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	<title>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>
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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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												<a class="elementor-accordion-title" tabindex="0">קרן השתלמות לעצמאי</a>
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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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" 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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nRERIx3TnNr32K2nnfiSsQgdffPMwv6hb8WQOT1HRxfMInPFuxgg3YIHinZ1CSYYH9mD2sXn+S8mSNeiR7Y6p5GZeNC1nw+m8kfLWDBGhHBeBeSI4x+X3s8iUIcj3z6Cp+8/g5vT57PbFHHz0UdP58nBEy064yPP2HSR5+z/PgtjJJ6KFU4A52ifyIJ0T/LicV7Oavvj59wJlsfiXjGeqpoD9fk9uFpzHnzjzz/6+f444t/4I9/eIlXFOlFXn7uNzz3q+f51S+nMnOrIXrJ5aTn+xKo9gWb3/kLH849yaE7hSTVl1MRpMaNtW8x+d05TD3ohmlUOdViDPsqf8aiDyfxxhItjht4E++syu3jM5n+p9/wu3/7Gb96fgpvLrzIhTvRxBUG4qO3i30fvcgHL/6W54RT8NKLL4hy/I7f//yX/O6XL/PuUiUOudaQ1D3EcGsOtS6nuLF9BvNnTOfDj4SAvv8mH/7p97wo6vPcn+Yye68petEi6uvrpqvQm2DVpez8+He8Ier3++cerK/4+/nf84df/4xfv/guz32mygmzDOrbH7leMCqc5pYIMdb3cXDyK3zwm1/w/O+f5wVR1pf/8LIirz+99BJ/fEGU4Tf/ya/+5fe89MZSVmgE4iIiv3ZhZ0o9VdFY/B4zXvg1L7/wIi++KI4vtv/Db3/Lr/71T7z+6R723k4nvLqKykgd7A5PZ9affyfa69/51XOf8trc85yzDyOmwBcPXREEvPlb3vr1r/jdcy/z8h//zGt/fpXX//Rn3pDSn//Eay+LNvzNz/nP3/+F3045xj7dWCoaHzrx/xWM0F2ZQa6fNZ625ljZmGJx4wTK66fy2Tsf8MGi8xywKSK5/kkC3EB9uh32x5ay6Z3f8Rcxnn71mzd5c84+dusH4V/ZTUNHDdU+6txc9iJTn/8Zv5+6m5WG+QRWjOfyfSAL8I+eNoZ74vC1skBb2R7/mBKFd6awWYOt9JTHUmB3HMNjG1h18DoHr/vjFRhMSHAQAbbXsTiyhP17jrH9ZjoeGU20FQeT7aKE2ta1LF98BqVboUTWFpOb7oH7pZ2cWr2Y1Qeuo+JeRmppDY15HsRZHuXEmnUsX3mBy84xxDWWkpMRR0JoEOHiOCFB/riZqnNp7XwRgauidCcLPxcT3JWWsXr7ZfZY5ZJZU0aB4xVu7tzCObNgPKpFNF0gBPjMPjYuUuPSnWTiq/JJczPGw8wY8+AYfGPCCbfTxOTIarZsOMiWK4F4p7YKh6SV9ooUYq2UubxuDovnrmHteVesktpo7StnINsA0wvKbDjoiE14Ge09jTQUppEdE0p0mNQ24+0TEiSERn0vyqvnsU3ZCq2AQlJDjXHR2sfqtUps36WOqbEh9p4+eId4EOBwGfXtm1i/7BQqdonEiujl0WtGI32ibGXJRNxQRmPdMvafVEXVJYQ7IeKYQV4Euehxedtm9q4/ySXPeByD3LA7toTTIoLcpePDTfeJsgU4i3LsF/20jKW7r3HKvoCimkbaKyNIEx7/ubVCqGdtYp2SK7bpvTT2tdERoonHuQ0c1PbkaszwIwI8wlBXHQ25gSLiPoD61uUs2naNM7fjyMgJJspMjbOLVnNs30HULSzQsvXB3i+EIC9LrE+v58iaDWzT9Mcmf4yWtjIqHY9zfc0kFq89weYr3jh4hYhySymY0GDhGFw/ierKmazfrswJ1wZEsK0oA1SQaa+J7ob1nNF2xLpsjJpHTiYMtYtI1kOdW4e/YO2iecyaNU84JZ+xQKSF8+eL39nM/vgN3hWi9Nt/fYuPV2mgFp5HUJQdt3e+z5I//II/TxMRlXku4VlZ5N/ejdqC3/PKa7N4b48LJr6plPhdwGL727z1x3f5zewLHDaJJDPejWTbY5z88n0miTx+9S9/4rd/XMvWSybYxdhhpneCAwvnsmzObOYvEE6VcJJmf/AG7/zuZzz381/w0swDrDPNI7peig7t8DqxmN2LV7BO2QINS1ccdE+isXkq8179pXAqXuTX729nmZo3/rlZlGU746y6nQMLZrB43jw+E2nBZ+Pp8/mzmDf9PT7+03/y+9++yi8/PMR+nWhqWx85dzDYwGCRC/76B9i9UAi+iOTf+fMrvP7uFD6SonSR16IFn/HZtI+Y9NoLvPSv/8pzf5jMjBOuGKd1UV+VSJ7zOVQ3LmHpjBmirecxX7T3whkfM+NtIeC/eJ5X3lnLeoNYfGq6aSwOJdXyCGeWfciUl3/Br//lZX79wko2XrIQDqozFtpb2fzab3jzl7/lD29MZtLCFSxds5H1wpZsXCul5axZOoM5777AH3/zEj9/ZR1blLworf26V1nHhG1sp6O+msbaKuorUymMNeHWmfVsmLWc1YducTOxgzLpct1j9NHXmkthgAFmBxew/O3f8tLPf8Yvf/c2b8zayW7DEOHclpDheRXr9X9k9su/4gXRvxtFRB1WO5HF94AswD96qoXO+uBobsb588JLjqt++AYM6VRXoTVpTlc4Y5qAWcLEconefDo8jnPzvIgyrydhmyktFHv3xhBjcJITC7dySN0dTxGYdIrl/Sk2BCsv5cD+s+yzryayQdpeSEyLHz4XDgjjsJtTRqEEC8f7MR+1IZ5krbVcPibyvZ1DQJgvcSbCEGw4zfaLnoTkJhPlaozRKTWM3JNJ6RDRbos/PhrKHFl1AV2PKALTA3E+t5fLJy9zNb6ZHGne9ObRFHEJ7UM7WLnxBpYuUvwv0UZDhhP253ayb/5nrFwhotSLzlh6BQnHwBxHW1u0rdKIyutQmP2n0ZtkQeC5pZxQvom6iNQLq5LJdlXl9ErhcCw9IZyFCCJqB8avkQ0XkW12Gq2N6zmq641VKTQ9+Uw0zTEehF06jqljAO7CYxJNPEEJqTfPob/3IJec4rDwC8RTfQc3rpugnwalD9qKCleSzfayTYjYdo1EsivFwUbrGMy+hfOVbWxesoyFX+xln4YjFkEJhLla4muig7l/Gv7lY3Q+EiCNM8JYuQuJxnvZsuksWzUjia2ooDbeCkcRPe9dLgmOkzBcrZQrtu9gMP4qbqqb2XDcElWfTqrbuhhMNiDg8iZ2qzlyIWhA9MbDjBb7kXB5BeeOneGIYy3hNRMrxHiq8DPE8cgqlLWsuZE2JgzkxKoJhrvrqEn2J9rNijtOQlTt7LG3tsZWSqJfbW3MMVPbyfGF7/DpiyKtvIRyYD4h0a64HZnM2td/xitTtvKlfjbBqblUOR/kyqJXePXNL5h+2h+HxDwqo7Sx3fcRH/3pPX4/U4WDltkU1dXSXRZDrK0ql9d8wPQXX+GlV9exQc0at8wogsO9cbawwlZKohw2ViZYaOxDadk7THtVROkzDrBaL5XoohwqQ8+jueRDpr2zjOUq/txOEZFueTL5/saYHVvE6g9f5oXfTOKdL9TR9o8irTqJGH/hBFvd5o6DiMzsbLltbcNtGxvsbW9hZaSE8rqpzHr9LV7+aB8HrkVQ+8CNmAqEQz5UGU9W+B1sDC5xft0MVs/8lBmrTrBD1QJz69s42NlgbayJ0YkVbJ70Eu/+5VOmHrDjelQ3lZX51CZ54u1gg8UtS2xsbnP79m1szTQwObOS9ZPe4aOPVrPuWjgeQoQ6+tvoKY4m3v4iVzZ8zMyXXuYPr6xizSXRDzkxRIh5dGXxm0x9WTgBM7ew/pIdhnfEnPfyxtdbJB83PJ1NMD69ks1T3+H1N1ex5ZQrJVX3Z8vXY4j+6nQKxLhyur6PvSsWMm/KWjaed8GhcJjGR09T3UPYtuYQIowOsHfyX/jk+Z/z4n/+nP/41Z/582dH2XTRGpNrJ7m29VM+mzyXGTuMuB7ZSNETryl/O2QB/tEjIrp6F2xuGnFayZuAuJqHBUW6k6/MgQT7Sxy57IWOd8P9u/S68unzVxZG4izbdBOFEbg7EqvIczfgxsbdqGo64tYi3aMqvMn8UNKNTmNkcIsbCV1kKTIS+4zlkXRLA611+1A3DcBPHLJDkc99RupSyLyxmWtnT3HKoZCwAmHQArS4tGk/O7eLSNLXBSs3V8yMfAhNrxOC1M3YUAQBhtqc26GDha9wCrI8cVHdyIlth4RBzCK4WspZHGwgDH+zK5zdrIWHXao4mKRokaRHOGFk5sYtbQ2slDaxZ/1Wlq8+yplz2tx0i8KnoJ9a6c7UMTGhu/OpqSwjt3yY1gfC1u4kG8IuruKsmjGXwrsoaq+izOcy11ctYttOLTRCWsi5t30vbSF6+F7czFldN3Tix6h6NASeoC3Omcgre7lmfAeTHOFG3W36kWoybl3E7OghNF1ixwX40k70dYzQSRgh70Ex6o2lKkyTs0cucexiKHkloqOEg1DifgM3N0v0rU3QPLSJQ2tXsHrPeXadMcHIOoiY0maaxCB56ktauqKpDLzMmcPq7L8cRUxZM5059gSrfcm2LcfYdD2R0PLBiXEmRL/Bk1RnVQ4cN0bZooSKZjEwqu+QYn6E3aeMOWpZTPkjNnOwWETq1/egd+UqV8JaH3jkaITGCHP8VdahetVGtOEoxY8EPGOjwwz199LX1UJXew11dXVUVrfQ3NJFd3e3SK3CwTHB89hMlr75Lh9+eYmz/mWkF8SQbrCaI9NEtPvBMmYpBWIfGEOuw3GurJrB1NkH2WWWTlxnB101zvgqzWfx6x/yl/mXOOpQTpl0Y8VoHz0VYQRdWMHuGZ8ybcVlTtuLKLqzh56+Hro7RRm6JsrR1SSmmBPR2kvZ8Mkr/GnyPlZdTyEqP4uqkPNcXfEBH7wwiU9W6KDuXUbp0DCj/S1URxlhuX0y8557jbcmHREOSjKJwwN0SPk3N9BRU0ltXRM1bd20TdS3vTqUIM117Pj4bf7y8W72Xo2g+lEBHhPO1VAfA33dtFYkEX11PaeXz2L+XhMueFRS3d5Nj8ivq7WQjthrWOyZJKJPIcA7bqEZPST6cIDhflFPaZsusW2P+FtKrRk0hV9CZ8Ms5n4qBFgzGFchwIouH+mjtyqKUI017J/1MdO+VOOEUwkFbS30ljoRqjafFe+/xl/mHmGXlbALlf309Yno827qbqDS+yLGW0UkPmMzm877U1T9TRRuVJjAPHLuXER3/Scs+vAVXnnhj/zx1ZnM2KbLRZ9yslseuNntQYQzO1J0GxeN/ayfvZgVs6ewYu4bvPfnF/j9Cx/w+odfsHj+LNZ8+QXztmhywjKdlKZBhp6Y2bdDFuAfPRUMNrhwW0+XE0ed8YisePi056iwXrWuxNoLY3rMnItCuBTXQiVac+jxP4eV5jm26yVim3Q3JGqk0M8c8x0H0LjmhHt9D/XdldQn+uJnbouzdyLJwoK3KjaXRpswbra6GG49iOYtf3yF/j1692q/EIYMg63oKJ3k9J1SIho6RIQqvPj969nx+XoOXTVHV0RmYRmNNCoMrpDwXl98zG+gdMoR5/AiahozyAs0wt7kFoZepSRUSdtJMlBAoqfYf981Ql2SGG4vpzXWGG8bE/T8SwjPzqYy3BhnpZWsnfkZc5YqoWSbTtrAeOlpyaYxTA9PB1tMg5tJvReNQXu8NWHqa1C+aMrlyE4Kuyoo9rqK7potnFK1xb4CHryENJptR7blYS4auHMpeJAyxd0aj9OdZE/stW1c0LZAPbiP3Lvb9VeRZqaO+fHDaLnGYjkRAetp66Md3UvGg/kNpYg+MeLiKeGkqHtSUJBBXawnbloGOIuIN762lKxIU2yPL2LD3HlMX3mZE9b5ZLQ9TXkn6EukLlqPCyc1OaoRRWxpC60ZNoRcWsnBM3qcdG8mv/1uHqIFh5MoiTdF9Ywx6jdSKWkSprc/kgKfixw9qMVBjQhSa3sfcAyFk5MbTpDGOUxvWHOnuJeye2dLx2iLvU2EiOAv6dmhE/e4AN9joEYIXCAJccmE5Q3R9OAZ1wIhfKrzWPPue3yw+BJn/CopEMJSG3AWrZVv8+6rn/Le4lPsOXoO7UPr2L1pH5tVPLFL76RduoOi2xt/ZRGJvjWVGZtMFc5XvWK8tzJY7onT2W3sXbWHI0Yi2hPlf+jxmgfpDqfYaiN7pr/Ga5/uEgKcRnhZA22Zt/E+s4i1Uz9j1hZjrvjXoTihJNEYRea1Vex97y3e+3g/u2+nk6xYMUxfSRp5AcHEZ1dRLJbc68mRTNKMd3Bk8tu8/ckuIcCRjwvwgwzVUGazh4trZjB7qyEqXo0POM3CgtTY4XtuHks/mMSMraJ8MSOUPTW7Rsg3xHLPAhZOWsMGIcBuojLjMtnOcJUvrud3sn/lLg7piXWlg+N3zA9FU2C/nQMz3uTdKXtYf7OY8HuNcJ++6Gs47JvOgqWH2HYtkaK6R06tfxX9TXQXehGgd5BjS6Yy75N3eO+1V3jt5dd59f21fHncHpvkeqQp/6hujjSlUu1xCo0D21myWZPLN4xxMzvGuRXv8snvfs6vfv48v/vt63y6YAdbbsTgUjz4sO39HpAF+EdPA0Otfty5doXTO4ywCcgX8eu4LI0zKOZTMCmuGhzcrcM5vWjyu6XHSwRCeLp9lTDXUGLr9QRuKwRYWlNLnpcJJltFRHvtDm417dS151KeHIyXbwZRma303Jv5Yp+RQlKsrqInolkNsycLcF9lImn6m7h6+qjwgMsROkdnWTARais4vGQZGy96Y5HeN3534XAHndXxlIYbcsvYjEvmaUTkSkNb1GW4lramBhFlif0VBlE6x5tFgo8NuqdvEe6fQU9VJrm31ES9rmAUX0+ytElvJW1R+lidWM3qxbvYpuKKW0EPTYNjDJaFkWu4Ea1zyhxzrCX4gZso2uIsCRER8JkLQoCD6ykU5ZLuND6/5TKapjFkSvozsa2CCi9qPFS5ZubLlaC+pwowea5kGm3j3EVDTjg3kXbX8PRXkmpyQUTAB7niEoO5bwCeF7ehq6WHZlQv6Q+eyx1Ioib2BqonrnJezZaCDC+SPC3ROHYLG+8c0YsStSLa0sX60Jesl+4kveCHc1qL4g7oRw3OOKJju+KoDtfh/HFNjmmFCAEuozjMFMcTW7ig74JFkcLkPkAB1fnO6KpZoKefRKmIREUFKY+7yaW9qpw460Z49cRpetFaY53ZZAY6YHzRGAuHaDK7hh54dnKU1mh7IjT3cNXYCaOM0cdOQStG91AD9XG38Li4iWOndDjrXEfSvWtvIwym2xCsNIcVb7/H+19c4LRfBYXDot65t7DdP5d5L/2J19+cy5T5G9m++xTKRt44ZHRR1y+i0K4skbcW1zbPZ9HUTWzTDMVDjIluEUEOdiVSFnID/XOXOHfFHa/sFuomjvo4YoA2B5J5awO7pr3K659uY6VOBkHVooRtBdQH6mKnIwy7dTw+Ob337/auj6Pk1lZOzJnMRzNPc9Q5h+yRXrqEMEdeO43qpqOcNw9RzLPx4SDaoyuBOP0tHJj0Nm99LARY+wkR8IN0iT612ceFZZ8waaFwRExSyBVexPi0FrO3/DbuygtYJgR4tiTA0UKAn+ZlDJcykHodk+3zmP/pKtZfDsClVjhSoyMMdadRFWGEocollC+54JreNDEuJfKoDFVDY+kHTHr7S+aeDMQu68HZJMZKezapxqKcK2awcLs2p12qqGx/8sh9Ir319BRHkujvhJ2lBRbGehio7eHk8klM/eO7vDfzqGjfLOLEYcfH5316832JubyU7ctXM++kF05pNfTVR5NqfpAzC1/l/d//ml/8vxd4ddJWNhnE4FU5OOF0fH/IAvyjp5PhzlgCdC6gtvEcencSkXT0vs0Ss6ZbRAlOlzi4+TJntUJJ7xwdF+i7Anz5LFuEANvcE+Aa8jyNMdmyF3VtR1xq+qgebKO7tZ7qhh5auh+cAJIAF5BsqY3uxv1cFgLsI1zpxwU4gTS9TWifOsRxxwoChYD216VReHML2vu3s884DVfh0o8MNzJQGkiItchPSUVEVG44CdWRXqs5jnRsYQjFYYelSoyJI3WFEOpuhYa6B6FRBbQXCUN1+ShaR5W5HlZKnMKyif26iin1v47pwVVsXneMfcJr9S8RIlwSSur11aifOMFB+5qH7mKUBDhYEmB1cy6JqDs/yZkwc3UOHrfFwL1ExEMPMCoKVexFpZcmhnZhGEQP8bTLVWM5TmQIAT517joHbKpIrpnwaAaqhACrYXpECPCdcQH2kARYUxfNyEcEuD+RaoUAX0NF2Yy86FuE2OhweNdN9B0yqJjoppH2LCqCdDDYv5ZNqw5zyCAcr6JBOh7yHO4iCXAsVQoB1ua4liexhbHEuRmiu+sU160jCBdD6r5gSmYrh7JcNwzEWDG9lUF1hzT6mmnIvsOtA8c5d8QYx/xO6qXNeypoDDfjjoE26sYhOCU20zbywLOxom/rw5wIUj/MDRt3bCvGqH60nGPi6A0iChRj5+BnHzJ1qTJ7bWtIuKeEQ/SnWRN0VgjwW+/y/kJVTvuWky8Mek9jEKEXV7LpjZf5y6vzmLXtGtc8koV4d9E6MsJYRx7FflrCUVvEl7OWMn+LEXrCIxP+gyhZF80FkaR4O+LlE0N4nqhj/4NlfxSxU2MAGWbr2Tntz7z+yRZWXEvHX7p4PiLaqDGL0vQ4EjOKyCqpp7GljZa2dhrTvYi7upo98+Yyafk1LokBWd5RREWAcOyWTeWzTzawSScQDzEWxv27IVHueGL1NrN/0lu8KQR4z1cK8KhwUlNIN9mB8ufv89GknWzQDiWqc2zi3o0mKLuN2z0BNkEz5q4jNMhoTzPtTbXU1zdSV99Ea1U85UEXubphFrM/WMKy085Y5XZR2dtFU1k86b5OeHtHEZrdRI0Ife+3VytNGZZY75rGgr9M5eM1RmgFN9yPxNszKfPXRmfDbL6ctoQVqm7cyhmgRTJTT2JYFLC3ja6+AdolX12aUiP9jPa20N4i+qq5hWbhvDfm+ZJmvJ2DU9/n/Y+2scUsET9hRpo7esTm0oN0EiO0pTngcUR6umEh0w86YxFdz9BgkxjCQQTpi2h+2su888uf8ZuXp/PeSi1U72SR1T78mJB/F2QB/tEzxGhfMammKuht3crZm/44C0vXPjzAUF0mBUEmeBvs4sS+rXyxThhVMyF6vRNvJ2rKptNTGWttVfabZeKUJS2Vhl8V2Z4mGGw9yOVrTng1jn6Fly+G20ge8VbCkG0+grZFECFCLB/UCYneiiSSr+9EV/kkKt7VhIlZNtJeRrvnSWzOrGHj0Wsc1LiNpfBQLXTVuHhOHeWLt7EOyqVQBL8D4n99TfkUhrvia2kkPFkjjAxNMNW/grHWcZTV9TlnnkpcSS0tOc64HFzMpplfsu6COxYZ7ffKIz1PWeZ+nsub17FyoxZX/IqIy4wmSncXuiqqqPjUE3XvNNgYLTG3CVHfzEVdW7S9sklwvor7jQscuRGOjX8K5cmeRLhZYGpojJH+DQzVzqJ74RLXXJLwLhNRwD0bKNp1rJXOymSSvW5z+9RmVDYuZv3Jmyj5NJN791kbEQEnml7B9OQpbvgk4hAcLCLgPdzQMUQ/qY/sB0/H9sZRE3cDdRVjLqpakeujgfulTSyetY21p+/gnNcrInxpQ6Fg3ZnkOJxCa9sylu3QRcmxmMIOMXYUGT3IXQHW5fwJHU5esCIq1gZ3GwPOHDTG2i2MtIpEIv0dcTQywNRAD5MbKmhd0+CUji82QaL9RRQpjYueikhCVHahtmEd+zSMuHz7Dg5Wplhf1eCGkS02sVWkCUfsfhmkNuimOMCZO8rnMHcWjphwYB515hROV6k1fudmsvDVl3lFRIm7bOtIvBeWDzGQbkXg6Zksff1N3pqrxCnfMnLFmoGePPLNdnNuxp/44I3ZTBcCrOUWSVhiFLEBIuq7cYKza+ewaNJMZq2+wElb0ed1dzuxm5bSQorS86ho6v4a0Y4kwIFkmK5lx6cv8cr7G1iilYZfpaQL9bRkBBFhb4qdqaEYywYi3eSmsbGIrveitPJT5s5eydxjXtzO6qSjMZEC03Uc/uAPvPbqSpZpB+Ml5tC4fycJcByxuhvY+7F0anUnO65EUtX8qACLfhmtoy43kiDji+hsFe3zwdu8/vYW1msEENIxNnEqXQhwqQ2upz9jydsfMX2TMZoJo1RKb7arTyHL8xaO+lroX9dHR/cGxjoq6JxaLebb27z36hQ++lJdjK9MkhpbaagqpVhqr4auJ7SXcIjKgglTXcy2j6Tr3RtYefYWVv6BBPl54Gl0Ao0t05n73lQmLVJF+U4eGSKTx90KMW5Gu+gsiibT2wbnO8G4JTVRJgKN0aE2emrSyU2KITImgYSEJFKCLfC7LMo7ZRofzTjIkVs+uMbH4uN0By/vGOKqu2kbHhT94yDsyEyWf/AX3vnsAOvPOOIWXURVbzPN+T4Eaaxhz+TnefkXv+GXz01j6lY9NAOEk978NA/hmyML8E+B4TZqfK7geHwFu5VucTm8g7L2FjpSrHE/vZDtM17jw1mr+ey4K8aRLYrnUxXmvrmIzgB9fKxN0QmsIqxaWiqJcDV5oc5YKmlzyyaEBDExn3YmVWFkRopIFhGo6VkdbDwTyRCLHr0W0lOdS7rFZeyFobFObSZDEgbhTY6mGeF7cRkr5s7gnfdmMWfBOtbuVkPFxB+v1DoqegaFeZFoF8LqjpfqJkXUM2fyJ3z6ySQmf/Apkz/5nOWHjNERylkyJCZPvj2ux75g5cdzmb1ZeNX+ZdTctfLSG3ia4ogwuojWgXNcc03EIymdcDMNnM3MsE5re0DkRmlJ8iP2phrWrgHYRucQaauLp6UxhkH5hEQGkGAqjPm6WUx7/0M+/fBTPvx0BUt26HMjRAicFKUrGlpCtKtop6poQ4z3LuXLN95k+rRVbND05nbBMA0TUd5Yfw0pztY4X7+JZ1IeESmJhBhp4GB7R3HtrPyeey0y7kmiId1GRJ1eIgUK4bqOt9pivpw6n1nbjbkS0kLpvbr0MlTtS4L9BU4d0eGcQQxpDb2SSX4Eka8kwBF6qJy8zolTNwn3McTdzRF1ozBCo8PIE+tuHFzO8o/fY9pHH/HRu1P4bMURDlmKSKJimN6Jd4uOthVSandKOHKTWTBnFh9OX8qy9Uc5rOWMTXQFxR0jDDzkAQjTOlYiIkwHTM4Z4eCTTIFotscM7uiEAKvOZ/G77/DuInVOuDeRfu90hIiAUy0JPDOXFR9O5dOV2mJOVFMi1oyKMdfqq4r5xreZ8cYb/Ondz/hs2SrWrFzE0pkfM+N9Idhvz2LKEiVOm8cRVTf0wBvFRhkeECLUP/jUN509jJgIDf6km65n+9Q3eXPaATYZ5xDT0EF7sQe+auvZ8clrTH7zNd74y5u8LdI7f/kLf3npRV5/+XXeXnSSHZbCQWwSQtIQT7Hxeo5OfoN3P9rBZqNohaM7LmrCkWqPJfr6JvZPeZ8P55zkiHEqNQ+/aUW0bSsj9d4ECmdzxyev8uFv/4Pf/e5tXvjwEHtuRJEgMhMlFggPtMQal7OLWfbxAr44YI9ZTj/1PSUiIr3E1ZWTmf/qH3jztTd4XTg477whxPNPL/Hn3/1S5Pcav/twD+svC2Gt7qRHEm2pvR7q5/uMNGVRZLmbi1/8kXf++Aovvi7m8/Q5zJk6iWlvvcI7r4n2mL2f9VfC8cvvVpTv8aYXg2RAzDePi+htmsfihfvYohWBX0kzrdWRpFgeQm3LIj5fuJxly1exfslMvpj0Pm+/v4b523QwdTHnzq2jHFr2BYvXXULZo5jMjjaaMm/jsGcKS1/8J55//i/89pNDbNaMJLK2l7HhRtqzrHA8+QVf/umXvPwf/8nvP93GEvUIfLKfdq7+myML8E+BMWFwcm2Iub6B7WtPslkMgsDSBhrKY0i9o4+F9iW0bjphHVFGlohm7xrdse5mevPiKEhPIaGqhwrFuBGDWUQY9SVZJAYnkJpZQaMQkkem8gOINSP1VOamER+cRFZhHS1isj1q2Afam6hKjiErKZm85r7xqGZMHLApnnw/A26oKXHyuCoXr1li4hxJeE4j9Q8dtJfumlTSPMywu3YB7cuXuHTpEpcvaqKhYYalVyrJTUPCII3Q35JFXrA9jiZW3HKIISK3iYcvG/XSmptIpp8fMVmlpFTUkZcYQ15aGvmtA9x/idUoXVVFlCdEklNUTG5NHYWiDjkpaWTVdlBTlUdphIgUTLTQvHCBy+oaXNS2xvhOCsmVnRPRxF1EAUYbaC0MJez2DQwuaqF70xW3RCFEighfYkzxVrPKrAwyY1MpqW+mql76RF802Vl5lHSL8tyzPuKPvkrh3aeSklFCclYVLSWJFIXb4mRhgZlrPMHCYD0cBDXSWZVMuH8UwRGFVHcOKNythxH5KiLg6yICvsrhkzaEhQaSWVRAZG4DNXVltOQHEWpriKG6GlcuXuKCmg76wgnwzW6kQhoOEzkx1ElfcaDixSk6KsqcOn0FLRM3nGJENCrE8rFjj4pwuF1EhW42aGoG4BVZozjV/ZjtFsaPInN8NTezZtEuNii54ZzbR8Pduo4NiCqYE6yykl1bjrL1mjCKRRNvLxoVTke2OSGqs1nyxm/5j3/8N375s3/nP372H/zyV3/k5fe+YMHOq1y0SyKuoue73VQz1gc17qSa72Lnso0s3nsb46gaahtTKXI9xKkZv+e5v/s7/qdIfyfS/5hIf/d3/8w//GYOMw/fxiKnDzGsGauMJf/GFs6t/ZIvD5lzNaSCcrF83DntY6g1lpBrhzj95Vp2nbfDMqmRtv5HWrg9l8aAk2guf4mX/378mH//iw95aYkuKm5lir5TtPVIDWOifV00D7Bl4yWUzNJJqW+io8AOn3Mzmffb/8M/TpRZSv/z7/6HSH/P/xZ///PPX+a3s5TZaZxFatPT3sX+AH3VdMdqY7P/Q6b87v/x//7u/+P//n//wP/5+//DP/3rS/xh0lbWXvbBMaOdxqfqmih4dzJJJts4+MFz/OE/ZzB5pxm3YmNJDLmG7uo3mParf+Af/9c/80//9O/88pcv8uJbXzBn7y20naNIizHFQ20Wn//pOX7z5g6W68QSXpFNSeQVtBe/ygf/4+/4l3/8Ff/66XHW3sgmvmGiXYdLqAq4jMH6d5jx/G/5/fuijzVjxFh7yHB9J2QB/kkghnlnHKU+wnvbeJitB6xwEqLTKBl0EY1IAcnjXqNYNiK9K7qH/r4++kfvvsBd5CUM2OBgH90i+hx4OER5AmIwjkqf+eoX2w8x+JQXtY5KHx+QjtM/wOi9ry+IfUc66Gmpoaqsmuq6DjoGvupF8nfr82iaWP1NGB4W1RxQvAO7b1gId2+fqOuAdISJDSTGGBocpL9XGO3hfkZGxd/Cmx/oF/ve3eyhcoyX5auL81XbjYrlwpnq66e3Z0AcU/SPKFuvaLcBEXk9tv2wMHD9vfQPiDpITfnVB1YwJt1IJPIaHBBR0xOfQxLLpMeQwrRQOnKZPWe8CM+sVUShUr+M7/Fgfe/X53Gkhf30dzbTVF1HfeN4/46LxuOMdJXQmyaE1dEKHadCIgsei33HGRJCXeZOjJMBl656YhlUTrWwefeKIMZvZ6o3yVaamNj7Y5suvdd6Yp109JZoClyVUFkzhxlvvs3HH0xi0szFLNpwksOaLjjGVFAqnJ1H5OubMyoEuDaYfB89tLXtue5aRn6LKEhbHIV3TqO6+XPmfDqVGVOmM3vmLGZPn8bsaVOYOnMlCzbpcOWOcCSFZybVa6g6gyIHTW4bGKAfUEx83cj9+gpXb7AjkzgHc6y0zBWnSfNF0407dQ/QlE21hwqG+xeyUBznU1HvuasOsV03CrdsMebuZjhUz1i5JxHutuhZJROYJc3begYyLPC8tJZNC2cx5eOpzJo+U1HuOTPF74wZzPx0MvMWb2bTFV+sUoTj8JTue5hOqA8i3uIoxxaJtvjLG7z3zod88Mlc5q4+yQGdANwzWmj6SjMkOr8nlzwXVa5tmMfCOTvYpOqAS2IYUYEG6O76kvVTP2Lqx58yafJs5izazuYzt7gZUk5OUxvdlUHEGu7k8OdzmLtClWM2ySRWpFESa4DR/uWsfO9d5i1YK6J6T8yT+x54gY1o4YYw0m1PcWbtetbuuY5OcCU5T7nv49sgC/BPhbF6WotDcdYzxUjfg5iKtseexX0S9yfxgzx56ZORtv1623+TXH8s/NeW+Rse7QcpnMh0QoCVj19hn0owMU99Duj7RET3lenkON7A1dYR56w2Cp4Wfg73MtZcRH1xHulFzZS3PXotWzgkDRXUF2RRXC3d+DPuPIwj6jfSRldFIoke1tga3cTU8g6OPpFEpOSTU95Ks9j+e2naMXHUtjJaSzJJy60ht36YfslTGWyksyKdrMQYIsKjiIqMIiY6muioSEWKjE4mNk04ASLkuyuiQ5ITk5+u+IhKadsgXQ95qQOMDDRSW1xMYU4lDe3SHRNPqEN/Oz2VmRSlSMeMJCwsgpikbNLL22kQbX1v++EexlrLqKssJ7dKeouaWCai+dHWYqqy44iPjiJclDs6KlpR7hjx7+gokWe4yC8+lbTSFmq6RTZfqxGFmzPcSltxLAlut7DWu8p1vVuY2PnhHZNPZkUHj77Q63FE7w930lkYToaXObftfHGILKOgro6G2gLyEsKJ9HLHy9UND59gAqJERJ9fS03X6PiZPantkgMIsjDDzjmEoCJR/p5WusQYK06LJy4klJjYFFJLmpAeQX4oxhhroqMiiSjfIAJCMsgXffbQParfEVmAfzKIyd3bRElmDrnpRTR29X3FaWMZmachrEtnCvVJ1piZOKNnn0v+vXO7PxDSNyGFEazLjiH4tgs+fglkdww9/b4D6Ws6g0Nit6d9dnGMkZGx8bvkn4YQx6HOJtqbmmjqfOSzgt8XCrEdZFSUVSrKd7HLI6LOg0NPq6/IfUwcQ6z8Xmy/1L5DIsJ+8sF+IAYZ626guaaC8moR8QqH4BvXZaiTsa4amtq6qJOE8tEMnnjGZ5yRvj66a2ppbxXOmfj3087SPIkRMX57egbol75l+j0jC/BPCDFtGB4aYkia8NIkmlguI/P1EaOmq1xEiMmkZZWQXNr/xO/Yfq+MihCno4CavAQiRdSTXNCuiPC+x0Di2SFPwm/I2Ffp5NdgfOdvlcV/rcfxtZAFWEbmb43BHoZ72+kWHn23JIQ/tF2STtX21tPZXENlUy/N47f2ysj8zSMLsIyMjIyMzDNAFmAZGRkZGZlnwF8VYOns1OOPJMhJTnKSk5zkJCdF+nZXpb9agKXnJutqa8nLzSU7K0tOcpKTnOQkJzk9kCR9LC0tpbm5mcHBb/ZsylcKcH19Pc5OThw/cpSd27axa8cO8btdTnKSk5zkJKe/2bRj6zZFkv4+eugwOlevERIcrBDhb8JXCnB+QQHHjx7llT+8pEiTPv6EqZ9OYuqkyeO/cpKTnOQkJzn9jaVpk6cwXaS3Xn+DP7/8R+bP/YwbenqUl0ufwvr6fKUA5+TkKBT+lRdfYtmSpehoX8PM2IRbpqaKX1NjYznJSU5ykpOc/qaSlYUF1paWHNy7j/feepspQpSvamlRWiJ9EuTr85UCnCsEeNeOnUz66BOuaV+luqqa3t5exbuFpd+enh45yUlOcpKTnP6m0tDQkOI97n7ePqxevoKF8+ahd/36DyDA23co1N3YyIiurv+Kd8bKyMjIyMj8+JHelb1j61a+XLwYPV1dSoqLJ9Z8Pb62AJvcvEl3t/wKGxkZGRkZGYm42Fj27NzJii+//GEF+KahIZ2d3+N3mGRkZGRkZH7CSF+J2rV9O8uXLv3hBbij4+t8AE9GRkZGRua/P7IAy8jIyMjIPANkAZaRkZGRkXkGyAIsIyMjIyPzDJAFWEZGRkZG5hkgC7CMjIyMjMwzQBZgGRkZGRmZZ4AswDIyMjIyMs8AWYBlZGRkZGSeAbIAy8jIyMjIPANkAZaRkZGRkXkGyAIsIyMjIyPzDJAFWEZGRkZG5hkgC7CMjIyMjMwzQBZgGRkZGRmZZ4AswDIyMjIyz56xUcaGBxnq76O3t5eenh56pN+nJbFe2q5vYIjBkTFGJ7L5KSELsIyMjIzMM2aQvo46KnMyyE5IID0tnfTMTDIyMp6aMtPTSBcpPiWfjKJGWvvHJvL6oRiB0WGGhNiL/74XZAGWkZGRkXmGSLFrK41lcQTYWGKjb8IdZxc8vLzwcHd/avL2dMXN1QlDE0fM7MJILW1kaDzD752xnla6q4uoqa6lsn2EruGJFd8RWYBlZGRkBCOdbfTUVdHY1k6zMLCDE8v/axGh1XAbA5111DV0Utc6yuD3ZOx/vIjIkjqqCsJwummBlZEDEVGxJKekkJSU9NSUkpxAQnwotiYm6F7UxtbBjZjMYvLr+2gbULTk90APAzUpZLiZcFv7GjftQ/ErHaDue1J6WYBlZGRkEEY7M45MdxdCErNJ7oJnYq1GBxmtj6cyyQOv4CyCMgbo6J9Y99+WCQEuScDDKZigwGxau/sYHh7+q2looIkcXzMsjqzm1PaNnNC0wjiigayW8bj6WzM2wnBvK23FwcRanuTc0inMfXcuiw9bYJjRR5kcAcvIyMh8HwhTPVZJnpsx1sdOc906GK8maJ5