5 \u05e9\u05e0\u05d9\u05dd \u05dc\u05e4\u05d7\u05d5\u05ea \u05de\u05d9\u05d5\u05dd \u05ea\u05d7\u05d9\u05dc\u05ea \u05d4\u05ea\u05d5\u05db\u05e0\u05d9\u05ea \u05d0\u05d5 \u05dc\u05d0\u05d7\u05e8 15 \u05e9\u05e0\u05d5\u05ea \u05d5\u05ea\u05e7<\/p><p>\u00a0<\/p><\/td><td width=\"65\"><p>\u05de\u05d2\u05d9\u05dc 60 \u05d5\u05d1\u05ea\u05e0\u05d0\u05d9 \u05e9\u05d7\u05dc\u05e4\u05d5 5 \u05e9\u05e0\u05d9\u05dd \u05dc\u05e4\u05d7\u05d5\u05ea \u05de\u05d9\u05d5\u05dd \u05ea\u05d7\u05d9\u05dc\u05ea \u05d4\u05ea\u05d5\u05db\u05e0\u05d9\u05ea<\/p><p>\u00a0<\/p><\/td><td width=\"62\"><p>\u05d4\u05d7\u05dc \u05de\u05d2\u05d9\u05dc 60 \u05d5\u05e8\u05e7 \u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05d4\u05d9\u05d5\u05d5\u05df \u05e7\u05e6\u05d1\u05d4 \u05e4\u05d8\u05d5\u05e8\u05d4<\/p><p>\u00a0<\/p><\/td><\/tr><tr><td width=\"75\"><p><strong>\u05ea\u05e0\u05d0\u05d9\u05dd \u05dc\u05de\u05e9\u05d9\u05db\u05d4 \u05db\u05e7\u05e6\u05d1\u05d4 \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea<\/strong><\/p><\/td><td width=\"98\"><p>\u05d0\u05d9\u05df \u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05d1\u05ea\u05e0\u05d0\u05d9 \u05d4\u05ea\u05d5\u05db\u05e0\u05d9\u05ea<\/p><\/td><td width=\"68\"><p>\u05d0\u05d9\u05df \u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05d1\u05ea\u05e0\u05d0\u05d9 \u05d4\u05ea\u05d5\u05db\u05e0\u05d9\u05ea<\/p><\/td><td width=\"71\"><p>\u05d4\u05d7\u05dc \u05de\u05d2\u05d9\u05dc 60<\/p><\/td><td width=\"61\"><p>\u05d0\u05d9\u05df \u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05d1\u05ea\u05e0\u05d0\u05d9 \u05d4\u05ea\u05d5\u05db\u05e0\u05d9\u05ea<\/p><\/td><td width=\"65\"><p>\u05d0\u05d9\u05df \u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05d1\u05ea\u05e0\u05d0\u05d9 \u05d4\u05ea\u05d5\u05db\u05e0\u05d9\u05ea<\/p><\/td><td width=\"62\"><p>\u05d4\u05d7\u05dc \u05de\u05d2\u05d9\u05dc 60<\/p><\/td><\/tr><\/tbody><\/table><p>\u00a0<\/p>"}},{"@type":"Question","name":"\u05db\u05dc\u05dc\u05d9 \u05de\u05e9\u05d9\u05db\u05d4 \u05e0\u05d5\u05e1\u05e4\u05d9\u05dd \u05e9\u05dc \u05db\u05e1\u05e4\u05d9 \u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd","acceptedAnswer":{"@type":"Answer","text":"<p>\u05e0\u05d9\u05ea\u05df \u05dc\u05de\u05e9\u05d5\u05da \u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05db\u05e1\u05db\u05d5\u05dd \u05d7\u05d3-\u05e4\u05e2\u05de\u05d9 \u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05de\u05db\u05dc \u05e1\u05d5\u05d2\u05d9 \u05d4\u05ea\u05d5\u05db\u05e0\u05d9\u05d5\u05ea \u05dc\u05dc\u05d0 \u05ea\u05dc\u05d5\u05ea \u05d1\u05d5\u05d5\u05ea\u05e7 \u05d0\u05d5 \u05d1\u05d2\u05d9\u05dc \u05d5\u05d6\u05d0\u05ea \u05e2\u05e7\u05d1 \u05d4\u05e1\u05d9\u05d1\u05d5\u05ea \u05d4\u05e1\u05d5\u05e6\u05d9\u05d0\u05dc\u05d9\u05d5\u05ea \u05d0\u05d5 \u05d4\u05e8\u05e4\u05d5\u05d0\u05d9\u05d5\u05ea \u05d4\u05d1\u05d0\u05d5\u05ea:<\/p><p><strong>\u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05e0\u05de\u05d5\u05db\u05d5\u05ea<\/strong><\/p><p>\u05db\u05db\u05dc \u05e9\u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05d4\u05e2\u05de\u05d9\u05ea \u05d1\u05e6\u05d9\u05e8\u05d5\u05e3 \u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05d1\u05df\/\u05d1\u05ea \u05d4\u05d6\u05d5\u05d2 (\u05dc\u05e8\u05d1\u05d5\u05ea \u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05e4\u05d8\u05d5\u05e8\u05d5\u05ea \u05de\u05de\u05e1, \u05e7\u05e6\u05d1\u05d0\u05d5\u05ea \u05d9\u05dc\u05d3\u05d9\u05dd, \u05e0\u05db\u05d5\u05ea \u05d5\u05db\u05d5')\u00a0 <strong>\u05d0\u05d9\u05e0\u05df \u05e2\u05d5\u05dc\u05d5\u05ea<\/strong> \u05e2\u05dc \u05e9\u05db\u05e8 \u05d4\u05de\u05d9\u05e0\u05d9\u05de\u05d5\u05dd \u05dc\u05d7\u05d5\u05d3\u05e9 (5,300 \u20aa \u05dc\u05e9\u05e0\u05ea 2023), \u05d5\u05d1\u05de\u05e7\u05e8\u05d4 \u05e9\u05d9\u05e9 \u05dc\u05e4\u05d7\u05d5\u05ea \u05d9\u05dc\u05d3 \u05d0\u05d7\u05d3 \u05e9\u05d2\u05d9\u05dc\u05d5 \u05de\u05ea\u05d7\u05ea \u05dc-18, \u05d0\u05d6 \u05d4\u05ea\u05e7\u05e8\u05d4 \u05ea\u05d4\u05d9\u05d4 \u05e4\u05e2\u05de\u05d9\u05d9\u05dd \u05e9\u05db\u05e8 \u05d4\u05de\u05d9\u05e0\u05d9\u05de\u05d5\u05dd, \u05d9\u05e9\u05d5\u05dc\u05dd \u05de\u05d3\u05d9 \u05d7\u05d5\u05d3\u05e9 \u05d4\u05d4\u05e4\u05e8\u05e9 \u05d1\u05dc\u05d1\u05d3 \u05db\u05e1\u05db\u05d5\u05dd \u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1.<\/p><p><strong>\u05d4\u05d5\u05e6\u05d0\u05d5\u05ea \u05e8\u05e4\u05d5\u05d0\u05d9\u05d5\u05ea<\/strong><\/p><p>\u05db\u05db\u05dc \u05e9\u05e2\u05dc\u05d5\u05ea \u05d4\u05d4\u05d5\u05e6\u05d0\u05d5\u05ea \u05d4\u05e8\u05e4\u05d5\u05d0\u05d9\u05d5\u05ea \u05d1\u05d2\u05d9\u05df \u05d4\u05e2\u05de\u05d9\u05ea \u05d0\u05d5 \u05e7\u05e8\u05d5\u05d1\u05d5 \u05e2\u05d5\u05dc\u05d5\u05ea \u05e2\u05dc \u05de\u05d7\u05e6\u05d9\u05ea \u05d4\u05d4\u05db\u05e0\u05e1\u05d4 \u05d4\u05e9\u05e0\u05ea\u05d9\u05ea \u05e9\u05dc \u05d4\u05e2\u05de\u05d9\u05ea \u05d5\u05d1\u05df\/\u05d1\u05ea \u05d4\u05d6\u05d5\u05d2, \u05d5\u05de\u05e9\u05d9\u05db\u05ea \u05d4\u05db\u05e1\u05e4\u05d9\u05dd \u05d4\u05d9\u05d0 \u05dc\u05e6\u05d5\u05e8\u05da \u05e1\u05d9\u05d5\u05e2 \u05d1\u05de\u05d9\u05de\u05d5\u05e0\u05d5 \u05e9\u05dc \u05d4\u05d8\u05d9\u05e4\u05d5\u05dc \u05d4\u05e8\u05e4\u05d5\u05d0\u05d9, \u05ea\u05e9\u05dc\u05dd \u05d4\u05e7\u05d5\u05e4\u05d4 \u05d1\u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05d0\u05ea \u05d4\u05e1\u05db\u05d5\u05dd \u05d4\u05e0\u05d3\u05e8\u05e9 \u05dc\u05db\u05d9\u05e1\u05d5\u05d9 \u05d4\u05d4\u05d5\u05e6\u05d0\u05d5\u05ea \u05d4\u05e8\u05e4\u05d5\u05d0\u05d9\u05d5\u05ea \u05db\u05d0\u05de\u05d5\u05e8. \u05d4\u05d5\u05e6\u05d0\u05d5\u05ea \u05e8\u05e4\u05d5\u05d0\u05d9\u05d5\u05ea <strong>\u05d0\u05d9\u05e0\u05df \u05db\u05d5\u05dc\u05dc\u05d5\u05ea<\/strong> \u05d8\u05d9\u05e4\u05d5\u05dc\u05d9 \u05e9\u05d9\u05e0\u05d9\u05d9\u05dd.<\/p><p><strong>\u05e0\u05db\u05d5\u05ea<\/strong><\/p><p>\u05d1\u05de\u05e7\u05e8\u05d4 \u05e9\u05dc \u05e0\u05db\u05d5\u05ea \u05e6\u05de\u05d9\u05ea\u05d4 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05e9\u05dc 75% \u05dc\u05e4\u05d7\u05d5\u05ea \u05e9\u05dc \u05d4\u05e2\u05de\u05d9\u05ea \u05d0\u05d5 \u05e7\u05e8\u05d5\u05d1\u05d5, \u05d5\u05d1\u05ea\u05e0\u05d0\u05d9 \u05e9\u05e0\u05d2\u05e8\u05de\u05d4 \u05e2\u05e7\u05d1 \u05de\u05d7\u05dc\u05d4 \u05d0\u05d5 \u05e4\u05d2\u05d9\u05e2\u05d4 \u05e9\u05d0\u05e8\u05e2\u05d4 <strong>\u05dc\u05d0\u05d7\u05e8<\/strong> \u05e4\u05ea\u05d9\u05d7\u05ea \u05d4\u05d7\u05e9\u05d1\u05d5\u05df.<\/p><p><strong>\u05e4\u05d8\u05d9\u05e8\u05d4<\/strong><\/p><p>\u05d4\u05d7\u05d9\u05e1\u05db\u05d5\u05df \u05e9\u05de\u05e7\u05d5\u05e8\u05d5 \u05d1\u05db\u05e1\u05e4\u05d9 \u05d4\u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05d9\u05e9\u05d5\u05dc\u05dd \u05db\u05e1\u05db\u05d5\u05dd \u05d7\u05d3-\u05e4\u05e2\u05de\u05d9 \u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05dc\u05de\u05d5\u05d8\u05d1\u05d9\u05dd \u05db\u05e4\u05d9 \u05e9\u05e0\u05e7\u05d1\u05e2\u05d5.<\/p><p><strong>\u05e1\u05db\u05d5\u05dd \u05e6\u05d1\u05d9\u05e8\u05d4 \u05de\u05d6\u05e2\u05e8\u05d9<\/strong><\/p><p>\u05e2\u05de\u05d9\u05ea \u05e8\u05e9\u05d0\u05d9 \u05dc\u05de\u05e9\u05d5\u05da \u05d1\u05de\u05d9\u05e9\u05e8\u05d9\u05df \u05db\u05e1\u05e4\u05d9 \u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05e9\u05e0\u05e6\u05d1\u05e8\u05d5 \u05d1\u05e7\u05d5\u05e4\u05ea \u05e7\u05e6\u05d1\u05d4 \u05d1\u05de\u05e1 \u05e9\u05d5\u05dc\u05d9, \u05d5\u05dc\u05d0 \u05db\u05de\u05e9\u05d9\u05db\u05d4 \u05e9\u05dc\u05d0 \u05db\u05d3\u05d9\u05df \u05d4\u05d7\u05d9\u05d9\u05d1\u05ea \u05d1\u05de\u05e1 \u05e9\u05dc 35% \u05dc\u05e4\u05d7\u05d5\u05ea, \u05d1\u05de\u05d9\u05d3\u05d4 \u05d5\u05e7\u05d9\u05d9\u05dd \u05d0\u05ea<strong> \u05db\u05dc<\/strong> \u05d4\u05ea\u05e0\u05d0\u05d9\u05dd \u05d4\u05d1\u05d0\u05d9\u05dd :<\/p><ol><li>\u05d4\u05d2\u05d9\u05e2 \u05dc\u05d2\u05d9\u05dc \u05e4\u05e8\u05d9\u05e9\u05ea \u05d7\u05d5\u05d1\u05d4 \u05db\u05de\u05e9\u05de\u05e2\u05d5\u05ea\u05d5 \u05d1\u05d7\u05d5\u05e7 \u05d2\u05d9\u05dc \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4 (67 \u05d2\u05d1\u05e8\u05d9\u05dd \u05d5\u05e0\u05e9\u05d9\u05dd).<\/li><li>\u05e1\u05da \u05d4\u05db\u05e1\u05e4\u05d9\u05dd \u05d1\u05d7\u05e9\u05d1\u05d5\u05e0\u05d5\u05ea\u05d9\u05d5 \u05e9\u05dc \u05d4\u05e2\u05de\u05d9\u05ea \u05d1\u05e7\u05d5\u05e4\u05d5\u05ea \u05d2\u05de\u05dc \u05dc\u05e7\u05e6\u05d1\u05d4 \u05de\u05e9\u05dc\u05de\u05d5\u05ea \u05d5\u05e9\u05d0\u05d9\u05e0\u05df \u05de\u05e9\u05dc\u05de\u05d5\u05ea (\u05dc\u05de\u05e2\u05d8 \u05e7\u05e8\u05df \u05e4\u05e0\u05e1\u05d9\u05d4 \u05d5\u05ea\u05d9\u05e7\u05d4) \u05e0\u05de\u05d5\u05da \u05de\u05e1\u05db\u05d5\u05dd \u05d4\u05e6\u05d1\u05d9\u05e8\u05d4 \u05d4\u05de\u05d6\u05e2\u05e8\u05d9 (100,771 \u05e9&quot;\u05d7 \u05d1\u05e9\u05e0\u05ea 2023).<\/li><li>\u05dc\u05d0 \u05de\u05e9\u05d5\u05dc\u05de\u05ea \u05dc\u05e2\u05de\u05d9\u05ea \u05e7\u05e6\u05d1\u05d4 \u05de\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc \u05de\u05e9\u05dc\u05de\u05ea (\u05dc\u05de\u05e2\u05d8 \u05e7\u05e8\u05df \u05e4\u05e0\u05e1\u05d9\u05d4 \u05d5\u05ea\u05d9\u05e7\u05d4), \u05d5\u05d0\u05dd \u05de\u05e9\u05d5\u05dc\u05de\u05ea \u05e7\u05e6\u05d1\u05d4 \u05db\u05d0\u05de\u05d5\u05e8, \u05d1\u05ea\u05e0\u05d0\u05d9 \u05e9\u05e1\u05da \u05d4\u05e7\u05e6\u05d1\u05d0\u05d5\u05ea ( \u05dc\u05de\u05e2\u05d8 \u05e7\u05e8\u05df \u05e4\u05e0\u05e1\u05d9\u05d4 \u05d5\u05ea\u05d9\u05e7\u05d4) \u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc \u05e1\u05db\u05d5\u05dd \u05d4\u05e7\u05e6\u05d1\u05d4 \u05d4\u05de\u05d6\u05e2\u05e8\u05d9 (4,850 \u20aa \u05e0\u05db\u05d5\u05df \u05dc\u05e9\u05e0\u05ea 2023).<\/li><\/ol>"}},{"@type":"Question","name":"\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u2013 \u05de\u05ea\u05d9 \u05d5\u05d0\u05d9\u05d6\u05d4 \u05e1\u05d5\u05d2 \u05e0\u05d3\u05e8\u05e9?","acceptedAnswer":{"@type":"Answer","text":"<p>\u05e0\u05d6\u05db\u05d9\u05e8 \u05db\u05d9 \u05d1\u05d1\u05d5\u05d0\u05e0\u05d5 \u05dc\u05d1\u05e6\u05e2 \u05e4\u05e2\u05d5\u05dc\u05d5\u05ea \u05e0\u05d9\u05d5\u05d3, \u05d4\u05e4\u05e1\u05e7\u05ea \u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d0\u05d5 \u05d4\u05d2\u05d3\u05dc\u05ea \u05e9\u05d9\u05e2\u05d5\u05e8\u05d9 \u05d4\u05e4\u05e7\u05d3\u05d5\u05ea, \u05d0\u05e0\u05d5 \u05e0\u05d3\u05e8\u05e9\u05d9\u05dd \u05d1\u05de\u05d9\u05dc\u05d5\u05d9 \u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05d0\u05d5 \u05d1\u05e9\u05dc\u05d9\u05d7\u05ea \u05e1\u05d9\u05db\u05d5\u05dd \u05e9\u05d9\u05d7\u05d4 \u05dc\u05dc\u05e7\u05d5\u05d7, \u05ea\u05d5\u05da \u05de\u05ea\u05df \u05d4\u05e1\u05d1\u05e8 \u05de\u05dc\u05d0 \u05dc\u05d9\u05ea\u05e8\u05d5\u05e0\u05d5\u05ea \u05d5\u05d7\u05e1\u05e8\u05d5\u05e0\u05d5\u05ea \u05d1\u05d9\u05e6\u05d5\u05e2 \u05d4\u05e4\u05e2\u05d5\u05dc\u05d5\u05ea \u05d4\u05de\u05d5\u05de\u05dc\u05e6\u05d5\u05ea. \u05dc\u05d4\u05dc\u05df \u05d8\u05d1\u05dc\u05d4 \u05d4\u05de\u05e1\u05db\u05de\u05ea \u05d0\u05ea \u05e2\u05d9\u05e7\u05e8\u05d9 \u05d4\u05d5\u05e8\u05d0\u05d5\u05ea \u05d7\u05d5\u05d6\u05e8 \u05d4\u05d4\u05e0\u05de\u05e7\u05d4 \u05d4\u05d7\u05d3\u05e9 \u05d5\u05e1\u05d5\u05d2\u05d9 \u05d4\u05de\u05e1\u05de\u05db\u05d9\u05dd \u05d4\u05e0\u05d3\u05e8\u05e9\u05d9\u05dd \u05d1\u05db\u05dc \u05d0\u05d7\u05d3 \u05de\u05e1\u05d5\u05d2\u05d9 \u05d4\u05e4\u05e2\u05d5\u05dc\u05d5\u05ea:<\/p><table width=\"643\"><tbody><tr><td width=\"217\"><p><strong>\u05e1\u05d5\u05d2 \u05e4\u05e2\u05d5\u05dc\u05d4<\/strong><\/p><\/td><td width=\"151\"><p><strong>\u05e1\u05d5\u05d2 \u05de\u05e1\u05de\u05da \u05d4\u05d4\u05e0\u05de\u05e7\u05d4 \u05d4\u05e0\u05d3\u05e8\u05e9<\/strong><\/p><\/td><td width=\"274\"><p><strong>\u05d4\u05e2\u05e8\u05d5\u05ea<\/strong><\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05de\u05e4\u05d2\u05e9 \u05e9\u05dc \u05d1\u05e2\u05dc \u05e8\u05d9\u05e9\u05d9\u05d5\u05df \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9 \u05e2\u05dd \u05dc\u05e7\u05d5\u05d7 \u05d7\u05d3\u05e9 \u05dc\u05d0\u05d7\u05e8 \u05e7\u05d1\u05dc\u05ea \u05de\u05d9\u05d3\u05e2 \u05de\u05d4\u05de\u05e1\u05dc\u05e7\u05d4 \u05d4\u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9\u05ea<\/p><\/td><td width=\"151\"><p>\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05dc\u05d0<\/p><\/td><td width=\"274\"><p>\u05ea\u05de\u05d9\u05d3 \u05d5\u05d0\u05d9\u05df \u05d6\u05d4 \u05de\u05e9\u05e0\u05d4 \u05de\u05d4\u05d9 \u05ea\u05d5\u05e6\u05d0\u05d5\u05ea \u05d4\u05de\u05e4\u05d2\u05e9<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05e9\u05d9\u05d7\u05ea \u05e9\u05d9\u05de\u05d5\u05e8 \u05e9\u05dc \u05d1\u05e2\u05dc \u05e8\u05d9\u05e9\u05d9\u05d5\u05df \u05d0\u05d5 \u05d2\u05d5\u05e3 \u05de\u05d5\u05e1\u05d3\u05d9 \u05d4\u05e0\u05d5\u05d2\u05e2\u05ea \u05dc\u05d1\u05d9\u05d8\u05d5\u05dc \u05d1\u05e7\u05e9\u05ea \u05e0\u05d9\u05d5\u05d3<\/p><\/td><td width=\"151\"><p>\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05dc\u05d0<\/p><\/td><td width=\"274\"><p>\u05dc\u05de\u05e2\u05d8 \u05d1\u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea, \u05d0\u05d6 \u05e0\u05d9\u05ea\u05df \u05dc\u05d4\u05e9\u05ea\u05de\u05e9 \u05d1\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05de\u05d5\u05e7\u05d3<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05e4\u05ea\u05d9\u05d7\u05ea \u05de\u05d5\u05e6\u05e8 \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9 \u05d7\u05d3\u05e9<\/p><\/td><td width=\"151\"><p>\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05dc\u05d0<\/p><\/td><td width=\"274\"><p>\u05dc\u05de\u05e2\u05d8 \u05d1\u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea \u05d5\u05d1\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4 \u05d0\u05d6 \u05e0\u05d9\u05ea\u05df \u05dc\u05d4\u05e9\u05ea\u05de\u05e9 \u05d1\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05de\u05d5\u05e7\u05d3<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05e4\u05ea\u05d9\u05d7\u05d4 \u05d5\/\u05d0\u05d5 \u05e0\u05d9\u05d5\u05d3 \u05e9\u05dc \u05e7\u05e8\u05df \u05d4\u05e9\u05ea\u05dc\u05de\u05d5\u05ea \u05d1\u05dc\u05d1\u05d3<\/p><\/td><td width=\"151\"><p>\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05de\u05d5\u05e7\u05d3<\/p><\/td><td width=\"274\"><p>\u00a0<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05e4\u05ea\u05d9\u05d7\u05d4 \u05e9\u05dc \u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4<\/p><\/td><td width=\"151\"><p>\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05de\u05d5\u05e7\u05d3<\/p><\/td><td width=\"274\"><p>\u00a0<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05d1\u05e7\u05e9\u05d4 \u05dc\u05de\u05e9\u05d9\u05db\u05ea \u05db\u05e1\u05e4\u05d9\u05dd \u05e9\u05dc\u05d0 \u05db\u05d3\u05d9\u05df (\u05d1\u05e0\u05d9\u05db\u05d5\u05d9 \u05de\u05e1 \u05e9\u05dc 35% \u05d0\u05d5 \u05d4\u05de\u05e1 \u05d4\u05e9\u05d5\u05dc\u05d9 \u05d4\u05d2\u05d1\u05d5\u05d4 \u05de\u05d1\u05d9\u05e0\u05d9\u05d4\u05dd)<\/p><\/td><td width=\"151\"><p>\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05de\u05d5\u05e7\u05d3<\/p><\/td><td width=\"274\"><p>\u00a0<\/p><p>\u00a0<\/p><\/td><\/tr><\/tbody><\/table><p>\u00a0<\/p><table width=\"643\"><tbody><tr><td width=\"217\"><p><strong>\u05e1\u05d5\u05d2 \u05e4\u05e2\u05d5\u05dc\u05d4<\/strong><\/p><\/td><td width=\"151\"><p><strong>\u05e1\u05d5\u05d2 \u05de\u05e1\u05de\u05da \u05d4\u05d4\u05e0\u05de\u05e7\u05d4 \u05d4\u05e0\u05d3\u05e8\u05e9<\/strong><\/p><\/td><td width=\"274\"><p><strong>\u05d4\u05e2\u05e8\u05d5\u05ea<\/strong><\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05d1\u05d9\u05e6\u05d5\u05e2 \u05e9\u05d9\u05e0\u05d5\u05d9\u05d9\u05dd \u05d1\u05de\u05d5\u05e6\u05e8 \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9 \u05e7\u05d9\u05d9\u05dd \u05e9\u05dc \u05d4\u05dc\u05e7\u05d5\u05d7 \u05d1\u05d2\u05d5\u05e3 \u05d4\u05de\u05d5\u05e1\u05d3\u05d9<\/p><\/td><td width=\"151\"><p>\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05de\u05d5\u05e7\u05d3<\/p><\/td><td width=\"274\"><p>\u05e9\u05d9\u05e0\u05d5\u05d9\u05d9\u05dd \u05db\u05d5\u05dc\u05dc\u05d9\u05dd \u05e9\u05d9\u05e0\u05d5\u05d9 \u05de\u05e1\u05dc\u05d5\u05dc\u05d9 \u05d4\u05e9\u05e7\u05e2\u05d4, \u05e9\u05d9\u05e0\u05d5\u05d9 \u05d1\u05d9\u05d7\u05e1 \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d1\u05d9\u05df \u05d7\u05e1\u05db\u05d5\u05df \u05dc\u05d1\u05d9\u05d8\u05d5\u05d7 \u05d1\u05d0\u05d5\u05ea\u05d5 \u05de\u05d5\u05e6\u05e8, \u05d4\u05e4\u05d7\u05ea\u05d4 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8\u05d9 \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4, \u05e9\u05d9\u05e0\u05d5\u05d9 \u05d1\u05ea\u05de\u05d4\u05d9\u05dc \u05d4\u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d1\u05d9\u05df \u05de\u05d5\u05e6\u05e8\u05d9\u05dd \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9\u05d9\u05dd \u05de\u05d0\u05d5\u05ea\u05d5 \u05e1\u05d5\u05d2 \u05d5\u05e2\u05d5\u05d3.<\/p><p>\u05d9\u05d5\u05d1\u05d4\u05e8 \u05db\u05d9 \u05d1\u05db\u05dc \u05de\u05e7\u05e8\u05d4, \u05de\u05e4\u05d2\u05e9 \u05e9\u05dc \u05d1\u05e2\u05dc \u05e8\u05d9\u05e9\u05d9\u05d5\u05df \u05d7\u05d3\u05e9 \u05e2\u05dd \u05dc\u05e7\u05d5\u05d7 \u05de\u05d7\u05d9\u05d9\u05d1 \u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05dc\u05d0 \u05d2\u05dd \u05d0\u05dd \u05ea\u05d5\u05e6\u05d0\u05ea \u05d4\u05ea\u05d4\u05dc\u05d9\u05da \u05d4\u05d9\u05d0 \u05d9\u05d9\u05e4\u05d5\u05d9 \u05db\u05d7 \u05d5\/\u05d0\u05d5 \u05d1\u05d9\u05e6\u05d5\u05e2 \u05e9\u05d9\u05e0\u05d5\u05d9\u05d9\u05dd \u05d1\u05de\u05d5\u05e6\u05e8 \u05d4\u05e7\u05d9\u05d9\u05dd \u05db\u05de\u05ea\u05d5\u05d0\u05e8 \u05de\u05e2\u05dc\u05d4<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05d4\u05de\u05dc\u05e6\u05d4 \u05dc\u05e8\u05db\u05d9\u05e9\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05d0\u05d5\u05d1\u05d3\u05df \u05db\u05d5\u05e9\u05e8 \u05e2\u05d1\u05d5\u05d3\u05d4 \u05e9\u05dc\u05d0 \u05e0\u05de\u05db\u05e8 \u05d0\u05d2\u05d1 \u05de\u05d5\u05e6\u05e8 \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9<\/p><\/td><td width=\"151\"><p>\u05de\u05e1\u05de\u05da \u05d4\u05e0\u05de\u05e7\u05d4 \u05de\u05de\u05d5\u05e7\u05d3<\/p><p>\u00a0<\/p><\/td><td width=\"274\"><p>\u05d1\u05e2\u05dc \u05d4\u05e8\u05d9\u05e9\u05d9\u05d5\u05df \u05d9\u05ea\u05d9\u05d9\u05d7\u05e1 \u05d1\u05de\u05e1\u05de\u05da \u05dc\u05db\u05dc \u05db\u05d9\u05e1\u05d5\u05d9\u05d9 \u05d0\u05d5\u05d1\u05d3\u05df \u05db\u05d5\u05e9\u05e8 \u05d4\u05e2\u05d1\u05d5\u05d3\u05d4 \u05d4\u05e7\u05d9\u05d9\u05de\u05d9\u05dd \u05dc\u05dc\u05e7\u05d5\u05d7<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05d4\u05e2\u05dc\u05d0\u05ea \u05e9\u05d9\u05e2\u05d5\u05e8\u05d9 \u05d4\u05e4\u05e7\u05d3\u05d4 \u05dc\u05de\u05d5\u05e6\u05e8 \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9<\/p><\/td><td width=\"151\"><p>\u05e1\u05d9\u05db\u05d5\u05dd \u05e9\u05d9\u05d7\u05d4<\/p><\/td><td width=\"274\"><p>\u00a0<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05de\u05e9\u05d9\u05db\u05ea \u05db\u05e1\u05e4\u05d9\u05dd \u05db\u05d3\u05d9\u05df<\/p><\/td><td width=\"151\"><p>\u05e1\u05d9\u05db\u05d5\u05dd \u05e9\u05d9\u05d7\u05d4<\/p><\/td><td width=\"274\"><p>\u00a0<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05e6\u05d9\u05e8\u05d5\u05e3 \u05dc\u05e8\u05d9\u05e1\u05e7 \u05d6\u05de\u05e0\u05d9<\/p><\/td><td width=\"151\"><p>\u05e1\u05d9\u05db\u05d5\u05dd \u05e9\u05d9\u05d7\u05d4<\/p><\/td><td width=\"274\"><p>\u05d7\u05d5\u05d1\u05d4 \u05dc\u05e6\u05d9\u05d9\u05df \u05d0\u05ea \u05e2\u05dc\u05d5\u05ea \u05d4\u05e8\u05d9\u05e1\u05e7 \u05d4\u05de\u05e9\u05d5\u05e2\u05e8\u05ea, \u05d0\u05ea \u05e1\u05d5\u05d2 \u05d4\u05db\u05d9\u05e1\u05d5\u05d9 \u05d4\u05d1\u05d9\u05d8\u05d5\u05d7\u05d9, \u05d5\u05d4\u05d0\u05dd \u05e0\u05e8\u05db\u05e9 \u05de\u05ea\u05d5\u05da \u05d4\u05e6\u05d1\u05d9\u05e8\u05d4 \u05d5\u05de\u05e4\u05d7\u05d9\u05ea \u05d0\u05ea \u05d9\u05ea\u05e8\u05ea \u05d4\u05d7\u05e1\u05db\u05d5\u05df \u05d0\u05d5 \u05e0\u05e8\u05db\u05e9 \u05d1\u05d0\u05de\u05e6\u05e2\u05d9 \u05ea\u05e9\u05dc\u05d5\u05dd \u05d7\u05d9\u05e6\u05d5\u05e0\u05d9.<\/p><p>\u05d1\u05e4\u05d5\u05dc\u05d9\u05e1\u05d5\u05ea \u05de\u05e1\u05d5\u05d2 \u05e7\u05dc\u05d0\u05e1\u05d9 \u05d5\u05e2\u05d3\u05d9\u05e3 \u05ea\u05e6\u05d5\u05d9\u05df \u05e2\u05dc\u05d5\u05ea \u05d4\u05e8\u05d9\u05e1\u05e7, \u05db\u05db\u05dc \u05e9\u05d4\u05e0\u05ea\u05d5\u05df \u05d6\u05de\u05d9\u05df.<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05d1\u05d9\u05d8\u05d5\u05dc \u05d4\u05d7\u05dc\u05d8\u05ea \u05d4\u05dc\u05e7\u05d5\u05d7 \u05dc\u05de\u05e9\u05d9\u05db\u05ea \u05db\u05e1\u05e4\u05d9\u05dd \u05de\u05de\u05d5\u05e6\u05e8 \u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9<\/p><\/td><td width=\"151\"><p>\u05e1\u05d9\u05db\u05d5\u05dd \u05e9\u05d9\u05d7\u05d4<\/p><\/td><td width=\"274\"><p>\u00a0<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05d4\u05e4\u05d7\u05ea\u05ea \u05d3\u05de\u05d9 \u05e0\u05d9\u05d4\u05d5\u05dc \u05d1\u05de\u05d5\u05e6\u05e8 \u05e7\u05d9\u05d9\u05dd<\/p><\/td><td width=\"151\"><p>\u05e1\u05d9\u05db\u05d5\u05dd \u05e9\u05d9\u05d7\u05d4<\/p><\/td><td width=\"274\"><p>\u00a0<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05d8\u05d9\u05e4\u05d5\u05dc \u05d1\u05db\u05e1\u05e4\u05d9 \u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05d0\u05d2\u05d1 \u05e2\u05d6\u05d9\u05d1\u05ea \u05e2\u05d1\u05d5\u05d3\u05d4<\/p><\/td><td width=\"151\"><p>\u05e1\u05d9\u05db\u05d5\u05dd \u05e9\u05d9\u05d7\u05d4<\/p><\/td><td width=\"274\"><p>\u00a0<\/p><\/td><\/tr><tr><td width=\"217\"><p>\u05d4\u05e4\u05d7\u05ea\u05d4 \u05d1\u05e9\u05d9\u05e2\u05d5\u05e8 \u05d4\u05e4\u05e7\u05d3\u05d4 \u05d0\u05d5 \u05e9\u05d9\u05e0\u05d5\u05d9 \u05d1\u05ea\u05de\u05d4\u05d9\u05dc \u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d1\u05d9\u05df \u05de\u05e1\u05e4\u05e8 \u05e7\u05d5\u05e4\u05d5\u05ea \u05d2\u05de\u05dc \u05dc\u05d4\u05e9\u05e7\u05e2\u05d4<\/p><\/td><td width=\"151\"><p>\u05e1\u05d9\u05db\u05d5\u05dd \u05e9\u05d9\u05d7\u05d4<\/p><\/td><td width=\"274\"><p>\u00a0<\/p><\/td><\/tr><\/tbody><\/table>"}},{"@type":"Question","name":"\u05db\u05dc\u05dc\u05d9 \u05e4\u05e8\u05d9\u05e1\u05ea \u05de\u05e1 \u05d7\u05d3\u05e9\u05d9\u05dd","acceptedAnswer":{"@type":"Answer","text":"<p>\u05d1\u05d9\u05d5\u05dd 19.05.2022 \u05e4\u05e8\u05e1\u05de\u05d4 \u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d7\u05d5\u05d6\u05e8 \u05de\u05e1 \u05d4\u05db\u05e0\u05e1\u05d4 2\/2022 \u05d4\u05de\u05d8\u05e4\u05dc \u05d1\u05db\u05dc\u05dc\u05d9 \u05e4\u05e8\u05d9\u05e1\u05d4 \u05e9\u05dc \u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05e9\u05d5\u05e0\u05d5\u05ea. \u05d1\u05de\u05e1\u05d2\u05e8\u05ea \u05d6\u05d5 \u05d0\u05e4\u05e8\u05d8 \u05d0\u05ea \u05e2\u05d9\u05e7\u05e8\u05d9 \u05d4\u05d7\u05d5\u05d6\u05e8 \u05d1\u05db\u05dc \u05d4\u05e0\u05d5\u05d2\u05e2 \u05dc\u05e4\u05e8\u05d9\u05e1\u05ea \u05de\u05e2\u05e0\u05e7 \u05d7\u05d9\u05d9\u05d1 \u05d1\u05de\u05e1.<\/p><p><strong>\u05e4\u05e8\u05d9\u05e1\u05d4 \u05dc\u05d0\u05d7\u05d5\u05e8 \u05e9\u05dc \u05de\u05e2\u05e0\u05e7 \u05e4\u05e8\u05d9\u05e9\u05d4 \u05d7\u05d9\u05d9\u05d1 \u05d1\u05de\u05e1<\/strong><\/p><p>\u05d0\u05d9\u05df \u05db\u05dc \u05e9\u05d9\u05e0\u05d5\u05d9 \u05d1\u05db\u05dc\u05dc\u05d9 \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4 \u05dc\u05d0\u05d7\u05d5\u05e8 \u05e9\u05dc \u05de\u05e2\u05e0\u05e7 \u05e4\u05e8\u05d9\u05e9\u05d4 \u05d7\u05d9\u05d9\u05d1 \u05d1\u05de\u05e1.<\/p><p>\u05e0\u05d6\u05db\u05d9\u05e8 \u05db\u05d9 \u05e1\u05e2\u05d9\u05e3 8(\u05d2)(3) \u05dc\u05e4\u05e7\u05d5\u05d3\u05d4 \u05e7\u05d5\u05d1\u05e2 \u05e9\u05d0\u05ea \u05de\u05e2\u05e0\u05e7 \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4 \u05d4\u05d7\u05d9\u05d9\u05d1 \u05d1\u05de\u05e1 \u05e0\u05d9\u05ea\u05df \u05dc\u05e4\u05e8\u05d5\u05e1 \u05dc\u05d0\u05d7\u05d5\u05e8 \u05d1\u05d7\u05dc\u05e7\u05d9\u05dd \u05e9\u05e0\u05ea\u05d9\u05d9\u05dd \u05e9\u05d5\u05d5\u05d9\u05dd, \u05d0\u05da \u05dc\u05d0 \u05d9\u05d5\u05ea\u05e8 \u05de 6 \u05e9\u05e0\u05d5\u05ea \u05d4\u05de\u05e1 \u05d4\u05de\u05e1\u05ea\u05d9\u05d9\u05de\u05d5\u05ea \u05d1\u05e9\u05e0\u05d4 \u05e9\u05d1\u05d4 \u05e0\u05ea\u05e7\u05d1\u05dc \u05de\u05e2\u05e0\u05e7 \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4.<\/p><p>\u05db\u05d3\u05d5\u05d2\u05de\u05d0, \u05e9\u05db\u05d9\u05e8 \u05e9\u05e4\u05d5\u05e8\u05e9 \u05d1-22.10.2023 \u05d5\u05e2\u05d1\u05d3 8 \u05e9\u05e0\u05d9\u05dd \u05d0\u05e6\u05dc \u05de\u05e2\u05e1\u05d9\u05e7\u05d5 \u05d4\u05d0\u05d7\u05e8\u05d5\u05df, \u05e8\u05e9\u05d0\u05d9 \u05dc\u05d1\u05e7\u05e9 \u05e4\u05e8\u05d9\u05e1\u05ea \u05de\u05e1 \u05d0\u05d7\u05d5\u05e8\u05e0\u05d9\u05ea \u05d1\u05d2\u05d9\u05df \u05de\u05e2\u05e0\u05e7 \u05e4\u05e8\u05d9\u05e9\u05d4 \u05d7\u05d9\u05d9\u05d1 \u05d1\u05de\u05e1, \u05d5\u05d6\u05d0\u05ea \u05e2\u05d3 \u05dc-6 \u05e9\u05e0\u05d9\u05dd, \u05db\u05dc\u05d5\u05de\u05e8 \u05e9\u05e0\u05d5\u05ea \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4 \u05d4\u05de\u05e8\u05d1\u05d9\u05d5\u05ea \u05d9\u05d4\u05d9\u05d5 \u05de\u05e9\u05e0\u05ea 2018 \u05e2\u05d3 \u05e9\u05e0\u05ea 2023.<\/p><p><strong>\u00a0<\/strong><strong>\u05e4\u05e8\u05d9\u05e1\u05d4 \u05e7\u05d3\u05d9\u05de\u05d4 \u05e9\u05dc \u05de\u05e2\u05e0\u05e7 \u05e4\u05e8\u05d9\u05e9\u05d4 \u05d7\u05d9\u05d9\u05d1 \u05d1\u05de\u05e1<\/strong><\/p><p>\u05d4\u05d7\u05d5\u05d6\u05e8 \u05d4\u05d7\u05d3\u05e9 \u05de\u05e9\u05e0\u05d4 \u05d0\u05ea \u05db\u05dc\u05dc\u05d9 \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4 \u05e7\u05d3\u05d9\u05de\u05d4 \u05d5\u05d6\u05d0\u05ea \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05d4\u05d5\u05e8\u05d0\u05d5\u05ea \u05e1\u05e2\u05d9\u05e3 8(\u05d2)(3) \u05dc\u05e4\u05e7\u05d5\u05d3\u05ea \u05de\u05e1 \u05d4\u05db\u05e0\u05e1\u05d4 \u05db\u05d3\u05dc\u05e7\u05de\u05df:<\/p><ol><li>\u05de\u05d9 \u05e9\u05e2\u05d1\u05d3 \u05e4\u05d7\u05d5\u05ea \u05de-6 \u05e9\u05e0\u05d9\u05dd \u05d0\u05d9\u05e0\u05d5 \u05d6\u05db\u05d0\u05d9 \u05dc\u05e4\u05e8\u05d9\u05e1\u05d4 \u05e7\u05d3\u05d9\u05de\u05d4<\/li><li>\u05e2\u05d1\u05d5\u05e8 \u05db\u05dc 4 \u05e9\u05e0\u05d5\u05ea \u05e2\u05d1\u05d5\u05d3\u05d4 \u05ea\u05d9\u05e0\u05ea\u05df \u05e9\u05e0\u05ea \u05e4\u05e8\u05d9\u05e1\u05d4 \u05d0\u05d7\u05ea.<\/li><li>\u05ea\u05e7\u05d5\u05e4\u05ea \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4 \u05d4\u05de\u05e8\u05d1\u05d9\u05ea \u05dc\u05d0 \u05ea\u05e2\u05dc\u05d4 \u05e2\u05dc 6 \u05e9\u05e0\u05d9\u05dd.<\/li><li>\u05d0\u05dd \u05d4\u05e9\u05d1\u05e8 \u05d1\u05d7\u05dc\u05d5\u05e7\u05d4 \u05e9\u05dc \u05d4\u05d5\u05ea\u05e7 \u05d1 4 \u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc 1\/2 \u05d9\u05e9 \u05dc\u05e2\u05d2\u05dc \u05db\u05dc\u05e4\u05d9 \u05de\u05e2\u05dc\u05d4, \u05d5\u05d0\u05dd \u05d4\u05d5\u05d0 \u05e4\u05d7\u05d5\u05ea \u05de-1\/2 \u05d9\u05e9 \u05dc\u05e2\u05d2\u05dc \u05db\u05dc\u05e4\u05d9 \u05de\u05d8\u05d4.<\/li><li>\u05e9\u05e0\u05ea \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4 \u05d4\u05e8\u05d0\u05e9\u05d5\u05e0\u05d4 \u05ea\u05d4\u05d9\u05d4 \u05dc\u05e2\u05d5\u05dc\u05dd \u05d1\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 \u05e9\u05d1\u05d4 \u05e4\u05e8\u05e9 \u05d4\u05e2\u05d5\u05d1\u05d3, \u05d5\u05d6\u05d0\u05ea \u05dc\u05de\u05e2\u05d8 \u05d1\u05de\u05e7\u05e8\u05d4 \u05e9\u05d1\u05d5 \u05e4\u05e8\u05d9\u05e9\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d4\u05d9\u05e0\u05d4 \u05d1\u05d9\u05df 30\/09 \u05d5\u05e2\u05d3 31\/12 \u05e9\u05dc \u05e9\u05e0\u05ea \u05d4\u05de\u05e1, \u05d0\u05d6 \u05d9\u05d5\u05db\u05dc \u05dc\u05d1\u05e7\u05e9 \u05dc\u05d4\u05ea\u05d7\u05d9\u05dc \u05d0\u05ea \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4 \u05d1\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 \u05e9\u05dc\u05d0\u05d7\u05e8 \u05e9\u05e0\u05ea \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4, \u05de\u05d1\u05dc\u05d9 \u05dc\u05e4\u05d2\u05d5\u05e2 \u05d1\u05de\u05e1\u05e4\u05e8 \u05e9\u05e0\u05d5\u05ea \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4.<\/li><\/ol><p>\u05d1\u05e0\u05d5\u05e1\u05e3, \u05d4\u05d7\u05d5\u05d6\u05e8 \u05e7\u05d5\u05d1\u05e2 \u05d4\u05e1\u05d3\u05e8 \u05e4\u05e8\u05d9\u05e1\u05d4 \u05d7\u05d3\u05e9 \u05e9\u05dc\u05d0 \u05d4\u05d9\u05d4 \u05e7\u05d9\u05d9\u05dd \u05e2\u05d3 \u05db\u05d4 \u05d5\u05d1\u05de\u05e1\u05d2\u05e8\u05ea\u05d5 \u05de\u05d0\u05e4\u05e9\u05e8 \u05dc\u05db\u05dc \u05e4\u05d5\u05e8\u05e9 \u05e2\u05dd \u05d5\u05ea\u05e7 \u05de\u05e2\u05dc 6 \u05e9\u05e0\u05d9\u05dd \u05d5\u05dc\u05dc\u05d0 \u05e7\u05e9\u05e8 \u05dc\u05ea\u05d0\u05e8\u05d9\u05da \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4 \u05d1\u05e9\u05e0\u05ea \u05d4\u05de\u05e1, \u05dc\u05d1\u05e7\u05e9 \u05dc\u05d4\u05ea\u05d7\u05d9\u05dc \u05d0\u05ea \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4 \u05d1\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 \u05e9\u05dc\u05d0\u05d7\u05e8 \u05e9\u05e0\u05ea \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4 \u05d5\u05d0\u05d5\u05dc\u05dd \u05d1\u05de\u05e7\u05e8\u05d4 \u05d6\u05d4, \u05de\u05e0\u05d9\u05d9\u05df \u05e9\u05e0\u05d5\u05ea \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4 \u05d9\u05d5\u05e4\u05d7\u05ea\u05d5 \u05d1\u05e9\u05e0\u05d4 \u05d0\u05d7\u05ea.<\/p><p>\u05d7\u05e9\u05d5\u05d1 \u05dc\u05d4\u05d3\u05d2\u05d9\u05e9 \u05db\u05d9 \u05d1\u05de\u05e7\u05e8\u05d4 \u05d5\u05e0\u05d1\u05d7\u05e8\u05d4 \u05d0\u05e4\u05e9\u05e8\u05d5\u05ea \u05d6\u05d5 \u05e7\u05d9\u05d9\u05de\u05ea \u05d7\u05d5\u05d1\u05d4 \u05dc\u05d4\u05d2\u05d9\u05e9 \u05d3\u05d5\u05d7 \u05e9\u05e0\u05ea\u05d9 \u05d2\u05dd \u05dc\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 \u05d1\u05d4 \u05d4\u05ea\u05e7\u05d1\u05dc \u05d4\u05de\u05e2\u05e0\u05e7.<\/p><p><strong>\u05d4\u05e1\u05d3\u05e8 \u05d7\u05d3\u05e9 \u05dc\u05e2\u05e0\u05d9\u05d9\u05df \u05e4\u05d8\u05d5\u05e8 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\u05e0\u05e7\u05d1\u05e2 \u05e4\u05d8\u05d5\u05e8 \u05de\u05d7\u05d5\u05d1\u05ea \u05ea\u05e9\u05dc\u05d5\u05dd \u05de\u05e7\u05d3\u05de\u05d4 \u05d1\u05d4\u05ea\u05e7\u05d9\u05d9\u05dd \u05db\u05dc \u05d4\u05ea\u05e0\u05d0\u05d9\u05dd \u05d4\u05d1\u05d0\u05d9\u05dd:<\/p><ol><li>\u05dc\u05e4\u05d5\u05e8\u05e9 \u05e0\u05db\u05d5\u05ea \u05e8\u05e4\u05d5\u05d0\u05d9\u05ea \u05d4\u05de\u05d6\u05db\u05d4 \u05d0\u05d5\u05ea\u05d5 \u05d1\u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05dc\u05e4\u05d9 \u05e1\u05e2\u05d9\u05e3 9(5) \u05dc\u05e4\u05e7\u05d5\u05d3\u05d4 \u05d1\u05db\u05dc \u05e9\u05e0\u05d5\u05ea \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4.<\/li><li>\u05e1\u05da \u05db\u05dc \u05d4\u05d4\u05db\u05e0\u05e1\u05d5\u05ea \u05d4\u05e6\u05e4\u05d5\u05d9\u05d5\u05ea \u05e9\u05dc \u05d4\u05e4\u05d5\u05e8\u05e9 \u05d1\u05db\u05dc \u05d0\u05d7\u05ea \u05de\u05e9\u05e0\u05d5\u05ea \u05d4\u05e4\u05e8\u05d9\u05e1\u05d4 \u05d9\u05d7\u05d3 \u05e2\u05dd \u05d7\u05dc\u05e7 \u05de\u05e2\u05e0\u05e7 \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4 \u05d4\u05d7\u05d9\u05d9\u05d1 \u05d1\u05de\u05e1 \u05e9\u05e0\u05e4\u05e8\u05e1 \u05d0\u05d9\u05e0\u05df \u05de\u05d2\u05d9\u05e2\u05d5\u05ea \u05dc\u05d7\u05d1\u05d5\u05ea \u05de\u05e1 \u05d5\u05d6\u05d0\u05ea \u05dc\u05d0\u05d7\u05e8 \u05e0\u05d9\u05e6\u05d5\u05dc \u05e0\u05e7\u05d5\u05d3\u05d5\u05ea \u05d6\u05d9\u05db\u05d5\u05d9 \u05d5\u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05dc\u05e4\u05d9 \u05e1\u05e2\u05d9\u05e3 9(5)<\/li><li>\u05d4\u05e4\u05d5\u05e8\u05e9 \u05d9\u05d2\u05d9\u05e9 \u05dc\u05e4\u05e7\u05d9\u05d3 \u05d4\u05e9\u05d5\u05de\u05d4 \u05d1\u05e7\u05e9\u05d4 \u05dc\u05d0\u05d9 \u05e7\u05d1\u05d9\u05e2\u05ea \u05de\u05e7\u05d3\u05de\u05d4 \u05d1\u05e9\u05dc \u05e0\u05db\u05d5\u05ea \u05e8\u05e4\u05d5\u05d0\u05d9\u05ea \u05d4\u05de\u05d6\u05db\u05d4 \u05d1\u05e4\u05d8\u05d5\u05e8 \u05de\u05de\u05e1 \u05dc\u05e4\u05d9 \u05e1\u05e2\u05d9\u05e3 9(5)<\/li><\/ol><p>\u05d0\u05d3\u05d2\u05d9\u05e9, \u05db\u05d9 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\u05de\u05e8\u05e6\u05e3 \u05e7\u05e6\u05d1\u05d4 \u05d1\u05e8\u05d9\u05e8\u05ea \u05de\u05d7\u05d3\u05dc, \u05d9\u05d4\u05d9\u05d4 \u05e2\u05dc \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05d4\u05e2\u05d1\u05d9\u05e8 \u05e4\u05e0\u05d9\u05d4 \u05dc\u05e4\u05e7\u05d9\u05d3 \u05d4\u05e9\u05d5\u05de\u05d4 \u05d1\u05d0\u05de\u05e6\u05e2\u05d5\u05ea \u05de\u05e2\u05e8\u05db\u05ea \u05de\u05e4&quot;\u05dc \u05dc\u05d8\u05d5\u05d1\u05ea \u05e7\u05d1\u05dc\u05ea \u05d0\u05d9\u05e9\u05d5\u05e8\u05d9 \u05de\u05e1. \u05e4\u05e0\u05d9\u05d4 \u05db\u05d0\u05de\u05d5\u05e8 \u05ea\u05db\u05dc\u05d5\u05dc \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d0' \u05de\u05d8\u05d5\u05e4\u05e1 161 (\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d9\u05d5\u05db\u05dc \u05dc\u05d4\u05d5\u05e8\u05d9\u05d3 \u05db-PDF \u05de\u05d4\u05de\u05e2\u05e8\u05db\u05ea \u05d4\u05de\u05e8\u05db\u05d6\u05d9\u05ea), \u05d7\u05dc\u05e7 \u05d1' \u05e9\u05dc \u05d8\u05d5\u05e4\u05e1 161 \u05d4\u05d7\u05d3\u05e9 \u05e9\u05d0\u05d5\u05ea\u05d5 \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d9\u05d9\u05d3\u05e8\u05e9 \u05dc\u05de\u05dc\u05d0 \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05d4\u05d5\u05e8\u05d0\u05d5\u05ea \u05d4\u05d7\u05d3\u05e9\u05d5\u05ea \u05d5 3 \u05ea\u05dc\u05d5\u05e9\u05d9 \u05e9\u05db\u05e8 \u05d0\u05d7\u05e8\u05d5\u05e0\u05d9\u05dd.<\/p><p>\u05e4\u05e7\u05d9\u05d3 \u05d4\u05e9\u05d5\u05de\u05d4 (\u05d1\u05d6\u05de\u05e0\u05d5&#8230;) \u05d9\u05de\u05e6\u05d9\u05d0 \u05dc\u05e2\u05d5\u05d1\u05d3 \u05d0\u05ea \u05d0\u05d9\u05e9\u05d5\u05e8\u05d9 \u05d4\u05de\u05e1 \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05d1\u05e7\u05e9\u05d5\u05ea\u05d9\u05d5, \u05e9\u05d0\u05d5\u05ea\u05dd \u05d9\u05d4\u05d9\u05d4 \u05e2\u05dc\u05d9\u05d5 \u05dc\u05d4\u05e2\u05d1\u05d9\u05e8 \u05dc\u05e7\u05d5\u05e4\u05d5\u05ea \u05d4\u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9\u05d5\u05ea \u05d1\u05d4\u05df \u05e0\u05e6\u05d1\u05e8\u05d5 \u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05d5\u05dc\u05de\u05e2\u05e1\u05d9\u05e7\u05d5 \u05db\u05db\u05dc \u05e9\u05e8\u05dc\u05d5\u05d5\u05e0\u05d8\u05d9.<\/p><p><strong>\u05de\u05e1\u05dc\u05d5\u05dc \u05e9\u05e0\u05d9 &#8211; \u05d3\u05d9\u05d5\u05d5\u05d7 \u05d9\u05d3\u05e0\u05d9:<\/strong><\/p><p>\u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05d9\u05e2\u05d1\u05d9\u05e8 \u05dc\u05e2\u05d5\u05d1\u05d3 \u05d9\u05e9\u05d9\u05e8\u05d5\u05ea \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d0' \u05e9\u05dc \u05d8\u05d5\u05e4\u05e1 161 \u05d4\u05d7\u05d3\u05e9.<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d9\u05d9\u05d3\u05e8\u05e9 \u05dc\u05de\u05dc\u05d0 \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d1', \u05d5\u05d1\u05d4\u05ea\u05d0\u05dd \u05e2\u05dc \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05de\u05dc\u05d0 \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d2' \u05e9\u05d1\u05de\u05e1\u05d2\u05e8\u05ea\u05d5 \u05e2\u05dc\u05d9\u05d5 \u05dc\u05d1\u05d7\u05d5\u05df \u05d4\u05d0\u05dd \u05d9\u05e9 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05d0\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05e4\u05e7\u05d9\u05d3 \u05d4\u05e9\u05d5\u05de\u05d4 \u05dc\u05d8\u05d5\u05d1\u05ea \u05d4\u05de\u05e9\u05da \u05d4\u05d8\u05d9\u05e4\u05d5\u05dc \u05d5\u05e7\u05d1\u05dc\u05ea \u05d0\u05d9\u05e9\u05d5\u05e8\u05d9 \u05d4\u05de\u05e1 \u05d0\u05d5 \u05e9\u05e2\u05e4&quot;\u05d9 \u05d4\u05d5\u05e8\u05d0\u05d5\u05ea \u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd, \u05d1\u05e1\u05de\u05db\u05d5\u05ea \u05d5\u05d7\u05d5\u05d1\u05ea \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05d4\u05e0\u05d7\u05d5\u05ea \u05d0\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05d4\u05e7\u05d5\u05e4\u05d5\u05ea \u05d4\u05e9\u05d5\u05e0\u05d5\u05ea \u05dc\u05d2\u05d1\u05d9 \u05d4\u05e1\u05d3\u05e8\u05d9 \u05d4\u05de\u05e1.<\/p><p><strong>\u05d3\u05d5\u05d2\u05de\u05d0\u05d5\u05ea \u05dc\u05de\u05e1\u05dc\u05d5\u05dc \u05d4\u05e9\u05e0\u05d9 \u05e9\u05dc \u05d3\u05d9\u05d5\u05d5\u05d7 \u05d9\u05d3\u05e0\u05d9 \u05d1\u05e2\u05d1\u05d5\u05e8 \u05de\u05e7\u05e8\u05d9 \u05e4\u05e8\u05d9\u05e9\u05d4 \u05d0\u05e4\u05e9\u05e8\u05d9\u05d9\u05dd \u05d1\u05de\u05e1\u05d2\u05e8\u05ea\u05dd \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d4\u05e2\u05d1\u05d9\u05e8 \u05dc\u05de\u05e2\u05e1\u05d9\u05e7\u05d5 \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d1' <\/strong><\/p><table width=\"664\"><tbody><tr><td width=\"163\"><p><strong>\u05de\u05e7\u05e8\u05d4 \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4<\/strong><\/p><\/td><td width=\"104\"><p><strong>\u05d1\u05e1\u05de\u05db\u05d5\u05ea \u05de\u05d9 \u05dc\u05e7\u05d1\u05d5\u05e2 \u05e4\u05d8\u05d5\u05e8 \u05d5\u05dc\u05d4\u05d5\u05e6\u05d9\u05d0 \u05d0\u05d9\u05e9\u05d5\u05e8\u05d9\u05dd<\/strong><\/p><\/td><td width=\"104\"><p><strong>\u05d1\u05d0\u05d7\u05e8\u05d9\u05d5\u05ea \u05de\u05d9 \u05dc\u05e2\u05d3\u05db\u05df \u05d0\u05ea \u05d4\u05e7\u05d5\u05e4\u05d5\u05ea<\/strong><\/p><\/td><td width=\"111\"><p><strong>\u05de\u05e1\u05e4\u05e8 \u05e1\u05d9\u05d1\u05d4 \u05dc\u05de\u05d9\u05dc\u05d5\u05d9 \u05d1\u05d7\u05dc\u05e7 \u05d2.2<\/strong><\/p><\/td><td width=\"182\"><p><strong>\u05d4\u05e2\u05e8\u05d5\u05ea<\/strong><\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u00a0<\/strong><\/p><p><strong>\u00a0<\/strong><\/p><p><strong>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d1\u05e2\u05dc \u05e9\u05dc\u05d9\u05d8\u05d4 \u05d1\u05de\u05e2\u05e1\u05d9\u05e7 \u05d0\u05d5 \u05e7\u05e8\u05d5\u05d1\u05d5 \u05e9\u05dc \u05d1\u05e2\u05dc \u05d4\u05e9\u05dc\u05d9\u05d8\u05d4 \u05d1\u05de\u05e2\u05e1\u05d9\u05e7<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>\u00a0<\/p><p>1<\/p><\/td><td width=\"182\"><p>\u05de\u05e2\u05e1\u05d9\u05e7 \u05d9\u05d5\u05db\u05dc \u05dc\u05d0\u05e9\u05e8 \u05dc\u05d1\u05e2\u05dc \u05e9\u05dc\u05d9\u05d8\u05d4 \u05e8\u05e6\u05e3 \u05e7\u05e6\u05d1\u05d4 \u05d1\u05e8\u05d9\u05e8\u05ea \u05de\u05d7\u05d3\u05dc \u05d5\u05d1\u05ea\u05e0\u05d0\u05d9 \u05e9\u05e2\u05de\u05d3 <strong>\u05d1\u05e9\u05e0\u05d9<\/strong> \u05d4\u05ea\u05e0\u05d0\u05d9\u05dd \u05d4\u05d1\u05d0\u05d9\u05dd:<\/p><p>1. \u05d4\u05e2\u05d5\u05d1\u05d3 \u05e2\u05d5\u05de\u05d3 \u05d1\u05ea\u05e0\u05d0\u05d9 \u05e8\u05e6\u05e3 \u05e7\u05e6\u05d1\u05d4 \u05d1\u05e8\u05d9\u05e8\u05ea \u05de\u05d7\u05d3\u05dc<\/p><p>2. \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05e1\u05d9\u05de\u05df \u05d1\u05e1\u05e2\u05d9\u05e3 \u05d0.7 \u05e9\u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05d0 \u05d6\u05db\u05d0\u05d9 \u05dc\u05e4\u05e0\u05e1\u05d9\u05d4 \u05ea\u05e7\u05e6\u05d9\u05d1\u05d9\u05ea<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u05d1\u05d7\u05d9\u05e8\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d1\u05d7\u05dc\u05e7 \u05d1.1 \u05e0\u05e2\u05e9\u05ea\u05d4 \u05d1\u05de\u05d2\u05d1\u05dc\u05ea \u05d4\u05e1\u05db\u05d5\u05de\u05d9\u05dd \u05d4\u05de\u05e8\u05d1\u05d9\u05d9\u05dd \u05d4\u05de\u05e4\u05d5\u05e8\u05d8\u05d9\u05dd \u05d1\u05d7\u05dc\u05e7 \u05d0.13<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05de\u05e2\u05e1\u05d9\u05e7<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05dc\u05d0 \u05de\u05de\u05dc\u05d0\u05d9\u05dd \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d2.2<\/p><\/td><td width=\"182\"><p>\u00a0<\/p><p>\u05d1\u05d7\u05d9\u05e8\u05d5\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d1\u05d7\u05dc\u05e7 \u05d1.1 <strong><u>\u05d7\u05d9\u05d9\u05d1\u05d5\u05ea <\/u><\/strong>\u05dc\u05d4\u05d9\u05e2\u05e9\u05d5\u05ea <strong>\u05d1\u05de\u05d2\u05d1\u05dc\u05ea<\/strong> <strong>\u05d4\u05ea\u05e7\u05e8\u05d5\u05ea<\/strong> \u05e9\u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05e6\u05d9\u05d9\u05df \u05d1\u05d7\u05dc\u05e7 \u05d0.13 \u05d1\u05e0\u05ea\u05d5\u05e0\u05d9 \u05d4\u05e2\u05d6\u05e8.