Y+1/KcBfdieaE3zzBOV0v9EK6qO+dWPfflgkBLk3C0zWSiMgS+r+2enZT6X8dk7VvsuTtF/nky2PssSkhpGY812/NcButaW4EX9vM0UVv89avf8Nzv/6QGXtMuZ7WR6kswDI/KMMjwhkf+hqncYYYFV5738AYQ4+NeGnBCENisI781Qn1zfzVsdFhBnt6GRgQ5ZxY9hhfuw4TDA+Jgg5/s4kr9hkb7GNIFOLRs1Ijg4MMi/RVNRsbGZOc7ceZyHfwCfmODo8yOvLoTtJRRFuL/ES1n4DUCoMMis7o+6pzq1I2f63BRNtLSTrME+s2JiKT3l76+79hWz7CmOi7x+v5KFIJBsUYG6/XQ0WXyjk8oGiTp1ZZsYNYO1pIktVlrq3byvkbXrgIARZB1BMYE+N9hEHRMVL2X42U+ahi7D/eJ+PrpOUPzY2RDrpCtPC+sIFdag6oBXRT1zex7uswKvIdHh9zT+ybCcbEOBjuH/jKm4nGxLqxiUykcTr6WCWkncdvSBJN8jCjYkexUNp9WKwfefKgnEBaJwlwIp53wggNzaez/2ue4x1ppczzEnqLfsvU3/4fXpi8mRVG+XhXjOf6rRlupinBFnelpWyb+gp/+sVveOGFKcw7aolBRj/lsgDL/FCMDHXSVJRPUWoahaVlVDQ2UtfQQGOdSM1ttHUPTXio0syqp6sxl8yMEjIK2sXEkSalhJhAA1W01op1WSVk59VQ39hMa2cvXWJnyU5IjI0N0tHeQUtzB/0D0qSTZnM/vR3ttLeI/PqGnmA8e+luKqYoMZ6U5DwKGvrofGRCjAx10VT8VXUYROjDPUb7u+kqyaUiO53cihpKm9poam6ltaWD9u5++iUDNLHtg4y0VNKWn0RuYRnZzaP3yyGckq6qEmpysihraKVRWIP7+0umoZ3ujnoqKpqpF+UfudsgE4w2VyjyzSkYz/feTR+ibdoqSqnIzaeyufP+adKRRnqa88jLLSQ9u5qqmiZaOrrp6B1B6LWgWzRbMRVFuSSn11HRMKAwnwpGexgbaBH90EVzu+g2RTcII97fQafUN+199A49UL72arorcimqaKS4DfoesnS99LWUUpycQEpiDnm13bR9leA/kWF6W4VBzkinIDObktpaakT/NdTV01jfRFOr6Cvh8I03iQgP+0qpLpXqJfqtVrSlYrmgv4WhhjxKS8vJqh6g9REhGx0aoF3k3dJYS2tvOUl3DDDZuRk1HUvMc5rIrhdRkDhuc6to5z7JmRBHHBX/ri8nL6+emvq7GQ4x0NlEc1UltWKflv6714+lP2qpqywjN7eR+pYH2lz0x3BvFZXFZeTniTzvdrDoi5F4QyJ1drBf1YKT9sWkFjfQ0dooxqPIu2uAHqkY41s/wigDDVU05KRSUFhIfn0LNWKfVim1d9MtnNW7bTPQXEdjbgZl5VWIpuHhpulmsL+R2uomakT/9fX3090oxlRuHhV1Yg6LSoznI8o6INqhuk7k00m3GGsKhEc52FBLe0UZtZ3tVDQ3UZ4nxmtlLU1ibD0+HKT9vr0AlyoE+HdM/d3/5cXJW1gpBNjnuwrwWB99zcXk+Zty+9gC1r71O97442RmHbLkRnqfLMAyPxB91bRkueJ2/TzKe/Zz6vhxlM6f5eyZMyidOsWZ0yqcv2SCqVcaceUdNNclUuirha7SeY5fcMIuroZKMaFHBmppS7HG+/ohTu4/yM49xzl1SknkpYmWmS/uyUIEGoVhqUwgKjAUV/8cihqECLcWUhZmgZOOEmrKFzmvbYNVQCbpDYOShAjEtGpLoyTYEFO1YxzZe4xTF0wxcEslvnKILmmT0Trac93x0FURddgn6nBMHFcc+8E6qN/ExD2ZuIoeOgfa6SoKIsJQmUt7tnHw8DEOnzmP0lklzotflcvG6DnEEZbfQutDE08If5Y3MTdOcOnsBZRuReNfMC6KY8NN1EdY4amljNYNJyxj6ygX7aJgTJSyLpy0gNsY3grEOayCZiEo9+mlM8ODaP3jXDxzESXzWAILuySzyHB7Oin22uifOoe6oS8e+W00DAhBKvMn1uI0l47uY8eu4xw7doazov0u6TlgG1FCpjCGTRm2+N1QEu2hi4ZNAvF1w3RJlrw5g9p4JwKD4/HP6qG+o5k2qT0stdBTOo2Kmj5XrcIJyW2hvq+T9mxPog3Pckn1Oup2yURXDUz0jaAjm6pIU6wun+TY3qOcUDFE1ymByCIhxF/HaI32MdacRq7fTW6cFvvvOcBZUQYl5bOKvlM6dYYzZzW4YuiGS2I1hY31wlG5Q7CxMmeOX+XirSgiq4RTJ9WrK5/mGGNu617h/HUfHOObqL1XhnZ6apOIsLbhzm1fgguKCfMx59a2mexetYjlB8+y/+Q5zkvHVNFC3TQIt8g0ynNFf7tboHPdizsxQmB6a6lOF/sbqXBV6RTHzxlxzSGVmKpeeoYa6Cm8g5+hGsqnb4jlKSQ1jo2L3WAxrakW2Gkqc/KYLtdsE8RYHBAOnBDtAluSddewde06pi4/yt5Dp8VcOCXm4AXOX7bklph7KfW9j1yjFrl25pLnfROzE7s5vmcPB04pc0pJ1OH0Wc6JeXfJ0FOUuZRS4dw2FYYSY6KGvuYN9H3ySWwS0fhETrSlU5vghLWVJ1ZeQszL08gONsNU9MFFLXtuJwpBlU6Lj5SK7nbGydSK62ZxxJcLQZb2H66m1M+JANObuEUE4OjvjInaOa5cNMY0uISslkfPjHxXAb6M/pLnmfH8/+OP07ezxrgA38rxXL890nwco6cmnUzTnZyb9Tzv/3ky0w5YoC8LsMwPRkcWNSFXMNwzlwXv/IV33vyQDz6dycwZM5gzfRrTP/6ESe9N44td11DxKiYxI4YMq4OorhbbzNnKGjUvnPOEKLQVUe6riemez1g5dyqTJk9l+qTJTH3vPaZ/vpu12mG4x8ZTHmWAoaoGB8554p9dQX1lpDDu+1BZPYW5kyfx4cefs1gcS8O3lEzh/Q/3iUgvxYkQgyOcP7COlQs+Y+HsJSzapM5523Ria/ro7y0Q+naVm/vEunefUod3p7Jg2xVRBxEd1dfQnGqJo/JGNs2YzGdTpjJj+kxmT5/K7Mnv8/HH85j0xQXOWCSR1j3ywClh4YCk2OOtvILts6YxZ9kZjlgIQWoZomegmrpgXawOLWP9ki2sP22DRWwtZb3S6WMRNubfwufqflZt1eGESSrFPQ/GNB00JdnieXYZW2eKfFcqc8w6jcTGVjpqgojU38mBubP4bOFB9huF4p1bQk70bVzPLmfP51OYOnka00Qdpr33LtNmfMnis87oeqeSGWCAi9JiVs9ZyKz1mqi4l5LeKspa4EGy0S5ULxpxzq2SrIo8qqMMMTmwnPVT3mW6aLtJCw5xQD8IHykij7bC+fgXbJozl7kbL3PeOZvkVulyQBu9WZ5EmQiH5MgG1nwxn89nf8Hna5U5YRxFaEmnIpJ/0NV4jJFORst9iDPezeGFH/Lxa2/yzgdTmDR1JnNmTGf2tKlMfudDps9czUatAKwTyimMtsRLdSkb5s5jxio1TtvnCUEZZqgrl9rgKxjsW8rKpTvZonYHm+QOqvulsxkNdBY6YrVvN8e2aXA9NBvfeE/RPks4/MWHTJs6g6nimLOnfMC0yVN497MTbDptjp/7dey1j7FxhXBKDVzwywrBy+oCGpvmsXb+ND7+cCGfrb7IBY980uoqqYszwF601Zczv2Dupquoe5WQIcbHQG8WdUEX0ds5lzkfzmX6MhWU7LNJqO1hsCaMApsDnFr3GZM+Ef04ebqou+jXjyfzwVsLWLJDB30xlvIeakthWxvDiLM6w+nlc/ni008V433mDKkOH4k+nMR7k4U4nb6DmxgvxYVeBGhv5/CXy1i+8xrqdzJI6RhEcQKr3p8C+xPs363KDnU3QlP9iLsjHNgvZzN/1iY2XvDBIa2VttZsMcY1uLpzM8vXaqDhXUCJmBwD/Tkk3jiL9ub1qBnro2F5jbPrPmfljGWsOGKOQWg5xX13z8xI/BgFeJyRtkIKbfZzYe4LfPCqEOD9sgDL/JAMNNJVHEqq+QG0dy9l8aazbFS2wtTaFnvb29joX0B7+wJ2bjvIVsNkXFNracj0FBP/MKfXr2TJUhGJWMYR29xMVXEC6QFOeDrZclvsa2tugNWZ1RzZvI75h6y55uRNrjCQ1w8eZd1GQyyiM8hvEwYq0o+wO1bc1j/Ppe2LWL98OyvOe2CXlE1NVQIxziIqvm6Gi7srPi7mWFw6zJFVK9m0Sx119zwS6oVQlUSSZn2Ia3uWsmTTGTYoiTpY3a/DVVGHHVv2sdUgCY+cNroassiL8cfXyYE7YhsHW1vsbosIxeocF/dvZNm03ew+54pv48AD1wYH6G3IpyRUROxn17B/xUoWH7iFZkAV1d0d9FQK79n9mjCyX7Bm3lJWHDJDN7iGil4RL9Y7E25ynA1bdTlpkEKJEPb79NNbn0dRiBkOp1exd9UqFh2y5FpgGVWNxVSluuCmsZfjK0S+O85x3Coe7+hM8iPcCXIR5RZlt5Wep7y4i4ui/Rbu0GaPcQqJqQkURepiqbyeNQu2sv64E7czGijNFf13bS0HD5xnk14KkWl5tJXEEO3ngqvVdQxVRN0XLWT11vOcd80kJCuHTG897ESdt6zczLL9ZhgGxJJXlUyUpwPW101xcXXB180aa+3jnFi7go1bznDeLpWIahHff5VlHBtgrL2ImihTfC+Ium9Yz8I91zl9Veo7qU9EPypvR3n956w9YcI5z2oy8nIojdLHTnUjGz7fyKo95pjGi3YeaqGzIplMeyV0d33OkoVr+fK4HSZx9VTTS29VAG7H9nN60zkhwHlEN1VSkuxPtKcdToo2FMezuYyJxg7WLd3H6i062PnY4WKjwfGlGzmy8xCa1qZoW9ljLJK9tT56h9ayb9kqtgjhMpEixZJk8vyFM3h8I+sXrGfjEVOMY2so6G+isyyaFFcNNPcsZ9Wshaw6ZMj18AbyG4RzUBRDQqArznZSnW8r6m12VZnjixawec1hlD0Liex8UGQGoKecmpwoIrxccRPll+pgf1uqgw63tPaxXRx/xQpNboTlkNMuXSZw5o4YC3sWfsYXa89xyi6DhAaRY28sVX7nOb5XjW3n/AjPzqWmIJAgo5OcWyPafb2Iyo3iCMyvpTHThQC1dez4fAWrlZ2xyuqhobuKLIuL3Ni+CXUrJ6yS4vGx1kB3x2I2r9zCZnUPLJM7abp3c5lUix+nAI+2F1N0WwjwZ7IAy/xXMdoHBbfJcLyI0s1w9COHpCtt4/QU0eJ2ApNzB9hyNRqLNGmhmPxd4cSICXps/hb2nbPjjpjI9YodHkTkkmNKoO4hVh+4iaqVF7nxpticPM7ulRfQC0giZWSU5rsXifqLaYm4hOHJvSzdrIeOnTMpCeboqV7h1FkXggq6xJGHGKwIJVp7M0rC4954KQCzjFEGB0UmFfbkOKujfDMMvQgR6U1kK10LbXU/ien5/WzRisAsYeixG53uU0Cxnx5Xlu3h+AkhtNW9VE2suU8rvak38VDfwor1F9mrm0pum5SjyLcxmnDDo5xePIcv569j/RkbjH0SyUhyIdztJpf1/LH2l05BP+Gq3lgLPckGuF3czJfrL7H/Rjr5HVKIMkx/kR/Rl9dwetsWNl6Pwz53fJeHqPJSRFK7919g47U0kmukMlXTlmKMwZZNbF+jjnZwEWnlUWTZHOT0oTOsUgnGL6GS4ZGRiWt1on1LhChdkY61lS16STgKGzHSX0N/hh63VXezfJ0mqsYOxCRZYXDlCidO2OGd1iJ6e5Th+lgSDXZxYcsqNpx3Qz+6j5av88aijlxGojSxNzXk+O1ywsomlkvkO5NmsJXjZ3U4aFdPWpO0sIbubAtu7dnCtsUnueieQbJYKtV4ON+H2GtbObVqFp8t2cm688IJi0wkKTUEtxs3Mda2xS+nDmGzn0ANozV2mKtc4LAwvi6JWaSnuOB0ZA3Hv/yS7edN0AwqJ71LMvg99CfewFdtLVsP63PMsZ5ChcmrojHhFobb1rNz1Sku++SRJNRB0eNDldSEGWF3cAF7th5ir1WRQjyexFhrJnGah9A5dIQrfgWEiby/nkx1MNbgg8upIxz98hxXfXLJFrHz8JgQYW9tdLZ8zupZn7Nshxaqt4XjlRRIWrAYI4aOXLMrIK9x/CijDQmk3djB5e2rWHfRh5sZQ3R219IRa4DDmbVsWHOMfdoeuMQkE+Bgg52OEa6xhYpIva+7lHKHU9zcvZj1J2+hGthBhXAgxvnxCvBwawEF1vtQkyNgmf86+qHSmYw7lzip5YW2d8v4tVWJgUqGglWx0zjOVu0obiXeHebVFPkaor9+J0qqljhUDz1BqIRJL7cjxuw0Gw6boGofQVGeF36XTnFm9Sm0PVKJEfPuntgjZmiLO4FWWuzfdYObZlbEh1zlyv5dbN6gJTz5BkqkzYYa6I3Wwu3KQbapuHE1uJe+fuEUNHuQ43aZU1qeaHk1S7mNM1jFUIga9leOs+2qJMCDDAyKerTW0VFXS72YXPfEWtSiMvwW+mv2o3TKXCHAj9tHUehmX9Icz7F31xUOX00gq0HKoYTWAg8RUTtw/YImxic3c2zbNlZtUhIOhIisbEQEGlVBSu0Ag4/chDWOaK8mL1Lsldm9U5OjV2PJbp0Q6uYcSqyUsLykwgWPQgLqxhc/RHMI1e5nOHxUg81aSSSLPpHEe6QxDC+lI5zfosL1wHzSmzKpCFZH4/hZEVW6455U97Bh7yqi3fOMiKgPs/tGEpbZwhiPiii+wZloB21Oqrlgdsef7OgbGB7dyebVF8WYKSNP2ne0nb4kAwJ19rNTOGYX3epp6PwaprG3kLFkXWyNdDl4I42A3AcsXrk3JdaiP9T02W9TQ0qDtFCUuCOGQPWTqKw7jqZbCvFiac9YM6UR/nhd18bJ6CxXL+xj68oNbN9xEGVdIzTMA3AKLKa8RfSBlM1jVDFS4yiiegPOqYcSntdMW4kPcVqrObB+KytV/bAT6nvvJqYmfwrclDl24joH9TLJbpDK3Ut/bRhuly+hccIAx4RySu91t/ijNpFyYeR1zx5lu0EK9llPdlBGW3OIuX4RE5UrWCdXki6yfrQlx9rb6KuqoLGz54EzNaJ0HeH4qp5BabXoc788Modb6W4MIdbPCX0tI26e2cvFPetZs0E4wwfV0DM0wTwgneDiARS+pERvNdUuGjhfOoGafQJOFcJSSLfw9+RTEqTPjd1r2bFiLTvPCgdZzxVLj3Sya3ol91zQQ1uICYEah1A39cY0c5g6YWbGkWrxoAAX0DXwNcaIxFg75V4a3Fj6Qwvw83zw50lM3ScCAFmAZX5QxoR41HmQLKLHQ6fMULklDLTibh1BZwn9wUK8tM6w/Vo05nH9E9ehWikPt8Vq934uX7LEsXKAcsXyBxgWMl5iR5T5WTYfNUPNOZ2yymSSjJTR3naAy07JCMf4vjGTpHgohJQAM84rOWHtEEFhpg/+xlfRvWyGTXwdOYqJIKZ4lQMpImI/csmda17tihe10+lHutslDp8y5bxZJuWdE3XoKqU/5AIO2mfZeT0K69Q22uuEEXF3wsdGCH5567iwK2IUESWECAFef5DzZy25IwzKEx2LrnDy/YUYHdLhjJ6IcGta6anwJcPtOsYucdhF51MQZU+A1hZ2zp/H7Nnb2X3FC+/yAdoncnkcUa/OEHJ8tDh+8DpndIQAN4s2EaLSWRJL9G0LHG97EVDQRplotIfNtvhXXSDlHuc4ekKbbZrxJFdIro2IfDpSCNFQ5upuVW4E5ZHVX05TthnGZ8+xY+9tnOJrHr7Bp7+ZkbBrBBlf4JxjNs6lo/R2VVOf4kyIky2WvjnEFZTRVBRChIkWeheMMA8vI12haKIcDR7ku1/g5CVHLjlU0ND+NUxjXxGDGUZYXLvMjrNeOEXV3b9JqMiT4tuHhCAactC6SjgwUs1FX/VlEqWrhs7OM+h6pZHQ20ZrdQgBdk7oGgqxSUmkINUGp/Pr2T5rCvOX7WeHUQyeIrq+pwUPMcZQTRg5rle4ft0Sbc8acppFVF8o5obOKo4dOccuixKiqx+wxsMZNGaYc0X1Bmc1Ikkrb2ego5y6dE9crZ2xupMixkbn/ZvWJAaF9xRxEUfNE2zSDMcspvt+Xe/SW0R1rC3m6rpo6/kSUdGueE75fp+LNh1roSoqkLCb1nhGpJMkDR/FunYGm0PxUlVCZeNF0ee5xNVmUxioxx0nT4xDKkhNCCTV+gSq6xYwd/JyVuw3wji29v4cHmqmvyaFRGdrnMyd8UqrIV9UYrwnxxhpyyTvjhrXN81h+fzlLDtrj5EoQJ1iDIhSdOaT7euIm6kNrpH5ZIhB33NvGEh/1FJZkoCbcwShEeVPcYaexCgtoTqYLX+e2S/8My//QAKsOvt3vPvS+3yy04SrKb3yc8AyPyTC5e0OIcPzCkf3C0HRiSKnbXh8sncU0x+oiq3mKRE9igg47u6jFY2UhlhhvmMv6upPE2AxEYtuEykiYOla2HmnAipqiyhxUMXsyE7UbONxE7bonjEcrGWgyIFwVxM0TGLxSGiju0dEG5WFVOYXUNY5NCEUQn3K7Em5cwUlvSBuhvUzKD3TOxopxEtEjvuvcfpalIgeJ+ogORFBathpSQIciV1GJbX5fnifPYv6wWtYZtSSo8hX2rqEomAz9NYeQPmMBc5CgB+PgIWlaxdC6a3JMbG/kmE8aZU1VIRa4KNxmhtu8YoXO7QPdNCbaoXXhfVs/mIty/ebCmNbTfnA077kIlqiLZBMD9EPB65z+noCOU3C6o2W0JgTiLd7BB5h5VSLdnh8f1H22gDK3JQ4fEyTrfcEeISh1gQCL55Bc+d59AJzyRSxUmuVG44qKiJCN8I2WrTHeCaCIYbqCyh10sXD+CZmsVUkdo3Q1VpEboAQ/zvBxJe20iAi+OGhPrpLC6jMzaO0rZ82xf7CDNa4ke+hgYqeNzpejTTddYTuIj1sOjIo9pe+ajPe6lLkSak1t69eYPt+GywDSu+fhRECWGR9AKULBhywriRZIcDCInanEn71PFd3KnHdO4O4mjxqo/WwMTLhjGUhMaXSmKigK82S2ydWs2nBatYp22GS3EFV34N9MMxIfxtd9Rmk3jHASuUcWmZ+uJaPUS/K2hZvS4DyetSEA6CTMEDhQ+pdSptoy5uaZlzRCie9tJmeugxKwpzwDRHtXtRHozjWPUYHGWlIo8nzLPpnD7H8jCdGIU0TAjTG2FAvfe1lVEWLsWSkgqqWA/peFZTeHcv3EIUYySXBQodrG06ibRlMsDQsFevaGGwKwfP8GVQ3qXEjOB2/1AiCdM5gbuqATdEYZUPDomlCSDM/yMlVS/litRoq9qmkdo+M35g1INq/KJhArxCc/QsplB6dU+R9F9H+Xalk2l8QzvQGdh3VRzu4nixhN4ZHGxitjSQmIAAHzyxSSzsZFHneL7+UUz3VZYl4OwcS5JdMbUMjbS3NNDc10SSS9PvEVF9Eiu05rix8jqnP/QuvCAFe+30KcEs++Za7UZnzAu+/MYvZR+0wzemn+vvIXCALsMwTEKZoOFohXie2q3NCPYCklqFxr1whwOex0TjJFq1IYZDvRsANlARZcGvbHi5ctMDhKwQ4wvQE6w8ac9a+hKr6alr9L+OsshMli3hsSxXxpKCNjqIIYq2uYml4i1vhFaS0KlZM8MAMGBH5pt0i3laDizZJ2GQpaiCIU0Slijpc9CexWRh5abFCgFW4feWsiOLDhQAXU5V1B4d9BzixUZ2bydVkK/aXaiYEOMgU3dX7UDp1C8cnnoIWlq4tmGzhsBzZf1UIcCQpZfmkO13H/OB+rtqH4y3USDH6+yppTLDA/sxGdq/ewfYLbljG19Pw4HO29xCORWsAGe4aHDmgIwQ4juwmEdmPiei6qYziskbKGkSdHtGzcUR+QoBLXc9y8IgGmzXiSCqXTosPM9gST8CFU2hsV0I3MId00eLtzVH4X1JDbZsWFtHlE2cABCKyKY1ywlbHkJtmgUSUddAqxHawr5XGknLKi+toG1A8IfsAD1on0TbZdmQ6qHPZKhKTuH5aHhQgie56+sqTKMwvJF0of5uiPg0ignfAQes8O7aKaMwzT7h4ExS6U2S1n7MiytxnWUFyjZTfEGNdKYRpK6MtCbBPJpGFIuK9c4obmlocsCwhRFEpkflAJVWh+ticWs+WNQfYoe6FS1brxD0LIq+uQsqjbnPn6kmUDpzkxGVHbsfUUCX0e0CUq8jXBLNdB9DQdcVThKEPv7Cjgo56Pyxv2KKvG01uhRC/rgZaK4RjUtdCnWiO+13dQ39VIrm+uthd3saWTftZvNcOs4DqCSe0lbZcPyKtL6J57ABHz+hx1U1yLIbou3ta+B7CuRpOIeKGGuc/34uKoR/+kv+mWDchwOdOCwE+h35QDE7hHlif2I/uVXNsSoaF2yAYFdF6RQChegc4s24tGw7c4IpPMTktg4o79wdayygrr6Ootv8Jx5cQ/V4fT7bLVa6fUuaMuhP2CcJZGOpmoKuC6soqCip7aO99pP8V80yMq9pMYj2c8blliJvFVfQuKXHm6FGOHT7C8aPHOPGkdOQAe1bOZeGbv+WN//wFr83cwQaT70+Ah5pyyDXdjtrSD5m59CR7TJOIaR6h59EqfEtkAZZ5gEEGWkRElepNout5dM7tZeU6DU7pxpHZLjxZaZP2Ivr8VLAX0eMegwSsUu6+aUpMzCBLjLcfQP2SDa41g4+fqh0W/Z9vRZTZKbaetOK8Sx31LcLbT9Qj4NJadh3TYvdVfxzdfQj1d8DJ0hh9DRF12YURU91NE530NeVRlBhKiKc7Xm5ueHr54G53G8fLZzHSviYEJRe/fBFVpviT5KWCrspeVq3V4OT1WDLaJm62Ek5En78qDtrn2X8zDue8EqpzXHE8fhrlPXrczqhjfBpISlBEQYgZ1zceQ+WcLV51faKmjyIsnRDKLE8Njh7WR8UkgnTpLmLT4yh/vpDNx4zQjmyk6K7w9FdQH3KVW4fXsHLZSfbrhhPZNET3Y5P6EQHWiSar6f4J+q9GZFbtS5nrGY6f1mGXbjqpVZJZHxJ9HIfPhbNc2nEOg+A8hL9CV1cuibpKXFm9lhMa+uj4BePh40WggxHWxvpo3vTCNmQ82n4io10MNBdQlBxGmLcH3q6ibzxF3zja43RFmZuXLnHNKws/MSi6H1ZrBspiKbpzGQd7Z0wjG4hPz6Eoyowgi8Mc2nWY1bussQguvy90ee4UWh5CRcOEY071pNVLDTcgipBMkLYKmrtVMAjIJCI7jHj99ZzZuI4vjjtzI6xecX1foe9dmVQHa3F925esW3WSk7aZRLX10NtTRl2sGE8XDnBqyzb2KBmjG1RBhsL56xaaGUW0nS7nd2qjZ+5PQm0B6RkxRIrx6OPqgrebEbbWOqhdc8HIuYCK5if312hnNc2ZXoRaqHNdZR+nVfazft95Nu21wT6wjHYRgbeXBhIt5orG4W1s3XuZs2bxhJV0P3CJ5kGEczWcKJzbK6itOo2WeRjRwpMdPwXdwoAQYDc1VS7svIB5aABOfjfRXLuIHetPcPpODhH1IhJXbNsjmsaBYM2t7PhyO+tOOAgHtYkG0WiPDU/hUA805VKYGCzmoxeebl4EeFrgYnyaQyvXs2K5CldExJupcFz+GtLLTKqpTAkl0fEyNmc/Z+VHz/Prf/xH/vl//1/+9Z//H//2xPQv/Oxf/pV//8d/4t//zz/z4ifrWWmQh6fw/r8PAR5sLqbQ6RLmqsc5dzMIp/T2CQfx+0EWYJkHkJ5rdcJHZTn7P3uNT6YvZupOS7R9aoXnPjY+AdvK6Am4jo+ZLpc8CvFR3E0ijcgaiiKdMT95EQMjLyKahx5/l+6QMAf50rVaTc7dCMAgso/2nh7GyhxJvL6KTfOn8cabU5k6bT6fL9vKthO6aDsmEFnaQbsI80aG86mPuYHp8XWsmT6NuZOnMnPaFKZPmcPkGdvZripEO7uETGHYfC+u5si81/l0+iKm7LRAy7uG2v6JOrSX0xOoi6+ZAVe88gmtraa+2A83TT10LtwhpKhViL2ENIWLKIpzwvisHoaGQSS1DkwYtQcYE8LWEkReoD4XLjugfyeFwvJQok12sn/yR0yee5zdN5MVEfi4ERsR0VoGmS7X0NoujO+F2zgUicj6sYn9HQW4Kohqnyto69tz4U41+U1SffpFJJOEv65wVk7r4xhXqjhTMTBYT5mTKjdWvcMXU9/j3alzmDlvJSs3n+aUjiv2cRUUtQ8qXrn5RAaKaUk2xVp5E+tnTeczRd9MZcbUWUyauoG1h82wTKyhQojCw68/7Kch3h4fpbWi7a5zwS0JB7OrmO74lDUz3+PtBQdZczkKv9yecedJMJYXSKn9BQwt3NCJ7qFQcZ61j5HuNEKM9bihZIhDbCEpeaFEaC5n37QP+eSLsxy1yyRJ6NS4GAjBbkgmy+IYuieOcPBGJM7Z5TSKCDDC7BIXD5xHXd8N15RqSjuG6ZPqPSxGRfkdgu2MOXfZAyffMPKTRASpuoVNMyaJ8TiZKR9NYe6i7Wy7FoBdVh8t0rtEH2OUvjx/Eg33orx9q3BGNdBxt8bQ3gGNy54ERJVS35hPjrtw0pQOoqxlhYFvLqk13XQ+9eJolyICjnE2Q+eYITYeaRSIQ4/XtVn0eRTeRqbcuHAL/6RAggI0ubhsMnM+XMlSJW+cstru3/w4UEFDki2WR4UTckCTGxFlpIuMHhO03iKa4w2wPLuW1dIzx5OmM3emyHPap7z93jLmbjTgZkQ5VaK/nzZs7iO9knWQwe42ukr9ybXZyfEFr/LCv/wb//Z//4X/+NnP+YVIv3ws/Qe//sWv+PXPf8F//uyXIgLexgbjfHy+pwh4sKuF6pQY0mOiSatooVY40Q8N3++ILMAyD9BNR0Eoseaq6Jzcz3HVG2i5ZhJTKbzTiVE31t1MX2YYuXGRhBW2UaBQIzG9xpqFiKUS5SGEJzafyt7RidNoDzAsxKM6iarkEAISS4mrFnNdekdsVzbV4SLSVT3Ino1b2Ln7GEeU9dCziyCsuHNCDAVDFbRmueBpeAHVgwc5tv8ARw7u49Bh4XGrWGPsm0d+WyutVdHEW19AX6qDiojeXDKIrrj7+kxR1J4W+rLCRR1iCBdiW9rbRmdzNmmhcYQH51PRIkRKsaUo21gtDeVpRPknEhcnDLT0AgHFugcYE9LQmU19Thj+oVlEZdfR0lpAWZwdjteucFnTHouAAoo7Hnwv9RA9VRmk37HH3zucqNp+6h6zUg8I8MR17G8kwE15tGcGERGXRUhB78Rzl30M9ZSSGR5BqHccmZWi7mLp6Fif6AZvIo2PcfHgVrZs2cO+Ixc4r+uCfViJELmveOe2xFA1Hfle+JsK8Tos9c1BRd8cPnyCA8qm6DimkV7f+0jbSZJaSX6QCYZ793BB0wqbxHyi/Bzw0jrMhVOnOanrinWscA4eMB2jNXk0JfgTm5xDdO2oEDlpaR+j/eXkRItx6RtPZkUzdY2FFAWb46h1EU0dO+xiyykQg/Keho2J8pQEkRXiglNQHnGFtbTWxJPq78Edhwgi89rujz3B2GA7oxUxZCdE4RVbSk6pcDryfQk2v8ylw/sU43Hf7hOcUTXBIqyITKGJj0d+0ggYojM/jCQbTYx1jDH2jCOpulDkl0dUmIgoSxppay2jOMKNACdXvBNFGz3m9T2K6NyRUorTEwj1SiY9t0FxyWO8zzpFnxeSGZtEVHA6peJYZQWBBNy6ytULRujaJxFf3vXQfB3rraIkwI0QRw+C8hoolByniXX36K+iI8cNP9OLqB0+xJF90nw8yNFjZziudosbwhFNrn5axP4VjDUyJBzicDtdtFRUUVVW4aLaBUVSf1K6cIEL51VQO6eC1k0n7OMbEV33NUT/rzMyNER3Wxfd3dJDdd8/sgDLPID0wvUBBnvFgOvsoFMMuh7p+t4DI29seIjhznZ6pPWDEzdoKAS4jwHpNYXSe3q7h578knfpBe09XQyIcdDRN0i3tJu0fGyAoe5GEX2UUFZURkVtM41tPfSIbaQA4l5WY0IEhvroF3l0SXkoUrtInXR09dErvet2bMKTvluHrvE6PBi5jY3crUOXqMOwdOKd4SEpz146OqXPnN09onTwXgYHhGPSMSAm4ei9d1g/hPTW+oEu4S230d4tIuQB6QX8w2Ly9tPfK+rR00/fgPj3ozsPi4hSlLG7q5vukdH7wnAPSYD9FXdyH9x3lZNXv4kAC/p7Rf7tdIrjS0/+jFdLup4nIqmOLtrahKMhGni8VKLdBtrpbqqgskQY8rJaaps6aJPKLrb5q9GE1DfDor53+6b94b7p6Rft+mjbSXfb96eRFeaA8RVbbN3TKO4ZpLdf9HF3B12if7p6B+gXOz7YdKN9vQy0t9LV06t4lea4qAvnRtSrq7OTtnaxvxib0kcTRgal8dIt+qBP1EOMZZHP/azEX2KfQTFuO7rEccWxR/qEYPT00NkrnM4HxozEmPShDlGu3q6JcSPyHxN1HhBjrUtR1w7a2zsVY05xrIn9HkY6uhhLbY3UlVdQV99C18CgKJdou/4ekYcop/SRBJFvX3ePqI8o/9DTbtJ7EOncepcoe7eo/yB9ImS/X8/xtukR5eoQTuDgkGgbaY6IduwRc7y3b0jxwYr72wvGRJ93i/xEnbpEXaWrJw+tl3h0Pir6XCRpXnVL81G6Aeuxvb4GYp9RMTcGRB6iL6QnGnpFX391mtiub4ABMdmfaH++JdL0/qGQBVjmG/P4eJSW/HUTodjsBxzM34SHi/G0Qn2DAn+N6n9zhNi2+JLmdpED+65x4qqIvhq/gQA/sehSQb9mnX5oBrsYrU+mKDkSv8gSksuEEzOx6qt4cum/QV99W0T2kg/53ZG+WiUcrr/q1XwTROHufrroMX7gdpH51sgCLCPzY0VxbTmc/GBjNK86o++YT4WIbv7bIKLT0bpyWqorKW8fovl7FSQZmR8/sgDLyPxYGRVi25ZLY34MkQnFxBf20iU9QPnfBRFOjg30K76ZLLkVsv7K/K0hC7CMzI8V6TV/fW0MdLbQ2j2kuANWPpkoI/PfB1mAZWR+zEh3gPyQd4HIyMg8M2QBlpGRkZGReQbIAiwjIyMjI/MMkAVYRkZGRkbmGSALsIyMjIyMzDNAFmAZGRkZGZlngCzAMjIyMjIyzwBZgGVkZGRkZJ4BsgDLyMjIyMg8A2QBlpGRkZH58SB9iWlkhOFh6ctkfyWJ7b7VB5d+JMgCLCMjIyPzjBGiO9BNZ1M9jVWVVFdXU11TM/77lFRTXaX4raxpor61l76f4MvEZQGWkZGRkXmGSCFsF+21WST6euBj54Sfjx8BQUEEBgQ8NQUH+uLv54OdSzDuoTmUtQ6MZ/cTQhZgGRkZGZlniPQd40ZqCsNwMTLG7KoJHh7eBAQGEuDv/9QUJATY18cVQ30zdK7b4B+VQmVzO209w/T/RKJhWYBlZGRkZJ4hklrWUVkUjYu1Ox53oiipqKaxsZGGhoanpsbGeuprC4l0NsPkzCGuXlDD2DkIn8w2yjrHZf3HjizAMjIyMjLPkHEBripNwtM1kojIUvq/9o1VPVQEGmG+fSqbZ3/M4l3qKLlWElP/fX1fuo+BrhZaGptpau1BBNffK7IAy8jIyMj8MCg+pznx91O5K8CJeLqEExZeSPfg15TPsXbKva9g8OWLzHrx3/jzrJ2sMynEr/K7CLBU4CGG2yqozQgj1seJO3ZOOLmFEJxUQkFjP93Do9/Lt7llAZaRkZH5iTImhKKrrZO2pi4Ghr7qpOsYvR2dtDe20ts/yJMCuZH+AXpa2sT6/sfEa1QI6dDgACPDXz8EHB3upr22mvrqJr76/qgHBPhOGKGh+XT2D42v+muMtFLqoY7eF79h8n/+b577dBPLDfPxrvguAtzLaE8m2V7XMdi7mu1fzOOLBZ+z+MsNrBERtrJhEP65TTQIBf6up7llAZaRkZH5yTHGWF8tLUVhBDvZYGFoiaOjK95+vvj4+OHjLyLJhAKyqztp7WynqzaVFF9H7AxNsbV1xNXLF2//SMKSiimo66Crr52mogRine3x8AglsriDOoVoDsJAHRWF+SSnlVLZ2MXwYBc9ddkUxAYS6uePX2giiQV11HQOcU9nh5voLIsk+o4FlkbmWIvINji9mvKWQfoeU63vKMCel9Ff8jwznvtnXp62ndXGBfh+lwh4oILubFNun1rCotde4c3nnuOVF3/Lc//5G375q7d4c/YhDlslE9EsnJrvqMCyAMvIyMj85BhltDqSHPvjqG6ax5xPpzNz+mwWzJ/H/DlzmTtzHos3KXHQJA7f2BSKArWxOrmSL6dMY+bkGcydNZN5ny1l4eYrnL0VSXxhIlkhOlzfvow1S/ay51ooHvm99AohHan2wdfSmAvaPvikVtPSkkehx2WM9sxn9YJ5TJ+3iU2nzDAOq6CgfyIqrE+gyFMd/ZMbWP3553yxcB1rDxug7Z5HesPgI5Hj9yTAz/8//jh9O2u+qwA3plHnrYr+kbV8uXgVK5YvZtWCj/j45d/wu3/8F557bTZzz3pimj5C03d88kkWYBkZGZmfHCICrk+jNOAG1ponOH7gAPt272X/3r3s27GZ3Ysms3jBUqbssUT9dgTZ4Vb43zzH2QP72bdzt0ir2LlmHjOmb2TRViMswyNISrXHVm0LOz/7jCVrlDhqnkxUQT6tmSbYqhxj7To99LxSKWjOJcNXLFPdw4kdq1k5ZwYLF2xijZont9NraOyopjrRE18DDUyuqnFZ+RjHtq5m9SIhwvuFyHvnkdnCA5Hwj0uARxoKqA23x8/RFksXPzwCfHA3VUJ58VtM/cX/4sWXP+KTw87oJI5QLwuwjIyMzN8gIwMM9bbT0dJIY309DVKSHtGpLqQhRBsH9Z0s2anLEZNUShta6Glvpll6tKdebFOfSnniTfT27WPrl+pc884gq7+DutIwIq/tRGXjclaftuN6UDZlmXZ4Xz7OtiXnULcJJq5LiF5jK021Ih8hmtnOyugeWM+izddQtgwkI98fP3tztNRs8QjLobqpisp0d9xUt3B8zWq2qt3BOHGA+r6JevyoBHhMtGk3nY31ItLvoLt/gIH+NqpjTLHc9iELnv8PXn1/Ocu0wnAug7ZvHWaPIwuwjIyMzE+YkRERDYv0EA2upFidYNNeHQ4bZVBxT+zuIkK3/lB8Lpzi+NJzaLtnkaVY3k93kA6eShs4rOGATkIN5dXhxNxQ5tSSI6gY+xHUPUKjYlsJoUAtXsTZnGPnFg2UNMyJiTLE+OIxtqzRQMe9hHLFdq20hGrjdm49W0+YcOZOPWVtd0Ng6fdHFAGL4gw/2JwDuRQ6H+P8gjf44NUpTNl8A63Acop7FK34nZAFWEZGRuanyEgbPc15xEcnEB6VT11H/8QKobZVziTaKLHt4A1OGqdS1vmooLUz0hmOl7oyyivPo+eZRgbD9A210RhqR6DhNcy9EgltHqC1r4hMq0tcXbsLVQMf3JugeSIXKWKERMribnHhtCnaOndIibPDVfcMJ7Ypo26bQmSX4lYuqPWi1FWZMxfMOWVRTEnD3TuqJQGupbIkAXfncELDS+j72s/49FMXoI3xsueZ9fw/fz/XgO8hcujKpyZQHcMdU5n74XQ+Xq7OKbscEmsHFTX/rsgCLCMjI/OTQ5j/rjTqEm6ho20qhDGG9EqhdAp6odKZBCHA2+8KcIdCAh+gjaGOMCHA51BerYqeVwaZox10NSWT5uOK3W0RiWbUK06xDo21UuRyHcs9G1HVc8GmFOrvXb8VItofRbkQ4KvX3DF0yKWsspTq1DAi3X1EHlUUiE0UYtgSTG2QBurXbFG5XUbpPQGW1t4VYHHcsCJ6vrZ69lLjr4XRl88z8/u6CesuQ6U0Jhhidfgzln4yjSkr1DlhnUFiwyC93znzcWQBlpGRkfnJIQS4OZgybyUO7ldjw7lgoos6J9YJAa5wJM7qNJv36XLMMJnSxwS4laH2UDzVznBmhTI6IgJOHeuisyWTvNRUwpMbqGi+GzX3UxtgiIfSBlT0XTHOvxsBizL0VVATa02QtS569nG4Zw/SoRAnsW6wR/G88b1IsdaPah91tI3d0fRtpeKhU9AtNFSmEHzHHV97V+IiAgjx88TDxQXXOyK5uOL2pORsjYnSZvZM/j0f/O5n/HnGdtaZfB8CLNoiz5Ggy6vZNGMGUxcpc8qhgLS7Tfw9IQuwjIyMzE8OIWsNQoA9lTly5BJb1SOILXkgAi53JN7qDFsPGogIOO0JEbAkwCF4XFTm7CrpFHQqqUIIe0f6Gejvp3dglOEHotzOeEsitTZy9tJNlDxqSShupr0xh+JEb9wNrnPzmgUOsaVk940yMDzIUFcTrbWV1EifFqxvorqijPKAW0SYqKBjF4Z5+gj1opj36aO7uYicEHeCb6ljobaZXUunM+ntt3n3L2/x/jvv8sET0zu8+9of+fNv/oPn/v3n/HnaFtYJD+G7vYhjmNHuDNKsDqM8/30+fm85nx9zwD6jnvruPgYGRBsNDiO9rOuec/EtkQVYRkZG5ieHMP11QVR6X+CcmhFHbmaSWjVxDXisB0odSLZT5ZCqHRcdSqnuelSOmoQAB+N+7QoqO3SxCsxFMv1PvvVpjOFCD3KM1nF43RI+XbCD1RsPcOToMU4qXUJV2x5r3xyym3pE3NhMf0UA4daXUD+wmwNbtrF7xw52bt3OpmVb2LVXnavemcS1CTfhoSJJ3wPuoKO6kIoYc4I1F7P+/V/wz3/3d/zdRPofIv3PJ6T/9ff/m38Q6R///h/4/YdrWKafi3v5dxDggRp6s82xOzaXea+8xB9emcOM9UooX7vBTT3hbNy04XZoHkn1Y9/gVPmTkQVYRkZG5ieHEODGJBrjbmN7JwTzsAbKWidC1jHpJqxQisJtueWayJ3Edtoe+7pBC8PdSUR5uGNtFEx0Rh3tYulTI7qWVOr9LqCzdxFzPpnMlElz+GzJNraeMkJfiG9qi3SiWjBaTV+eHW5XdrFj/hwWTJ3O3JnTmDN7LtMX7mej0h3upDWIo38FPXm0R+ty6/Q6lon95k6fzfzP5rFApIVPSvPmMX/2bObNnMOK3cIhcS0nun78xPY3Z5ShmkgKLTZz8rMXeeHnv+Dff/YcL/7hT7z+p9d47c8fCgdkP/tNY/CvGKVTFmAZGRmZv0G6GumrLaK0qoHi1iF67oavY8PQUUNnbSnFtW1UCpV4/DXRvYwO1VNXVUVxQQvNbYNfHTEOtzNQn0FOpBdejo64uPniE5JAfEYpJU19dE9sxlgvIx1lVOWIdaEhhAUFExocREhIKEGR6cTniGN2Df0VcRyAzgpqCtJJiU8gIS6exITEp6dEkeLjSRApJauIgvo+xbunv93p4UHaM5zxPzmVdW/9K7/+2S/4t3/7Jb/52b/yq3//D/7tuem8t+o6Wv7FlPSMMfTtDnIPWYBlZGRkfopIX+S5f6H2PtIXiKTngr9SHCS5HVZs8o00ZEwc79uFlj8RhugsjiHeUpUbZ3Zz9NBhDhw4zNH9ezgsfvcrG6PpkE5ytXA0Jvb4LsgCLCMjIyMjo2CM0cE++jpaaG9upLmpmaamJvHbqPhtbOmkrXuIwUdffPItkQVYRkZGRkbmGSALsIyMjIyMzDNAFmAZGRkZGZlngCzAMjIyMjIyzwBZgGVkZGRkZJ4BsgDLyMjIyMg8A2QBlpGRkZGReQbIAiwjIyMjI/MMkAVYRkZGRkbmGSALsIyMjIyMzDNAFmAZGRkZGZlngCzAMjIyMjIyzwBZgGVkZGRkZJ4BsgDLyMjIyMg8A2QBlpH5TozC2BDDwyOI//7Kt1XHGOzppaejk76BQYYVS2RkZP5WkQVYRuY7MNLRQldlAdW1ddT0g/jv6Yz2UpcWT6qPNwm5pZQIBf7K7WVk/uYYZWxkmMHBQQZEkn6fmoQTOzgonN+RsZ+sIysLsIzMt0JEvkI+20pyyQ0NIyWzmOLuITp72+lqqqG2qoLy0goqqxtp7OynR2w+OtJJpa85XpdOYeAcinvtKC1SNjIyf/MI0e1tpamihPK8PIqKiigSYlQsfp+eChXb5RZVUlrbQdfQRFY/IWQBlpH5VvQImyGMRGo0vq7xJGQ20dolUrYXUbc10dW4xDklTXSMnHFNqCS/DwZHB+mONSfi2n7O6TmjHdVJRddEdjIyf7NI8WsHLVUpRLo4cMfMCg83D7x9ffH29n5q8vPxwNPTFXMbL+y8ksmv++lNJlmAZWS+DUMNjNUFkRzhh41vOcmVw4y2FtPofRGbc9vYc+IyB88bYGIpDElKNYVCgIckO1PvR6HYRlXDinMWReTV/Tjd9rGBfgbbW+nu7qZLROk/weBCIDX4EL2iDu2tXfT3D8nX3H+USKeB6qkqCMXJ0JRb1y3wCwgiPDKS8PDwp6aoiFBCg70xMzBBR/Mmbn7h5FTUUdMmHF0xYL97X4scRvro62ynVYyfjp4RRibWfF/IAiwj821oq6A/3oFYP0/sUtrJ6BZztSGHGvuTWKif4rRVIrcT66htbKO9d4gBMZcVBmE4i7rM2+hpmKKuHUFaeafC/Py4GKGnsojyiDDSMvPI6RujfWLND87YtzObT96tl5HeCnLT0ogMz6G0uv17N6Ay3wdSr9RRWRyLm50vvl5J1DS10tXV9VdSJx1tlSR73MLs5A4uHj/CFTN3HBObKRQD9rvNqzHGumtozo8mIdATD/dA/CKyyaxop314jNFvN0wfQxZgGZlvwVB1MbVuFoS5u+NZ3U+hmJCj9VlUWR7A6OQ2dl/14lqQiHzrBxmc2GecRtqqwnC4Zoy+hguxxU0I7f4RIZmtZiojRb0uaGB+25+AVmgYX/k1EPtLUUOPiBjaO+js7KRTMpbdvXT3SjfNDDM2OsTwQDfdIsJubWqiqaGexoYG6hpaaWrvoW/w65pO0bLDHbS2ddPaMczwo7sNVdFf6onzrVuoX/UnOL2BgYlVMj8mxgW4qjQJT9coIqJKFQ7r16OHysAb3Nr8Ias/fYPZG5Q56lhGRO14rt+a0Ubq4mxxV93C0TWLWLJoFas3H+OwpjMW4eUUNg9+L2dTZAGWkfkWdJfmk2Vhiq+TG0Ft/VSKZWOtxTS4q2FzbjN7jquxV9UCY7tQwnLqqe4ZnRCIPjrr0/C/aYqlnj0RpUKApMUT/vpXT2ppmxFFPiOPbiiFgCJ9M6MwxsjQMCMPWSrpGBXkuBtisGkPF7QccGmUThD+dcZG+hloLKY6M4q48ED8/YMIDAgi2M+X4NBoIjNqKBMC299XS2N+HHFeHvi5uePh4Ym3jz9+kRkkFAsR7nmgQEPd9LdUUlOUR35OEYVlNVQ3N9Pc0khDUQoFqbHEZ1eT3zhE/6MWtz+X7jQD9FRU2XLEGaeYuh9YgMdbf7wnvxppy9G/suHYk9Z/RQdLq8YUpwK+YqNHEZuOfY1wbmxklJHHPJxxFEPvK+oi5T86PPIVpborwIl43gknLKyArgHpIb2vwWgbZV6X0V/yHNOf+ydenraN1TcL8BET8lsL8Ggfw63xxJoe4fTcvzD91Rf44wu/56XnX+aFDzay4KQHzumt9E5s/l2QBVhG5lvQUZRDosEN3GwcCWzrVQgwfc10Z/iR6HULG4ubXFc9ifrp05wxCsQ2qQuh04IxepoKCLe0xNHMiZjKJhoHRdTXUK6IAqs7++joHWCgr4+BgaHx68b36GKst5rqmgZKagYQAeV9OltFHlXUt7RQ291PV5/IY3BcrJ/MAIM9DdQUFlNa0kCTKNv9TRso8L6F2bZdXNK0wKGymxIRlQ6J8gx+xbW1kT4hjrFO+Oid5fLpIxw5dopjR45ydNsmDh1SQtkmkZDaNtrb4km5fZnLG7ZyaPcBDp9VRklVi2s2wXhmdVDTe/cIoo7F4WTc0cJMTxs1TTN0rplw284aB5fb3NTQ4PpFQ6zDC0nvHn08ahoppDffDCP1i2zfb4dDUBHtIyIKHxb1kE4jTmymMNWjvQwO9NMj2kE0m/i3yKy/V9RZRPNCYST5GGOIgZ4BEd0PMfKoaI0Ic9xdQ0tjA+WNfbR2i4h8aOQR50ZCEpZOOtsaqS5vFNF/B31Su4rCPJjj8GA/7XUNtDSJfp1YJj2e09PSSkdLm3A2hsfLLylfj/h3ZxvN3UPCxnYy0FJLa2cPTaKvvlrGhuhsaqCutJJGcZzOflE3kfrF2JHa5355BulqqKO6qEpxhuL+sBN/CQFsrq+nsqyVts4nHW2M/vYWmkpKqGtoVlzKeFwYpSV3BTiM0NB8UZavedfBSCulHuroffFbpvzmH3h+0maWG+bjXfGk43xN+uroyXfFx+AUJzavZfPKJSyf+wGT//x7fvv76by7Qh+98AqFU/rokPumyAIsI/Mt6CrKJMVAE6dbVrhWdVEozfYx8X99wqB2iqi2OpfCQC2cruxi2ylLztvVUtMumcwReloLCLF3xt3OjYzSTAoyAgg0usLNq5poGZmib2SMqZgvxkYm3LzliGNAKgml7TQ2F9OcZo/HLUO0DPzxTKqnXtjAkVFh0DOCiLW8hqneVTRvGKFveBMTKR9zR+w844gWUXjdgzeRdBdQm2iPs74Gl1V10LXyxyu5krIuyWgP0BBli8OepRzbsoF9WjdQN7qFiYHIT5THPiCFmNIOmvseNj8j/cJIJ3kTbHGVm9euoHX9MldUD7F7yResXHqAExaJxDa30t7si4/KLnZ+vIRt+8+hYmaOiZUDd4LTiK8coFWyvWN9jHVnk+l0BYMDmziqrM4RLXPUjqtgqHpACPERdu08wc5DFtjFV1MhivK4wa1isMYem0tH2DR/N4cPqnHD1BhjE9GuJnaiXWKJK2mhqr6ahswQ0uITiC7qplaocF9DKSUR0aQk5lHY1U1bVwm1eTFEROcQl90mBOLBugvhqk2h0PsGt6+ro6Yh+kfXFDNjE26ZWmJhH4B3bCmFLZLT1ExPRSDRTrpcU9NEQ/0ahobGmNyyH+/nik7hqHXRUSH6zOYmFgb23Ikro7izg47mXFK9XPF2CiZBjLlW6dD9LXQle5ES5Il3UglR0bEkOxlgZ+WIeUgpWU2PXgKZYLBFlCOSCAdj9C9e4bq2DsamNzG+KZKhgfj7NpYu0lmLYioaskX+9lhr6mF6O4yw8h6ahWc31ltMfYodrmLsqitron3VBAsHf7yj8smt7Z1wHDppzPAlQF+Tm6Iu9vE1/3975x2VVZbm675hTc/qmb5r7swfc1eH6b53pu/qeztUpwpaZSirqssqy4iYE2ZBUYxEiQoSRJIkSRJESYIEFVAQkByUnHPOUfJz9/lALWNXW9VN31X7WestLL5zvrO/fTbv7/3ts8/5KBNC/bT4UVDO3NcQ4EjFAf+ED3/yfX62eDcb3cqI+ToOeKSN4Spx7pNvEhV7i7joa1y1PYzuqnl8OH8Nn2sH4i3+9jrFplKAJZI54FFtPuXeZgS7ueKR20WOcgeEcCPTE2Mq9zI60stgXST50TaY2YRgF1hPS8+M+xnoyic2VPxxh8VTVX6brHBTzNYu5PM//JZ35i1iwYLFfLxoIR9+sIAP3lnEZxtPoeOTw62sbMoijHHet4wvvtjPdss4Iir7hfOpolIkIfv181k9/3e8+/5iFixczJIP5rN4wScsXnaQ/WcjCC/qnpnunhphvOgG6R46GO9bxbKPPuaPn21js54fHqmt1Irk1/UwnGjdZRz4+Je8L9ox74MP+fC9d0WblvDhVnMOeT3kfv2zqX16SiT7wR76Olppb22hpTmTirRLuBibc0o3kBAhlH0TvYz0xhKmr8OhpTqY+8Zzu62Dxk7hjIVzHxFdpErOY3WMFvsQYHyYXZuNOROYwI3cfCKEWIdbHsLfRYdTdt4YB5SR2zjzVLEX6WSyK5Jom33sfvc9lrz1NosWL2TxwoXM/8Milq7R5oR/BiFJadxzO4mbpTVm16vJbBeFTV4UYQYisV+IJK6hhbqq66T6GKF3JohzYXU09X05vYti5IEQxtObOLj0XRa/v4j54hx8tPB9lixYwHsLNrLqgAduKQ1U9dTQlGSH39EvWL1IvPb2+yyaN4/F8xayVMOC41dKyGpqoC3Xi8Bja9n0ySY2nbyMb3oO+QUhBBlocUrDEMvIcjJHxTjsraT68km8RD8Z+iTg4iMKi+NqaK5RY7W2GxfiaygfUhz8c/SX0ZFki8eRFXzxztu8+7v3xJj5kCWLlHbPZ9EHH/P+kgPsN/bgSnIoV730OL5KtHmNLke9ckhuGqC3OYV8Hy1MNi9i8Tvv8t4f5rNgsRqrdp7jbGgh+X3jwmM30ZBoj9vuZaz9eAsb9K/iK8SrTSjXU/H6GxPgqXGmRgcZHhDFYnc9TeVp3PUwwmrzH1m3SYe97jnE175qzP15SAGWSN6AybaHdEWac+WiPcbXa0loFO5ysIWOgkTui4o56kY0kRF+RF7zwTMsg+i8XvpGhLRMVtPfdIcbUWlcv1lFi3DKtTmeBJltZsOnK/lk6T4O6ZzGysKCMyZ6nN72GbvXbWCNUTiOsWVUpYeR5H6A45vV+GKjBQaBwjU1lpETaort2vfYsGYT646eQd/MgrOmhhgf2cWOZctYv00Pg6vCvbWLAqCnlKKYIK6cP4+Pqz0X7cRxtLawea1wpYYBBGQ3UtpSSkmiD+EuFthamGNhJkJ3L4a7lvLZWi2W6d4iPLdntjdeQX8e7YkX8Lroh821Wh60K1dge5jsjeaa3hEOfnIQY9coopp6qB+a2eUJXTl0RZ/k7OHDQkiuEnj/IU1dudwKCcD1hC6uZqa43bjPzVZF/l7FI6YflVOdGkaEozUXzMywMBefw1Sf4xs+RWP5crZbR2MTnEiMxTZMNQ+w0T6VG1XVNGZcwXunNka6vlytqqem2I/b1hps2HeeA25FVKls+mOGGWjIIzfCiysXznDeUpw7cxFmhsIZ7mfHF2tYufQw+n7pJLV30lhyk7QrF3C2PoO5qdKv2phqfMqWHdqss0ohNL9FOOA7ZAQZYrJlDRvVdqFtH4Rn1HUCjfeiv1adDSeu4JzTS5MQiLrA43id1OCoRyIuNzNI8jHB5cAKNqzdzabToXintdA5+qznFJad/qJIkmw10Fu7mKWrdrJS8yz6JmLcmJtgfOwA2z5ZxfbtJzgbFkPI7av4iGMfWKbGRtEH5+OryK0rpyrZn0gPK6wtRBFpoMOxrWvYslxdFA1enE9uo6q3h56y2yR7nuLU2uWor9XmuPd94ltg8ImC/Y0J8GMGKujM8iXUUZcj6p+hNl8UoGon2OdRQHLDNyG/UoAlkjdjsJqJPBdCL1px5FwiQRntdHVVUH3rEtdsRbVsfZ4ztp54B8Zxu7CVaqE9oq5moiub1vwIYhPzuZk/QffgtHCORbSX+eNo6cZp83gySjoZGxfuYbSTkRR7Ym0PsNPAX7izTjr6B5jqFtv46XJY7SCahqGEllaTGutK0MmdnPWMwq9inBbl+vH4CEN1KWQ67uWs1h52290lKLeCxtJwgh2dMTWPJLGgRSTCepqzL+N/dAtaGzQ56SsKBmFRBqammJpUrmXOXs/szacvxZLzZiZsNYgj9P7M8rGXM0jrvUBizY9h5xqCT8kUDaoVUF1M9cUSaaGD9pL1HNDSx8gjALerd0jIraNuYHYxVXs2HddPYaN/ik2GIfhHx1GcGUCQpx26WiYYHHPEOzSB1MpqSpV7P1tEgSN2fPaauYJitWY/x4ToE+WZ3RN9NMee54bxDgyco7kQmc19H13sjx1E7eRV/O9nUpYTht9JC2ysI7nd0EpHfRj3PY6w45AD2hcLqOp6fmJXNHpqjPGxMdX9xqNjSv8PMT6QT6qbKZab93DaJYaI9mnapyZn2zMhthHb9ZSL82xNoL0Jey0T8U3pZ2p6jClRPBSHmOOyZwX7T7lgcr2E5Jt+3Diziz2bjnLQLpaIrEIyQi9y3dkG9/hykjqmGOoup/2mKe4ntrN6tyO6vqXUDjwvR2LcifZNZvuQ53UKC/dY7JJHaehX2j3OYH06iWc1OXfwMKZhD7nTMUxbcTQ3jTaJ4m8nOpeyCK+bZkj056T4HKq+HW6hJdmNKNONaOzRZ/uFPO5UjjI9PcFU/0NyPHWw26OOpmW4KB6E5D6+uP03J8BKodzHYF4gty3U2PXRr/m/P/4x//6jf+dnv1Pjc21fPJIbqRPj+YXFkH8mUoAlkjdhsgu6hbhesubUfkecruVSPNRLe30RFZnJpN3PJi2rlNKqVtqHREIWu0yL/3YXp1F4M4KknHLyxJ/DsMqYNDLSEY3v+UtYCgHOnlGqGWoCyPM9gaZRAMYhnXSr8n4DrZle2GvooHvSjytF1dy95UXoaS0uBCcT3qlclZxlup2xxDOEWemwxyoO94RMatKccD2mzY5tjngmifYp2w1XUxdwCk+dHeg43+FSiTJZ/jwNUOZGkIczR85nEpunzLu/DPH7YSFq/vac3W/KBd9kMkSynVk12svUYArJ3lac3b6HY/v2obl/BxobtqJxzIlz0dUUKLo+UsOjPA+C7Q3R1DmHyZmLBLja4nXuJOZmxpw444KpmS32piY42F7AIyyZm+VDNDxJ6q9nPCOIjPPHcAgUxVNBNVXpbgSYHmfLdmsc/f1JSLnKRYdgvK6K89nTx5g41wWhpmjreqLvUUjNCwKsCEY/j4Tw9j7zgO9OKkJE+/buwcI1kpA2Zle9fxkxlso9ifG04qBVAj53e59Mz/bnhpNgtg8rWx+ccwcp62qk+a4zfodF8bJjP3tM3DG1DSD4WgL3a3rpVO0oGlB+mTQvPQ4bB3M2ROwjCr2XUhVOXbgpVpfiOX9POTuzjNZT6nEc95PamIWXkihO3vhADXW+h7movY2j7vfxr1Ad6Vl6UmmKMcTwmCGbDG5zQxnkKh4xcNeemxbbOGETxrl7oiB7cv/d1xDgqZ6/gAA/YnpYuPvb7lzW0+DQ+uWs/HgBH/3+F7z1H7/gt4t3sNUugZCyydm/xzdHCrBE8kYoEldD4e1QLlt4cDU6G2HyngrfCygPmR+graSIopQcShvaVYl4Jkk00d94Az/Tc5ge9eF6QfPsfbdKIvUn57IBh0yuYBbcQqfqFh3hhEuv46NtiJWRHyHFVSTeFM7bcB+2vnEE1ogk/zj7jPdArivJnkZo2cTgcrOAxvxwbtqZYnzMAfc71QitFQlfZJIMZ9JcDmPknoRThniPZ7LrFJMtaVSHW+Hp5oNNdCNZTa+YhhtrYKLCh6v2puw9dBm3qEpFYmYZYXq0hpqcRBKCAgnz88Tr/Eks9q9kzco9rDseQWBON30MMd1XQNHdEIIu+eDl6YWf8wWcDE9hbXyY02f12HdQD80dOlgZHsPeO5iLd7vJ+ZP3S4mOGamiOMyDgDNC0GMLyBV5qb/zNvEOehxasZcTeha4Rsfgl1BCRqlwtco+XbGUikRvpIhHaNNz14BhQrjO7txQ7iWlEFMwRu0TJWulMNgBT639WHneIEycWGGCn0WIHYVuXPewRtv6Dv7JokiZFgI01klj5k3i3NwJvn6PNHEqVQuvuh5Qd90EpwPLUFu5g1VH/HG82UyDavX4JNNjHXRlhZAa7MGliFxiikYYfJlQKMeoDacs5DT6lgEYBtZR3TPTuMmeGoo8TnHJ4DAWEYXcFDXVyEAHneFGBJvsQ98nA38xcJ5OI88yXsKjQnccLW3Ypx9DXLaqvBNMM5HlRbarFqbOUVgnTVH/pH5T+rKZ+qoMIq7dJTGp+kVhfyUTtMfb4bH2J3z003/kP74RAR4TfSjOcUkmGbdukRgrnH+EL1cdD3J02a9Y+Kt3mKfhgcmtQWq/5k38UoAlkjdCSVRj9DTVUZn9gKq6ZlVyfO5K25eYUAlwf3cP7a3i5/DElxJEN4PNt7lmZIKZpj3+WbUIcyEQdk4IcPZlfQ4KATYNbhYCrGS8DtqLw/E+ZIDlnxRg0aq8i9zz1EPLOhr7+Fa6u1rpKcwiPzmDhy19qtWcymch6xLZl/Sx9E/DI0/I/JNqYpSp4QrK4y/jb2qGvdt1IiqHaXiVSel4QOcNPZyMjrHFLAHftC8/gUrptwkmlNt7BvoZ7OuhpyOHhjQH7A8LV77BDocbxVQqCXt6lNGhPno7m+iojScr1gMbUxv0d+3CXHMDmqddOe0VT2rcJVJuheEd38n96pmjvBxRBPWX05HjT6CDHaaWEYRlNDMwPcnUVDE5PgaYrljO9t3mmEYWk9Y8KhytaO94P6O5gWT4W2EbkIJf9hjdz6yChqGS2+S7HcLxgis2dwbJm+lUQQsPr1zAU3Mflp5RhCoCPPvKE8YaocidSE8bIcBJ+KcMqMYKfTkUp0YTHJZOQk4byiL6maOKMdCbS4G/Hra7N7D1yEVMo1oo71NefcTEQCUFsVHEXonhXlEL9aPTr5gqFW/YFkt5pBknDF05fvEBZe0zJ3WiWxHgk3jqa2MuBDiuH4b72+gIM+SK8awAl4rP/fyAHytm5KE7bvZO6Fglc/fB02eoTWZ5CwE+hJlLNDbCbb/UAQsnnxBfTM/QIyYnldu4/kSIIqUy4gwOK7/hKeipR2J89tLdIcZnTw99PbV0lgdy5eRnbPz923yw0QGD6B6qXpwm+rOQAiyRfA2mRBJQxGRiYuw14qsgnMnUKBNTU4y/sKHwWF2pxBoZcGavOe5pleSL306rHLAfWb66HFCmoIOaZgW4jbbCEC5p6mFhICrzokoS44QL19+NtXcsl6tEkn+cfUSCIseZu24n2G8ZifXtAQafHP/L9mWc0SRf7l8Uzioyi5Amkf+V7UabaC+M446fJTZ6huiaXsYnvpzKkekn96c+z6PKRPLt1mN4YC+bL+QQXPi8TXoe8TlHbhBxTrj0Tba4XH+IoqNP9xKCXRZBjnDfNh4XObL3MPpqWzG4eAv/wlbqM0J4ePMqAfc7yWiZ3eV5hCvsK0skLcgaF+MTnDL34oJw5gUtj71WFxVhwt3vXI2Wvg/2WdO0KqI1XEJ9ZjjXHc7hZHsJ36QqcoWdH30uu/flhJFksgYjfQv0YvtIfzLP3MzDoPO479uNhVskIUJ9n2jzE8TGFd7E+thy2EYIcHKfEBfRu0OVNFUVkV3WTd3M3PKzdKRTHGKNg6Epp89HEp7fQc3IOGPDrdQUlvIwr5bWASHIs5u/lOF71N624sQJew5bp1I42x8T3dXClB/DXfcgJqEPiVEul/S10BaiR4DhHk5dyiCg/CUzPn15DCTb4OHiiaF/FRlCCJ+Q788DDx1RiMRhny4E+MnCO2Wg9dDRkMfdsFCi/fyIjwzgqq87rk6OODuIcHLC5WXhYI2Fljpb3vkRv/3hv/B/luxmi/vXFeBhpnpKKUuNISoomJAQcf6jgojw0UVvzTw+eWsxnx66jH3mEKJG+1pIAZZI5opJIcgDzXQ1ppMZ5ynczGFO7LPmUnotwlzMCHCpH9m+ehwyu4p5aDudwjkr05qtQoA9tIRgG/kTKhzwHeECrxrsx84vjit1Isl/WYCznEly1+OgnUh8t4X77RZuqkU42oIc8rOzKXhYQFZqEtGO5/GxtMf3XilZY5OMTHbRXxzFLSddTmvsYO8RG85FlZLZLtzp7Nu/yDid+SFEHF3O4W0HOORbRpxozxOmxpgc6aanvYnGugYaG5pobsmlPv8yfk7OmJy5QXRm49OVzcIFj7UVkePnRLDzWXwSr2Bja43Bak3MHULwz3pAUtgVEsOF4xN2pPyxnj5BCNdoJwPlN0nxNcRMczc791pi7pfO/baJLz0GdIz2u17EGW3GwNwR4/Bi4tPSyYu+SJC9IXr69ph5pJJS3ffSwqMnN5K75puxMLPB/M4AOU8WiDdREOSAu6Ym53xiiBQC19jdQkfNQ4rz88nJLeRh6g3yruhhrXuIddp+2IVXqxYoTSq3tYkCb+aZH+LnaC99jRVUi/P1MD+XooI7JIc7YbdnO4d2GnD2RhlpwpGNT08LRz+lcr0vkW2BeG2kl/6GQhruORHmfIwdB+3RccyhSLVSfUaAH7idEg74CJZRRcSLjlIEuPWqPoGn92Mg+s//wQCtDTU0V+RTkF9ATk4+2VH+xLua4uIbiWdmL+XtvQy011L7IJNUz7NcMT/O2ctJXC4TZeQz4jXKcE8NFSkxJPua420oRPWjX/PzH/2If/sfP+SnP/43/uer4oc/4Ef//E/86/f/iZ8t2M7GiyVEvfGDOKaZHCyl9a4NLppLWfrWb3j7t+/y/oL5LPjDb3jr5+8w/zNtjvhkktCmWu3wtZACLJHMFYN19GZ4EH52M9tXLuWd9zTYdOwKYcVdM4thpkUWLgoQCdwCY9d4nO6O0KO6naSR1uJwPHXPYXcunFsVtdy/HUiYhS6e4UnECUPV+zjzPhJ2TRwj/bI1RiJpXk4ppTE7kBv2Ohxct4b1y1ewdtVyVq9Yw9JVOuwzjiCyqEv4kT7G+9O4H3AOq4On0DdyxyPuITlCQFTO+KUoB+2iITMAL83tnNSywOFOCwVfzlKjDQyWhnHDzYLTR3Qx0DPF4pwVtueVh4HEcC21icqukafJc7CEzrxgLtu7c8FTJOfyXNKiL+G6WwODE6cw9AzC3juOmLslVPaPM/C84ijXOevvURl+FvvTuhw0dMfhWjYZNULMntt2tDiSfIeNnNi6jIVfbGWl+k727DvKcRMX7K+mk1jaQ9fIy9N6V95tks4dxsnRA4+CYUpUK87EAaaayA/1xlt8Tu+oVO7VV1F424Ugwy3sFv2/Yvla1i3/lLUf/Z53f/0ev1qojabzPe6JuunZy4sDDNXf5e5FPUw3r2TL6lWor1uF2vKlLHzrYz5XP83Zm1Xkj30V4RmhrzyeZActTNR/z7KlX7Bo3yVMI1qpG5zZe7y7jvxLVgRYmuOVWkmOqLhG+ttoDD5DyDk9bCIzuZKcrrq0ceGQGuorV7Lii5WsWrmDbVp2nI8qIa9TiHx9PBm+J9HftpZP3/kctfW6wlHncU+MiWenr0XRMD7EUEcjbfnBpDttYM8HP+Sfv/Of+M/f+Q5/91/+K98V8fcvxN/xvb//B/7xu9/jv333H/jpvM2oO5dwvfZNBXiMwao4Uu3UOTDvX/nx974n3vv7/Pd/+QE/+F/zeHvFCQ45xRNT2kun6JM3O8ZTpABLJHOFIsDpnkI4Ndi7WYO1mk5YXiuisGN2xYxwf1QnU58SQURKOQk1woWoLua10S1c863gWKKjCyht66SyII308BDu5ZWpvnv4iUsbE2m8JIHKe8otK/VkVNfQmhtIpM1htNTV2LBytUqA163bwgYdFyyuVVCozF9P9zDVk0JKmD+XnCO5ntZA3csW8jyDklHbaC29Q7S7L0GX40mvH6Ljy0KnCHBJKJFORuju00ZHxwBDCwdsXcOIuF9NhWjuU2MkknLPA9rywomISibsfjstfb0MVaeSFeiA/0VbnAKv45tQTm7tCM/f6qpCCPB07T0qoj3w8YvAO7GOilddt+vMpSXWAked9axetpqV6w9wwNATp3Dh7poevXZhUF91IQ8iAklIuEe6cNYzlwBEg6Y6qcpM4c61WNKLhBPsqKTytjOBhtvYs2Etq1eqsU65r3fdJtap72G3ljXnw3NI735egPtVAnzHVR+zravZprYatTVrUFffyrqtwqFfiCWuvOclK6xfxqwAO2pzeusKtuzR46hnGtEVk/TPKsrEQAcVCdGkRN0go7YDZWZ/bLiX1uTrpEdd41ZhFen597l/SZfzB9VZLwqC1SvEWNqhz0G7RKKKhxmeFh3dcot0n+PoaWxk+fJD7DMMJjinmWbxfq+s48brGM73I9T2KFrbdrB90zZ2auxkl4jdLw0Ndm7dhsaWbRw0csL+ZhPZoiNe+f6vRQhwjRhffqexP7yRnevVUV+zng1bDrD/pD02wencqRpC9UydbwApwBLJXKGagm6ls6GCyvJKymuFwPSO8ujxihnl0ZZ9HQy3N4vfD9H5xN0MMjrSQWtTF61tItGNjjPY101Xcwu9/UMo64OeJJ/JCaZ7O4SzaKd1YJTesVGhyR10N1VTVVpKWUkJpSXFlJaWUyaOr3yX6iMluUwJGRzppLutlcbWPrpHpr5Cta+0e0i1WKdRuTe3uY+hsef2E+87OdRBR404bkE+BYXlFFc109DSQ8/QuOpmnqdMMT7YTX9bveprHTtUX2ghjiGc0khPG12iX1o7u+noH2X4VQvCRJsmh7oZaGugpV1sOzT56unzsS5GmwooTEsiPiGNNKWYqRf9rJyT12bzaUaH+kWfNtMl2jM48XiKXtlpRPWtTx0t3fQNPmJ8Qgh5bwsddeVUlpVSovR/aRllZeL8V9RQUys+U88QAy+4q0kxXProa6mjvryEcrFfSUkppWUVlFc10djeT/+o2GZ269cj+nGkl77maurKS6mobqC+c4h+Mb4ef8ypcTFW2ttEu9vofzTz1KfJyXEG2lvpaG6me0j5dqt+0a+1NFWJdijtKRafpbKe6pZBRJcpe4g+7RHb1FBbUUZxaS3VjT10D0+8/rq08uoj0V/tjdTXiqKlppY68fNPhbJdQ3M77f3jqK7UvBFivDwaYLBdjLmKAkrys8jOLiC3UPy9NIj37nskiuDZTb8BpABLJH+rKHqmZMRZPX6KkgFeqwhPEfu+7ptqXokidG+yn2ib0twXmvxGCCEbV2L2f9+Qr/4xxJZTE4yLouHVX2LxMma+uODFXb65nvhro7T6eZ1Rfqfo2v+fn+hvEynAEolEIpHMAVKAJRKJRCKZA6QASyQSiUQyB0gBlkgkEolkDpACLJFIJBLJHCAFWCKRSCSSOUAKsEQikUgkc4AUYIlEIpFI5gApwBKJRCKRzAFSgCUSiUQimQOkAEskEolEMgdIAZZIJBKJZA6QAiyRSCQSyRwgBVgikUgkkjlACrBEIpFIJHOAFGCJRCKRSOYAKcASiUQikcwBUoAlEolEIpkD/moC7HbxIgMDA7OvSCQSiUTy7SY1JYX9e/b85QR4767dLPpgAb7e3kxNT82+IpFIJBLJt5vcnBwOHjiA+po1fyEBFg74vbffwcbqHLW1tfT29qqmovvET+XfMmTIkCFDxrcpVBooIjYmhu1btrBq+XIu2Nt/wwJcXIzW/gP8/Gf/m+WfL+OMuYXqWrCnhzvubm64u7rKkCFDhgwZ36pQNFCJI9ravP/ue3yyZAn25+2orq6eVc+vxmsFuKKiAkN9A37zy1/x61/8kqWf/BF1NTU2rd/AhnXrWK+uLkOGDBkyZHyrQtFAJZYs/pDfvfUblQN2c3Wjvr5+Vj2/Gq8V4KamJry9vNi5Q4ON69azS2Onakp6/5697JMhQ4YMGTK+haFooBI7tm1n5/YdnDY04kbUDdrb22fV86vxWgEeHByk8OFD4mJjibweqTpAVGSk6t/KTxkyZMiQIePbFooGPo7YmFjSUtOoqqpmeHh4Vj2/Gq8V4OnpaSYnJxkfH1fF2NiYDBkyZMiQIWM2FG2cmJhgampKpZl/Dq8VYIlEIpFIJH8ZpABLJBKJRDIHSAGWSCQSiWQOkAIskUgkEskcIAVYIpFIJJI5QAqwRCKRSCRzgBRgiUQikUjmACnAEolEIpHMAVKAJRKJRCKZA6QASyQSiUQyB0gBlkgkEolkDpACLJFIJBLJHCAFWCKRSCSSOUAKsEQikUgkc4AUYIlEIpFI5gApwBKJRCKRzAFSgCUSiUQi+asD/w8Y3KKAwWvaXgAAAABJRU5ErkJggg==" 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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" 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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		<title>מקסום החסכון הפנסיוני לעובד השכיר</title>
		<link>https://www.ofs.co.il/blog/2020/01/06/%d7%9e%d7%a7%d7%a1%d7%95%d7%9d-%d7%94%d7%97%d7%a1%d7%9b%d7%95%d7%9f-%d7%94%d7%a4%d7%a0%d7%a1%d7%99%d7%95%d7%a0%d7%99-%d7%9c%d7%a2%d7%95%d7%91%d7%93-%d7%a9%d7%9b%d7%99%d7%a8/</link>
		