<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u05d1\u05d7\u05d9\u05e8\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d1\u05d7\u05dc\u05e7 \u05d1.1 \u05e0\u05e2\u05e9\u05ea\u05d4 \u05e9\u05dc\u05d0 \u05d1\u05de\u05d2\u05d1\u05dc\u05ea \u05d4\u05e1\u05db\u05d5\u05de\u05d9\u05dd \u05d4\u05de\u05e8\u05d1\u05d9\u05d9\u05dd \u05d4\u05de\u05e4\u05d5\u05e8\u05d8\u05d9\u05dd \u05d1\u05d7\u05dc\u05e7 \u05d0.13<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u00a0<\/p><p>4<\/p><\/td><td width=\"182\"><p>\u05d1\u05de\u05d9\u05d3\u05d4 \u05d5\u05d1\u05d7\u05d9\u05e8\u05d5\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d1\u05d7\u05dc\u05e7 \u05d1.1<strong><u> \u05d7\u05d5\u05e8\u05d2\u05d5\u05ea<\/u><\/strong> <strong>\u05de\u05d4\u05ea\u05e7\u05e8\u05d5\u05ea<\/strong> \u05e9\u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05e6\u05d9\u05d9\u05df \u05d1\u05d7\u05dc\u05e7 \u05d0.13 \u05d1\u05e0\u05ea\u05d5\u05e0\u05d9 \u05d4\u05e2\u05d6\u05e8 \u05d5\u05d4\u05e2\u05d5\u05d1\u05d3 <strong><u>\u05dc\u05d0 \u05de\u05d7\u05d6\u05d9\u05e8<\/u><\/strong> \u05d7\u05dc\u05e7 \u05d1' \u05de\u05ea\u05d5\u05e7\u05df, \u05e2\u05dc \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05d0\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d7\u05d5\u05d9\u05d1 \u05d1\u05de\u05e1 \u05d1\u05d2\u05d9\u05df \u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05de\u05e8\u05db\u05d9\u05d1 \u05d4\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>3<\/p><\/td><td width=\"182\"><p>\u05d1\u05db\u05dc \u05de\u05e7\u05e8\u05d4 \u05d1\u05d5 \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d7\u05d5\u05d9\u05d1 \u05d1\u05de\u05e1 \u05d1\u05e9\u05dc\u05d1 \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d1\u05d2\u05d9\u05df \u05de\u05e8\u05db\u05d9\u05d1 \u05d4\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd (\u05e1\u05e2\u05d9\u05e3 \u05d0.10 \u05d1\u05d7\u05dc\u05e7 \u05d0') \u2013 <strong><u>\u05d7\u05d5\u05d1\u05d4<\/u><\/strong> \u05e2\u05dc \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05d0\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u05d1\u05d7\u05d9\u05e8\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05db\u05d5\u05dc\u05dc\u05ea \u05d1\u05e7\u05e9\u05d4 \u05dc\u05e4\u05e8\u05d9\u05e1\u05ea \u05de\u05e1 (\u05d7\u05dc\u05e7 \u05d1'2)<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>5<\/p><\/td><td width=\"182\"><p><strong><u>\u05d7\u05d5\u05d1\u05d4<\/u><\/strong> \u05e2\u05dc \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05d0\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u05d1\u05d7\u05d9\u05e8\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05db\u05d5\u05dc\u05dc\u05ea \u05d1\u05e7\u05e9\u05d4 \u05dc\u05e8\u05e6\u05e3 \u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd (\u05d7\u05dc\u05e7 \u05d1'2)<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>6<\/p><\/td><td width=\"182\"><p><strong><u>\u05d7\u05d5\u05d1\u05d4<\/u><\/strong> \u05e2\u05dc \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05d0\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05d0 \u05e2\u05d1\u05d3 \u05d1\u05ea\u05e7\u05d5\u05e4\u05ea \u05d4\u05e2\u05d1\u05d5\u05d3\u05d4 \u05d0\u05e6\u05dc \u05de\u05e2\u05e1\u05d9\u05e7 \u05e0\u05d5\u05e1\u05e3 \u05e9\u05e6\u05d1\u05e8 \u05dc\u05d5 \u05d6\u05db\u05d5\u05d9\u05d5\u05ea \u05dc\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05de\u05e2\u05e1\u05d9\u05e7<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05dc\u05d0 \u05de\u05de\u05dc\u05d0\u05d9\u05dd \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d2.2<\/p><\/td><td width=\"182\">\u00a0<\/td><\/tr><tr><td width=\"163\"><p><strong>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05e2\u05d1\u05d3 \u05d1\u05ea\u05e7\u05d5\u05e4\u05ea \u05d4\u05e2\u05d1\u05d5\u05d3\u05d4 \u05d0\u05e6\u05dc \u05de\u05e2\u05e1\u05d9\u05e7 \u05e0\u05d5\u05e1\u05e3 \u05e9\u05e6\u05d1\u05e8 \u05dc\u05d5 \u05d6\u05db\u05d5\u05d9\u05d5\u05ea \u05dc\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05d5\u05de\u05d1\u05e7\u05e9 \u05dc\u05e0\u05e6\u05dc \u05e4\u05d8\u05d5\u05e8<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>\u00a0<\/p><p>6<\/p><\/td><td width=\"182\">\u00a0<\/td><\/tr><tr><td width=\"163\"><p><strong>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05e2\u05d1\u05d3 \u05d1\u05ea\u05e7\u05d5\u05e4\u05ea \u05d4\u05e2\u05d1\u05d5\u05d3\u05d4 \u05d0\u05e6\u05dc \u05de\u05e2\u05e1\u05d9\u05e7 \u05e0\u05d5\u05e1\u05e3 \u05e2\u05dd \u05d6\u05db\u05d0\u05d5\u05ea \u05dc\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05d5\u05dc\u05d0 \u05de\u05d1\u05e7\u05e9 \u05dc\u05e0\u05e6\u05dc \u05e4\u05d8\u05d5\u05e8<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05de\u05e2\u05e1\u05d9\u05e7<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05dc\u05d0 \u05de\u05de\u05dc\u05d0\u05d9\u05dd \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d2.2<\/p><\/td><td width=\"182\"><p>\u00a0<\/p><p>\u05d1\u05de\u05d9\u05d3\u05d4 \u05d5\u05d4\u05e2\u05d5\u05d1\u05d3 <strong>\u05dc\u05d0 \u05de\u05d1\u05e7\u05e9<\/strong> \u05dc\u05e0\u05e6\u05dc \u05d0\u05ea \u05d4\u05e4\u05d8\u05d5\u05e8 \u05e2\u05dc \u05de\u05e2\u05e0\u05e7\u05d9 \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4 \u05d5\u05dc\u05de\u05e8\u05d5\u05ea \u05e9\u05e2\u05d1\u05d3 \u05d1\u05de\u05e7\u05d1\u05d9\u05dc \u05d0\u05e6\u05dc \u05e9\u05e0\u05d9 \u05de\u05e2\u05e1\u05d9\u05e7\u05d9\u05dd, \u05d0\u05d9\u05df \u05e6\u05d5\u05e8\u05da \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea\u05d5 \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u00a0<\/strong><\/p><p><strong>\u00a0<\/strong><\/p><p><strong>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d1\u05d9\u05e7\u05e9 \u05e8\u05e6\u05e3 \u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>\u00a0<\/p><p>6<\/p><\/td><td width=\"182\"><p>\u05e0\u05d5\u05e1\u05d7 \u05d4\u05e6\u05d4\u05e8\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d1\u05d7\u05dc\u05e7 \u05d1' <strong><u>\u05de\u05d8\u05e2\u05d4<\/u><\/strong> \u05de\u05d0\u05d7\u05e8 \u05d5\u05e2\u05d5\u05d1\u05d3 \u05e9\u05de\u05d1\u05e7\u05e9 \u05e8\u05e6\u05e3 \u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd <strong><u>\u05dc\u05e8\u05d0\u05e9\u05d5\u05e0\u05d4<\/u><\/strong> \u05d9\u05db\u05d5\u05dc \u05dc\u05e1\u05de\u05df V \u05e2\u05dc \u05d4\u05d4\u05e6\u05d4\u05e8\u05d4 \u05d4\u05e0\u05d5\u05db\u05d7\u05d9\u05ea.<\/p><p>\u05dc\u05db\u05df <strong><u>\u05d1\u05db\u05dc \u05de\u05e7\u05e8\u05d4<\/u><\/strong> \u05e9\u05d9\u05e9 \u05d1\u05e7\u05e9\u05d4 \u05dc\u05e8\u05e6\u05e3 \u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05d9\u05e9 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05d0\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u00a0<\/strong><\/p><p><strong>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d4\u05d2\u05d9\u05e2 \u05dc\u05d2\u05d9\u05dc \u05d4\u05d6\u05db\u05d0\u05d5\u05ea \u05d5\u05dc\u05d0 \u05d4\u05d2\u05d9\u05e9 \u05d1\u05e7\u05e9\u05d4 \u05dc\u05e7\u05d9\u05d1\u05d5\u05e2 \u05d6\u05db\u05d5\u05d9\u05d5\u05ea \u05e2\u05dc \u05d2\u05d1\u05d9 \u05d8\u05d5\u05e4\u05e1 161 \u05d3'<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05de\u05e2\u05e1\u05d9\u05e7<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05dc\u05d0 \u05de\u05de\u05dc\u05d0\u05d9\u05dd \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d2.2<\/p><\/td><td width=\"182\"><p>\u05d1\u05de\u05d9\u05d3\u05d4 \u05d5\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d4\u05d2\u05d9\u05e2 \u05dc\u05d2\u05d9\u05dc \u05e4\u05e8\u05d9\u05e9\u05d4 \u05d5\u05d4\u05d7\u05dc \u05dc\u05e7\u05d1\u05dc \u05e7\u05e6\u05d1\u05d4 \u05d0\u05da <strong>\u05dc\u05d0 \u05d1\u05d9\u05e6\u05e2 \u05e7\u05d9\u05d1\u05d5\u05e2 \u05d6\u05db\u05d5\u05d9\u05d5\u05ea<\/strong> \u05d1\u05d0\u05de\u05e6\u05e2\u05d5\u05ea <u>\u05d8\u05d5\u05e4\u05e1 161 \u05d3'<\/u> (\u05d6\u05d4 \u05d1\u05e1\u05d3\u05e8 \u05d0\u05dd \u05e7\u05d9\u05d1\u05dc\u05ea \u05e4\u05d8\u05d5\u05e8 \u05e2\u05dc \u05e7\u05e6\u05d1\u05d4 \u05d1\u05d0\u05de\u05e6\u05e2\u05d5\u05ea \u05d8\u05e4\u05e1\u05d9 161 \u05d7' \u05d0\u05d5 161 \u05d9')<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d4\u05d2\u05d9\u05e2 \u05dc\u05d2\u05d9\u05dc \u05d4\u05d6\u05db\u05d0\u05d5\u05ea \u05d5\u05d4\u05d2\u05d9\u05e9 \u05d1\u05e7\u05e9\u05d4 \u05dc\u05e7\u05d9\u05d1\u05d5\u05e2 \u05d6\u05db\u05d5\u05d9\u05d5\u05ea \u05e2\u05dc \u05d2\u05d1\u05d9 \u05d8\u05d5\u05e4\u05e1 161 \u05d3' \u05d5\u05de\u05d1\u05e7\u05e9 \u05dc\u05e0\u05e6\u05dc \u05de\u05e2\u05e0\u05e7 \u05e4\u05d8\u05d5\u05e8<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>\u00a0<\/p><p>6<\/p><\/td><td width=\"182\"><p>\u05d9\u05e9 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05e2\u05d5\u05d1\u05d3\u05d9\u05dd \u05d0\u05dc\u05d5 \u05e9\u05d4\u05d2\u05d9\u05e2\u05d5 \u05dc\u05d2\u05d9\u05dc \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4, \u05d4\u05d7\u05dc\u05d5 \u05dc\u05e7\u05d1\u05dc \u05e7\u05e6\u05d1\u05d4 \u05d5\u05d1\u05d9\u05e6\u05e2\u05d5 \u05d4\u05dc\u05d9\u05da \u05e7\u05d9\u05d1\u05d5\u05e2 \u05d6\u05db\u05d5\u05d9\u05d5\u05ea \u05d1\u05d0\u05de\u05e6\u05e2\u05d5\u05ea \u05d8\u05d5\u05e4\u05e1 161 \u05d3' \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3!<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u00a0<\/strong><\/p><p><strong>\u00a0<\/strong><\/p><p><strong>\u05ea\u05e9\u05dc\u05d5\u05dd \u05de\u05e2\u05e0\u05e7 \u05e2\u05e7\u05d1 \u05e4\u05d8\u05d9\u05e8\u05d4<\/strong><\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05de\u05e2\u05e1\u05d9\u05e7<\/p><\/td><td width=\"104\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05d4\u05e2\u05d5\u05d1\u05d3<\/p><\/td><td width=\"111\"><p>\u00a0<\/p><p>\u00a0<\/p><p>\u05dc\u05d0 \u05de\u05de\u05dc\u05d0\u05d9\u05dd \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d2.2<\/p><\/td><td width=\"182\"><p>\u05e8\u05e7 \u05d1\u05ea\u05e0\u05d0\u05d9 \u05e9:<\/p><p>1.\u00a0\u00a0\u00a0\u00a0\u00a0 \u05de\u05e2\u05e0\u05e7\u05d9 \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4 \u05d4\u05d4\u05d5\u05e0\u05d9\u05d9\u05dd \u05e9\u05d4\u05d5\u05e2\u05de\u05d3\u05d5 \u05dc\u05d8\u05d5\u05d1\u05ea \u05d4\u05e9\u05d0\u05d9\u05e8\u05d9\u05dd \u05e4\u05d8\u05d5\u05e8\u05d9\u05dd \u05de\u05de\u05e1.<\/p><p>2.\u00a0\u00a0\u00a0\u00a0\u00a0 \u05d4\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05d4\u05e6\u05d1\u05d5\u05e8\u05d9\u05dd \u05d1\u05ea\u05d5\u05db\u05e0\u05d9\u05d5\u05ea \u05d4\u05e4\u05e0\u05e1\u05d9\u05d5\u05e0\u05d9\u05ea \u05d9\u05d5\u05e2\u05d3\u05d5 \u05dc\u05de\u05d8\u05e8\u05ea \u05e7\u05d1\u05dc\u05ea\u05dd \u05db\u05e7\u05e6\u05d1\u05ea \u05e9\u05d0\u05e8\u05d9\u05dd (\u05d0\u05e4\u05e9\u05e8\u05d9 \u05d1\u05e7\u05e8\u05e0\u05d5\u05ea \u05d4\u05e4\u05e0\u05e1\u05d9\u05d4 \u05d5\u05d1\u05d7\u05dc\u05e7 \u05e7\u05d8\u05df \u05de\u05e4\u05d5\u05dc\u05d9\u05e1\u05d5\u05ea \u05d4\u05de\u05e0\u05d4\u05dc\u05d9\u05dd)<\/p><\/td><\/tr><tr><td width=\"163\"><p><strong>\u05ea\u05e9\u05dc\u05d5\u05dd \u05de\u05e2\u05e0\u05e7 \u05e2\u05e7\u05d1 \u05e4\u05d8\u05d9\u05e8\u05d4<\/strong><\/p><\/td><td width=\"104\"><p>\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3<\/p><\/td><td width=\"104\"><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd<\/p><\/td><td width=\"111\"><p>2<\/p><\/td><td width=\"182\"><p>\u05d1\u05db\u05dc \u05de\u05e7\u05e8\u05d4 \u05d0\u05d7\u05e8 \u05e9\u05dc \u05ea\u05e9\u05dc\u05d5\u05dd \u05de\u05e2\u05e0\u05e7 \u05e2\u05e7\u05d1 \u05e4\u05d8\u05d9\u05e8\u05d4 \u05e9\u05dc\u05d0 \u05e2\u05d5\u05de\u05d3 \u05d1\u05e9\u05e0\u05d9 \u05d4\u05ea\u05e0\u05d0\u05d9\u05dd \u05dc\u05e2\u05d9\u05dc \u05d9\u05e9 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05d0\u05ea \u05d4\u05e9\u05d0\u05e8\u05d9\u05dd\/\u05d9\u05d5\u05e8\u05e9\u05d9\u05dd\/\u05de\u05d5\u05d8\u05d1\u05d9\u05dd \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d1\u05dc\u05d1\u05d3<\/p><\/td><\/tr><\/tbody><\/table><p>\u00a0<\/p><p><strong>\u05db\u05de\u05d4 \u05d3\u05d5\u05d2\u05de\u05d0\u05d5\u05ea \u05e9\u05dc \u05d4\u05de\u05e1\u05dc\u05d5\u05dc \u05d4\u05e9\u05e0\u05d9 \u2013 \u05d3\u05d9\u05d5\u05d5\u05d7 \u05d9\u05d3\u05e0\u05d9 \u05e2\u05d1\u05d5\u05e8 \u05d0\u05d5\u05e4\u05df \u05d1\u05d3\u05d9\u05e7\u05ea \u05d4\u05d6\u05db\u05d0\u05d5\u05ea \u05dc\u05e8\u05e6\u05e3 \u05e7\u05e6\u05d1\u05d4 \u05d1\u05e8\u05d9\u05e8\u05ea \u05de\u05d7\u05d3\u05dc \u05dc\u05e2\u05d5\u05d1\u05d3\u05d9\u05dd \u05e9\u05dc\u05d0 \u05de\u05d9\u05dc\u05d0\u05d5 \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d1'<\/strong><\/p><table width=\"668\"><tbody><tr><td width=\"83\">\u00a0<\/td><td width=\"67\"><p><strong>\u05d3\u05d5\u05d2\u05de\u05d0 1<\/strong><\/p><\/td><td width=\"67\"><p><strong>\u05d3\u05d5\u05d2\u05de\u05d0 2<\/strong><\/p><\/td><td width=\"67\"><p><strong>\u05d3\u05d5\u05d2\u05de\u05d0 3<\/strong><\/p><\/td><td width=\"67\"><p><strong>\u05d3\u05d5\u05d2\u05de\u05d0 4<\/strong><\/p><\/td><td width=\"58\"><p><strong>\u05d3\u05d5\u05d2\u05de\u05d0 5<\/strong><\/p><\/td><td width=\"51\"><p><strong>\u05d3\u05d5\u05d2\u05de\u05d0 6<\/strong><\/p><\/td><td width=\"51\"><p><strong>\u05d3\u05d5\u05d2\u05de\u05d0 7<\/strong><\/p><\/td><td width=\"155\"><p><strong>\u05d4\u05e2\u05e8\u05d5\u05ea<\/strong><\/p><\/td><\/tr><tr><td width=\"83\"><p>\u05d4\u05e2\u05d5\u05d1\u05d3 \u05de\u05d9\u05dc\u05d0 \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d1'<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"58\"><p>\u05dc\u05d0<\/p><\/td><td width=\"51\"><p>\u05dc\u05d0<\/p><\/td><td width=\"51\"><p>\u05dc\u05d0<\/p><\/td><td width=\"155\"><p>\u05dc\u05d0\u05d7\u05e8 \u05e9\u05ea\u05dd \u05e4\u05e8\u05e7 \u05d4\u05d6\u05de\u05df \u05e9\u05d4\u05e7\u05e6\u05d9\u05d1 \u05dc\u05d5 \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05db\u05da<\/p><\/td><\/tr><tr><td width=\"83\"><p>\u05d4\u05d0\u05dd \u05d9\u05e9 \u05de\u05e2\u05e0\u05e7 \u05d1\u05de\u05d6\u05d5\u05de\u05df \u05de\u05d4\u05de\u05e2\u05e1\u05d9\u05e7 (\u05e7\u05d5\u05d31)<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"58\"><p>\u05dc\u05d0<\/p><\/td><td width=\"51\"><p>\u05dc\u05d0<\/p><\/td><td width=\"51\"><p>\u05db\u05df<\/p><\/td><td width=\"155\"><p>\u05d1\u05de\u05d9\u05d3\u05d4 \u05d5\u05d1\u05d7\u05dc\u05e7 \u05d0.9 \u05d9\u05e9 \u05e7\u05d5\u05d3 \u05de\u05e9\u05dc\u05dd \u05de\u05e1\u05d5\u05d2 1, \u05e2\u05dc \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05d0\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d5\u05dc\u05e7\u05d1\u05dc \u05de\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d4\u05e0\u05d7\u05d9\u05d5\u05ea \u05dc\u05d2\u05d1\u05d9 \u05ea\u05e9\u05dc\u05d5\u05dd \u05d4\u05de\u05e2\u05e0\u05e7.<\/p><p>\u05d1\u05de\u05d9\u05d3\u05d4 \u05d5\u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05d0 \u05d9\u05e2\u05d1\u05d9\u05e8 \u05dc\u05de\u05e2\u05e1\u05d9\u05e7 \u05d4\u05e0\u05d7\u05d9\u05d5\u05ea \u05db\u05d0\u05de\u05d5\u05e8, \u05e2\u05dc \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05e0\u05db\u05d5\u05ea \u05de\u05de\u05e2\u05e0\u05e7 \u05d4\u05e4\u05e8\u05d9\u05e9\u05d4 \u05d1\u05de\u05d6\u05d5\u05de\u05df \u05d4\u05de\u05e9\u05d5\u05dc\u05dd \u05e2\u05dc \u05d9\u05d3\u05d5 \u05de\u05e1 \u05d1\u05d4\u05ea\u05d0\u05dd \u05dc\u05ea\u05e7\u05e0\u05d5\u05ea (\u05e9\u05d5\u05dc\u05d9) \u05d5\u05d0\u05e1\u05d5\u05e8 \u05dc\u05d5 \u05dc\u05d4\u05e2\u05e0\u05d9\u05e7 \u05dc\u05e2\u05d5\u05d1\u05d3 \u05de\u05e2\u05e0\u05e7 \u05e4\u05d8\u05d5\u05e8 \u05d1\u05db\u05dc\u05dc<\/p><\/td><\/tr><tr><td width=\"83\"><p>\u05d4\u05d0\u05dd \u05d9\u05e9 \u05de\u05e2\u05e0\u05e7 \u05d4\u05d5\u05e0\u05d9 \u05de\u05e7\u05d5\u05e4\u05d4 \u05de\u05e8\u05db\u05d6\u05d9\u05ea<\/p><p>(\u05e7\u05d5\u05d3 3)<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"58\"><p>\u05dc\u05d0<\/p><\/td><td width=\"51\"><p>\u05db\u05df<\/p><\/td><td width=\"51\"><p>\u05dc\u05d0<\/p><\/td><td width=\"155\"><p>\u05d1\u05de\u05d9\u05d3\u05d4 \u05d5\u05d1\u05d7\u05dc\u05e7 \u05d0.9 \u05d9\u05e9 \u05e7\u05d5\u05d3 \u05de\u05e9\u05dc\u05dd 3 \u05d5\/\u05d0\u05d5 4 (\u05d0\u05d9\u05df \u05e7\u05d5\u05d3 \u05de\u05e9\u05dc\u05dd 1), \u05e2\u05dc \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05d0\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d5\u05d1\u05d0\u05d7\u05e8\u05d9\u05d5\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05dc\u05d4\u05e2\u05d1\u05d9\u05e8 \u05d0\u05ea \u05d4\u05d5\u05e8\u05d0\u05d5\u05ea \u05d4\u05e4\u05d8\u05d5\u05e8 \u05d5\u05d4\u05de\u05e1 \u05dc\u05de\u05e9\u05dc\u05de\u05d9\u05dd \u05d4\u05e8\u05dc\u05d5\u05d5\u05e0\u05d8\u05d9\u05d9\u05dd<\/p><\/td><\/tr><tr><td width=\"83\"><p>\u05d4\u05d0\u05dd \u05d9\u05e9 \u05de\u05e2\u05e0\u05e7 \u05d4\u05d5\u05e0\u05d9 \u05de\u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc (\u05e7\u05d5\u05d3 4)<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"58\"><p>\u05db\u05df<\/p><\/td><td width=\"51\"><p>\u05db\u05df<\/p><\/td><td width=\"51\"><p>\u05db\u05df<\/p><\/td><td width=\"155\"><p>\u05d1\u05de\u05d9\u05d3\u05d4 \u05d5\u05d1\u05d7\u05dc\u05e7 \u05d0.9 \u05d9\u05e9 \u05e7\u05d5\u05d3 \u05de\u05e9\u05dc\u05dd 3 \u05d5\/\u05d0\u05d5 4 (\u05d0\u05d9\u05df \u05e7\u05d5\u05d3 \u05de\u05e9\u05dc\u05dd 1), \u05e2\u05dc \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05dc\u05d4\u05e4\u05e0\u05d5\u05ea \u05d0\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05dc\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d5\u05d1\u05d0\u05d7\u05e8\u05d9\u05d5\u05ea \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d5\u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05dc\u05d4\u05e2\u05d1\u05d9\u05e8 \u05d0\u05ea \u05d4\u05d5\u05e8\u05d0\u05d5\u05ea \u05d4\u05e4\u05d8\u05d5\u05e8 \u05d5\u05d4\u05de\u05e1 \u05dc\u05de\u05e9\u05dc\u05de\u05d9\u05dd \u05d4\u05e8\u05dc\u05d5\u05d5\u05e0\u05d8\u05d9\u05d9\u05dd<\/p><\/td><\/tr><tr><td width=\"83\"><p><strong>\u05d7\u05d9\u05e9\u05d5\u05d1 \u05e1\u05db\u05d5\u05de\u05d9 \u05e8\u05e6\u05e3 \u05e7\u05e6\u05d1\u05d4 \u05d1\u05e8\u05d9\u05e8\u05ea \u05de\u05d7\u05d3\u05dc<\/strong><\/p><\/td><td width=\"67\"><p>\u05e0\u05d3\u05e8\u05e9<\/p><\/td><td width=\"67\"><p>\u05e0\u05d3\u05e8\u05e9<\/p><\/td><td width=\"67\"><p>\u05e0\u05d3\u05e8\u05e9<\/p><\/td><td width=\"67\"><p>\u05e0\u05d3\u05e8\u05e9<\/p><\/td><td width=\"58\"><p>\u05dc\u05d0 \u05e0\u05d3\u05e8\u05e9<\/p><\/td><td width=\"51\"><p>\u05dc\u05d0 \u05e0\u05d3\u05e8\u05e9<\/p><\/td><td width=\"51\"><p>\u05dc\u05d0 \u05e0\u05d3\u05e8\u05e9<\/p><\/td><td width=\"155\">\u00a0<\/td><\/tr><tr><td width=\"83\"><p>\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05d0\u05d7\u05e8\u05d5\u05e0\u05d4 \u05e9\u05dc \u05d4\u05e2\u05d5\u05d1\u05d3<\/p><\/td><td width=\"67\"><p>10,000 \u20aa<\/p><\/td><td width=\"67\"><p>25,000 \u20aa<\/p><\/td><td width=\"67\"><p>39,300 \u20aa<\/p><\/td><td width=\"67\"><p>37,000 \u20aa<\/p><\/td><td width=\"58\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"155\"><p>\u05d4\u05e0\u05ea\u05d5\u05df \u05e9\u05e0\u05e8\u05e9\u05d5\u05dd \u05d1\u05e9\u05d3\u05d4 \u05d0.6 \u05dc\u05d7\u05dc\u05e7 \u05d0' \u05e9\u05dc \u05d8\u05d5\u05e4\u05e1 161 \u05d4\u05d7\u05d3\u05e9 \u05d0\u05da <strong><u>\u05dc\u05d0 \u05d9\u05d5\u05ea\u05e8 \u05de 39,300 \u20aa<\/u><\/strong> (\u05d4\u05ea\u05e7\u05e8\u05d4 \u05dc\u05e9\u05d5\u05d5\u05d9 \u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd)<\/p><\/td><\/tr><tr><td width=\"83\"><p><strong>\u05d5\u05ea\u05e7 \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d1\u05e9\u05e0\u05d9\u05dd<\/strong><\/p><\/td><td width=\"67\"><p>10<\/p><\/td><td width=\"67\"><p>7<\/p><\/td><td width=\"67\"><p>10<\/p><\/td><td width=\"67\"><p>12<\/p><\/td><td width=\"58\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"155\"><p>\u05d4\u05e0\u05ea\u05d5\u05df \u05e9\u05e0\u05e8\u05e9\u05dd \u05d1\u05e9\u05d3\u05d4 \u05d0.4 \u05dc\u05d7\u05dc\u05e7 \u05d0' \u05e9\u05dc \u05d8\u05d5\u05e4\u05e1 161 \u05d4\u05d7\u05d3\u05e9 &#8211; \u05d5\u05ea\u05e7 \u05d4\u05e2\u05d5\u05d1\u05d3<\/p><\/td><\/tr><tr><td width=\"83\"><p>\u05ea\u05e7\u05e8\u05d4 \u05e8\u05d0\u05e9\u05d5\u05e0\u05d4 \u05dc\u05e8\u05e6\u05e3 \u05e7\u05e6\u05d1\u05d4 \u05d1\u05e8\u05d9\u05e8\u05ea \u05de\u05d7\u05d3\u05dc<\/p><\/td><td width=\"67\"><p>100,000 \u20aa<\/p><\/td><td width=\"67\"><p>175,000 \u20aa<\/p><\/td><td width=\"67\"><p>393,000 \u20aa<\/p><\/td><td width=\"67\"><p>444,000 \u20aa<\/p><\/td><td width=\"58\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"155\"><p>\u05de\u05db\u05e4\u05dc\u05ea \u05d4\u05de\u05e9\u05db\u05d5\u05e8\u05ea \u05d4\u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05d4\u05d0\u05d7\u05e8\u05d5\u05e0\u05d4 (\u05dc\u05d0 \u05d9\u05d5\u05ea\u05e8 \u05de 39,300 \u20aa) \u05d1\u05d5\u05ea\u05e7 \u05d4\u05e2\u05d5\u05d1\u05d3<\/p><\/td><\/tr><tr><td width=\"83\"><p>\u05ea\u05e7\u05e8\u05d4 \u05e9\u05e0\u05d9\u05d4 \u05dc\u05e8\u05e6\u05e3 \u05e7\u05e6\u05d1\u05d4 \u05d1\u05e8\u05d9\u05e8\u05ea \u05de\u05d7\u05d3\u05dc<\/p><\/td><td width=\"67\"><p>392,770 \u20aa<\/p><\/td><td width=\"67\"><p>392,770 \u20aa<\/p><\/td><td width=\"67\"><p>392,770 \u20aa<\/p><\/td><td width=\"67\"><p>392,770 \u20aa<\/p><\/td><td width=\"58\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"155\"><p>\u05d4\u05ea\u05e7\u05e8\u05d4 \u05d1\u05e1\u05da 392,770 \u20aa \u00a0\u05e0\u05e7\u05d1\u05e2\u05d4 \u05d1\u05d7\u05d5\u05e7 \u05d5\u05d4\u05d9\u05d0 \u05de\u05e2\u05d5\u05d3\u05db\u05e0\u05ea \u05dc\u05e9\u05e0\u05ea \u05d4\u05de\u05e1 2023<\/p><\/td><\/tr><tr><td width=\"83\"><p>\u05d4\u05d2\u05d1\u05d5\u05d4 \u05de\u05d1\u05d9\u05df:\u00a0 \u05ea\u05e7\u05e8\u05d4 \u05e8\u05d0\u05e9\u05d5\u05e0\u05d4 \u05dc\u05e9\u05e0\u05d9\u05d4<\/p><\/td><td width=\"67\"><p><strong>392,770 \u20aa<\/strong><\/p><\/td><td width=\"67\"><p><strong>392,770 \u20aa<\/strong><\/p><\/td><td width=\"67\"><p><strong>392,770 \u20aa<\/strong><\/p><\/td><td width=\"67\"><p><strong>444,000 \u20aa<\/strong><\/p><\/td><td width=\"58\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"155\"><p>\u05d4\u05ea\u05e7\u05e8\u05d4 \u05d4\u05d9\u05d0 \u05d4\u05d2\u05d1\u05d5\u05d4 \u05de\u05d1\u05d9\u05df \u05de\u05e9\u05db\u05d5\u05e8\u05d5\u05ea \u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05d0\u05d7\u05e8\u05d5\u05e0\u05d4 * \u05d5\u05ea\u05e7 \u05dc\u05d1\u05d9\u05df 392,770 \u20aa<\/p><\/td><\/tr><tr><td width=\"83\"><p>\u05e1\u05da \u05de\u05e8\u05db\u05d9\u05d1 \u05d4\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05e9\u05e0\u05e6\u05d1\u05e8 \u05d1\u05e7\u05d5\u05e4\u05d5\u05ea \u05dc\u05e7\u05e6\u05d1\u05d4<\/p><\/td><td width=\"67\"><p>120,000 \u20aa<\/p><\/td><td width=\"67\"><p>207,000 \u20aa<\/p><\/td><td width=\"67\"><p>387,000 \u20aa<\/p><\/td><td width=\"67\"><p>504,000 \u20aa<\/p><\/td><td width=\"58\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"155\"><p>\u05e1\u05da \u05d4\u05ea\u05e9\u05dc\u05d5\u05de\u05d9\u05dd \u05e9\u05de\u05d5\u05dc\u05d0\u05d5 \u05d1\u05d7\u05dc\u05e7\u05d9\u05dd \u05d0.9 \u05d1\u05e7\u05d5\u05d3 5 \u05d5 6, \u05d5\u05d4\u05e1\u05db\u05d5\u05dd \u05e9\u05d4\u05d5\u05de\u05e8 \u05dc\u05e7\u05e6\u05d1\u05d4 \u05d1\u05e1\u05e2\u05d9\u05e3 \u05d0.11 (\u05d4\u05e0\u05d7\u05d9\u05ea \u05e8\u05e9\u05d5\u05ea \u05d4\u05de\u05d9\u05e1\u05d9\u05dd \u05d4\u05dc\u05d0 \u05d4\u05d2\u05d9\u05d5\u05e0\u05d9\u05ea) \u05d4\u05d9\u05d0 \u05dc\u05e6\u05e8\u05e3 \u05d2\u05dd \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d0.10 \u05e1\u05db\u05d5\u05de\u05d9\u05dd \u05e9\u05d7\u05d5\u05d9\u05d9\u05d1\u05d5 \u05d1\u05de\u05e1.<\/p><\/td><\/tr><tr><td width=\"83\"><p>\u05d4\u05d0\u05dd \u05e1\u05da \u05de\u05e8\u05db\u05d9\u05d1 \u05d4\u05e4\u05d9\u05e6\u05d5\u05d9\u05d9\u05dd \u05d1\u05e7\u05d5\u05e4\u05d4 \u05e7\u05d8\u05df \u05de\u05d4\u05ea\u05e7\u05e8\u05d4?<\/p><\/td><td width=\"67\"><p>\u05db\u05df<\/p><\/td><td width=\"67\"><p>\u05db\u05df<\/p><\/td><td width=\"67\"><p>\u05db\u05df<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"58\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"51\">\u00a0<\/td><td width=\"155\">\u00a0<\/td><\/tr><tr><td width=\"83\"><p>\u05e2\u05d5\u05de\u05d3 \u05d1\u05ea\u05e0\u05d0\u05d9 \u05e8\u05e6\u05e3 \u05e7\u05e6\u05d1\u05d4 \u05d1\u05e8\u05d9\u05e8\u05ea \u05de\u05d7\u05d3\u05dc?<\/p><\/td><td width=\"67\"><p>\u05db\u05df<\/p><\/td><td width=\"67\"><p>\u05db\u05df<\/p><\/td><td width=\"67\"><p>\u05db\u05df<\/p><\/td><td width=\"67\"><p>\u05dc\u05d0<\/p><\/td><td width=\"58\"><p>\u05dc\u05d0<\/p><\/td><td width=\"51\"><p>\u05dc\u05d0<\/p><\/td><td width=\"51\"><p>\u05dc\u05d0<\/p><\/td><td width=\"155\">\u00a0<\/td><\/tr><tr><td width=\"83\"><p>\u05de\u05d4 \u05d4\u05de\u05e2\u05e1\u05d9\u05e7 \u05de\u05e1\u05de\u05df \u05d1\u05d7\u05dc\u05e7 \u05d2'?<\/p><\/td><td width=\"67\"><p>\u05d7\u05dc\u05d5\u05e4\u05d4 \u05d0'<\/p><\/td><td width=\"67\"><p>\u05d7\u05dc\u05d5\u05e4\u05d4 \u05d0'<\/p><\/td><td width=\"67\"><p>\u05d7\u05dc\u05d5\u05e4\u05d4 \u05d0'<\/p><\/td><td width=\"67\"><p>\u05d2.2 \u05e1\u05d9\u05d1\u05d4 \u05de\u05e1' 1<\/p><\/td><td width=\"58\"><p>\u05d2.2 \u05e1\u05d9\u05d1\u05d4 \u05de\u05e1' 2<\/p><\/td><td width=\"51\"><p>\u05d2.2 \u05e1\u05d9\u05d1\u05d4 \u05de\u05e1' 2<\/p><\/td><td width=\"51\"><p>\u05d2.2 \u05e1\u05d9\u05d1\u05d4 \u05de\u05e1' 2<\/p><\/td><td width=\"155\"><p><strong>\u05e1\u05d9\u05d1\u05d4 \u05de\u05e1' 1<\/strong> &#8211; \u05e1\u05da \u05d4\u05e1\u05db\u05d5\u05de\u05d9\u05dd \u05e9\u05d4\u05d5\u05e4\u05e7\u05d3\u05d5 \u05d1\u05e7\u05d5\u05e4\u05d5\u05ea \u05d4\u05d2\u05de\u05dc \u05dc\u05e7\u05e6\u05d1\u05d4 \u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc \u05d4\u05ea\u05e7\u05e8\u05d4 \u05dc\u05e8\u05e6\u05e3 \u05e7\u05e6\u05d1\u05d4 \u05d1\u05e8\u05d9\u05e8\u05ea \u05de\u05d7\u05d3\u05dc.<\/p><p><strong>\u05e1\u05d9\u05d1\u05d4 \u05de\u05e1' 2<\/strong> &#8211; \u05d4\u05e2\u05d5\u05d1\u05d3 \u05d6\u05db\u05d0\u05d9 \u05dc\u05de\u05e2\u05e0\u05e7 \u05e4\u05e8\u05d9\u05e9\u05d4 \u05e0\u05d5\u05e1\u05e3 \u05de\u05de\u05e9\u05dc\u05dd \u05e9\u05d0\u05d9\u05e0\u05d5 \u05e7\u05d5\u05e4&quot;\u05d2<\/p><\/td><\/tr><\/tbody><\/table><p>\u00a0<\/p>"}},{"@type":"Question","name":"\u05e1\u05d5\u05e3 \u05e2\u05d9\u05d3\u05df \u05d1\u05d9\u05d8\u05d5\u05d7\u05d9 \u05d4\u05de\u05e0\u05d4\u05dc\u05d9\u05dd","acceptedAnswer":{"@type":"Answer","text":"<p>\u05d4\u05d7\u05dc \u05de-01.09.23 \u05e0\u05db\u05e0\u05e1\u05d5 \u05dc\u05ea\u05d5\u05e7\u05e3 \u05ea\u05e7\u05e0\u05d5\u05ea \u05d7\u05d3\u05e9\u05d5\u05ea \u05d4\u05de\u05e9\u05e0\u05d5\u05ea \u05d0\u05ea \u05db\u05dc\u05dc\u05d9 \u05d4\u05e9\u05d9\u05d5\u05d5\u05e7 \u05e9\u05dc \u05e4\u05d5\u05dc\u05d9\u05e1\u05d5\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7\u05d9 \u05de\u05e0\u05d4\u05dc\u05d9\u05dd \u05d1\u05d0\u05d5\u05e4\u05df \u05d3\u05e8\u05de\u05d8\u05d9.<\/p><p>\u05e2\u05dc \u05e4\u05d9 \u05d4\u05ea\u05e7\u05e0\u05d5\u05ea, \u05e0\u05d9\u05ea\u05df \u05dc\u05d4\u05e4\u05e7\u05d9\u05d3 \u05dc\u05d1\u05d9\u05d8\u05d5\u05d7 \u05d4\u05de\u05e0\u05d4\u05dc\u05d9\u05dd \u05d5\/\u05d0\u05d5 \u05ea\u05d2\u05de\u05d5\u05dc\u05d9\u05dd \u05dc\u05e2\u05e6\u05de\u05d0\u05d9, \u05e8\u05e7 \u05d0\u05ea \u05d7\u05dc\u05e7 \u05d4\u05e4\u05e8\u05de\u05d9\u05d4 \u05d4\u05e2\u05d5\u05dc\u05d4 \u05e2\u05dc 20.5% \u05de\u05d7\u05dc\u05e7 \u05d4\u05e9\u05db\u05e8 \u05e9\u05de\u05e2\u05dc \u05e4\u05e2\u05de\u05d9\u05d9\u05dd \u05d4\u05e9\u05db\u05e8 \u05d4\u05de\u05de\u05d5\u05e6\u05e2 \u05d1\u05de\u05e9\u05e7 (\u05d4\u05ea\u05e7\u05e8\u05d4 \u05d4\u05d7\u05d5\u05d3\u05e9\u05d9\u05ea).<\/p><p>\u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05e2\u05d3 \u05dc\u05ea\u05e7\u05e8\u05d4 \u05d4\u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05d9\u05d5\u05e4\u05e0\u05d5 \u05dc\u05e7\u05e8\u05df \u05e4\u05e0\u05e1\u05d9\u05d4 \u05de\u05e7\u05d9\u05e4\u05d4 \u05d5\/\u05d0\u05d5 \u05de\u05e9\u05dc\u05d9\u05de\u05d4 \u05d5\/\u05d0\u05d5 \u05e7\u05d5\u05e4\u05ea \u05d2\u05de\u05dc. \u05ea\u05e7\u05e8\u05ea \u05d4\u05d4\u05e4\u05e7\u05d3\u05d4 \u05d4\u05d7\u05d5\u05d3\u05e9\u05d9\u05ea \u05d4\u05de\u05ea\u05d7\u05d9\u05d9\u05d1\u05ea \u05db\u05e8\u05d5\u05d1\u05d3 \u05e8\u05d0\u05e9\u05d5\u05df \u05dc\u05e7\u05d5\u05e4\u05d4 \u05dc\u05e7\u05e6\u05d1\u05d4 \u05e9\u05d0\u05d9\u05e0\u05d4 \u05e7\u05d5\u05e4\u05ea \u05d1\u05d9\u05d8\u05d5\u05d7 \u05d4\u05d9\u05e0\u05d4 4,866 \u20aa \u05dc\u05d7\u05d5\u05d3\u05e9 (\u05e0\u05db\u05d5\u05df \u05dc\u05e9\u05e0\u05ea 2023).<\/p><p>\u05d9\u05d5\u05d3\u05d2\u05e9 \u05db\u05d9 \u05d4\u05e9\u05d9\u05e0\u05d5\u05d9\u05d9\u05dd \u05dc\u05d2\u05d1\u05d9 \u05d4\u05e4\u05e7\u05d3\u05d5\u05ea \u05e9\u05d5\u05d8\u05e4\u05d5\u05ea \u05d7\u05dc\u05d9\u05dd \u05e8\u05e7 \u05e2\u05d1\u05d5\u05e8 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				</div>
					</div>
		</div>
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		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-2de723a2 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="2de723a2" data-element_type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-449cf6d5" data-id="449cf6d5" data-element_type="column">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-419ba07e elementor-widget-divider--view-line elementor-widget elementor-widget-divider" data-id="419ba07e" data-element_type="widget" data-widget_type="divider.default">
				<div class="elementor-widget-container">
					<div class="elementor-divider">
			<span class="elementor-divider-separator">
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		</div>
				</div>
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				<div class="elementor-element elementor-element-2aa8e7f9 elementor-widget elementor-widget-text-editor" data-id="2aa8e7f9" data-element_type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
							<p style="text-align: center;">האמור במאמר אינו מובא כתחליף לקבלת יעוץ והוא מהווה מידע כללי בלבד, אשר אינו מהווה יעוץ ו/או תחליף לייעוץ ו/או שיווק מכל סוג שהוא ואין להסתמך עליו בכל צורה שהיא. כל פעולה שנעשית ע&quot;פ המידע והפרטים האמורים במאמר זה הינה על אחריות המשתמש בלבד. בכל מקרה ספציפי יש להיעזר בבעל מקצוע המתמצא בתחום. לקבלת שירותי שיווק פנסיוני אנא <a style="background-color: #ffffff;" href="https://www.ofs.co.il/%d7%99%d7%a6%d7%99%d7%a8%d7%aa-%d7%a7%d7%a9%d7%a8/">צרו עמנו קשר</a></p>						</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				</div>
		<p>הפוסט <a href="https://www.ofs.co.il/blog/2024/03/13/%d7%94%d7%9e%d7%93%d7%a8%d7%99%d7%9a-%d7%94%d7%9e%d7%9c%d7%90-%d7%94%d7%99%d7%a2%d7%a8%d7%9b%d7%95%d7%aa-%d7%9c%d7%a1%d7%95%d7%a3-%d7%a9%d7%a0%d7%94/">המדריך המלא: היערכות לסוף שנה</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>מדריך: כיצד למלא טופס 161</title>
		<link>https://www.ofs.co.il/blog/2024/03/12/%d7%9e%d7%93%d7%a8%d7%99%d7%9a-%d7%90%d7%99%d7%9a-%d7%9c%d7%9e%d7%9c%d7%90-%d7%98%d7%95%d7%a4%d7%a1-161/</link>
		
		<dc:creator><![CDATA[Uri]]></dc:creator>
		<pubDate>Tue, 12 Mar 2024 10:52:59 +0000</pubDate>
				<category><![CDATA[כללי]]></category>
		<guid isPermaLink="false">https://www.ofs.co.il/?p=3813</guid>

					<description><![CDATA[<p>בטופס 161, המעסיק מפרט בפני רשות המיסים את כספי הפיצויים שהופקדו לקרן הפנסיה של העובד, ואת מענקי הפרישה השונים, ככל שיש כאלו. לנוחותכם, מצורף טופס 161 עם הסבר קצר כיצד למלא כל שדה</p>
<p>הפוסט <a href="https://www.ofs.co.il/blog/2024/03/12/%d7%9e%d7%93%d7%a8%d7%99%d7%9a-%d7%90%d7%99%d7%9a-%d7%9c%d7%9e%d7%9c%d7%90-%d7%98%d7%95%d7%a4%d7%a1-161/">מדריך: כיצד למלא טופס 161</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
]]></description>
										<content:encoded><![CDATA[		<div data-elementor-type="wp-post" data-elementor-id="3813" class="elementor elementor-3813" data-elementor-post-type="post">
						<section class="elementor-section elementor-top-section elementor-element elementor-element-7d9f3140 elementor-section-height-min-height elementor-section-full_width elementor-section-height-default elementor-section-items-middle" data-id="7d9f3140" data-element_type="section" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}">
							<div class="elementor-background-overlay"></div>
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						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-1e903803" data-id="1e903803" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}">
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				<div class="elementor-widget-container">
							<p>מדריך: איך למלא <br />טופס 161</p>						</div>
				</div>
					</div>
		</div>
					</div>
		</section>
					</div>
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			<div class="elementor-widget-wrap">
							</div>
		</div>
				<div class="elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-27317c3 elementor-hidden-mobile" data-id="27317c3" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;gradient&quot;}">
			<div class="elementor-widget-wrap">
							</div>
		</div>
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				<section class="elementor-section elementor-top-section elementor-element elementor-element-20fd691d elementor-section-full_width elementor-section-height-default elementor-section-height-default" data-id="20fd691d" data-element_type="section" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}">
							<div class="elementor-background-overlay"></div>
							<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-15047572" data-id="15047572" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;gradient&quot;}">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-3bc0811a elementor-widget elementor-widget-text-editor" data-id="3bc0811a" data-element_type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
							<p>מדריך: כיצד למלא טופס 161 &#8211; הודעה על פרישה מהעבודה</p>						</div>
				</div>
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							<p>טופס 161 (&quot;הודעת מעביד על פרישה מעבודה של עובד&quot;) הוא הודעת המעסיק על פרישתו מעבודה של עובד. </p><p>במעמד סיום העבודה, על המעסיק להסדיר את חובותיו כלפי העובד העוזב, כולל תשלום פיצויים, בהתאם להסדר הרלוונטי. </p><p>בטופס 161, המעסיק מפרט בפני רשות המיסים את כספי הפיצויים שהופקדו לקרן הפנסיה של העובד, ואת מענקי הפרישה השונים, ככל שיש כאלו. </p><p>לנוחותכם, מצורף טופס 161 עם הסבר קצר כיצד למלא כל שדה. </p><p> </p>						</div>
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							<p style="text-align: center;">האמור במאמר אינו מובא כתחליף לקבלת יעוץ והוא מהווה מידע כללי בלבד, אשר אינו מהווה יעוץ ו/או תחליף לייעוץ ו/או שיווק מכל סוג שהוא ואין להסתמך עליו בכל צורה שהיא. כל פעולה שנעשית ע&quot;פ המידע והפרטים האמורים במאמר זה הינה על אחריות המשתמש בלבד. בכל מקרה ספציפי יש להיעזר בבעל מקצוע המתמצא בתחום. לקבלת שירותי שיווק פנסיוני אנא <a style="background-color: #ffffff;" href="https://www.ofs.co.il/%d7%99%d7%a6%d7%99%d7%a8%d7%aa-%d7%a7%d7%a9%d7%a8/">צרו עמנו קשר</a></p>						</div>
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		<p>הפוסט <a href="https://www.ofs.co.il/blog/2024/03/12/%d7%9e%d7%93%d7%a8%d7%99%d7%9a-%d7%90%d7%99%d7%9a-%d7%9c%d7%9e%d7%9c%d7%90-%d7%98%d7%95%d7%a4%d7%a1-161/">מדריך: כיצד למלא טופס 161</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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		<title>המדריך למעסיק: טופס 161 החדש</title>
		<link>https://www.ofs.co.il/blog/2024/03/12/%d7%98%d7%95%d7%a4%d7%a1-161-%d7%9e%d7%93%d7%a8%d7%99%d7%9a-%d7%9c%d7%9e%d7%a2%d7%a1%d7%99%d7%a7/</link>
		
		<dc:creator><![CDATA[Uri]]></dc:creator>
		<pubDate>Tue, 12 Mar 2024 10:25:44 +0000</pubDate>
				<category><![CDATA[כללי]]></category>
		<guid isPermaLink="false">https://www.ofs.co.il/?p=3766</guid>

					<description><![CDATA[<p>רשות המיסים קבעה 7 תנאים מצטברים הנוגעים לפרישת העובד שעמידה בכולם תאפשר למעסיק לאמץ אליו את סמכויות רשות המיסים ולמלא את חלק ג' באופן שטופס 161 במלואו, ישמש כאישור מס לבחירות העובד</p>
<p>הפוסט <a href="https://www.ofs.co.il/blog/2024/03/12/%d7%98%d7%95%d7%a4%d7%a1-161-%d7%9e%d7%93%d7%a8%d7%99%d7%9a-%d7%9c%d7%9e%d7%a2%d7%a1%d7%99%d7%a7/">המדריך למעסיק: טופס 161 החדש</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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							<p dir="RTL" style="line-height: 150%;" align="center"><span lang="HE" style="font-size: 20.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;">המדריך למעסיק: <br />טופס 161 החדש</span><b><u></u></b></p>						</div>
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							<p>המדריך למעסיק: טופס 161 החדש</p>						</div>
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							<p>שבעת התנאים שיאפשרו למעסיק לאמץ את סמכויות רשות המיסים</p>						</div>
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							<p dir="RTL" style="line-height: 150%;"><span lang="HE">במסגרת טופס 161 החדש, התאימה רשות המיסים את המקרים שבהם קיימת למעסיק סמכות לאשר את בחירות העובד הפורש, במקרה שהעובד החליט בפרק הזמן שהמעסיק הקציב לו, מה ברצונו לעשות עם כספי הפיצויים ששוחררו לטובתו בעת פרישתו ממקום עבודתו.</span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">רשות המיסים קבעה 7 תנאים מצטברים הנוגעים לפרישת העובד, שעמידה בכולם תאפשר למעסיק לאמץ אליו את סמכויות רשות המיסים ולמלא את חלק ג' באופן שטופס 161 במלואו ישמש כאישור מס לבחירות העובד.</span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">במקרים אלו, העובד הפורש לא יידרש לפנות לפקיד השומה להמצאת אישורי מס, וטופס 161 יספיק על מנת שיוכל להמשיך מול קופות הגמל שלו במימוש בחירותיו לעניין כספי הפיצויים (פטור, רצף קצבה וכד').</span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">במסגרת הוראות הדיווח לטופס 161 החדש, מאפשרת רשות המיסים לכל מעסיק ולכל עזיבת עבודה לבחור איזה סוג מעסיק ברצונו להיות: </span></p>
<p dir="RTL" style="line-height: 150%;"><strong><span lang="HE">מעסיק &quot;ראש קטן דיגיטלי&quot;</span></strong></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">רשות המיסים מאפשרת למעסיקים לבחור בדרך של &quot;ראש קטן דיגיטלי&quot;, על ידי דיווח עזיבת העבודה דרך המערכת הממשלתית המקוונת, וזאת באמצעות טעינת קובץ </span><span dir="LTR">XML</span><span lang="HE"> או הזנה ידנית של פרטי החלקים א.1 עד א.11. מטופס 161 החדש. </span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">מעסיק שפועל בדרך זו, יוכל לבחור &#8211; לאחר דיווח כאמור של חלק א' במערכת המקוונת &#8211; כי מבחינתו סיים את חלקו בתהליך העזיבה של העובד, או במילים של רשות המיסים &#8211; &quot;ובזה מילא המעסיק את חלקו בדיווח&quot;. </span></p>
<p dir="RTL" style="line-height: 150%;"><b><span lang="HE">מה קורה מכאן עם העובד?</span></b></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">העובד העוזב יופנה בכל מקרה להמשך התנהלות וטיפול מול פקיד השומה, וזאת באמצעות המערכת המקוונת. בשלב זה, המערכת המקוונת שהעלתה רשות המיסים תומכת בסגירת תהליך דיגיטלי </span><span lang="HE">שלם רק אם לעובד הפורש יש פיצויים בתוכניות מסוג קצבה בלבד (קודים 5 ו-6), ורק אם העובד בחר להותיר את כל כספי הפיצויים ששוחרו כעת לטובתו בתוכניות הפנסיוניות למטרת קצבה &#8211; רצף קצבה.</span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">מאחר שבחלק ניכר מעזיבות העבודה בוחר העובד אחרת, ומבקש לנצל קודם כל את החלק הפטור ממס ורק אם יש חלק חייב במס להותירו למטרת קצבה, הרי שבמרבית המקרים של עזיבות מקום עבודה, בחירות העובדים לא ייתמכו בשלב זה על ידי המערכת המקוונת, והם יאלצו להמשיך להתנהל מול פקיד השומה בתהליך חצי ידני וחצי מקוון, עד שיקבלו את אישורי המס שלהם.</span></p>
<p dir="RTL" style="line-height: 150%;"><b></b><b><span lang="HE">מה עם תשלומי השלמה ומענקים במזומן?</span></b></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">מעסיק מסוג &quot;ראש קטן דיגיטלי&quot; שמשלם לעובד העוזב השלמת פיצויים ו/או מענקי פרישה במזומן (קוד 1), ימצא את עצמו במרבית המקרים מחויב לנכות ממענק הפרישה של העובד את המס השולי, ולהעבירו למס הכנסה ואת היתרה נטו להעביר לחשבון הבנק של העובד, וזאת על מנת שלא להיות חשוף לתביעת העובד לפיצויי הלנת פיצויי פיטורין. </span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">בצד העובד, השלמות אלו בדרך כלל פטורות ממס, אך במקרים אלו &#8211; וככל שהעובד לא העביר למעסיק אישורי מס מתאימים בפרק הזמן שניתן לו (לכל היותר 30 ימים ממועד העזיבה) &#8211; העובד יאלץ לשלם את המס השולי (כפי שחישב מעסיקו לשעבר) בגין המענק הפטור, ולהמתין לפקיד השומה עד לקבלת אישורי מס המתאימים לבקשתו, כפי שבאה לידי ביטוי בחלק ב'. רק לאחר מכן, יוכל להמשיך את ההתנהלות בקבלת המס ששולם ביתר מול המעסיק או פקיד השומה (המעסיק לכאורה סיים את חלקו בדיווח חלק א').</span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">במקרים אלו, וכל עוד לא חלפה שנת המס, יוכל המעסיק לבצע את התיקונים באמצעותו, ולזכות את העובד בגובה המס שנוכה ביתר אל מול אישור המס שהתקבל. </span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">במקרים שבהם חלפה שנת המס, לא יוכל המעסיק להחזיר לעובד את המס שנוכה ביתר, והעובד יתבקש להגיש דוח בקשה להחזר מס מרשות המיסים. במילים אחרות, קיים סיכוי סביר שהכסף שנוכה ביתר יוותר בקופת המדינה.</span></p>
<p dir="RTL" style="line-height: 150%;"><b><span lang="HE">המעסיק יכול לבחור אחרת </span></b></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">על מנת להקל על תהליך העזיבה של העובד &#8211; שממילא מלווה בדרך כלל בפחדים ומצוקות, לעיתים גם כלכליות &#8211; ועל מנת לאפשר לעובד לממש את זכויותיו בעת העזיבה בגין כספי הפיצויים שלו בדרך מהירה וללא צורך במפגש ישיר מול רשות המיסים, המעסיק יכול לבחור אחרת, ולא לסיים את חלקו בדיווח חלק א' במערכת המקוונת, אלא יכול אפילו לבחור שלא לדווח במערכת המקוונת על מקרי הפרישה בכלל. </span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">מעסיקים שיבחרו אחרת, יגלו כי בחירה זו אמנם דורשת מהם עבודה רבה יותר, אך בחלק גדול ממקרי הפרישה למעשה חוסכת להם זמן (ועל הדרך גם לרשות המיסים). ולא פחות חשוב, היא חוסכת לעובד הפורש בירוקרטיה, בזבוז זמן יקר, תשלומי מס ביתר, והתנהלות מתישה ומיותרת מול פקיד השומה.</span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">על מנת שמעסיק יוכל לבחור לפעול אחרת, הוא נדרש לאפשר לעובד למסור לו את חלק ב', שבו העובד מבטא את בחירותיו השונות לעניין כספי הפיצויים ומענקי הפרישה שהועמדו לרשותו (פטור ממס, חייב במס, רצף קצבה, רצף פיצויים).</span></p>
<p dir="RTL" style="line-height: 150%;"><span lang="HE">לאחר קבלת חלק ב' מהעובד, על המעסיק לבדוק את עמידתו של העובד הפורש בכל אחד משבעת התנאים שקבעה רשות המיסים במסגרת טופס 161 החדש. עמידת העובד בכל שבעת התנאים תאפשר למעסיק להיכנס לנעלי פקיד השומה ולאשר את בחירות העובד כפי שנמסרו למעסיק באמצעות חלק ב'. </span></p>
<p dir="RTL" style="line-height: 150%;"><b><span lang="HE">שבעת התנאים:</span></b></p>
<ol>
<li dir="RTL" style="line-height: 150%;"><span lang="HE"><span lang="HE">כל הכספים שהועמדו לרשות העובד בקופות הגמל (קוד משלם 4 ו-6) מנוהלים באותה חברה מנהלת.<br><br></span></span></li>
<li dir="RTL" style="line-height: 150%;">העובד אינו בעל שליטה במעסיק, או קרובו של בעל השליטה במעסיק.<br><br></li>
<li dir="RTL" style="line-height: 150%;">במקרה של תשלום מענק פרישה עקב פטירה &#8211; הסכומים שהועמדו לטובת השאירים פטורים ממס בהתאם לסעיף 9(7א)(ב) לפקודה, ו/או הכספים הצבורים בקופת גמל יועדו למטרת תשלום קצבת שאירים.