		<dc:creator><![CDATA[brokerinsAdmn]]></dc:creator>
		<pubDate>Mon, 06 Jan 2020 20:57:07 +0000</pubDate>
				<category><![CDATA[מאמרים מקצועיים]]></category>
		<guid isPermaLink="false">https://www.ofs.co.il/?p=981</guid>

					<description><![CDATA[<p>אחד האתגרים של שכירים בגיל פרישה היא לשמור על רמת החיים שאליה התרגלו בזמן העבודה. כיצד אפשר לסייע להם להגדיל את עתודות הפרישה? </p>
<p>הפוסט <a href="https://www.ofs.co.il/blog/2020/01/06/%d7%9e%d7%a7%d7%a1%d7%95%d7%9d-%d7%94%d7%97%d7%a1%d7%9b%d7%95%d7%9f-%d7%94%d7%a4%d7%a0%d7%a1%d7%99%d7%95%d7%a0%d7%99-%d7%9c%d7%a2%d7%95%d7%91%d7%93-%d7%a9%d7%9b%d7%99%d7%a8/">מקסום החסכון הפנסיוני לעובד השכיר</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;">מקסום החסכון הפנסיוני<br></span>לעובד השכיר</p>						</div>
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							<p style="color: #555555;">אחת הבעיות המשמעותיות בכל הנוגע לשמירה על איכות החיים של הפרט היא היכולת לשמור על רמת החיים שאליה התרגל במשך תקופת עבודתו, גם לאחר פרישה מעבודה.</p><p style="color: #555555;">נהוג לכנות את היחס בין השכר נטו ערב הפרישה לבין השכר נטו לאחר הפרישה כשיעור תחלופה נטו. כך, למשל, מי שהתרגל לשכר נטו של 10,000 ₪ עד לפרישה, והחל מפרישתו סך הקצבאות המשולמות לו &#8211; לרבות קצבת ביטוח לאומי &#8211; הן 7,000 ₪ נטו, שיעור התחלופה נטו שלו הוא 70%.</p><p style="color: #555555;">כיצד אנו &#8211; כבעלי מקצוע וכמסייעים לתכנון העתיד הכלכלי של הפרט &#8211; יכולים לסייע ללקוחותינו להגדיל את עתודות הפרישה?</p><p style="color: #555555;">השיח המרכזי ששגור בפיהם של הלקוחות נסוב בדרך כלל סביב דמי הניהול. נכון שלדמי הניהול יש תפקיד משמעותי בהשפעה על יתרת החסכון שנצבר, אך במקביל לשיח הזה ישנם עוד כמה פרמטרים משמעותיים שמקסום שלהם ישרת גם את הגדלת עתודות הפרישה של הלקוחות שלנו, ומקביל יגדיל את תזרים ההכנסה שלנו כסוכנים. </p><p style="color: #555555;">כמה נקודות רלוונטיות לנושא:</p><ol style="font-size: 16px; background-color: #ffffff; color: #555555;"><li style="font-size: 16px;"><b>הגדלת שיעור תגמול העובד </b>&#8211; לאחר תיקון 16, תגמולי העובד על פי החוק הם בשיעור של 6%. מרבית החוסכים מסתפקים בהעברה של שיעור זה בלבד לחסכון הפנסיוני שלהם, אולם תקנות קופ&quot;ג מאפשרות להגדיל את תגמולי העובד עד לשיעור של 7%. הגדלה כאמור מגדילה באופן מיידי את החסכון הפנסיוני של העובד, כשבדרך כלל העובד גם מקבל החזר מס מיידי בתלוש השכר שלו בגין הגדלה כאמור.<br /><br /></li><li style="font-size: 16px;"><b>ניוד הגדלת ההפקדות בהתאם לתיקון 16 </b>&#8211; בעת יישום תיקון 16, שקבע הגדלת תגמולי מעסיק ל-6.5% ותגמולי העובד ל-6%, לא אפשרו תקנות קופ&quot;ג לעובד לבחור באיזה מוצר לבצע את ההגדלה, וחייבו למעשה לבצע את ההגדלה באותה קופה/פוליסה שאליה הועבר רובד הבסיס של תגמולי עובד-מעביד, בשיעור של 5% כל אחד, וזאת למעט חריגים כמו פוליסות קלאסיות או פוליסות  מבטיחות תשואה. <br /><br />לאחר יישום הוראות תיקון 16, תוקנו תקנות קופ&quot;ג כך שניתנה לעובד זכות בחירה היכן להפקיד את הגדלת תגמולי העובד והמעביד מעל 5%, כלומר תקציב כולל של 2.5% המורכב מ-1.5% תגמולי מעסיק ו-1% תגמולי עובד. יש לא מעט מקרים שבהם חסכון זה מועבר כיום לתוכניות ביטוח בתנאים חדשים, כשייתכן שלעובד כדאי לעבור לתוכנית אחרת כמו קופת גמל או קרן פנסיה. ולעיתים להפך, כדאי לעבור מקרן פנסיה לתוכנית ביטוח. הנושא מחייב כמובן בדיקה מקצועית של סוכן הביטוח.<br /><br /></li><li style="font-size: 16px;"><b>הגדלת חלק העובד בקרן השתלמות &#8211; </b>רוב השכירים שזכאים לקרן השתלמות מעבירים 2.5% משכרם לקרן במקביל לחלק המעסיק, שבדרך כלל עומד על שיעור של 7.5%. רובם לא מודעים לכך שהם יכולים להגדיל את חלקם המועבר לקרן ההשתלמות, ולהפקיד למשל 10% כחלק העובד. חסכון זה אמנם יוצא מהנטו ולא נהנה מטבת מס בשלב ההפקדה, אבל לחסכון יתרונות רבים לעובד, כגון השקעה כפויה ללא מעבר בחשבון העו&quot;ש (אצל רובנו מה שנכנס יוצא לצריכה), ניצול הפטור ממס רווחי ההון בתקופת ההשקעה עד למשיכת הכספים, ניצול השקעה בנכסים לא סחירים, אפשרות יצירת נכס המאפשר קבלת הלוואה בתנאים משופרים, ועוד.<br /><br /></li><li style="font-size: 16px;"><b>הפקדות במעמד עצמאי </b>&#8211; עם כניסתו של תיקון 3 לחוק השירותים הפיננסים לתוקף בשנת 2008, והפיכת ייעוד החסכון הפנסיוני למטרת קצבה בלבד, הפסיקו מרבית השכירים לבצע הפקדות במעמד עצמאי לקופות הגמל, כפי שנהגו לעשות כשאלו היו למטרת חסכון הוני. האם נכון הדבר? נזכיר כי כל שכיר רשאי להפקיד לקופ&quot;ג במעמד עצמאי (קופת גמל/קרן פנסיה/ פוליסת ביטוח) בגין חלק משכרו שלגביו אין המעסיקו מפקיד לתנאים סוציאליים, וליהנות בדרך כלל מהטבת מס של זיכוי וניכוי. הטבת המס כאמור היא משמעותית מאוד, ומהווה בעצם תשואה מיידית על ההשקעה. ככל שהפקדות אלו נעשות דרך תלוש השכר, ההטבה נעשית אוטומטית לשכר העובד, והוא אינו נדרש להגיש דוחות למס הכנסה על מנת לקבלה. כך למעשה יוצרים חסכון פנסיוני נוסף, שבתכנון נכון ימשך כהיוון קצבה, כלומר כסכום חד-פעמי פטור ממס. יש כמובן תקרות להפקדות מסוג זה, כך שיש לבחון כל מקרה לגופו לעניין גובה ההפקדה וסוג ההטבה לניצול.</li></ol>						</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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			<h1 class="elementor-heading-title elementor-size-default">מקסום החסכון הפנסיוני לעובד השכיר</h1>		</div>
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							<p><span style="font-weight: 400;">אחת הבעיות המשמעותיות בכל הנוגע לשמירה על איכות החיים של הפרט הינה היכולת לשמור על רמת החיים אליה התרגל במשך תקופת עבודתו גם לאחר פרישה מעבודה.</span></p><p><span style="font-weight: 400;">נהוג לכנות את היחס בין השכר נטו ערב הפרישה לבין השכר נטו לאחר הפרישה כשיעור תחלופה נטו. כך למשל מי שהתרגל לשכר נטו של 10,000 ₪ עד לפרישה והחל מפרישתו סך הקצבאות המשולמות לו לרבות קצבת ביטוח לאומי הינן 7,000 ₪ נטו, שיעור התחלופה נטו שלו הינו 70%.</span></p><p><span style="font-weight: 400;">כיצד אנו כבעלי מקצוע וכמסייעים לתכנון העתיד הכלכלי של הפרט יכולים לסייע על מנת להגדיל את עתודות הפרישה של הלקוחות שלנו?</span></p><p><span style="font-weight: 400;">השיח המרכזי ששגור בפיהם של הלקוחות נסוב בדרך כלל סביב דמי הניהול&#8230; נכון שלדמי הניהול תפקיד משמעותי בהשפעה על יתרת החסכון שנצבר ואולם במקביל לשיח הזה ישנם עוד מספר פרמטרים משמעותיים שמקסום שלהם  שרית גם את הגדלת עתודות הפרישה של הלקוחות שלנו ומקביל יגדיל את תזרים ההכנסה שלנו כסוכנים. </span></p><p><span style="font-weight: 400;">להלן אציג מספר נקודות רלוונטיות לנושא:</span></p><ol><li style="font-weight: 400;"><span style="font-weight: 400;">הגדלת שיעור תגמול העובד  &#8211; לאחר תיקון 16, תגמולי העובד על פי החוק הינם בשיעור של 6%. מרבית החוסכים מסתפקים בהעברה של שיעור זה בלבד לחסכון הפנסיוני שלהם ואולם תקנות קופ&quot;ג מאפשרות את הגדלת תגמולי העובד עד לשיעור של 7%. הגדלה כאמור מגדילה באופן מיידי את החסכון הפנסיוני של העובד כשבדרך כלל העובד גם מקבל החזר מס מיידי בתלוש השכר שלו בגין הגדלה כאמור.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">ניוד הגדלת ההפקדות בהתאם לתיקון 16 – נזכיר כי בעת יישום תיקון 16 שקבע הגדלת תגמולי מעסיק ל 6.5% ותגמולי העובד ל 6% , לא אפשרו תקנות קופ&quot;ג לעובד לבחור באיזה מוצר לבצע את ההגדלה וחייבו למעשה לבצע את ההגדלה באותה קופה/פוליסה אליה העובר רובד הבסיס של תגמולי עובד מעביד בשיעור של 5% כל אחד וזאת למעט חריגים כמו פוליסות קלאסיות או פוליסות  מבטיחות תשואה. לאחר יישום הוראות תיקון 16, תוקנו תקנות קופ&quot;ג כך שניתנה לעובד זכות בחירה היכן להפקיד את הגדלת תגמולי העובד והמעביד מעל 5%, כלומר תקציב כולל של 2.5% המורכב מ 1.5% תגמולי מעסיק ו 1% תגמולי עובד. ישנם לא מעט מקרים בהם חסכון זה מועבר כיום לתוכניות ביטוח בתנאים חדשים שיתכן שלעובד קיימת כדאיות למעבר לתוכנית אחרת כמו קופת גמל או קרן פנסיה. ולעיתים להפך, מעבר מקרן פנסיה לתוכנית ביטוח. הנושא מחייב כמובן בדיקה מקצועית של סוכן הביטוח.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">הגדלת חלק העובד בקרן השתלמות – רוב השכירים שזכאים לקרן השתלמות מעבירים 2.5% משכרם לקרן במקביל לחלק המעסיק שבדרך כלל עומד על שיעור של 7.5%.  רובם לא מודעים לכך שהם יכולים להגדיל את חלקם המועבר לקרן ההשתלמות ולהפקיד למשל שיעור של 10% חלק העובד. אומנם חסכון זה יוצא מהנטו ולא נהנה מטבת מס בשלב ההפקדה אבל לחסכון כאמור יתרונות רבים לעובד כגון השקעה כפויה ללא מעבר בחשבון העו&quot;ש ( אצל רובנו מה שנכנס יוצא לצריכה&#8230;.), ניצול הפטור ממס רווחי ההון בתקופת ההשקעה עד למשיכת הכספים, ניצול השקעה בנכסים לא סחירים, אפשרות יצירת נכס המאפשר קבלת הלוואה בתנאים משופרים ועוד.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">הפקדות במעמד עצמאי – עם כניסתו של תיקון 3 לחוק השרותים הפיננסים לתוקף בשנת 2008 והפיכת ייעוד החסכון הפנסיוני למטרת קצבה בלבד , הפסיקו מרבית השכירים לבצע הפקדות במעמד עצמאי לקופות הגמל כפי שנהגו לעשות כשאלו היו למטרת חסכון הוני. האם נכון הדבר? נזכיר כי כל שכיר רשאי להפקיד לקופ&quot;ג במעמד עצמאי ( קופת גמל/קרן פנסיה/ פוליסת ביטוח) בגין חלק משכרו לגביו אין מעסיקו מפקיד לתנאים סוציאליים  וליהנות בדרך כלל מהטבת מס של זיכוי וניכוי. הטבת המס כאמור הינה משמעותית מאוד ומהווה בעצם תשואה מיידית על ההשקעה. ככל שהפקדות אלו נעשות דרך תלוש השכר , ההטבה נעשית אוטמאטית לשכר העובד והוא אינו נדרש להגיש דוחות למס הכנסה על מנת לקבלה. מדובר ביצירת חסכון פנסיוני נוסף שבתכנון נכון ימשך כהיוון קצבה , כלומר כסכום חד פעמי פטור ממס! כמובן שישנן תקרות להפקדות מסוג זה ויש לבחון כל מקרה לגופו לעניין גובה ההפקדה וסוג ההטבה לניצול.</span></li></ol><p><br /><br /></p>						</div>
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		<p>הפוסט <a href="https://www.ofs.co.il/blog/2020/01/06/%d7%9e%d7%a7%d7%a1%d7%95%d7%9d-%d7%94%d7%97%d7%a1%d7%9b%d7%95%d7%9f-%d7%94%d7%a4%d7%a0%d7%a1%d7%99%d7%95%d7%a0%d7%99-%d7%9c%d7%a2%d7%95%d7%91%d7%93-%d7%a9%d7%9b%d7%99%d7%a8/">מקסום החסכון הפנסיוני לעובד השכיר</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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		<title>חוזר הנמקה</title>
		<link>https://www.ofs.co.il/blog/2020/01/06/%d7%97%d7%95%d7%96%d7%a8-%d7%94%d7%a0%d7%9e%d7%a7%d7%94/</link>
		