<br><br></li>
<li dir="RTL" style="line-height: 150%;">העובד לא חויב במס בגין הפקדות המעסיק למרכיב הפיצויים בקופת גמל לקצבה, בהתאם לסעיפים 3(ה3)(1א) ו-3(ה3)(1ב) לפקודה.
<br><br></li>
<li dir="RTL" style="line-height: 150%;">בקשות העובד בחלק ב.1 נעשו ביחס לכל הסכומים שהועמדו לרשותו, ובמגבלת הסכומים המרביים המפורטים בחלק א.13.
<br><br></li>
<li dir="RTL" style="line-height: 150%;">הודעת העובד אינה כוללת בקשות נוספות בחלק ב.2 &#8211; בקשה לפריסת המענק <b style="text-indent: -0.25in;">או </b><span style="text-indent: -0.25in;"><span style="text-indent: -0.25in;">בקשה לרצף פיצויים.<br><br></span></span></li><li dir="RTL" style="line-height: 150%;">העובד סימן בחלק ב.3 כי התקיימו לגביו כל ההצהרות <b style="background-color: transparent; text-indent: -0.25in;">או </b><span style="background-color: transparent; text-indent: -0.25in;">העובד לא סימן כי התקיימו לגביו כל ההצהרות כאמור, אך העובד לא ביקש סכום מענק בפטור ממס.</span></li>
</ol>						</div>
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							<p><b>הסבר על כל אחד מהתנאים</b></p>						</div>
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							<p><b>תנאי מס' 1: &quot;כל הכספים שהועמדו לרשות העובד בקופות הגמל (קוד משלם 4 ו-6) מנוהלים באותה חברה מנהלת&quot;</b></p><hr /><p> </p><p><strong>למה התנאי קיים?</strong></p><p>זהו תנאי חדש, והאחרון שנוסף בגרסתו האחרונה של טופס 161 החדש מיום 07/01/2024. </p><p>תנאי זה נובע מכוונת רשות המיסים לבטל את סמכויות המעסיק בכל מקרה שבו לעובד יש ריבוי מוצרים פנסיוניים אצל גופים מוסדיים שונים, כך שבמקרה שיש יותר מ&quot;חברה מנהלת&quot; אחת, לא יורשה המעסיק לאשר את בחירות העובד, אלא יפנה אותו לטיפול מול פקיד שומה לטובת המצאת האישורים.</p><p><strong>מה צריך המעסיק לבדוק?</strong></p><ol><li>האם בדיווח המעסיק בחלק א.9 בלבד קיימים קודי משלם מסוג 4 ו/או 6? אם <strong>לא קיימים</strong> קודים כאלו, העובד עומד בתנאי הראשון.<br /><br /></li><li>אם קיימים בחלק א.9 קודי משלם מסוג 4 ו/או 6 על המעסיק לבדוק האם:<br />2.1   בחלק א.9 קיים קוד <strong style="background-color: transparent;">משלם אחד בלבד</strong><span style="background-color: transparent;"> מסוג 4 או 6 &#8211; במקרה כזה העובד </span><b style="background-color: transparent;">עומד </b><span style="background-color: transparent;">בתנאי מס' 1.<br /></span>2.2   בחלק א.9 קיימים יותר <strong style="background-color: transparent;">מאחד מסוגי הקודים (4 או 6)</strong><span style="background-color: transparent;"> – במקרה כזה על המעסיק לבדוק האם הכספים שנצברו לעובד בקופות השונות נמצאים תחת אותה &quot;חברה מנהלת&quot;. אם כן, העובד </span><strong style="background-color: transparent;">עומד</strong><span style="background-color: transparent;"> בתנאי מס' 1. אם לא, והכספים נמצאים אצל יותר מ&quot;חברה מנהלת&quot; אחת, העובד </span><strong style="background-color: transparent;">אינו עומד</strong><span style="background-color: transparent;"> בתנאי ועל המעסיק לסמן בחלק ג. 2 ברובריקה השנייה כי תנאי מס' 1 לא התקיים ולשלוח את העובד לפקיד השומה להמשך טיפול בהמצאת אישורי המס.</span></li></ol><p><strong><u><br /></u>דגשים</strong></p><ul><li>קיומו של קוד משלם מסוג 1 מענק במזומן מהמעסיק, ו/או קוד 3 קופה מרכזית לפיצויים ו/או קוד 5 קרן פנסיה ותיקה אינו משפיע על עמידת העובד בתנאי זה, ויש להתעלם מהם בבדיקה.<br /><br /></li><li>ייתכנו מספר תיקי ניכויים שונים על צבירות פיצויים של העובד בקופות גמל ו/או קרנות פנסיה שונות, אך כולם יכולים להיכלל תחת ח.פ אחד, כלומר תחת אותה חברה מנהלת, כדוגמת: הפניקס פנסיה וגמל, או מגדל מקפת קרנות פנסיה וקופות גמל בע&quot;מ.<br /><br /></li></ul><ul><li>למרות שחברות הביטוח אינן &quot;חברות מנהלות&quot; בהגדרתן, כוונת רשות המיסים לעניין עמידה בתנאי זה כוללת גם את חברות הביטוח. כך, למשל, אם לעובד נצברו פיצויים בפוליסת ביטוח מנהלים המנוהלת בחברת הפניקס ביטוח ,ובקופת גמל המנוהלת בחברת הפניקס פנסיה וגמל ובקרן פנסיה מקיפה חדשה המנוהלת בפניקס פנסיה וגמל ובקרן פנסיה משלימה המנוהלת בפניקס פנסיה גמל, הן יחשבו <strong>כחברה מנהלת אחת</strong> לעניין התנאי הזה.<br /><br /></li><li>רשות המיסים תפרסם בקרוב את רשימת &quot;החברות המנהלות&quot; ומספרי הח.פ שלהן, את רשימת קופות הגמל, קרנות הפנסיה ופוליסות הביטוח עם מס' תיקי הניכויים שלהם בהתאמה ובשיוך לח.פ הרלוונטי ומכאן &quot;לחברה המנהלת&quot; הרלוונטית וזאת על מנת להקל על המעסיקים בבואם לבדוק את עמידת פרישת העובד בתנאי זה.</li></ul><p><strong> </strong></p><p><b>תנאי מס' 2: &quot;העובד אינו בעל שליטה במעסיק או קרובו של בעל השליטה במעסיק&quot;</b></p><hr /><p> </p><p><strong>למה התנאי קיים?</strong></p><p>רשות המיסים מבקשת לבחון באופן פרטני אצל פקיד השומה כל אירוע פרישה של בעל השליטה או קרובו, ולכן מונעת מהמעסיק לאשר עבור פרישה כזו את בחירות הפורש, אלא באמצעות פקיד השומה בלבד.</p><p>הגדרת בעל שליטה לעניין זה כהגדרתו בסעיף 32(9) לפקודת מס הכנסה:</p><p>&quot;בעל שליטה&quot; &#8211; מי שמחזיק, במישרין או בעקיפין, לבדו או ביחד עם קרובו באחד מהבאים:</p><p>(א) ב-10% לפחות מהון המניות שהוצא, או ב-10% לפחות מכוח-ההצבעה;</p><p>(ב) בזכות להחזיק ב-10% לפחות מהון המניות שהוצא, או ב-10% לפחות מכוח-ההצבעה או בזכות לרכשם;</p><p>(ג) בזכות לקבל 10% לפחות מהרווחים;</p><p>(ד) בזכות למנות מנהל;</p><p>הגדרת קרוב לעניין זה, כהגדרתו בסעיף 76 (ד)(1) לפקודה: בן-זוג, אח, אחות, הורה, הורי הורה, צאצא וצאצאי בן-הזוג, ובן-זוגו של כל אחד מאלה.</p><p><strong> </strong><strong>מה צריך המעסיק לבדוק?</strong></p><ol><li>האם העובד העוזב הוא בעל שליטה או קרובו של בעל שליטה, בהתאם להגדרה:<ul><li>ככל שהעובד עומד בהגדרה, על המעסיק לסמן את חלק ג' 2 ברובריקה השנייה ולציין כי תנאי מס' 2 לא התקיים. עליו לשלוח את העובד לפקיד השומה לטובת המצאת אישורי מס.</li><li>ככל שהעובד אינו עומד בהגדרת בעל שליטה או קרובו של בעל שליטה, הוא עומד בתנאי מס' 2.</li></ul></li></ol><p><strong><br />דגשים</strong></p><ul><li>על אף האמור, אירועי פרישה של בעל שליטה או קרובו, שבהם העובד לא החזיר את חלק ב' והוא עומד בשני התנאים בסעיף א.12 לעניין רצף קצבה ברירת מחדל (מתחת לתקרה ואין מענקים הוניים), יוכלו להיסגר על ידי המעסיק מבלי להפנות את בעל השליטה או קרובו אל פקיד השומה, ובתנאי שלא משולמת לפורש פנסיה תקציבית (סעיף א.7 סומן &quot;העובד לא זכאי לפנסיה תקציבית&quot;).<br /><br /></li><li>על המעסיק למלא את חלק א.1 של הטופס אם העובד הפורש הוא בעל שליטה במעסיק, או קרובו של בעל השליטה במעסיק ולפרט את סוג הקירבה.<br /><br /></li></ul><div><img decoding="async" class="" 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" 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wFX9+ph6CvjvTjETKMf/joX2X/gAbYJ9XRLK5+L65Jk+/WhpLjc4tLp0xw+fFIjDBdOiW18+is++WAX71/zx0Mc9shQJfUeZzE4dogj1jmENCh7ETc7n02a5WWuvHeC6y5PSewZpL3wMRGm5zm77yBHDh3n/PnjnDy4m09/uZsjlxzxLBmh/Xnmu4WSufY9pdj7Btp7PuHDbbJPh1SSWmc3x3F9ktUcU7y1D/DuMScsIkrpbIol2fIox3/yPX76/nlO22eS0jbHzNIks9VPiBOh1jp6iH37T3DmzDkZO2nb8X0c3/k+73wqNmUYS0XLy5cPhKUR5hqjiXe4wfVD+zhy8AgnRZjPnTzNmV2fsm/bHvZetcc2pZ3G8QlJ/hPIcLnBTTnOob0iQGIbZ09IsPvOdnYfMMQioYWaiWH6CtzwvfI+H/37z/nlLn30QmqonphnaaGUAo9bXP/oMFctJCiZEC1U6tEdQ7HrOdnnTU49SKewt4PeyhDCjMQeDh9m3wGZOxJwatp0VIKY7R/ym+03uGaVTnv/a5b/+4jr8Z/x/f/lb/j7vz/GeW/JvlVxVflmozi2GaaHaqnOjCUxJIiw4CeEPQknIjyCyMhIoqIieOKqh8OF9/lwtxa7TTIoqqhitOQxIcYnOf6LH/H+nttoh7VQNdJLz1Nr7Pf/jI9/sZND+o+wDYghJjKCaCkxUWE88TLH+dL7bPtwP7+46Edodiq1sXoYKU74oCkGmQu0Ked1B9Ko8zrNiY9PsONGGFGNLbQUuOB3cwfbj9/h8BUbfO4b4uXli/uTSCIDbbE5+REH3tnDMesMIpqnmexTTsUmEKO0JyycqOgYwn2deKS9g7PHz7DbPJfImtev/Mi/1ysoCHXC6JQZrsHFNEs3rcp/y+Pd9DdUUldTQ1V9Mw11leT5+xDh6Ut0TT8NmvPR8n/LZZRnR+PqlkFWWTsTU+00FWWSFR1OfIzUVfoiMjKayLBAIsUh6p3awzu/0sL5YTxjLXGkGu7i3K4TnPOoJrWincHKJNJiIwgOfMRju9vo7/sJH7x3gE/0kokuameqMZ4sLx1ufvIzPnpHHLm0P7phhoneGloLE4mJCJcxDSNS2h8Z6EGg0UHOHDrCz0958jDkMcUSxFx+91O2nfHBp3Fc6vuUPNcbHP9Ql9seknnP9zFTJWJ2dh/vvXsXvfBqTWb0PCxZEzc51kBHaQpJ0RGEhcqxojbbF2p1VrLqbfxovxX3wpvoG6qgwf8c2tve5ZfHvLBMHZMen5eARgTNTMRLhPO0eSIh9WO0VuVQkSr7ElsMk/GLjQ4myNMCvb2fcurQdYwSJfh4628n55lvTSLP/ijn3vkh3//VWU5YJpLQOcPUohyrzJlIoxNsv+CBWWw7YzM9DFWGEX5Hjv3uz/jpYWvuRHfROznKrAQvpcmxpEi7YqJl7CKU8YsiKtABP9Nj7H9/D7v22pJX2Ll17C0Wx5lpLaAiM0q2CeeJ2GB0lIzDYxfsLp7k2nEttB/nkTywyuLKLPOdJVSnRxAbGU5omMyXqCdEhrjy4OxBzm47wk3vfJIl6pwea6QjxQGnC5+w/Qe/Zsd1X3zqpxmZrqLa+yI3f/MLPjnrilXp8uYlgu4oCm2Psu+Dc+y/F0lKVyetbRUUJ0STIrYYHfWsTTLX/S3xNDjE9l8d4MgJD+obNacVXqCKq4rKb4PIxvIYM6NNtDQ0UVPbT1//GBMTE5oyOSkZaXMarQGXuaF1h32mORQ2TbA2P8p481NS7h/m7inJdL0qSetfZrIxjmTdj7l06BSXfGpJapqSfSj72SwTPeX0R9/m/uWzvHc5CL/8VkbqQ4i/+ykH913isFMd+f2rMsvqGMqxRP+YFieuhBLTNMTsxFPKfc9LlrqbX+64wz3rRDLKexkYlzqOd9EcoofL+W3sufWIBykjTM7MsTA7Je2YZFLaMjUl6/XUMBSli7PeNfabPiWk9PW8VMk8h2mK98RDMm4Tp2jiRmByTcSq5AnxljcwvnMHbWMbrB29cPMV8c5upn1ymQUlVlmdFIcWR7GIgmdUK4UtC6ytLUo9ZpiRvpyWOmj6Qf6enBhioi+GFI/bnP7oOp7Oqcz0lFDreZLbR/Zx4EE2YRVTLM+K4I2PMzo2ymhXGS1PbnL/wmHePy1imNjB+tIUsyOtlHrrYndqB6eMnuBStMzY3CLL89NMK8dTxnJKxmK4jfEcKwlMbrLzRjC+6Xm05djjdPg99h80wTitl9axQkojrNA+ZY9dQD39a2OsDj8h9M55Dr6ri3FoOTXS1BdJozR8bYnlBWmj0j6N3SjjPsxExUNSHC6z95Ib90K7GZ8eZK7WFd/r+/jwfR20PEpokD5fXeul5rE+D/bv4bp1NIGtK4zMTDM3vWWDMoZTk+MMthWTZHxW2n8J4/hWsj/rCVizbYxKoOd961M++fk7/EAE9pxtMvFi32PlweT5mnHPPZvAkllWNlZZW5Q+KvQmyWQfO4/pcdyxnJahWWnWPLPSb0q7NGOnmRfyOVbLQKkTlhfOcXaXBYU5LVsH3mJ9RXP5QKm/Mtab9e9hQIKnwFtX0JFj2GW1UqmJUNYk4Z5lbmp8s62KbSjzZbydQk8D7E8f4u5DCRgHRJDWl1md6acl2RHXY7/i1AUTTLIXaJmbZTrfmeAr77LzoC7nfNupHZN5tFhKW4IJN/bf4Kz2E9J6JxiVAONZm5Q5MSl10xxzrIyOHGv0jp7jymFHGmr7NE15jiquKiq/JXPdzDbHkZmZT0zJHCOvW/1cA6vpBjhY2nDBq4XyPkVFhPUearwNcNXWwTKuhZIpcbiDFTS5HsXoykXOerfy9LX5CaNQYUPAA132GaQTVLHI6pwIXpI2d4+fZPvZEILLlRtrxpgbjMbzrjm6NyN42qZ40Rb6Moy4t/Nj3t9hiFFcH80vZy4toeS7nOHIVSfuPG5j4m23I65L+F9kTaj1HY5aZBFc8jYPscpkSQip+ge4rG3D3cQ+WianpY+yKQp2xtvNHWefYEKjk0kpaad+aHXr5o8NVmZ6pY5BZEhGEFszKdtt7o+1UUaGhmjtnmPulbuByqiLt+T2bh18HLNZHmljKvEO1lcPse1ePI+KX7/PWBrV60+04y32n/bgUVT71vfr9Kd5E6x9gfseiYS1rzPz2iWzTUQSa9xJcdXnokMu4U2jTLcnkan/KRf3H+eIRRS+kYHEBHli55lFUtmoHFECkI2nJDoYcnW7EQ4RFTTLnl47of52uiOoe3ybaxaRWKXOsLAqx1+spNRXl+sf7eW0XgBhSvAiq46m+RJ18yQWPnE8GVRuj3sLi/1Uu97C+eZlTBNbyHrtbOzm2ZglpvtqqYl4SKyvDU4Oetw8tI39O49z7LYjNs6PiIhKIrF6mNaX76Iey6Mv7BrnLhlw2KKA5n7lVMQCq/ODdHaN0Tf88l3QUuPRCB7ra3Nz3wNKJcD6YuZZn0zjya1raB80xr24R3MG4LNZpTvagYDrMp8epRPWqxl9Dcsd6WQZfIzutbvcSVqmWokRx3NoDbnI5QPn2HM9nsSWadnDAGMyL+yumaOvF0PR4Lx8N8fizCDtnRMMjr9sJEOsdAXgfPUGd4460lwjB3wZVVxVVH47NrpzaQ3UwtzMAZ3QfmpeORu0wYbywAQfXRyd/bDNnaNVuT14ZUI0OYdYVzfcHcPJ7JjavFY62cRY5E2sb0m2YpJFRNVr5+3muphJNMbXygStRw2kaLRBPFxvGP63L3N2333s0jrpXpUovi8aPxsPzK3yqO5TriA10pVhwZ0dJzh+3ouQtnnJMV9iKoumBDOu3HTByK2Cidm3uP9FCf9zHhD4QMRVMsPQstcz1y36c2gL0+XOHSuuuFVTOyBubWNdskTJEKZmmJ6VrHBVMg5xEluhhvyxxJyIY3mciFVyAQ1Ty5vXvZb6WGqOIO5JKI7BdVR1PnMrsuV6AeVR5tzapcND+2xxvj1QboeX3jk+uRaCW8bQi/1rkP4cCCXVz4JLdyMJS5P2SDazvlhPQZgvHubeROZKJi0+82Up2GSFtaFamgOM8LGywCKhi3wRp7XhKjp8TnLv6Mf8+qAeV+/aERCWQFL9FN2aQEC86GwcsW4WXD/3EP+0Nk2/v1qv15GlC330xTsQYXkX08BiIiW528x2ZxnM9yHk6g4u37THomCRnkXJtLPDiDK8h2dMNlkyLG8747s63Ump0w0cbl7BLKmNnDcyV2n1agsN2ZK9G3oSGFtCy1gDDcmWOJ/6Ge/+4Gd858M73HxYSqXyUOiXGc6mN1Kbi1qmnLAppXVAApulSjry/XF/lEZQxgDTz9P1Idb6Q/C+e5Mb+ywpfT1zfSvjzA/GE6B1mWv7DHHJ76J+a8nbmac13BZfLRFXv0wiJFB9Jq5zzRlkm2xH77Y+9xIXqdb0Qw8LDb64XjzPmWP2eBYPMrw6yEjzE9zNvLB1LaVlVMZypojaDH+cH+UQna8ET8+QILvlEfaXr6N7zInmNzLXRubrJfvNLCWmQmKRFxt+DrL/zod4nPo5P1DFVeXPjdXWNKqdj6Bz25gLft2UK48UesZaB+2pj/C8bYCNVxIZ4xtMiv9aH6yjJzeUiIhUIgv66V8QoVHWX+hmtdAaD4Mb7LoWhl/O4CtOfnmwmgqXe7g/sMe5cJQajQeVNZZbKfOUrOjSDcyja8hqbqQ9ywVvjxDsoobonpB15nJpipSM66gel0zTKJtce+nUpEIFXSWe6N3xwNq5iKmZV5dqkMxnI8diS1xzPltclzuZbU8gJiqNgPguepVTbF/EyhTzox001rTR2DbGrPLQCfl6Y6SSvijJ7g30OedYRlbLM68kzn01n7JIM27uuo2XbZa0cUh83GNCH1xjlwiZQ3z7qzdUrYkXrfEmzc8WvYflIoCyL9lmti6OtKgoglKaJBBYePMnRgoTZTTF2WJzXYIGs1DiWucYUZo118FCqh7W53byy+33uOWcSmHXCKPSfZoxXe5lrtyJAMcH3LLJI7l6+u37f5nFVgbyH/Lw3m1u63jwOL8HJaZ4JsgrPU9pfnwVQ0NHdIIaaeiopD45AJf7DwnLaqBHuuZtmfHqVAeljoq4XsUsuf1NcV0XQRyIIyfIiqu6wTxMUR4CIrY53UzjE13M9/+YH35/L5/qxJDQufiSsAhDWfRE3uaSiOsph0pa+0WI2kPJdr3MBX0/zKL7GX3+O68BVnpl/3d+G3EdY07q5n/1Mlp7DXHO66Rua8nbmaMl3IZHWscwevyquM40pmvEVV/HAL3EOao1GbyMylQVuTa3sbom45naSlFTBc1pjri4R+ORNsXI5BRr1Z7E2l7hjFEETqmjzD+PkjqZbvLB7tJniOu0Iq6hz8V1/AuNQGFcxtobr1O/4If/WRVXlT8zVtsyqHE7wR3d+1wJ6KRSOf210M9g7VPyQqyw09fj+r0A/DJbJF7fdLgbw20MVuVS0dxDk3I6WLMnYW1UstBAEYfbHD7siHNi19bvYNfYGKyiOt4bp3uW2HmlkDe8LFPvBQsVUZR66GLn+RATJ288rW3wDBdn3irzWibyWksghS7nOH7NnTvB3RKVb234nCq6qsUJGvvh4lHF7Ntm71wv69kWBDzQ4ZBZBv4FE5/xxo4FNlZHGBoYo7d3gcU3f8j4JqszrMxJxj0nGetLjme9J58mj6PcvnSJvVYlpDY/W7gprqUR97m+7QYeD9LEu0iPzCaS4HKH44dtsQ6ppV+zrnijuT6G656S/9ACH2dvfAqGqVPEZX6UuaYC6mokKx5eY+qVfllmZaKdrrJ4Ej3uYnbjMudue+MQ20zns59arEr22+iB9+1z7NotY5PSpRlnVseYbiuiMsGHYIu7WNj54ZEzJJngc2/8GjLGcwMM1WWRHWiBg+4FzmvZYOxXQaVkga/04IYcszuYcF9X7up78MjRGm8Zd7vAUgrblV+5vp2lyXZKHK/jcP0i92MbyBiRar6841Wxthp3EiS7PSDiahPTzcJWd28Ml9MYpo/R/o/YtuMa1x8WktEz+8LJDz2lO+IW56+YcMK+gpY+6dwKN2IMdrFXsblIyQJfE1ev29e4tsuMki91WnhLXK9c4OpuPRxyOjTXrj+bWZrDRFyvHsbAO5mQzo3N3worSxpTyTL6hLu39LgTN0Ol5rSRworEoI/JcdPF0kvmgqMHD23t8YqtILtXrHphmoV0I/xu72bH7UAsUiSbfkVcvbE9f5Xbh+zePC280CkxUxxZKakEhBeTmZzK06QY4mKU5whvfr5ZHhHifpkrH3ybf/p//S1//w8nuKCKq8qfC+udWTQ9PIvePQuu+jdS3tHOeM0Tws2vcHnnHg6dN8c8tomK8dUXpwLXVlhbUk6Nrr92+lFS0aUcMtzvcu3TS9xxSCC1b4yuzkpqI2zxvn+H2zYx+OWNMCYedHN/GyJkSyw2pFDz6BZmOqfYfeYel0yiiSod2Hyl28YSY2l2ROof5dKDKBxzJhgZ6WOis46askoqykqoLQ0mOcYZY+sYHkd2aG4gWhzvpKOmjKrycsqq66nOS6Ts4WVMLh/nw6t+2MR3MrQgx9fU43WU3+5KURza21d4FVlxQzl1rPy5+Y2GtZ5Cmj1PcvfaNY44VpDR9rK45knmasqNnTp4WKbLYEieulFKjp8RWp9qoWsSQGxtIxX1FVRnBhP90JL7eg7Y+mRTOrTInHIg5RF0y4usrKxorv2+OLZkzjOtdD/1wO/eUY7t2M++i7JtfBP108r9z88QEZlMIsZKlwvbdDB/lEhWdwNledEkuupieu0CZy7ZYxlcQc3UGlsvAHqDjcUBxiqeEGt1jst7d7PzqCF6vkUUDq5svvjgOcoDEfpZGIojydeEW4dl//uvY+AURVzzLEOKWq4vszY/yHB7A/Vl5VSUyhjW11L0NIaAWwe4degAl1wzeNK4jDTlBctj0qWWhNzdw/tHTWSdIqr6JMDQLJQ2j5ZS5il2uet93ttvhsGTWlplGDTVG8ykJ/wmF66actKxWjJXEeoKD+KM93NIxxuDuOGXMtd+EdcgvCRzvb7PSjJXiQC/EAmCBmLxUzLXfUa4SOaqOS28oYzfOBN9LbRUVlJZUkplbQ3lZXlEP7iqCQbOGPnhXDRN39bxZxvTyDLcxj1tffSSJHPVZPBiqyszEqRGUuR+Fb1bp9l5xogblkkk140zK43cWJtmOsUE/zsH2K/3BJuMyZfEtWNTXCVz1Tnm/GbmujbJ6nAZ1TkJBDtaYX3+U478+lt871/+hW/907+IIP7rW8q3+Ld//G/8w3/9//H/EXH96/9+nPPq71xV/lzY6M6hw/8KBka2XHXPpzA9kNyHN7ly/DzHL9tgH1kmjnxp8/rhF6KczOulMfoBVp/+kB2/eZf3j13kxNmrXNO6h5F9EAEFku1KgrY5p9ck4ZPMKj+C2AeXMTi6nb3ibE/cD8H7aS+dyulgRQZWu6h8bI6LCJR5SD5x5dVUhJjgfP0g+7btYOen29n1ycfsO6nNNc9CUuv6GKmLIcXpJtf2bmf/9h3s2iMOZduH7PnFP/Gd//4t/u6nlzjvUUCBRP1f6vLR78hKV4mI6xUsje6jHdZB0cAzpRGXv5RFRbw1uufs8fEs3/xOMoiaKFP0fv0jPv73H/P+3oPsOXyCU6evcO2eHZb+eaTXj4iovJDRt7GxtsBYcTAJFme4fv4SZ/S88UwSsRoREd5aZxP511o9xX763Pn1T9j57jtsO3qcg8fOcObsNW4aueEYXi4ZpTjurS3eZENzqrLA5SoGF09z8qYjVsHFFHXOvnbtdI21sUbasr0Jd7zIlcP72LnrJpeNQwkv7kR0UCP66+MNdCXb4qFzlKM7drFz20727d8vY/we737rr/mX//FDfnjMBevUPvoVk3vG4hAT8Xdx2vsP/Ou3fs2PLz3Gu3z+padnLbDYGSV9cpYT75/golk0KSJMGtseyKAvXJub9xy46tdB+9AsGyU+pJif47pdNM6FCy/OCmz0sNITwCMLU3SuBFJe8poQvZUhZgdj8b1zD52zzoRWDm4+aUypc4kfkVKni/v3sOPjHezbu489u7bz4ff+ge/93f/gWx/eQcuvjrqtp2FMNzwl0+gwpoaW2BYv0iKiuzHVRFtmAOFGZ9E5uI09x65x1jKaoMJB+hVlVViZZizBkjDji2i5ZOBbufTiiWYbrUw3e+OkZ4r+rQhamke3FjxDguslCQL626lP8cX/3Hf4+L/+Bf/Pv/gL/kLK/+Ot5T/xl//TX/K//ue/4n/+T/8H//t/2c9Jt0yypRmv36qnoIqryjeLvnz6Qm9gZGzHRfss8uIDyA6ww8whgoDcXnqez74vywqTdfGkWRziyraf8LOfSpaw8xIXLcIJKh5CcxOmwoZ4qpkmuvO9eWRwnnM7trHvwBUuWUQQWjrE0HOnKRssNYsIhfHEI4K0qi5a2iUD8b2N2ZltfPrBB3z0/ke8/+4Bjlxxwi2nj/a5ccZqQ4kwO8+Zjz9g+wcf8snHn7L9EynbtvPJRwc5dNoEy8hyisS5frZo/P4sD7bQHe9NfGQskfUzdD5XG2n/QiUd5TH4+2eTkfPsYvcMg+WhPLm9j3Pv/4Tf/Pp93v/0MIcvW2LxOI/87vlXr8N+BhurswzkhJDgaoHT4zRi66dfelTl60zQm+PN48sfcuQ3P+bn7+xm18k7aNtG86RAbOALo481xqtTyfGSAMgzjKCioedZ1gsku55uoTHRjYe3DnFh7052HrohwhVHTO0EIy/FCmsj1bREmmB/ZTe7P/qEjz74eHPsPv5YAqlP2LbvEsfvBIp99vDKOwmWJxgv8CVC7xDnD53k7IMoguuW2Hoj4BajDJTHE2luxUP/FLImlNYLwxWMZ/vgH5aCb9EUQ9NLrNWlU/HEi5DMGrL7pQXPjrUxJFlcOpnxcfgHV9Pe9WVCz1EWJvJJCQrHX7K3yt7ZzaBuoZ/RbDeC9A9xfMcnfPDuR9LOTVvd8Yn8vfsYey86YxdRR+tWmjnbVUdZgDOREUmaU9sj4810ZrrifvsUp7bJPDpyixv2icTUTGy27RnLc9I/0RSE+hCS16p5QtazeIG1XhZ6U0iIlMw0vIGBoc8JpSbbaIs0xvXaDg7u3sX27XvYv+ezym4pu6Qtxzl8wgrHxBpqpRlvcyuquKp8sxgoYjhCG2ODB5xyLCO/tpvJ4T56BicZX9i8Kee3ZX1hmMm2QkrS4omPEydU1EBdzzij4hye729NVKY1mvyHt7h54Qbn7j3kYVINFV2TTIgXe+EzxTOujDLa3093p0TOcyssL80wM9BGV2MNNdXVVFdVU1XVQGPrAEOzslxcxurcMMOdTTTKcmWdmmpZt6aWmjqpS30zLa3d9I3Nak4r/i5t/LKszs8w1dPJQP8QI4vryP+2kD+Wx5mb6KdnYJph5U6xre9XppRr3nmUZKaSnplPXmktta0iciNzzL2cqX0myunsZWZH+hjo7KR3eOalO13fxhoLAw205saSGp9I/NMySuole+sXG5jfPNX92SgjJdtPSH93ddDbP6Z5qPuL8XvGMDPdImoPbnHr6BW0TR/jmyHZ2OAUU1K3l9ffWJ5lfqSTnhZpt4xb9db41dbUyNhJ9t3UQUvnCCNTIthb22iQgG1lZoSx7hbam1to6x1jWOr/+nNyV+cmGGtro69vSHPjlkZ7Z8dZ6muje2CErjkZpzXZblyWd3cxMDGryVqf72Z9gY35AUaGhukeXGTuxaB+DnOsLffT3zNAZ+cMs8rzgpWv15dYmexjqKOehlppq9jypq1KW5UXjje20tQ2QP/o3HPbWZoV8W9vo394kpm5MZbqn5DqqMWV87e5fN+fgKeN1PZNa+5VeJmN9RXmh/oZljYNTs8zI7b0vE0yH9dmBxgcHKVneInFzzr/r2FF6iz76WqmtaWFZulr5fOzSzPNTSLI7bL/yXlN1vrakGhQxVXlm8VwMRMx2hjdMeGwbaVkRm8z+9+RdRHTz9jdxtoia92F1KeFEBqRRlxJH71vzZBkkq+/dL33Twyl/a/cdPMyn9U5vzdKcPJbBkarynX0BRZ/62BDacMXCbCwPsb8YBEFsRGEBqWTUT3M4PO06Y+ANWWgtv7eQrnZ7a1DtCFf/tZjp0RFX40da2zq2Y7Wpllrz6I8MZjgqCySq0cY/owATLEJTZu2/v0Kyk5/u4H/ylHFVeWbxWgF00nG2Fk6cNW7gdLez01xvjKUm4VWF5Un+yywIjP+P3heq3zdrC2zIeK9tLzCgjh/dby/IjbWZR4tyDySLF4E8k+5X1VxVflmMdbEfL4fsbFJ+BRN0DH1h5ueqoP9M+KrSNlU3so3pWtVcVX5ZjE3xkp3LZ3dvTRPwdsebKSioqLydaOKq8o3C+WHnGurrK+va64KqQmGiorKfwSquKqoqKioqHzFqOKqoqKioqLyFaOKq4qKioqKyleMKq4qKioqKipfMaq4qqio/NmxtrLC8sI8yyurmhvfPo/V+VlmhoaZnJrRPBhevQFd5cugiquKisqfGStM9PXSXtNI3/CE5mH8n/cb5em2GqrDg0jPLqZsRvO6dRWVL0QVVxUVlT8fNhZgqY2WihLSkmup75x689mwSzMszc0wu6rIMMxUpZL74Cr2Lv541a/Q/Vu//EHljxrlNXlrq6yurbH2OWV1bfNxi18WVVxVVP7YUJ71qpT/aDR1+MPX42tt/tIwa52JlGSnEZY1TNPA1gPnFdaXWRppp7Mgk9Liamom0Lx5Z609g3qvC9w3deRu1BB1L7/yRuVPk40V1pcmmRoZpK+7l96eXvr6pPTK32+Uvs3Pnm56+/oZHF9g5rWXCLwNVVxVVP5oWGdpcZaxoTGmJmf+gx6nqAjHKjPTk4wMjjG/8IdK0+S465Msz48yPLrIxPTXI7Cr492MZPjzNCmB6JYFOp6/iUwONlRC7RMzrC5dQ9cyjIiuNYaURbNVjOdZYG1mx3XbMko73vb2TpU/KVYGWep5SmFqNIFBCURFJ5KSkkRyUhJJb5RkzWdKXABxcaGEZ7ZS2rU5Uz4PVVxVVP4oWJWsqpuuujxio3PJLevi2Tuh/6Csz7Ex3UBZ7lOiY0tp6J74w9zAs77Ecm8OLQUxxGZ3Uty+oXmxy1fLOrM9zVQE+JEcl0LhzCqbr9CWAGK1n4GSEAK0j3Pipx9y6JoLXk3L9GiWD7A+FIO/gzP6+tHk1I9svtZN5U+XuSbmax8R5f8IS9cknkSlkZmRRnpaGmlvlHTNZ2aSJzFhlli7xuAR0kpdywijs4ua99i+zVRVcVVR+aNAUqjRVArCbLhx6yFOT+oY/crF5UsgIrPaFoifvRVa9yJJqBh6/c1lXw8r00xmORBvewMd93wCKjXhxlfMPMMdFSR4BxEXk0370sbmS67XBlgdSCcnJQqbe/aY7j+GqYUzvi1LdGgCnFnZtJRETw/s9HxJqe5lTPla5U+XmUbm64JISnxKYMYYzd2TTE1JmZxk8o0ypfmcmiinq9oLL/P7XD9pzQPrSOIru+mRefo2W1XFVUXljwIR17EonvobcOKMK1aBTcxsLfmDstbFSosHriYGHLsSTnyVctXxD8CyOLFEE8KNTnHesQCfr9y9KJHKED2t2Tz2iCAyuoyJrbcRrgzVM/TUm7j0DFxCnvJY9xY+Ti4EtS/RrhFXyd2XO8l/7IPPfTcSanro02yp8ifLjGSuDeFkZFeIjcPkl7r6MchCly8+1/fy0X/7Fe+8o4NRRBkVYlpv21wV16+K9WVWJns0b7Nvau2itV25AN5Db28//SOTTMyvsaLM76VpFoba6elso7G9m84uWa9/hOGJBeY1bwxek11NMtLTQVtDE50dnXQr+xgW57Mg+1hdYGV2kMHeAXoG55h7FjJtLLM21S3Hb6KxuYuWNjm2cnwpPT199A+OMjqzpHn7/8baAnND3fQ1N9Da0UG7Zh2pR98gQ2MzzCytv3h58Weyztq8tKuzhc6mRlq6e+hU9qE5prKvYWmT1G9llaWZcab6u+kdlHY9v8a1yOL0IH2dHXS0ttMr22vq2i2RoPIp7RscndbURfFvG+tLzM3OMzu7xNrWi53XV5ZZGh9nbnpC+maawX7ZpneEqWXpQ6UfF8YYl+N2dw8yML4o/avZTNhgfVbW62uhXey6ScahW/qob3Ccsekllt724uiNVdamBxjrbaG5pZPmdqXPlPGV7YYmGJtdZlnp2xXZfnqK+YVFlhWHvr7A4tQwQ3199A6MMz63thnlrs+wMCHfdQ/TPyG2o9yXupxFSbQFWqcfYGKdSEXHs74Ykr7YHJe1tRXWFiaZnZtjSma0YlPrSwssTE8zvyh1kHZvrM0zPzfP9JzsdXWFZTn+SFsj7a0ttMr+umV8ehSbGhpnQtaR3b7EgCRywfjbGHHutCt+USViH0o9FDsdZWRykQXlbenri6wtzTA7v8yc1GPz+qgcf2mO8fFpqZ/Y6fKMjHsXPc1NdHR2at5U1Dsgtj4lY6GZDC+xMsNSrj0pVue4YB6BRazMoc7N4/YNjjEi47K4JuMm/bsoGYZiC0vSvxvKMRfnmJ6WPpCGbCgvbZiXvpidZWZZlj4/jNJIsbXGJNydIgkNr2ZGc955jYnKHPIdHvAkMQn/vDz8DbRxsbDDt36a1mevA14ZoSw0kFA7N5LrZY7NjDHQ3kqPlA6x3W6x1wGx16nFNdY2ZIwn+hmTPm/rGaZvXiPPgtRV7K6vrZW2xma6u2Q7mXODY2LnUlHNOtKvq1NdDHbKMZoUP6LY2EvzeGhMY2tyGE248JyNRaYHpX/bOugdn2fm5YWKz5gZYmxymuFJsY1J8RM9bWL34wxNib1srcb8KNP9MidaO2gS/9Gt2LfS/wOjbx8zDco8HpbjynbNLTLXlO3ErmXbvj6xsdFZpsRAVhdlLg5Ke5raZc51bc23zbYsrcu4rc7I3OqUfumgb2xOCTU3WZtjZWGGaZm8C5pz8UodlliYmxE7mxGbl/5amGCiq5VOsbPWLT+k9FWf2NrotNjr632loBHXMNIzS4kpW2f4S0WyfUw1u+Fy/Kf8+1/9X/zt3x7l3MMc8mTnz+v7Eqq4fkVszPVJ9OtKmKUW12/pc13XFFNjY8xMLbFwjSQkp5uO2RUWB0poCDbEUf86l24acOeeCSbmnriHFFPUOy/Tb5KFnlQSXU3QO3+Fuzp30Td5gJX7E0ILe2jpaaa/yJcAOwdMndJ42rZliIvi+HPcCLO6yvUb97imY4LZ/ftSZP+GJljYefMwqZ6qkXkWphqpj3DC/foF7ujoonvfFBMTU6mrDY6Pk4ivHqVX+fHf5zLNZEs6Kda6mF2+wC19Y+6ZmMnxjDGVfZncd8YjJIuctgFaypLI9jDG2jkc7wIRWGWSbshELHiEh7EeOpdvY6RvyH3pLxMjQ4wNjTEyssbeO0GiyiGGxInPjTdQmJFHenoDwzIhFeYH26mLjCL/aTLZzUVEPPIj2COap10TjC4NMlwSRISdAXp37LDyLyK/a1b6V2GZ+epoct1uYqSrrRkHAwNzzKwD8E+soX5CHLhmvZdYFiEq8iPR/ho62nfRun1f6qv0sTnmTsH4pTTQKIHJWG8r9YkpFJY30bYiE3uyhqYkLzwsLDCx9Mc/o41mEdP1qQpaUlxwMHXDNrCKWkUpkc8EU7R3H+Xwp2e5o2+AsfSJobE9dl5JpNSP0TfczUhZFHlZ+aQ0LzMoHme6pYKKuGSK6kWMVsaZHSqgJLeA+DxxcCM9DJZGEm54HaPr17htfB9DGW9TY3OsXQIJzGqhdmR9M/DTMMbGRDQRNtc5/s4Rzp24LseXMTEyxcjMC6/IMkr7ZpmbaGSkNon0vCbpezG/lU3x6m3MJSIyj4IKWd5XRJ6vJTZXL6KjexddAxPu23jjGlNJUdfc1lhsIQHfRrkXTy0PcPjYBbadMkBfzxBTsYX7to/xiK2mRoKY0f5mqmMSyM6qoGFRhGK1g86afOKTa6lun5YEuI/RojgKsnLI7Fqm73lKoTSwjY76OFysQngcWMm4CLF4WbpyIgm8cRtn90c8jAvD6cY5DG+bYp/bR/2sZmOp3zjl0ZFEe3mR3ZRHdn44vvekT29c57a+EQb3rbH0Tia6UuxVgs7x8ickWop9Wfjhmi3zSWNQPQxVhOBroovO+avoi80bypxz8EskoXacAaULZzoZznQk0PwKV6/rc+OOzGFTxc4257Glox+P0hqpHBQBfz5msuFKN3XRbvgaGWMfUkSGpNbP4+6xJgZzfYhLyCDkaQv1Tx+T4GKIrlEgPpndEk4prLPcGE/hQ21MdG9z6ZbYiZEc10SKjJlbeCmF7Zs/W3qBHHe1la4Cfzz1tdG9eA19AyOMjGX+i1aYmdvjEF5Gdn0vY81xZPqZonvlFrdv3sHQ8L74pEf4Z7ZSNzYrul5C4WPxlTfNsA2VY01Il0uQIoNJZ1kyCfm9mpuINDniWhP1pVmERRZSLYI+0pZJip0e5lcvcdvAGD2NfZvywNYT74QKCnuWNT+reoXn4lpCdOkaQ1/qx8u9TDa54nz0R3z3L/8Lf/M3hzjtqYrrV8r6yiyTHY0yUSUyHZUMYkMMc1yccoAuVic/ZOeO/Xy6+xgnjuzj2IFdbNt+ibP3QoislWy1IYlk8xPc2vcxH8t6e/bsZceHBzl6zgaXLInspiQCLvHCV/coB97/lD07d3Ng5yfsPXCGI/djeJycRW28MbZnPuX9dy5y0SGTjI5hieJqaXxigM2ZT9i9Y68c/zDHjh7j+JFDHN3+geznIDtuPsYrtY6RllQK3LW5+en7mv3vOXqcowf2cXTHx+w+ps15xxySG2c/55qXWNNiJ3353nhqHeTERx+we98h9h+WNh87otnXznc/5uBZPYwjSkmIF5HT+ZSjn+xnm3Y4/iV9DAxlUx10lfPv/Iof/cuv2b53P4eOHuXY4cMc2b+fAx9/yK59VzhtJWJfXkx7+WOc9Sy5axhLYf+sRPlzDFdGE3D5JjZWDnjlRGN16xJ6p29ilVomwpIhE+4apmel/9/ZzqcH9LgfVk3V1AZLK2OMSiAUeGMHx3dt56Od+9m7SxmH45y/40OQOLrezVRjC8mG5tpojTTF7cIn7N+xm493KXU9wImDO9m+4yzHtDwIKCoiJz8WP21j3HwSSRkapLkyilS7y1w/vJOP39nJgauOWMaLc2jMpibwGtrbP+bdnSYYhVVQO1xHU6EnjhdPcvK97Rw+IEJzeD87P9zGnn1XuRdQTGxuPnmuV7ATx2WSIM5/tIv2xEd4aZnhGVtO6UQzHdnWuFrZc9utiNLqYtpS7LA5voNDH8v4yhgdPnKEY7s+Zv++4xy4F4x71pAEI888tajJXA7Zfobo7NjD4U92yfoHObhvD9ve3cHRK7bYp3VQWRRPic9N7lmG8CBZstV5cXrTKRSFWHDpujuOAcnUV4bxxPwS58U+9uzazb5929i19wQ7r3jjktyO6MOLjGJDpLY1jvKHV9A6eYCPth3g0L69HN/3Cds+PcXecyIc2Xnkl0bgfUMHC4snxHaPiIAn8zTAjhv3owkv7GC8I5si++vYmDriUDj7Qhw1R+qjuyYBTyNxut45dEhWvybi2lsSRZDePWxNzXlgaYzuge2cPitBbWwblZqLqyIiGwMUJiYS7RNARWUsmZFWGBzczsFPZI7u28X+PWIThw257ppPkWSjI7WBRGh/xP53xT60Q/ArHqBrsJLmeDPMz+xl13vbNNsc2PGRzLmbXHDJJa1zlLmhMur8dTE/8ZH4kX0yL45w/NhRmcfiI7a/x+5dh9mlE8TDp4MvZZLyudpHa6wlbme3c+T4PW75llIgQZPG6ffn0ep7VhOwXnMvIjfGnViDXex6Zx87bvjzuGaAwTnJ8op9CNPZxand2/lwhwR4Bw9xUux2987D7D5qiVVYJfUSJLyIV6T/RvOofKLP3SOyv/c+5YDM/cOHd7Prkx0yf29yy7OAlBrJKnNcCTI8wv6Pd7Jz214Oiq85sEf2bxaNb9kwQ/35lHleQuvdd/hwvzH60W3UDEtGWvmQZOdbaFmn4lUgx1udhMEwYtzNOHfzEYEJ6TQV++J14wgnPxR/duAw+xW/t2cbB3fvZY+WM/ejZO4+uwbwjN9ZXJXM9Wd8/3/5G/7+749x3juXfOl+VVy/EjZYmWkTYXDAX5y6d24n1YtrLE420pQWQpizHW6Ojjg6ueLhaoWTRK8XxFEc2HELi/inJDeVkh78kEAHW5xdnHB0sODesUNc2H+ee8GlJLcP01kqkzfIGScHZxzt7XExOovOmT385pAFt5yTKSsIJdnhNGc++JBfb5dIMTiPioE6qrIjCHeyxUWyWnsHJ1xc3HB1dsDN5Dx3zu7h1/tMuGObQG9VBg2ZwXjLwDs7OOLi6oGbnRlOdw5y8sAR3jkt2UVKl+JmPwNxNtNtDJTHEOPriqONLY6Osi8nZ9zdJbKzNcX4+AecFnE4apuGT0oRhb7iEA//gvc+vcwRm6ekl2ZQFabDjQ8+5cN3TnD1gWSXHm64u7rh5mCD/W3pE3Fav9hvjdmjEEpSrTE/dZYjx5zxqxllnFH6Cjxx2H+E67fk+JlpPDS9iPnp3VyyfYSO1WPpNzO8nB9geuMo57d/ymEJcDzLZxmbHmC0MoFEL0c87O1wdnXCzkyfW7t3cf70XR5k9FL+Soi+xKqIa3OWZC5uso2jg2Z83V1spd90uCZ1OPDhBUxCA/CK9cLk4BkMTB7xqKaLvOx4nj62xd36DrrHxDl+up+PboURKAFAX54noXf3sPOXu/jwpDOe2SXU9RTx9Ikfj23sZOycZQxtMb10kEs7P+LMg0isgtOINDiI9sWbnPEqobi7hKpQG0z26mIZVEzBQCV1oVroa93i4P0UMvIK6JNMN9zHDWc7sSXFJpwcxSbOoSt99RuxCS3XUlqmn4VSInIrHXQUxxHj6oyHrT2ubpJhWxlx9+C7nD5ynis+lUTFRpJqcYhjp40479VM66RYy0A4mY6X2XfQFB27KEork0mP8cXdTmzMwQ53e23uap1l5y4j9D3yqBNBfxHAidKONdBb8IQnj1yxs3OWetriYafNjSMn2f3udUwDAgjN9sT0+H4uXXLBraCbrnJ/4h10OKgdzKPcZgYboojR3s31C/oYpU1R/col4ykGa9MJ1TfHwyWSvBnJ+llhuruUksgA6SNPnE310N71CSfOG2CY2E21ZFASbUif1JGVmk6YXwrNJRnU5YXh7y7z01b60skE+/uXOCrB4DGtQKLq+pmYb6A+ygSrgz/n0+3nOO6QR3RuJa1ZgUT7OmFv7yLzxELm3AHOHD4kc84D5+RqBoZrqEsPIdTRRsZL5rHMK1eZE65O9rgZneLmyd38cp8Zhg8rmZ5/OQJcYXUghxLf69zc9j4f7dHhblgDpVPrrPYX0eV7HoM7JlzwrKKosoSOWANNIvDr965yyiaV3J4WupqfkiZ9/8jRXmPfiu/wdNLn3vmj7P3FMS6aRhA7uvHiZq71ZZZ7S6lPeUSAuyN2tuJzxJ+5mF3gxoXLnNDyxTO9m7axQXpKY8jwd8DV0RkHKS6GFzE5v5P915y5E9FD21A/M5V+BOvuZ99PJWC57o+3pKr12W6E3N3PjjOO6EUOMLEwAi0eBBpdZvthW2z84qmtSSQ+xFvsTGzVyUVsXOam+U3MLu/io93XOWSURm7nzItATkEV1z9GVlkaKSbT9Cx6R05z43G5ZChiwMtTTA4P0d/ZTX9XO10d7dJnjbTWJRN07xq395wT5/uUhKFxOru66GmVaK6zjbbWGrJcDXG5chpD/xzC2xcZGerVXBNp6+ikra2V9spAUh/e5PhhA66YplLe3cZwcypxDne5su2yCEk4qUNDdI100FldQWVFEzX1sn1bO+2yfUftE9ID7nLytCl3TRIZ7OxiZmKQ7t5eujs66GrvoL25jNY8e9wNtdh9RMQmrH7rZwpvQ6xpaZq5QXHCNeVUVlZS1dJKY1sb7dLutkb5zuc6njrHOG2TgUfBBKOtBdRH63L/5lV23wglKDOPxix3HI6d4NJZU5xyaslXrr8qdWltpKXQg1CbqxKJmmHgFkdZSSgBt49w4cANjJO6qFlaYKwqktBLx7l7V5x3bo2IkgWB1z/hyBkdjhiF451cJfVqlEDCjSjjwxzVcuB2UDt9Y1MsTgzQJzbduTUOTeVZJBhfxPLGTUyTOsiVAPkFa6yvTjM5Mixj20N/dzvdnTK+bc3Sb0+JttRDf89JTB4H4xITgM3Jfdy9Y4990QQV7WIPrfW0NhZTmSjt1DnN9kMinAEVLI610lcVitdtLc7uvI1FSDbFC1MMaK6dybi3S3+2t1AZZkuQzgG0RbBsIorIdrmE/kXpm/vxpLeWUJnkjfXZ+7hGVFA/Xk9v0j1Mb2mzRz+Z1JIOFiYH6B/op6uzk25pc4e0ub0yiJSHtyT7NuSyWQbV40tKyCTI2G4ssDA1xJCMh9I/ypi21ErG43gRR+3L3HhURXRBEWUBtySwuMzxO4k8HZxkeS6bkkB9Lhy+z13rJAn4lGus4lzbZFylrzpbU0gNtub2EUPu26VIALP+0ul3Oe7KnASpAwwo9xu0StvbmuhoySBWAqS7e29iExRNRFk4njd2onVesv3oFppKQ8jyu88F4wSCCkcYa03jqfFedLXuoZc4Sfn41u41rDLZXECm2S1cbNx43DxPh8QSa4sTTA500d3aRHHiE7yuieM3dsS3dooOJU3bGITxTDLSsgmVjKqrrZ/pkR6xmw5aW8WG2kpoKnuMg44+1895EFbWK3NnkfmBchp9r2B25QTbdaNwT25jfLBTYz+t7Z20t1TRVuCIj5nMiUM2mAeU0jM/In5EghWZU+Uyj+saFDuQedwqtlYtgcRDse0TFpg4FDA9+1o2xgTj9aH439zBnu//hA8OmXI/URKBxjoGI0zwc/PEOHmE2uEZloeyqYk25Ma+i5y4+JCIxi66ZscZ7O5joKuDHvFhGt/RVsxTf2tMJGO+aeBDYO8a/c9UamONtRmpb/+mv2uVcW6vzaUh7C4uJve4aJ1HVNU8i2uLzI72it9poUP8TZvSnoJgCh9e5bqeE9cetdE4LB09J8FSjh9eZ3Zy+YIx95M7KK9NJNPpIsdlfmjZF1E7P8HqRIwEVLqcOGQt4ppDy+Qg/cMDdHd1b9q3+L2OugTKIvS4dkabI9cjSG0af/VMnCquf4yssjLZQGWwHY8sbHBNbqJIgqnN6w9TLC3MStQqHfvMAOmnys8K53NXsAwrIkOWvTolNhhJ8ybB5DJW4lzDe5UfDLxONf0FThhcMkP7/lOJxpWrVWMMlD3BTcsUO5d0CkanGRusoaeunLKuZQZeuWhYy2j1Q8xNvLFyrWRsQrafn2VpakrzIPJNo5MN5pIly7IQsZMs50kN4lI+h1UWxvrpyJdsq1YES/GNW0uUvtgo9CTPTRuDgBIC2pWvZPL0BEtkbIHWg2TCKtrpr08iRuc8pvfEwTStoLmk8ozlPJrT7Ll1wxOrwHo6+utpDLqOzeVTnHcrI65PqtspDshGG1e7h/hW9dFWHkS66WEO7rnBOec8ciWZ0tRpoZTBTHN0day5ZV1A79ArnbOJRMQdASYEmt7BOrWD7Fec8hZrM6wsiMhKIqPcULLJJC0xnvhcuizOPwXf9CRC7x3ARN8Ks6xlWp4PpnTQWgFlMbbcOmmN78Oyze/ooDJS2njhAR7hZdQ/H48XLNcmU+JwC0f/NJ5USzCU64Cb7nX2nLLDKyqMBBEEN/tIEop7mFjsYLnaEXdLC06b5/K0Ucm6lJvtJphfWn5xSo8qyfydMbhqia5ZGlVji5s31Hwmi4zGOxJnZYBtQhN5I6MMVQXjc/6MCJ0DPrXybxnB1kI/LLUksHDLpUUx01eQYK78Cc5aDyR7SaJ8bu0ttv46fTRnheBy0x6/uEoqukoocjuBsZZkXFaJhD/xJS3MB4ewOvI6RKx7K2l0v4C9mRn3M6ao0GSeL1jur6b10XUcTIy4HdpGbt+rlVwc66YqJpKnKSI+02ubT2iabmO6OoLMp/nEVy0y+MYpHWnFUiEJkl2aXXUnqrR7a+5Ibzf5kOR6m8M6MkYpg6/1sYz0YgaFoRZcPeWAtX8N3WJfi4PlIlLVlHWvMfpK9croKfYQ/+uH08MaZl6/kLg4wGR7CvF+thieOMSFbTs4fM0WA5coEgMek5pZSGr3BkOafYrYDCXgr30XnXMuhNQPSU9LgLU0xbSMywvdXma4PIaQK+cxM/cmsHNVM9c/k4VeFlONCLTW55JXLXENmyHbG0yXM531ACtrL7S9m0Vct0K7yWZqXS7icOcuRvG9lI320JXujN3hU9y4G0jUwIzMuDpKY9wxuixZdlQNfatrLCs3Ec7PvyRyXSw3P8JJz5TLt8JJaxx7yfYFVVz/GNlgY3WB+eE+yS576ZtaYFoxxOUJVtqSqS7MJKF8gbbnk7qPShFXl/NXsQovJkPxdVtLNllnJFXE9b4irjlEiGi8TVw1jvCyObdNs6gaV+42aqCjOBhX+2hCUiWbGumlP9mZOB83vCRjqnr57rf5YgYK3bF3jcUzYYCx8XHGS3IpS0yjdGhK5F9hS1z9Lbh8TgworHbz6TSfySgDDZmEWbjj759JtVjuC8laZDLtEZmuprimN5IudVEm7VqxLxn+rthLNJ0/tsxsRwFFD05hZWCOdf4c9S9b6FQ6Tcn26FlE4ZIwxtTMqIiGM6EPrnPMIBbfkikme2UielkR9CiMmI5BBpslQ7fX4uBJO4yD6rfapdDGZItklAYOmJumMDCg9N9rSMbQrhHXu9i8TVxlzNe7M2kuSiahdILa550zQXOMBz6Xr4i4PuVJQQ6Z9qewNLbiXtwUda8491rqc/0wk4AhPFCZP1KP1UIK4v2xtU0isaBf8xD5V1lmMC+OBHMzfGMLKZqbYGpAMjiTaxx/5wQ3b+tjGxKNT1ondcNrbCx3sC795Ovqym2vGoq7ZpjvrKMhLoHCmhZaZI+bDr6KXsWmtCy5Y/4lxHVpgLpAN0Is7Qku66JpfZ35wTJKrM5hcUNPsoxuamb66K6VDM3cD7+gMgZfNXRBHKUEhM5yTAen5C8hrlKjtVLKUv2xMg0nIqufKXG+Y4l3sLtxjA+Om3LzjgMh4UmktM0wIFqz0ldDo4cOD5VTj2UzNLzWoRsz7czlWOJpYcgp86fEVb9yikIMdZk5mR/TkzMol6EVlz8vdtaeFkN+sQRzorZTb4iLHGRxU1zNtTyIKnsmrjIjOgJIf2jAybsReCb3vxY4SQctZIq4PkDrjBP2ofW0DUkmnOBI9CMffMpmaXi5g6Zz6MhyxdI5CZ/4QeYWXqqIcjd7c6rMGS98YgoIikkkzfkSd/a/z6/eO8sJvVDCSgYYUbpUs4EkAqPpEggaYnTVk7B6yfymZc5UxpFe2E3h8ycQLTFUJj5G6zzmFt4EdX2BuM52MxOvj6/5XS541hD7WeI6VcbU0wdYWj/kto8irlvWN9VOs7cW7oYiromDFEsAMduQQKbBUQzvOWBfNErnfAt1OaE4mIYQl9VA/1AXLcnJFBWUUyu72RzyTpaafXHWN+PqrQjSP09cyzYY/uxrYC8xwEyrB24nVHH9g7I60UZPlCEBTpZYxA0jfnKTjS5KfR7gdE4RV8lcZRBfGWSZbkPJD4k3uYL1kzwiZbv51+1xpZyuHEf0L5lz50Em5YNDjPZlU5oUTIiIV+ngKovDrbR6XcfNQBfjlH5ynzv1Neaqo8j3MsUhKJfY7jnGxqopcZfs564zT2p6NQ5XY5KTCaT5mnPpS4lrFx1Fgdie0cfcPJI8ademUYv7mK2lwNcVD/OHRFb00buxyOJ4Iw0xIcSHJpHVtcCQtHG9v4J273OaLEI3aojCl1Ll9fowKgJNMX+cT0D1Kqur0mszmeSGSjZ70wf/lHJau8tJ9vQhJDiH8qEBpmu9SXS8LY4kFveMsZcc2TAzQ6n4WLrhYRHL8MCbYerG7BBt/iYEmN7DJr2LnNcynnUR36FkS6KcDDELbyOlY2uB7Ls+0hWvS1ewDMyWzKaMmoAb2Jtbcz2oT8ZqazWFjWKaCgKwfhBPbHIvK3MDTNRFkx6r3E3eS8Pw66neHCvtIhyedpgYBRGS2y0hjfLzmlIybW9w852dnL9lh1N2CxVjWxN8tompJHP8PH2xyeincaKXroxg/G+a8zAyj2JZRbPeSpnGpvQkc71jkU7154nrQidDRf54m9lhZp9EdteUJqNblyxlMsmIADszbvvWklNZSGdJIO5eaRLw9b15h6Y4vM6SUBy1rHB0TqFyYeuGm89CsvDuNEfNAy2MHleQ3i5itdLLRo0jXron+HCHLtfNo8hs7ENz8kikcKlL5piVKV6ugcT3Spb5eh3WpKOGUsiIfYK9TzGFDS9flH1dNZR/LzAzIM67RDLejgHJ9zSS+BozbMznE+comes1T2IqerbmjkyKNn9SHxpx+l4kXsl9r20rrZ9OJTdIMtezTjiGN9LcVUOFx3VcjI0wezpO6XNTXWK6JIin7qbYPSkipnXz5zjP2FifF/v0IdX+vti+ZOSTc8y0xPHUZBuHfv4rfnjAFasUmSNb6yuZ69ygjJOeEaa3fAhvkOCoNpwsD21sZM4Fi3vfDJbn6CuKIFDJXC18vlhcJ9sZi77Hw/t3OO9eRUz9Z1jVRAkTGRY8sPFG51ErzSObA7U21kLjw2u4GyviOky+VHh9rJKRSG2cbFwxCG2hti6D2qwQyd5zya5tpLs6iXA9C9zcozXJiyYu3mhlrsEbh3umXNF+i7hONzBfFyLZfBkx1fLPz4gBXkXGc9APnzO/5If/+a9Vcf26WJeOW11aYmVjQxPdLg3WUuV0CmvdGyIU/WQ/c6qKuHqb43jmMg/CNjPXV+f7CoMSbcabXMYyOJvwHpmqbxVXB/QumKJrnkJx/xC9zRXU5uRR3TelucFgeaSVBo9ruBndw1TEtWBUBEkEY6wzh1R3Gxz17fFJb6JOcoWpsQwi7+qie/QBvqXdktcpbIpr6iMzLp5xwemN08JSqY0FFudnmZyaZ2GpRcQ1APtzhlhYxoi4rjK1LE63p4D6ZFfszJwxdc2lpFuZznMsTjRQnlNGfmEnw+JUNYzVMxGri5uFCZcftpKtedacTMb5bloi3Iiwt8Ers5l8mS2b83mYzvJkHpvYEejpRERKCA5ecURmdTI4JlmNTNawBzfR8qwQZ6HZYIsxpodzCHTywc8hkdG3hKnrM4O0+hsTIE7BOqWNLOnUl33I6nQPTT7Sv7fPcCuwgbjurQWKuEa44HH+EuZ+WSQ31dOVeB8XSxsueTZS0qu0dZ2NpREm60PJivTCIbCCTEmplqaHJSvIoaKwjLrxZSafH1AEdHqQoepEcaa6mOqbc9e3kmxxqJt0U/5QgoCjh9B2l7HsE/tbX2RFhLQzP4okO1M8/ZKJ65lleKWeimBrjPfcxvLRU424apyMRlwduHfZAh2z1Ldmrhurc8yPttOa/pAnD26gY/II24QeOiaeGaj0o2TRhfFemNhE4ufkRmqwJ15x9WQ0rr1FrDvpEHF10nqAvWMSZbMrWwHZy0gnrCrvT5VsO80Xn7s3MDJ252HJKA2aio+Kg3tC8P1bnDxgiVN8k/SGbLUkttdXTGmCP06mD/EJK6R5Ye2lsynPkJ2sDzDQ10l9/QgjY6+43NdQ2jnLwtwkw6NSpzejhS2mWZ8TcXWQ4EPLnciSzq2ft0j/tD4m2Usy1zuSuSZJQKX5/hlb4hpozpXTkpWFNdDYXUOZ1w1c7t/ngYhr+YRiC/2MNGeQ4PgAB0MJNvLaNGeKXq7NxuooNf4u+N3SxT21kkLpxpX1KRZLZezuHeLA9stcsEoio3+JGc2GEywMphJ81xBTbW/JXDvIy3Al5M4B7rhKIFr3sriGE3j5LPfNHhLQuSrBsmbB2xFxHY+5K+Kqy1nXSqLrPkNcx0sYV8TV2hNt7ybqt05zrI010+B1FVdDHfTjhshRnNu6eKLuIBKe+GJsFUG4uyPxT0LEn3XSMNRKe643dodvYmgSSop0uSYu3hJX+zsmXLoZRlrD6KviOtfGQlPk5nX0tB5q6pT7L5ppaW6muUmK8vlGyaEs2Vjm0g/49v/23/j7/36cC6q4frWsL88xXldOU3EJdeKolfFfGqyjyuEElrevofM2cT17ZVNcJVCeW5gVsRlmZHyCoUEZ2BBr/HVOoucWz+P6FUZeD40Vcc0WRyjiqn0/mdKhaWZmpIxPMr+qPC5BVhltlYjvJp6mEvEm9ZDX3ktP1kNCTM5y4Ywu1xyySW+dF2mdYWk8heDbt9E+ZMGjkm6US6IvxNVU1n+LuCqv6poqo7Esi6jkeuo66+goDcXtijE29jFkjw3Q3pxMot0N7p0+w0WTIHyKJ+nXhNerrK3MMDE+y8TUssZlaZjvYLnEVjJKI04ZZxJXM8XGcjuDpQH4WVhjah1DasMYk883kMCju4IsFwPsLx1GV0THNLKSfHGQcxPddDy+i4/hbUzj28gUwVmZnWB2fJjx0Xpa6pPwcgnEzzuPsVHlXNs6q3MTTIzKOExM0tdaTaHzLVx0tTAMrSRRhP7lybg21aOZ9C43T3EzsP5NcT13ETPfTNK6OhgscsbL0oKzpumklPUwP91BZ1UKsc6WuNiKgyrqpXF+ffOBCBPjTE/NoJzh22ym9Jf0S0e6O4/vnebcsetctYojpnGG0eczeIaOSCsCbx9HzyeD4KYF+lsLqZXvnA1uc/3eIzyTu+lXrrVSQ5H/A/R2aGPh/Zq4ik3d/UxxlUCqr5DSQCMsLhznxDkzTILLKZGgbem5V1e2qKat0AvHO3e5ekQXE6tQYmtGGNDUdY3V+UmmRkXERiVLnyilOMkT89P3MDYPJ31gdjPLeJn1GRZ7ssnxvofJWTnuFWseRNZSM/HsFLJ4z8UckpzNuXPUHK+EcuoXxfbK4oizkUBEW4+7HlnENkxr7id4UweUb5RXiK2yvCh2+blPS1GWyTrrq6xIU1+8SGBD7Fnm0sQoY8MjjE+00tceh7+JEXfOWOOT0bB5NmhjRjLXTXE98TnimiPievmUIq71NPXUUPXoFu4WD3iQPkSp+N3OVBce65/l7FlDtN3yye2e1wQlL2ouwdtyB4XuZtgcu4DZ41SSxtY3A5eFXrpT7XE9s51Dx/TQDZEgXHN9U4R3OI2gOwab4irikpvqTNDtfei4pOBT/5K4FoYTcOm3FVedLXF9NnmXWJL5Nj4yyvDwKBONSTRE3ENP35rLDiUUbb1BYVXEtdHrCq4GIq6xg2QPK9/KsvUCKpKcMLuqg9YJA6w80iUYn2ZupYe2LE8s919DzyiUVDEPzYl+jbg+fElcX8tcV0ZY7suhOC0GP2d3XPUuo3t6Dwf37mXPrj0c2LP3LWU7ez7+MT/75/+b//r//u/87f84yUVVXL9KVlierKXYwxAnHX1sEpopkQFdGJSs0PUazkYGWD4dpmRzhMUoOinydcT1mq44ggySqotJ8bHG3eAWd+/po6ujzdVdv2LXz37Mr2WCGcX306F4hZdZKqYr1xHDW07o2+RTP/66+opRjrbR6nsbP5v7mETXERYVRdz9E2ifPM1p42C8Sya2HgwxJhlOMkEmpuhf8iCyamDrFJY4gvEY0gOsuHYjEJ+4tk0jfcbyKGt1XsR4PkDrQSqx5TV0Vsbge1OyNMkIExuSCfO9j/7BY5y9ZI19fC210i+vGPTrrEkW0h9GpM01Dn98mgtX9LF1sMDKzBhD2yc8TOui69nv01YnmGovoyDIHptLRzhz4Aw3LWXb+jHJEpZZGKkgw9IAJ30L/ApKSc5JItreAOt72ujeusTN27e4cD8Un9QOEdsehipjJdMwwOLubXT1DLh97RIXPvg+H/3qIz7WiZBMafqVl2KvTfdR7y1OQ+8GpgmtZD6/lXqQmigvPGTSO4bkUzY1zGTHY/wNz7LzHemLMzcxNTPE0NCEu3puuAYVUD48pzmt+lbmB5ivDibK6hIXT1zhrOETAvIGeHZJSsPGGtP5D0kz3sm58xfZc9WUO9q30dc6z/U7VpiGVpPfoWyg9H4FBU8cMT5hgWtIMY3yjUYbl4o2bUrHFSPH4s0HWyjfP2O8hu4UWxy1T3HstAG6Hnlktc6+NJ6SKY810Frsg7/lRS4dOsfRC644iu21TEqGLdnGVHMSyd6WWOjocE/3Ngb6Fzh/8GPe+bd3+PSkHQ6FI5t34z5ng8XRBurDTXG4cogzF43QCywhu3ftpeMq9tBOeZDsd9d2Lp07i9Z9Q3Rv3+TGuZvcMfMjoGSAlrd5u6+CjXnWx8qpSX6Ip4ke+rdEBPSvo3PjMLt++nN+/bNTXPbMJ0Mmj/LUIdr8SPU24pxJoojuyGtnrSRcmEwkL9SKG9f88Ijvpre/lib/2/jYS3AZ20BUuNiC4RGunTzPuQdRBFZM8+b9eMtSrWLSLU5w/oc/55NzzljnjDC4NaBro0U0PL7KjaPnOHwzlsI6xfokiBlNI8DADPO7AcQ1ip9KE5EVETcPzCZcgsfNPp+hpziax9dvSBAdRPzQGp/7xr2JdkYj9PC1MOB6YBMpyoN353oZLQ8hzs0I47v30Ll9D0Otw1zb/wt+8rN9vHfRn6CKccUDbSYJHjfxuG8kwcUwpaOLLA6U0ZAjPlTvDKf3X+H0LX98M7sYVCIeOmjNe4T1WRMsbRMpli7VuLm1JubqvXC6b8ctozTyWqde6/sl1md76W8qI1d8ivORb/HO//kX/NVf/AV/IeUv31r+E//z//SX/G//+a/k8//gf/8v+znhmkmWNPHlS+PPUMX1t2aBpZFc0sxPo3PoNNcelpEm0dWCOOzWMDci/R4T0zJNh0YTZPDXe6lMjCHC1Zes8iyys3xwOvsRB378b/zwBz/iRz/4IT/+9j/z7z/4DT85bItxeDMdcy97UmGhksHKYB56JfIoqpPB15cLa2MS4QboEuhggsGTUtzdvAk01sHKK4GwqnEk4dhynqMsT+WS6B+Cl3MGZZ1TW1GXKOF4OqVpwTh5F5JWKiKs+X6TDTHEiQRDvA2vc9I6Q0StnZ7qRAK1TXC3tyGiNAhnxSHck+NmddA887bTgq8j03e5grLge+i++31+88//xg/ePcZ+7Ud4ZXbQviBZuTKR1yYlm3lKnq8++kd2s2e7ZHSmoYRWTjK4rJyWn2BuOJ9498cEeEWT35hNSuh9DLf/iI9+8G2+/a3v8tN3DnPCNp3YjkWmJ+toCDXAZOdPZPl3pe9lHL7/7zIO3+K7P9/D+1oSXOSJOGxWUsPq7AhNkT7EPvQgomZg6xSlUrlhGrPjCXfwJT6niQFxvsvTaaTaneHE9/6Nn/zTd/j+L3aw/YwZpsGl5Pcsa66pf6Z/GmtiLN2Jxw42GHhlk1gnme0bj53bYKMjkSr3Y5z76Ef84z//lJ99eJLjug/xSGqgbmxZ8yjGzdyjmsqsCLyso0jMatecZdEgNjVQGYL3oxQex/Uw8spvJuV47RnSR+ZY2XpjFVFL9dASmocwaZCsf6KRjlRHvHUPckR5GMo5e6yj6qif3Xpy0EItvekPsDrzCe9/53v85Ps/4Mc//AE/+Ldv8/1v/4IPLzhiIc6zRfGoz1lnqrOYbDdjnC0d8UpvoVoM943mixvuzXTn0ekfs+tH/8S//fhjPpSsWccthdhqyYwWtx4l+HWwNsFqWziJNqc59quf8NN/+56mXT/+wb/zvX/6Nj97X4JZ1wISemRVyW7piqY4xguroAoSqudeDWCUmTf1lKrMQJw880gsn2V6sI7OIG38nCwxDCuTOerKY5M7WD5KI7Z+mklp2Ju2I+M8V0iuywW03nuf9485YCZC/eKGMsnSuhMJdXTAQoK1ulrlnJQESpMFYs+BPPJ8Smn3IA2FiaR52hOeV6tJGDbFaJr++lxinB4SEZVDnQT+GvH6DDYm+xhLdichwAePwmEqlZVHK2kLuoX5kZ/xyx/+kO9974f89Pvf5Uff+z7/+p0d7LjsiV/liMwkcQcTvbQ/cSb6cQBhNUPUtdfSEHkfJ6097Nl2TIIDxTd00bko2brmiG101cbhZxfGk8gqZHptjv1KOwttEYQFReMe3ETL4BsRiVR2nfW1Fea7Syh1PoHOx//Ad/7pH/n7v/8n/vWf/vkt5Vv86z//M9/+l3/mH//up/zg59e5E1REiVTkLXtXxfW3Z5W1uW7a08NIDnxCdFkvTTKHlhdmGG2uo7Wxmb5ZGTDNuspMEAHo7KSlppWhsT6GeqooTw4nNtCXAP8AAgMCCQ4OJjQykaj0asrbJph53ZssDTI3KE6zoY/G7gUW33Iqa328g96QuwTaGWEQ0cSTrDqaysqo7Zrk1ftkZllb7KK9qY3a2hHGZ1Y2jVR5Qs5cB8Pd4tBaxukbe1laxVYnumj2M8JHskqLpEbJzCcZqE4i+KZk8LYexHXUkltZQ2VlD/0yob6cc1OOPM1ESzb5gY6429hh6xVLZK5k4ePSz5sriX6V0ZNojq32BU6cN8HEK4Xk+iH6n1n0xgzLMyLoNW00NA4wJllmb1MeucqDAfz98H0UQEh4CpniVHpFFFckCx9tyCUvKpDwAMkyt8YhJEQEOyadhNxmmgaePSpxk7XlBYabG2irq6dnakEJRQTFVcq493XSXNVK7+C0bCOTfr2f3jLlIRVOeDi54+obRWR6BZU9s0y96l3fYGNulJnWUuqqainvmtM407cy28pwaRhhHk5YWnvyMCyNlJIu2sZWX4rQZQw3+hnua6Gmso+e/vkXyxSbGmqivrmf5r5Fll57v9vaaDtDdUWU1XbSOCKCufX9JrMMFoUQa3IK7QtaXDENwi+jiaaRpRd9tjLCdGchRUkRPJGAM1DTx0EEB4YQHhFDgjjw8p4FlCT3BassiHPtKC+hSvqzU4T3VSt8xjrzsu/qKAd8HG2xcXtCaFIJxe0TjLyyv6+BjUXWJbBoL04iISSQIF9pm9hOUGAwIcHiD5KyyaobomtaVhXHzVgzgy01lLeP0zX12mBuyPK5Tka6m6hqGqd3cl3zEoFuEVdfewsMo9uIzq6hsbyCut4ZZEp8BrJgdYihhjwKkqReGXK8jumXboyUPzYm6G6sp6qwnokRJaJZZHWxh5Y65QahYUZnFxjr76Sjppqu4XHNpZhNi5hnZryPlioJ+juGNa9B/Ly5vb4wy2xLFe0NEsCOLzKu7GR+iIm6TArjgwgJCMBfhDMwMIig4AhCw5JJyxNfNbagEe3VRZlPDTV0Kr+xHe6mNsmLQN1jXLt8h1t2MUQWd0nfbj5vfJMRpsZaZb500SptVp6drmFVgqDxZtpau6jrnGPm+YK3sD7HbHsR1U+jiY+NITo6lrjYzyoxmhIdKf0sNlfeMaLcBfDWPnkmrt/9l39VxfVLoxjM3DwrszNiwOsah7K+scHKqnIt5+VBVFZUrtlIpK/0/qv+68uztirzcEWTxX2WYa9PdDD4RBd/Sz3uRvSR/uJ3KK8hexAhXZWdaer0DOWC0qocR+qvtODVqi4wP9pAUbA/kQEJ5PXJRJdWD1YmEnRVFxurQJLE4N+4fvZlESezvjzLzIJkdW9xIBv9ZXSneODr+Rj3uDpqZMa+0g/rSr2XP7d/fl82pH+WpcNWv+T4Ko51dVl5CcArX38hyjsDXjnEZ6HcwDQ/xfiYCPbrlxGeoxxc5P6Na4bC2hobMt7Kod52OKUOb3t/wWZrpugriiXJzQ7vwHRSmqQOmwt/T5SHyCv/fTEbSzMsTo0yPr3I3Jfpr/8IlA5fkv6XuauY9RvV1Mw5sX0Zh2d2uz5UR2/QDR5amqIfO0r+5m3QXyFKLZQeljkjtrEik+bZGYk1sQnFxjeXP0NsRHkRgWI/X6KfN8RoVpeUO9pl/1vf/TYofnRZUyHlJsABSWICiXRxxDuyhLyelVcC3s16KvYt/Sv1k2n4AuUfin3LKl+i2l8Lirg62jvwL//jH1Vx/VNmY7KLkSgDQuzvYxjTz9PN2xW/IkaYG6+hJLeSwuJBJkUxlB9RDFanEnLLACeHEFJnlJOzXw9rC1PMjfQxPCQZ56wIxdb3Kl8fn+0YFVe1yPzkKCN9Q4yMz794M9Pvze/ijv/I+aImvbZ8Y6SRgSd3ND8/Mk4co/ArF9dn/An09YbY1vgQw32SHU4tsfgnZh5LS0vY2dryD3/7d6q4/imzPjXIRKo3GaGP8Ssfp+KrSSW2mGFlcYiB4RmGn6encwy3FhPv6ktExFPqFr7M03Z+N/6jIk+Vt6F4OHVEvi7WxyRITvQg+UkIj6tnqH/lmvSfE4qd/Ymp6Wso4upgb88//YOauf5Jsz4/w1xdOe3V1dRMLDH0tdvlIlPjPVQXV1Pf2M3MK+dkVFRUfhfWZyeZqSmlpbaOmqkVRv+09eXPGvWGpm8K62uszc+zNL/AgnLdY+vrr491VleXmZtbYHFR81pwFRWV35c1mcdzcywuyDze+EPMY5Wvi+c3NP3rt393ce3p7iYjPYPgoGB8H/ni7/cY/8ffrPLI55Gm5OXmah4QraKioqKi8ln8Hplr3dYSKCkuxtzUjKOHjrBz23b2Ki9G3r3nG1W2f/Ip2z/+FCcHR8bHf+f7YlVUVFRU/gz4Sk4Ld3Z0khifiM9Db9xcXPBwc8fT/ZtVlBdXuzo5kykZ+tzc5/2MWkVFRUXlz52vRFxXVlZFcOaZnppmampKPr95RWnX1OQkC/Pzmt88qqioqKiofBbqDU0qKioqKipfMaq4qqioqKiofMWo4qqioqKiovIVo4qrioqKiorKV4wqrioqKioqKl8xqriqqKioqKh8xSji6uTgoHkPrCquKioqKioqXwGKuDra2/PPX+bB/Ub6huzavgOz+/dpa2vdWqKioqKioqLyOuFPnrB35+4vFleDe3qaxwAa6OlRXVXF6uqqWtSiFrWoRS1qea0sLS6S9fQplhYWny+ura2t3Lx2nZ/+6MccPnBQ84b16MgooiIiiQyPUIta1KIWtahFLVKiIiKICAvHzcUVY0PDzxfX5uZmzp85wz/+/X/nR9//Abt37OTMyVOcPnGSk8eOq0UtalGLWtSiFimnjp/QfB4/cpRjh4/w/wfufXRugsAyiQAAAABJRU5ErkJggg==" alt="" width="352" height="62" data-uw-rm-alt-original="" /></p><p><b>תנאי מס' 3: &quot;במקרה של תשלום מענק פרישה עקב פטירה, הסכומים שהועמדו לטובת השאירים פטורים ממס בהתאם לסעיף 9(7א)(ב) לפקודה, ו/או הכספים הצבורים בקופת גמל, יועדו למטרת תשלום קצבת שאירים&quot;</b></p><hr /><p> </p><p><strong>למה התנאי קיים?</strong></p><p>רשות המיסים ביקשה להקל על שאירים באירועי פרישה לא מורכבים הנובעים ממקרי פטירה, כך שיתאפשר להם להתנהל ישירות מול המעסיק ולא מול רשות המיסים.</p><p><strong>מה המעסיק צריך לעשות?</strong></p><ol><li>על המעסיק לבדוק אם סיבת הפרישה היא פטירה או לא.<ul><li>ככל שסיבת הפרישה אינה כתוצאה מאירוע פטירה, התנאי אינו רלוונטי והעובד עומד בתנאי מס' 3.</li><li>ככל שסיבת הפרישה היא פטירה על המעסיק לבחון:<br />&#8211; האם הפיצויים להם זכאים השארים פטורים ממס &#8211; במידה וכן העובד שנפטר עומד בתנאי.<br />&#8211; במקרה שישנם בנוסף פיצויים המשולמים לשאירים, והם עולים על תקרת הפטור, על המעסיק לבחון האם משולמים כקצבת שאירים או כסכום חד-פעמי. אם משולמים כקצבת שארים (פנסיית שארים), העובד שנפטר עומד בתנאי. אם הפיצויים משולמים וכסכום חד-פעמי חייב במס, העובד שנפטר אינו עומד בתנאי, ועל המעסיק לסמן בחלק ג' 2 ברובריקה השנייה כי תנאי מס' 3 לא התקיים ולהפנות את השאירים לפקיד השומה.</li></ul></li></ol><p><strong>דגשים</strong></p><ul><li>אם סיבת הפרישה היא פטירה, עפ&quot;י תקנות פיצויים על המעסיק לראות את העובד כאילו פוטר לעניין זכויות הפיצויים שלו, כאשר הזכאות עוברת כמובן לשאירי העובד.</li><li>השאירים זכאים לפטור כפול ממס לכל שנת עבודה, השווה ל-27,520 ₪ (נכון לשנת 2024).</li><li>חלק המענק הפטור מחולק בין השאירים (בן/בת זוג וילדים עד גיל 21) באופן שווה.</li><li>המעסיק נדרש בחלק א.3 לסמן את סיבת הפרישה המתאימה<br /><br /></li></ul><p><img decoding="async" class="" 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" alt="" width="297" height="120" data-uw-rm-alt-original="" /><strong><br /></strong></p><p><b>תנאי מס' 4: &quot;העובד לא חויב במס בגין הפקדות המעסיק למרכיב הפיצויים בקופת גמל לקצבה, בהתאם לסעיפים 3(ה3)(1א) ו-3(ה3)(1ב) לפקודה&quot;</b></p><hr /><p> </p><p><strong>למה התנאי קיים?</strong></p><p>רשות המיסים מבקשת לבחון כל אירוע פרישה של שכיר בכיר. נזכיר כי הפקדות בשיעור של 8.33% מעל שכר של 41,500 ₪ נזקפות כשווי בשלב ההפקדה לשכר העובד.</p><p><strong>מה המעסיק צריך לעשות?</strong></p><ol><li>לבדוק בתוכנת השכר בדוח זקופות שווי לפיצויים (נספח ח' של ה 161 הישן), החל מתחילת העסקת העובד או 01.2017 (עפ&quot;י המאוחר) ועד לסיום העסקתו, האם נזקף לשכרו שווי פיצויים שעליהם שילם מס הכנסה, ולעיתים אף ביטוח לאומי ומס בריאות. יש לשים לב כי ייתכנו עובדים ששכרם כיום נמוך מהתקרה העומדת על 41,500 ₪, אך בעבר הוא עלה על התקרה. למשל &#8211; עובד בשכר של 35,000 ₪, שכן התקרה ב-2017 עמדה על 32,000 ₪.<br /><br /></li><li>לעיתים המעסיק ימצא עובדים ששכרם נמוך מהתקרה, אך ההפקדה לפיצויים חויבה במס &#8211; בעיקר במקרים של חופשת לידה שלא טופלה בצד העובד והמעסיק בצורה תקינה.<br /><br /></li></ol><ul><li>ככל שהמעסיק סימן כי &quot;העובד לא חויב במס&quot;, העובד עומד בתנאי מס' 4.<br /><br /></li><li>ככל שהמעסיק סימן כי &quot;העובד חויב במס ולהלן התשלומים&quot;, העובד אינו עומד בתנאי ועל המעסיק לסמן בחלק ג' 2 ברובריקה השנייה כי תנאי מס' 4 לא התקיים.</li></ul><p><strong><br />דגשים</strong></p><ul><li>הוראות זקיפת השווי אינן חלות על קרנות פנסיה ותיקות &#8211; קוד 5.<br /><br /></li><li>בחלק א.10 נדרש המעסיק לסמן בכל מקרה של פרישה האם העובד חויב במס בגין הפקדות למרכיב הפיצויים</li></ul><p><strong> </strong></p><p><img loading="lazy" decoding="async" class="" 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" alt="" width="492" height="50" data-uw-rm-alt-original="" /><strong><br /></strong></p><p><strong> </strong></p><p><b>תנאי מס' 5: &quot;בקשות העובד בחלק ב.1 נעשו ביחס לכל הסכומים שהועמדו לרשותו, ובמגבלת הסכומים המרביים המפורטים בחלק א.13&quot;</b></p><hr /><p> </p><p><strong>למה זה קיים?</strong></p><p>רשות המיסים מבקשת כי המעסיק יבחן את בחירות העובד, הן מבחינה טכנית-מספרית והן מבחינה מקצועית, וככל שישנה חריגה כאמור עליו להפנות את העובד אל פקיד השומה.</p><p><strong>מה המעסיק צריך לעשות?</strong></p><p>מבחינה טכנית-מספרית, על המעסיק לוודא כי:<br /><br /></p><ol><li>בחירות העובד בשורת הסה&quot;כ בחלק ב'1 אינן חורגות מהסכומים המרביים שאותם פירט המעסיק בחלק א.13, כנתוני עזר לעובד.<br /><br /></li><li>סך בחירות העובד מסתכמות לסך המענק הכולל.</li></ol><p><strong><br />מבחינה מקצועית, על המעסיק לוודא כי:<br /><br /></strong></p><ol><li>בחירות העובד לרצף קצבה הן רק בגין מענקי פרישה שנצברו בקודים 5 ו/או 6.<br /><br /></li><li>במקרה שהעובד בחר במסלול רצף פיצויים (ולו על 1 ₪ פיצויים), לא מולא הטור של המענק הפטור ממס, כלומר העובד לא מבקש לממש פטור על הפיצויים (ולו של 1 ₪),  וזאת מאחר שהוראות רצף פיצויים אוסרות על קבלת מענק פטור.<br /><br /></li><li>הסכומים אותם מבקש העובד לייעד למטרת רצף קצבה אינם עולים על 100% חבות הפיצויים ואם עלו על המעסיק לוודא שהפער נובע מרווחי השקעות ולא מהפקדות חד פעמיות שלא אושרו.<br /><br /></li></ol><ul><li>ככל שאין חריגה מספרית או מקצועית &#8211; העובד עומד בתנאי מס' 5.<br /><br /></li><li>ככל שיש חריגה מספרית או מקצועית &#8211; המעסיק רשאי לבקש מהעובד לתקן את חלק ב' כך שיהיה תקין, או לחלופין לקבוע כי העובד אינו עומד בתנאי, לסמן בחלק ג' 2 ברובריקה השנייה כי תנאי מס' 5 לא התקיים, ולהפנות את העובד אל פקיד השומה.<br /><br /></li></ul><p><strong>תנאי מס' 6: &quot;הודעת העובד אינה כוללת בקשות נוספות בחלק ב.2 &#8211; בקשה לפריסת המענק או בקשה לרצף פיצויים&quot;</strong></p><hr /><p><strong> </strong></p><p><img loading="lazy" decoding="async" class="" 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aXkPLXHObOfWVpgmgZ/rPXPomaWQkdTOt5n1rLprDXPK6em84djb3BB6zpWcS20xjpgonYKuxLFV1OMx3FXTYdbTokqy0IEfUK42JxG07WY6un1SuNVPDM6wplzd3AKjSXg3i1ciwdFkFiA96ndXPHNRhEi13pwx+AS+g6FU1c9xhqojTLlrHEYlY0vDxxnmGwjVPczlorA1r90WjjkEWTwOR99tBPjWOWukSSsd3zEmx+ewDa1kc58Jy5uXMlXZ12Rql66atMers3WeW+y7nISlSPDZFvsZsmbKzhmm6NyhWWcwbCLfPXJDvQCihU36Uoz5gUe6qz5/QdCDATy4i6PHqINV7Hg4304h0qWNYfhap6eW8KSvfeJqlMayFgaXucW8+Hio5ilTu2iJ4I7G+bxpyVaeBR00hlvyqmFr/Hm8j0cOX+eozsPc8W/ip6JcYbDLvDVB8vZcy+eBvHT/lxffB2d8K+YSmqKfFwOr2GfkQ9xKhcsZmgNxuTLBaxSF2Kg6SVGNFhLltMJNi5YyHodd6Lrhl4sDXslRbgfXcpn227imaeyZEoFWQzIyMjIyMjIfPuMR2NvasYtq7QXj8CcFAFViikHT9sTWdTJUEMSfi5ePE2oZmCynaaMYB7ZeZIgAtGpsKWf6KtamLoEiTATetMcsbygwY2oVroaErC74khSdTMN6Q959CydzEbFj2iNd8FK+wi3ElXFwCT9lRF4PfQlLLea6jx/XM3u4BAv3X45xkj7My6r3aEoW/XG4X5qwh5iddOSoPqJr9+APFZOgP5udh7UxtgzjjBnTzL6pbD1JfTF8djiEmfN0mhvziXIcBMH76VRJY5X0BbAPRNzLP3qGCsWebt4EL2gLlEvyu/7grh33R7PkGrlk2im6C8KweWyMe45nfTMVPQ4lV76aO7eysHr/kQkFCI9/2ZysAQPDW2c4ktEMD1MQ4o3nu5PCS9T3oI6Wq9YU69rmkD1q64MTDPcSLieCPw/OczdmJqpPI1k4W+wikULd3I1WnGUaLQ4LHcu4E8fncA6oUVkooWihEhC48uYupDRR2fiNfbO/5g95hlUihi4+9lFdr/7Dqs0HzOthybrY/DSWM2i9VfxzO1Q2lQ3Wa5n+eIP01cGlEz2EX91DR8v3c/D0CrlThV6RbudX8L8paexS2ueSmswCY9zy1i45AimyYqjGGkN5fZXQgws1cIttwdanmK6421+9dtFbFS3wiuqEEk6DpVF4HZ6BYvX6WGT3MqoEGMRVzexYe1Rbivv8x6qSSLo/kk2rTqMybNi2mZi/UnGxsaZEBbfWfYE43XzWX7SlfjquWKsn7aUB1xYu4Al+60IrlPullCkpWqcUppjjE8I++9Lx+HgYpZtvoRz+qzHNs0giwEZGRkZGRmZ74AsPG4Yc+V60IsZ2/E2WuJMOCDEQFRROwNlcSSm5VMmBcRjDVTnxhGS1KgyGzxK/LUL3PN4To70caiA9Oc2XDbxIOyxAw9882jo7KLAYienr/sQqJwEbo515P75g9yIVxUD47RnhBGbXkKlYpH1MOMjffQop1YnOgK4dsGZ4sKpOeexrgpywxy4fcmEu49EAK/Y+3Uag6+jvWMZiw6a4yjy82L99hw6o3h014jz9+KoKYvB6bQaFindU8tzFKThYe/EQ29RW+3xBN89yzGbcmXg30H509vcdgwnuWYqDJ4cbKYy2ReH28Zcvh9Gef/s4H043RqjA5vZcSNOkfeJ9hJRd3Zcv+5Fcm2XiB/7KY2PJSWjXBmUC/prqAu5zRWPEuq65iqfaSZEgFlD0iMLDDbO449/3I5xWNnUE21GMvHTXc6CD7ZyaVoM9MRise19fjvvCJbxQgwMNlES9wQPVxdcnF1xd7iPueZmFn+wnavPK6ceE5pvj8EXb/PmsmPcDIgiJsIb+4s7+Hzex2y/FU3ZTN66yHI5xYo33mWlbjCNo8N0Fobi89CCCxvf449LT+EeJc3TTzPOcHcFcQ9vo732Xf74zn7uJtZNtcFgogjoP2H+wgPcmhYDLSGYrH+bNxaq45wpamkyHx/tVbz964/ZYehFTEYq8U9tMDm2jmUfr+X4g2TKpYoYjMbx+ALmLTnFvcReOvOeYHV+E5+9+xFfaHqT0jj1qKCJ9mIyghyxtrTFwfEB92+cZfv8P/De52ewjK6jT6UJxruzeX5pFfN++z5rtd0JiUsmIT6byrpy0kMDCAxNQXGxbbCFymh37G1ssLUVm6URR5e/w9vvb+KCezbNL7mUIIsBGRkZGRkZme+AZiLu6KOvY0HkdIQ83q4QA/tP2RFZKK2TkF48NfXV5Pg442OKB5CKKGmYnoYSCjMjsVC/iM2zZGqk2c7+MlKDrdA5cI5Ll2wIrxtleGKI7Du70LzjS5hytrQpxhkLTTXMUmeLgdGRceX5JhjuaqQ6P4vMzBxyUqOI9buFwf04yqUXIgzUkfnEhPP7D6Fx+ynZ08tvXkZLtAjsV7F4jQaOuX9m0YYkBu5dVeQzN8UVo2OmhJZVUlZWSF5GJtnJTty38cA3SgSd46WkeRqx/5g1kenZ5CY+xuKyOd6J5YqZaIbbqY5zxPjkIY5pi3qoHp6qN1UaA7E31uKIvg85ObEEOt3hqrYhD2JqaFPoBlE349OPO51iorWcPFcTbFPaaJ07MT3NWBuVoYZsfv1H/Oj//D0/nXcGu+SGKdEymIKvwUZWrDqPQ67iaCa6YzDf9gkfrTPEp6iN5qhbnPzoR/ztD/6BH//DP/Ljv/1b/vFHr/PutntE1CivUHTH4Xr+c373dz/mV7/5PX96/V/4xS/e4uNt1/Er6VYRix2kOZ7my/c/59CDFBrqEnA59B5v/PBv+Jsf/JR/3W5OaIHKbPhoE4VPtFj7i7/jH//mx/ziYx3cc1unrgz0xeBybh0r1uvjXiztmGS4KZibXy5g4eYb+JdI6fSQbnOCL1//Ob99ayFLP5rHu2+8wZvzVrDnagAZrUpBNpKMp+ZyFoug/oZ3KkE6y3jvzQ9Ytvs2fgVdSoE3SLX/FdTe/wd+8DdTdfGTf/gHfvi3P+Snv/ocrceFvLhtYITG2AdoLPghP/6hOPcf3uH9eQtZtuUqj/wsMNq5mAVrdHEqGKCvwIcba37JT//+7/nHvxf1K9L8sfj77/7+PXaZhJL/kmfGymJARkZGRkZG5jtggkrvS+ifUudWXL8IraRdL8RAhHIG/mVM9tUQb7qfLcs+ZN76KzxKb2NkvIFs3+to7N3GzuNm+Ga2MPUagkGybI144BtHjjLua0wO4pHZbZ7VTc4Kdl/QT3moBTrrPmLRxwv5eP7HfLbqkOIJOJ3SDwo8sbpqhJF9DMWdA39+XfZkG0lu97lpZE/aqwJoCUkMWFxDw8CBtAh7jK0iKUpz4+ahdSz/4APmv7+cAzf8SOqQwvp+6pJtObtsAZ+vWs9Wtcs8CC6maUh5s2hNNP7m+py/7UdyTTfDKjPIM0yUEmlzli/f+oAVqzeyT8MM1+gyWoZf9dbfCboqswmwcCC+uY+hlx8EXcXEm2zg/V/+jJ///PcsPu1BYu3oVJo9iQQ73MLIPJ56RcQ+wUhXArZnz2LiJoL14ToS7h1i5S/+kZ/97J/55c9/zj//+Oe8/qd1nPcupnlauU22k+GsydZ//Qk/+9FP+cUv32TRVkMckxrom6V6Wkl2M8Hg/F3CqttoSL7H8Q9f49c/+gk/f/1zTjokUalakNZsQi+t4q2f/5h//tWf+FxLemqPsk47o/G1uo3xg1SmYvox+psisTx5hjs+mdQobgSZpD3GGoM1r/PPP/sFr732Jgu+OIq+YwxFbSqCbDKHp4ZCWCw/goZ1EHant3L8sgthxZ0v6nW8mNBb+1n2zz/k5//0L/zq59L2c371q9/zxy8u8Ti3/cXyOhrJeqTDxtdEXf36N/z2l7/k9d++z3rDQFJiXbi1bR5vLtXEJqGQouBLbP/Xn/NL6XGvijT/mV//4hf8asFx7gSWv7RdZTEgIyMjIyMj850wUuSG6fE97NYPnbphdbKDViEG9p20Jbxwzo26KkyO9tGUG0N4YADPk8pp6hulIdEdC52z6N/3JaqgbipoVzBKS1khNU3t9Cujsf62JmpKy2kX0dRLYh/BGD11+aSEPCXA3x//p894Hp5BZc/Um2THWkoozCuiouMv354pnaG3tYWG6kaVJT8vQXFl4BKnDP2oaSijtKmXoY5ycmJDCPTzw88vnLTSlqkbpwWj3VVk+rvw0NWXwPgC6lSi4PGuOioLcsivV4qslzJEU0EU/vb2ePhFkJhb/erZfomhRqrT/LD3yqVlcPzV6Y700FqURGx0FFHR8WRUdDCzQmmwicaqCkoap+fuJxgbrqcwvZC6dunkA7SUZpIYHkFMTAyxYouJiiE+KZdqUfcvSjjJQFMucY8sML11T+QpjOTiRr72sl1RW40VRRTkS3U/wVBbCRkx0cREii0+m4r2QZWAWjDUKeokkeioKKJjE8ms6mJwuon7G6irrKJs5gULY4wM1FKQVkhD54u39070VpDz3Anre7a4+0WRnFcp7HNubZUQfGMzKz/eiY53GeX5eVQ2z3kj8mQXjSWZJIRHztRFbLTId0wcCTn1dM26C32ATsleI6KIEcdER0YSHZ1Idm0vAz2NZPu54OYTRV57F11NhaSK8sVGK9OU6lhKN62cxle8WVoWAzIyMjIyMjLfDcPFhDrc5cr1J0ox0E5LjDG7jtsSMfepPX+WSdoKU4iPjCf/xZ2XM8zd8+oA+Zvx8qsJ/0E6wnC7o8vRyzGz3xj77+DrNfByJidedRVgLpMMd4ggPiWcxKohxv69FfC1jElvW/4zwuIvMTZAd1e/yrKgufwH0p7LS/P+ivobH2Fo4OWB9RS1RN7ezpoPt6AX+sq7SL41JgaHGJ31Ju1/G7IYkJGRkZGRkfmOGKGltpLi3KqpddLjXXSmO3PTJpq8uu8+SPpe0ZFMhI8T933LZ89Wfy+YZKi3i+b6VuV6dpn/GPXE2uhwar8Rjwq//zUqiwEZGRkZGRmZ/yTGmGivorpt9NVr0v+nMtROZ3Mj9f/RywIy/w3ooCg5htDQPHqUe77PyGJARkZGRkZG5j+HSaEAvvHSlf9hSOUW5f+rLPtfHWOMDA0zNPSdLDj71vmaGGhtbSU9LZ2kxCR5kzd5kzd5kzd5k7dvdUtOTiE1Wfz/ku/+R29JKaRIZU96yXfy9j9sSyY1NY2MtFRSXvr9f92WEJ9AXm4u3V0vnpf7NTEg3aF8YM9e1q5aLW/yJm/yJm/yJm/yJm/yJm//E7bVa1j9+Up0NLXIzVG+CELwNTHg4vSQd//0J1Z8tpzjamryJm/yJm/yJm/yJm/yJm/y9t98O6F2jI8/XMDSRYuJioxSRv4vEQMPHRxZt+YLHnv7KPfIyMjIyMjIyMjIyPx3x/L+fZYv+5SYqGjlnpeIAWdHJ75cuw5/v6fKPTIyMjIyMjIyMjIy/92xsbbm808/+8tiYP0Xa+UrAzIyMjIyMjIyMjL/g5CuDMhiQEZGRkZGRkZGRuavEFkMyMjIyMjIyMjIyPyVIosBGRkZGRkZGRkZmb9SZDEgIyMjIyMjIyMj81eKLAZkZGRkZGRkZGRk/kqRxYCMjIyMjIyMjIzMXymyGJCRkfn+Mqn8/9/A2OAgkxMTyk9/BpH2aHcPg+PjjCt3zeUvpjU5xuRwNz1D4s9/R15lZGRk/vsjO7//Eib76GooJjslnYz0DDIzXrZlkpGSSk5hFU1inHoVshiQkZH5njHBcFsZVeVV1HUrd30TxkcYaK2ksLSJoZFXhfcvmBjpIv+JO8EZ5TSOKXdOI9Lq/yZpDTbTlOyNe5hwtP3ygPifwmgPLfUVFJa3MfYNNJ+MjMx3w+RwO7WVFZTWdH6/5MDkMF3VlVSU1tDxP9ktjxSSE2rHzSv2PHR8iLPTS7aHzjy8a8IDOw+eVbxatsliQEZG5nvGIEXuelw1Mse9ULnrGzDaUkKm1wMeZbTRParcOTHG6PAQQ0MjXwscx/vy8Ty1jt3aLkTWzHaRU2nZzE7rZXQWkXB7N1/sv09wRe/XHO3k2DBDg0MMj/5lcSLzDamPxttMl1OmCfTK1Soj81/GeLE3964YYvAwT7nne8J4MaFmV9DTdyZNuet/JH2pZET74hbUTk9Pz6u38jgSfa0x98kku7CebjEYzh2rZDEgIyPzPWOAFNO9HDmojVW2ctdfpJOaDD8sjR+S0jTEqNLT9ZZE4W93m5u3bfCMzKO2f2q/xORIPXHGG/h0xRnuRtTxIubvUKblLNIanEnrpQzXUeB8nFULtnIpqIp21WN7Ksjyu8c1/cvccQwht20ceSL7W6DUD+tz2/lCN5SuP9c2MjIy3ynjqRboHtrP/rvp368rA+OpPNI6zO695sQqd/2PpCeFzPhAfBOUn1/FUB4JVvtZ8v4athy1Jqpj+GtLY799MTDRz0BXI9UtI0zIjlrm34K09rq5hpqOCcZl2/n2GGmhtTKdxII+xr42kzpER1Md5WWN9A0PMTg49LVlMWNt9TTU1lDfM8hAfx/9Yuvr7aO3p4fh4SaKcyto7lZdZzPOcE8TpQVVdPYNMDgkpTuoSHvuJPvYYCsVmdmUNgyoDCZjZFod4+xxDSxSRhgekM45KPKl/PolTLZnkehxDQPHQjrHlCkNVZPq8wBTgwtoH9/H3l2nMXRMpm7mRCN0p9/h6PINnL4fQ7Wy2JPtmVNpORWJtJTh+0Q7tdVtdA5MfXzBMN2FPlxat4jtNyLI61LuHiwn09+KS2dPc2bfFjat38UZuzTqB14+lT0+0EpVbh4VbbNraLS1lsbWTnqUnyUmhaTo7x0UP3ohLQa6uujp6hN/jdDf1UBZaRM9oo36+/vp7xP/S9vgn5MiozQXl1Bd10SnaKsBcXyfaLuhmexOMCm1dXYlbQPTFThOZ0MtNZWNwormMNJMS3s/3SKbUnv2tjdQXlRDz4Box+ExlbbuoKKgnJpm1YoV/X+oldLCGtq7+xiUruwMDotUlNQE4aJ3gLUXn1MvfT8gyjgw9OJ7VSaHGOmsoriqk05x7IBUH+LYWa0w2U9fWzXFL7myM97ZQVdHO9Or1SZGe6nLK6SuXbTJwICiXvv6hGBUfq9gYpSRtlKKqjvpEn1mWOpXLypSwdhQHy1lpTR09dDTL/rIn7PtiRHaykupbxN5EeccHFLJ5bjohx31VDarlH6wgar6LtGflZ8FkwM9dFaXUNnRS0+fGKOlc86tsLFeeptEvmt7RB2JfIt+OzTyZ2xmcoSu0nwqWkQ5RfsMD0l9XCqLym9GBuipziWvYXadDw0PMzTwIoMTk+N0tbQxNCpqcqyRqtp22rqm05kQQ0MbbT1zvEdfDdXVddS0iPofls4tbGRuA84wSmdLA9Xl9aLdlH1iYGSOP+qmrqycimqVtYkiX2MtxRTXivP3za2LIfq7/319reXP9jXptH3UFZXS0j+nzJMDjPS10NAhvMDXytpLW2MdlRWtomwv8tIn2loUdYb+2lIqKkTfUn5WMNFNVWElzW1dDAwNz6kXwZjwcxVZZBfX06lStMlsO4zPqLHPNJHeIak/CNsSxvzy0o8zPj4k/NSL1Md6u0XeRqb67uiQ8PUi3+LPyZE+2kryhb0K+5aurCrGD8m2VAs9xuhAM2UlDXSKfiTZ7EwxJ7PwvXSWI3vMiOgX7aTs98Mvzdg4A93t1Fe1zOnHLVSWV1FZ06E491RdCn8yK40RmotEPhu6xEgwxXBXM7WFBdSp1PlEeykFZU0IU51hfLCbxkLhS7pEub7WloN0Sz6zrJlecV6pTl/q33pTyYwLwCfmzzgQif4swoxX8i//60e8tkAb7+av+8tvXQwMNZdRmBBBSsPwKwxCMDnKaH8PvSrOSmKkt1fY3NxCiYGht40O0blmu1OZ/2mMVqeS5OuIT4Fyh8y3w1AhOQG30LqRQF2/ai+aoKfsGfb6auzZfQI9Q0OM9A0wMrqOueMzkquFE+osJ/r+Bc4cOMBxbX0MpO8NjLh2/S62AemUpjpw+fhJtG4FkN0y1aGHm9MIvHuO/dsOoamrh5EiXX2xXcLY1J2QrIap4Ha0g+poC3QP7kPtzBUsfZMo7ZzKX5nTaQ6vms/KQ5e4pKeLnq4+l2/a4hlXQcfQXM8ySWd6AI8u6WKTL8TDtGMdrCInMYH4xEyyYyy5uHUtK3ZakaZaBcMZOB5awz4dZyJapR0irVT/qbQKRFCnSGuEjuQHXFXXRPduIFl1fbN80XhfBdGX1rFKzYaQkilv35/thv11fQydE8iIc8NKawufHnYlRzjhr9HfSJ7vDbT27+aoljlukSW0KtxgG2n2hlw4fwXbuNqpgHSsg9rMQJxcY6nuVfrKjjyeObjgE1lER3chMY56nD6ujaGuLgYXL6Kvq9wMbnLfPZpskf9ZNTg+QEu6O9eOH+X06fPoXzLEQPxW78JFjIzv4RKcS3V3L61pNlw4cBI9y3AKFe3UTe6TuxidMcAxoVaEIkomeqgONcfU9jkJ1SLgak7A+8Yp9m0/wgU9USeG17j7MJh0kY/eSn/uqR/jpJ4r8cLepOoe6ykhyfkiR3Ye5pymrtJ+jDC+44B/pghGquN4qreeNxftRVNHfK8vyqZ/hVs2gaRUvxiUJYZbc4m2Os+pU9poa1+cqg89Q4xv2+IVIwZiSYOMVpP35BrqZ+7indokhmElk81keVphY+tHolS4wUYKnpmhufcQGhcuYGCgr6hXyTav3HbkaXK1CJSEUKuMxtNgP3sPnUdLx4DLhgaKMt+xfUZCRTcjog2Lg4Td79vDSQ1tdC/qc8nYHBfR7o2SnlNFBOiNKe4YH93HcdE22hf1MDC6ha1/BpXi2LHGeJ7eOsNJQw9iqgelsIb64BvonjPkjm8+zYrKGKAp9TFW545wSuuCOJ9UD6I/XhV92CeBAsVBQnCke4pjdrPr6AX09Ay4ZCD6+uVbWLhGkdMoxmYpqWlGu2lIduXmoR0cPKWBjmify9Lxop8bGt3E2ieO4o4xoQkzCTTaxwEtK3xzRFAl/bY7m5DHfvhHlU8FX+M9NGQFY2/xhMzmdprTHnDtsmif9B7GR0SdB1pgfP4MGgZWeCXWK4JFSTBkPtTl7MFDHD5twBVDcV590a63HPCOEv1n7uW89nQCrQ04ffgUetN9Qk+yKXu8RL03iWhssjOah/onOHLakuDSblGXEwxUibbU38e+w2c4p3sNc7vHRBQ0oWimjmyiRV879Yq+ds/tZX1tkLZMD66/rK9dvYdzYBY1/UL8dGTgrqeOgZkPSc0vQtSB2gRCnG5j/rSK3jkR+2D5c9xMNDkh8nNZ6hOKvIi0hc0YXr2PY1Au9e11pDgbon5QnTvPhdgQ3XhyqJmSZyao7znAqdOawscbcdXEDr+kCloULmaModo4XHSPcPjQaS7e8yGyWNmWFe7cObKadz47JPqDnuJ8BobCz4iy57cOzrKZsY58EoPcefisQvjoUcba8nju4EW0CHgHhPeoCfPGzz+OrPZ2yoMtMNi7jUPnLnBRtOsladyRxpDLd3AKyqJaGMF4Vx7RdlocEmOXhqbOVL82cyesoF3ItEpCTY6w/s3lHBC/1Vf0eyOum7sRkt9Kr2rGBitJ87rB+ROXcY6tUfqxLsqe3UDn+AmOndTF2FBP9HNdLkp9XdiYT1wlHaOiZUWQ7a57lOPqpvjmdwp7HqMuVoyJ+/dxwSGGwu4J0f6D1Dw2QF3tHEZuWdRJFSfsOtfvNpo7dnBMQ7T9zQe4BqVR0TWVsYHKYFyunGDfnlPoivPq61/F1D6ItPqBWf7tG4uBviwibq7jjb9/jXeWG+LX8p2LgX4q02II8Ainalwo1/Fherv6Z6st4UTq0oIJfhpMcpM09AomhuiqTiHQI5CqimbFYQomB+mszCA2OIrcNiEgZvq36Cz9vfRIszbd3XR1ddHd268y0zFKX1sr7V3TsxHjDPb10i098kPJ+OjolLIWSnVAqNmhuTUzKcTHQJdQnNLWTbfY+oR0nxRpjYhzd3e/SGtiTKQ1VRJGRbrjw32MCLWrSHNSqOERof7Fb0eEwhtSTF1MijSkGSHlpZpRoXp7ulQMdFLxFJOR8XEhjgbo62yjrVOIpwGV2TElEwMib53t4ntRBz2iDqTKFucc7RfnUnihMZG2lPepX04M9NLb06ucyRN5EXkfnRSOUORkbFS4P7FrfEL8Py7KMTJAt6hHqQ66RTDQP0uVS1XXT2+7VM8iD90ifz09QuUL5d89gNRPFAz3i/y30tqhbKceEWCKPCpSGu+jq62N9r6pvI3kPcXz8kmMgppp6hDp9Y8o20+J9NSXsTFRIpHfSfG/MAgpnTFR55MTwwyItKdnpSZF3vpEvmYG9olBesT5uzpEHqT/ewcZnlWZIi0RFHW1d9AhjulVtLVwgn2inZRB14R0U2nf0JRzF8f2ivNNVesw/ULI9szMmAprkNpU5EWSsIM9nXS0ddL/tfUm4vNoL50d4nspX6KOZ/I/Icon0p4UbSOVT2GrUtmlz8K+eoVNtHaq2L7k1MUh432ddIp+0d4lpTU2ldeJOvL873Bi/y3C6vtVbGiM2rD7GO5YwicfL+HTJUtZvnQxi+e/yztvLubgg0xK80NwvbCN5fMXsnTppyxftICP3vo9b3+yk/MOyeQG30Vv24f88e0vOWOTSL0Q7b35/lgdXc2KZctYunipIt3Plizhs0Xv84dfzWOz3mMyRsYZqknA//pxjh7YxoZlC/l48TbO2SZQ0TdKS7Q1l3Z8xMciX5+J83760Tzm/+lt5u96QGyt6lUEiW7ynjtxQ92MuF7Jkr/OZF8S/lbX0bsRSs20bSroI+3ODvafvYNHjvRFL7mByrTEiD91nkGqfPU59vkfee0Pn3Pg5jOyO1WMR4iaRj8tvtp+BdeUJkWdtz03x0wMjqaJHfT0VVIaZMKZ62GUtc1y5Yo+0JTqh42GCDi2rWHZB/P4aM057kfW0DdYQojJAVb+/o8s2XUFj7wuBgfKSL6/j89X6uBeNBWgTeZacXb1Rg7ciaKwLgrH/e/wm3/5Pe8tXMynS5eJ+hP1v3QJS979Pb9/dwvn7FJpUa3AkQ6K3LQ4uOyPvP7bt5j34WIxKIi2XvqJqPO3+HjNaSwTGsUAfZOza9/nzfe3oeuRK0RZBwW+Vzn86SJW7TLiYWozfVK6k63EX13P0o26OKa1MVDgzZ0Dn7FY0ZZLWCTKOO+dzzhqn05BvDt3Dy/ij3/4jH3XgijqHWe4PhEv7Q2sWbaYJYvEbyS7XLKQd1/7PZ+dsCc0o5BMu+OsWbxYYV+fCZtduuBtfv/blag7p8xq396S55hv/iN//OM8Fn4s0hE2+dniT1j4zlt8tF6Le1Ftog/XkuWmwa7ly1hz8A4+mS3KmbpCvM+vYf3GizysFB87C4m+sY3V7/2O13//vsI2PxfpLV/yEe+88RYrj9wntHFYBHvOGG76jM8XL5rKn8j/pwvf4ndvLOegaQwVPZUkPTjOV6JPLBXl+3TRx3zyp98xb581AYVzxOJgA0XeF9i7ahlLRHsuE2kt/tNrvLXBALv0foYrQniwfwEfvLuUbZeekFRdKwTkGXZ/9K+8u+Y85uFCeI+2keepyZev/5q35i1iyRIpz6Ju57/DW+9/hbqwh8bBHkqfm3BqxSKWLV4iziPqaYk49sM3+d0fN3HRM4tmVZsZED7FQ4v9X3zOp58IO5PKKLXTsqV89IfXePvTQ1wNbaa/IR6XkytZ+tYHrDr/iIQm4csqH3Jxy0a2X/CjXGqroXLSLQ+z8lNNHPPryH+qwZaP1nPWIYq0TF/M1DawWtTxwnfns3iHORFCwY0NZOEtgvSvPlnAYoUNSL7pfeb98T0WfnkF/7rZVyEnizy4tXsBr//6bT5Z9qk4fpmod+Fz3p/Hh6s1sElsErHGcxzUl/PO7z9mo7YXaS3dQiA5ord1BZ9//DFLPv6QD96az6rjlgRWCeFVE4L9n+lrv3tnM+q2KbPrbbSTYncRwL6kr30o+tpHnx/DUoig3qYE3LS2sPLjdajdfkZm+5Tf6El/iNHWJay6GCbaTDVhYZ4xpmgtf51//uVbLFgilVHKi2Tvopxv/YE/LjmPTVgYQQ912PjmH1jwpTaO6R2Md5cQbbKPTcsXs0jqo0s+Zt5v/8Bnh8zwqxJj7nAtRUIsnD98iD3rPhU2sYj1p6wJLBVxRGsCT6/uZulHn/DpYsmuhC3Pe5s339qGcXjlrGWTw/lemB5YxYqzT6kW415vliXHPj3I9dBS4YXLeKIhbOLAbTwzykmxPc6W5Z+JMWNqXJL6kNTPF/zu17z75UVsM0SMURuFy5kv+FzqR8JmPxW28M5v57HrTiQlo10U+l3myCcfTX0n6mLpgvd57/fv8KVxBPmqdxV35hBltptlb81j8darPBL9f2CokvDbR9nw1q/53b++zYefiP4s2c0nHzD/bdH3N5kS0iDG0rZIHM6t58Pfvs967UckCzFbHW7G8SXvMu+jreh45tM12E6eszYHFv6Otz47xe2wBno78ogw3cc6yYd9Iursg3d5f9FO9DxzhICfoD3Bgas7p8Zlhc8Udvr+uyvRfFJBk+oA970VA4M5pET44vK0QQotGWrP5pmjJ5G5jXRPX9NqS8H74k527NHHrXxqFyPCgdmdYtMX6oTGTO+UxpRUwm2EorodRc3MdJ9EJ3kh3rhaWuDs/ggPVxdcH/nxPKmSrnERiA0WEfnQEiv7QJJF4DA20U5JnD9uD0Mp7R9jWDROUUo2DUJItFckE+7jTWBiqaIRZhhqpy7aiQc2Ttg7ufPIzQ2v5+mUN1VSmPAMdymtARHgDwkFmZxOVXefCNR6yUvPoyYliPyMRKLyRAMNt9CcF0ZwSj15gb5EFdfT0FZFllDIbo9jyG0XQWd7GblBrninNIj8Sycfpjo6gvTyKkoKEgl1vo+FoxveAdFkzrrcOkZLkh8+jlZYPXTDzc2X4OQyahsaKA7xJbKqk7aGPOJ8nPEIyqRGBGo9+REEurkTWjnCqBASrVkJZDX10CccQl5uDQ0twpjLSiguLqGxLA5vi/s8dHbG3d2bJxGF1PeIwFtx7nFacqLxtzHH1lWUxcUTH79wMitzee7xhOiMKnpEWwyWxBL80Jz7Dh54uLjg5uGDf3yVEBainepi8LUT7eSVSFm/0NSV0QReP8zhqw9xdH6Et69Ir044HGXTD1cXUJyXT3mvEB/1eWTki0Crp4Gs1HxaWwpIDvDFPziLJqFE+sqTCHNxEoNrnxA7IohuSeKxvS32DxzxcBf59QggMrNG5ZLnMIP1sXjb2uFg85BHgamUNRSTEeEnjo+lVgTk3c35hPpEUdneTlNBBH4ujwjKaKJ/oJKcqAA8A4tQTJhO9NGdH0pYRgttXfWkB7hid88W3+hsytol4ahkcoj+0iA87B2xtXUVdvyIp3HF1LY10FiZQ3pRjxAZzeSn5dEsxFZLTiZFDU2U5UUT5HSP+47C9l2che378jy1jqHBPuqjHuHqZIvNw0c8i8unqkeqvHHac0OxUz+BRWo7M1ffxf7BrmbqyqX2LqKoqJiysiKyIl0w2vAhX2j7klTaRl9TBcUFhRSXCXuM98L1+inUTGIpFYHtiAgimtJduLJVDNabjHBJ62VCDHgN5UUU5hdQWFhIUaFIu7iY0pynmOz8lE1q1gRX1pPhb4HB5ccUtTRRm+GLxfE1fPLJIW4Gl9IuRHBHjciX9PvSCkrSg/E12s6StZd5XCgGMGUJFEwWE+1liqaWD1Vz1wmIth/pKCDS8TrGVy3xye2f/Vthza1PNDhy9jq2sdI0cTlRnlNpVc94SyHA+uspDLVGf+N83hcD9rXABuV3EkIU5zzgxFfaPIgsV8xcThR6Yn5sHSv2XBbt5I7XvRvYJrbSNUdQTzZF8NjiMtrmcdQ1i6DI25Cjn85n0V5rwsu7GeguIPz+MTZ8+CmbdXwpGGyl2PMM6z5Yjbp3FS1SW5Y7or36C7ZefEbpSBWxt/ax4qN9YpDNIbekjFJR98UlhWT7X+Xo0s/46qwLqaojweQ4A01lFDufZuexy9x6lEpNdQWVFblEOOhybO1qTrvX0tndRWOiDbrr5/PJ7js8zRc+ZLCNbO9LHPzkXZZuN8I1q4uhiRHqXY+x/fhNHqa0MTnSpbCHoqISYV/Fwr7cMN72sQgOvUmuEkFBZSD3Dy/l41UnuBXWKpqsj7baCspKimdsp7w4Eddza/likzrmUR2M9jdSVTqVZklxPnlxVqgvX8ERkyCyVfTWRF0i/gabWafhRmRKAZXlpZQUZpPkcxm1VevZreNNrjR5IgRb1iMNti5YwGeibH5CeI2LECXe9Cgn1S7hUSElNkJfSYwYxA+w7qQtftE5VFWWU1Gahpf+NrZtOc7taGFfA63UV5aKehf5U+S/hNIUO3S/XMlmNRvChQ/ob66kvKhItEspxfkZxN/dx8o9xjjGt0xlXMnk+DB9LVWi/KIuRP8sLhX153CabXvOYfi4RtTVIG35gaJvb2DlwrWoPyqlrqWGPO/LHFo0j1VqtoS3jlIdYoL6mi/R8sgmq7CM8pJ80Q5OGG1eKMp7QwRA/WI8aKJK+P6SItHnFPWaR264CUcXr+CAEGqq9Srlq7e5irLCAgqEb5D6eWGh8B8VxcTZqrN/gxCn1vmMS/mvTcTv0g6WL9jH1ZAqejujsNq7lGWbLuNTJxITYizfQbrv5ijmwp92tQZza9tXHDp6nAsWTli5pVJRl0uk9Qk2L1qLhncFzX2DU+cvFn5Jym9JBRUF4Xhf38/aj/djlto9NXs/TU8EdlrH2HP0nuhX5ZSUCjsoSBNjowmnVy1i1/VQMtoG6WuIxkVzHcs+3YmWZ4ViuWN9hThWnKMwI4on1/ax6sP1HLFIpm2sgtjbUl/by/WQHHLm9DU1IVA2nHEmZVZfm1D0tRKXqb5200OIV0VfyxM+Sk/0tZWcdKulZ3iYgZYEnNXXseR9ISLvPCdfxCdj5c9x0d7K5hvxNM8RAxOi3qwOrmXFl0KEZ1aK9iumRGFfacTanWb9e2s5aRtHeb/osw812Lb4U/Zq+zAxNkBvo1SXwmdLY0BJOo/1N7Huq5OYRDfRmh2Eo57w7XmiLmpF4Gx1mi0LP2HblQDSW0cY6qxRtENRUZn4bSZJT42FP/gCDfecmaWXEpM1wTgdXc7C9SaEdooxstiWk0I03ggqFT6zmmfaa9nwlQj0s8YYbKmgVLIthV1JaYvxozSX8Ft7Wb/hEBd8KoXt99Ii+lmx1C8kX5EbifXBT9mn/4iIJuGzh1qpFf5G6oOlwq5zE/0w37eINZIoVc2Y6NdDzdnCz55gx7JFrDz/hPxW4Xs7q/DX3cVpzSvYxNUI3yH6ekEUAfdOCBF6hPtpbfSODwmbScLn4kaWfX6Qi95ljA51Uxllje5XQqRsNKGyoZuRvrYpcbJ4AetOiT7ZKHxJYzmlJWKMK8giKcASvY1CtO0w4XGOGN+GOqhT+DfRHmJ8Tg935sqWJajZ5lKmatjfWzFQHkqUryuuihm2UQbK/bh7ZCMb9piIQbh1aj3XcDuJ1jqoH1DHvlQYiLRvQgQ6qaYc3qBBWEiRtEcwSX2cO1Y62txPEQGdcq+CiUKeGB1l7/otHLtgxCX9C5w7epDDh3RxSGmmPEYELBaXOH9oF4f1nAguEM409BZndx5GzylGGFAoVprmBGUnEPrUjlvHt7B170VMnxYzvXJ1rEcICouT7Ny0n5OntMU51Dm4/Rx3Hj7medBdzu06hL5zIu3VMTio6+GcXEN3bzK2xpYE3jPm8V1DzpsmiQG+kHQXXXTs4oRDPIq+nRdWVo44ir/3CoduZJcsFH4dGa56nDxqiGOKUKUTrURdu8h9T18ehz7B5uJ5NM+qceLUeS48LGBm6eREE5k+97mppY6Wrj6ah/dwUtsY88exPLt6CE2nIJzNzbDUP8zOXXpYB+dSWfxUBCk7OWwoRFp+Fs+uneLWMzHYRttgZhtIVHwYfvYPMLd4TFaCM9e0NLl4QRudc8fYu/UCDglVQopNnbsg2J6b50WetM5y7uRJzl7zI1V0Flf9few6dJvHWWLwT/PBUkddBFd6GOpqcO7EUQ4dMqWutlgEVx7YXj3Pib0H0bwbQJpwptkel9HQEvV17ixn92xHwzGDEuU67OqAu9w3MccrMY+cJ7e57JxGRaorVwyciE4OFfV+nC1fnOCmvxBkVRE4qu9izxk7ImtEEJPizOW9W9hz6DhahkZo7d/ByYv38Z42N+lyfJw9t/S10dJQ5/B2EZg4e+DpdoNTu05g4pNMc64ftw6q4yCCe4t7dzA6vI09Fxx5lllCUcBNNI5ocSesUYgDEbC7a6FlnURWeiyBD66gffIA+3YeQet2AHnTlytGhdMIuY+JnhaamhcxOLOHHafu8MDOiWdOJlx0jKeqOAAzAwfihIN+euMK9n4B+AV7in4h6lRbX9TpOU6pqXH8hAVt9bmkut3hspYGWqf2sV/jLo4xbYpTTTRmk2B+Cn0h1BtnlmfPCZyn6avgmeYKvtLyEE5zzoBTEYaHwX5OPazkxZM0+ylzOsqmHercCJSCmRE6mitIz2yc+nqGbqKuHkXD0InQ9AS89Xay5pgb+Yr6GKYr34ULa1ahdieU3K/5tjbqnxux/ZAl4cIgZuWqP5lA+0scMwqjY0boTDFR9hSb818y/7Xf8u6S3eh5ZFI/Z3J+Iv46p87fxCqiW1RJJs/sptJ6IZqUjAk/FXqF4zv3c9g87cVVJ0lINvpisFkTq7AiOqRdI7kE3T3M52/+iQ/nLeKLvVd4Uv71m7aG0u0wPrSRLVdjUYSBg0IQ3NvLssUnMYutV/jM8d5oRSBz8KgTBRPj9BT7c3ubSFM3gOw2kcnhVOzUDnP6og8lwlOWBxhzYs0+TNPHZp9vPA5btf0cOu1E6suaPs2UUxrmOCltRqI/T4g0tS84YldGt/SbyS5yLfawVviTB9HSqDRARZIb+rs2s3f1Ylbuv45bSjlZbjex9IwkRQSiX6O/gnDDdaw+7UxsrbRjlCY/XQ7t2McZpzLFIVPMzmS5ECuH957gepjqHRRKJjKxP3wYI5twClXbrTmDuHvH2H1bmv1W7pMYKcFP/xjH1Ux4rlik3ElzhDHnjx9m/cdL+VLNnMDsbEJc7LCzD6Jsps+20BCgxw4NL9LrX5St/qkhWocPYRj4Im+z3ztRgKfGbg4cNCVw1mLtKcZjr7D7+A3solRF5ivItUTjrC4X3YuVO8ZoTvXBZNtqzotgRHFtfbiZEL0dqKnfxl8YZFO0NZf3CJtIVV1u20+p41G27T7PTUW/nWJWvkdjubd9I2qXnpCiWn+C0cEealLTqBqaniBSku3EXS01jtmXKc81QX+5F3prtos8p9Mw0Uue9RG2rtvFBX/pvH00JVlx5vPjWGe0iFwNkHhzrwj8P+eQmfAFSv8/VhmGw7GVbLoSSeELE1Whj0ohXk58uptb8Z1Ty+qmmUzB/ao+Wvr+SPpjhv5qYq5uZKeOK8+lqz8ir90xd9HZs4mdppkvJm6UjLSFYLp7A7tOOpI+MUpl0DVOrtmLaZq0QEQF0dfsjom+dsrx5X0t3UzR1xyiFWsTFQzkP8VS9LXDtqKvKRLLxeuOIWfXiX71+UaOW4eSmBTFc4vrWKd0ijhB8TMVqgm5fpiDu43wmmtGTV5cXL0bHdsk6qXP3VE4au7h8C7zl9x7ILrNU13U9p3mqn8a+SKIPfj5Ue5nTS2PnOwuIfDCWtYdvI575teXPY62hHN76yFMAvOpV01b9LnY+wdZt0QNy8wO2std0Tt2B5+UJpHuAEl39on+rY1toThHTyvVGRkq93dNMRJzgwvqWuj5vqyfDJFyYwunLrkSVK3cpcpIE8km2zhyM5jkWRmbYqI+juAr21l93o9saf2UoMzhDAZXrXhcpfgoGFIsYzv/+T5uxzZM+Xppb7YVmgeOcswsWYwGgolq0p3OsOnT8yKYV3b44TL8tDeye58hri/mvKcY66D60RkRZ5/mun/JVKyswmRnAX7nV3PKJpvi6fvSJL6vYqA34SlBLk48Vdi3ULGdpWQEPEB76wGu+WZSo/Sd5UIF3VLXxHFaDIhsTbT5on/QiNhQ5bMEx6qJs9Vg88drOXXbnYCcNoanvdhEC9E31DippsntZ8mkJMUT4X6fOye2cd4tAqsLN3B7FkpkiANGajqYOMdQXZ+Gxy099M+b01z0DNO9Z7GJTSGlKIuUYBeM1U6jc82bAqWNjA83UhhthfohfezcA8U5IrE9c4ZLJnaE12Tgefsiehq2dFcl4HtuJ+qOaZS3pvNQ/5oIJtwofHKdc6cMuOMcSrTtFe6EFpDurYf60fOcM/YmMj4YT2NpnZsFYd3jItD0xnjnl+xRM+ZRRh6Pb93hUVA46ZXl5CUmkBTthr2FPicuR9M+7QUmRXBSWSCCdvF9YiIxLsaY6KqLADqBZMdTHDyszxXLAGLFuRw0T2F035v41hoyH17B8NxFzIPTCby8m8NmseQ+voGJTSBhGRF4mV7joqEPZc2lZKUlk5QQR7QIQK9s2yMMNZ1KqY4mu2mtyiM1PpF4P0chWNTQeFhITVsdpclu6O09x90nMeRXFZAUGEBQvMhjQixBPo4Y7ThDdbg5FneFcHwSSZTnJTQ0jTHzK6WnNp+M5AQSIgIJvrabo3dFWZT9viPUBGOdi1x1iiT30WUuuGZRnuUoBuFbPInNpDr7OWZHD6N5zYX4jgbyH5tx+ehx7iR00FCWha/WUS6a2+OVkkysgzZGuoZcDVNGhuPDihvdMlMTiI+PxvncIS7ecsAvKxHnK9oY6zszUJmAp/pODunewMI/loTn1lw4fQlz72waSoKxO7GWL48JRx2QRo6bETd88yiorKYyP42EmGB8rp9FS90Qm2xlRxgXQXN1Abmp8SQmJJIYaY7Wuctcv3ILTxsj1LTthX16cUnTicTiPBG8nOSGky/BabnCZgN5LrV7Qgx+LpZc2nuB9rpSGoqzRZuI9EJNuaBvwh030ckkhAMvfWzABecy6lVHycEKkiPCCIqdHrgls6ojTP8Ltup6kjR7TQ09WY+5JwasQ7Yi6FUJqgfCRH5Ff7wZKEbp3lwiXG6iY5U6Z11rkxCfRtyyfE55cwnhNw7w1SZtXAqn7y9qIkhrI6dvPCZ27mA/WkuB83mO34kmf2oh6ws64/G7f4H9BiG0ThdCyWh9CmFu97iufw61TStZ8aUQi0E1s280FEGw5kVzbKNEcDuWwpN7U2lJcfbX6AnFRvsMRwyDeCF1RhjqCMJ410XsI0oUa05b05/gfv8Wdx7YYn5+K2uWruPQtQByO4dnBU6jtaE4qG9j4yEzwhUjyxgjybfYs/QwxsFFKPx+3XO87t3khlvhVIAzXEuWzUFWf3kFrxxJmjfhf+UKJib+SLF1e4oT13as5ayICHpUPf5EHPb6+ly8FjoVMM5CFLbQBvWD+pj6Fs4MRgOF0tKJDRy1K6ZTubPzqSZ7jgo7jhWBb4MQuw/vcdcnhdTH1zmz6iM+23QEjTv+pNX2Ka6SfI3eGhJubmG9uguxFVNGNJFigf7Jo5xxlEbJXlpLY/F6kkJz3wsDqvbQ4OSR09wMUx0NlbQHcP3MVRwCC2fdbC2Jgfj7x9h5M4HqbtUG7Sf1gT56Z24QIH7QW52I341rOMenEuFmyKHlS1n15SH07SPIaOx+ERROtNIgBOHO3XcIKmif2d8UdANDkf/LoUJp99dTGe/Jk6R2umf6SAm+Fw+hduQuz6cjiBnE+JdwnX2nbmH/TcRA/gN0NAzQ95ieyeilLfcxJlq3CSjonBLpQwU8Mb2OmX0UtaIK6yKtubJnD7cSBlVErLDcqKscP6bFNX9x3i7pquATnmUL0TptpBMpPNi7jdNX/EidJQb6ac0P4O7Z2zyraJ+ZRJMYTHqI/VVdTBJU1ssPpWC1Zz+X3ZKQLrKMlj7k2sFt7NANo1Uc1V0XgslufR4XtSmWsJbY7mfzF3sx8Kt/MREoAvc8+2N8pfmYzLo+BkoCCQzPIGemyvqoir3HuZVC9CTMEQOk4m6sj+YFX8X5XzBEjcsxjug58zRfeaYiHyw09ggBmfYi/zM0Emp0mJMnzAgR9dGd4cz1HV9w1lN6XKPyEAnR1xwM9NE1DnlJXxOVW2ir6Gu3fQqmgkfBQFEIjupfouZQTkf/MO2x5tyyDeB5RAje+tv44pOlbBA24hBYgHQbgaofmWKEAhdNzu5R42acinOWjmz3xeCgIZa++corJgWEmGtwfpcZL3unYsfzS5w5epbLzwqojzPn/PqvhLjLo0VZxsHnFzh48irW4bOvZIlBTbSLG7pqt3ia2TjL1sSvqIww5cyyhWzVtOSB7QMc/XOoFj5RymOmlRYXNW7g19xHbZwHd8Qx0V2zb5ztem7C7et3sM1RLd80w6Tf3o76VTeev0wM9BXjp6PGDb9sKuYIW4lBESMGXhPxYpAQ1EqNU+8p4jUtY6ySpkXPEC25zuh9cQDTmIYXN2G3POWujiZnbsco/L+0eqU+6iZHV2lSWTpdRwMkm6tx+qgBD6d1vCrFtpzaKurcI1uZxgtG24p4prOWM3YvEwPPeBw3N7Sfw0AOUSb/iWKgKcwLHxsbAhVTx9OMU2ZzjhuuMQgxq6DY9y7XzqiKgRFG6h9xYZ8BMaFTDm6wPBQ/c21OaOihIw0Sl/zoVHmaQNvTa9y978Tj6UZvLxfOXUcE3WGY61zDM6FGmN4kuZa3uS+CYCnV+tRneF24JYK+LPwvnuJuZPnMgF76yB6He/YkzvQw6YkoadgY2hJbPpXxavd7PLB2Fm5FpJUWgIe26Eg9jTSIQOikwWNSaysId3ElKSRHeIlcgu+fZd/uC9x9GENJ/xCjjV4iSNYQQXLJlPPMdsPL6i4OmT10VUfjYW2N2Zn9qJ27grFdFIVNPSodvonSNBeu3IgSjuJFMw7WlFLT1DFlPC0xRNsbYyQcTH2aEDK7DPDInBrIRiPuYGXjKjqa+FAbRch9Q24HV1EccImDx+/w0NKOZyk1NI2UiuDJnvsWEdT1tlNVOrUGWkRBRF46w/2gFErmOo+mHOLvaXAzpg/FeDtRgv99O3xjCigryCM7MYUZITxQhNeVe9SHm3LbxI0nGVK4UICvvTlX7iVPHaNAKHDv65g/y6dg2qs3BuJ6S4uDpywIDQggsrKbvq4wbl9wICJrKnrsC7XA5o45nlI5W7NJuHeWK2G9dAxNUitEkF1IlsIWaHzKUzszrga9ZJZR0OxzlbvWnsQIp1EV5YmPka2ogmoK7I+z66IYGBVeYIjYe+Y4eTwhrqqYaJvr3L16kgOHLnLH2pfkxqHZwVClL773jDDwn947xnhPBcXVPcpZHlEP1lZYWXsTG+6A7q4Tor59cX9eIgTgEOkWl3EIEm2ckE1eRjbTpj8iRKj7VTu621TPloa380NsXZV3Yw9UUBN6m0suZTSoOJOJMg9uaJ3nzL2kGecw3lVFsO4atijEwOzoujvbF4sT6zk8Rwx0Bepx5IgWt0JFYzUG8/DCLr68Ekfniy4ruoQTVy/cwU54amnOujU3kmeuviTOLKodIP7qPvSt/ElQdXij0o2bllxXv8CDxOaZoHSGgRSe3dViz0kPiud4uBem2knF8xuc3byatZpBDKrcvzEedwO9a464SGtnxjMIMJtKq2SOsFDQGcT9o3vZfe6RaK1phhhs9sPwqAm+ibWiZM2EXpduCPQiX/q6OQ5PvW18vugIFinNs5cv0EF5nD+PXILIUZjiAP2Z9zn6+TFuhZSIXtdLzXNnXF2ekjATVQzRV/AI3U3HuRtXQ0dTPM4m97DxLVD4lREhTJ3PbWD7nXRaVSbuRrLtuCWEpnlwvYpfUaHJC8MdJzG0SxDeZorevABsT38pxECJst5F6XzOsevIFZyESu8Iscb04nV8pPaabKPI7Tzb3/klb++wIrhy7nAzxWR3JbHXNk2JgcopIxqKM+PCcTXUXesUM2gpTufYdMqVPJXHb1S4nuP44a+LgZGGNILunuPsjSckSHfVqqK8MrDLJAkRP6owIMYLAww0TAlp7aIk3Jrzx+3IUZyuiVS7E6z69essVrMlatbpemlPvsuRtZo4pNTN9O/6AGP0jh/DOHqIkeoIHmlu5JSjEN4z5yzEW+cAR18qBiaYlMTA6Ts4xU7X/J9BEgOahhh6TXnV4c4C0p5YY/m4SLS31LIikEx3x9HRn/ACaWSYpCrMisu792ASP8DMrU2CoQhjjh/X5ZawiWFpRv/sPnT9e148dWU0AcvdWzn1NTHQQlXkTfZ9polLXsvUeCYxXEWE5RWuGjuRqFpv/UkinQNc8UhGce1nopzQOzqcPG1NfF8PVXF2GBl6k9k8KGqjnzjjXRw8Y4LHrMGmlSYRYO3V8CSrspZCu4Oc0nfEdyaw6qY8yoyzK14iBpRXBjSF754dJw4KMXACNUNX/AumnNV4jjt31fewR/Sfr8+aNxEixkFtbSukydjxilBczm9gmxAOqk+KkfrabdHX7j5/VV/zVvQ1fdv4mRikV1rudWYDxx+W0NxaSYT+Ma77ZqGYlBY25XDwfd568zP22xbP8SEv6BbBtsGxA5zxUMz/KxmlK/QqGpdceDZzmSWLgNvqnNt996VioPWZAacOn0TvaSMTncWkBbjyKLbxRTvHX0f94n3solWNeZzuomA8rqlz3iKWkrn3Rwn6C/0x3zmP+V9qY+YaS8V0BxoWY981PS7deU6F8PeZbvrsXn2ZwFYVMdCdj6/xRW5YBZCrqj5nGFGIgXPXHhE66/KPoKuQBNdrnD9nwfOSthflUDIpPdUu3ocHln7kdY2KkkzRH3qJUye0uew/nWA/jZmOXFgjxECsihhofsIdHS3UTeOUPqGFihBjDq/WUhEDXcTeFkJSzQjnEuUuVUrtOHPAQMSHRcLDz2a8o1ghBtQd8ylTDVl6k0mLeoxbWP+L+zRfxlAu0be+5Hf/WWKgM9oVj3tmuCsutykZbiLvwQkuWEUQp7TP4sdmGJ8+j72okKmOMiUGdPboERMydWWg2t8FFyvhUEQB61NdMT5oTHuLSvfOtuaeuR22SdKHSToL4/EW4iCmoZXylCgyqoRDE9/U+jjj6f4EyV9UJfrjpX+XwaZyMizUuRlUqZhJkwaGjMdeeHmHTXU8JRMDxbhrXsIro0Ix21TqdAdLSyekU1YniQFc57boVAOM96ZgZWzH83A/PHxDSE6ZKuh4TTiu+mqcEgZS293HaLkwIl1nQrKVuq85lLgAT2x8sijwt8Q+sYe2oiAsD61hxwUvomtVo55myjPcML4VT8/M4wlHybe7ib3Xc9Klj7UhhNlcRd89i8r4+2joPyV/+ipkuRvenv48liaKK8OEUDHCNL6dhjxntDcfQd86hkoxAgy1RuLp6sPTyFTykn24c9VXcalufKSNEL2T3A38uhgYqUoi9PYZjMO7pgKGxigCw7IoFgZX6u2Ajakt0mNwx/urKIr3wMopnubmcnLj0iisl7plPTEBHljbpE91wpEuajNDRIBjQ1Bh09SyJAWFhFppsXeTIZ5Z7YyI4KNBCCpT60jy66UTj9AWeJ0710yxl8yoIZ0EC02MI/rpFgn3PLnITedo4qQeXO2Nt9UdrgTOnj+apspD1I+VBxGi4cvCPIUTsmWitZQMa3X0HlfQqKyDKi8Pgh7fECI0GPfH+fTXR+N8fjPrjtgQU616s66g9jmhTmbcEgGDgvFuumJvcdkuiXSFr8nCw9yMu7ZxFGcL57JnA2ft4inun2S4oxR/cxue5+YT+tAWhwduipepjPWWkBXpipVzGl2zHn2Xjo+bKw4eypGyr0KYhzl3AhppUhlJxpLuonlgH/vvpc04QIUYuLCKjdoeJKqurRR0Zz/m/vG1HLAunCMGLnLokAY3novBRtiQh+EBvlKIgQlGhWCuSvfHVuMIGqZ+xM2a/JQeNCA9cm6M0f5KHmuf4vajaIqkcXlymN6mIpK9bnLh8H6O3QynVHmz+SwmS4h+oMP+LTcIEad/pU9sjRHtqMZOwzAhBqaPmqT1sQHXrR4ToIgSSomy0lakJemambREXvpaKsgJNOXsKtE/T9kQNy10JvvEIGeH9gV3ovMkT5HAgzNqHFF3J09RfZP05thzbqUIxiJqaHtpdDBNHz0Z94QYOK4QA92i3xcL4ZdZ3KH0lUpGm0g00cDEzQtHqxvctn5CeJkyQ21phN06yNpTPhQpXI2wn7YSwkyF/QuRGvdiZYIK48K+fbn05R7Om4WKWpiiN88fm1PrOPRg+sqAJAbU2XH4Ci5JaWQ7XuH8gWsEigFU0TJDVSSaH2bdx2tQM48Q55+zhESgEAPGX/HF6YfEKK8MDMWZoqN2hLOSGOjKJPTqVpYcdSVL+YQqiQpXddQOnuRayFSfnRzqpDE/HK+bp9m3Uxub2GoVX6FEIQbU2HE9lvL2ERH4SLYmyjrRQdx9EVBftCaqtpRURw02nnAnp3lgqs0H8gm8up0Vizdz5kESCjeloIvm1HuoLTmEaXTlTDBQH3AV3WNqXI3qpafgMXe2L+GIXSkNMwGiEAPa+zh80JSg6UwKm5fyMj46yFD0VfYcv4FVSDXjs9cXTSHlW3qAgJT3LAs0z+mi41zA6PgEfWI8y45NoUr4ialf9lKenERuqfKpXaLNKsMsMdq5i+uxs8XAYPgV1NQuKCaGOqLvoLNlPdoBYuycPkYSAzs3cfySL8mzxEAbdXF3UVuhiXNeq0hzkK66IpLcL6Fx1ojbvqUzM97SODXUHoPZziPcfJw2E4x3JPjgZizNjj/ByeQSZkEiD9KPxjKwU9vHOeMnZCmMalyUe4KJkXpqEs05re9PflUpEYZr2XPWEt+ZlWVCDESacmb5bm7FdU5dVZtGIQb0OK/jTalIS1Hv0jbUQZnDUY5d8SRQObBJYsDs7C523Z5+dv7U8VLdjw8kYq+jy6XbQSjCnI4MIm4f4otTXhQoKlvqa6VTfU34lNi5E+cKRBu2TfW1c3dCXvS1/GdCeG9AzSGX+tpI7u04zLVHiZQrXXBX9iNubF/Gsg06OGW089KnFJd6ce/8YXZdS5gSDFK7VCTgbaTB7ScZlEz7fkkM3DqL+k7TV4gBfU4cVEPbUyWqlh6GItXB2BBtjy9w4aYLPvmSU5hkrK+ZqlRfbHWPsu/QNR4XqTy8Q5WmRJ4ain517BGF0hsDx/rprC8l0/c6+vrmOEZKMx4NZHld5tDayzxrHWZ0rJe2qkzCbbQ4qX4bp6i6WT5FGjum+lEvSTe3cuaSI0/LpAeACMb6aK9MIdhKl1O7D2EglGPTSzI20SVsKyuO5OpBlavGk0IsX+XI/lNouky//VISAw7orNorxvEGpb8R/a5atM0FXTQt0kQUIiGJgascWqlBZcn0LI4QA8IvHz9iwENlo08q8z420icEmxEndB7gkTLtVSYVfX5cNNBAYy5PNFdzyjqF3FaV0g/mkhvry0M3IQrio4gIDSEkOITQEJUtPIa4pzbcUVvMa//wW979/DsTA2O011TT3D1EX7YnnubXRCVJPVrqvB2i87pjo7WNg1cCiVeKhCKFGNDAUXTiqWJJYsADnb0GRIdOBS/lfrZYXTXBv6mbyrwwHIyd6OlUiWLahIq+K4Ib0UjdHXkkBzpi6ZlD+8AwA9LTa1rbaO9sJNLFjcd+ccJ1iTQTnuJx0Zyx9lrqfXTQtU8kobKL7vJgvNx98U+Q1q5JiABlbJD2qhTsTmjilFyqcPolQgxYWT0kRfxdlfgUd+1b4rgxJsfaiLK7i+VlbUyfJCseHyg9G727vYacgPtcPWPIw+RqqoKuccUmgpiiHvq6OujM9ycq5BmO7tEE39LkdnwffaMjdCXeR3P/OW54Z1DbLz0VR3pCTBZxgffQNgqhaeaxQ4PE3tDBzPHx1Fv2qoMJt7uGrm0CuY8M0H+YQ1F9j6g38ft00XGfhBEmeeKyMJ6bG2Ca3E9bfRJ2J3WwC8+ivK1YlOMW9x9GkN9bQ2aIJTrnfKgTlTI+0spzvVPcC0qldI7zGK5IJMTkDNfCO5AeejDe1URbz6DiUnORh71oJ0vCO5rJfmrNHf1ruGW20yM9f7ptqp06W6Pw9/XCVQSqE2Pd1Ma5clf7PJfcM6kSAe4L0+8gw8uKa+dNCWtqpTIjEFeTWzgn1NM2MsRAZSz+Jvs5qm6CnVQhQgzE39fkqhApja3t1LmcRc86nEhpKqZqSgwYP597QW6KCncjzKwfESm+Lgn14sl1C3qrs3hqpItDehW1PSKQ7+gky9OXcPeLXHG0wtixRDiSYdqF075+cD96bhlUdEvPke6ms6ODhmhhYy7O+E6/7Xa4XQSiWpy9H0OCwudm4C7EwB0hipqrRVmuncLIv5rq6kJSPG9z0zacnLZhCl0ssX3gRHRHI+me5pgY3caroI/BCTHo9vXQLbV3SyDWd+9j7pAz1enbKyh9bIlTZjftKrP1Y4lmaB8+yGGrLKXtS+1XxXOd1WzV8yK5dvaI050liYF1HLEvni0GAnQ5fESLmyFiROyM5bHxUSEGomntrCbT/TJnNqzkyyOmPM5um3oq2HgfHTW5JEeEEx4aSnjYc4KfWqKtdg33aOmGMjHANKSKOjjAllVfcuCSD0kNr3p+dQd5vlc4sfYgd1IHlUGIcKT9DdTVNNDQ3K14DnhDoieO1wwxCW1UeVZ0L8n3LmHtHa68QbKTXJ9LirRM04aUjn2crqJQPK8eZO9pLfZ9dRgDnVv4Ty9lEn6uJegK+jaJZDZIhcvCU2crq5Ye4XpQBe3dNRSG3uPcwZsElHR8bdZnNkoxsFyIgeAi4XfGGR0VQeCsgksCq4USx4ucV9vEuhNmPEpqfDGbO1Yl+r8Om1erYxOVS1FhihDROqhrmeMhfJxK8wvEQDbaT1N+LLG+Ruz7dDfa1rEzAVtvboAQA9LShdIXYsDrLDuPXsc9PpoE8+NsWLifW2FFKPS4YKIjDU+NtSz79Cg3n5d9bRZTEgPSOu0vz7sSWzXVWkOxQgyIYPqch1CKnZmEGW/js1OeYuB7YWTlzuocP3wGkygRmU/00Zxoz5UD61gj3ej4tICmmQpQoTWTuNu7WK12F5fHz4mOFD4wNIzoKF9MT5/hgrEnmU35RBlv5sO1utiI8Wfq6bbC/upDeHBsJUvXqHMvtp3R4U5q05/y2FKdTYuOY5FQOxNw1vlfRe/EcW7E9dNd4MvtHZ9x0rmcxpnGLsBL+wBH1SwI6xxlsKmA1DAxUIcK+5eW/JkdZOXaw5x/kCCCFZVyTI4w2CGCpehwwqRBPiyCaNszbN+4g52XnlEm0pqQhPSI6rsbhH0Mj4ogYnrPOBWhVhjtkpYJzREDYVc4flwPs3AhUqPMuLBtI3rBfSpiIJ77u7Zx+upT0mcZrhBiadacXqHBw7x6mqrCcdPdzhcrdqBuGUWxogzjDHfVkJ8QTNBjc85s1cIuSvgN8c3k+Cj92aH46m1lwwE1Tt0OpahnSsxMlDtzYe95jIX/bJYee5kUSkhIBBFBj/C2N+LigwyqW2oJ11/PAY0H+M/M4HVRFiXEwIr93E2c/W4OJlPxuHyGvVv1cI2IFDYgfE54BKGBT3DV3sIx02BilZOVY9luQgzsZe/ddIb7WqhMi54KsoTdhItx4fyFu9gES1cApYOryfe6IPraWR5Eir5WlEqodE+k6Gvu8XP7msjG6ADN+XHEPZnqa1pWMTMTkL15gUIMbOKUixADpR7of76G3eoPCK7um/JDk/1UhtwS5VssxIczKR2qba6kPxnfK0fZvO0a/gWVlKQE8ujGWU4bPSK2QuXhCaOZ+AsxcHa3+UvFQIu/vuLKgL5fnRBAjSKdSKLCQwkLCyM0+BkOGmpceRhGmtS5x5oofmbCuS2rWbfbAPvYWnpfkqaCwRLSnM6z4StDPGLiiQ19hI3BEXZvP8VV9zTqFYNDA7l+1zm27hJPm8S4me3F/dMbWbXmMEaPsoSfmSr1xFAnzUVJirYJDZP6RwCWR5by1T5tzCPbRJ2N013yDOszm1m/Zi8adnGUiYx9rc4kJLEtYq/pC8aTI82UZcQTcmM/G3aoY/B4em2DGEcyHdH54hDmcfW0dNZRlBJLpJMupzUuc82nQpl+MxXBVzm4WnvWlYGYW4c4qXYZ92Jh//VZJAgfoKhTYYcPLxxFzz6StHYhPgcbKM+MJuR5COFRUTz3suPKtvlsOG/P0/y+F4H8ZCctZWmEOVtiduwz3v39G7zx2hv84Y3fvdh+93v++MbrvPGLn/Cjv/0Nb32mj+938p6BiVL8heK+7RhLWX0CAdZX0LQuEgNYB80xFuic0MLUyoirjklkKqLICYoC7LlndJOgmSuiw0IMeHFV04rE+Km5+sGyYFz197Jl2yE0DM2wDyljUPWV/hNVhNzT4sDyNew/o4uxQ5giUBoVA4nvlZMc2fwlX61by1cn7uGZLD0ZYozy1OeiYzxkcqCd3pjL7P9qE2tWb+fIuWvYhRbSODOz2k9HngdX921i5Tp9vPJbFJ268JEj7u5+SFd4qtKEgLhpz6hwFlWxrlw9tFc4zIdE1vTSL/Lw/P5Zdm34iq9WfM66tce5HVVOjO11XCLDcX9wA53tq1glHKe21XMikoKx3LeM9TpPyVN0rjYybUQQa2HHbbO7XNqznk0bV7F80Scs+fISfhXTL7kZIPrebZx9w6YuvVZGkeRlwWX3FMItLuMYG4fbTQ1ObP5ClHMfhs5xlIuxdaI4lvAHt7AvnKCvp54Ig53s37WRLYfOYXDXl7iKbtEiNWRFOXL9RhzSU7gmRlsJvnmFR/F5M5c1pxmqTCfy/iVsMkSALJpoUuWNYaW+rnhYX+ZBqCc31a9gHyQGbekxq2V+WGgfZsf69aKjrufoFXeiWsfoLIvgocEFTN2iyGmZ+yjVCZriH2G651M27Dso2s0Ya79sIZhER67yw/LiBQwuaWHy0JfHieKXDbmkOl3DPCqHxzfOcGT5Sk7YJ1MoxRdlATx3c+RBqjKCmcUk5V73eOgZROb4BCUxz3h235LmsnDsLtsRHevCHa1DbF+zhrUHzfByuYuF5jZW77cmVpq0nGihPPAGZy66ERX0ENtLamxasZoNO7W45ZU5s+6SwU4hBq5wzSuLbMVkQBq+D52wf1TF2EAhqdaHWPflPvbsO42e6SOiSroUjxAtc7fBzfE61s/cuHHuOg/DSxQB/kRvPk+FgDi8aT0bNyxl/nufs0v3MUXCrAcaSohxdiGhdWDm6UwSQ7FWmF6+wo2wthknOdpVS8hl4XjdEylWPI3oBR2ZQTheOMbNqBZUX1nQ9vQyekamOGSLnZ3xYqA5w2bDp5TleGAixMYxTUt8MxrpVo6O4zUx+OhtYPG8D/jogw/56P33xf8fs0HXjxTFHb59FAbcRX//IfRswhTP9p/rvF4wQWuyI5e2rWT33QzlWv9Bqvwuob79S77ccoATp86hY2SOc3Audf3TA4I4cCgNp5sP8I0oUl46FmmJIFORlnnW1KPxJqt5brSbras2cs5ZCB1bB5xM7xGsnOEdFcF+vJkhdnHl1CnK1y90+W3Or5zHu/OWsXb9Fvaq6WP+rITWYeWM1SuZKwbmMsJAVZRigD+w8nM2HBZ9K7Kc9llPFhmiOdMJjcV/Yv6CT1i2cjMHhYB2jaukfe71cSm9miBM933OsrfEILJCF7uY+plZ3a6cCNwNzmCe1KG8YXyMRi9dNK65EJQcSbDhKl7/0YdsNgqiYqaBxujLd0V3kwh2rCPnrNEWbd9ZRfwtNbQd4slTPs6rP8oCE0Mh1OJExNmSRfzd05ywzaBGJaoocr3K9WtmPKkX+5qyCDc5wv6zJjiGCd+tGuGq0pFH/NXV/Olf3+bdd+fzyYIFfPyh2Oa/xe/f3YS6nQg4W9LwVnub3/x+EdvNUqmfWW03REfMLSHiTqJtG01Rqj1aK9/lg3feZ+GeB0SLIG26yFVCyN6/dhPfxnE6CkKwPH2SB0ktU8smFeTiLfznjbthFDZkEXxtGyvmz2fBfCk/8/nordf5xc/f4UuDJ6SqPPZwsruMZOsjfLV4AR/Om8/CDz/ik3d+x69+9gaLD1sQNOeenpczTFmkG7fVDfGrGlEK3Cn6hJ1eM7HFs6iHhignbqlf4FGpEJ+Kb0XaI3FYaRhwzy2Fhlmn6qYpxwHNVedwyMgl2OEC6vuPctE+ivwWaamPYKSB4id67Fz0PvPffZ9F++0IK5euvLRSHGbD5f1fsl7Y5rHbfiTU9E/9RuSu5eklNA3t8MssJM/vKocXv8v89z8Q/mwBy748i3VqG31jYjy6coZrDwLInGmvdsqSHNA/cpvQqjnPYyeDx5e28dFPX2OeqMOFkg0sEH5H+J/331zOaed0ypUVM5zhhcPVCxg+zqFaiIvTaxax8L33WfDBByz4WNjMg2gKe6ad3zAt2Q/RXPInPlT2tQPn7ij6WtvX+tqo6GvPMdu/QvS13yr6mk20Sl/LjcTjkibWybU0pJpx5IPf85t5J7COr3/h+4ZKibXUZM9GHTzL++eUUaKDbC8Ddr/9Bu8vWs7q9Xs4I+KS5wXtDMwkIhB+77nNJXQvPH3pDcQNfibcuH4Pj4wKSp9dYf9i4affF3YqbPYjUQ/z1+hgH1ej8JkjxcG46x9gv7Y1T1Jr6VD6+Jcy2UVN3G0OvPsnPvpwoaivTew9eRlLv3QqZmaXmskPvMPZL/XxLM3l6a1jHDuswU3vdCpnXlg2Slu2D6a7l/KJ1I9Em0r96L3Xf84v/vgVWh5F9I9Vkeaqz5E9FzD3TadUiKdvxOQwXUnmaG5eyru/+i3Ljt7ncfG0Eu6mPt8L49PmhBVXkf3oIkdWzeet199i9WkrfKUAS2KiicrI25w5+oDqmunVB21EmV/k6nVHQrPTeWawgaXzPxD9Wox98xfx+d6pJwkNTA5R9kyMH2uEbb7/IQs/WshC6XGtv/4X3lh0hgeJqvdiTCoeAd9TEskT9fn87G/+N//v//P/4wf/+/+obP9bbH/D3//gB/zd3/ySN5de5PF3IgYmm0j1csMvLE8MdM0kORtzTgTgcQ1dNKUH4OkbRW5VHnllbbQqRtYJOqpLyM/Mp2nGkscY7y0lM61UOGZlMUVnr0oJwNXKFq+gRAqkt9JOfaNklJbM53jdvY6pwzNi8jsVzmRysJo0P2ccLe5x39wC5+dZTC35F4FmSxWF6SJsnhCaUQwA/nb3MLt1H4cnSRSpXI6WHFJ/fQqBzg44+2dSrbhXYZLm4kJKS6oUs5ZdrXVCueXQUxGG6/VrmJi58jxPuR54uJq8CA9szO9hZenAI/84cho7hNLMoKq1hvzEIHwemGJ6/xHP02tp6xGB93NPvJ5n0zgdqTWmkJmVQXhwmCKflhaWirTcfKPJFZHfVF2MUpOTTVml8kUsnfUiYM0mpaKR0ox0qtql2X1PUYd3MbN+Qkxhs8J5jLc3iN9lUNor/h4dokF6hKr5HczsnhBdOL2eroOW+kIyRJSqKP34AJVS/ls6v+aARrtaqM5MpaRTKGvlvmmq/V1xt7zBw4xMYsMzqVE6yMnmdMI8HbC6a849cyeexpUqrt70NeWTFJpA8dzHwigZbRSDu9tNbpiJgPhZEsXKgGysIgp/n0CiMjMoqa2jok4EfH3SI0DTyW+oJyf4Ea4Oj4kuVd7s1lZBtWjPgulL9nNoL86jtFya+Runvb6K8qwc+trKyEoXTr4mjQhvUWdmZjzwS6W4tISSqCd4+SdSMj0ADFQQH51NVV4cMf7OWN4xw8ojnOTK6QMEou4HStLIrO6gQxqIJhsoLy6hsFzqA52i//hgccMUC5HvsJyWGQdQ+ugBLnZmOKelExuV++LpOEP1ZAW689DyHhYW1lhbufA0toDG0XYaC6Lw9MmgZU4wOlSeQZZIJ08lABkb7KEkPpLc2nbmvnSzr6GCnOhICoXHf9EfJ+nOjyMpNYcS6UJLRwJBpups1n1CRXUGcc9jSC3rmeV8JjpEXQY6YCn6iMW9+1iI/y0tnHiW3axY0iUFxTXZcUQEp1Lx8os3sxhriuOx1ioWrTPAp1gKBMRgkRWIx73rGN8Q7eToztOobMpVV4VNjtKd+ABzpzASVNplrFEE/CKtT9Yb8bikj6GRSmJd7XjoFk5++5jwX2UUSE+6UHQMEbyXPxft9IjkKklEK+kVPiDYnruXLqJ/yQwHvyTK506Rv5Q/LwZG2wqIur2fbVt2cUTPmsfxVcrHEc9mtLeCVNFPLmnrYGjiwOOEKjpecpw0ezsiAuZIITCt71riFJxDlUqCfU015MXFUtYrBLdizzid2VHEZ5VR29pAdbIfjraPhJ2Vz56JFfZbEBFGfIYQKso900jvb6lKDCe9up3pmGqgNI20pGRyRX+c7GmiNiWSBOmldzNZmaQxN5WsLDFuCJsc76gmP/IZkcLnzsSCL2NY9KOMANztrRR2Jg140mZhfpf7DwNJKO8V9t5MSYQbLi4ePE1vZvpdbgqGhb0nij6cWkZTVQJ+1uZYWjvjk1RDt8pjYlsLs8lOz1Lkra+1krSIRCq7VW9+rKdAfJ9VKAb73lryg4X/kOx+Ok9inLO3cSYgqYz6FyO90LQtVMY+wtHqvvCTymMtbbCxchACNmv2+uFXMix8ViGpMVk0D08vJZpioCSVzJxiqgaFXVfmi2PSaRBGPHWMKMxYBenx2RRVds0JHvpozhOCb81pbFOLSE+NIDo2W/EyqBnGumjOfoazhTn379nyKK6KNhFTtac4cFNtPWt3qXPVIYKMGpUCiz7ZnCHZVznNfSKGEGO8h4WZ+L055uYPsPeMp7xf8mG9FMXHk1NcJ/6appf2xlzhd6VHE88V3e1Upz/H09ICS6ne74v/7wvfI2IEK1t/EkX5pnMxVFtAblICGfWddJRE4GNriYUYpyxEHu7bB5JSKb2Q7AXSY2lT3UxEX9NW9DWf+Mq/0NdssTazeHlfS0igokeMC42ZRPq4YOsSTnat6r2DEww0FBDrHy5iope/lbavNoXn9/TR0dTnhrUv4fntswSggqEayrMThF03zqmnKToKhF2IGK22t5vmXBHsi3hK4afvSf9bYPc0kwrlu1aGavNIC39OnOJFbX8JaVlbCn43dNC7eBVTO2+eJ1cg3KoKbRQF30PzSx3cy6rIjAsmOrnkxSSagnH66rKIcLGcak9FP7LggY0dtk4BxBe3MTLSSEVqOEFxZbS/PJx4BWNi+I7m6UMrzMzseJpYrnz5mkQ/PW0iBokWafb20CjFuDZ3uX3HjifxJTRN53G8h86KRMJiy+iZWdraTVlqIqkZZTS3VpMjxj8rUZ/3JduysMU1oowWheYQgjgnAj+R7j2FrYqyifjP2tYJp0diXG7q/VqcJY1D0nj3yOUhTk4PcXno/JJN/N7BDa+AVCoHxxXxsir/cTEgmBiT1mBKSY9TH+eH+837+DeOMzj7rU5KD/My0/v3Mtux/Xmmiv7vP7vq67+n/5Au9aQSKgWlcx9j8jVecXnqP8Sc8qvk78+da9ZMgPT32NCsV6EreNm61VcgHfmy2QWJumcuuFraEvJnR+xpvkGPnRhlVHpRmvLjNCMDypeBTSPyI2XplaX4C6d68fVUuynS+QbZ+7cyK3+z6lxapzrK8FzlJaj0tsHJzpWol3z3UgbqqSuMFw5yANWLaxLjo6J8c9pa+jz3uGnGxycYm/UoHglx/IjK4NuRzPO7Z/nqrC813zSPX+Mll8D/HONN5HtcYOfS7dxIUt5QP81LExLBbU8VSa4OPE2tEoJJuVtirFGR1o6lO7mZ1EbPaD+9fS8qZFK6pKzwd5OM9FZRGCYccIgQiXOVk4JxlZclfhOEGEg359DiQ1wPKlAI5BdMMNiUS/iDG1g8iiL365cN5iAGtYGRf1s9zmFMlHN01holqa3n+PV/Iwr7mnO325iwnwmlHU4KZyLZ5Wxm26R08fE/Uq5vG6mOppblSOOEtL58av8LVN4v8p+OVLfSpvyowvhM24o6F20turcKUiWrin5VBmjNf4T+miPcS3yxXOovM0ZtlBuOd+/jofrW6mkmJ+a8DPJVjCFMZg7CB0nlVH769yK9