		<dc:creator><![CDATA[brokerinsAdmn]]></dc:creator>
		<pubDate>Mon, 06 Jan 2020 20:57:07 +0000</pubDate>
				<category><![CDATA[מאמרים מקצועיים]]></category>
		<guid isPermaLink="false">https://www.ofs.co.il/?p=1202</guid>

					<description><![CDATA[<p>המסמך נולד כדי לאפשר לבעלי הרישיון לקיים את הוראות סעיף 14 לחוק הייעוץ הפנסיוני, המחייב להעביר ללקוח מסמך מפורט עם ההמלצות בדבר כדאיות החיסכון הפנסיוני</p>
<p>הפוסט <a href="https://www.ofs.co.il/blog/2020/01/06/%d7%97%d7%95%d7%96%d7%a8-%d7%94%d7%a0%d7%9e%d7%a7%d7%94/">חוזר הנמקה</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
]]></description>
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							<p>חוזר הנמקה</p>						</div>
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							<p>כל מה שצריך לדעת על חוזר הנמקה</p>						</div>
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							<p><b>רקע</b></p>
<p>מסמך ההנמקה בגלגוליו השונים נולד מתוך מטרה לאפשר לבעלי הרישיון לקיים את הוראות סעיף 14 לחוק הייעוץ הפנסיוני, המחייב להעביר ללקוח מסמך בכתב המפרט את הנימוקים להמלצות שנתן בעל הרישיון בדבר כדאיות החסכון הפנסיוני של הלקוח.</p>
<p><b>הידעת?</b></p>
<p>1. חובה להעביר העתק ממסמך ההנמקה ללקוח, והלקוח אף מצהיר וחותם כי מסמך ההנמקה נמסר לו.</p>
<p>2. חובה לשמור העתק מכל מסמך הנמקה שנמסר ללקוח, כולל תיעוד על המידע שהתקבל מהמסלקה הפנסיונית אודות הלקוח, וזאת למשך 7 שנים לפחות ממועד מסירתו ללקוח.</p>
<p>3. חובה להעביר לגוף המוסדי שאליו הומלץ לבצע ניוד, או שבו הומלץ לפתוח תוכנית חדשה, את מסמך ההנמקה תוך שבעה ימי עסקים ממועד חתימת הלקוח על המסמך.</p>
<p>4. אסור להעביר לגוף המוסדי את השיקולים העיקריים שבעל הרישיון שקל בטרם צירף את הלקוח למוצר החדש, או נייד את כספי הלקוח אליו.</p>
<p>5. אסור להעביר לגוף המוסדי מידע הכולל פירוט הנוגע לצירוף הלקוח למוצרים אחרים, או להעברת כספים שאינם רלוונטיים לאותו גוף מוסדי.</p>
<p>6. יש למלא את מסמך ההנמקה באופן ממוחשב, ואם אין אפשרות והמסמך מולא ידנית, יש לוודא כי הוא ברור וקריא, ועותק מודפס ממנו נשלח ללקוח בדואר תוך 14 ימי עסקים.</p>
<p>7. אין להשתמש במסמך ההנמקה במונחים כללים או גורפים כגון: “המוצר הכי טוב ללקוח”.</p>
<p>8. אין לשנות את נוסח מסמך ההנמקה בספח א’ ואת סדר הסעיפים.</p>
<p><b>איזה סוגים של מסמכי הנמקה קיימים ומתי אני נדרש להשתמש בכל אחד מהם?</b></p>
<p>קיימים 3 סוגי מסמכי הנמקה ללקוחות.&nbsp;</p>
<p>1. מסמך הנמקה מלא</p>
<p>2. מסמך הנמקה ממוקד</p>
<p>3. סיכום שיחה</p>
<p>בטבלה זו ריכזנו את סוגי הפעולות המרכזיות בחיי בעל הרישיון, ואת מסמך ההנמקה שאותו נדרש להעביר ללקוח.</p>
<p></p>						</div>
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							<p></p>
<table>
<tbody>
<tr>
<td>
<p><b>סוג פעולה</b></p>
</td>
<td>
<p><b>סוג מסמך ההנמקה הנדרש</b></p>
</td>
<td>
<p><b>הערות</b></p>
</td>
</tr>
<tr>
<td>
<p>מפגש של בעל רישיון פנסיוני עם לקוח חדש לאחר קבלת מידע מהמסלקה הפנסיונית</p>
</td>
<td>
<p>מסמך הנמקה מלא</p>
</td>
<td>
<p>תמיד ולא חשוב מה תוצאות המפגש</p>
</td>
</tr>
<tr>
<td>
<p>שיחת שימור של בעל רישיון או גוף מוסדי הנוגעת לביטול&nbsp; בקשת ניוד</p>
</td>
<td>
<p>מסמך הנמקה מלא</p>
</td>
<td>
<p>למעט בקרן השתלמות, אז ניתן להשתמש במסמך הנמקה ממוקד</p>
</td>
</tr>
<tr>
<td>
<p>פתיחת מוצר פנסיוני חדש</p>
</td>
<td>
<p>מסמך הנמקה מלא</p>
</td>
<td>
<p>למעט בקרן השתלמות ובקופת גמל להשקעה, אז ניתן להשתמש במסמך הנמקה ממוקד</p>
</td>
</tr>
<tr>
<td>
<p>פתיחה ו/או ניוד של קרן השתלמות בלבד</p>
</td>
<td>
<p>מסמך הנמקה ממוקד</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p>פתיחה של קופת גמל להשקעה</p>
</td>
<td>
<p>מסמך הנמקה ממוקד</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p>בקשה למשיכת כספים שלא כדין (בניכוי מס של 35% או המס השולי &#8211; הגבוה מביניהם)</p>
</td>
<td>
<p>מסמך הנמקה ממוקד</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p>ביצוע שינויים במוצר פנסיוני קיים של הלקוח בגוף המוסדי</p>
</td>
<td>
<p>מסמך הנמקה ממוקד</p>
</td>
<td>
<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.&nbsp;</p>
<p>יובהר כי בכל מקרה מפגש של בעל רישיון חדש עם לקוח מחייב מסמך הנמקה מלא גם אם תוצאת התהליך היא ייפוי כוח ו/או ביצוע שינויים במוצר הקיים כמתואר מעלה.</p>
</td>
</tr>
<tr>
<td>
<p>המלצה לרכישת ביטוח אובדן כושר עבודה שלא נמכר אגב מוצר פנסיוני</p>
</td>
<td>
<p>מסמך הנמקה ממוקד</p>
</td>
<td>
<p>בעל הרישיון יתייחס במסמך לכל כיסויי אובדן כושר העבודה הקיימים ללקוח</p>
</td>
</tr>
<tr>
<td>
<p>העלאת שיעורי הפקדה למוצר פנסיוני</p>
</td>
<td>
<p>סיכום שיחה</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p>משיכת כספים כדין</p>
</td>
<td>
<p>סיכום שיחה</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p>צירוף לריסק זמני</p>
</td>
<td>
<p>סיכום שיחה</p>
</td>
<td>
<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><span style="background-color: transparent; font-size: 0.9em;">בפוליסות מסוג קלאסי ועדיף תצוין עלות הריסק ככל שהנתון זמין</span></p>
</td>
</tr>
<tr>
<td>
<p>ביטול החלטת הלקוח למשיכת כספים ממוצר פנסיוני</p>
</td>
<td>
<p>סיכום שיחה</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p>הפחתת דמי ניהול במוצר קיים</p>
</td>
<td>
<p>סיכום שיחה</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p>טיפול בכספי פיצויים אגב עזיבת עבודה</p>
</td>
<td>
<p>סיכום שיחה</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p>הפחתה בשיעור הפקדה או שינוי בתמהיל הפקדות בין מספר קופות גמל להשקעה</p>
</td>
<td>
<p>סיכום שיחה</p>
</td>
<td>&nbsp;</td>
</tr>
</tbody>
</table>
<p><b>הידעת?</b></p>
<p>הלקוח רשאי לבקש מבעל הרישיון לערוך לו מסמך הנמקה מלא, ובעל הרישיון מחויב לעשות זאת, גם במקרים שבהם על פי החוזר ניתן לעשות מסמך הנמקה ממוקד או סיכום שיחה בלבד.</p>
<p><b>מה השתנה החל מ-1 ביולי 2019?&nbsp;</b></p>
<p>בהוראות החוזר החדש, קבעה רשות שוק ההון הרחבות ופירוטים נוספים, שאותם חייב להציג בעל הרישיון ללקוחותיו בעת שיווק מוצר פנסיוני, ובהם:&nbsp;</p>
<ol>
<li>חובת עריכת השוואה בין מוצרי הקצבה השונים (פנסיה מקיפה, פנסיה כללית, מנהלים, גמל), נזכיר שלא חל בעת שיווק גמל להשקעה וקרן השתלמות.<br><br></li>
<li>נקבע כי ההשוואה תבוצע על בסיס פרמטרים אחידים המפורטים בטבלאות חלק א'&nbsp; וחלק ב' במסמך ההנמקה, והיא תכלול בין היתר התייחסות לתחזית החסכון הצפוי בגיל פרישה (כולל הנחת הפקדות רציפה עד גיל פרישה, ללא שינוי בשכר הריאלי), תחזית קצבה צפויה על בסיס חלוקת יתרת החסכון במקדם קצבה הנגזר ממסלול הבטחת קצבה זהה בין המוצרים, עלויות דמי הניהול ודמי הביטוח, ועוד.<br><br></li>
<li>במקרים שבהם ניתנה הנחה בדמי הניהול מההפקדות או מהצבירה, נדרש בעל הרישיון לפרט את תקופת ההנחה, והאם ישנם תנאים שיכולים לגרום לסיומה לפני תום תקופת ההטבה.<br><br></li>
<li>בעל הרישיון נדרש לפרט האם סכום הכיסוי הביטוחי המוצע ללקוח הוא קבוע, או שסכום ביטוח יורד, ובהתאם לצרף טבלה המתארת את השינויים הצפויים לאורך התקופה.<br><br></li>
<li>אם במסגרת הפגישה נמכר מוצר ביטוח שאינו מוצר פנסיוני, נדרש בעל הרישיון להבהיר ללקוח בכתב כי המוצר שנרכש אינו חלק מהליך השיווק הפנסיוני ואינו מהווה בשום צורה תנאי לביצוע העסקה.</li>
</ol>
<p><b><br></b></p>
<p><b>איזו הקלה נתנה רשות שוק ההון עד 31 בדצמבר 2019?&nbsp;</b></p>
<p>מסמך ההנמקה החדש קובע כי בעל הרישיון חייב לפרט את השיקולים המרכזיים ששקל לפני מתן המלצה ללקוח, ולרשום אותם מתחת לכל המלצה שניתנה ללקוח. במסגרת זו, מדגיש החוזר מספר שיקולים עיקריים שחובה על בעל הרישיון לפרט לגביהם (ולא באופן אוטומטי), כדלקמן:</p>
<ol>
<li>האופן שבו התאים את סוג המוצר הפנסיוני מתוך כלל סוגי המוצרים הקיימים למאפייניו האישיים של הלקוח, למצבו הכספי ולצרכיו, תוך התייחסות ליתרונות וחסרונות המוצר המומלץ, בהתחשב במאפייני וצרכי הלקוח.<br><br></li>
<li>השיקולים בבחירת הגוף המנהל של סוג המוצר הפנסיוני המתאים ללקוח, לרבות התייחסות לאופן ניהול התביעות, איכות השירות ואיכות התפעול שניתנת על ידי אותו גוף מוסדי. נדגיש כי בסעיף זה ישנם מדדים אובייקטיביים שמפרסם האוצר, וישנם מדדים סובייקטיביים שמאפיינים את הפעילות האישית של בעל הרישיון מול הגוף המוסדי.<br><br></li>
<li>אם מחליפים מוצר ביטוח באחר, יש לפרט את השינויים במאפייני הלקוח שיכולים להשפיע על קבלתו למוצר הביטוח החדש.<br><br></li>
<li>אם הלקוח מעוניין, או בעל הרישיון המליץ לו לבצע משיכת כספים ממוצר פנסיוני, יש לפרט את ההשלכות של משיכת הכספים על החסכון הפנסיוני.<br><br></li>
<li>במקרה של ניוד כספים, יש לפרט את יתרונות וחסרונות המוצר החדש או הגוף המוסדי החדש, לעומת יתרונות וחסרונות המוצר הקודם או הגוף המוסדי הקודם לפי העניין.</li>
</ol>
<p><b><br></b></p>
<p><b>אז מה ההקלה שאפשרה רשות שוק ההון?</b></p>
<p>ב-28 במאי 2019, פרסמה רשות שוק ההון הבהרה המאפשרת לבעל הרישיון לעמוד בדרישות החוזר באמצעות מלל חופשי בשדות השיקולים העיקריים כפי שפורטו מעלה, ולא רק בהתאם לתבנית הקבועה בהוראות החוזר.</p>
<p><b>לסיכום</b></p>
<p>בימים אלו עולות גרסאות מותאמות למסמך ההנמקה של הסימולטורים השונים, ואנו פועלים לבחון את עמידתם בהוראות חוזר זה. נדגיש כי כבר בשלב זה זיהינו מספר טעויות בסימולטורים מסוימים, ואנו פועלים מול בתי התוכנה לתיקונם עבור כלל המשתמשים.</p>
<p>כך, למשל, בחלק מהסימולטורים עולה השוואה בין קופות גמל לקצבה בעת שיווק קרן השתלמות או קופת גמל להשקעה &#8211; דבר שאינו הגיוני, ואינו נדרש על פי הוראות החוזר.</p>
<p>בחלק מהסימולטורים מקדם הקצבה בפרישה בהשוואה בין פוליסת מנהלים לקרן פנסיה אינו מחושב על פי אותו מסלול קצבה בניגוד להוראות החוזר, ועוד.</p>
<p>במקביל, אנו פועלים מול רשות שוק ההון לעדכון הנחיות החוזר לעניין דמי הניהול הנגבים מהלקוח בעת הצגת תחזית הפרישה. החוזר קבע כי דמי הניהול יוצגו לתקופת ההטבה, ולאחר מכן יועלו לדמי הניהול המרביים. אנו סבורים כי קביעה זו אינה משרתת את החסכון הפנסיוני ארוך-הטווח, ואף מייצרת עיוותים בהשוואה בין מוצרי קצבה שונים.</p>
<p>אנו מציעים כי בתום תקופת ההטבה יעודכנו דמי הניהול לדמי הניהול הממוצעים הנגבים מכלל הלקוחות הפעילים בסוג מוצר פנסיוני זהה, או ההטבה שניתנה בפועל על פי הגבוה מהם (בכל אחד מהפרמטרים של דמי ניהול מהפקדות ודמי ניהול מצבירה).</p>
<p>כמו כן, אנו מציעים כי בכל מקום שבו לא ידועה תקופת ההטבה של דמי הניהול בעת שיווק מוצר פנסיוני חדש, הא תינתן לתקופה של 5 שנים, שכן הוראות חוזר דמי הניהול מחייבות גופים מוסדיים למתן הטבה לתקופה מינימלית זו.</p>
<p>בנימה אישית, אני מצטרף לקריאתו של עו&quot;ד עדי בן אברהם, אשר קרא לרשות שוק ההון להשהות את כניסת נספח ב' לתוקף, וזאת בהמשך להקלה שניתנה על ידה לפני מספר שבועות, והכל במטרה שניתן יהיה לדון שוב באופן חישוב ההנמקה על פי העקרונות והנחיות שנקבעו, ולתקן את העיוותים שנוצרו והפרשנויות שאינן עולות בקנה אחד עם כוונת החוזר, וזאת במטרה לשקף תמונת חסכון פנסיוני טובה וראויה לציבור החוסכים בישראל.</p>
<p><b>מאת אבי רוזנבאום</b></p>
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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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			<h1 class="elementor-heading-title elementor-size-default">חוזר הנמקה</h1>		</div>
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							<p><span style="font-weight: 400;">כל מה שרצית לדעת והתביישת לשאול &#8211; מסמך הנמקה</span></p><p><b>רקע</b></p><p><span style="font-weight: 400;">מסמך ההנמקה בגלגוליו השונים נולד מתוך מטרה לאפשר לבעלי הרישיון לקיים את הוראות סעיף 14 לחוק הייעוץ הפנסיוני המחייב להעביר ללקוח מסמך בכתב המפרט את הנימוקים להמלצות שנתן בעל הרישיון בדבר כדאיות החסכון הפנסיוני של הלקוח.</span></p><p><b>הידעת?</b></p><ol><li style="font-weight: 400;"><span style="font-weight: 400;">חובה להעביר העתק ממסמך ההנמקה ללקוח והלקוח אף מצהיר וחותם כי מסמך ההנמקה נמסר לו .</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">חובה לשמור העתק מכל מסמך הנמקה שנמסר ללקוח כולל תיעוד על המידע שהתקבל מהמסלקה הפנסיונית אודות הלקוח וזאת למשך 7 שנים לפחות ממועד מסירתו ללקוח</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">חובה להעביר לגוף המוסדי שאליו הומלץ לבצע ניוד או לפתוח תוכנית חדשה את מסמך ההנמקה תוך שבעה ימי עסקים ממועד חתימת הלקוח על המסמך</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">אסור להעביר לגוף המוסדי את השיקולים העיקריים שבעל הרישיון שקל טרם צירף את הלקוח למוצר החדש או נייד את כספי הלקוח אליו.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">אסור להעביר לגוף המוסדי מידע הכולל פירוט הנוגע לצירוף הלקוח למוצרים אחרים או להעברת כספים שאינם רלוונטיים לאותו גוף מוסדי.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">יש למלא את מסמך ההנמקה באופן ממוחשב ואם אין אפשרות והמסמך מולא ידנית, יש לוודא כי הוא ברור וקריא ועותק מודפס ממנו נשלח ללקוח בדואר תוך 14 ימי עסקים.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">אין להשתמש במסמך ההנמקה במונחים כללים או גורפים כגון: &quot;המוצר הכי טוב ללקוח&quot;.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">אין לשנות את נוסח מסמך ההנמקה בספח א' ואת סדר הסעיפים.</span></li></ol><p><b>איזה סוגים של מסמכי הנמקה קיימים ומתי אני נדרש להשתמש בכל אחד מהם?</b></p><p><span style="font-weight: 400;">קיימים 3 סוגי מסמכי הנמקה ללקוחת :</span></p><ol><li style="font-weight: 400;"><span style="font-weight: 400;">מסמך הנמקה מלא,</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">סיכום שיחה.</span></li></ol><p><span style="font-weight: 400;">בטבלה מטה ריכזנו את סוגי הפעולות המרכזיות בחיי בעל הרישיון ואת מסמך ההנמקה אותו נדרש להעביר ללקוח.</span></p><table><tbody><tr><td><p><b>סוג פעולה</b></p></td><td><p><b>סוג מסמך ההנמקה הנדרש</b></p></td><td><p><b>הערות</b></p></td></tr><tr><td><p><span style="font-weight: 400;">מפגש של בעל רישיון פנסיוני עם לקוח חדש לאחר קבלת מידע מהמסלקה הפנסיונית</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה מלא</span></p></td><td><p><span style="font-weight: 400;">תמיד ולא חשוב מה תוצאות המפגש</span></p></td></tr><tr><td><p><span style="font-weight: 400;">שיחת שימור של בעל רישיון או גוף מוסדי הנוגעת לביטול  בקשת ניוד</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה מלא</span></p></td><td><p><span style="font-weight: 400;">למעט בקרן השתלמות אז ניתן להשתמש במסמך הנמקה ממוקד</span></p></td></tr><tr><td><p><span style="font-weight: 400;">פתיחת מוצר פנסיוני חדש</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה מלא</span></p></td><td><p><span style="font-weight: 400;">למעט בקרן השתלמות ובקופת גמל להשקעה אז ניתן להשתמש במסמך הנמקה ממוקד</span></p></td></tr><tr><td><p><span style="font-weight: 400;">פתיחה ו/או ניוד של קרן השתלמות בלבד</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">פתיחה של קופת גמל להשקעה</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">בקשה למשיכת כספים שלא כדין (בניכוי מס של 35% או המס השולי הגבוה מביניהם)</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">ביצוע שינויים במוצר פנסיוני קיים של הלקוח בגוף המוסדי</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></p></td><td><p><span style="font-weight: 400;">מה זה שינויים? שינוי מסלולי השקעה, שינוי ביחס ההפקדה בין חסכון לביטוח באותו מוצר, הפחתה בשיעורי ההפקדה, שינוי בתמהיל ההפקדות בין מוצרים פנסיוניים מאותו סוג ועד&#8230;.. 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.</span></p></td></tr><tr><td><p><span style="font-weight: 400;">המלצה לרכישת ביטוח אובדן כושר עבודה שלא נמכר אגב מוצר פנסיוני</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></p></td><td><p><span style="font-weight: 400;">בעל הרישיון יתייחס במסמך לכל כיסויי אובדן כושר העבודה הקיימים ללקוח</span></p></td></tr><tr><td><p><span style="font-weight: 400;">העלאת שיעורי הפקדה למוצר פנסיוני</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">משיכת כספים כדין</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">צירוף לריסק זמני</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td><p><span style="font-weight: 400;">חובה לציין את עלות הריסק המשוערת, את סוג הכיסוי הביטוחי והאם נרכש מתוך הצבירה ומפחית את יתרת החסכון או נרכש באמצעי תשלום חיצוני.</span></p><p><span style="font-weight: 400;">בפוליסות מסוג קלאסי ועדיף תצויין עלות הריסק ככל שהנתון זמין</span></p></td></tr><tr><td><p><span style="font-weight: 400;">ביטול החלטת הלקוח למשיכת כספים ממוצר פנסיוני</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">הפחתת דמי ניהול במוצר קיים</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">טיפול בכספי פיצויים אגב עזיבת עבודה</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">הפחתה בשיעור הפקדה או שינוי בתמהיל הפקדות בין מספר קופות גמל להשקעה</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr></tbody></table><p><b>הידעת?</b></p><p><span style="font-weight: 400;">הלקוח רשאי לבקש מבעל הרישיון לערוך לו מסמך הנמקה מלא ובעל הרישיון מחוייב לעשות זאת גם במקרים בהם על פי החוזר ניתן לעשות מסמך הנמקה ממוקד או סיכום שיחה בלבד.</span></p><p><b>מה השתנה החל מה 01/07/2019?</b></p><p><span style="font-weight: 400;">בהוראות החוזר החדש, קבעה רשות שוק ההון הרחבות ופירוטים נוספים אותם חייב להציג בעל הרישיון ללקוחותיו בעת שיווק מוצר פנסיוני ביניהם:</span></p><ol><li style="font-weight: 400;"><span style="font-weight: 400;">חובת עריכת השוואה בין מוצרי הקצבה השונים (פנסיה מקיפה, פנסיה כללית, מנהלים, גמל) – נזכיר שלא חל בעת שיווק גמל להשקעה וקרן השתלמות.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">נקבע כי ההשוואה תבוצע על בסיס פרמטרים אחידים המפורטים בטבלאות חלק א'  וחלק ב' במסמך ההנמקה והיא תכלול בין היתר התייחסות לתחזית החסכון הצפוי בגיל פרישה (כולל הנחת הפקדות רציפה עד גיל פרישה, ללא שינוי בשכר הריאלי) , תחזית קצבה צפויה על בסיס חלוקת יתרת החסכון במקדם קצבה הנגזר ממסלול הבטחת קצבה זהה בין המוצרים, עלויות דמי הניהול ודמי הביטוח ועוד.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">במקרים בהם ניתנה הנחה בדמי הניהול מההפקדות או מהצבירה נדרש בעל הרישיון לפרט את תקופת ההנחה והאם ישנם תנאים שיכולים לגרום לסיומה טרם תום תקופת ההטבה.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">בעל הרישיון נדרש לפרט האם סכום הכיסוי הביטוחי המוצע ללקוח הינו קבוע או סכום ביטוח יורד ובהתאם לצרף טבלה המתארת את השינויים הצפויים לאורך התקופה.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">אם במסגרת הפגישה נמכר מוצר ביטוח שאינו מוצר פנסיוני, נדרש בעל הרישיון להבהיר ללקוח בכתב כי המוצר שנרכש אינו חלק מהליך השיווק הפנסיוני ואינו מהווה בשום צורה תנאי לביצוע העסקה.</span></li></ol><p><b>איזו הקלה נתנה רשות שוק ההון עד 31/12/2019?</b></p><p><span style="font-weight: 400;">מסמך ההנמקה החדש קובע כי בעל הרישיון חייב לפרט את השיקולים המרכזיים ששקל לפני מתן המלצה ללקוח ולרשום אותם מתחת לכל המלצה שניתנה ללקוח. במסגרת זו מדגיש החוזר מספר שיקולים עיקריים שחובה על בעל הרישיון לפרט לגביהם (ולא באופן אוטומטי) כדלקמן:</span></p><ol><li style="font-weight: 400;"><span style="font-weight: 400;">האופן שבו התאים את סוג המוצר הפנסיוני מתוך כלל סוגי המוצרים הקיימים למאפיניו האישיים של הלקוח, למצבו הכספי ולצרכיו תוך התייחסות יתרונות וחסרונות המוצר המומלץ בהתחשב במאפייני וצרכי הלקוח</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">השיקולים בבחירת הגוף המנהל של סוג המוצר הפנסיוני המתאים ללקוח לרבות התייחסות לאופן ניהול התביעות , איכות השרות ואיכות התפעול שניתנת על ידי אותו גוף מוסדי. נדגיש כי בסעיף זה ישנם מדדים אוביקטיביים שמפרסם האוצר וישנם מדדים סובייקטיבים שמאפיינים את הפעילות האישית של בעל הרישיון מול הגוף המוסדי.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">אם מחליפים מוצר ביטוח באחר יש לפרט את השינויים במאפייני הלקוח שיכולים להשפיע על קבלתו למוצר הביטוח החדש.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">אם הלקוח מעוניין או בעל הרישיון המליץ לו לבצע משיכת כספים ממוצר פנסיוני , יש לפרט את ההשלכות של משיכת הכספים על החסכון הפנסיוני.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">במקרה של ניוד כספים, יש לפרט יתרונות וחסרונות המוצר החדש או הגוף המוסדי החדש לעומת יתרונות וחסרונות של המוצר הקודם או הגוף המוסדי הקודם לפי העניין.</span></li></ol><p><b>אז מה ההקלה שאפשרה רשות שוק ההון?</b></p><p><span style="font-weight: 400;">ב 28/05/2019 פרסמה רשות שוק ההון הבהרה המאפשרת לבעל הרישיון לעמוד בדרישות החוזר באמצעות מלל חופשי בשדות השיקולים העיקריים כפי שפורטו מעלה לא רק בהתאם לתבנית הקבועה בהוראות החוזר.</span></p><p><b>לסיכום</b></p><p><span style="font-weight: 400;">בימים אלו עולות גרסאות מותאמות למסמך ההנמקה של הסימולטורים השונים ואנו פועלים לבחון את עמידתם בהוראות חוזר זה. נדגיש כי כבר בשלב זה זיהינו מספר טעויות בסימולטורים מסויימים ואנו פועלים מול בתי התוכנה לתיקונם עבור כלל המשתמשים.</span></p><p><span style="font-weight: 400;">כך למשל בחלק מהסימולטורים עולה השוואה בין קופות גמל לקצבה בעת שיווק קרן השתלמות או קופת גמל להשקעה דבר שאינו הגיוני ואינו נדרש על פי הוראות החוזר.</span></p><p><span style="font-weight: 400;">בחלק מהסימולטורים מקדם הקצבה בפרישה בהשוואה בין פוליסת מנהלים לקרן פנסיה אינו מחושב על פי אותו מסלול קצבה בניגוד להוראות החוזר ועוד.</span></p><p><span style="font-weight: 400;">במקביל, אנו פועלים מול רשות שוק ההון לעדכון הנחיות החוזר לעניין דמי הניהול הנגבים מהלקוח בעת הצגת תחזית הפרישה. החוזר קבע כי דמי הניהול יוצגו לתקופת ההטבה ולאחר מכן יועלו לדמי הניהול המרביים. אנו סבורים כי קביעה זו אינה משרתת את החסכון הפנסיוני ארוך הטווח ואף מייצרת עיוותים בהשוואה בין מוצרי קצבה שונים.</span></p><p><span style="font-weight: 400;">אנו מציעים כי בתום תקופת ההטבה יעודכנו דמי הניהול לדמי הניהול הממוצעים הנגבים מכלל הלקוחות הפעילים בסוג מוצר פנסיוני זהה או ההטבה שניתנה בפועל על פי הגבוה מביניהם _(בכל אחד מהפרמטרים של דמי ניהול מהפקדות ודמי ניהול מצבירה).</span></p><p><span style="font-weight: 400;">כמו כן אנו מציעים כי בכל מקום בו לא ידועה תקופת ההטבה של דמי הניהול בעת שיווק מוצר פנסיוני חדש הא תינתן לתקופה של 5 שנים שכן הוראות חוזר דמי הניהול מחייבות גופים מוסדיים למתן הטבה לתקופה מינימאלית זו.</span></p><p><span style="font-weight: 400;">בנימה אישית, אני מצטרף לקריאתו של עו&quot;ד עדי בן אברהם, אשר קרא השבוע לרשות שוק ההון, להשהות את כניסת נספח ב' לתוקף וזאת בהמשך להקלה שניתנה על ידה לפני מספר שבועות, והכל במטרה שניתן יהיה לדון שוב באופן חישוב ההנמקה על פי העקרונות והנחיות שנקבעו, ולתקן את העיוותים אשר נוצרו והפרשנויות שאינן עולות בקנה אחד עם כוונת החוזר, והכל מתוך מטרה לשקף תמונת חסכון פנסיוני טובה וראויה לציבור החוסכים בישראל</span><span style="font-weight: 400;">.</span></p>						</div>
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		<p>הפוסט <a href="https://www.ofs.co.il/blog/2020/01/06/%d7%97%d7%95%d7%96%d7%a8-%d7%94%d7%a0%d7%9e%d7%a7%d7%94/">חוזר הנמקה</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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		<title>חוזר השירות: שימור הלקוח, חיזוק מעמד הסוכן ומקסום החסכון הפנסיוני</title>
		<link>https://www.ofs.co.il/blog/2020/01/06/%d7%97%d7%95%d7%96%d7%a8-%d7%94%d7%a9%d7%99%d7%a8%d7%95%d7%aa/</link>
		
		<dc:creator><![CDATA[brokerinsAdmn]]></dc:creator>
		<pubDate>Mon, 06 Jan 2020 20:57:07 +0000</pubDate>
				<category><![CDATA[מאמרים מקצועיים]]></category>
		<guid isPermaLink="false">https://www.ofs.co.il/?p=1208</guid>