fHP86w34F5D62vRT0f59SH1tZPZ6wH8/4yMMSJeRX8X4mGJ52auOkOx57rjwKr42HPwFpBeaDnZ3oPKgsDl0URJqgeba0zysEGOWcu+/mW+rLmch2djIK8fHGURbToxOvTT1RfWMCpsV/uG7yNa3wLciBlQZ72ilpbxcsc7832gjMv8DaU2NJuZ5CNmz1pvK/EdojAshMjwaxb1b34CxwQF6OzpVLi1+x3SlEmF7kQMGIdRNvQb7P4Fx2ksS8L1tRUh9/zco6wgjbQUkJBZTr3rzg4JvmtYEAx015MakUN4z5znj/14me+nJuM+pbfrYxlTOCZaEsBgbpE91fZaMzH8Jg7QVP8F4pwZOaQ2oXnD78wzT3z/EyDf0XTJ/jXRTFu2IwW49fKsH/sI9VjLfFt+6GFAgFKUsBGQkpBtae7q6mfPiVZl/N5MM9nTT0/OSS4WvQJrh+YaTPN8O3fnkhrlhE1Q/e53qd8zE6DAD7e30Sk8LUe57NaJOxkYZVlwZUe5SQZFW219KS6QhXaka/hZnfcf76C/2wdY1gZxa6eHIMjLfR4bobEjCzeIJOQ2zlwD+eeTYQOYv0UNNfgSuVoGU9/1XXlH76+K7EQMyMkpkx//t872v09F+BrraaJGeBCUbwL8NaZlDv6i77qFvuFxCRua/gnFGR3pobe5RCGoZmW+PUYYHu2lt6WNMHkD+05DFgIyMjIyMjIyMjMxfKbIYkJGRkZGRkZGRkfkrRRYDMjIyMjIyMjIyMn+lyGJARkZGRkZGRkZG5q8UWQzIyMjIyMjIyMjI/JUiiwEZGRkZGRkZGRmZv1JkMfAdIj8US0bm+4zcQ2VkZGT+OyB765cw2UNHbT5pccmkJKe8fEsRW3wC6bnl1P+Zt3HKYuDbZmKA1uIiSkpq6FDukpGR+Z4w1kdHfQmZ+Q0MjMhv8pWRkfl+MNbbSENxFoUNI8ivbpCYEO66lYqMPKo6+5n7nngZwUgB2SG23LziiIuzC64v21xccTE3wcbOnYDyV4sqWQx824xk422gi941b3KVu2RkZL4ntGcT+UCD/YZBVPfIb/WSkZH5ftCe6YWtxhEuP++iV3ZNgn46cx5xaZc2Dmk1dCn3yqjQm0pGzBM8QroYGBh49VadSLKvJXfck0nNqaFTevO+MolpZDHwbTMSi/WRfRw47USacpeMjMz3hMZEAi5t49NT3pR2y1cGZGRkvh80xtlyedtKzvi00yO7JkEPranmHF20n1sxlXQq98qo0JtCZvwzfBOUn1/FYB7xFnv4+O3P2XDgPhEdw8w1sW9FDIw2VVJdVUlNZx99Pd30iK27U2zdPQyO91BTUk3HgIrUHe2gvaaQnLJOenv7GOgXv+vro79/mLlXx4Z7GyhKSaeoYeCVlzfG+zpoKsqlrL2H7r4BBlVVdVcFpcWllLRN/1o6wwCdHUOMjU7tG+/rEXnoZUjxYUx87qJnYpKxsR5qi6vpGp7O1ZjIdwUV5fUihTkMNdDQOsjQUCqu549z7KQtcQOD9HaL+ugdFPWgPO4ljPY1UpaRSXGT6oWwSTpLcykur/t6J5jsoToznZziJqGdZzPa105tbi7VHaI+51amOE9TdSnF9d309vTSP/TvmX4YZ3R4gH7RXlKb9fX1ik2Ue+RlrfOqFpP5z2CkpVb0vSIqO/sVbTRjxoKJtjLKqmqpahXt1ytsVLJTsfX2DzGiPEZBZyVVVdVUNIvjevoYfGk7SwzRVFNNZVktXcImptMaVX47hTimsoYmcc4pxhnqbaW6WLU/TdBRkk1xZePMTNDkQD+99TW0ij40U4S+OhpbuuganaC3pYHaqlbRO2czXJ9HTlYe5Z0qBW9OI+rWAVaceURWdZui3/eIcg2/0lQHqM3Jo6KukfbeXkV/7u4W9TBzsknGR7uoKarhxYWGTioyU0jLqKZPuWeKYZoLpLSa6ZhVyaJc/V20FOVQ1irSl3yYasWNNdPUUEt5/YudE6LemkSbzElmhomRPlryc6ho6RTt0c+g8LEDX7vOPsJIWzFpqYVUdsx2Fr21xZQWltCk6rfG2ynNKaa2oZW+IaUPEP57cGRc2dPFANNbSUFFN8L1TTHeR2dzK+1fc0ZTTLYWkltUR8NMRU0y0NVMeV7p1/3emEinvZ3mbuVnVbpKKCgR9i7qZEjYy5RvGmBY6eMly5nsq6Gkqov+mWrspb2pmuKiBrp7ehTj1lQ/6KF3QKXgk4PC5/XTM7PeVkqzg+aWfkWdTjRXUldfT+NM+w/T09JIa99soxqsrxK2XkKtSGhA9JF+8eMRlWoZqS2huqlVYecKJvpF3TXT/op1vn31pZQVFKucd5LJrlJRD/XUt/QyINJ/UYohelsryRE2Od37FPTXiD5bTkmNGKtn6k2US2VsGBW2IOWr7S/ka1jU4YBIQ/HLiRHGB7vFuK/4StBPV9cww7M62hi9nWLsy6+gvUvUu1T/vcJWVW1OeJCe1iZqyptf+JKJXsW4rBpT9DeWi3QKqJ/eNTHBUH01zaIOFOO6xFA73a2NNPZPMjLQIdqi9mvj52RnDeXZqeTU9H7Nn8xlWBxbnJFNefusDIt4qJbWbuEvlZ8ZFW3RVoOoYiYmhb8qy6W0vpmWHqmeXxhAS4oHd/av5tyjamrbxfjdK2yyb0TZt1SZEPbYTnl+Gc1tQjhIx4nz9c9yBkP0t1eRk15Jz6wEumioqqCoqJH+WQUU+Rhtpqyoivr6dmEDUz5c2rp7BnhlqCB8QkudSK+yQ8QUUh8SMVh3l4j/OugeFGmOi/YcHFbxPSOMibw3tQj7GBtnsE7YvIjFpr8eE/bQVCvaTXG+AbqK7Dj72VHuBOdQLXxOn5QnYSAv9yaDdHeJWERpQBNDIu7q6ZwaW6Q66BO+UIxf0rf9VYWUlVdSL8VmivhTtFe/GCNnNWUnNRVVVFY2K+q4Tzj9ma/HRkUa+VQIA5/p5kOdtLW0v/KqznBjBXVNwgaVn6Xy9beVkpFZr2KHwzSVijqpa5vj20WiA/XUtoi6VP2iN5XMuAB8Yl41EijpzyL82kr+5f/7Y15boI13s4h/lV9N8x8WA+NtmTy9dpLDO3dy8IwGWhpaaGtqoW90B5uATMrSXDA+dRrdu4HktEtNOEBdjA1XD29i064zaJ7XREdTA+3zYtM2xMQpkux6ZTcaaqI48CZndu3gwHEDzL0TKFYd2CUGG8jzvYXG1q/Yc/Ic585pcfGSOQ8jS2kbGqE73pJLh/dw5IY4f+uUwZfHOHHPJZnqTlGBw1XEuLjzJDIHqfrbM4J56uRJZHUnDalOGB09hcGDCIq6pRbvJMP9GjrHdLGNq3nhVMc6KPU34bp1GDmNqfgb7mH1W5+xR0sbTXV1zp+7wKU7roQUdtI/22+Ixqwj2/MSZ3ZuZe/pG9g9z0ehCSZqCTMR9brvHOZhZbRMe8LJYbpzXLlxai+7d4u8WfiRWNkz1bB9VaS6X+LEVxs5cPI82kZ3sXuSTFmXdNJuSv1MuLh/KzsOqaNx9hxaF02w9sumXlWo/UVqSX/yAJPz50TbSe19XpRRk4tXrfBIqKNPWuw4XC06WjPNcwIMmf9EuouJuKeB2ubN7D+tKdpKG4NbjjzNEoPAYCOZTobonDyG2hnRX88Je1A/J2xC/K9xkasWXkSWdgonWUuajRan9uxij5po57Pn0blsjUd0Bd1zmna8IQq3G+c4sucIGufPK+xL47wOBtcf4BFRSosIAiZbo7DXPcWpC/aif4lIYqKVwqeif+/Xwty/gFbJDMcqeW6sxuGDOlhGVwurnaQrN5CHhkZYJ7UpB/ZuinxuctsmkPisTGIf6HDs2DUepTVMOX6J4Qoi7mtzfPt2Dmrcxim8kHrJX/bnk3JnC28t+IqDR88IX3We8+rCX90U/TO3cXbwPtJJVaQF2nv2cuzEKTS0NUU9if4syqajfwen4DwR2PXQkGCD7qHTXHGKp0Ly6iOZeBsdYfvms5gHZlMtZWqyn6ZkRy7t3cqe/Uc5c8GYO/aBpFT3Mz7eSckzM3S2Cx92XJ1z57XQNTLDIbSQJlHg0fLH2F01wvhROX0TfTQkOWOmc0KUWZdbj1Kp6p7Tf0faqQi3Qnf7Jvaqneac8MkXNDTQ0TXG3CuBgqapgWO8t5REa3WO7NzLYQ1RnpBCGhWjcifpTnqc2nGIyz451InDJ4YaKfC5zLEt2zlw6ARa2tpoizS1zgk/c/E29s9yqWyrI8/biPOXnpDUIIRGayYhD/Q4c/Ao54xF/RZ0qASnEn1UeInz7D+Oln0yFSJYkgbD+lR3rh89wTWpbDOR3DgtSQ5YmtvilqC6YGCcsfZcgm8dZc+2vRxQ00BXS1ORN2lsuXjNFu/kWrr7myn0vMipE2IcCSihXbjziaZovG+d4dCBM+hI/uycsFmpH4hNU8eYu+7xFLUP0FsZwXNPNx5nKKPfkRYqIq0xexhPqQiSyz2vcdnYFv/aESY6C4mxNUTzmBpnDG14mtvOgGLoyOLp9dMc3LyNw+e00RF+U1vzAgY3HXicWisCnCYyrHUxvONNTNuYCCjTCbqrzZmjx9G44UpYWS8zukZisp0MNzFubD+AoWcWtUOTDHfkEnr7CHu2H+TwsXOiDi5gdMeTsMJ2hkZqyPbQZf9WdW775k6NMWMNZDjrcmLHNnYcOM+F6Xo7p8EFwzvYBuXT2FtPqpQvU29i20W+GtMInM6X6DPh5crgv6eAQFsnfCLzFSKutziSUHdXAkomGR1soSraARuvdEqnorwpuktIdLvMiT2HOCf5HskPndPkgoEJll6JFEtB9nAp0TYXOXb4Ei7JjaIuhYDIc+fqsZPomgeRqxhj+sn3vsY50f4X3dKoEhU+2lNEyA1dTLwzKJ+a5aM5wQUHc+G/4oSICjHl/EEN7vhk0TATqLZT/Ow+F3dvZpeaLrc9YslrefnYONlRQoKDNmrbtgr/Yo57dDlToUkziRaG3LQNJlWpZrsLn+NtfhOrsGoac55ieWI7u4UPOCHGTW2dy9xxjyG/TYiEfH/MNv2Oj786zonTIh6S7FHLiFuuMeQ1qSivYWF/4ffQOnyE0ydOizqTbPY8WiKt2w7ivMK3To7Xkeutz4Etp0UdZCpvHB2lKckO42O72LzlCJq64twOgSSU9zEqBFZD1F30Tp/k5LGzwj7PCb8opSv8neQfb9jzOLGarjFVI+yhOtISY7UdbN1zWmE32hqa6OrqYXDbi4TqVupSPPHwiSChcmrAGGnLJv6xNRZPiumoz+DZ5eNiPLDEt6BbtNAglcIPGhw5wSWvHOpHRxmsdebc/E9Yu2kvx7W10JLypH0FC58EilRvypwYpDXzEVaOIaSWSw63hZyAxzzyjqFapNxfnUa4vT1P89tprIzFTVvET9tFXCjGqAsi/tQSY5am6C9XTF0ILepmcGyIZhE76h/dy67dx8RYJmxT6yoWwi4rBiYUfS3oyhkMRRxZLsWZhcG4XDrF0SNnMRJtn9E8J9AbrSXOQhv1kwZYRVdNCYLBctIfnhP50MLMv5BWhVuuJdz8goipbuCZ0zojCMZ7q8h4dIUrdqLcqjb5TcVAXxYRN9fxxt+/xjvLDfFr+Q7EwEiZL/fObmP1J0tYsWIVq5ctZOHb/8o7nx7B8FEGxWFmaH21gD+9txF1myTqOuvI8b3GsS+Ws2bFclYs/5yVy1ew6rNP+ez93/P6ewe44lcszHaUvsJwvK4c59iR3Wz+7GM+XrKNczbxlPSMzqjlya4cYh6cZstnn7Hys89ZsXQRi9/+A+9tNeNZSQuNcTYYrP0Tb32wgVMOWVQ15BOi/wUfb7xJUEUvkz2BXN24E7VrwaIZesmyP83OFQe4Fd1EebAJp1e/z1sf7uCCcwZNvc3k+Vzl8GeLWbXLAMekxilBMN5AtOEaFm26xCMRnGQ9vsqRpYtZLvKzesXnfPrRPN774wdsMU2mUlWmj/dQn/QYK81DIojawIoF8/hwxUnuhIhgq6eQYNNjrPnDH1i4xRC3dGkAnGC0o5hoYVRaZw6yc92nLJ6/nO26bsQ29QlNIgbf2wf4crmo12VLWDJ/HvM+2YHuo1xa+2tIcrzAvs8WsXz5SlaL+lw4730+WHmFgOpe0V2+KQnYqq1nyWtvsXjlatasWsPaZR+ycMEiPjv7lJKOfkYKHXggHFhciSwG/quYrAvHTYjSLxYtZeXnK1jxyQfMf+dDPlP3IbsuGz/t1Xz4q1/yh/eXsHrlSlaJfqiw1QXv8s6fFvKVcRg11ck8u36ULctE2362kjWffsC7f/qEVQftyRADqOqwMJplxYUv3+e3v32fT6X0xDlXit998v58Pl5/EZfMNrpLxUCo9ilv/esSdhg9Jb20WAQjp/jyw/eYv+o8FhGVdHdlE3DzECt//0c+2XWTZ2WttGY8QGP5fJaf8CBdMcC2EnFR2N5uY5z9w4Vo3spC0b8+33+HJ4VdDAlH3pXmxG1ddY5u38j6T+azaK0YFIOq6ehvouLxRXZ9sYLlS5cL3/M5q5bM419/9TF7rj0jT8VDTvbXk2V3kl2L/sBrv5vHR58s5wtRtjUrlvDhH99k0UZdHmaI9AIuCZ8wj7c/3oeRdx7N9VkE///b+w+vqrZ83xf9C15799537nuvvXZbO3efUPtU1a6wagVd5pxzzjkgkgRUDAQlCQJGMJCjIlEERQHJIDnnnHPO8fP6mHOCE0TXcu1Vtat2zW+zN5lj9DFGD7/07b2PPu6eZO2f/pU/LjvJjRd51Pe2UhJoxLmdG1izfBVrlvzAt39ZxRHLMNIriklz1+fgWlGe1QrdlWzozlv4FQ4ylOfM1U3L2aIlSFRJAp6GJziweb2wF9/w5yXq3HtXKUiCotAS+ivJ8r7MkU1SHwi7KNVR3HvVN7/hd8vVMQ9tEASkn8ZMf+5cUBfB+C62LFvIkk1a3A4tpWOwnhQRJO7/9o/CPmhyL6aOYUEu30sB97a1QhYkmy2325vWLuaH3/2RJdsNcUstIdJyDyuXnOF+TAqxQXYYHN7GpuXz+O4vK9l92Y+8abYmIALabK/rqC37HX9afgazl+Ui2BikKc0D0wOif9afEkFBBjWKob1KTw12bdqPtkep7HI5RhmqDsde5xC716xU+BNR33VCBpcIWf7DAlare5HWUkXio7Psnf8H5u24hlNKKy0Z3ljt+B3/9b/+kYWrRFsJmZXkdsPqlaz87nf87ocTWIYXU/DeDv3tmzjyIFeEKwK9RYRcWsvSo/eILSkh2/4oa1ecFIFoIsVRD7hyaBtb1iwVfvAH1ur7kyyNgta9xvHSATYsXTVdvvVL5zP/z9+yRMOb9Lo83t0QdnWdHvdCEkUgY4XOns1sXLGQBd8uYcfNdxR2T83ACEzUkOpjyKHvRR+tPY/du1K6qyJx0tnHjtUrZL5nw/Lv+MNvl3Po5msKOmrIdNNk56Lv+GGtLo/i6+kXvjPEWlPI3QrWrVX06VpRruULWfjNn/nLFgteFafy0mQ7K9brCxKVSPZLK7T3SuVawILvlrLT7D0lvcJ71PtgsGEDBwyDKRKyWBtqiv6u/ZhEi0CsLZeXuqtZfdaRiNJpdgeNMby4uIZ/+x/fsGSlkH1Z268SNug7vl14GBM/ESCJa99Z72fZn35g5VFb/NOqqIm+y6XtP4qYYje6jsnUdzeQ62/G8fl/5oeVp7F6U0ZvSzzup5eyeLOQyzT5YFm5jy4ndxzikmsyBc/12bdY+MfVwt++KaV9eIyh2gh871zh3NGDHFi3iMXLdqFxL5LCrvGZ/nG0k7IIQcgvHOfkoc2s+uEHFm+/gnNyE/3DZYRe3cjyFadleibJS2vcPS5vX8fRO3EUhdtx7dBW1i1fKeordOm73/KHJScxellHV3Mmgdd3sG3tatF/irb47l/5zaLz3A6r/Bi89ZWRdn8/C38r6rtI9J2wSRuFfq8V9fn2+02ctXtPcZuwXZ467BM68P0qLe6/r6V/tJ9iPzP0dgj5FkHfahGXzPthNfsNg0irbyT3yVHW/f6/85s/L2SVFMuJ8snkdIlopz98L+T9EdHNSrNNk42keppwfqPkH9aJ/OKeIu83v1/AxvNOxFQ3kO5wnB07tIQetcpkty/HF6vDIva79or6sgg8dbez5Pfz2HbRg7iqcjIDTTn2wx+Yv+Yct9/kUN0QyVNBnnaukMv0xnWrWfS7/8H3G7Wwi1cyJqJP8h0OCd+jw93oJvGsDLwvCDt52lH8NUx9nB2aKzeh/7yE/HhP7DR3C/1YI/N7ktzLfN+Pf+G7Py1gt80Hans6KH1uhOaOVaIv1wgfuYpFfxR2TjzXsXiMvuZYHI+IGOrAfUITo4l8colT24Vt//Eb0Se7Oe+SR6eygxzKE770BOt//weWHbyJd3YrfT1lJDmcZsfCb5m/+ToeaW0MjlcR90SPA0uXs139DkEFgshL13dk80JrGQuP2hNZpjSf9fdEBsYGOmipr6aqopKq2iaqk5/jbqWH9sMMGvrHGB/ppjbBHevDi5m3+QoOkTWMDrVSW15GaXkllZXyZQjVVaUUhhhzaPlBLjim0T1eQbTnXYyEg67p6aIxKwh79U0sWXoWWyloUDT0xOgAPa111FRVUV1dS3VJBgkPTrJulQa3w8sYGB2kXTgXi33LWbtHdEJGOSn3DrNq0RnuCocwOvIeu4PH0TR7i7RYId/nAkeW7cTo3RD9g53UxjzBdN8C5m2/gfuHTtmSgBy/G5xY9BeW7zcRQU4Xg0LJatzPcUD7Pr5Z7SJPD0010vRSNbX1tRQm+mF3dDnbDF+T3/zRa082vMP3vgmXHiTTLEhSXoglWmvns+iQPeGlPQwP1PLBUYtti9ajbRklLuigOtEZg8uuJJU30d2YzqtbQoF/3Mq5B9FUjgkC1SzaoFq0Z0UhGW+eYrJHGLWDtgSJoGVkQLR7ZQVV1fU0VKcS63mNwyt1cS9q+2S69POIw17rIoamz0htaRD9VkttYRxvnS5xQM2d1JpW6gMvctUuiDBln63C3xTjQ910NNbI9LK6TvRTVji+V/ewfJsFQaWNlPpfYOeGI+g9eU9ls9SP1dTVVVMU583tY8tZcOgBuaUNDPc0UyV0tFIY9qbKSJ6ZaXBopyXhIvqc4SA7XmF7/jznr3mS0tRIbU0NNeXZxD+3QGP9Ck4+TKG4e5jB8re4XdjAshWH0PMsZmCgmgxhdM9vWMjSM+4k1PYLua8k3l6NTQs3c+VeAhPDJcTYHWHD4p1celFM48goJU/V0Lxqj3/hCCOCBL+xFk5n+Tr2Cj2pqBdBjsk17F9nUNrdRU2UPVe2LmbNPqGv+SNMDHbQXCfpZ5XM9tQW+GG+ZwvH9F2JUVpDMTk5zkBDIQWuGuzVvI9beAEtTUJ3GoqJenyB09v3cCWkQ5S3lYp397m+awHz91jjlyvq0BAqgvadzP9uE3vO3OWNcKJ9nS001gpbWVVBaUYYjtobWbHuDIbPC+jtaaJO0tvqGqrLcvjw+CwbV6lh9qqC8bFiQk3PcmTjbq44OGDxKJr82noqE+zRXbeUfSYhpEhD3QpMjo3Q395IQ624l9R3kn2tqSTfWxCODQc455hNW3My7xyuYvy8nKb2ZiqFnTPctYiFey0IyeoSNrqd/MCbnBKB8Z7z7gwN9zHQUUdlWSnl5RUyu10p7G1jbQavbM5yeONxbBI7qEtxRG/tJrSNr3DZ1peguCram5J5dkUQjo1q3PkwpCQ3E4wNtckGXbRWLWDTOQfC2yaZGOunOdOHGzt+ZOGKI9wMzKNxdJKh91Zc0rzAtYBqxfUSJpkc7KK1toKy0nLKhbxLZauuEzKYE4zrxQOs22rJm44hhoRcpXkZcUIETVsNAkgpyyTUcB/r1+nimFkr6iNkVmr/qmKyAw05vGA9p+69Jy3LD6vdIuA55UKGVPjBGmJubmHJXnPe5XcxlveUy0ePsXvfRZ48uY9LQrWw/xlEWB9h7VI1bKOr6BgfpkfYZslPVQm5q66rpyr7Lf5Xt4tA8hZBxa20J1lzbu8pjh3V55GLE8/Sm2itiMHv6m5WrtbHJaft48yXaMXRoRaKXlqitm4lO844Cflqp7ulXtbnVaIedUUvuXNyM7sOWRLYMM7YYJ0Imk0EcV3AhiuvKKjrYUT4nXLRp9KSCZkvrqmnpjiJiPtnRLAk2iWrhtrE26iLch0/po+DizPPhS9prYjmhVSutZfxyO8QviWW+/sXs/bIQ951iAA40par+/diGid0qLOc8CurWXz4Dq8LlBRsNIcIeyGT+60ILRYyVSu1jwjW4rwwE/56t/ZTwmpHhX7nEHn/HPtWrmTz9TeUd7TRlOqF9aFFIqa4yqPYVsaGuyl9bYPWphVsOelMb3crTe9MObFsOXuMg0kfGKUz6i4WOhqYRXQz1i/aIsAcnc0LWXzSkRihI2nO1ty19yWhq4eO/BChn1sFyduPUWg9ypNvE5UBPL5lyg2XbLp7KknxMuD48gWsUvcmtamP3ozHXNq4mPVnHvG2VehibgBPdQ+j61NOW1sLbQ3CBkgyIGxBySszzm/ZxcEbb6gW9mawo4G6Kkm3pJionELfy+zbdBoDt8yPs5aTDaKuZhzZegXX2GxKG+upra6kPCuUx5pb2HXgIo8yx4RuNYiYyhy11T+y9mIguQ0iAOwX/lnkrRHxSWn6S5wu7RL9fIAbgmzUpzigvWIjJ28FElvTLPLJ5bQ6OwzPy6KvF5/niZD3aRkcH6JX2JlaYc+qRBxQX51F0st76J61JrSghaHxCRqC9Nm/ZCMnBBFqEZeMlL7iwSlBGrRe0Nbdz2BDEn6mBwX53ob200Rqh7soFkRYW/Tjyl3mhNYLP9bRSoPUJiKeqmuoIOaBOsf3HuVKoHRHBaTBjQAdts3fgbZXgYhnCgm8psYRIQvZIuxtTn/AhWXLUHMqoay1n+76cmEvyiiX7JgUpzXUUhTrjd0JUTa9QApa+mQ7GdWL51aI8w1Nwie5GaJ7YB83YyYZGWynwkeDLZu1MLggiLJ3kCC6HbRleWN9ZCPrDtwhqmPi43KmyTGG2/OJfqrFzgXCpl58Rrbo79G+arJ8DTm5YglH7BIp6hHHRmqIfSSI+3ffsv7cXcKqhhjprSPj3hF2XvIRpElplujviQwokx8JIwXBOF07JQS/7uMav/E+WgL0OK52E9uILsEg6qkrziKzUXF+Cq3+mJy4iLlXLn2tETjpHmCz9gtKZPUcoiPHnSsbNqJpH0+BQiJnP182UvThNic2nMc8OF+xlKeDdBdd1Hae5X5KOzWx1pxZsgk9nxJa2qN5anSLOx45SKvzqt9ac2XXTgzfCuchXTouHJzo9P1qt3kcL4XM3RTFuGN4ZD8nNi9nw/FbeCZJI3tWPApOImv2MiYJ3aW8N90nAvZkCpWc9lC6ExandrLHNBpZUwxVkf3oFKuXaXIntk42RTTZGobd2SNc0nshzleQ6nBKBDVWhJTKBWKkLRaH0zs4cv4hb9pkhz5itI3q5zps3aLH7dCyWZ0/SEuWK5c26OImFFfJRP8E4rG/YMwd13TREl20VQsH3CACxrj7aGq4kVIlCKHvBS7bBCIeqcJ/ED7VC0EAfC+xY5Mxz0vaGSh5yoVd57jqmTWz7/vKSX94grVnhRGtnLFoRqBZGC5hqHebESaM1gx5Gonh0eXrmNyJRlkMJ9rzCDfazsGbYSQ3SUfGGIi3w0RTnfPO5bI8dOaTcvcoWy48I7ZKbjUmGoOwPHGIaxd9xa9xhqsicNXYwKodBjx+l4D/QztcA2MpVtjAsZKXeF0/wYFb7yjK8cRw8150nZKpkk6OC531uozaPkFAntfJ8s9EBQGXtblu8ZzU2RZS6MlQnCWndJ/yMuvjas/OJCeszu5G53mTvB3GmqlwO8tu9fs8yxtnssAdR4vL6D6IIzkpS75EaQZG6U2+h/7+wxw1j6ZdcVSOScYy7nJ2sxrGvjmiBOPUhomAefkP7NBz5q20bkfCRBPx5rvZrXGfF7lKDmIas0Y0i525fuw0Go+FHcp5hvVhEew65Mn7a6KHupCr7N2ghkdAgSw7/R/wMxFB4B5bxkaFNRyr40NyGe2zdmGqDrfn5nE1HhVO0N9VhK/6KjZuOMnNl0VMLW9se38f4+N7OOtazsBsEzlaRZjRPo4dM8ZdJhIigKp+jY22Blrbl7JqizoWIVlkvHTB082H0OrpdR1yTAgHWvuBtJIOWmecEsH/MxOOH7pPfKe8JSYHqnipv5vzJp4k9PaS66rP2V06OM8euOh7jdXe41y4HUmVCP7fWx9j5/rzPJKaZqyb5uCL7Dhpx7tMIRNj2Ty/vp8V8w9h/CyDqVn8wTI/jLds46JLCqWyY5JWCrIj/SlB9F+1tzYbd5rjWyD84nA8T9W3sXyZGjZhxYoBrxFaUh25uGEXRsGlghTJrvyIwQxeWpzh6HZLBmYuAhdoJMrqFKcOX8OjQnGoPZsww62s1vAgpVLcrCePvKIqyme8h9FL24e7nNl1kxeCgEwMJ/BUmg1edg671yXyJQ6iXM0pT9HfsIcboZW0TXSRYLaDjTsu4pTVQZMI6O30r+FXN8n4YBN59odYe+oBYXnKDyoh1sMCTTVXcpVlYnKAgqdnOKttyZM0eZ3Gq94RaHKIbUZRoj+kIwO0+Oty7Kwpdu8U2jOcS7jtOQ5uMaOnV+jIUC1xNkfYvOYwBh6vCX3hgdNDN+KmXkbpKSHL4QTbdTx4nxeBp/YRjms+JVpm9kZoT/Ph9rF17LaMpa7nYwF7Y6zRP7yfk/fS5bazK4eYWwdZtuoK7vmdgrx3UuSuw8E1Wzlj94LQN0G43H7A65pPAzBaXnHv7HEOXxRxjuLQDJS7YKBpgvXzAqVrW6lKtEfzgA3v6pSH8UZpEOTimroaV18p2rmrgHDjbaw+50RCqdJIugyiDz94YnFwLcfsU6mvi+HJka1oChueO0POWmSk5cSqC7gXK5GBT5xMA+WBNzl6+glJ8jUvjLW+4c6RDew+ay8jiXSl8+6OmmhzP9pkjTfBUMMLDA+oceVejPAwAqNFRDtf5ch2C97NsUyrO+oO1pcuYBGhVB8RbI+Uu3N57SoOm0ZRKur95pEF1yyiZLa1uzQI272r0HQrpVqYsp6cNIpqFCs7ptCVR7ztEfaaRlAoW7M6E50f3LmnIcjh2zHGJ4Ue13lwefM61u29KYh7i+K9hzYyPK9xdssZHLJEDDmrjcb7RLx5SYOzmu4fd5tsyyFIfwOHTN8IMikdqCMx0IEr+7ZyYMNqdug+ITg1j8Sn5ji8K6JK2YD+PZGB2ehM9uD22R2ou1corY/vEUbXHJvHwSS3jNP+wQNnSzOcsxSnp1Dtzk1De1wi2kSj5RBy8zi7DxjhW66o/GQNL3W3o3P3LR8+ebtsCsOMZD1AbasWt17mKV5Cm6RCONPrB09xN31MsMJI7u9dyNbjhpjfccA1II7MOnngUxfjxu1TJ7mbOfKxc5+YcFtai9c6yWjpawKcHmL/KpOsYGt0NyxgxfZT6N95TVaTgkDMwlhjCl5657kbVYliua4Mo/VReFw6xJ7Td4iQrX8TAp1iy7GVZ7AML5J/p2AiFW8jLUx0vMUF7ZQEGHJ48wluRdQqpqHGybTXQF/XAp8pg6+Mgseo79Xjln/erJcZ+2gSQdPVTfp4fDUZMOKOexqlJeG8dHyEX04TZfEP0FB3IbWqmRp/fa5IMwMqMvD3AxF4VAQbsXezCS9K25kYeo/dgWNoW72mQNlgdVeR9/Qsx2/HUih0dSaayPSzRW+vOa9nk4HRWB4bXMPYJkK4BCUMt1L45CQnTEOIl0XmY1S/foqD9QNeFMslcqSzgHfWV7EJyaWqT/HM0URcLmtgrusu/y20sS3dg5u7l7N24xF0HwmH1danGHAYpyMvHB9zMxzTmmivf4/zma3sM/AltlZRyuLnPLxyjjP2c2z4Kwy0w3Vz7rqnKuyFMgQZSL/H2aM3cXlfNT3A0Z3iyT2t/VzwqZe3w2QTyQ8MsfaMIad7gvGEu9zQFaQ4UObe5kbXWxz0NDl57SXKY91SG03kP0JzhwY3fbNketsZcx+DHas4ZJs2Y4u9gQhjTmnZ4ByjNEom2qOvJodoDz8SWkT5FUcp8+DGGXU0HD5Q2xCNi85Odml6kN6lEIDeUEwPaRHsHif/TSlxjgboHLjDeE8LrbH30DUPJKVC2ZIMUvzWFQtta2JEXDIy1MS7q6tYd8iKwCIla1gXyQsLdQ5ZJtE9Y92xhAFShQ3TOWuEcBvQUUj6M0ssfVJJj33O3eNrWLV6C4evuvE2t2PWC5FCtAfqSLqvg6V3KrnKjTMq7uNvjsaNKGqmHGhvCh4WVjzxz0CYc+rCrLh26ACGb/pmEqe+MKy0hN13lRYZTNIR64DRge2ccq1maFREo1l3OH/9GTG5UkAiyMyNQ+zcoM/TfCUDP1RN6OWdXHgYS3bPELXvX/E6PPFj0DfaSL3/JbbuseRFgRSyFPJcYxs79t7iRfXH0oy0ZuCrtQ199zxKZxpxgUqS3a+huctCkIHZTKGN2DuCdB+/zvTKqsEGchyOCeLtSWplO9WBptg8fMHbWsV5GTppS7BBw8CfD7KXNvLwFiRlx34r/GuUytWSzjNRroteIkAR1e4NvcKJrZvZqWHJUydPnr3OQrZ0eqSDGk81Dlx7QVSJMlsTZMBTkIHTTmTMcpzdYYZcumLNw1g5ye0pjcbP3JAHsY2KF/VFTOFshs2TYGKnN96oJVOaZdx2k+5u+bGxhgQ89Xaycek6Dhl5EV7UOq0PYz2lvLe9hk1QFlUdVcTeOsaBw0Y8TlY0cm8RSXdPsO1qKJVtH9t2uDyYe2r7OaTrQrLsZj20ht9g73ItHNIV7y0Jm/bm1kl2LlrKjgsPeJ7y6WYfMnSE80j7LCcuzU0G+t5bYmjmhFeqsocWZCDJHq390lLnrmmbJGE0zZn713S4/EIWVUrCI0KA42zRciKu+NMSTDZ+IPj6Tg7aJFLbWkXU9a0cv+bNuxpFBhlEkB91l3PHHEhsGJipJ8oYKCXHSYuNBx/wfpqk9JD3+BzHDgn9lJb1TJRREGTKGdNo2hVv3g5kOmJr5Yh3XLOwJqJM7TkkeJhj5JBCrfQS8gyMClNui7WxDcEzHI2410g+XufXsm2HGhetHuPi84r3hZ0yztJXHYfz6f2YhVfS0JnLC0MLngSnzfBVk615xFqpcS2gjDolnjGF9mRP7HUOYhw+Im+D/tfc2rSa/VeDSZW97yRHmyCR99UOcuNdL1PubAqjFSF437uNnX+ZaBkFhlpItd3H6VuCDAh3MZLnjctTVzwiUkjxEDq1Yj6r91/gpnMCZV1jM/pbTgZCCYifHdrPwoDwB7f/1mRAME1b9V2cl8iArB/HGaqLxeeJN2/S6mQBdqmvMZePnMA2RTqvwGgtKfaXuHY/hNg66cJhEaxGEx7whoypF0XGO3lvchhj10jSPhu9DjKYfpczWyQykK9wnCMUB1ly5eBJbDPEnXsqhdCvYcn64+jbviK3cWpUrZm0ZzZc1X1InHCQE4JtDlZF4fnoGVF5TcKIDFLqbc1tQztCJFmfbKPIW58Df/nv/OXwUyKUDOUURgURCHtohO4VdxIa+kRJlNFF9Ydwgl5EkC+rzwD9mfacW3MemykyMJyI2zUNjLXcpF8MtgiBfeFHTLli9yOBQpermN+8jX+94sA0hBoUPUbjxE3sQ8tmPXuAllwvrm6+hHdJ+1csE5KTgbteaaTHu2F//RqOmR005rzg/pNkajr6aA7U5+odFRn4u8JYPaUB19iz2UiQgQ4mhOMM1NmP5nV33isZspG6RJ4ZaGAnyGbzLActjRBl+9uiv9+St5JdVxyVQTYzIMiAXZR8dGcKwy0UPT3DKYtQEiQH013AW28PfEKz5SPSw100pAfj+CiYrObBj4auP5on+uqY63sqDkgYov6tNZrLf2DzZX/ip8hKbzVZ4c9w8oimRhRqcqKP+iR//N/lUTkVHFYG4SUIh6bzLKFsyyPq4UV0TT15XTBjeFSBccYr3NDfocXtoJzpEfyOJDfsNAQZkGYGxkYYrHiHm4MgH0KXZM1W6sNtjZMcMY2cNeqvhM43goQYoGkZNYuEjDCa/ZDz2+Uv0kn7qFUGmHH56EnM42Zparkr+pfu4/ZWmU50URnpwMVtOriUdH0k+sWuGJ9SQ+1uEl3SksO0t/gHp9IwZRgmY7BTN+SNd5L893gBkQ4X0Tn8gLH2akpdTrFew5l3RR8j0vGGSHxsbnD9wQeZvRrtycVHbSOnbN+SpVypoUzee5hy2iSSrhlvwkroIuHuObTO3eRZ3SQ92SE4aWvzpFi+FK0rxZHra/8H/2upFndie2bKncBYdx5eZ9dw/m4EadNkQBp08uKxsQj2otrkO2mN99EobJaj13vZS5YSBlLduaN1gJOOpTPsY1+MNYamjvikKHqvPZkQO02OGYZT31NL4bOb3HRLJk/apW7kA+4Xz3Ja04U05VhXPK/g8QkuP04gs76csKta6F1zI1lxmuF6anz12TJFBobjeHD6BJomQRQqV7K3htQ7h9F3y6NwyhdOYUIE1E4GaOyWZgZmWnjJn723OYf6cUM8p8S+t5K0e0fYoutNepXwubcOcv7SA4KUgr/R6hj8zXQx9iumQRK3/nfYnTyB1o2XsvcBptFTTYqdKJd7ESWSkFW6YrRrLUs36+AQk0nFlFvtyiXMRI3rwmcUKpM12cyAOZpnXMiaFZn0hBlhcM0Gh0RhEYaaKYjyxdHlHRUy5VKKKdLrlJbPVPDB8xrq201lu8pMYag4mDv7FrBilyGO2Yoob7SXluxXODkEkFYvfwm6v+AdYaFRJEkzJhL6Silw1+WgeQxV7UoFlPy+IHZBwfHIuU07je+tObb6Ak/S6z+WpzEJLw3pHZsTmL/vlMnyJ2gN46HmGY5f9ptFBoZpyw3GXl8Hc88ECmeYJmlm4CGaB24TXt0nC3anMCbIwENDPQz8FVZYEOWsh0cFGXAhvuRTLz9Z/4HQG/s441hEY/cA1c7HOaAtyEuWkvHvyib+yWV07EXw/MkOKEroF2TA5QJbhL14X/vRRowWu2Guq4+RZyHd7SmEPzDB8lW9fFevoTrRZ4/xDs+iXLpkoofGtNf4OXoKQjI2S9f7qfvgzq2LhtzySJ456CRDH9n3D7FlzWYOXPEmqbBV4U+GaEgUsnnOkpDSVvrbgjEWhMHwaTwfQ6Zuyt85iXKaEywYt+yl/1noTPESsc9hbkRJJ8eZrPZEf+tJzHxzZ/i8sdJ3BJmf4tqrHnqmHZrAaBuFrzzwevaGdGWnMNhIyu39nLV+R2ZrD0WPrmFp6yUiLelcBfFC9zf84bcs1X1Fzgz9EehNJu29P17vRGw52zAqYzCXGJvt/PZvSwY8sFHbgZpLuYIMjNFbkkRqUT3C18tQFmyB0elTMjIwOd5PR1UWcT5W6J66xtOIIiHqMzE5PiZ3uJ2FeOtqcu9lChWzazINORk4vfE85kFTMwMSGbDAYP8xrD4IeRtqo8rjLBsOWhMgG0oaobexlLzwx9jdvImlj2J50eQIPYUJpJS00C6zszWEW19B76xQQtHLsn4erCLxwRm2Ld6M+sP3QmnlBnlyuIOGgkh8b2mjdkwHm4i6GesO50YfPRkPUJtFBlyvqmN03lGWYxoT46JNxhgf6yDK1hir28LJKNp3YmxUdm50qIvWUEPOXXUhIEsR8U2Ico+K68Y7qEmTlgldwDm9Rra7xpwQ+Ud622jvE4opyxPPA61r2LqnkJ7sxRPjK9gnd9BRl01GSQ+9PV2Uu6mhax2gWib09wQlMuBbKjmmUbLuHOOcrjVexfIsw+2FJPo/wEgKWJoGFIZ0UuifXGYmJmpIeWaFzq4bvGweYFBZZmRk4CqGVm+oGZdkU5JB8X9XFdn2JzlzO4JkyfI2Z5OTW0jplFHrb6UpV+hYdf/Mbd0EGXisq4aZrofigAgMxyeYGKkn3VWfoztOY+KdgSiGCOjLKMtOJVvpfRw5xDVSOYSuDCS74GxphOk7xYNHu2kqjiP4rh4nD1zgTmi+bE3rpxD2pMKDS2uOYeiVIiiUHB1Jrtiq70Hbp5HhoQF6ihL4UNaOQv2FKific+Uke4/eJ1rZB0u2bFSUSfzfn/EUa+ObmLyoVJycgpwMqG85h7FwNMPCEsTfv4TGcUtC5Wt6xG2k+wiDXumOkYkTL6KUXWM9BYFGHFqigVNx18fgRJABo+OnOXVbeVnSpOJew4zWP8NY35aQUEVYIpEBe320D9xlvLOWah9NNouAN0IaYRzpoL5QBI23pB1PbuOVK1V8lIGqQIy3H8XiZbHcQU4IOyTkYKIvlShfG/QtE4WDnG1sBBm4cxaNs2b41o5QHfMYg+3auBe2KXat6qcy1BK11cvZpu1IZP3MUfyx3hL8dTagKciAtM/CWE8dpUkveHhVD30jL9KmyO5YpzieTFFdh2wEUoa6t/gYn2bX1bfIx1KHReydQoDpZWyfxZMzTZT7qE71x1LPghcBTtgY2+GX2SSz0ZPlHphraqF574O8rYW+yOxvbwvFTjrcEEFwXk0iLmcOc1zH/eP3ZyQy8FyPTbvM8c1vZ6zMicunL2LklS8nJtJ9hC6NtJaR+VADwxfFFM/mqxIZcLzM+Z1mc5OB22dRO3IVt6lIU0YGDrNJ25O0qkay7h1D64o9wYIMTAq/WJsbga/tVbQ07/BG0klxyXjOfeGbL2LsXSC3CVPlaikl44Eol1+pfMZC2IDHoo6nL3nL6zjcSVNFOtE+dlzTsyOksOWjLMogJwPnTz0htXeEEUkOFak58AoGRvd4miYEoK+GypwPZDQoHOjk6CcxhQwSGfC4yrktN+jpkrOyCVHOickh6qMfCP+/l5MmAeRKU+pDnbTmxZNS2YPyLrISZPHGxATDtanE3dNAx72QhlnbxM5EG/VRtwQZ0OVpRpN8ZkDYnHGROrKfY3NmNwe0nhJdP8L47NsIMvDg/EmO6j+nSHZgktGuWopjvbind4TDFxwJK5g9X6kgA/sseVXcKsov7KzMpkzQm+DAPaNLXA9R2DkZGTjCpvPSzICisaS16jJ7PkRLZhhOF05wK6ZT2K5Jht8bc+SYMffCFfakv5GCV048MDLDK6+fTwbqlSGRAWcdNgl7EVmjPFpbx3sR8NvesOGZtz3Wli7ENMmJPr3FpHwoploEpzKMt1Bbks2H7BalYHWCofYq8kWwbnn2IGeN3Aivmqsg43S/vsrhA/pYvZIGRyYZbKsWOu+Pm/U1rth/oK5P6EhfKGa71TF2ShCEYpzBljKy3zzm9mUddB8kUjdjW2GprUZFX07QFOfKPc19XH/dT39/H10RRhw8YoFnqtxzTEq+RvTBQMFbXtvqYRrZN3Ob0eEq8jJzyZuxJm9SmNJK4iz2o3E/lrz2EkKuaHH5uiuJI/JlntKOna+M97J22X6uPs+mVrl8Q3nkxQfi7pVAcox47qsQQkJCeKWcwt4R6fcQqzNL+R//5V/5bt3fiAx0JHtge24XGl5V08uEpGBCWQmqQm9zU/0MNokDdJaE4nT5MNvXH0DPMZFSxdq8yVFhSIpTiHr1itCQV4S9CiTAxxZdtdsEptbIFW5OCOedZsfprRewDhFMVHZshKJAQQYOnMA2VfycGKD/g2Dy27Qwcw4iOvYlHpZanD54Cj3b1xT0ThVWBEKig6fLPpFDgOERNi88iU1kyfT6zYmOVF5c3MLK1eeweVvFqDBWLeleWJ3Ywubt5zHzz52xPOjzmIMMDMXjek0DI20RFAnHOtCUT9K7N4S9lHf0m5ePMNS5yX2vD3SMDdJemkTEy2BevQolxN+Hp5fUMPZKIlcYx/7aLJLCg3gZHEp4uC/udy+w54cdXHKJpfAz+4CPd5SSJtr9jl+eUCQpTwL2ejd44J1Fboond8/v4dxdIYAvXxIaGsarwGfYn9/IcbNAImZMNarwH4ppMmDI85JOmVPvDDPk/LHTaDvEUFySyhtHS0z0DLGPaUKmhmP9NOQlEBMaSHBwGO/eenD38nG2Lz6B1bsipf3NBUZFICCC9xNHTXAPDydMyGZY2GtCnrvwWGcP5x+nkCtFoEKGJcM6bQ4mRYAvnL+SeZOjL4rH0szA5WeCAHRRnfaO1+KeoaGhvHphL4LF5ey/7E6EFJ1Ljldy+rILRXArgpqKtPdEhb4UcinK8SYM95sGmJneJbhePFk4we6sZ9zR2MnGzWcw8Umn5hMvJ6117qAqRTzP5SL7lp7EPCBnegSoPVGaGTiAvp8gA8JASAHETEdfy/t7mpzadVG+Xlt6gaw5l+S34n5BQj/DXuF54wLG1s4EV8x+tiADWfdR36GFeVAJI8NJeBvpom4YQml/J5VSWwi7GBIcSIirIVftQojKV46KBBkIEk59lT6epd0fbWWRM8an1VF/kETbSDd1We8JF+V4JexrqLhX8AMdNM2f8zZPEbKN5xPhoI/mIXsmuxpoCtBji6YzkYX1tAjdNz+8no27LmDzqoReqQoT7TRGWnL8gDkvMmtpacwT9Q0m6GUYr33v8uCuNVa+NQx90tmdxNlJMwO3CKztpiTUiAN/2SL8QRS5U3vYjjeQ/EiNHUu2oHYvlgalth7vryHk0kY07kaSXtckiJApapvXs/PsbZ5l9yrkQoJEopR25JEwnE+Mgw67thrglphHzoc3vLiti7axJxGFU7MQQhaGeyhPeyls+k7OHBYy45dLnWDD0hsAzSE3uKRriPXbehF8FPDh9Uthf1/x0u8ZLtev8CCilPqueBzPClIsvTgou6fAUJ2MDGw9YENAYROVwVfQ1LfBKalJxGDZxL0KEsQslGBvdxyvXcUhoe7TdwYmiokRZEB9t9UcZKCJyNuiv08Y4zPFN3sqSL1ziC16z0ir7aLA4QTa1x0ILh2gMeER1w5uZusePe6+q0HuBseo8tbhnCCJLsnNM8vl5cbTa9dwSBSyIevTWsLN1MTzDHjwLpWYgEfYXDrDscMXsH1TRtsnJLCUOPdrHFqvyQO/YHFP4eclWRQBjfe1Q2jccMFPGqgQAZksqJdfJMPsmEKGyXKSPQUZ2GlBd1ub4D2pRIu+eCnk7+1rb2zUtrFnvy720nsI0ppvSWcVlzI+QHNxKglvRN9JtuvNa148uYe1rh6P0jrk9vCzUJCBNXo8Ta+mvqmA1LcvCZaeG+7Ho6vHOLjlEDfedn4q+y2veKB1lhNXApG6aGKwgWxvI7R2rGf7GVuep7fMEYC3UZNgx6k1pzB77E2QKKsUD4S9eYPfLQ0uXzLCLklhnPvryLh/mC2ChCaW9THcXkx65CuCgl7x5rUvznctuKL7gJgWRVtUe3Fl7xHOmfgQXyoCdf+7WBoYcMMtg9bZsjcb/SWCDGiz+YgDMVPLhKS1/AOtJPk94PKOdZzSvIFjUquMZMogzo9J9lPxU6ajErmZrrM4N1ROvPMVTm/YwG5te14WdPHJSsMplLlgcOQsWqYevE+JwO/+NXRPHOGUgTtx9YpdKAfDsdqnzk2XRCoEgYm9f44Dm7ZySPiTmAZFHhHDDdbl8CEylKDAl7x++w4f6wvCrizj2L0kssurSb13gmPGfsSWNcnirkjJHoeF4e9wl4dmVngVD88cMBNyLJEF+aDqJGO9jZSLMoY8c8Hu3EGu++ZR052K29mdbNmgh2NaPfIVnJMMVIbjcGI1y7dIO/O1yAcLJEx20VqRyXsvB+6cWcYf/sd/41/+67/wm//232emf/kX/vv/9f/h//zf/jt/WmVI4F/jOwOz0ZoUiJPhBe4nd/G57xPVhd/h1oVz3HpVTpbHZU6fvoi5ZyLF7R+3rRotD8dDfxMLv/me+T/M48dvv+XH+SvYZ/6O3C9JpQj0B9NFsHDFCf+UFsX9BgW7fSSeaUKALEAVAtb8kptbl7Dw3/7MwpWb2XPcABuvGHKbZq0dVUZfPN66q/if/7+lHLoVQe10/Ubpy/fm+t6TGLmn0tpXRMyTK6idtZB970D6yMnPwxxkoD+OZ3am2NxNEqcr+fDwhCAj8/jh2x9Y8MMPzP/zX1ij5kBI+SCT9bH4Xt7E4m+/Z9633zF/3lLWn3lAWIkwAoPZvLQ4zsZv/8y8H+azaP4P/PDHf+V//fe/sPZiAOnTHzKYid7yUO7sW8rygw8F25eChFT8nPx5k9hOS5YXZtt+w//64zwWzF/IkgXz+fH77/juT0s5Yx9P/sxhIBX+I6FMBoo7ZMZksjYAm1Nr+OY337Bs9Rb2nTPH6W3h9PKgsZrXPDi/jZXf/JkffviRRT9+z1/+9b/xm39bzdE7SdQrzSQzloCb7jZ+/L9+w3fzf2ThvPksFDI275vvmPf9DozCKmaSh59CTyTu1pY4PIqgq9Afi10LWfS9ZAvms3jBj3zzxzWo279HeVm6HIP05HlgtGclS775i0zWF3z3Dd8sPsIlx2Rk25J3VZHmoIWargVP3kjbfs6l8YN0FDzn5s5FLPzTH/h2120CczoUsyXChycG4W52HZc8paVNMzBCrv9j7ly7zdse0dYDwik/Os2uZfP4TrJpQkcXbRFB1+tSPnn85DAj2Y8xvPYE39ROBvOf8cjcgjvCJtRlemC4bZFoi+9kNmDewr1ce55JtfKbapM1FEXcRU/bk5TmwY9BVL479y3v8SCykqY8f6z2LmDB98KGiPTjd+Je83Zy2TudyilPPZJLrJc5V6+/FoZAOLyQK2w770hEyhtCbPQ5I4LMpxHFNCsGEia7q8hyvIjO3XfkVKQTdusU23/4E98JW/Ttn5ew4/x9wmrH5M52BtqJdTDB3MKT1PYmcj1Osfi//pHFxx4Tr7RWbaw9FkedM5y76ELKdDQhxXGNvDXcjOa9CGLfBck2sDh66Qmvspv56Y9M91Hx/h7q83/L9z8uZdWGA6ibuBCW1ypfxiAw3lHCB68baO3bzPotZzH1SKC4a6oebcQ7GGFu+5yY4mKSH59l8zxhe4W/mvfDQlYevSfsby+jgiy7mt3i1uMPH2dlBuqpf3kTLavXIjAvI+qeARaPw0krySDc+jCr/vIt87/7Cz/MW8FmdWcRzCj29FfGaCFJzy24fNGPwRlf25RQT8Rj8UwRGKVPMUIh+5kOmmg9iqOwc4ySJyfRMxFyFpFCuM1ZDghC5h5dxtRALRP1hN/Sx/zJW9KLM3hjJcol9Gq6XOddiG8YUJRrjLIXhpxb9ht+9+1SVq/bzelLdrhHFNAw17oLqkjx0mb9v/wr3wpZ/nG+sBnzhC/54Xu++ddFHL8d9rHcPwdjpaQHWXP1sg/tlfH4G+xmww/f8N1381kifOY3v/9RyO9D3rXMUZaOONwN9rH6T3+athnfzlvH7ovPyemevVxlNiQyYM2JdXqCyMXw4q4GBxb8mW/FcxcvmMe3wj+u2mvIs9I5ZgYaX+F620oEpvkiQJ6kqzKCx5onuGjpJUh56ydrzuXopCHZmiN//iPf/ts3zJuyt/N+4Jv/+R3bNB4QOjXN2VtP9mMttB5Gkd9US4azHkcW/0nW3j/85TuWbdPAMkTpw2Rj+fjq7WTtH3/Pd0sEITmkj/VzEZt1fCHmmkJPCYXPDVGzeEdhh1wiBiriCLLV5MD69Ww9aoxTlCCFSrr70xhiuMQbC00dLlm+IKas49OPqSpjJBkXzW0s+83vmLdsLVv3aWL8MJj4ss6PBGT0PXcOaGDhFklkgifWpw6gdTuAhMquj3mGK3kv9GHfkr/wl2/nsfDHBcz/429EYP0Nq0W89TrvA17XdbF7mUtpTghPtTez8I+iL0R89e2C7Zwwf02ZsMlzSb0cgnynumG4WfKRwgYLIuma2cpoZzj3Ds3jX/7vzei6pSstH+2lIdYe7e1nBbFWXj0zyfjoEH2inV9dWsz//V/+d/6f/4//jf/zf/8/Zqb/47/w//0//wv/7//X/+SbNcYE/i1mBnrqyslLTqK8V2n0bxYaIx9yW/cMN1810pAbT/SH4k9e2BhvLyX7rQ+uTi64ubri5uyCu0cA0SWdn+5GoQxpGUxdBolZVdQKYyfHIM3luaTGZ8s/tiJhtJZkTztu3zDnjqMvYXEF1E3PCHwGw41UpLzmuc8rItJqZq2z76QwNoa0wgb6hJEvS4sjOkNp/eDPwhxkYKCSoqw00opERDHSQe2HYJ67ueLqLNpEtIuroyevksuRLZ/uriD3nY+srVydnXFz8yEoqZZOSY/HGyiIDcbH0QlXqT1Fn3q4efDML5BXSZW0faZRpe2wEtxtsXUVDlD22dRWaqubae0UzLazkqx3z/Byk/eRu3RfFzc8fd/woVwo7U80pwp/QyiTgaJ2udEbb6Eo0pP7JkaY2boQEFc4I8Cf6BLBTZgvHlMy4+KOp7uQmaDXRGU1z5xen2ylIu0dQTLZksuCu6uQQ3GN14to8lo+FzR/Bn3lFGRmklPaqnhPRtzPRbqfXMY8XkSRWd31cYRkGqMMNWcR5eeFu5PQAak8To64BQjdrJIbmYn+NiqT3hGXU6cYeZkLo+K5OUT7uovnehGYWE6rUkDTXVtBQWoataK9PneLtvIS8tKy5cuPRrupTwnhhYcLzpJ+Crvm/SaTsrk+zCeNINVn8iGrkpqeCQZqcslOz6aye1DEj5lEPXMTZXKW2QBX7wiy6kWwqbhUhvEuOqoziE+tp0d5IWljHnl5RSKQHWagKY84P6ktxT1Eu0r/u/lEkq18L2HvagtTiM9pEz65jfYwQ3ade8Tr1EyKU5NIzKid0X7j/R1Up8aSXtXBQH8TJbEv8XV2xMXZCSfnF4TGlXzm/YkeKoWNS88UQcnoAB0lwrG9CCAwIp+mGQHuCA05KSQlZDO1YkTCxGAL0Te3o2H7mvdpReQkJwr70/1p4PwZDLUXkeBhg4Wx8AVOwUTltQiPMYV28kPsuLhjM0e1BHkME302Y5a/nZL0VDLzm+iVvmor+thHklNhf13dvHghAutWaXhwTNjmzFxyyno/ystwL30lH0gUMt412ERxSiq5UrDT10hxXACeQn5dnYTuuT8nOKmG7k9G1gVGmmko+kB8eqNshHUm2qnIzSYr8+OXdqVtWBvS3/OhokO2hEF6n0ff6D6e8XWUp8UQm6O8w4q430QT+Ykp5E2VK1aUy1FRLg9fUa5aepSGaYfLYngpiJ2h2T0cn78hPrduehvwT9FPR+UH3vp44iHJn8JuuIn2c3ELIb6w+Ss2thAYaaO5JJX4jDoGu2vIffuCZy5OuMhshjMuni95L9pieuWXMoSfzYoIwOupo9zWCZvh6hVEuAjQfjp2lciAFcfX6OKYkk16YhgBro44Tz3XzZ+whBL5RxVno7OEgpxcMmskwyt9k6GID+/iya1TnumbjREG2/KID3qOt6S7inaTbIKzsx9vkkXArVD7SSFjjenRJJe10D3cQ31aOEFuT2U2yNnRDd/QJIpmLD0bojn9JR7WxpiYPcA9NI2SWV9Y/iwG2ukoSCSmSMiKLOYo552NNqe37UbN+AkBKVVzt8GXMDnCaH0asTHp5Dd+au0/hYjDXjvzwMSYWw89CHiXTvHsl9/GErA/ch6zp29IrM4jLTZREKVZ9x7roDzhFQFuTqKtpH50xUP4Pk+fl7yOyaKqtYL0uAzKmgcYEH2W8voZrk8lvXiKi08okXntP2F/RgVPE37KR+iRiwc+YdnU9okrhmvJF3bT2yecxAKlGQAJI01kR0STVTXHVvCT/XQWvOdlgD9+L/wI8Pf/NPm94IVvEKER4llDs2ZIBX51MjA+IZjKl4J1gbYYB2y0j3Ll1cyXX34tTI7Orqh8aYJ8ekYO6c/R/m76ZG+W/cpQftBXQZCB9PucXnaaW68L5I5zTFqrL01G/0dBPHmsVwQVos1+cWcN0d2QTUyAQkgDhKOfkaRjIYQEhvI60H/WOaU8ga94JfKEfTaPSM9f4PvcD1//Oc5JSTw/6FUoL0NCCBZ/fzZPqDxP0OfyiCTL8/LlT+QJ+3wexbGgMJEnOPjzeQIDCZbyBH0uzwv8A17ySgSs0qfa58RYHSX+V9i+1gDvgjYlBzfBuLQmUvHr7wZ/RbmX7vnvva8UeEm27kuQ7KBUh6+GuGRy9KMrGfvazhG2jvFPjb3S3PvPg7Q0Q5rWlv4e7aAt3JjdJ+wIzJg7pJfqKn2A/Osx9guvk2NyqIVEyx2cMQ8k6pNNFH4uxhmeyxeMNZIX4cPTB8+JLpG+kjoLIlj5Wd0z9vFDmdOQHjcdSP9CHZT6Weonxc+Z+HQpzaToozGlxi5xOov2JSucZu/sJ4MkiD+zflMYH2Kwv//TL+3/LSC1hVCWv/2jBRmItJC9o+OQ1vgzyIMSZixb+/VLPru/fy4knzAX9/wipOU+ys8aLCDK0xEn9whypBftfwkkEfzKZhkb7KV/QJpn+QzGUnl67AzX74WRrzj09fip2aJ/PPzqZODnoCPelUfXdbgV2/8foLh/x5gUQXfGQ7QP3sA5rurrRkX+rtFHc2EYzsaGmBiKZGzMjRnJEGOTW1jesMb2htGsc0p5blhh9aU8JiJducZVg+tcNZp1bioZGXHTyhrzW7cwMzL8bB5T69uYW1piKso7Zx6RTG+LPBYWP5HHBnNz87nziOfcMDHB1MYWczNzbs5VHinPjRuYSXlMzUSeOepueA1DE3OsvFNombF9gRJGaikLNubYiYeEV3TPHElWQYWfwlgH7dGWnNZz4U3e7Bca/2MhvfiaanuSS/bhJCp2VPzVMDIgSIJis4j/hCh3v4iRhQPPFZsIqPALMNlMffRt1A5Y4ZffqjSr9M8MEYoP9TEoFOcX0oC/HsazcNG5yG3n9yi+dKOCwH8IGejKjiHS7znvW760puqfEON9DJQE4fYilYL6of9EbSO9rDXCkDRi9Nk0wIAszXVuKv2cPCL1zXFMOQ2Ie4g057mp9LfOI+o157mpJMszx/HpJM4PjX5+UmqwkcbkZziGFNPQo6LgKnwlRrvpzfHFOSiHkuavnev/62JiuIdCfyeCUkqp+TkrCVRQYJLa8GeEvIsn55N1Byr8bIy10Z4bgLNfDlXtc8wA/bPi77IhRKHGS3ntGcT7DxUq4qaE/xAyMNrfR09n18w3rVUQcjrBxEAn7b0jjKriNRV+TQgyNtrXQfvA+Kcvsamgwk9hYoyJfiE/0haQf2+2SdjNgY52eodGfvZ7AirIMdTVSU9f/xzv3qjwszExypjkt/uk5ciKYyr8/WJykK4OaSmRan5cGf8hZEAFFVRQQQUVVFBBBRVU+I+HigyooIIKKqigggoqqKDCPylUZEAFFVRQQQUVVFBBBRX+SaEiAyqooIIKKqigggoqqPBPChUZUEEFFVRQQQUVVFBBhX9SqMiACiqooIIK/zGYnBD/fs4WLJOyvP+5N1n7Z6jj3xAT47KPbqmgggo/DRUZUEEFFVRQ4W+LyRH6quMJDvtAYe1PfF5xsJb0kNfEZVfSoTj0nwsiYB2oJe3la+Jzqv6T1vFviLFeWovfE/A6k9r2IcVBFVRQ4Uv4m5GB4bZKClPiif+QR2XrgGr0QwUVVFDhnxXjPdQF6rPntC2+H9oUB+eCCJSbQ7HcewZDpxiqFUf/c2ECml5hvucMRq5x/0nr+DdEXw1ZLufYcs6F+HLV19RUUOHn4G9CBiaHakjzs+Xase1s3XycK48jyOtVfZ1DhS9hkvGxcSkU+AImGJshRhOMTyh/1Vr8PTnO6OyvJIljE+PjjM15c3F8lmjK8o6OfbEsk5OiLLMvnIEJJkTZPskhfbBmRpl/CuOMj0v1VPycAxOjI4yOzpXhp8ooIBVkfFRG1n9+mVT4x4SQhznlZApCAibGPqMn4tSkpF8zT04KXZk+Mi59hGlibjma7KXpuSZbT1jhmdyqODgXRPnaArmx/SQGDu+pUhydjfHRn7MkRNT3Z4xCTQhdl+r2kxgfYUTKq/gph2iTCcnmzG5XSW+/8ME/UUfjrSe4+iT2s3WcCcmefGqrZkCc/+SL5FJ/fumaL0HW39J/ctv80/gp+ZqJidkFky0hE3VQ/JyGVA7x3/jnKtJbTe6jk6w560h0WZ/i4M+ArH5z3VO0s+i4mU0p5Z06Minq+fOGNyfHhoXMzK6n0JOxT/Xss/Wbwpiw07OukTAp6d3o6Kx2U9Thi7eU6jFbnqcgfM70s0Q+Ubafs7pPkhPJ730eE0JX5nim8Itzi47woeLB459VpI+Q8o19znj9FGRt+5lrpcM/5SMlWRJ55vxA44yLZt9hSs7ksv+LdfUX4K9PBsYHqX/zgHsPnuLo64e74TEOHNHFPKxekUEFFWZjjOGeMhLfxpKekUtJWSklxSWU17bQNaTQjrEeOsuTiPpQQ8fUTHBnPukpGWRWTI0G9dNVk0KYfwJlHSPTajdSmUJy9DvepVfR0NrLsOK4ZJRHG9OITSqisnXq64SjtBSnEP3yHfmdn1P9Niqy4gkPjaOovJxyKZWVUVFRRX3HoLiDQG8JeemppBT1yK6QMDnSS+OHEN7GpZKWL/KXFlNSVEx5dTMdA3M7l4mmNJJjY4hKLqGivIrapm4GZxiMZvKjQggJSaCgaVDJ1PTT25hB1NsPZGcXUlZWItpUPK+4iOKyWpq75I042dtGXXIEH+r6kbnRyT5ayrLJzC6lrvvnOTwV/hHQQ3N5Cm9C4sgtKqW8okLIUzUNQl6n4tjJ9grKkt8SnlxIoZSnso42IZfy0z1UFhSI4/Vy+RYY7m2lODmD2oFh4ShHqE96R3RMHKll1VQpdKK8spq6jmER+A3QF2rA3pMm2Pl+oKa6nOKiEirr2uiZ8TlcIcGD4dgcOI3+TQ9iaqopLyqitKKOxi4powhMhxtJi0iirLFL5qAZbqe2MJPMvCpapleJiOCiPZu4mFzKhF7MDRHkDNaRFvaauA/p5JeVUyZ0pLi4jKqmDvpniP8ozRmvefXyDQmlHXy8Yy9t5cmEBiZR2fNxAGGs/gMJ0e+JTC6julKyEaItyiqpqm2nT2L2Q2+5vf80F829ZtSxqXtYSYc/YqI5m7S4CMITSqiqKBd9J7VvBZU1zdM2sqfoA2npeZRPxcMDbTRmCLv3IY+cQmFPSyT9V9ic2lZxnSLfxBAjnVVUNY8wNNW5g1VUVtRQ0zZIe02hsJ+ZtCnkZFTkLczIpKC2i4HpwnbTWJYsk6/8YoV8iesbO4fmCPJGGWgvJyUihcpOIRuKo12Fwl7GRJFQUEZZSQmlsiTsZG0bvYMN5MR/IK+shU8WAg00UOWpwcZTtni/zaSmqlzUsZSapi76ZZ+oHmNItEV1VSuj09FWP1WinDWiHWYUb1zYwYo4IqLTSc8uoqy0VJRByIS4X1VDN0PjQ3TVZhAeHEVWQZGQb0mPpL4op6ZZPE/pI7eTQ11UxgUQ9DqenMaBj1/Lbskl/f1b3mR3yuVXlGBcWhoXlUxRfde0filjtLeJosgQotJzySutoKqune5heeN3lqYSL2Q4rXmqJoIctKYRk1xKZbP8CaPdtZRlZ5Bd2iJqLsfkWBu5UVGklzTKbf8UBlppLxd+tVb4R4kB9OQSI3xzXGIetW29fMZVicc2kBUXT1J8mvAxwocLOSurrKeld6pGorx9RUQHR/KhsGXaD0+0V1Ia/4rQRKEDNa30KTfAaC0F6cLvR2bO9GElQsZq2kR7KwRwopGijDjC3yRTIvRD8smVVdKzP0d2PmJ8uJOSyDDRXunkCh9bJfny6ibZF6YlTPS2y3xkcm0ffdLjJvsVPrKE2i5FYwy2UZ8aSmBsJS1TxmGynYbaRhqa5BI73NtFY0U1PdIgoWBpg1UV1HX2yNteyER2/DveJJXK5alc6uNWeqbq91fAX5kMCEM9UMarKxe5G5xM8dAI/eXPsLl2EW2b5E+VWAUVJAy3URVizInNa1mzci2bN25k8waRNu3kiM5dnqU00dmWxavr29m45Rw3A4poHRuj6Y05WlvWsEPfk9g6cZ+xGrLd1Nm6eAsnTIPJaBNWZaSIt7dOsO3H71mwYiPbd59Az8aPhEZhJEZayHp0lr0bdnH2ThQF3VJh6khx0WXHgjWcMA8io332SOc4zSluWBxaxvzvl7Jp02a2SkmUeevmHSLYucWL7GpK4p9gvGcVm9UfEVosmb1BurM8Mdm9ktWr1rFh41a2bdjA5vUb2LRxF6evPyWkoH+m4RopJ+auKN/i+SxYtpEtok227dXC2DGBaoVn6c9wwUp9O6sWrWbbkes4vC6kXTrRXULcvePsWCfuv1ZcN9Wm4pmb1m9hv6Yd3smVNJWGYn9mP5pP06gTDqfAz5wLO1aybMU2zt7yJ77hr2eMVPjbob8iEvcLG1j8w1LWrZNkVZLZbew8eIE7ryR96qPy1S00V81j4bL1bBRys3nLfk6Y+JPSKCx3XxzOl9XRvPmCHFnw3kFNlD2XTxjhkdNEQ+4LrA+vYvG8xazetJXtCp3YvGErB8+b455QS2uYIQdWLuDP361k+5bNQvbXs3nHeQwfR1OmTAjG3/Pg4GoW/69vWbFlK1tFvo0bdnDy8mPCCtpoS3Pi8v4zWASV0t5dQfzTSxxZs4SV649y6WEkZZJujHVQ6Hae/es2s1fXkYjCzk+DrKFWCnwNOLJ6OWtWr2OrKJOkY5JObt5+iiv3w8iZ4vIdCbhfOc7OpUtYu/0Mhq6xFElefLiE5Een2LB4B2q3w4UNEQ8fLRE25zjbFoi2XL6J7VJbb9oku/f2vWpcehpLVftb7I+sY8lvZ9fxIcFFIoCWP1WOEVFHBy32LRY2bKn8fttk99vEtp1HOW/3lsK6PKLuqLF79V70XD5QKwxJf1kYD4+vE/q+iQ0i71bxfFn9JLuz5SDa1n4kigBytC2H9/YGmHiJYE9W32Fqwm9jZv4Uv8gU0lwuc+KYJSGVQ/SUveaR7gG2rljOhgOGOMdUyoLLwfI3OGmtY5GwieulZ8nqvJ3dh/R5EFZAg3KFBJkr9jfg4JptnDR9SWabCKg6U3hmsI918+azfJ2o26Yt4vot7DmgxnWvNIoSnmJ8SPTPCRsCc9o/BtYShB1v9DnLsu9/ZP7C1UK2Nsn6cOvei9gG5tHSX0tO0B2umgaS1y0vyHBxADaXzXgYkCVo7hTG6K+JxOX8emFPl7NqtWgvIcs7t4j/91/G7mUB9fXJ+F7exvIfFrFmrXiGiJOkvti6UaTdetj4pQsPImGQvpJAbp/cweZlq9hyWFz/qhBpTqw3yQHDbYtYecyaZ5ndTEz00x5ng/rmTezWdiKyvHemzxH1Kw+z5KzQnSXL14j2FW277QDnbcPIqKkl3/86hxct48B1H+KaRAw2LnT5uS7HjpvimiqIVFMCfiaH2LpM9NlePW4JvemRntCVhNP53ew9fgOP9FZB5+XozAvC8bIaBt7FtHVXk/pIjV1LF7Jo8Vq27jiChpk3EcWz3/sZpy/tKYbHNrNyifB7Mt0Xcib0f9/Ja9gFFtAyMkhPyh00N61m/VFbAnO7xHUdlASbo7byOxYsEbK6dR+n9O/gm97CgDjbn+6K1dlNrFgudGeTdE/5fTeJ/7ftPIb2nXBy2gZoE37Q9MBS5n2/nM0Kfdu6eReH1c3xTm2m+3NubKyX5th76GxczJJFK1gnZE7ylVs27uCYsDcv8wVpLn+Nw+l9nH+cIvSjmUJ/C3QlH7l8G2cs/EluE7VvFHKhs5aVG85g5JuP4NUMZIuym9rxNKJZPEj41lAnzG48I7NviMGmJHyuGWEfXkDzRDt5npc5tvR7flwmdHpKnkRbn7vxguSGvp8kNL8EvyoZyEhLJy42VvFLwiSjPSk4HNqPwZNISmTHkgl8bMGVh5kfR2QFuru7iRastL5OrjpfA6lfKyoqiH4fzciIshf5eRgdHSXlwweys7IVR74OHR0dgqlG0dwkdfLXQZpqlEa9Y2NiZNPIX4vh4WESExIpyMtTHPk6tLa0EBURQUe7LGT8KkhlL8jPJyE+XmnK9OdByp+eLph3bi5DQ7No4UgTZT7qrP12Cev3nEBD9wK6WppoHtvGmoUr2a3vRlRZFfGPtDkujMbCrXo8fF9OYaI/9qeW8uMPqzl26zXZ9YJURD3E8NAK5s3fib5XDs2tRST53Oaqxnl0NE5zdPNyli7Ywqn7CVQKxl/6yobLW3/g+8X7uOyRRVV/K+UxT7iyezkLF+/i4jMRXCtGYOQYozntJZ7meuiLcmpraKKtqYWO1nnOH93AvN8s5uyj9yRlROCpvZYlwjnuvvKcpLo+ugoDeHhpN4t/v5CNwolr6Omid0GbM1uEIVq6ldPOhQwqP2qonHgvO0y0zqGpLdrk3F62LV3AgvVGBNYOMjxQRdSj29y/fQtLY20R1CxixbaLPIirY7C3hOibG/juX/7E0j0nOacjtakWF3R00BB1+/GPy9hhGEiacO4Pjyxn8dEnhAU542RlgJ6+Hud3LmHh0v3oeBYpOUsV/jExSV9VEiF2F9HT0UbrvCY6mkJu1fax+t9+yzptD+KEw6lL9MD6goaQZW0uCF05LeTkLz/q8PRDE2P9OfjprGPxkqPcjGgSzqmf2rc3OTTvAJYx1VQWvsbHzhA9DelaDbQ0JFnT4sze9az4bj67rBMozXiL/wNDtM+dR1NTB/3ze9k4fz5Lt9wguFlpSd1kJUnP7mKqoY6GKKuuKNOxTYtYsmATF16U05DmgsG6+ew29eOZtydPrl9AX1+D4xsWs3jVKeySReAvnHzlG1uu7l/Mn4S+7TEOJLV5RggpjKkIRIKsMNo7nz//uJEdh9S5KHRaX/sku5dLQel5HueNMzLURVXIHezs7IRzv86FPcKGrDiAgWsGVT1NlIbbcHGPCEQWHsAwoIj2jhISve9ioiPKrq0p2kK0tdBfndMH2LvsO/60yZyXRRkkBj/CXFOpjhsXsXj+ejSfN6AYlJRjuIIkPwfMLmihL+4pu5+WDjpqxwUJ+gu/X3EFj6RUUkPtOC/u/+OKM1i9zqckPxjzDb/lN39cxf4T6uIZ4hpNbfS0z7J/+Z/5ZrEo7+tmxhri8Tz5IwuOOBJdL/nTEXIeHGHTxtPcehFPgas6O1dt44J3MqEPTDC5qMdlbXH+ux/YpO1MbNMowzVJBN3Wl8uX6HsdYb+1zuxh1e9/x0ZdT6Kb5FWRYaSduugHom+WCzu9A3X7OIqL4nnnYoqemrDTOrpcOHOAg+sWsHjnNR5EVFCXEybI2E4Wf7OYzTrORJQpWaWJAXqz/bC/eQkt9fNoSXVU286yP/7IJnUPUlpKibfZw6JFGjjn9cuI1kjsTY4u2cpx2/eK4F1gcpT+2gR8LS9zSUvIsLDrehoH2bhkKWt2m/AstZa2pize3LvO9Uu6ctsvs//awjbvZPnvv2PjGXuiB0WM0VFKupcFFrb3sDHS5rQINpdt0hZ1KaGiJApfg22sFcR5ywUfUb5+OrN9uXNuPT/+RfSVcQApdVIoLMfkSCtV0U+xFM/UEbKiLWTm1Nq/8OeVGliFZFCd5ov5AUHE529E7VEafYO91Ifos33edi4/8cY/6Ak3RZte0j7G3hWCUOy25k3tMKP9xcS5GXJqzQo2n7DAO7NZRgiGsj2x2LuEjTfjqGmvIev5bW7qaaB5/hyndgpfMX8dx26GkDeDD4wxkGDJqVXCbwhCek74Nl1hR7SFzO9ctZRVu0zwze+irTAUz2u7WPLNInZdDySroYWqOFcsdLVEfnXOHtomCOFCNmi4Ed04wHCu8MWrf8//+LdV7NO8wAXJh2mL+547waEVf+Z389W5G1dGZUE4njeE7Ik+k9IFbXXUDm1gieiTQ3eTKJkx9aGEsT5akty5Y3gRbXUNWX/qCBk+u2UB86Q4wSmLlqq3PDq6jIWHHxMa5IKz5CP19NAQPnLxkv3oPiuho6eE+Ce6ov5C/zYb4p7ZRu1rIw6v2szRB1mCGgpCf/88m9eZ8rqzh55Kd/SWruSEXSylg12UvHmCuSizpDeSbl9QPyls3o/88c/HsYmu/qv44F+VDDg+foKFmZnilxwTQ2WEGe5h965zGLm9572HUIgbFtyP61TkkKOmpgYjQ0M+iKD8ayGt74wUAa2JsTF9fZ/r5c+jf2CAh/fv4+HmpjjydZCmBK9fvUpOdo7iyM+HtK7tVcgrzG6a/iIi09PTg431bV74+iqOfB2kYP7qlSuy6c+vhURe/F68wMry1i8iA0+fPMXby4uuLmlEQBmdtKY95Nw+U3zTamUjAqKhGOsqJsJOjRO7z3A7RTxvrI2SkNucFwz6gHUU+YJTjNfE8vTMWjZvPcd9WXdM0Jf7DMu9P7JC3YuEcmnObpzR8Qkmxgdoyw3m0fmtrFhnKAJqiZSM0pz6nBub5rFV/R4hjdI9xmWj+FYnNrBSw5eCduVhLWkt5SC93V20t/WKoGOMMeneE6MMNUdwd98W1G+FkS3xvOZUnunvZPua/ZjFjTA+McRQSxA3jhrj8rZA1FqOvgwPbKRA3ySKTuUhgHFx77FR8QzFWsLRSj646XFo1WnuJ9VTl/oIHe0HBGdIdxqk6p0VGuvXsPW8FznDPdS9t+LEsoNYRFQhYi1RdPmSj+HqV9if3sXmw49I7GmmOOAyOzaeEY7mMk+i8qkVeScr/bA8tJ0dZ51I+3oxVeHvCkI+hf7J3juZlGRqXPwt0mA5Ly9vZM9pK57lSCfHhJ4o1piPd9OR8wStjdrciyxF8vtdH5ww3LGSDccfEl3TTG2WB8YiiAgq6kCaVBvpbKOzu4d+SSdka8wn6S2NwE1rAztMIilql24sbj39jDKiHS5xcrsBz+qEvsvOTkGQA2FvJNmXyt+U6MbtE1vQ8K6ls6eOD9a72H/yLEc0HQiKLZPZjI6EB1zZs4ldpvE0yWR2ROh7GE7nBPndepk7kZ++qzAx2Eln6FXOGHoQnDlll3oo8L/Bhd17uREpApjqWJ6c1uJhTIVMZ4eKgrE5uJz1uw1wKZJKPUpHqjMmOxewWjeIrFpxbLKH9s5uOvulthiTLQeZ7K8i30uXrZuv45XVLB/9F/0gr+M4TfGuWB0X9sOtaubSKem9DFHOrs5OpKULsvsJHZ0YaqX21TX2bNLjYXStaLEh6uPvij7bwHZ1HzJbinlvtZ9VB+8TWdkt033p/SPhAal+dZOzO7dz/GG+MEAVpN4/xKolZ3mQ3CSbwW8MuszRvae5EVzFcPlLHqmvZP1ZU4xuPiOtQbKpbWQ+OMqW7dpYhNbK7i1bKi6TL+kdJyFf/SUE6q1jt9od/AvEuRkYoTMngMdnBInab4efzIZJa9PlbTVcHc/b+zpc9qikQ2F+x5oyeHtjGys2nOGKX438oBKk98Wk62WyNZKN77WznDr1gJiuTipCRGC2eA3qXmW0Sl1W4Y7Blv2cvf2GMtnVAkJHJoW9HRFJpiPSYF1zOPduWHHHK0Mxcj7C0EAPrS3dDI0o8kkVH84n4MpRTp6yJqxrlMYkH26dvIxP5ZCoz7Do2ydcXPcjW7SciJK2j+rJIuj6XjYvO4Zd+rBsoHRUyJmf/hoWbDXgXtRHWZW9nzY6Iq+b6L/xCdF2Ueac3noYdYcUmewPlgRge3IDa3bZ0d4ljvQnY398D6cOH0Tzvj9h2VKuTgqeGXBizVYMQprokvqLSl5bHmfjH79hg9pdXlZ00FseT/CN0+h6F9E6KMmyXEYnxoborYjEWXOT8LcaPMiY6RdpfIHhyavc9k6T75Al2mV8sIHcoFvobt0giHwdrVLfdGXI6rli+0XuR0r9Lr3fIPeh/Y3ZvL93irU/HsXsdTkjkzn4aB9k3zFbwoV6Su/NyGyZIPI1YUbsW7ifK89SaJCeJ9VHevdAJuMj9Na8x+HIYvYah5KmTEaVId1LJjDSuwnyekq36Ut3xvzkLrbfiKFjsIXyQLmP1BY+8mlkPjXSJVX+WB8RPvK0I+mypminJNCIowtWc94tm5KsZ9zctpYdl1+JVm4h99l1ju5/SGLvAIMdoVhuXctpqwiyZJG+NBgi0qiQf3HvydEOGhJsOLV4H9f98/hrLLL/VclAYmIi796+VfyawgjtqW5Yn9vFltWL+P4PyzhwyZPkWbNKncKwhYaGUlX1816fUoYUWBYXF/M6LEw2Uv61kIJwaWRemh34JWhtbRUBfQj19TIR/CpIgpyXm8vb8HCZcn8tpFH1yMhIMjMzFUe+Do2NjYSIskt1+FpIRCYrK4uId+8UR74OkrykpaUxOPhxxa0c3bTlOKJz0ILAbIWTVKArwYl7uie48qpPpqR05eF14QRmPsmUyLp+iGxvK27qmeA7JUpDDaTfOcA2TUeiimTUQgntlL6xRn31KR6kd8rX60208s5CG2NrD2KnIvT+IjJdhONWcyd99prj4XLSE6IIeT/LIU0W4KWpgaXre8Ws2AhlYY+x1NDDrVCx3Kg3mjuHdbgXkoOMd0iof8vzG2fZZviWFskTfhZ9lEfYCsN6mjsxVRT7XWbfNjXMgorlIweTdcQ+1EPtwDV8m8boKAvi1vZN6HsXUzvDbmcSaieCMDVvUc5hespcuLBiBVt1ffjQNJWxkXj7y2gcusbzOslUqfCPjQmG+ntoappapyxhjFTbg5zSssTrk0nSUYabAzDcrof9uyL50rPJDvJ8DTmzcSuHLt3n+Yun2Ptk09gn7jjRS+7LV8RmlogwUQmtOby3PIqGUw6VnwxvtZD+4g4GZ+8TJxRR8q+fQ39eKO6XTmIR08+AcJgDby6zf9U6DlpHyZfrSOhO590dDXaddiWzZ0qOJxlNtEbthB7XvfLneMYQw4lWnNJ5gO+HFsUxUbJ4Z6zP7sMkvIHGfA+ubtjGuQcxFMsmNSeoD7nBxVOnuRKomB3uLSfBei9b9XxIrR5mrCKcd9EppM+YPO6kNc5a6N1jIopmD4iIOuaE4HrpFBZRU2vdpzDJcHEkcZExJMyYSB9mKOs+6ufu8iJZYU2GUgiwM0Lf6C310oxrwBV2bbyOT9HMZVLjGe7cuXQWTTfJhg3Sk+eGwYb1nHuSTpmUsfApN64YcsNftMlgHu9Nt7FozTlso1s/ri8vdubaKS307JMFWRRlFPLV3NSl1MbDJFvt5cQFW3wF5/gEI62Uu2lz9qYv70pn+vH+wtc4am4WxKictmliNEFfhBUm1y2wjfypme1K3ty9yTUDLwqE8Rqsjcb13Fo26gaQ1SI1bhpPNfQxvvOGcvkFcyP3MRfV9Lnkmi0nqxPt1Be+xzckb3rNvhxtRN8xwvi6C6mjPZSFm3FyxQEMQ8oVW8cOkv/4FMfO3eBpklTXcSoj73F15z7Mo3sV6/gFeQ26hq6RA+6pPzEWXOLK1cOi/+7GyPVtspI0DwOObTOjvUPyV4Mk3NrHlhX7uPoif3r72qHyd3he2C4bra6THtodjfujx9jqn0Vt23p2advhEvCGIGcPouvlJGUmJql5ZY7BsYMYBCn3gej1tmBMzxhy73m2bPBgCsPVSQQa7EDdqZBqxQsLLYJsnj2jzy356JsSxhhpCOTGpn0YOH8QQXAvH+6e4+zhK3jMGL8U/rTSDf19F7ELzBP+b5wBEVO2tn188kRPBS/1VnPU9BWpsx+jDGkgr6mR9sER0QMK1LzC5cpJtl+PFFo7TH+5K7orhY/U8Sa58aOPTHx8Bc2DV3lWKz8y3hGPw+HNaDskU9pZRMDFnew+ZMmLzBySgh5gejeRZkE+JoczcTm+C/0HggxIbTLeRXdnO23T3T7KYN0zrq45wg2/nI+zV78iflUy0NDQQHX1HBujjfbSXl9Olrsux/edQs859xOhkoJaaamPNNL9SyAt1akU1/+SpTbSNXV1dTSJwPiXQApmpbL/klkJCW1tbTIS9LWj6xIkAiHNqrS0fHRcX4P+/n7ZyzWfBuQ/Dam80nPn7POfAUlempub5yBBggxkO3LhgAUBmY0zZGUgwwena2cxeNkrG9kfKnqOlak7b7NbGJa8Tlcar13ssXVMpGVKR4fbKXxynJ0XnIgqVFifaQzTmOaO8XZBBtI6ZSOaNIXjePsx7mHFH18aHKqg4JlwpOrupDXNJBQT+c+wv3mFS+5FSkHyJJOdEcLB3sb7XaHcYfbnEe/rgOW9KGoUlZrsTcXp5FGMXRMonCpvfQQvTNXYLhz4T5KBqLvobz3J3aQWmgpeYnvmDMbeKVQomrQ8+C5m6oJ8CB8/0JyBr8ZajtvEkqdstztjCX5gjJZ1ihQK0VfpyaWV29F1z5aPeChQFfYAK20dHuXKTL0K/8gYrCQj3BULh1jap17KF4437c4hzmjfwvuTSc4RhpoDMdqhx6MpMiAwMVBM9MNzbP5hKdu1XUhQvKBI+1vs1K5g6/MB5UG4vvIk/K5fwD65GWlp+Ay0xRPy2Iwrdgm0fdEUdlEc7oKlnhVvmqXdN8YYfnedPVvVMX1ZIhvJlqOBvFA7NA/dIbpdeqlZgTofjM5c4JJDkrjTbIgAINsB9WMmop5l07anJcEVm7N7MAoXTlro0SvjE6hZhJHSoGi7HBfuG+oJoq2IAgbqyHxwhJ2XnpFW00Seoy6GFm7M2DdjoIbyAEMu3I0nX5D1meik6I0zlvq3eSOCjZmbogyKx13lhqEdvsqR61gnLa9voG/zhoQKeRjTm+GH98O7PInvE63UR0uaA1prTmEXWzcdEErojHHC3tgA2wRFjXtLeWe8kx0XnxFXLx5e5cWjuw7YR4tyDuQQbXWUFQfu8F4WSCswkYjT5SsY2kTRNFFHepgrlo/j6Zp+6XGYD7f3cUrXDhGPzsI4I125BFmY4vIuj7qRmQLQlRuC/Zm1nHUpUXopvIkEJzscnF6S0ftFQylsaihO1rewcM6Wy8dYA8XPL7J72w38CjuEDBXgbW7HY8/kGe3yCdLvoXNSG13nLLk8taQTZa/Dcato6pV3SJzI5sUdW2weRov7jdNdGMRjnZPoPBVBt8LVDkcKAmlwi4eR8oC1LsGJm/v3Y/6+T04GJqt4d/cWj1/EUjRzl4hPUerO9aPn0LoXLSi1hDry/E04u91MxEbSA8f5YC29D2CCc6qSr+/KJ+2xBgct4yhv7aYmwBQbj0gSqxoo9DXi9JI/8OPWC9iENwqpmxu9CU+wEXW75Kccg4jytsrJwN1nmXK/qsBEYxbvzPaj7phHpSJW734j/M/5S9x6OceA6mAyjw4dwdA5gQrxs87/GvonzgiSrOyHhY4IInxB/5Eg8R1MDGUQ7OHCI9/caV811l1JiP4ajpl9iQzI35kJNhMyml6haEuBmlDcrp5mhyADHUKO+6u9MFi1DV3XrBk+svqNA7e1tLFX2M/J/gzcTm1F1yGRkrFRCpzPc3TVMrarW+PgFsoHQbCm8jmf1cDWL1V2v8FMb545OeGTITstMMxAvS/X1h3lpv8/ABlwF/nu2Noqfs1GOyl3tdDSEwas7KO5noIUjFuaW5CelqY48vMhBaUx76Nly1Wk4PZrMTAwwNMnT3ju80xx5OsgEQFzU1PZkpuvhTS6/vbNG2xv35a9u/C16O3tlS1xCg4KUhz5OhQVFmJ286asDl8LiUS9DA7m3t27X01kpPzubu6yZUbS+yIzIZGBp+gctCRIBPnKblJSEmdDdQxf99Df00DRay8C46tokS2uH6Yp4w2hQeEk1CjJ2EAzuQ7HBBlw5v0nZGCA2lR3DPcZ4FvRI34NUhPtS8CbNArblZ48XE7eMwN2aXqR1TKLDKQ8wkzrNKceK/X/SBXJT/TQvRVIbKWUf4y2wmjeBgQTVap0/XAJflrb0LJ5TfKUF6qVzwz8NBnooTTCDr3Nx7BN7qZ3tIeGvGxK6rvkS6sEykMcsbt0Hb82Uc6eKlJt9rHNwJ9kpamBriQPHM1ucC9FUJbJTloTbDix7TJuqfIlAlPoTvTC9eYl7gsV/QnXpMLfOxrjCLA4xdaLITQMTPXmCCm2Bzk9JxkYY6Q1COMdF3kcVSJbHjOFifYknl/dx/q16jxK65KPprU+5+pONQwdE+RT9hIGy0hwN+PCZXdSWoZn6DWdWby20+PCRRsRnClm/eZED5XvHnJTWw9Djxw6pIwTvZS7nGa/5kNeZCsPyPRRmeiN2enbRLRLyzPkGM+158Km/Zy1iUQRuithgknh6C/t0MTyRabsBU8JTXHOWJ/ZxdXQHoZGh+mtySGntIWuKbaQ64azlTFGwQol7hW6dvcwOy8/J72mlmTLw5y/+ICg6QcO05rig532RRzi6+mcHoKU0EN5+H1ZHY298lCsplJCHwm2Z9E8Z4y7fMpRYJL+olc4XLiA3Zti6iXFHa0n9+1LgkNTqJJFciIorQjDdu82rvqVKs0OtpDsYYeFiRPJU2Nxk/20JtpwTsOBiJwycoLv88D+BXGiepM1Uby4foB95vE0zCh3BS8tLbCxj6KiPZkXpiJ4MgijeXrEfJAkq72cnIsMDPfQmvUKH/9EilqHPrEvEhlwUFuPmksprYo2H6qKJcT/NdF5bR9HcOfAeH0cz4zPc+GGK+9qpkJaQY1Kw7E9oc3jlArKUjx5YOeOf4ryTNkcyBAB5ykd9KbIQH08L28cYJPhW2qmxzH7hd01x9DwLq5JnTJZnhwWRK1MyIyIfqeaYzzanBvmDjgmSh0xSXXME0z2S+/c9NMv2N9w+Vv8/CJJreyeqStzodiVa0ckMhAjl9nJarJEMH9mpwWdHZLPqyNAZy8aps+JVR4IEn6qTJRVzfIdpbVZBOlrYROQJv/WRV8FMTaH2PDdAnaax1LzmfCkI/ox9y5rcit2ShkkiB5UkIF7vtnywTAFJpsyibA4iKZzIVUKMtARaoiG+mWsQuYgAwNx3DuqzZ2ADNnAwkjiA0yFv9X0qJSflzDZQf5jPa4/jSBVWlsryNFN7fOo3UudlqXRrnKC9X6KDAzRWywC/fWnsX5T8HEgoyoElyun2GH0ns7xLtqT73Bq2yVcPjTO8JE9yc9wu3lR+FL57/HuVJxPCjLwKIEC0YmDkeZo7lzHdoMAciunZG2UzhR7rlx4QGBas7AMUOZ9kYtqOtgkyjIIDNFf+4yra/9ByIB03snRUfFLGaO0JD7k0uGTGDyOo24OSy8tV5EKI71Q+rWQAuoPSck8dngkC+y/FtKouI+3N69ehiiOfB2kkXkpIJe2PvtaSGWXlig5CjLyS5YJSbMR7m5uvP1kedbPg7Td34N792R1+FpIZEBaFubq4vKLyIAkL2GhoTJCMxMKMrDPBK+4YloH+unr6aFP9G3D+6c8uq6FaeSg6OsuagvL6RhRLLkRLqGtskq2PZyyWZKTgSNs03xKlGwt0TjDfd109w3Q35JD4gtzNLSfkd0pjR4O01hUTmNn/0cDPDnOUEMqia6X2HspmOK2GXeHbDduXzzP2Sf5oj97acgIxcdaH/VTl7GPqpTtJCA9s7OuhupK5RGWMXpbsvFSX8WJm0HETBkoQQZ8jE+x+YpwpD9FBt7ZcGH9AW7FS0RGjokh4Ux6+xjsqyTS5S7m156QLpVhtJXaAH22H76Nf67cc/UURuJuboyFfSiFklUbqCLP+Sw7znsQL41aTAwz0NNFr+iD6jfuuFmZ4VoqM/Uq/COj6i2el3azSi+E+ulRR0EGBFk8rm6G+9TI1lAPPT29ws600lzqxeXNGtx+8QG5tRAEoa+X/pFumjO8sT23jwPaniRJH5Xsf43lfg1MnJOQJL45KwyvW7poqhtgHVoliKvsBkKQuqhJCeLp9bMcPaKPtW/Gx9G4GZhksD6DSCcTdA8fFkGNFzGKna0mBsoJ0duBmk0oaVIsPj5Ab7fQh/46MiO9sLj4lIyeEcYGGyiJe84Taz0OLNyBjnWg/F0eZYx101XswoU1xzDySJ52uk1xjtwSTl0/sOujbRkXNqhPskt9VAXZ8cDCkqd5CqshIwMH2abnLZsZyLp3Au0r9oQIMjDWmkvcMxuMNUTwZhZM7vR2mpMM1KUT6WiMzqHDaJp6Eztn0DJCmoMG+to38JJ0sauE1GB7LC+ooXbVm6QGaRZAYKyZmqo6alo+hsojzVkE6m3kqHU0eTIT0EZRhAO3jG/z6FXptA2RYbIIT3ML7hpdxOjmQ7zel8pmUtqTPLh9cj/XXsvt7Kiov9Te/b05wu7d4ZFnCs31kbjq72HtJWHDpkf5BRm4tYujWrd5NptsjgzQU1VAefsosyYFZOjKfYn9mTWcelo8PTMwXF9MZUMHnZ9zmyPNFEd7Yad/gkPHjXGMKJkxQi1tm1z46BoWd8y4ZGCKfUA6ZbPHpWZDkAHt45roPE2Xt3FTCm+tTsqWdNb2iICt+gNvXW6ie+wcJi6xCF6rhEkmRyXb3CN8XicFTy9hds9LJhOSf6iOeYTx3j2Yvu+lV5CBkbpCypv76Ps5xlaQgSsHTqNuG4VsJZpEBp4bioDVjM520Wt977i5/ww3XFNl5HxC6HV3ryiLCMwzg25xyT6Jyuo33N1/GiOH12T3y7fgHGtJxe/qXjasOIRJoPDFMlEaY6i/l+7uXiH/dcS7WGFmYM3rGYorrhZkwOz0Fayd46gdVPjw/gHaC6N5aXIIPe9KahUC1xF6nXNn9bEMkYff4wPd9Agf1tvVRFO6PXrn7+GX3CAPvGsCeXT5DIdMIuUzlAN1FIY/xeyiJc9SG+QDFR/ucenEUY7eTVPEBgoycGEFB42D+TBr0f1IazlFiTGk1XXQkunA+SVHMQst+GiLBBlwunScrdejaOmtodBdnZ3n3YiVWPfkRx9Z89YL91umuChCQRkZOL4RrYfx5EiFL3XFTOj9uQfp0lwGXZVpxPrbc+uiPje90qmQvSQ4TsZjkeegGjZJstsISGTAhysrD2Dom6Wwv78uflUyIC2zmTOonOymMMieh4/9ifrMFwGlZULSUpneX7BMSAospXcOpOUqv3SZUH19vWzJyi+BRCaqRBDa3/f1sxJS2dvb22Xt9rUBtQSJQNTW1v6iNf8SpJmUysrKf8cyIRFgiuf/Ekjy0jLnMqEe2jPvcWrJZg6f0eeGtRW3zMy4ZXWLaycPoaZmwJO8iZ8fkPY3kXP/KPsNvIjNLab8vSf3bxpjam6J5VVdDC5dwSywkr45hpdGWnJJEspqfUkDvbMnOPsok6aZG45DoQ93xX3OPU6mvfINjzT3snPLES66pE5Pg87GuCAo5ZHO2N24wP5lKzlvH0PelCOqesMLs/Pst06k44vi3EVxxF30dmjimN5KQ1EU/va3MTe5ibmom7WpFue0rmPmkilaVMIgPYJknV+7nVNXbHF65sFjEz0MzF0IlI2oTjJcm4Tf5f2oP/5AYUmmCFoeYm1igoWFGVc0LmFq64NsAkF2PxX+YVHxjufXj7DLPJbmoaneHCbR+iiaV+7zsqSX1vw3eNkKWTK14JblDW5cPsDK3y5mz1Vf4UwryX/vjb3QIzOL29hYXOHi8S0sW3eDoOouRsdjuHNAEzO3eLJr4/HS28bmzcfRfxRH5XQ0LYLfQuHY9fawcctZbnilfHb0kaEy4pyucHzdZo5cceFtxdRNRhmoeYXFwTNYB2VQUCKCM2crTE3MsDK9IoI8Y4wfJ9LQ3UiOnzkGhzex9/o9rhzT5Y4IxBKndX6c4Y5iYt2thWPew8rlmtwJK56eAamPccNG/QhWMV10N+Xz3t0OG9MbmJmaY2V5kwsiQDSye0HmVDTdXSmI1UH2GgWR2dRLocNJdI0fE5zVIJthPLppCwc07xNSMigPKiUMlhDzxEBWx6PX3Hg3XcfZmCTXWZsrFwVpS22j7KUp53ZuYddJC3yylL95MAcEQcp5coQN285z3daF5x4PMNW9hKXzW3KUAtfRrhqKPvhjqXGUw9uOYOKdTJHk3iZayPS1Qu+YMS+KGymNe4aTrTmmN0y5dVMf9Yv38U5oYKxWkM1rx9hzK4H26WVCA8RZHOT8NUGKvrgw/1N0ZIfgcHYTOs8rmT0WMyek/f9TXLA4s4ONu/W5G1o0Y+nZ5FAbNRnv8b92gqOH9nHMMoQPU2s3v4RUO3TPXcLAq1BIjEBrBjF31dl2/RVlVSmE22lzeO1mjt0MIH5KmCcH6CiNxf++0CNTU9kmKxbmxmge1uS2byLlMgEYpeL9Y4z2H8UuSZDvrzWwBY5cO32Bi09S5YRnokL003VO7b9HR3Mrgyk2nD1zC9fofKrz3+JtcwNTU0ssrgmid9WIuxHVguy7c2nZApZsNcYze2q2ZZKeQj9sD69l9aH7RFbXUBDlxROrm9y4IWTf/CJamsZYuX6YReJFBVoDMNmzix3bznD9ttAryYffuoXJBQ3O7zuMaWSLkA157rbga2jrGHMvvJS2gte4ivubC92yuGHEDV01dIXdyJ96f204j7Db6mxffRxT12d4PLrNLYOLwn6kU6nwoWMJ9zGRdoByK572VSOd5QTobkT97luyZrzINEZjgqMguCcxi2ygLuspult0eRhZ/nEZYXkQbtfPcfjOB+pqUwm8doDzj5IoKM0i3lfJR2pe5qaNz/Q7saOdKTw5vhMD5yQKJfHqj8HD8LSIpzW4/eQuVtd00Dh5gnMm/sKmKliuCPzTnuiJeOMiTtMzaIP01XpjsFkd25DCzwyY/Pvwq5IBaYRbGun9FMMiUB5k5HMMXkAaHQ4ODBIN/csCS2l7zpDgl4pfX4/3Ue9lswu/BNJuOIH+Ab9oa1EJeXl5hL56pfj1dZAC8rfhb8lIn15c9lWQSESAv79sZ4pfgsyMTMJfv1H8+jrEx8WRmJAwx9KuAXqLPLi+fTXLvpvPosWLWbZISvOZ9916jhp4kvQVvGtyoI0iL1NheFMozH0rgqADrPr2Bxb9OI8Fi7dy3OgFGd1zU4vuTF8enlrGD3/+kXW7L/I0s+9TZ1v2Anvjy6jfC6U82RETTVMehRbSNB1kfYrhlmyCr25j/aIfWbDxMi7JdR+nUqviifdx4G502/SU8tzooDw1AHtLPzIamij0u8KpjUv48YeFLF20iAXfLmC71n0CSz/WbawnHU/Nzaz99k98t2gLx6+7EV7Ypfi65BgdFdG4m1kTkNlATbITN4+sZZHUB/O+Y9E2HSwCy2ZMi6rwj4mJymSinW9zJ7JRadvKEdI87uAeGE1pexUprnrsETq3eOEilgodXLpggdCZZew0DCYl/R3+5kdZI/Ro8aIlLP1xPktWbefIrfdUyG4Yz/1DWli6hfM63os7epe4G5JH44xh3zHqX9lhYWqDk7Rd3pe+Ktr0FncrU27YSx//m/rwmcBkLz153lib+/C+WAQqobfRl7YBnLeAhd/+yIaD13HO6aGnLRVPbRH0nbPkWU4DyS+eCX/zmoJpsj1Id5EvpntWsmLeQtZf8Ca2YmA6kKhPi+CF/SPimqTlLK5c372a5T/I22bJvO9ZvOsa98Nr5QGiwGR3PbmuJlgH5lApbFXxk1NcNH2Cz+tkwu/qc8EmiOS6j0uXZGh6g5ulqKNDBIVdX/76erG7HtevmfMkLJc4h0vomHsTWdarCOC+hD560u3R2bSEeX/8nmWbT2PkGi+eNzW7OilsRA0p7kbo7F3H2i1qmHimUNmr+DLqYAEpAY+wfhRLaXM+4eaH2LF8AT/OX8jCH1ZyxCyAJGkT9+p4Ip1shA1rYVCpjVNcbHELjKLgKyfwOwqT8L9tjE9uN/0/ZxRouIsSn5sYWTzBP0OUQemaiZFWqt87YHhyBxvW7Ob87VekNQ59sb2nkenOo0eeeKQowsSOLBIfXWD75RcUZPnicM0Q88fvKehQ+mL9RBMlYRacWin06MeFLJFkRujSqlMPCMruUuQbojr1JU9u3iOidvhn9OMsFL/A8bE3Xgmt8vuNVlMc+RgLu/d0tXXQEGLLLddIMqsKSHbS58DC71kodHb+j2vZqeFIfHMf/SVeGO9dxY/rr+GaWK8kmy2URjhipGtHWG4sHtcOs2PxDywQdfnxh1UcuuZOlPReyWx0RfJEaw+r/yx8x7QPF/7uhxVsPGBOUFX/dD3bwh145OxPeFYu6e4X2LngRxaL8i1auJwNR6wIzG//OCMn4oPyd/e5sPyPfPfdIlbt1MTMJ4UqpSmUoZTn+Dg64p75MVAY6ann3T1TvOKLZn7ngkay/a9zcp06Dh+aaS0L4J6VP3FF8iVeMlREEeHxGPv4epqr4vA2t8Y/vZ6aDy6YHl3L4ikfuVULs4Cy6RhhpDuXZ2aW+MSWyGdsqCXZ7RJ7//A7fli4mm1HDbjtlUBJ56iS/PWTGeCCs8Mz0qaDggEGmsOwN/UmOqdVUMdfH78aGZCC0iePH8vWzktLX2ak8VH59l4ySFs2zTovkjQrYHjtOsmJSXOe/1KaWq5iYmhET3fPnHm+lCQicv/uPdxcXOc8/1OppKSEa1eukJ2VNef5LyVpVFxad29644ZsdmSuPF9KEhG5bWWN77Pnc57/qSTtZHTVwED2Jb+5zn8pSe84SFuaWllYyvpgrjyfS1L+J48ey7YW7f5ka1GRZ7iTpqpSivPzZe9iFOQXiJRHfn4pVY3dXxWQSp+A7xD3qu0QgfxgF601pRTkinsJEpZfIH1dtPezyjXW305TeT65uQWUVDQiffT0E7NXHcQTE31O346mu7eV+rpWun9ikGlitJ+OmmKKCgooqmgW+ZXCgu42OuqqqR5QOODPYoC+rnqqKnoYHhtlsF36cmm+IJfyNssTZS6va2PGu3WTQ3SVJvNekM/wmEyKG5S/YDzKcF+TuF8LPaI8o33N1JYVki9rq1wKyuponv2intB7aau7ufp4Kkm2Ya7jyunXyvNTaXLiZ5T35+T5GfX+6STuIUtznZtKv2IeJWEa7+mkraaSBhFZfXSh47TV1dLS3iXs9TC9LVWUCJ2b1r+CIkpKS6kQ+jfQ10V7XZkg14rzQuYKSyqoldbmS8+ZSMLhmAY3H78hs6eN5romOj9R2gl6GqqorWuh9wsDRRIm+xplA0V13bPCJOmT/63Vokxd9I6OMdQp9KEoT6YD+bn5Mp3tFHZqpKeCjLgM8stbZZsC9DQ30tys/PVaYYsH26grKRT1KaJcBP3SLopT6OsU56pqha6MC5vQQo2UT9gPed1zKaxook0pSp0YGaC9spS6nmGkgfHCp2roG97DPbWXruZa2ZeeZ2mSoo511Cs+hPUlVPgYcP2yIQ/iB0Q/1VLf9jGw+jKEHAy1yL4sHRryjrjMUhpFm34s+SBtBf5YHj3AOYMH+CWV0yTtDjWFwQ46G2qo7hxmbHyArjphowtEW0vtnVdEVbNoN5FtordD2Nkq2fsoH8VOyJe02YWQr68NdgeFvNaWl9M5vST0y5icGKGrtpzaps6Z32oRGKhKwO/qPg5pmGL/KouKtlmk7EtoqaG2vpnGqYEeEex9cNJju+4LiqTVBfVNtE7vXDWFEQaFXJaLdpLrkjwV13TQO+0nhoWMNVJZ1oj0Fd2fU8cZaK+jtqGFpiljPtpHX1Ml5Y0DjIyKtqgTut4uyKK0HWhzFaWS7xO6nZdfTFltJ0OSPRvuoEn6EnhZA+2zpsnHBjqpKa2is79LNEGZzC7kizrkiT6vFLo352zUeB8d9ZWUTtd7yocXUVrVSt/0W/GT9NVXUdfYQtfQIH3C7hTLfJiUt5DiyjbZOxTKGOutozghjFchESTlVdM4q81HWutprG9AaYUc42ODNFVW0dGnNBsnoT+bWA9TNK8ECVIs5Lpf2JCaTnqVGWRPKx0N9TQMjjDc30S15COHJB/ZQt0MH1lLU8+UNIk4Z6SdqtJa2nqmZGyMjvJUogMDeB2bQUFlA22fGL9h2hvrRRzRpkSAxmRfWq+uEuWavTLhV8KvRgakF1EP7t/P737zrxw+cGBWOsSRgwfnOP4x7di6lT/89nesW71mzvNfSof2H2DVsuX88Xe/Z9/uPXPm+VLav2cP33/zF8FY5815/qeS9MXZf/tfv2XT+vVznv9Sksq+bPES/vRv/8aBvfvmzPOltHfXbv7yxz+zeMHCOc//VJK+zCiVXarDXOe/lKT+XiKe+80f/iirx1x5Ppekun73529kL23/ku8rfC1ELPTXQ0MoTjf0OGkeI8LzXwFKNujL+NkZfyak+31FQ02OMVoSjs8jW8zMLLG2spqZbt3CxsaWh06O3LWz5bblHHksb2Fra4e9lMdWynNr7jx2d0Sep6Z3omMAAASvSURBVNyxuc1tcd9P8ghCbG1lyS0rM/H/XOdvYWVpJ0j/fZyfiHtYi2O35s7z4N59nB7flh+bM48oy/37OD6Wnjn7/FSy5La5SGZzlUWkW6It7jzm0T0HHlvP0S6yPOLau094fNeeRyKP1Sd5pHtLeRx5fOchDp/LI9rP0s6X6JLW6eBXmRgo41dTk4k0HE+exfB+GIWKQ5/iK4Kez2UUxwUn+wmI54wPo8y3vxZfq2lScZWvKXVWR8/ABucvfdfyKxq/1u8q1/WuYDe9pvhXgvTBrvpMYt8lkFGuPBqrwJdmb5Twa8uXdN3XXjt3/jEG2srJjHwrgsi6n1iGOQdm5+/LJ8VVnx0aPhR2/Hvs8c8jOZ/F7HJJDk/phn+d8PHXw6/tn79G/rpKEol45k5w3hde1J5x4c8trJRvjn6Vvrkh+/bB5/DvlIVfiF+NDEjrzqXdhIwNjbh62eCr0/Wr12SzCsbXDec8/8VkYCCbFZCul0bo58zzhXTN4IpsZP6micmc538qGV6Tym6G0bXrc57/YpLKbmQs++jYVVGOOfN8IUn1NbtxkxvGxnOe/6kklVkqu1SHuc5/MYmyS8+VdiOS/p4zz2eSwaVL3DAy+kUfO/u7Q+MbXthbY+Ra+Knz/M8M6YNC1Ym8eeGB41Nn3FxdZyTpxXJ3dw+eBwbg7emBm/MceZxd8PDwlOfxkPK4zJ3HU8rjj5e7G27ivrPzyPK5OuPi+lT8Pdd5F3EfT3y8fQjyF/eQ8rvMneeZyBPo9+U8z32U8sw4P5VEXZ1Eejp3Wd1cnHH18uOFty9+buLvOfOIa7398fN+zgtxv0/zSPeW8gTg5/Uc38/kkdrP2fMtadXSDtl/CwhXNp6Nx3UzHj9L/Lib0D8tJin3uoHNAw9CfqU3/2qDBbG1uYdP6a8cNohAZfKLgco/OkQgJs3oKX79u9FXSI6/OVrWsVR3/72H3CrMhd6GOqqKld4P+CfFr/rOgAoq/FOiI4+81ERiilSr6VVQQUYGJmpJjkwmp6jp86Nt/zSYpDklmg8Z+VT9So3RlpVIanIas77NpcLfGoONNOVG8Sa9g/6//gS3Cir81aAiAyqo8O+F9En08fG/+6lYFVT422GcsTHpXQXFz39yjI+Nyd7d+LXwa99PhV8Iaa39+JiK8KrwDw8VGVBBBRVUUEEFFVRQQYV/UqjIgAoqqKCCCiqooIIKKvyTQkUGVFBBBRVUUEEFFVRQ4Z8UKjKgggoqqKCCCiqooIIK/6T42WRg+5atvAwKVhxRQQUVVFBBBRVUUEEFFf7R8eTRo59HBqSPUvm/8FMcUUEFFVRQQQUVVFBBBRX+0fGzZga8Pb1kX4s9e/oMUZFRRL6L4N3bd6qkSqqkSqqkSqqkSqqkSqr0D5piY2JQP6vGiqXLZH9P4RMy4Ov7nN//67/y2//5r+zesZNd23ewc9t2VVIlVVIlVVIlVVIlVVIlVfoHTft27+FP//YH1qxYSXxcnCLyn4MMZGSkY2FmxuWLF7mkL0+XVUmVVEmVVEmVVEmVVEmVVOkfNkkxva62DvYPHlBeXq6I/OcgAyqooIIKKqigggoqqKDCPwPg/w9lTcuwh3uwGgAAAABJRU5ErkJggg==" alt="" width="480" height="69" data-uw-rm-alt-original="" /><strong><br /></strong></p><p><strong>למה התנאי קיים?</strong></p><p>רשות המיסים מבקשת לטפל בכל אירועי הפרישה שבהם:</p><ol><li>העובד מבקש פריסת מס (קדימה או אחורה).</li><li>העובד מבקש להפקיד מענק במזומן מהמעסיק, ו/או מקופה מרכזית לקופת גמל אישית לפיצויים, ולהחיל בגין מענק זה את הוראות רצף פיצויים.</li></ol><p><strong> </strong></p><p><strong>מה צריך המעסיק לעשות?</strong></p><ol><li>ככל שבחלק ב.2 (&quot;בקשות נוספות&quot;) העובד לא סימן את אחת הבקשות, הרי שהוא עומד בתנאי מס' 6.<br /><br /></li><li>ככל שבחלק ב.2 (&quot;בקשות נוספות&quot;) העובד סימן את אחת מהרובריקות (לעניין בקשה לפריסת מס או לעניין בקשה להפקדת מענק לקופה אישית לטובת רצף פיצויים), הוא אינו עומד בתנאי מס' 6, ועל המעסיק לסמן בחלק ג. 2 ברובריקה השנייה כי תנאי מס' 6 לא התקיים, ולהפנות את העובד אל פקיד השומה.<br /><br /></li></ol><p><strong>תנאי מס' 7: &quot;העובד סימן בחלק ב.3 כי התקיימו לגביו כל ההצהרות או שהעובד לא סימן כי התקיימו לגביו כל ההצהרות כאמור אך לא ביקש סכום מענק בפטור ממס&quot;</strong></p><hr /><p> </p><p><img loading="lazy" decoding="async" class="" 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" alt="" width="474" height="117" data-uw-rm-alt-original="" /><strong><br /></strong></p><p> </p><p><strong><br />למה התנאי קיים?</strong></p><p>רשות המיסים מבקשת להפנות אליה עובדים שמקרי הפרישה שלהם מורכבים (למשל: עבודה במקביל אצל שני מעסיקים, בקשות לרצף פיצויים הממשיכות פרישות קודמות, ופורשים שביצעו קיבוע זכויות), כדי שלא לפגוע מחד בהטבות המס שהפורש זכאי לקבל, ומאידך לא לאפשר למעסיקים להעניק להם הטבות מס מעבר לזכאותם על פי הוראות הדין. כך, למשל, פורש שביצע קיבוע זכויות, קבע במסגרת הזו האם לשריין פטור על הפיצויים למועד הפרישה העתידי וכמה. מאחר ובעת עזיבת מקום העבודה למעסיק אין את המידע הזה ועל מנת למנוע סיטואציה בה המעסיק מעניק לעובד פטור שכבר נשלל ממנו במסגרת קיבוע הזכויות, נקבע התנאי.</p><p><strong>מה המעסיק צריך לעשות?</strong></p><ol><li>לבדוק אם העובד סימן את שלוש ההצהרות בחלק ב.3 (&quot;הצהרת העובד&quot;)<br /><br /></li></ol><ul><li>במקרה שכל ההצהרות סומנו, העובד עומד בתנאי מס' 7.<br /><br /></li><li>במקרה שרק חלק מההצהרות סומנו, על המעסיק לבדוק:<br />&#8211; האם העובד ביקש לממש את זכאותו לפטור ממס בגין מענקי הפרישה (כולם או חלקם) בחלק ב.1.<br />&#8211; ככל שהעובד לא ביקש לממש את זכאותו לפטור על פיצויים (ולו על 1 ₪), העובד עומד בתנאי מס' 7.<br />&#8211; ככל שהעובד ביקש לממש זכאותו לפטור, הוא אינו עומד בתנאי מס' 7, ועל המעסיק לסמן בחלק ג. 2 ברובריקה השנייה כי תנאי מס' 6 לא התקיים, ולהפנות את העובד אל פקיד השומה להמצאת אישורי מס מתאימים.</li></ul><p><strong> </strong></p><p><strong>מה עושה המעסיק לאחר שסיים לבדוק את עמידת העובד בשבעת התנאים?</strong></p><p>לאחר שהמעסיק בדק את כל אחד משבעת התנאים הוא יוכל לדעת האם באפשרותו להקל על העובד, כך שיוכל למלא עבורו את חלק ג' באופן שיהווה אישור מס הכנסה לטובת המשך התהליך של העובד מול קופות הגמל השונות שבהן נצברו לו כספי פיצויים, או שעליו לשלוח את העובד &#8211; יחד עם טופס 161 המלא ו-3 תלושי שכר אחרונים &#8211; אל פקיד השומה, כי לא עמד באחד או יותר משבעת התנאים.</p><p><strong>אם העובד עומד בכל אחד משבעת התנאים – על המעסיק למלא את חלק ג' חלופה ב'</strong></p><ul><li>במקרה זה, על המעסיק למלא את חלופה ב' בחלק ג', להעתיק את סיכום בקשות העובד משורת סה&quot;כ בחלק ב.1, ולהורות על ניכוי מס שולי אחיד, ככל שקיים מענק חייב במס אצל המעסיק ואצל משלמים נוספים, שנמצאים כאמור תחת הגדרת &quot;חברה מנהלת&quot;. על המעסיק למסור את טופס 161 החתום והמלא לעובד לטובת המשך ההתנהלות שלו מול קופות הגמל בהן נצברו לו כספי פיצויים ולשלוח העתק אל פקיד השומה המפעלי (ניתן באמצעות המערכת המקוונת).</li></ul><div> </div><div><img loading="lazy" decoding="async" class="" 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" alt="" width="517" height="192" data-uw-rm-alt-original="" /></div><p><strong> </strong></p><p><strong>אם העובד לא עומד באחד או יותר משבעת התנאים – על המעסיק למלא את חלק ג.2 רובריקה 2</strong></p><ul><li>במקרה זה על המעסיק למלא את חלק ג.2, רובריקה שניה (העובד העביר למעסיק את חלק ב') ולציין את כל מספרי התנאים שבהם העובד לא עומד. על המעסיק למסור טופס 161 חתום ומלא בצירוף 3 תלושי שכר אחרונים, להמשך התנהלות העובד מול פקיד השומה, ו/או להעביר את המסמכים באמצעות קישור ייעודי במערכת המקוונת של רשות המיסים, להמשך טיפול במסלול המהיר של רשות המיסים מול העובד.<strong> </strong></li></ul><div><br /><img loading="lazy" decoding="async" class="" 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alt="" width="457" height="153" data-uw-rm-alt-original="" /><b><br /></b></div>						</div>
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							<p><b>המעסיק או רשות המיסים: בסמכות מי לאשר את בחירות העובד בחלק ב'?</b></p>						</div>
				</div>
				<div class="elementor-element elementor-element-8678365 elementor-widget elementor-widget-text-editor" data-id="8678365" data-element_type="widget" data-widget_type="text-editor.default">
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							<table style="background-color: #ffffff;" width="571"><tbody><tr><td width="105"><p><strong>מקרה הפרישה</strong></p></td><td width="76"><p><strong>סמכות המעסיק או רשות המיסים</strong></p></td><td width="96"><p><strong>באחריות מי לעדכן את קופות הגמל </strong></p></td><td width="120"><p><strong>מה ממלא המעסיק בחלק ג'</strong></p></td><td width="174"><p><strong>הערות</strong></p></td></tr><tr><td width="105"><p><strong>1</strong></p><p><strong>כל הכספים שהועמדו לרשות העובד בקופות הגמל (קוד משלם 4 ו-6) מנוהלים באותה חברה מנהלת</strong></p><p><strong> </strong></p></td><td width="76"><p>המעסיק</p></td><td width="96"><p>העובד</p></td><td width="120"><p>חלק ג.2</p><p>רובריקה 2</p><p>סיבה מס' 1</p></td><td width="174"><p>ייתכנו מספרי תיקי ניכויים שונים על צבירות הפיצויים של העובד בקופות גמל ו/או קרנות פנסיה שונות, אך כולם יכולים להיכלל תחת ח.פ אחד. כמו כן, למרות שחברות הביטוח אינן חברות מנהלות בהגדרה, כוונת רשות המיסים לעניין זה כוללת גם את חברות הביטוח. כך למשל, הראל ביטוח והראל פנסיה וגמל יחשבו לעניין זה כחברה מנהלת אחת.</p></td></tr><tr><td width="105"><p><strong>2</strong></p><p><strong>העובד בעל שליטה במעסיק או קרובו של בעל השליטה במעסיק</strong></p></td><td width="76"><p>רשות המיסים בלבד</p></td><td width="96"><p>העובד ורשות המיסים</p></td><td width="120"><p>חלק ג.2</p><p>רובריקה 2</p><p>סיבה מס' 2</p></td><td width="174"><p>בעל שליטה או קרובו נמצא תמיד במסלול סמכות רשות המיסים, וזאת למעט מקרה אחד בלבד שבו בעל השליטה או קרובו לא מילאו את חלק ב' והם עומדים בשני התנאים הבאים:</p><p>1. תנאי רצף קצבה ברירת מחדל &#8211; מתחת לתקרה ואין מענק פרישה הוני.</p><p>2. המעסיק סימן בסעיף א.7 שהעובד לא זכאי לפנסיה תקציבית.</p><p><strong>בכל מקרה אחר &#8211; הסמכות היא של רשות המיסים בלבד.</strong></p></td></tr><tr><td width="105"><p><strong>3</strong></p><p><strong>בחירת העובד בחלק ב.1 נעשתה במגבלת הסכומים המרביים המפורטים בחלק א.13</strong></p></td><td width="76"><p>המעסיק</p></td><td width="96"><p>העובד</p></td><td width="120"><p>רק בתנאי שעמד במצטבר ביתר ששת התנאים המופיעים בחלופה ב' של חלק ג'</p><p>חלק ג.1 חלופה ב'</p></td><td width="174"><p>בחירות העובד בחלק ב.1 <strong>חייבות </strong>להיעשות <strong>במגבלת</strong> <strong>התקרות</strong> שהמעסיק ציין בחלק א.13 בנתוני העזר. במקרה שהבחירות חורגות מהתקרות, על העובד לתקן את חלק ב' בהתאם לתקרות. ככל שהוא לא עושה זאת, יש לסגור את חלק ג' עם הפניית העובד לרשות המיסים.</p></td></tr><tr><td width="105"><p><strong>מקרה הפרישה</strong></p></td><td width="76"><p><strong>סמכות המעסיק או רשות המיסים</strong></p></td><td width="96"><p><strong>באחריות מי לעדכן את קופות הגמל </strong></p></td><td width="120"><p><strong>מה ממלא המעסיק בחלק ג'</strong></p></td><td width="174"><p><strong>הערות</strong></p></td></tr><tr><td width="105"><p><strong>4</strong></p><p><strong>בחירת העובד בחלק ב.1 נעשתה <u>שלא</u> במגבלת הסכומים המרביים המפורטים בחלק א.13</strong></p></td><td width="76"><p>רשות המיסים בלבד</p></td><td width="96"><p>העובד ורשות המיסים</p></td><td width="120"><p>חלק ג.2</p><p>רובריקה 2</p><p>סיבה מס' 5</p></td><td width="174"><p>במקרה שבחירות העובד בחלק ב.1 חורגות מהתקרות שהמעסיק ציין בחלק א.13 בנתוני העזר, והעובד לא מחזיר חלק ב' מתוקן, על המעסיק להפנות את העובד לרשות המיסים.</p></td></tr><tr><td width="105"><p><strong>5</strong></p><p><strong>העובד חויב במס בגין הפקדות המעסיק למרכיב הפיצויים</strong></p></td><td width="76"><p>רשות המיסים בלבד</p></td><td width="96"><p>העובד ורשות המיסים</p></td><td width="120"><p>חלק ג.2</p><p>רובריקה 2</p><p>סיבה מס' 4</p></td><td width="174"><p>בכל מקרה שבו העובד חויב במס בשלב ההפקדה בגין מרכיב הפיצויים (סימון ורישום יתרות פיצויים בסעיף א.10 בחלק א') &#8211; חובה על המעסיק להפנות את העובד לרשות המיסים</p></td></tr><tr><td width="105"><p><strong>6</strong></p><p><strong>בחירת העובד כוללת בקשה לפריסת מס (חלק ב.2)</strong></p></td><td width="76"><p>רשות המיסים בלבד</p></td><td width="96"><p>העובד ורשות המיסים</p></td><td width="120"><p>חלק ג.2</p><p>רובריקה 2</p><p>סיבה מס' 6</p></td><td width="174"><p>חובה על המעסיק להפנות את העובד לרשות המיסים.</p></td></tr><tr><td width="105"><p><strong>7</strong></p><p><strong>בחירת העובד כוללת בקשה להפקדת מענק מהמעסיק או מקופה מרכזית (קוד 1 או 3) לקופת גמל לקצבה או בחירה בהסדר מס של רצף פיצויים לגביו (חלק ב.2)</strong></p></td><td width="76"><p>רשות המיסים בלבד</p></td><td width="96"><p>העובד ורשות המיסים</p></td><td width="120"><p>חלק ג.2</p><p>רובריקה 2</p><p>סיבה מס' 7</p></td><td width="174"><p><strong>חובה</strong> על המעסיק להפנות את העובד לרשות המיסים.</p><p>יש לשים לב כי העובד רשאי לבחור בהסדר המס רצף פיצויים לראשונה בעת פרישה מהמעסיק, וככל שהבחירה בהסדר רצף פיצויים אינה לגבי מענקים במזומן מהמעסיק קוד 1 או מענק מקופה מרכזית לפיצויים קוד 3 &#8211;  בסמכות המעסיק לאשר את ההסדר.</p><p><strong> </strong></p><p><strong> </strong></p></td></tr><tr><td width="105"><p><strong>מקרה הפרישה</strong></p></td><td width="76"><p><strong>סמכות המעסיק או רשות המיסים</strong></p></td><td width="96"><p><strong>באחריות מי לעדכן את קופות הגמל </strong></p></td><td width="120"><p><strong>מה ממלא המעסיק בחלק ג'</strong></p></td><td width="174"><p><strong>הערות</strong></p></td></tr><tr><td width="105"><p><strong>8</strong></p><p><strong>העובד בוחר בחלק ב' 1 בהסדר מס של רצף פיצויים, והבחירה היא רק עבור יתרות פיצויים שנצברו בקוד 4, 5 או 6 (חלק ב' 2 ריק)</strong></p></td><td width="76"><p>המעסיק</p></td><td width="96"><p>העובד</p></td><td width="120"><p>רק בתנאי שעמד במצטבר ביתר ששת התנאים המופיעים בחלופה ב' של חלק ג'</p><p>חלק ג.1 חלופה ב'</p></td><td width="174"><p>סמכות המעסיק היא רק במקרה שעובד הבוחר בהסדר רצף פיצויים לראשונה, ואין לו מענקים במזומן מהמעסיק קוד 1 או מענק מקופה מרכזית לפיצויים קוד 3 לגביהם, מבקש להחיל את הסדר רצף הפיצויים.</p></td></tr><tr><td width="105"><p><strong>9</strong></p><p><strong>העובד לא עבד בתקופת העבודה אצל מעסיק נוסף שצבר לו זכויות לפיצויים</strong></p></td><td width="76"><p>מעסיק</p></td><td width="96"><p>העובד</p></td><td width="120"><p>רק בתנאי שעמד במצטבר ביתר ששת התנאים המופיעים בחלופה ב' של חלק ג'</p><p>חלק ג.1 חלופה ב'</p></td><td width="174"><p>מעסיק יכול לבצע בקרה מובנית על הצהרת העובד לעניין זה, במקרה שקיבל בעבר אישור תיאום מס למעסיק נוסף במקביל.</p></td></tr><tr><td width="105"><p><strong>10</strong></p><p><strong>העובד עבד בתקופת העבודה אצל מעסיק נוסף שצבר לו זכויות לפיצויים, ומבקש לנצל פטור</strong></p></td><td width="76"><p>רשות המיסים בלבד</p></td><td width="96"><p>העובד ורשות המיסים</p></td><td width="120"><p>חלק ג.2</p><p>רובריקה 2</p><p>סיבה מס' 7</p></td><td width="174"><p>הפטור על מענקי פרישה ניתן פעם אחת בלבד לתקופת עבודה נתונה עבור כלל המעסיקים, ולכן במקרה זה יש להפנות את העובד לרשות המיסים.</p></td></tr><tr><td width="105"><p><strong>11</strong></p><p><strong>העובד עבד בתקופת העבודה אצל מעסיק נוסף עם זכאות לפיצויים, ולא מבקש בחלק ב' 1  לנצל פטור</strong></p></td><td width="76"><p>מעסיק</p></td><td width="96"><p>העובד</p></td><td width="120"><p>רק בתנאי שעמד במצטבר ביתר ששת התנאים המופיעים בחלופה ב' של חלק ג'</p><p>חלק ג.1 חלופה ב'</p></td><td width="174"><p>במקרה שהעובד לא מבקש לנצל את הפטור על מענקי הפרישה בחלק ב' 1 &#8211; למרות שעבד במקביל אצל שני מעסיקים, אין צורך להפנותו לרשות המיסים.</p></td></tr><tr><td width="105"><p><strong>מקרה הפרישה</strong></p></td><td width="76"><p><strong>סמכות המעסיק או רשות המיסים</strong></p></td><td width="96"><p><strong>באחריות מי לעדכן את קופות הגמל </strong></p></td><td width="120"><p><strong>מה ממלא המעסיק בחלק ג'</strong></p></td><td width="174"><p><strong>הערות</strong></p></td></tr><tr><td width="105"><p><strong>12</strong></p><p><strong>העובד הגיע לגיל הזכאות, ולא הגיש בקשה לקיבוע זכויות על גבי טופס 161 ד'</strong></p></td><td width="76"><p>מעסיק</p></td><td width="96"><p>העובד</p></td><td width="120"><p>רק בתנאי שעמד במצטבר ביתר ששת התנאים המופיעים בחלופה ב' של חלק ג'</p><p>חלק ג.1 חלופה ב'</p></td><td width="174"><p>במקרה שהעובד הגיע לגיל פרישה והחל לקבל קצבה אך לא ביצע קיבוע זכויות באמצעות טופס 161 ד' (זה תקין אם העובד קיבל פטור על קצבה באמצעות טפסי 161 ח' או 161 י')</p></td></tr><tr><td width="105"><p><strong>13</strong></p><p><strong>העובד הגיע לגיל הזכאות והגיש בקשה לקיבוע זכויות על גבי טופס 161 ד', ומבקש לנצל מענק פטור</strong></p></td><td width="76"><p>רשות המיסים בלבד</p></td><td width="96"><p>העובד ורשות המיסים</p></td><td width="120"><p>חלק ג.2</p><p>רובריקה 2</p><p>סיבה מס' 7</p></td><td width="174"><p>חובה להפנות עובדים אלו שהגיעו לגיל הפרישה, החלו לקבל קצבה וביצעו הליך קיבוע זכויות, באמצעות טופס 161 ד' לרשות המיסים <strong>בלבד</strong></p></td></tr><tr><td width="105"><p><strong>14</strong></p><p><strong>תשלום מענק עקב פטירה</strong></p></td><td width="76"><p>מעסיק</p></td><td width="96"><p>העובד</p></td><td width="120"><p>רק בתנאי שעמד במצטבר ביתר ששת התנאים המופיעים בחלופה ב' של חלק ג'</p><p>חלק ג.1 חלופה ב'</p></td><td width="174"><p>רק בתנאי ש:</p><p>1. מענקי הפרישה ההוניים שהועמדו לטובת השאירים פטורים ממס.</p><p>2. הפיצויים הצבורים בתוכניות הפנסיונית יועדו למטרת קבלתם כקצבת שאירים (קצבת שארים קיימת בבקרנות הפנסיה, ובחלק קטן מפוליסות המנהלים)</p></td></tr><tr><td width="105"><p><strong>15</strong></p><p><strong>תשלום מענק עקב פטירה</strong></p></td><td width="76"><p>רשות המיסים בלבד</p></td><td width="96"><p>העובד ורשות המיסים</p></td><td width="120"><p>חלק ג.2</p><p>רובריקה 2</p><p>סיבה מס' 3</p></td><td width="174"><p>בכל מקרה אחר של תשלום מענק עקב פטירה שלא עומד בשני התנאים לעיל, יש להפנות את השאירים/יורשים/מוטבים לרשות המיסים בלבד.</p></td></tr></tbody></table><p> </p>						</div>
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							<p style="text-align: center;">האמור במאמר אינו מובא כתחליף לקבלת יעוץ והוא מהווה מידע כללי בלבד, אשר אינו מהווה יעוץ ו/או תחליף לייעוץ ו/או שיווק מכל סוג שהוא ואין להסתמך עליו בכל צורה שהיא. כל פעולה שנעשית ע&quot;פ המידע והפרטים האמורים במאמר זה הינה על אחריות המשתמש בלבד. בכל מקרה ספציפי יש להיעזר בבעל מקצוע המתמצא בתחום. לקבלת שירותי שיווק פנסיוני אנא <a style="background-color: #ffffff;" href="https://www.ofs.co.il/%d7%99%d7%a6%d7%99%d7%a8%d7%aa-%d7%a7%d7%a9%d7%a8/">צרו עמנו קשר</a></p>						</div>
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		<p>הפוסט <a href="https://www.ofs.co.il/blog/2024/03/12/%d7%98%d7%95%d7%a4%d7%a1-161-%d7%9e%d7%93%d7%a8%d7%99%d7%9a-%d7%9c%d7%9e%d7%a2%d7%a1%d7%99%d7%a7/">המדריך למעסיק: טופס 161 החדש</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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		<title>זכויות וכיסויים בזמן מלחמה</title>
		<link>https://www.ofs.co.il/blog/2024/03/12/%d7%96%d7%9b%d7%95%d7%99%d7%95%d7%aa-%d7%95%d7%9b%d7%99%d7%a1%d7%95%d7%99%d7%99%d7%9d-%d7%91%d7%99%d7%98%d7%95%d7%97-%d7%9e%d7%9c%d7%97%d7%9e%d7%94/</link>
					<comments>https://www.ofs.co.il/blog/2024/03/12/%d7%96%d7%9b%d7%95%d7%99%d7%95%d7%aa-%d7%95%d7%9b%d7%99%d7%a1%d7%95%d7%99%d7%99%d7%9d-%d7%91%d7%99%d7%98%d7%95%d7%97-%d7%9e%d7%9c%d7%97%d7%9e%d7%94/#respond</comments>
		
		<dc:creator><![CDATA[Uri]]></dc:creator>
		<pubDate>Tue, 12 Mar 2024 09:04:44 +0000</pubDate>
				<category><![CDATA[כללי]]></category>
		<guid isPermaLink="false">https://www.ofs.co.il/?p=3756</guid>

					<description><![CDATA[<p>מדריך כיס עם כל מה שצריך לדעת על תוכניות ביטוח וחסכונות פנסיוניים בשעת חירום בטחונית </p>
<p>הפוסט <a href="https://www.ofs.co.il/blog/2024/03/12/%d7%96%d7%9b%d7%95%d7%99%d7%95%d7%aa-%d7%95%d7%9b%d7%99%d7%a1%d7%95%d7%99%d7%99%d7%9d-%d7%91%d7%99%d7%98%d7%95%d7%97-%d7%9e%d7%9c%d7%97%d7%9e%d7%94/">זכויות וכיסויים בזמן מלחמה</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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							<p><span style="font-size: 28px;">זכויות וכיסויים <br />בזמן מלחמה</span></p>						</div>
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							<p>מדריך כיס: זכויות וכיסויים בזמן מלחמה &#8211; תוכניות ביטוח וחסכונות פנסיוניים</p>						</div>
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							<p>בימים של מלחמה או מתיחות בטחונית, אנו נתקלים בשאלות רבות בנוגע לזכויות הביטוח והחיסכון של נפגעי פעולות איבה וטרור, במסגרת תוכניות ביטוח ופנסיה בעת הזו. </p><p>האם פוליסות ביטוחי חיים בתוקף? האם קצבת שאירים בקרן פנסיה חדשה מתקזזת עם פיצוי מגורם ממשלתי שמתקבל עפ&quot;י חוק נפגעי פעולות איבה או חוק הנכים? ומה עם קרן פנסיה ותיקה? איך עובד מנגנון התשלום בקצבת נכות בקרנות הפנסיה ובפוליסות אובדני כושר עבודה? ומה עם פוליסת בריאות, האם ניתן לתבוע החזר עבור הוצאות רפואיות, טיפולים מיוחדים? </p><p>עולם החסכון הפנסיוני והביטוח כולל מגוון תוכניות חסכון וביטוח, ואופן מימוש זכויות הביטוח והחסכון, והזכאות להן במקרה של פגיעה הגורמת לנכות או פטירה, תלוי בסוג התוכנית, ולעיתים אף מחייב בדיקה ספציפית של תנאי הפוליסה. </p><p>בכדי לספק מענה מקיף ומדויק ככל הניתן לשאלות אלו, הכנו לנוחותכם טבלה מפורטת, המקיפה את כל הזכויות השונות, לפי סוגי תוכניות וכיסויים רלוונטיים בשעת מלחמה. מדריך זה נכתב על ידי אבי רוזנבאום, ואנו מקווים כי תדעו להפיק ממנו ערך. </p><p> </p>						</div>
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							<table><tbody><tr><td width="69"><p><strong>סוג תוכנית פנסיונית</strong></p></td><td width="59"><p><strong>סוג הביטוח/כיסוי</strong></p><p> </p></td><td width="90"><p><strong>למי רלוונטי</strong></p></td><td width="72"><p><strong>הסיבה</strong></p></td><td width="78"><p><strong>תנאי הכיסוי</strong></p></td><td width="60"><p><strong>תוקף הכיסוי</strong></p></td><td width="60"><p><strong>זכאות לפיצוי מגורם ממשלתי</strong></p></td><td width="65"><p><strong>קיזוזים מתשלום של גורם ממשלתי </strong><strong>(הביטוח הלאומי או משרד הביטחון)</strong></p></td></tr><tr><td width="69"><p>קרן פנסיה חדשה מקיפה וכללית</p></td><td width="59"><p>קצבת שאירים &#8211; פטירה</p></td><td width="90"><p>עמית מבוטח פעיל שאינו במסלול יסוד</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>קצבה חודשית לבן/בת הזוג לכל החיים ולילדים עד גיל 21</p></td><td width="60"><p>בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>אין קיזוזים</p></td></tr><tr><td width="69"><p>קרן פנסיה חדשה מקיפה וכללית</p></td><td width="59"><p>קצבת שאירי פנסיונר</p></td><td width="90"><p>פנסיונרים</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>קצבת שאירי פנסיונר</p></td><td width="60"><p>בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>אין קיזוזים</p></td></tr><tr><td width="69"><p>קרן פנסיה חדשה מקיפה וכללית</p></td><td width="59"><p>קצבת נכות</p></td><td width="90"><p>עמית מבוטח פעיל שאינו במסלול יסוד</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>קצבה חודשית למבוטח עד תום תקופה (60,62,64,67)</p></td><td width="60"><p>בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>יש קיזוזים</p></td></tr><tr><td width="69"><p>קרן פנסיה ותיקה</p></td><td width="59"><p>קצבת שאירים &#8211; פטירה</p></td><td width="90"><p>עמית מבוטח פעיל</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>קצבה חודשית לבן/בת הזוג לכל החיים ולילדים עד גיל 21</p></td><td width="60"><p>אין זכאות לקצבת שאירים, תשלום סכום חד-פעמי של ערך הפדיון למוטבים</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>קיזוז מלא</p></td></tr><tr><td width="69"><p>קרן פנסיה ותיקה</p></td><td width="59"><p>קצבת נכות</p></td><td width="90"><p>עמית מבוטח פעיל</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>קצבה חודשית למבוטח</p></td><td width="60"><p>אין זכאות לקצבת נכות</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>קיזוז מלא</p></td></tr><tr><td width="69"><p>חברות ביטוח</p></td><td width="59"><p>אובדן כושר עבודה</p></td><td width="90"><p>כל הפוליסות שנמכרו מאז ומעולם</p></td><td width="72"><p>פגיעת טיל</p><p> </p></td><td width="78"><p>קצבה חודשית למבוטח</p></td><td width="60"><p>לא בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>לא רלוונטי, הכיסוי הביטוחי לא בתוקף</p><p> </p></td></tr><tr><td width="69"><p>חברות ביטוח</p></td><td width="59"><p>אובדן כושר עבודה</p></td><td width="90"><p>פוליסה בחברת ביטוח שנמכרה עד ל-07/2017</p></td><td width="72"><p>מלחמה או פעולת איבה (טרור)</p></td><td width="78"><p>קצבה חודשית למבוטח</p></td><td width="60"><p>לא בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>לא רלוונטי הכיסוי הביטוחי לא בתוקף</p></td></tr><tr><td width="69"><p>חברות ביטוח</p></td><td width="59"><p>אובדן כושר עבודה</p></td><td width="90"><p>פוליסה בחברת ביטוח שנמכרה החל <br />מ-08/2017 ואילך</p></td><td width="72"><p>מלחמה או פעולות איבה (טרור) שנמשכת <strong>מתחת ל- 48 שעות</strong></p></td><td width="78"><p>קצבה חודשית למבוטח</p></td><td width="60"><p>בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>יש קיזוזים אלא אם הפוליסה כוללת הרחבת כיסוי לביטול קיזוז</p></td></tr><tr><td width="69"><p>חברות ביטוח</p></td><td width="59"><p>אובדן כושר עבודה</p></td><td width="90"><p>פוליסה בחברת ביטוח שנמכרה החל <br />מ-08/2017 ואילך</p></td><td width="72"><p>מלחמה או פעולות איבה (טרור) שנמשכת <strong>מעל 48 שעות</strong></p></td><td width="78"><p>קצבה חודשית למבוטח</p></td><td width="60"><p>בתוקף בתנאים מסוימים</p></td><td width="60"><p>יש זכאות רק בתנאי שהפיצוי שמתקבל מגורם ממשלתי <strong>נמוך </strong>מהפיצוי בפוליסה</p></td><td width="65"><p>יש קיזוזים אלא אם הפוליסה כוללת הרחבת כיסוי לביטול קיזוז</p></td></tr><tr><td width="69"><p>חברות ביטוח</p></td><td width="59"><p>&quot;מטריה&quot;- אובדן כושר עבודה</p></td><td width="90"><p>פוליסה מסוג מטריה בחברת ביטוח המרחיבה את הגדרות הכיסוי לנכות בקרנות פנסיה חדשות עבור עמיתים פעילים מבוטחים (שאינם במסלול יסוד בקרן משלימה)</p><p> </p></td><td width="72"><p>פגיעת טיל</p></td><td width="78"><p>קצבה חודשית למבוטח</p></td><td width="60"><p>לא בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>לא רלוונטי, הכיסוי לא בתוקף</p></td></tr><tr><td width="69"><p>חברות ביטוח</p></td><td width="59"><p>&quot;מטריה&quot;- אובדן כושר עבודה</p></td><td width="90"><p>פוליסה בחברת ביטוח המרחיבה הגדרות כיסוי שאירים ונכות של קרנות פנסיה חדשות (לעמיתים פעילים שאינם במסלול יסוד בקרן משלימה)</p></td><td width="72"><p>מלחמה או פעולת איבה (טרור) שנמשכת <strong>מעל 48 שעות</strong></p></td><td width="78"><p>קצבה חודשית למבוטח עד גיל תום תקופה</p></td><td width="60"><p>בתוקף בתנאים מסוימים</p></td><td width="60"><p>יש זכאות רק בתנאי שהפיצוי שמתקבל מגורם ממשלתי <strong>נמוך </strong>מהפיצוי בפוליסה</p></td><td width="65"><p>יש קיזוזים אלא אם הפוליסה כוללת הרחבת כיסוי לביטול קיזוז</p></td></tr><tr><td width="69"><p>חברות ביטוח</p></td><td width="59"><p>ביטוח תאונות אישיות, נכות מתאונה, מוות מתאונה ומחלות קשות</p></td><td width="90"><p>פוליסות בחברות ביטוח בהן מוענק פיצוי כספי בהתאם למקרה הביטוח</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>פיצוי חד פעמי למבוטח או לזכאים <br />(יורשים עפ&quot;י צוואה ואם אין, מוטבים ואם לא נקבעו מוטבים היורשים החוקיים)</p></td><td width="60"><p>לא בתוקף במרבית המקרים</p></td><td width="60"><p>יש זכאות רק בחלק קטן מהפוליסות ששווקו בהן בוטל חריג מלחמה</p></td><td width="65"><p>אין קיזוזים</p></td></tr><tr><td width="69"><p>חברות ביטוח</p></td><td width="59"><p>ביטוח חיים כולל ביטוח חיים למשכנתא &#8211; פטירה</p></td><td width="90"><p>חברת ביטוח</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>פיצוי חד פעמי פטור ממס לזכאים <br />(יורשים עפ&quot;י צוואה  ואם אין, מוטבים ואם לא נקבעו מוטבים היורשים החוקיים)</p></td><td width="60"><p>בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>אין קיזוזים</p></td></tr><tr><td width="69"><p>חברה מנהלת</p></td><td width="59"><p>קופות גמל  &#8211; פטירה</p></td><td width="90"><p>כספי החסכון שמקורם בכספי תגמולים</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>סכום החסכון משולם חד פעמי בפטור ממס לזכאים (יורשים עפ&quot;י צוואה ואם אין, מוטבים ואם לא נקבעו מוטבים היורשים החוקיים)</p></td><td width="60"><p>בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>אין קיזוזים</p></td></tr><tr><td width="69"><p>חברה מנהלת</p></td><td width="59"><p>קופות גמל  &#8211; נכות (במידה ונקבעה לצמיתות בשיעור של 75% לפחות לאחר פתיחת הקופה)</p></td><td width="90"><p>כספי החסכון שמקורם בכספי תגמולים</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>סכום החסכון במלואו משולם חד פעמי בפטור ממס לזכאים <br />(יורשים עפ&quot;י צוואה ואם אין, מוטבים ואם לא נקבעו מוטבים היורשים החוקיים)</p></td><td width="60"><p>בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>אין קיזוזים</p></td></tr><tr><td width="69"><p>חברות ביטוח</p></td><td width="59"><p>ביטוח מנהלים ופוליסות תגמולים לעצמאי &#8211; פטירה</p></td><td width="90"><p>כספי החסכון שמקורם בכספי תגמולים וכספי ביטוח חיים אם קיים.</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>סכום החסכון במלואו משולם חד פעמי בפטור ממס לזכאים <br />(יורשים עפ&quot;י צוואה ואם אין, מוטבים ואם לא נקבעו מוטבים היורשים החוקיים)</p><p> </p></td><td width="60"><p>בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>אין קיזוזים</p></td></tr><tr><td width="69"><p>חברות ביטוח</p></td><td width="59"><p>ביטוח מנהלים ופוליסות תגמולים לעצמאי &#8211; נכות (במידה ונקבעה לצמיתות בשיעור של 75% לפחות לאחר פתיחת הקופה)</p></td><td width="90"><p>כספי החסכון שמקורם בכספי תגמולים וכספי ביטוח חיים אם קיים.</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>סכום החסכון במלואו משולם חד פעמי בפטור ממס לזכאים (יורשים עפ&quot;י צוואה ואם אין, מוטבים ואם לא נקבעו מוטבים היורשים החוקיים)</p></td><td width="60"><p>בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>אין קיזוזים</p></td></tr><tr><td width="69"><p>חברה מנהלת</p></td><td width="59"><p>קרנות השתלמות &#8211; פטירה בלבד<br />(אין בנכות תנאים מיוחדים)</p></td><td width="90"><p>כספי החסכון</p></td><td width="72"><p>פגיעת טיל, מלחמה או פעולות איבה (טרור)</p></td><td width="78"><p>סכום החסכון משולם חד פעמי בפטור ממס לזכאים (יורשים עפ&quot;י צוואה ואם אין, מוטבים ואם לא נקבעו מוטבים היורשים החוקיים). (יתכן מס רווחי הון על רווחים מעל תקרה)</p></td><td width="60"><p>בתוקף</p></td><td width="60"><p>יש זכאות</p></td><td width="65"><p>אין קיזוזים</p></td></tr></tbody></table>						</div>
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							<p style="text-align: center;">האמור במאמר אינו מובא כתחליף לקבלת יעוץ והוא מהווה מידע כללי בלבד, אשר אינו מהווה יעוץ ו/או תחליף לייעוץ ו/או שיווק מכל סוג שהוא ואין להסתמך עליו בכל צורה שהיא. כל פעולה שנעשית ע&quot;פ המידע והפרטים האמורים במאמר זה הינה על אחריות המשתמש בלבד. בכל מקרה ספציפי יש להיעזר בבעל מקצוע המתמצא בתחום. לקבלת שירותי שיווק פנסיוני אנא <a style="background-color: #ffffff;" href="https://www.ofs.co.il/%d7%99%d7%a6%d7%99%d7%a8%d7%aa-%d7%a7%d7%a9%d7%a8/">צרו עמנו קשר</a></p>						</div>
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		<p>הפוסט <a href="https://www.ofs.co.il/blog/2024/03/12/%d7%96%d7%9b%d7%95%d7%99%d7%95%d7%aa-%d7%95%d7%9b%d7%99%d7%a1%d7%95%d7%99%d7%99%d7%9d-%d7%91%d7%99%d7%98%d7%95%d7%97-%d7%9e%d7%9c%d7%97%d7%9e%d7%94/">זכויות וכיסויים בזמן מלחמה</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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