					<description><![CDATA[<p>חוזה השירות הוא הזדמנות גדולה לסוכן הביטוח הפנסיוני לבחון מחדש את תיקי הלקוחות, ולהציע טכניקות ומוצרים משלימים</p>
<p>הפוסט <a href="https://www.ofs.co.il/blog/2020/01/06/%d7%97%d7%95%d7%96%d7%a8-%d7%94%d7%a9%d7%99%d7%a8%d7%95%d7%aa/">חוזר השירות: שימור הלקוח, חיזוק מעמד הסוכן ומקסום החסכון הפנסיוני</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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							<p>חוזר השירות: שימור הלקוח, חיזוק מעמד הסוכן ומקסום החסכון הפנסיוני</p>						</div>
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							<p>חוזר השרות הוא הזדמנות גדולה לסוכן הביטוח הפנסיוני לבחון מחדש את תיקי הלקוחות, ולהציע טכניקות ומוצרים משלימים. ניהול מושכל, יעיל ומקצועי של תהליך זה עשוי לחזק את הקשר עם הלקוח ואת מעמדו של הסוכן.</p><p>חוזר הסוכנים והיועצים &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>בדרך כלל אנו, בעלי הרישיון הפנסיוני, מתייחסים לרגולציה כמכבידה. אכן, לרוב היא כך. ואולם, חוזר זה מאפשר לנו לנהל אל מול לקוחותינו תהליך שירות יזום, הכולל עמידה בהוראות החוזר תוך מיצוי פוטנציאל השבחת התיק הפנסיוני, בהתאם למאפייני הלקוח ושימור ארוך טווח של הלקוח שלנו.</p><p>במסגרת עבודתי, אני מלווה סוכני ביטוח בעבודתם השוטפת. לא פעם אני נתקל ברצון עז לחפש ולמצוא לקוחות חדשים, לעיתים בעלויות גבוהות מאוד. מניסיוני, אני יודע לומר כי לחלק גדול מהסוכנים יש פוטנציאל הכנסה אדיר שאינו מנוצל. הוא נמצא דווקא אצל הלקוחות הקיימים שלהם, וניהול נכון של תהליך השבחת תיק הסוכן עתיד לייצר לקוח מרוצה ונאמן, במקביל להגדלת הכנסות הסוכן.</p><p>ידוע כי אחת הבעיות המרכזיות בכל הנוגע לשמירה על איכות החיים של הפרט, היא היכולת לשמור גם לאחר הפרישה מעבודה על רמת החיים שאליה התרגל במשך תקופת עבודתו.</p><p>נהוג לכנות את היחס בין השכר נטו ערב הפרישה לבין השכר נטו לאחר הפרישה, כשיעור תחלופה נטו. כך, למשל, מי שהתרגל לשכר נטו של 10,000 שקלים עד לפרישה, והחל מפרישתו סך הקצבאות המשולמות לו, לרבות קצבת ביטוח לאומי, עומד על 7,000 שקלים נטו, שיעור התחלופה נטו שלו הוא 70%.</p><p>כיצד אנו, כבעלי מקצוע וכמסייעים לתכנון העתיד הכלכלי של הפרט, יכולים לפעול על מנת להגדיל את עתודות הפרישה של הלקוחות שלנו במסגרת החיסכון במוצרים הפנסיוניים?</p><p>ארחיב כאן בשני נושאים שמתכתבים היטב זה עם זה, מתוך מגוון רחב של נושאים שנוגעים להשבת תיק הסוכן תוך יצירת ערך ללקוחותיו, והכל תוך עמידה בהוראות חוזר השרות והשיווק הפנסיוני.</p><p><b>תיקון 16 לחוק הגמל והגדלת שיעור תגמולי עובד</b></p><p>בחודש יולי 2016, נכנס לתוקפו תיקון 16 לחוק הגמל. במסגרת צו ההרחבה הועלו  (בהדרגה) שיעור תגמולי המעסיק מ-5% ל-6.5% ושיעור תגמולי העובד מ-5% ל-6%, כלומר סה&quot;כ תוספת של 2.5% לחסכון הפנסיוני.</p><p>על מנת לאפשר לציבור החוסכים ולחברות הביטוח לעמוד בהוראות התיקון באופן מידי, אפשרה רשות שוק ההון לחברות הביטוח לפתוח, ללא צורך בהסכמת המבוטח, פוליסה הפרשית לטובת קליטת תגמולי עובד ומעביד. מהלך זה היה רלוונטי בעיקרו לחוסכים בפוליסות שנפתחו עד ליוני 2001, ולהם מקדמי קצבה מובטחים, וזאת מאחר שרוב חברות הביטוח ביקשו להימנע מהגדלת ההתחייבות בגין פוליסות אלו.</p><p>מרבית חברות הביטוח פתחו ללקוחותיכם פוליסות חדשות ללא מקדם קצבה מובטח (שהרי החל מינואר 2013 נאסר על שיווק פוליסות כאלה, אלא רק למי שגילו מעל 60), ובדמי ניהול שבדרך כלל גבוהים מאלו שמוצעים כיום לחוסכים בפוליסות המנהלים החדשות.</p><p>הרשאה כאמור לפתיחה חד-צדדית של פוליסות ללא הסכמה מפורשת של המבוטח נבעה בעיקרה מנוסח תקנה 19 (כללים לאישור וניהול קופת גמל) דאז, שחייבה את המבוטח לנהל את החסכון הפנסיוני שלו הנובע מתגמולי עובד ומעביד העולים על שיעור של 5% אצל אותו המבטח שבו מתנהל הרובד הבסיסי של ההפקדות, בשיעור של 5% תגמולי עובד ומעביד כל אחד. </p><p>במילים אחרות, במועד כניסתו של תיקון 16 לתוקף לא הייתה קיימת לחוסכים זכות הבחירה היכן לנהל את תוספת תגמולי המעביד והעובד מעל 5%, אלא רק באותה חברת הביטוח שבה נוהל החסכון השוטף שלהם עד למועד זה. </p><p>והנה, כשנתיים לאחר מכן, בשנת 2018, תוקנה תקנה 19 לתקנות מס הכנסה (כללים לאישור ולניהול קופות גמל) ואפשרה את זכות הבחירה לעניין התוכנית שאליה מועברים תגמולי עובד ומעביד מעבר לשיעור של 5%, כך שהחוסך רשאי להפקידם בכל תוכנית פנסיונית ולניידם בכל עת, כפוף כמובן לתקנות הניוד.</p><p>מהנתונים המוכרים לי, מרבית החוסכים המשיכו גם לאחר תיקון התקנה כאמור להפקיד במוצר הפנסיוני שנפתח להם באופן אוטומטי, באותה חברה שבה מנוהל רובד החסכון הבסיסי שלהם. והנה ברגע, חלק יאמרו &quot;מתחת לאף&quot;, נולדה בעבורנו הזדמנות לבחון מחדש בעבור לקוחותינו היכן נכון לנהל את החיסכון כאמור, והכל במסגרת מתן השרות השוטף. </p><p>כידוע, תקנות הניוד מאפשרות ניוד של קופות ביטוח אל קופות גמל או קרנות פנסיה ולהפך. לכל אחד מהמוצרים המוזכרים ישנם יתרונות וחסרונות לחוסך, וברור כי ייתכן שהמוצר הקיים שלו הוא הנכון ביותר עבורו. עם זאת, סביר להניח שלא מעט לקוחות ישמחו לשמוע שאפשר לפזר ולו במעט את ניהול הסיכונים בחסכון הפנסיוני, לפצל בין תוכניות פנסיוניות שונות, ואף לפזר בין ניהול השקעות של גופים מוסדיים שונים, ובדרך כלל תוך שיפור דמי הניהול בחסכון הפנסיוני. </p><p>רגע לפני שמחליטים לשנות ולנייד, זו הזדמנות נהדרת לשלב במשחק שחקן נוסף ולבחון גם את האפשרות להגדיל את תגמולי העובד לשיעור המרבי.</p><p><b>הגדלת שיעור תגמולי העובד</b></p><p>כאמור, שיעור תגמולי העובד לאור תיקון 16 הינו 6%, ואולם תקנות קופות הגמל מאפשרות הגדלת השיעור עד ל-7%. האם זה נכון? והאם כדאי? </p><p>נזכיר כי תגמולי העובד מחושבים מההכנסה ברוטו, שממנה משולמים התנאים הסוציאליים, אך הם משולמים מהנטו של השכיר, תוך קבלת החזר מס חלקי (זיכוי).</p><p>ברור כי הגדלת שיעור ההפקדות לתוכנית הפנסיונית עתידה להגדיל בהתאמה ובאופן יחסי את הצבירה לגיל פרישה, ומכאן את גובה הקצבה החודשית שלה יהיה זכאי החוסך, ואולם האם ההגדלה מאפשרת לעובד ליהנות מהטבת מס?</p><p><b>הטבת מס &#8211; זיכוי</b></p><p>הפקדת העובד נהנית מהטבת מס הנקראת זיכוי, והיא עומדת על שיעור קבוע של 35%.</p><p>הטבת המס מוגבלת עד לתקרת ההכנסה המזכה לשכיר, העומדת על 8,800 שקלים בחודש. כלומר, סך ההפקדה המרבית בגינה יכול העובד ליהנות מזיכוי הינה 9,700 שקלים * 7% = 679 שקלים לחודש.</p><p>סך הטבת המס המרבית הינה: 679 שקלים * 35% = 237 שקלים לחודש.</p><p>יובהר, כי אם העובד אינו משלם מס בפועל (בגלל נקודות זיכוי למשל), הטבת המס הופכת לחסרת משמעות, כיוון שלא יוכל ליהנות ממנה.</p><p>אם כך, אנו מבינים כי הגדלת שיעור תגמולי העובד אצל חלק מהמבוטחים שלנו תאפשר את הגדלת עתודות הפרישה וצמצום פער שיעורי התחלופה נטו, וזאת תוך קבלת הטבת מס מיידית. </p><p>אך מה עם אלו שכבר מפקידים לתגמולי עובד מעל 679 שקלים בחודש, ומנצלים את מלוא הזיכוי? </p><p><b>הטבת מס &#8211; סכומים פטורים = קצבה מוכרת</b></p><p>במסגרת הוראות תיקון 190 הוגדרה מחדש הקצבה המוכרת והתשלומים הפטורים. להלן נוסח הסעיף הרלוונטי לעניין תגמולי העובד: </p><p>&quot;קצבה מוכרת&quot; &#8211; חלק מקצבה המשולמת על ידי קופת גמל לקצבה שאינה קרן ותיקה, הנובע מתשלומים פטורים;</p><p>&quot;תשלומים פטורים&quot; – כל אחד מאלה:</p><p> (ב) על ידי העובד על חשבון מרכיב תגמולי העובד, העולים על השיעור המרבי להפקדה של מרכיב תגמולי העובד לפי סעיף 22 לחוק הפיקוח על קופות גמל, כשהוא מוכפל במשכורתו של העובד או בשכר הממוצע במשק לחודש, לפי הנמוך.</p><p>כלומר, על פי נוסח הסעיף, תגמולי העובד שייחשבו לקצבה מוכרת הפטורה לחלוטין ממס הם אלו הנובעים מהפקדת תגמולי העובד מעל שיעור של 7% מהשכר הממוצע במשק.</p><p><b>אליה וקוץ בה?</b></p><p>ראינו שהטבת המס המרבית לה זכאי העובד השכיר היא עבור הפקדה בשיעור של 7%, עד לתקרת ההכנסה המזכה, העומדת על 9,700 שקלים, ואילו הגדרת התשלומים הפטורים, שממנה נובעת הקצבה המוכרת בגין תגמולי העובד, היא בגין הפקדה בשיעור של 7% העולה על השכר הממוצע במשק לחודש.</p><p>בהנחה שהשכר הממוצע במשק לחודש זהה לתקרת הכנסה מזכה &#8211; אין כל בעיה. </p><p>אולם השכר הממוצע במשק לחודש עומד על 12,536 שקלים! כלומר קיים פער שכר מובנה העומד בשנת המס 2024 על 2,836 שקלים לחודש, בגינו הפקדת תגמולי עובד בשיעור של 7% מהווה כפל מס לכל דבר ועניין. </p><p>המשמעות הכספית היא כי סך חודשי של 198 שקלים מהפקדת העובד לתוכנית פנסיונית אינו נהנה מהטבת מס בשלב ההפקדה, ולא נהנה מפטור ממס בשלב המשיכה.</p><p>אם כך, רק בגין הפקדת שיעור תגמולי עובד של 7% מעל שכר של 12,536 שקלים ייהנה העובד מהגדלת עתודות הפרישה שלו בפטור ממס, כלומר הקצבה הנובעת מתשלומים אלו תהיה קצבה מוכרת הפטורה ממס, וכמובן יחולו עליה כללי היוון קצבה מוכרת למי שירצה לקבלה כסכום חד-פעמי.</p><p>אם כך, נסכם את הטבות המס הנובעות לעובד שכיר מהפקדת תגמולי העובד:</p><p>א. תגמולי עובד עד סך חודשי של 679 שקלים נהנים מהטבת מס בשלב ההפקדה &#8211; זיכוי. במילים אחרות, הפקדת עובד בשיעור של 7% עד שכר של 9,700 שקלים נהנית מהטבת מס מסוג זיכוי.</p><p>ב. תגמולי עובד מעל סך חודשי של 877 שקלים נהנים מהטבת מס בשלב משיכת הכספים &#8211; תשלומים פטורים = קצבה מוכרת, ובמילים אחרות, הפקדת עובד בשיעור של 7% משכר העולה על 12,536 שקלים הינה תשלומים פטורים = קצבה מוכרת.</p><p>ג. תגמולי עובד בסך 679 שקלים &#8211; 877 שקלים = 198 שקלים בחודש אינם נהנים מהטבת מס בכלל, ואף מחויבים בכפל מס. כלומר, הפקדת עובד בשיעור של 7% בין שכר של 9,701 שקלים ועד שכר של 12,535 שקלים מחויבת בכפל מס.</p><p><b>לסיכום</b></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, להציע 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>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. </p><p>לפניכם טבלה המסכמת את עיקרי הוראות חוזר ההנמקה החדש, וסוגי המסמכים הנדרשים בכל אחד מסוגי הפעולות:</p><table><tbody><tr><td><p><b>סוג פעולה</b></p></td><td><p><b>סוג מסמך ההנמקה הנדרש</b></p></td><td><p><b>הערות</b></p></td></tr><tr><td><p>מפגש של בעל רישיון פנסיוני עם לקוח חדש לאחר קבלת מידע מהמסלקה הפנסיונית</p></td><td><p>מסמך הנמקה מלא</p></td><td><p>תמיד, ואין זה משנה מהי תוצאות המפגש</p></td></tr><tr><td><p>שיחת שימור של בעל רישיון או גוף מוסדי הנוגעת לביטול בקשת ניוד</p></td><td><p>מסמך הנמקה מלא</p></td><td><p>למעט בקרן השתלמות, אז ניתן להשתמש במסמך הנמקה ממוקד</p></td></tr><tr><td><p>פתיחת מוצר פנסיוני חדש</p></td><td><p>מסמך הנמקה מלא</p></td><td><p>למעט בקרן השתלמות ובקופת גמל להשקעה, אז ניתן להשתמש במסמך הנמקה ממוקד</p></td></tr><tr><td><p>פתיחה ו/או ניוד של קרן השתלמות בלבד</p></td><td><p>מסמך הנמקה ממוקד</p></td><td> </td></tr><tr><td><p>פתיחה של קופת גמל להשקעה</p></td><td><p>מסמך הנמקה ממוקד</p></td><td> </td></tr><tr><td><p>בקשה למשיכת כספים שלא כדין (בניכוי מס של 35% או המס השולי, הגבוה מהם)</p></td><td><p>מסמך הנמקה ממוקד</p></td><td> </td></tr><tr><td><p>ביצוע שינויים במוצר פנסיוני קיים של הלקוח בגוף המוסדי</p></td><td><p>מסמך הנמקה ממוקד</p></td><td><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 כוח ו/או ביצוע שינויים במוצר הקיים כמתואר מעלה</p></td></tr><tr><td><p>המלצה לרכישת ביטוח אובדן כושר עבודה שלא נמכר אגב מוצר פנסיוני</p></td><td><p>מסמך הנמקה ממוקד</p></td><td><p>בעל הרישיון יתייחס במסמך לכל כיסויי אובדן כושר העבודה הקיימים ללקוח</p></td></tr><tr><td><p>העלאת שיעורי הפקדה למוצר פנסיוני</p></td><td><p>סיכום שיחה</p></td><td> </td></tr><tr><td><p>משיכת כספים כדין</p></td><td><p>סיכום שיחה</p></td><td> </td></tr><tr><td><p>צירוף לריסק זמני</p></td><td><p>סיכום שיחה</p></td><td><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><p>ביטול החלטת הלקוח למשיכת כספים ממוצר פנסיוני</p></td><td><p>סיכום שיחה</p></td><td> </td></tr><tr><td><p>הפחתת דמי ניהול במוצר קיים</p></td><td><p>סיכום שיחה</p></td><td> </td></tr><tr><td><p>טיפול בכספי פיצויים אגב עזיבת עבודה</p></td><td><p>סיכום שיחה</p></td><td> </td></tr><tr><td><p>הפחתה בשיעור הפקדה או שינוי בתמהיל הפקדות בין מספר קופות גמל להשקעה</p></td><td><p>סיכום שיחה</p></td><td> </td></tr></tbody></table><p>אבקש לנצל מעמד זה ולקרוא למחוקק, יחד עם רשות שוק ההון ורשות המיסים, להוביל מהלך לתיקון רטרואקטיבי של העוולה שנעשתה בתום לב בכל הנוגע לכפל המס המושת במצב התחיקתי הנוכחי על חלק מתגמולי העובד.</p><p><b>מאת אבי רוזנבאום </b></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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			<h1 class="elementor-heading-title elementor-size-default">חוזר השירות: שימור הלקוח, חיזוק מעמד הסוכן ומקסום החסכון הפנסיוני</h1>		</div>
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							<p><b>חוזר השרות הוא הזדמנות גדולה לסוכן הביטוח הפנסיוני לבחון מחדש את תיקי הלקוחות ולהציע טכניקות ומוצרים משלימים | ניהול מושכל, יעיל ומקצועי של תהליך זה עשוי לחזק את הקשר עם הלקוח ואת מעמד הסוכן </b></p><p><b>אבי רוזנבאום</b></p><p><span style="font-weight: 400;">חוזר סוכנים ויועצים 2008-10-3 &quot;שירות סוכנים ויועצים ללקוחות&quot;, בתוקף מיום 01/01/2019 קובע: &quot;אחת לשנתיים לכל הפחות, ייזום בעל רישיון פניית שירות ללקוח לבירור מצבו ויתעד זאת בדרך הניתנת לאחזור&quot;.</span></p><p><span style="font-weight: 400;">בדרך כלל אנו, בעלי הרישיון הפנסיוני, מתייחסים לרגולציה כמכבידה. אכן, לרוב היא כך. ואולם, חוזר זה מאפשר לנו לנהל אל מול לקוחותינו תהליך שירות יזום הכולל עמידה בהוראות החוזר תוך מיצוי פוטנציאל השבחת התיק הפנסיוני, בהתאם למאפייני הלקוח ושימור ארוך טווח של הלקוח שלנו.</span></p><p><span style="font-weight: 400;">במסגרת עבודתי אני מלווה סוכני ביטוח בעבודתם השוטפת. לא פעם אני נתקל ברצון עז לחפש ולמצוא לקוחות חדשים, לעיתים בעלויות גבוהות מאוד. מנסיוני אני יודע לומר כי לחלק גדול מהסוכנים יש פוטנציאל הכנסה אדיר שאינו מנוצל. הוא נמצא דווקא אצל הלקוחות הקיימים שלהם וניהול נכון של תהליך השבחת תיק הסוכן עתיד לייצר לקוח מרוצה ונאמן וזאת תוך-כדי הגדלת הכנסות הסוכן.</span></p><p><span style="font-weight: 400;">דבר ידוע הוא כי אחת הבעיות המרכזיות בכל הנוגע לשמירה על איכות החיים של הפרט היא היכולת לשמור גם לאחר הפרישה מעבודה על רמת החיים שאליה התרגל במשך תקופת עבודתו.</span></p><p><span style="font-weight: 400;">נהוג לכנות את היחס בין השכר נטו ערב הפרישה לבין השכר נטו לאחר הפרישה כשיעור תחלופה נטו. כך, למשל, מי שהתרגל לשכר נטו של 10,000 שקלים עד לפרישה והחל מפרישתו סך הקצבאות המשולמות לו, לרבות קצבת ביטוח לאומי, הוא 7,000 שקלים נטו, שיעור התחלופה נטו שלו הינו 70%.</span></p><p><span style="font-weight: 400;">כיצד אנו, כבעלי מקצוע וכמסייעים לתכנון העתיד הכלכלי של הפרט, יכולים לפעול על מנת להגדיל את עתודות הפרישה של הלקוחות שלנו במסגרת החיסכון במוצרים הפנסיוניים?</span></p><p><span style="font-weight: 400;">ארחיב כאן בשני נושאים שמתכתבים היטב זה עם זה מתוך מגוון רחב של נושאים שנוגעים להשבת תיק הסוכן תוך יצירת ערך ללקוחותיו, והכל תוך עמידה בהוראות חוזר השרות והשיווק הפנסיוני.</span></p><p><b>תיקון 16 לחוק הגמל והגדלת שיעור תגמולי עובד</b></p><p><b>רקע</b></p><p><span style="font-weight: 400;">כזכור, בחודש יולי 2016 נכנס לתוקפו תיקון 16 לחוק הגמל. במסגרת צו ההרחבה הועלו  (בהדרגה) שיעור תגמולי המעסיק מ-5% ל-6.5% ושיעור תגמולי העובד מ-5% ל-6%, כלומר סה&quot;כ תוספת של 2.5% לחסכון הפנסיוני.</span></p><p><span style="font-weight: 400;">על מנת לאפשר לציבור החוסכים ולחברות הביטוח לעמוד בהוראות התיקון באופן מידי, אפשרה רשות שוק ההון לחברות הביטוח לפתוח, ללא צורך בהסכמת המבוטח, פוליסה הפרשית לטובת קליטת תגמולי עובד ומעביד. מהלך זה היה רלוונטי בעיקרו לחוסכים בפוליסות שנפתחו עד ליוני 2001 ולהם מקדמי קצבה מובטחים וזאת מאחר שרוב חברות הביטוח ביקשו להימנע מהגדלת ההתחייבות בגין פוליסות אלו.</span></p><p><span style="font-weight: 400;">מרבית חברות הביטוח פתחו ללקוחותיכם פוליסות חדשות ללא מקדם קצבה מובטח (שהרי החל מינואר 2013 נאסר על שיווק פוליסות כאלה אלא למי שגילו 60 ואילך) ובדמי ניהול שבדרך כלל גבוהים מאלו שמוצעים כיום לחוסכים בפוליסות המנהלים החדשות.</span></p><p><span style="font-weight: 400;">הרשאה כאמור לפתיחה חד צדדית של פוליסות ללא הסכמה מפורשת של המבוטח נבעה בעיקרה מנוסח תקנה 19 (כללים לאישור וניהול קופת גמל) דאז, שחייבה את המבוטח לנהל את החסכון הפנסיוני שלו הנובע מתגמולי עובד ומעביד העולים על שיעור של 5% אצל אותו המבטח שבו מתנהל הרובד הבסיסי של ההפקדות בשיעור של 5% תגמולי עובד ומעביד כל אחד. במילים אחרות, במועד כניסתו של תיקון 16 לתוקף לא הייתה קיימת לחוסכים זכות הבחירה היכן לנהל את תוספת תגמולי המעביד והעובד מעל 5% אלא רק באותה חברת הביטוח שבה נוהל החסכון השוטף שלהם עד למועד זה. </span></p><p><b>זכות הבחירה חזרה</b></p><p><span style="font-weight: 400;">והנה, כשנתיים לאחר מכן, בשנת 2018, תוקנה תקנה 19 לתקנות מס הכנסה (כללים לאישור ולניהול קופות גמל) ואפשרה את זכות הבחירה לעניין התוכנית שאליה מועברים תגמולי עובד ומעביד מעבר לשיעור של 5% כך שהחוסך רשאי להפקידם בכל תוכנית פנסיונית ולניידם בכל עת, כפוף כמובן לתקנות הניוד.</span></p><p><span style="font-weight: 400;">מהנתונים המוכרים לי, מרבית החוסכים המשיכו גם לאחר תיקון התקנה כאמור להפקיד במוצר הפנסיוני שנפתח להם באופן אוטומטי באותה חברה שבה מנוהל רובד החסכון הבסיסי שלהם. והנה ברגע, חלק יאמרו &quot;מתחת לאף&quot;, נולדה בעבורנו הזדמנות לבחון מחדש בעבור לקוחותינו היכן נכון לנהל את החיסכון כאמור והכל במסגרת מתן השרות השוטף. </span></p><p><b>ובמה דברים אמורים? </b></p><p><span style="font-weight: 400;">כידוע, תקנות הניוד מאפשרות ניוד של קופות ביטוח אל קופות גמל או קרנות פנסיה ולהפך. לכל אחד מהמוצרים המוזכרים ישנם יתרונות וחסרונות לחוסך וברור כי יתכן שהמוצר הקיים שלו הוא הנכון ביותר עבורו. אבל, סביר להניח שלא מעט מלקוחותיכם ישמחו לשמוע שאפשר לפזר ולו במעט את ניהול הסיכונים בחסכון הפנסיוני ולפצל בין תוכניות פנסיוניות שונות ואף לפזר בין ניהול השקעות של גופים מוסדיים שונים ובדרך-כלל תוך שיפור דמי הניהול בחסכון הפנסיוני. </span></p><p><span style="font-weight: 400;">רגע לפני שמחליטים לשנות ולנייד, זוהי הזדמנות נהדרת לשלב במשחק שחקן נוסף ולבחון גם את האפשרות להגדיל את תגמולי העובד לשיעור המרבי.</span></p><p><b>הגדלת שיעור תגמולי העובד</b></p><p><span style="font-weight: 400;">כאמור, שיעור תגמולי העובד לאור תיקון 16 הינו 6% ואולם תקנות קופות הגמל מאפשרות הגדלת השיעור עד ל-7%. האם זה נכון? האם כדאי? </span></p><p><span style="font-weight: 400;">נזכיר כי תגמולי העובד מחושבים מההכנסה ברוטו שממנה משולמים התנאים הסוציאליים, אבל הם משולמים מהנטו של השכיר תוך קבלת החזר מס חלקי (זיכוי).</span></p><p><span style="font-weight: 400;">ברור לכולנו כי הגדלת שיעור ההפקדות לתוכנית הפנסיונית עתידה להגדיל בהתאמה ובאופן יחסי את הצבירה לגיל פרישה ומכאן את גובה הקצבה החודשית שלה יהיה זכאי החוסך, ואולם האם ההגדלה מאפשרת לעובד ליהנות מהטבת מס?</span></p><p><b>הטבת מס &#8211; זיכוי</b></p><p><span style="font-weight: 400;">הפקדת העובד נהנית מהטבת מס הנקראת זיכוי והיא עומדת על שיעור קבוע של 35%.</span></p><p><span style="font-weight: 400;">הטבת המס מוגבלת וזאת עד לתקרת ההכנסה המזכה לשכיר העומדת על 8,800 שקלים בחודש. כלומר, סך ההפקדה המרבית בגינה יכול העובד ליהנות מזיכוי הינה 8,800 שקלים X 7% = 616 שקלים לחודש.</span></p><p><span style="font-weight: 400;">סך הטבת המס המרבית הינה: 616 שקלים X 35% = 216 שקלים לחודש.</span></p><p><span style="font-weight: 400;">יובהר, כי אם העובד אינו משלם מס בפועל (בגלל נקודות זיכוי למשל), הטבת המס הופכת לחסרת משמעות כיוון שלא יוכל ליהנות ממנה.</span></p><p><span style="font-weight: 400;">אם כך, אנו מבינים כי הגדלת שיעור תגמולי העובד אצל חלק מהמבוטחים שלנו תאפשר את הגדלת עתודות הפרישה וצמצום פער שיעורי התחלופה נטו וזאת תוך קבלת הטבת מס מיידית! </span></p><p><span style="font-weight: 400;">אבל מה עם אלו שכבר מפקידים לתגמולי עובד מעל 616 שקלים בחודש ומנצלים את מלוא הזיכוי? </span></p><p><b>הטבת מס &#8211; סכומים פטורים = קצבה מוכרת</b></p><p><span style="font-weight: 400;">במסגרת הוראות תיקון 190 הוגדרה מחדש הקצבה המוכרת והתשלומים הפטורים. להלן נוסח הסעיף הרלוונטי לעניין תגמולי העובד: </span></p><p><span style="font-weight: 400;">             &quot;קצבה מוכרת&quot; – חלק מקצבה המשולמת על ידי קופת גמל לקצבה שאינה קרן   </span></p><p><span style="font-weight: 400;">              ותיקה, הנובע מתשלומים פטורים;</span></p><p><span style="font-weight: 400;">             &quot;תשלומים פטורים&quot; – כל אחד מאלה:</span></p><p><span style="font-weight: 400;"> (ב)   על ידי העובד על חשבון מרכיב תגמולי העובד, העולים על השיעור המרבי להפקדה של מרכיב תגמולי העובד לפי סעיף 22 לחוק הפיקוח על קופות גמל, כשהוא מוכפל במשכורתו של העובד או בשכר הממוצע במשק לחודש, לפי הנמוך;</span></p><p><span style="font-weight: 400;">כלומר, על פי נוסח הסעיף, תגמולי העובד שייחשבו לקצבה מוכרת הפטורה לחלוטין ממס הם אלו הנובעים מהפקדת תגמולי העובד מעל שיעור של 7% X השכר הממוצע במשק.</span></p><p><b>אליה וקוץ בה?</b></p><p><span style="font-weight: 400;">רק רגע, הרי ראינו קודם שהטבת המס המרבית לה זכאי העובד השכיר הינה בגין הפקדה בשיעור של 7% עד לתקרת ההכנסה המזכה העומדת על 8,800 שקלים ואילו הגדרת התשלומים הפטורים, שממנה נובעת הקצבה המוכרת בגין תגמולי העובד, הינה בגין הפקדה בשיעור של 7% העולה על השכר הממוצע במשק לחודש.</span></p><p><span style="font-weight: 400;">בהנחה שהשכר הממוצע במשק לחודש זהה לתקרת הכנסה מזכה &#8211; אין כל בעיה ואולם&#8230;  </span></p><p><span style="font-weight: 400;">השכר הממוצע במשק לחודש עומד על 10,273 שקלים! כלומר קיים פער שכר מובנה העומד בשנת המס 2019 על 1,473 שקלים לחודש בגינו הפקדת תגמולי עובד בשיעור של 7% מהווה כפל מס לכל דבר ועניין. </span></p><p><span style="font-weight: 400;">המשמעות הכספית הנה כי סך חודשי של 103 שקלים מהפקדת העובד לתוכנית פנסיונית אינו נהנה מהטבת מס בשלב ההפקדה ולא נהנה מפטור ממס בשלב המשיכה.</span></p><p><span style="font-weight: 400;">אם כך, רק בגין הפקדת שיעור תגמולי עובד של 7% מעל שכר של 10,273 שקלים ייהנה העובד מהגדלת עתודות הפרישה שלו בפטור ממס, כלומר הקצבה הנובעת מתשלומים אלו תהיה קצבה מוכרת הפטורה ממס וכמובן יחולו עליה כללי היוון קצבה מוכרת למי שירצה לקבלם כסכום חד פעמי.</span></p><p><span style="font-weight: 400;">אם כך, נסכם את הטבות המס הנובעות לעובד שכיר מהפקדת תגמולי העובד:</span></p><p><span style="font-weight: 400;">א. תגמולי עובד עד סך חודשי של 616 שקלים נהנים מהטבת מס בשלב ההפקדה – זיכוי. במילים אחרות, הפקדת עובד בשיעור של 7% עד שכר של 8,800 שקלים נהנית מהטבת מס-זיכוי.</span></p><p><span style="font-weight: 400;">ב. תגמולי עובד מעל סך חודשי של 719 שקלים נהנים מהטבת מס בשלב משיכת הכספים – תשלומים פטורים = קצבה מוכרת, ובמילים אחרות, הפקדת עובד בשיעור של 7% משכר העולה על 10,272 שקלים הינה תשלומים פטורים = קצבה מוכרת.</span></p><p><span style="font-weight: 400;">ג. תגמולי עובד בסך 616 שקלים &#8211; 719 שקלים = 103 שקלים בחודש אינם נהנים מהטבת מס בכלל ואף מחויבים בכפל מס, ובמילים אחרות, הפקדת עובד בשיעור של 7% בין שכר של 8,801 שקלים ועד שכר של 10,271 שקלים מחויבת בכפל מס.</span></p><p><b>לסיכום</b></p><p><span style="font-weight: 400;">חוזר השרות מחייב את סוכן הביטוח הפנסיוני ליזום פניית שרות תוך בירור מצב לקוחותיו. חיוב זה מעניק הזדמנות גדולה לסוכן לבחון מחדש את תיקי לקוחותיו, להציע 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. </span></p><p><span style="font-weight: 400;">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. על מנת להקל בנושא, להלן טבלה המסכמת את עיקרי הוראות חוזר ההנמקה החדש וסוגי המסמכים הנדרשים בכל אחד מסוגי הפעולות:</span></p><table><tbody><tr><td><p><b>סוג פעולה</b></p></td><td><p><b>סוג מסמך ההנמקה הנדרש</b></p></td><td><p><b>הערות</b></p></td></tr><tr><td><p><span style="font-weight: 400;">מפגש של בעל רישיון פנסיוני עם לקוח חדש לאחר קבלת מידע מהמסלקה הפנסיונית</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה מלא</span></p></td><td><p><span style="font-weight: 400;">תמיד ואין זה משנה מהי תוצאות המפגש</span></p></td></tr><tr><td><p><span style="font-weight: 400;">שיחת שימור של בעל רישיון או גוף מוסדי הנוגעת לביטול בקשת ניוד</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה מלא</span></p></td><td><p><span style="font-weight: 400;">למעט בקרן השתלמות, אז ניתן להשתמש במסמך הנמקה ממוקד</span></p></td></tr><tr><td><p><span style="font-weight: 400;">פתיחת מוצר פנסיוני חדש</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה מלא</span></p></td><td><p><span style="font-weight: 400;">למעט בקרן השתלמות ובקופת גמל להשקעה אז ניתן להשתמש במסמך הנמקה ממוקד</span></p></td></tr><tr><td><p><span style="font-weight: 400;">פתיחה ו/או ניוד של קרן השתלמות בלבד</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">פתיחה של קופת גמל להשקעה</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">בקשה למשיכת כספים שלא כדין (בניכוי מס של 35% או המס השולי הגבוה מביניהם)</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">ביצוע שינויים במוצר פנסיוני קיים של הלקוח בגוף המוסדי</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></p></td><td><p><span style="font-weight: 400;">מה זה &quot;שינויים&quot;? שינוי מסלולי השקעה, שינוי ביחס ההפקדה בין חסכון לביטוח באותו מוצר, הפחתה בשיעורי ההפקדה, שינוי בתמהיל ההפקדות בין מוצרים פנסיוניים מאותו סוג ועוד&#8230; 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</span></p></td></tr><tr><td><p><span style="font-weight: 400;">המלצה לרכישת ביטוח אובדן כושר עבודה שלא נמכר אגב מוצר פנסיוני</span></p></td><td><p><span style="font-weight: 400;">מסמך הנמקה ממוקד</span></p></td><td><p><span style="font-weight: 400;">בעל הרישיון יתייחס במסמך לכל כיסויי אובדן כושר העבודה הקיימים ללקוח</span></p></td></tr><tr><td><p><span style="font-weight: 400;">העלאת שיעורי הפקדה למוצר פנסיוני</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">משיכת כספים כדין</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">צירוף לריסק זמני</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td><p><span style="font-weight: 400;">חובה לציין את עלות הריסק המשוערת, את סוג הכיסוי הביטוחי והאם נרכש מתוך הצבירה ומפחית את יתרת החסכון או נרכש באמצעי תשלום חיצוני.</span></p><p><span style="font-weight: 400;">בפוליסות מסוג קלאסי ועדיף תצוין עלות הריסק ככל שהנתון זמין</span></p></td></tr><tr><td><p><span style="font-weight: 400;">ביטול החלטת הלקוח למשיכת כספים ממוצר פנסיוני</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">הפחתת דמי ניהול במוצר קיים</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">טיפול בכספי פיצויים אגב עזיבת עבודה</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr><tr><td><p><span style="font-weight: 400;">הפחתה בשיעור הפקדה או שינוי בתמהיל הפקדות בין מספר קופות גמל להשקעה</span></p></td><td><p><span style="font-weight: 400;">סיכום שיחה</span></p></td><td> </td></tr></tbody></table><p><span style="font-weight: 400;">בשולי הדברים אבקש לנצל מעמד זה ולקרוא למחוקק, יחד עם רשות שוק ההון ורשות המיסים, להוביל מהלך לתיקון רטרואקטיבי של העוולה שנעשתה בתום לב בכל הנוגע לכפל המס המושת במצב התחיקתי הנוכחי על חלק מתגמולי העובד.</span></p>						</div>
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		<p>הפוסט <a href="https://www.ofs.co.il/blog/2020/01/06/%d7%97%d7%95%d7%96%d7%a8-%d7%94%d7%a9%d7%99%d7%a8%d7%95%d7%aa/">חוזר השירות: שימור הלקוח, חיזוק מעמד הסוכן ומקסום החסכון הפנסיוני</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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		<title>עדכון לוחות תמותה</title>
		<link>https://www.ofs.co.il/blog/2020/01/06/%d7%a2%d7%93%d7%9b%d7%95%d7%9f-%d7%9c%d7%95%d7%97%d7%95%d7%aa-%d7%aa%d7%9e%d7%95%d7%aa%d7%94/</link>
		
		<dc:creator><![CDATA[brokerinsAdmn]]></dc:creator>
		<pubDate>Mon, 06 Jan 2020 20:57:07 +0000</pubDate>
				<category><![CDATA[מאמרים מקצועיים]]></category>
		<guid isPermaLink="false">https://www.ofs.co.il/?p=1220</guid>

					<description><![CDATA[<p>הנקודות המרכזיות שעולות מהחוזר ונייר העמדה בנושא, וההשלכות העיקריות הצפויות בחיסכון ארוך טווח על חברות הביטוח, קרנות הפנסיה, המבוטחים והעמיתים </p>
<p>הפוסט <a href="https://www.ofs.co.il/blog/2020/01/06/%d7%a2%d7%93%d7%9b%d7%95%d7%9f-%d7%9c%d7%95%d7%97%d7%95%d7%aa-%d7%aa%d7%9e%d7%95%d7%aa%d7%94/">עדכון לוחות תמותה</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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							<p>עדכון לוחות תמותה</p>						</div>
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							<p>בשנת 2019 פרסמה רשות שוק ההון חוזר לעניין עדכון מערך ההנחות הדמוגרפי בביטוח חיים ועדכון מודל שיפורי תמותה לחברות הביטוח ולקרנות הפנסיה.</p>
<p>במאמר זה, אתאר את הנקודות המרכזיות שעולות מהחוזר ונייר העמדה שפורסם, ההשלכות העיקריות שצפויות&nbsp; בחסכון ארוך טווח על חברות הביטוח, קרנות הפנסיה, המבוטחים והעמיתים ומספר נקודות למחשבה.</p>
<p><b>רקע</b></p>
<p>חברות הביטוח&nbsp; וקרנות הפנסיה עושות שימוש בהנחות דמוגרפיות עדכניות, ובהן לוחות התמותה, על מנת לקבוע את מקדם הקצבה על בסיסו מומרת יתרת החסכון ערב הפרישה לקצבה חודשית לכל החיים.</p>
<p>להבדיל מקרנות הפנסיה, חברות הביטוח הבטיחו לחוסכים שפתחו פוליסות עד 31.12.2012 ולמי שפתח פוליסה לאחר תאריך זה וגילו היה מעל 60, מקדם קצבה מובטח המוגן מפני שינוי לוחות התמותה והתארכות תוחלות החיים.&nbsp;</p>
<p>עלות רכישת המקדם המובטח לחוסך באה בדרך כלל לידי ביטוי בדמי ניהול גבוהים יותר מחלופות חסכון אחרות, כאשר את הסיכון להתארכות תוחלת החיים נוטלת חברת הביטוח.</p>
<p>זו צריכה להחזיק מספיק עתודות (רזרבות) על מנת שתוכל לעמוד בכל נקודת זמן בהתחייבויותיה כלפי המבוטחים. כאשר על פי הנחיות רשות שוק ההון ההפרשה בגין חלק מהעתודה נדרשת מיידית ואת חלקה ניתן &quot;לבנות&quot; בפריסה לאורך שנים קדימה, על בסיס חישוב הרווחיות העתידית שנובעת לחברה מהפוליסה שיכולה לממן את יצירת הרזרבה (K פקטור).</p>
<p>ברור כי ככל שלפוליסה מקדם מובטח נמוך יותר, העתודות שחברת הביטוח נדרשת להחזיק הן גבוהות יותר, וכי חברות הביטוח מגדל, כלל, הראל ופניקס הן החברות עם תיקי הביטוח הישנים הגדולים ביותר, ועל כן השפעת שינוי ההנחות הדמוגרפיות לגביהן היא העוצמתית ביותר, כפי שיתואר בהמשך.</p>
<p>כאמור, חברת הביטוח נדרשת לבצע עדכון העתודות הן לגבי החוסכים שטרם מימשו את זכאותם לקצבה, והן לגבי מקבלי קצבאות קיימים.</p>
<p>נזכיר כי למרבית החברות הגדולות מודלים אקטואריים פנימיים לעניין שיעורי מימוש קצבה, גילאי מימוש, סוגי כספים שמומרים לקצבה או משולמים כהון ומסלולי קצבה נבחרים, ועל כן ברירת המחדל שפרסמה רשות שוק ההון בטיוטה לפרמטרים אלו לא תשפיע על המודלים הפנימיים של החברות הגדולות, שממילא מעדכנות אותו אחת לכמה שנים על בסיס נתוני האמת בחברה עצמה, והשינוי המרכזי העיקרי שישפיע על כל החברות הוא השינוי בלוחות התמותה, כפי שיפורט בהמשך.</p>
<p>בקרנות הפנסיה החדשות, להבדיל מחברות הביטוח, אין מקדם המרה לקצבה מובטח לעמית החוסך והקרן נדרשת לעדכנו מעת לעת בהתאם לשינויים בלוחות התמותה. המשמעות היא כי את הסיכון על התארכות תוחלת החיים נוטלים העמיתים עצמם ולא החברה המנהלת של קרן הפנסיה.</p>
<p>לעדכון לוחות התמותה שתי השפעות מרכזיות על החוסכים בקרן הפנסיה :</p>
<ol>
<li><b>עמית מקבל קצבה </b>&#8211; מי שכבר החל לקבל קצבה, הקרן תבצע התאמה לגובה הקצבה החודשית לו בהתאם לשינוי בלוחות התמותה.</li>
<li><b>עמית שטרם החל לקבל קצבה </b>&#8211;&nbsp; מקדם הקצבה העתידי למועד פרישתו יותאם ללוחות התמותה החדשים ואולם בעת עדכון הקצבאות לעמיתים המקבלים קצבה, וככל שהקרן תידרש להגדיל את ההתחייבויות שלה למקבלי הקצבאות, תופחת היתרה הצבורה של כלל העמיתים שאינם מקבלים קצבה, וזאת במסגרת האיזון הדמוגרפי.</li>
</ol>
<p><b><br></b></p>
<p><b>אז מה היה ומה השתנה?&nbsp;</b></p>
<p>באפריל 2002, פורסם חוזר ביטוח חיים 2002/5 שהגדיר כללים לחישוב העתודה לפוליסות הקצבה, וזאת על בסיס לוחות תמותה ושיפורים עתידיים בתמותה, התלויים בגיל ומין שהתבססו על מחקר בריטי.</p>
<p>באפריל 2005 ובפברואר 2007 פורסמו חוזרים נוספים, שבהם הוצגו ראיות שלפיהן לוחות התמותה הבסיסיים אינם מספיקים, והוצעו לוחות חלופיים לשימוש עד להכנת לוחות תמותה, המתבססים על נתונים עדכניים של קרנות הפנסיה, תוך עדכון ברירות המחדל לחישוב עתודות לתשלום קצבה בפוליסות ביטוח חיים בהתאמות קלות.&nbsp;</p>
<p>בנובמבר 2012 פורסם נייר עמדה בנושא, שבו הוצגו תוצאות הבדיקה של הניסיון הדמוגרפי של קרנות הפנסיה, כולל המלצה למערך הנחות מעודכן, לרבות בחינת השיפור בתמותה באוכלוסייה בישראל ובעולם, ובחינת השלכות אפשריות של תרחישים שונים לשיפור בתמותה.</p>
<p>במרץ 2013 פורסם חוזר שעדכן את ההנחות של חוזר הקצבה.</p>
<p>בשלב זה, התקבלה החלטה ברשות שוק ההון להמשיך ולהתבסס על לוחות התמותה של קרנות הפנסיה גם עבור פוליסות ביטוחי החיים, מאחר שעדיין לא הצטבר מספיק ניסיון בביטוח חיים לצורך יצירת לוחות תמותה מבוססי אוכלוסיית הביטוח, למרות שמחקרים בעולם ובארץ מצביעים על קשר ישיר בין מצב סוציו-אקונומי לאריכות חיים, כך שייתכן שהתנהגות עמיתי קרנות הפנסיה אינה משקפת בהכרח את התנהגות המבוטחים בפוליסות בחברות הביטוח.</p>
<p>בשנת 2017, כחלק מתהליך חוזר של בחינת ההנחות הדמוגרפיות, אספה רשות שוק ההון מידע נרחב מחברות הביטוח בכל הנוגע לנתוני גמלאים קיימים משנת 2008 ועד למחצית הראשונה של שנת 2017. הנתונים נותחו ועובדו כאשר במקביל בוצעה פניה מטעם האקטואר הראשי של רשות שוק ההון לאגודת האקטוארים בישראל לטובת הקמת ועדה מקצועית לעניין חקר התמותה בישראל. ועדה זו פרסמה דוח מסכם בתחילת שנת 2018, ובו ניתנו המלצות למודל חדש לשיפורי תמותה, אשר אמור להחליף את המודל הקיים. אחת הנקודות המעניינות שעולות בדוח היא כי מדינת ישראל היא מדינת הגירה, ויש לכך השפעה ניכרת על תחזיות דמוגרפיות ומדידת שיפורי התמותה. קשה לדעת כיצד גלי העלייה המשמעותיים השפיעו על שינויים בשיעורי התמותה של האוכלוסייה.</p>
<p>רשות שוק ההון, יחד עם אקטוארים ממבטח המשנה מיוניק רי, הובילו בשיתוף עם אגודת האקטוארים לפיתוחים נוספים של המודל, ולמעשה גיבשו את ההצעה למודל הסופי &#8211; &quot;מודל משולב&quot; המשלב מספר מאפיינים של המודלים האקטואריים השונים.</p>
<p>מודל זה הורץ שוב לאחרונה, יחד עם נתונים עדכניים שנתקבלו מהלשכה המרכזית לסטטיסטיקה עבור השנים 2015 ו-2016. התוצאות היו דומות מאוד לתוצאות הקודמות, מה שמחזק בעיני רשות שוק ההון את המודל המוצע, לפחות בטווח הקצר.</p>
<p><b>עיקרי השינויים המוצעים</b></p>
<p><b>חברות ביטוח</b></p>
<p><span style="background-color: transparent;">1. ייקור מקדמי הקצבה לגברים בפוליסות החדשות ששווקו מ-01/2013 ואילך למי שטרם מלאו לו 60, והוזלת מקדמי הקצבה לנשים בפוליסות החדשות ששווקו מ-01/2013 ואילך למי שטרם מלאו לו 60. להלן דוגמאות מרכזיות לעדכון המקדמים בהתאם:</span></p>
<table>
<tbody>
<tr>
<td>&nbsp;</td>
<td>
<p style="text-align: center;">מסלול מינימום 240 גמלאות</p>
</td>
<td>
<p style="text-align: center;">מסלול מינימום 120 גמלאות</p>
</td>
<td>
<p style="text-align: center;">מסלול ללא הבטחת מינימום</p>
</td>
</tr>
<tr>
<td>
<p>גבר בן 67</p>
</td>
<td>
<p style="text-align: center;">0.3%</p>
</td>
<td>
<p style="text-align: center;">1.4%</p>
</td>
<td>
<p style="text-align: center;">1.9%</p>
</td>
</tr>
<tr>
<td>
<p>אישה בת 64</p>
</td>
<td>
<p style="text-align: center;">0.9% &#8211;</p>
</td>
<td>
<p style="text-align: center;">1.5% &#8211;&nbsp;</p>
</td>
<td>
<p style="text-align: center;">1.7% &#8211;&nbsp;</p>
</td>
</tr>
</tbody>
</table>
<p>סוגיה מעניינת שעולה היא לגבי נשים מעל גיל 60, המחזיקות בפוליסות מנהלים ששווקו לאחר 01/2013. האם במקרים אלו חברות הביטוח יעדכנו את המקדם המובטח שלהן וישפרו אותו בהתאם לנתונים העדכניים, או שמא יידרש מהלך יזום של בעלי הרישיון מול אותם מבוטחים לניוד אקטיבי פנימי או חיצוני לטובת שיפור תנאיהן.</p>
<ol>
<li>הפחתת שיעורי התמותה בגין מבוטחים פעילים שטרם החלו לקבל קצבה חודשית ב-4%. שינוי זה לא עתיד להשפיע משמעותית על חישוב העתודות של חברת הביטוח, ותמונת הראי שלו היא הוזלת תעריפי הספר בביטוחי חיים, שארעה לפני מספר חודשים.<br><br></li>
<li>שיפור שיעורי התמותה של בני זוג בפוליסות שבהן בחר המבוטח, בהמשך תשלום קצבאות לאחר מקרה פטירה לבן הזוג. ממחקרים של קרנות הפנסיה וממחקרי תמותה שנערכו בעולם עולה נתון מעניין ביותר, המצביע על כך ששיעורי התמותה של שאירים גבוהה משיעורי התמותה של &quot;מבוטח ראשי&quot;.<br><br></li>
<li>עדכון ההסתברות לקבלת קצבה באפשרויות השונות – ממוצע הניסיון של חברות הביטוח הגדולות מלמד כי חלו שינויים משמעותיים בהעדפות הפרט במסלול הקצבה בו הוא בוחר ערב פרישתו.&nbsp;</li>
</ol>
<p><br></p>
<p>להערכתי, שינויים אלו נובעים מתהליך מתמשך של אוריינות ומודעות פיננסית בציבור, לצד פריחתו של מקצוע מתכנני הפרישה ובחירה מותאמת של מסלול הקצבה למאפייניו וצרכיו של הלקוח, במסגרת תכנון הפרישה.&nbsp;</p>
<p>טבלה זו מציגה את השינוי בהנחות ברירת המחדל, בהסתברות לקבלת קצבה באפשרויות השונות:</p>
<table>
<tbody>
<tr>
<td>
<p style="text-align: center;">מסלול</p>
</td>
<td>
<p style="text-align: center;">הנחה נוכחית</p>
</td>
<td>
<p style="text-align: center;">הנחה חדשה</p>
</td>
</tr>
<tr>
<td>
<p>מינימום 120 גמלאות</p>
</td>
<td>
<p style="text-align: center;">80%</p>
</td>
<td>
<p style="text-align: center;">50%</p>
</td>
</tr>
<tr>
<td>
<p>מינימום 60 גמלאות</p>
</td>
<td>
<p style="text-align: center;">20%</p>
</td>
<td>
<p style="text-align: center;">0%</p>
</td>
</tr>
<tr>
<td>
<p>ללא הבטחה</p>
</td>
<td>
<p style="text-align: center;">0%</p>
</td>
<td>
<p style="text-align: center;">25%</p>
</td>
</tr>
<tr>
<td>
<p>הבטחת 100% לבן/בת זוג&nbsp;</p>
</td>
<td>
<p style="text-align: center;">0%</p>
</td>
<td>
<p style="text-align: center;">25%</p>
</td>
</tr>
</tbody>
</table>
<p><span style="background-color: transparent;"><span style="font-size: 14.4px;">1.&nbsp;</span>שיפור התמותה בחברות הביטוח יתבסס על תרחישי הפנסיה, אך יכלול שיעור רצפה לשיעור השיפור בתמותה, כך ששיעור השיפור בתמותה לגברים יהיה לפחות 0.75% בכל שנה עתידית, ולפחות 1% לנשים בכל שנה עתידית. המלצה זו היא לצורך חישוב עתודות הביטוח בלבד ותחייב את חברות הביטוח לבצע הפרשות נוספות, וזאת למרות שעל פי המודל של מיוניק רי, שיפורי התמותה יורדים ל-0% בטווח הארוך מאוד.</span></p>
<div><br></div>
<div><p>בטבלה זו מוצגים תוחלת החיים החזויה לפי המודל החדש, ושיעור השינוי בתוחלת החיים החזויה בין המודל לשיפורי תמותה לבין המודל החדש:<br></p>
<table>
<tbody>
<tr>
<td>
<p style="text-align: center;">גבר</p>
</td>
<td>&nbsp;</td>
<td>&nbsp;</td>
<td>
<p style="text-align: center;">אישה</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p style="text-align: center;">גיל בתאריך 01/01/2019</p>
</td>
<td>
<p>תוחלת חיים שלמה חזויה&nbsp;</p>
</td>
<td>
<p>שיעור השינוי בתוחלת החיים החזויה</p>
</td>
<td>
<p>תוחלת חיים שלמה חזויה&nbsp;</p>
</td>
<td>
<p>שיעור השינוי בתוחלת החיים החזויה</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">60</p>
</td>
<td>
<p style="text-align: center;">88.5</p>
</td>
<td>
<p style="text-align: center;">1%</p>
</td>
<td>
<p style="text-align: center;">90.4</p>
</td>
<td>
<p style="text-align: center;">0.9% &#8211;&nbsp;</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">65</p>
</td>
<td>
<p style="text-align: center;">88.5</p>
</td>
<td>
<p style="text-align: center;">1.1%</p>
</td>
<td>
<p style="text-align: center;">90.3</p>
</td>
<td>
<p style="text-align: center;">0.7% &#8211;</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">70</p>
</td>
<td>
<p style="text-align: center;">88.9</p>
</td>
<td>
<p style="text-align: center;">1.6%</p>
</td>
<td>
<p style="text-align: center;">90.4</p>
</td>
<td>
<p style="text-align: center;">0.3% &#8211;</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">75</p>
</td>
<td>
<p style="text-align: center;">89.5</p>
</td>
<td>
<p style="text-align: center;">2.1%</p>
</td>
<td>
<p style="text-align: center;">90.8</p>
</td>
<td>
<p style="text-align: center;">0.5%</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">80</p>
</td>
<td>
<p style="text-align: center;">90.5</p>
</td>
<td>
<p style="text-align: center;">3%</p>
</td>
<td>
<p style="text-align: center;">91.6</p>
</td>
<td>
<p style="text-align: center;">1.2%&nbsp;</p>
</td>
</tr>
</tbody>
</table>
<p><b>קרנות פנסיה</b></p>
<p>כאמור, השינויים בלוחות התמותה ישפיעו הן על מקבלי הקצבאות הקיימים והן על העמיתים הפעילים והלא פעילים, שטרם החלו לקבל קצבה.</p>
<p>ההשפעה על העמיתים שטרם החלו לקבל קצבה תבוא לידי ביטוי במסגרת המאזן הדמוגרפי ברבעון שלאחר כניסת טיוטת החוזר לתוקף, אז תידרש החברה המנהלת להגדיל באופן חד את ההתחייבויות שלה כלפי מקבלי הקצבאות, מה שייצור גרעון שיושת על כלל העמיתים.</p>
<p>ההשפעה עתידה להיות שלילית יותר בקרנות שבהן עתודות מקבלי הקצבאות גדולות יותר (מנורה מבטחים, הראל פנסיה, כלל פנסיה, פניקס פנסיה), וקטנה יותר בקרנות האחרות שלהן עתודה יחסית קטנה של מקבלי קצבאות, אל מול סך עתודות הקרן.</p>
<p>כך או כך, מחישובים ראשוניים עולה כי השינוי ייצר גרעון בקרנות הגדולות שינוע בין 0.2%-0.5%, ומבחינת דירוג הגרעון בין הקרנות, הוא יהיה תמונת ראי לעודף האקטוארי שנוצר בקרנות לפני כשנתיים, בעקבות הגדלת שיעור האג&quot;ח המיועד לפנסיונרים ושינוי שיטת חישוב הקצבאות.</p>
<p>בטבלה זו מוצגים שיעור השינוי במקדמי ההמרה לקצבה עבור עמית שיפרוש ב-01/01/2019 בגילאים שונים לפני מסלולי פרישה:</p>
<table>
<tbody>
<tr>
<td>
<p style="text-align: center;">גיל בתאריך&nbsp; 01/01/2019</p>
</td>
<td>
<p>גבר</p>
</td>
<td>&nbsp;</td>
<td>
<p>אישה</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>&nbsp;</td>
<td>
<p style="text-align: center;">ללא הבטחה</p>
</td>
<td>
<p style="text-align: center;">60% גמלה לבת זוג</p>
</td>
<td>
<p>ללא הבטחה</p>
</td>
<td>
<p>60% גמלה לבן זוג</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">60</p>
</td>
<td>
<p style="text-align: center;">0.7%</p>
</td>
<td>
<p style="text-align: center;">0.5%</p>
</td>
<td>
<p style="text-align: center;">0.4% &#8211;&nbsp;</p>
</td>
<td>
<p style="text-align: center;">0.1%</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">64</p>
</td>
<td>
<p style="text-align: center;">0.8%</p>
</td>
<td>
<p style="text-align: center;">0.6%</p>
</td>
<td>
<p style="text-align: center;">0.3% &#8211;</p>
</td>
<td>
<p style="text-align: center;">0.2%</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">67</p>
</td>
<td>
<p style="text-align: center;">1%</p>
</td>
<td>
<p style="text-align: center;">0.7%</p>
</td>
<td>
<p style="text-align: center;">0.2% &#8211;</p>
</td>
<td>
<p style="text-align: center;">0.4%</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">70</p>
</td>
<td>
<p style="text-align: center;">1.4%</p>
</td>
<td>
<p style="text-align: center;">1%</p>
</td>
<td>
<p style="text-align: center;">0%</p>
</td>
<td>
<p style="text-align: center;">0.6%</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">75</p>
</td>
<td>
<p style="text-align: center;">2.1%</p>
</td>
<td>
<p style="text-align: center;">1.4%</p>
</td>
<td>
<p style="text-align: center;">0.8%</p>
</td>
<td>
<p style="text-align: center;">1.2%</p>
</td>
</tr>
</tbody>
</table>
<p>נזכיר כי להבדיל מביטוח, עד כה לא נקבע בקרנות הפנסיה שיעור שיפור מינימלי בלוחות התמותה ועל כן מבחינה זו בלבד, שיעור השינוי במקדם בין מקדם הבסיס הישן למקדם החדש יהיה גבוה יותר בקרנות הפנסיה מאשר בחברות הביטוח.</p>
<p><b>ההשפעה על הקצבה החודשית שלכם&nbsp;&nbsp;</b></p>
<p>בטבלה זו מוצג השינוי הצפוי בשקלים לגברים ונשים מקבלי קצבאות בקרנות הפנסיה במסלול המבטיח 60% גמלה לבן/בת הזוג, וזאת עבור כל 1,000 ₪ קצבה חודשית ברוטו.</p>
<table>
<tbody>
<tr>
<td>
<p style="text-align: center;">גיל בתאריך 01/01/2019</p>
</td>
<td>
<p style="text-align: center;">גבר</p>
</td>
<td>&nbsp;</td>
<td>
<p>הפרש בשקלים</p>
</td>
<td>
<p>אישה</p>
</td>
<td>&nbsp;</td>
<td>
<p>הפרש</p>
</td>
</tr>
<tr>
<td>&nbsp;</td>
<td>
<p style="text-align: center;">קצבה חודשית נוכחית בש&quot;ח</p>
</td>
<td>
<p style="text-align: center;">קצבה חודשית חדשה בש&quot;ח</p>
</td>
<td>&nbsp;</td>
<td>
<p style="text-align: center;">קצבה חודשית נוכחית בש&quot;ח</p>
</td>
<td>
<p style="text-align: center;">קצבה חודשית חדשה בש&quot;ח</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p style="text-align: center;">60</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">995</p>
</td>
<td>
<p style="text-align: center;">(5)</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">999</p>
</td>
<td>
<p>(1)</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">64</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">994</p>
</td>
<td>
<p style="text-align: center;">(6)</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">998</p>
</td>
<td>
<p>(2)</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">67</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">993</p>
</td>
<td>
<p style="text-align: center;">(7)</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">996</p>
</td>
<td>
<p>(4)</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">70</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">990</p>
</td>
<td>
<p style="text-align: center;">(10)</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">994</p>
</td>
<td>
<p>(6)</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">75</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">986</p>
</td>
<td>
<p style="text-align: center;">(14)</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">988</p>
</td>
<td>
<p>(12)</p>
</td>
</tr>
</tbody>
</table>
<p><b>דמי ניהול מקצבה והשפעתם על המקדם&nbsp;</b></p>
<p>חישובי מקדמי הקצבה בקרנות הפנסיה החדשות מבוססות על גביית דמי ניהול בשיעור של 0.5% לשנה, מיתרת החסכון שצבר העמית בטרם החל לקבל קצבה חודשית.</p>
<p>במשך שנים, קרנות הפנסיה לא העניקו הטבה בדמי הניהול לפורש (קיימת אף תובענה ייצוגית בנושא), ואולם במכרז האחרון של רשות שוק ההון לבחירת קרנות ברירת המחדל החדשות (הקרנות הנבחרות) נקבע תנאי לזוכות, כי דמי הניהול למקבלי קצבאות לא יעלה על שיעור של 0.3%.</p>
<p>כל הקרנות הנבחרות בחרו לגבות 0.3%, ולמיטב ידיעתי נכון להיום אף אחת מקרנות הפנסיה הגדולות שלא נבחרו כקרן ברירת מחדל, לא מעניקה הנחות בדמי הניהול למקבלי קצבאות זקנה.</p>
<p><b>איך ההנחה תשפיע על המקדם, והאם היא יכולה לקזז את השפעת השיפור בשיעורי התמותה?</b></p>
<p>בגדול כל הנחה בשיעור של 0.1% בדמי הניהול למקבלי קצבאות משפר את מקדם הקצבה בכ-1%! כלומר, כבר כיום ניוד יתרת החסכון ערב קבלת הקצבה לאחת מקרנות ברירת המחדל הנבחרות תשפר למקבל הקצבה את מקדם הקצבה בכ-2% !</p>
<p>בטבלה זו מוצג השינוי הצפוי בשקלים לגברים ונשים בני 67 במסלול המבטיח 60% גמלה לבן/בת הזוג, וזאת עבור כל 1,000 ₪ קצבה חודשית ברוטו בדמי ניהול שונים:</p>
<table>
<tbody>
<tr>
<td>
<p style="text-align: center;">גיל בתאריך 01/01/2019</p>
</td>
<td>
<p style="text-align: center;">דמי ניהול מקצבה</p>
</td>
<td>
<p style="text-align: center;">גבר</p>
</td>
<td>&nbsp;</td>
<td>
<p style="text-align: center;">הפרש לאחר עדכון לוחות תמותה</p>
</td>
<td>
<p style="text-align: center;">אישה</p>
</td>
<td>&nbsp;</td>
<td>
<p>הפרש</p>
</td>
</tr>
<tr>
<td>&nbsp;</td>
<td>&nbsp;</td>
<td>
<p style="text-align: center;">קצבה חודשית נוכחית בש&quot;ח</p>
</td>
<td>
<p style="text-align: center;">קצבה חודשית חדשה בש&quot;ח</p>
</td>
<td style="text-align: center;">&nbsp;</td>
<td>
<p style="text-align: center;">קצבה חודשית נוכחית בש&quot;ח</p>
</td>
<td>
<p style="text-align: center;">קצבה חודשית חדשה בש&quot;ח</p>
</td>
<td>&nbsp;</td>
</tr>
<tr>
<td>
<p style="text-align: center;">67</p>
</td>
<td>
<p style="text-align: center;">0.5%</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">993</p>
</td>
<td>
<p style="text-align: center;">(7)</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">996</p>
</td>
<td>
<p style="text-align: center;">(4)</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">67</p>
</td>
<td>
<p style="text-align: center;">0.4%</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">1,002</p>
</td>
<td>
<p style="text-align: center;">2</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">1,005</p>
</td>
<td>
<p style="text-align: center;">5</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">67</p>
</td>
<td>
<p style="text-align: center;">0.3%</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">1,014</p>
</td>
<td>
<p style="text-align: center;">14</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">1,016</p>
</td>
<td>
<p style="text-align: center;">16</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">67</p>
</td>
<td>
<p style="text-align: center;">0.2%</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">1,024</p>
</td>
<td>
<p style="text-align: center;">24</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">1,026</p>
</td>
<td>
<p style="text-align: center;">26</p>
</td>
</tr>
<tr>
<td>
<p style="text-align: center;">67</p>
</td>
<td>
<p style="text-align: center;">0.1%</p>
</td>
<td>
<p style="text-align: center;">1.000</p>
</td>
<td>
<p style="text-align: center;">1,035</p>
</td>
<td>
<p style="text-align: center;">35</p>
</td>
<td>
<p style="text-align: center;">1,000</p>
</td>
<td>
<p style="text-align: center;">1,037</p>
</td>
<td>
<p style="text-align: center;">37</p>
</td>
</tr>
</tbody>
</table>
<p>מהטבלה ניתן ללמוד כי על אף ההערה הצפויה במקדמי הקצבה בקרנות הפנסיה, שימוש מושכל בבחירת הקרן שממנה החוסך יתחיל לקבל את הקצבה החודשית שלו יכולה לקזז ואף לשפר את גובה הקצבה החודשית שלו.</p>
<p>להערכתי, לקרנות הפנסיה יש הזדמנות עסקית נדירה, וקרן הפנסיה הראשונה שתרים את הכפפה ותציע מודל תגמול ראוי לסוכן לניוד כספים, לטובת קבלת קצבה מיידית בדמי ניהול אטרקטיביים, תגרוף אליה ניוד חיובי משמעותי ביותר למוצר, שנכון להיום למעשה אין בו סיכון לעזיבת הלקוח, מאחר שניוד בין מקבלי קצבאות אינו אפשרי.</p>
<p></p>
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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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			<h1 class="elementor-heading-title elementor-size-default">עדכון לוחות תמותה</h1>		</div>
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							<p><span style="font-weight: 400;">בשנת 2019 פרסמה רשות שוק ההון חוזר לעניין עדכון מערך ההנחות הדמוגרפי בביטוח חיים ועדכון מודל שיפורי תמותה לחברות הביטוח ולקרנות הפנסיה.</span></p><p><span style="font-weight: 400;">במאמר זה, אתאר את הנקודות המרכזיות שעולות מהחוזר ונייר העמדה שפורסם, ההשלכות העיקריות שצפויות  בחסכון ארוך טווח על חברות הביטוח, קרנות הפנסיה, המבוטחים והעמיתים ומספר נקודות למחשבה.</span></p><p><b>רקע</b></p><p><span style="font-weight: 400;">חברות הביטוח  וקרנות הפנסיה עושות שימוש בהנחות דמוגרפיות עדכניות ביניהן לוחות התמותה על מנת לקבוע את מקדם הקצבה על בסיסו מומרת יתרת החסכון ערב הפרישה לקצבה חודשית לכל החיים.</span></p><p><span style="font-weight: 400;">חברות הביטוח להבדיל מקרנות הפנסיה הבטיחו לחוסכים שפתחו פוליסות עד 31.12.2012 ולמי שפתח פוליסה לאחר תאריך זה וגילו היה מעל 60 מקדם קצבה  מובטח המוגן מפני שינוי לוחות התמותה והתארכות תוחלות החיים. </span></p><p><span style="font-weight: 400;">עלות רכישת המקדם המובטח לחוסך באה בדרך כלל לידי ביטוי בדמי ניהול גבוהים יותר מחלופות חסכון אחרות כאשר את הסיכון להתארכות תוחלת החיים נוטלת חברת הביטוח.</span></p><p><span style="font-weight: 400;">זו צריכה להחזיק מספיק עתודות (רזרבות) על מנת שתוכל לעמוד בכל נקודת זמן בהתחייבויותיה כלפי המבוטחים. כאשר על פי הנחיות רשות שוק ההון ההפרשה בגין חלק מהעתודה נדרשת מיידית ואת חלקה ניתן &quot;לבנות&quot; בפריסה לאורך שנים קדימה על בסיס חישוב הרווחיות העתידית שנובעת לחברה מהפוליסה שיכולה לממן את יצירת הרזרבה ( K פקטור)</span></p><p><span style="font-weight: 400;">ברור כי ככל שלפוליסה מקדם מובטח נמוך יותר, העתודות שחברת הביטוח נדרשת להחזיק הינן גבוהות יותר וכי חברות הביטוח מגדל כלל  הראל ופניקס הן החברות עם תיקי הביטוח הישנים הגדולים ביותר ועל כן השפעת שינוי ההנחות הדמוגרפיות לגביהן היא העוצמתית ביותר כפי שיתואר בהרחבה בהמשך.</span></p><p><span style="font-weight: 400;">כאמור , חברת הביטוח נדרשת לבצע עדכון העתודות הן לגבי החוסכים שטרם מימשו את זכאותם לקצבה והן לגבי מקבלי קצבאות קיימים.</span></p><p><span style="font-weight: 400;">נזכיר כי למרבית החברות הגדולות מודלים אקטואריים פנימיים לעניין שיעורי מימוש קצבה, גילאי מימוש, סוגי כספים שמומרים לקצבה או משולמים כהון ומסלולי קצבה נבחרים ועל כן ברירת המחדל שפרסמה רשות שוק ההון בטיוטה לפרמטרים אלו לא תשפיע על המודלים הפנימיים של החברות הגדולות שממילא מעדכנות אותו אחת לכמה שנים על בסיס נתוני האמת בחברה עצמה והשינוי המרכזי העיקרי שישפיע על כל החברות הינו השינוי בלוחות התמותה כפי שיפורט בהמשך.</span></p><p><span style="font-weight: 400;">בקרנות הפנסיה החדשות, להבדיל מחברות הביטוח אין מקדם המרה לקצבה מובטח לעמית החוסך והקרן נדרשת לעדכנו מעת לעת בהתאם לשינויים בלוחות התמותה. המשמעות הינה כי את הסיכון על התארכות תוחלת החיים נוטלים העמיתים עצמם ולא החברה המנהלת של קרן הפנסיה.</span></p><p><span style="font-weight: 400;">לעדכון לוחות התמותה שתי השפעות מרכזיות על החוסכים בקרן הפנסיה :</span></p><ol><li style="font-weight: 400;"><span style="font-weight: 400;">עמית מקבל קצבה – מי שכבר החל לקבל קצבה, הקרן תבצע התאמה לגובה הקצבה החודשית לו בהתאם לשינוי בלוחות התמותה.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">עמית שטרם החל לקבל קצבה –  מקדם הקצבה העתידי למועד פרישתו יותאם ללוחות התמותה החדשים ואולם בעת עדכון הקצבאות לעמיתים המקבלים קצבה וככל שהקרן תדרש להגדיל את ההתחייבויות שלה למקבלי הקצבאות , תופחת היתרה הצבורה של כלל העמיתים שאינם מקבלים קצבה וזאת במסגרת האיזון הדמוגרפי.</span></li></ol><p><b>אז מה היה ומה השתנה? אני בעמותה לחקר התמותה?  קצת היסטוריה&#8230;.</b></p><p><span style="font-weight: 400;">באפריל 2002 פורסם חוזר ביטוח חיים 2002/5 שהגדיר כללים לחישוב העתודה לפוליסות הקצבה וזאת על בסיס לוחות תמותה ושיפורים עתידיים בתמותה התלויים בגיל ומין שהתבססו על מחקר בריטי.</span></p><p><span style="font-weight: 400;">באפריל 2005  ובפברואר 2007 פורסמו חוזרים נוספים בהם הוצגו ראיות לפיהן לוחות התמותה הבסיסיים אינם מספיקים והוצעו לוחות חלופיים לשימוש עד להכנת לוחות תמותה המתבססים על נתונים עדכניים של קרנות הפנסיה תוך עדכון ברירות המחדל לחישוב עתודות לתשלום קצבה בפוליסות ביטוח חיים בהתאמות קלות. </span></p><p><span style="font-weight: 400;">בנובמבר 2012 פורסם נייר עמדה בנושא בו הוצגו תוצאות הבדיקה של הניסיון הדמוגרפי של קרנות הפנסיה כולל המלצה למערך הנחות מעודכן לרבות בחינת השיפור בתמותה באוכלוסיה בישראל ובעולם ובחינת השלכות אפשריות של תרחישים שונים לשיפור בתמותה.</span></p><p><span style="font-weight: 400;">במרץ 2013 פורסם חוזר שעדכון את ההנחות של חוזר הקצבה.</span></p><p><span style="font-weight: 400;">בשלב זה, התקבלה החלטה ברשות שוק ההון להמשיך ולהתבסס על לוחות התמותה של קרנות הפנסיה גם עבור פוליסות ביטוחי החיים וזאת מאחר ועדיין לא הצטבר מספיק ניסיון בביטוח חיים לצורך יצירת לוחות תמותה מבוססי אוכלוסיית הביטוח וזאת למרות שמחקרים בעולם ובארץ מצביעים על קשר ישיר בין מצב סוציו-אקונומי לאריכות חיים כך שיתכן והתנהגות עמיתי קרנות הפנסיה אינה משקפת בהכרח את התנהגות המבוטחים בפוליסות בחברות הביטוח.</span></p><p><span style="font-weight: 400;">בשנת 2017 כחלק מתהליך חוזר של בחינת ההנחות הדמוגרפיות, אספה רשות שוק ההון מידע נרחב מחברות הביטוח בכל הנוגע לנתוני גמלאים קיימים החל משנת 2008 ועד למחצית הראשונה של שנת 2017. הנתונים נותחו ועובדו כאשר במקביל בוצעה פניה מטעם האקטואר הראשי של רשות שוק ההון לאגודת האקטוארים בישראל לטובת הקמת וועדה מקצועית לעניין חקר התמותה בישראל . זו פרסמה דוח מסכם בתחילת שנת 2018 ובו ניתנו המלצות למודל חדש לשיפורי תמותה אשר אמור להחליף את המודל הקיים. אחת הנקודות המעניינות שעולות בדוח זה היא כי מדינת ישראל הינה מדינת הגירה ויש לכך השפעה ניכרת על תחזיות דמוגרפיות ומדידת שיפורי התמותה. קשה לדעת כיצד גלי העלייה המשמעותיים השפיעו על שינויים בשיעורי התמותה של האוכלוסיה.</span></p><p><span style="font-weight: 400;">רשות שוק ההון יחד עם אקטוארים ממבטח המשנה מיוניק רי הובילו  בשיתוף עם אגודת האקטוארים לפיתוחים נוספים של המודל ולמעשה גיבשו את ההצעה למודל הסופי &quot;מודל משולב&quot; המשלב מספר מאפיינים של המודלים האקטואריים השונים.</span></p><p><span style="font-weight: 400;">מודל זה הורץ שוב לאחרונה יחד עם נתונים עדכניים שנתקבלו מהלשכה המרכזית לסטטיסטיקה עבור השנים 2015 ו 2016 והתוצאות היו דומות מאוד לתוצאות הקודמות מה שמחזק בעיני רשות שוק ההון את המודל המוצע לפחות בטווח הקצר.</span></p><p><b>להלן עיקרי השינויים המוצעים:</b></p><p><b>חברות ביטוח:</b></p><ol><li style="font-weight: 400;"><span style="font-weight: 400;">ייקור מקדמי הקצבה לגברים בפוליסות החדשות ששווקו מ 01/2013 ואילך למי שטרם מלאו לו 60  והוזלת מקדמי הקצבה לנשים בפוליסות החדשות ששווקו מ 01/2013 ואילך למי שטרם מלאו לו 60 . להלן דוגמאות מרכזיות לעדכון המקדמים בהתאם:</span></li></ol><table><tbody><tr><td> </td><td><p style="text-align: center;"><span style="font-weight: 400;">מסלול מינימום 240 גמלאות</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">מסלול מינימום 120 גמלאות</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">מסלול ללא הבטחת מינימום</span></p></td></tr><tr><td><p style="text-align: right;"><span style="font-weight: 400;">גבר בן 67</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.3%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.4%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.9%</span></p></td></tr><tr><td><p style="text-align: right;"><span style="font-weight: 400;">אישה בת 64</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.9% &#8211;</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.5% &#8211; </span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.7% &#8211; </span></p></td></tr></tbody></table><p><span style="font-weight: 400;">סוגיה מעניינת שעולה היא לגבי נשים מעל גיל 60 המחזיקות בפוליסות מנהלים ששווקו לאחר 01/2013 , האם חברות הביטוח תעדכנה את המקדם המובטח שלהן ותשפר אותו בהתאם לנתונים העדכניים או שמא ידרש מהלך יזום של בעלי הרישיון מול אותם מבוטחים לניוד אקטיבי פנימי או חיצוני לטובת שיפור תנאיהן.</span></p><ol><li style="font-weight: 400;"><span style="font-weight: 400;">הפחתת שיעורי התמותה בגין מבוטחים פעילים שטרם החלו לקבל קצבה חודשית ב 4% &#8211; שינוי זה לא עתיד להשפיע משמעותית על חישוב העתודות של חברת הביטוח ותמונת הראי שלו הינו הוזלת תעריפי הספר בביטוחי חיים שארעה לפני מספר חודשים.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">שיפור שיעורי התמותה של בני זוג בפוליסות בהן בחר המבוטח בהמשך תשלום קצבאות לאחר מקרה פטירה לבן הזוג. ממחקרים של קרנות הפנסיה וממחקרי תמותה שנערכו בעולם עולה נתון מעניין ביותר המצביע על כך ששיעורי התמותה של שארים גבוהה משיעורי התמותה של &quot;מבוטח ראשי&quot;.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">עדכון ההסתברות לקבלת קצבה באפשרויות השונות – ממוצע הניסיון של חברות הביטוח הגדולות מלמד כי חלו שינויים משמעותיים בהעדפות הפרט במסלול הקצבה בו הוא בוחר ערב פרישתו. </span></li></ol><p><span style="font-weight: 400;">להערכתי שינויים אלו נובעים מתהליך מתמשך של אוריינות ומודעות פיננסית בציבור יחד עם פריחתו של מקצוע מתכנני הפרישה ובחירה מותאמת של מסלול הקצבה למאפייניו וצרכיו של הלקוח במסגרת תכנון הפרישה. להלן טבלה המציגה את השינוי בהנחות ברירת המחדל בהסתברות לקבלת קצבה באפשרויות השונות:</span></p><table><tbody><tr><td><p style="text-align: center;"><span style="font-weight: 400;">מסלול</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">הנחה נוכחית</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">הנחה חדשה</span></p></td></tr><tr><td><p style="text-align: right;"><span style="font-weight: 400;">מינימום 120 גמלאות</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">80%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">50%</span></p></td></tr><tr><td><p style="text-align: right;"><span style="font-weight: 400;">מינימום 60 גמלאות</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">20%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0%</span></p></td></tr><tr><td><p style="text-align: right;"><span style="font-weight: 400;">ללא הבטחה</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">25%</span></p></td></tr><tr><td><p style="text-align: right;"><span style="font-weight: 400;">הבטחת 100% לבן/בת זוג </span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">25%</span></p></td></tr></tbody></table><ol><li style="font-weight: 400;"><span style="font-weight: 400;">שיפור התמותה בחברות הביטוח יתבסס על תרחישי הפנסיה אך יכלול שיעור רצפה לשיעור השיפור בתמותה , כך ששיעור השיפור בתמותה לגברים יהיה לפחות 0.75% בכל שנה עתידית ולפחות 1% לנשים בכל שנה עתידית. המלצה זו הינה לצורך חישוב עתודות הביטוח בלבד ותחייב את חברות הביטוח לבצע הפרשות נוספות וזאת למרות שעל פי המודל של מיוניק רי, שיפורי התמותה יורדים ל 0% בטווח הארוך מאוד.</span></li></ol><p><span style="font-weight: 400;">להלן טבלה המציגה את תוחלת החיים החזויה לפי המודל החדש ושיעור השינוי בתוחלת החיים החזויה בין המודל לשיפורי תמותה לבין המודל החדש:</span></p><table><tbody><tr><td><p style="text-align: center;"><span style="font-weight: 400;">גבר</span></p></td><td> </td><td> </td><td><p style="text-align: center;"><span style="font-weight: 400;">אישה</span></p></td><td> </td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">גיל ב 01/01/2019</span></p></td><td><p><span style="font-weight: 400;">תוחלת חיים שלמה חזויה </span></p></td><td><p><span style="font-weight: 400;">שיעור השינוי בתוחלת החיים החזויה</span></p></td><td><p><span style="font-weight: 400;">תוחלת חיים שלמה חזויה </span></p></td><td><p><span style="font-weight: 400;">שיעור השינוי בתוחלת החיים החזויה</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">60</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">88.5</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">90.4</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.9% &#8211; </span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">65</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">88.5</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.1%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">90.3</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.7% &#8211;</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">70</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">88.9</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.6%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">90.4</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.3% &#8211;</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">75</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">89.5</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">2.1%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">90.8</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.5%</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">80</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">90.5</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">3%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">91.6</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.2% </span></p></td></tr></tbody></table><p><b>קרנות פנסיה</b></p><p><span style="font-weight: 400;">כאמור, השינויים בלוחות התמותה ישפיעו הן על מקבלי הקצבאות הקיימים והן על העמיתים הפעילים והלא פעילים שטרם החלו לקבל קצבה.</span></p><p><span style="font-weight: 400;">ההשפעה על העמיתים שטרם החלו לקבל קצבה תבוא לידי ביטוי במסגרת המאזן הדמוגרפי ברבעון שלאחר כניסת טיוטת החוזר לתוקף, אז תידרש החברה המנהלת להגדיל באופן חד את ההתחייבויות שלה כלפי מקבלי הקצבאות מה שיצור גרעון שיושת על כלל העמיתים.</span></p><p><span style="font-weight: 400;">ההשפעה עתידה להיות שלילית יותר בקרנות בהן עתודות מקבלי הקצבאות גדולות יותר (מנורה מבטחים, הראל פנסיה, כלל פנסיה, פניקס פנסיה) וקטנה יותר בקרנות האחרות להן עתודה יחסית קטנה של מקבלי קצבאות אל מול סך עתודות הקרן.</span></p><p><span style="font-weight: 400;">בכל מקרה מחישובים ראשוניים עולה כי השינוי ייצר גרעון בקרנות הגדולות שינוע בין 0.2%-0.5% ומבחינת דירוג הגרעון בין הקרנות, הוא יהיה תמונת ראי לעודף האקטוארי שנוצר בקרנות לפני כשנתיים בעקבות הגדלת שיעור האג&quot;ח המיועד לפנסיונרים ושינוי שיטת חישוב הקצבאות.</span></p><p><span style="font-weight: 400;">להלן טבלה המציגה את שיעור השינוי במקדמי ההמרה לקצבה עבור עמית שיפרוש ב 01/01/2019 בגילאים שונים לפני מסלולי פרישה:</span></p><table><tbody><tr><td><p style="text-align: center;"><span style="font-weight: 400;">גיל ב 01/01/2019</span></p></td><td><p><span style="font-weight: 400;">גבר</span></p></td><td> </td><td><p><span style="font-weight: 400;">אישה</span></p></td><td> </td></tr><tr><td> </td><td><p style="text-align: center;"><span style="font-weight: 400;">ללא הבטחה</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">60% גמלה לבת זוג</span></p></td><td><p><span style="font-weight: 400;">ללא הבטחה</span></p></td><td><p><span style="font-weight: 400;">60% גמלה לבן זוג</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">60</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.7%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.5%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.4% &#8211; </span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.1%</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">64</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.8%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.6%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.3% &#8211;</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.2%</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">67</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.7%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.2% &#8211;</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.4%</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">70</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.4%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.6%</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">75</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">2.1%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.4%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.8%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.2%</span></p></td></tr></tbody></table><p><span style="font-weight: 400;">נזכיר כי להבדיל מביטוח, עד כה לא נקבע בקרנות הפנסיה שיעור שיפור מינימלי בלוחות התמותה ועל כן מבחינה זו בלבד, שיעור השינוי במקדם בין מקדם הבסיס הישן למקדם החדש יהיה גבוה יותר בקרנות הפנסיה מאשר בחברות הביטוח.</span></p><p><b>אז מה יקרה לקצבה החודשית שלי? </b></p><p><span style="font-weight: 400;">בטבלה הבאה נציג את השינוי הצפוי בשקלים לגברים ונשים מקבלי קצבאות בקרנות הפנסיה  במסלול המבטיח 60% גמלה לבן/בת הזוג וזאת עבור כל 1,000 ₪ קצבה חודשית ברוטו.</span></p><table><tbody><tr><td><p style="text-align: center;"><span style="font-weight: 400;">גיל ב 01/01/2019</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">גבר</span></p></td><td> </td><td><p><span style="font-weight: 400;">הפרש בשקלים</span></p></td><td><p><span style="font-weight: 400;">אישה</span></p></td><td> </td><td><p><span style="font-weight: 400;">הפרש</span></p></td></tr><tr><td> </td><td><p style="text-align: center;"><span style="font-weight: 400;">קצבה חודשית נוכחית בש&quot;ח</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">קצבה חודשית חדשה בש&quot;ח</span></p></td><td> </td><td><p style="text-align: center;"><span style="font-weight: 400;">קצבה חודשית נוכחית בש&quot;ח</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">קצבה חודשית חדשה בש&quot;ח</span></p></td><td> </td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">60</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">995</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">(5)</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">999</span></p></td><td><p><span style="font-weight: 400;">(1)</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">64</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">994</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">(6)</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">998</span></p></td><td><p><span style="font-weight: 400;">(2)</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">67</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">993</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">(7)</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">996</span></p></td><td><p><span style="font-weight: 400;">(4)</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">70</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">990</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">(10)</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">994</span></p></td><td><p><span style="font-weight: 400;">(6)</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">75</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">986</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">(14)</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">988</span></p></td><td><p><span style="font-weight: 400;">(12)</span></p></td></tr></tbody></table><p><b>דמי ניהול מקצבה והשפעתם על המקדם </b></p><p><span style="font-weight: 400;">חישובי מקדמי הקצבה בקרנות הפנסיה החדשות מבוססות על גביית דמי ניהול בשיעור של 0.5% לשנה מיתרת החסכון שצבר העמית טרם החל לקבל קצבה חודשית.</span></p><p><span style="font-weight: 400;">במשך שנים, קרנות הפנסיה לא העניקו הטבה בדמי הניהול לפורש (קיימת אף תובענה ייצוגית בנושא) ואולם במכרז האחרון של רשות שוק ההון לבחירת קרנות ברירת המחדל החדשות ( הקרנות הנבחרות), נקבע תנאי לזוכות כי דמי הניהול למקבלי קצבאות לא יעלה על שיעור של 0.3%.</span></p><p><span style="font-weight: 400;">כל הקרנות הנבחרות בחרו לגבות 0.3% ולמיטב ידיעתי נכון להיום אף אחת מקרנות הפנסיה הגדולות שלא נבחרו כקרן ברירת מחדל, לא מעניקה הנחות בדמי הניהול למקבלי קצבאות זקנה.</span></p><p><span style="font-weight: 400;">מהי השפעת ההנחה כאמור על המקדם והאם יכולה לקזז את השפעת השיפור בשיעורי התמותה?</span></p><p><span style="font-weight: 400;">בגדול כל הנחה בשיעור של 0.1% בדמי הניהול למקבלי קצבאות , משפר את מקדם הקצבה בכ 1%! המשמעות הינה כי כבר כיום, ניוד יתרת החסכון ערב קבלת הקצבה לאחת מקרנות ברירת המחדל הנבחרות , תשפר למקבל הקצבה את מקדם הקצבה שלו בכ 2% !</span></p><p><span style="font-weight: 400;">להלן טבלה המציגה את השינוי הצפוי בשקלים לגברים ונשים בני 67 במסלול המבטיח 60% גמלה לבן/בת הזוג וזאת עבור כל 1,000 ₪ קצבה חודשית ברוטו בדמי ניהול שונים:</span></p><table><tbody><tr><td><p style="text-align: center;"><span style="font-weight: 400;">גיל ב 01/01/2019</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">דמי ניהול מקצבה</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">גבר</span></p></td><td> </td><td><p style="text-align: center;"><span style="font-weight: 400;">הפרש לאחר עדכון לוחות תמותה</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">אישה</span></p></td><td> </td><td><p><span style="font-weight: 400;">הפרש</span></p></td></tr><tr><td> </td><td> </td><td><p style="text-align: center;"><span style="font-weight: 400;">קצבה חודשית נוכחית בש&quot;ח</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">קצבה חודשית חדשה בש&quot;ח</span></p></td><td style="text-align: center;"> </td><td><p style="text-align: center;"><span style="font-weight: 400;">קצבה חודשית נוכחית בש&quot;ח</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">קצבה חודשית חדשה בש&quot;ח</span></p></td><td> </td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">67</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.5%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">993</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">(7)</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">996</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">(4)</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">67</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.4%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,002</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">2</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,005</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">5</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">67</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.3%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,014</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">14</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,016</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">16</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">67</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.2%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,024</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">24</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,026</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">26</span></p></td></tr><tr><td><p style="text-align: center;"><span style="font-weight: 400;">67</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">0.1%</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1.000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,035</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">35</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,000</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">1,037</span></p></td><td><p style="text-align: center;"><span style="font-weight: 400;">37</span></p></td></tr></tbody></table><p><span style="font-weight: 400;">מהטבלה ניתן ללמוד כי על אף ההערה הצפויה במקדמי הקצבה בקרנות הפנסיה, שימוש מושכל בבחירת הקרן ממנה החוסך יתחיל לקבל את הקצבה החודשית שלו יכולה לקזז ואף לשפר את גובה הקצבה החודשית שלו.</span></p><p><span style="font-weight: 400;">להערכתי, לקרנות הפנסיה הזדמנות עסקית נדירה וקרן הפנסיה הראשונה שתרים את הכפפה ותציע מודל תגמול ראוי לסוכן לניוד כספים לטובת קבלת קצבה מיידית בדמי ניהול אטרקטיביים תגרוף אליה ניוד חיובי משמעותי ביותר למוצר שלמעשה נכון להיום אין בו סיכון לעזיבת הלקוח מאחר וניוד בין מקבלי קצבאות אינו אפשרי.</span></p>						</div>
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				<div class="elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-e5e8ac3" data-id="e5e8ac3" data-element_type="column">
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													<img loading="lazy" decoding="async" width="800" height="534" src="https://www.ofs.co.il/wp-content/uploads/2020/01/piggy-bank-saving-1024x683.jpg" class="attachment-large size-large wp-image-1197" alt="קופת חסכון" srcset="https://www.ofs.co.il/wp-content/uploads/2020/01/piggy-bank-saving-1024x683.jpg 1024w, https://www.ofs.co.il/wp-content/uploads/2020/01/piggy-bank-saving-300x200.jpg 300w, https://www.ofs.co.il/wp-content/uploads/2020/01/piggy-bank-saving-768x512.jpg 768w, https://www.ofs.co.il/wp-content/uploads/2020/01/piggy-bank-saving.jpg 1255w" sizes="(max-width: 800px) 100vw, 800px" />													</div>
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			<h4 class="elementor-heading-title elementor-size-large">מאמרים נוספים:</h4>		</div>
				</div>
				<div class="elementor-element elementor-element-fe26248 elementor-grid-1 elementor-grid-tablet-2 elementor-grid-mobile-1 elementor-posts--thumbnail-top elementor-widget elementor-widget-posts" data-id="fe26248" data-element_type="widget" data-settings="{&quot;classic_columns&quot;:&quot;1&quot;,&quot;pagination_type&quot;:&quot;prev_next&quot;,&quot;classic_columns_tablet&quot;:&quot;2&quot;,&quot;classic_columns_mobile&quot;:&quot;1&quot;,&quot;classic_row_gap&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:35,&quot;sizes&quot;:[]},&quot;classic_row_gap_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;classic_row_gap_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}" data-widget_type="posts.classic">
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				המדריך המלא: היערכות לסוף שנה			</a>
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			<p>מדריך הכולל ריכוז הנושאים העיקריים לטיפול בסוף שנת המס, כולל דגשים רגולטוריים רלוונטיים. מיועד לסוכנים ומבוטחים כאחד </p>
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			קרא עוד »		</a>

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			<div class="elementor-post__thumbnail"><img loading="lazy" decoding="async" width="300" height="200" src="https://www.ofs.co.il/wp-content/uploads/2024/02/ייעוץ-ביטוח-פנסיה-משפחה-300x200.jpg" class="attachment-medium size-medium wp-image-3078" alt="" srcset="https://www.ofs.co.il/wp-content/uploads/2024/02/ייעוץ-ביטוח-פנסיה-משפחה-300x200.jpg 300w, https://www.ofs.co.il/wp-content/uploads/2024/02/ייעוץ-ביטוח-פנסיה-משפחה-1024x682.jpg 1024w, https://www.ofs.co.il/wp-content/uploads/2024/02/ייעוץ-ביטוח-פנסיה-משפחה-768x511.jpg 768w, https://www.ofs.co.il/wp-content/uploads/2024/02/ייעוץ-ביטוח-פנסיה-משפחה.jpg 1500w" sizes="(max-width: 300px) 100vw, 300px" /></div>
		</a>
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			<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>
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				<div class="elementor-post__excerpt">
			<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>
		</div>
		
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			קרא עוד »		</a>

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			<div class="elementor-post__thumbnail"><img loading="lazy" decoding="async" width="300" height="200" src="https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1333748557-300x200.jpg" class="attachment-medium size-medium wp-image-1992" alt="" srcset="https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1333748557-300x200.jpg 300w, https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1333748557-1024x683.jpg 1024w, https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1333748557-768x512.jpg 768w, https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1333748557-1536x1024.jpg 1536w, https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1333748557-2048x1365.jpg 2048w" sizes="(max-width: 300px) 100vw, 300px" /></div>
		</a>
				<div class="elementor-post__text">
				<h3 class="elementor-post__title">
			<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>
		</h3>
				<div class="elementor-post__excerpt">
			<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>
		</div>
		
		<a class="elementor-post__read-more" 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/" aria-label="קרא עוד אודות המדריך למעסיק: טופס 161 החדש" tabindex="-1" >
			קרא עוד »		</a>

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				<article class="elementor-post elementor-grid-item post-3756 post type-post status-publish format-standard has-post-thumbnail hentry category-1">
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			<div class="elementor-post__thumbnail"><img loading="lazy" decoding="async" width="300" height="200" src="https://www.ofs.co.il/wp-content/uploads/2020/01/9l_326fiszk-luca-bravo-300x200.jpg" class="attachment-medium size-medium wp-image-1004" alt="" srcset="https://www.ofs.co.il/wp-content/uploads/2020/01/9l_326fiszk-luca-bravo-300x200.jpg 300w, https://www.ofs.co.il/wp-content/uploads/2020/01/9l_326fiszk-luca-bravo-768x512.jpg 768w, https://www.ofs.co.il/wp-content/uploads/2020/01/9l_326fiszk-luca-bravo-1024x683.jpg 1024w, https://www.ofs.co.il/wp-content/uploads/2020/01/9l_326fiszk-luca-bravo.jpg 1500w" sizes="(max-width: 300px) 100vw, 300px" /></div>
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				זכויות וכיסויים בזמן מלחמה			</a>
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			<p>מדריך כיס עם כל מה שצריך לדעת על תוכניות ביטוח וחסכונות פנסיוניים בשעת חירום בטחונית </p>
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		<a class="elementor-post__read-more" 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/" aria-label="קרא עוד אודות זכויות וכיסויים בזמן מלחמה" tabindex="-1" >
			קרא עוד »		</a>

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		<p>הפוסט <a href="https://www.ofs.co.il/blog/2020/01/06/%d7%a2%d7%93%d7%9b%d7%95%d7%9f-%d7%9c%d7%95%d7%97%d7%95%d7%aa-%d7%aa%d7%9e%d7%95%d7%aa%d7%94/">עדכון לוחות תמותה</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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		<title>טיפים לקראת פגישה עם סוכן פנסיוני</title>
		<link>https://www.ofs.co.il/blog/2020/01/06/%d7%98%d7%99%d7%a4%d7%99%d7%9d-%d7%9c%d7%a7%d7%a8%d7%90%d7%aa-%d7%a4%d7%92%d7%99%d7%a9%d7%94-%d7%a2%d7%9d-%d7%a1%d7%95%d7%9b%d7%9f-%d7%a4%d7%a0%d7%a1%d7%99%d7%95%d7%a0%d7%99/</link>
		
		<dc:creator><![CDATA[brokerinsAdmn]]></dc:creator>
		<pubDate>Mon, 06 Jan 2020 20:57:07 +0000</pubDate>
				<category><![CDATA[מאמרים מקצועיים]]></category>
		<guid isPermaLink="false">https://www.ofs.co.il/?p=1224</guid>

					<description><![CDATA[<p>מדריך קצר על מכשירי החסכון בעולם הפנסיוני, וכמה טיפים שכדאי לזכור לקראת פגישה עם סוכן ביטוח פנסיוני</p>
<p>הפוסט <a href="https://www.ofs.co.il/blog/2020/01/06/%d7%98%d7%99%d7%a4%d7%99%d7%9d-%d7%9c%d7%a7%d7%a8%d7%90%d7%aa-%d7%a4%d7%92%d7%99%d7%a9%d7%94-%d7%a2%d7%9d-%d7%a1%d7%95%d7%9b%d7%9f-%d7%a4%d7%a0%d7%a1%d7%99%d7%95%d7%a0%d7%99/">טיפים לקראת פגישה עם סוכן פנסיוני</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="1224" class="elementor elementor-1224" data-elementor-post-type="post">
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							<div class="elementor-background-overlay"></div>
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					<div class="elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-1f93e583" data-id="1f93e583" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;gradient&quot;}">
			<div class="elementor-widget-wrap elementor-element-populated">
						<section class="elementor-section elementor-inner-section elementor-element elementor-element-12c5e167 elementor-section-height-min-height elementor-section-boxed elementor-section-height-default" data-id="12c5e167" data-element_type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-54e2e0f1" data-id="54e2e0f1" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-3d7ba528 elementor-widget elementor-widget-text-editor" data-id="3d7ba528" data-element_type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
							<p>טיפים לפגישה <br />עם סוכן פנסיוני</p>						</div>
				</div>
					</div>
		</div>
					</div>
		</section>
					</div>
		</div>
				<div class="elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-1566d200 elementor-hidden-mobile" data-id="1566d200" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;gradient&quot;}">
			<div class="elementor-widget-wrap">
							</div>
		</div>
				<div class="elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-179122be elementor-hidden-mobile" data-id="179122be" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;gradient&quot;}">
			<div class="elementor-widget-wrap">
							</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-19805694 elementor-section-full_width elementor-section-height-default elementor-section-height-default" data-id="19805694" 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-66b5aa93" data-id="66b5aa93" 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-2b11e13b elementor-widget elementor-widget-text-editor" data-id="2b11e13b" data-element_type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
							<p>הסדרי הפנסיה הם אחד הנכסים הכי חשובים שיש לנו. עם זאת, רבים נוטים שלא להתעמק בנושא הפנסיוני, ומוצאים עצמם ללא הגנה מספקת במקרה של חלילה פטירה או נכות, או עם חוסר משמעותי בצבירות הפנסיוניות לגיל הפרישה. </p><p>לכן, הכנו עבורכם הסבר קצר על מכשירי החסכון בעולם הפנסיוני, וכמה טיפים חשובים שכדאי לזכור לקראת פגישה עם סוכן ביטוח פנסיוני.</p>						</div>
				</div>
				<div class="elementor-element elementor-element-971ddbb elementor-widget elementor-widget-text-editor" data-id="971ddbb" data-element_type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
							<p>מכשירי חיסכון</p>						</div>
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							<p><strong>קרן פנסיה מקיפה</strong></p><p>בישראל יש 8 קרנות פנסיה מקיפות, הנהנות מהקצאת אג&quot;ח מיועד של המדינה, ומעניקות ריבית מובטחת בשיעור של 4.86%, עבור 30% מהצבירות של החוסכים. בהתאם לכך, המדינה מגבילה את ההפקדות לקרן הפנסיה לסכום של 5,139 ש&quot;ח בחודש (נכון ל-2024). </p><p>קרן הפנסיה בהגדרתה היא קרן הדדית, כלומר עמיתי הקרן משתתפים באיזון האקטוארי של נכסי הקרן אל מול התחייבויות הקרן, לכן ייתכן עודף או גירעון, שיגדיל או יקטין את צבירות העמיתים. כמו כן, זכויות וחובות עמיתי הקרן מוגדרים בתקנון שניתן לשינוי בכל עת. לרוב, השינויים לא חלים רטרואקטיבית.</p><p>בקרן פנסיה מקיפה קיימים באופן מובנה גם כיסויים ביטוחיים למקרי נכות ופטירה. עלותם זולה מאוד (כי הקרן הדדית). הביטוח למקרה פטירה בקרן הפנסיה נקרא פנסיית שאירים, והוא מבטיח פנסיה לבן/בת הזוג עד סוף החיים, ולילדים עד גיל 21. במקרה למקרה של אובדן כושר עבודה בקרן הפנסיה נקרא פנסיית נכות, והוא מבטיח קצבה חודשית של עד 75% מהשכר המבוטח בקרן, וכן המשך תשלומי עובד ומעביד לקרן הפנסיה, על חשבון קרן הפנסיה. </p><p>הגדרת הנכות בקרן הפנסיה היא יכולת לעבוד בעיסוק האחרון של המבוטח, או בעיסוק אחר בהתאם להכשרתו, השכלתו וניסיונו. לעיתים, נדרש לשפר את ההגדרה באמצעות רכישת כיסוי &quot;מטריה&quot; בחברת ביטוח, כך שההגדרה תתאים אך ורק לעיסוקו האחרון של המבוטח. </p><p><strong>קרן פנסיה כללית</strong></p><p>קרן פנסיה כללית דומה מאוד במאפייניה לקרן פנסיה מקיפה חדשה, למעט העובדה שאינה זכאית להקצאת אג&quot;ח מיועד מהמדינה, וכל הצבירות של העמיתים בקרן מושקעות בשוק ההון, ללא הבטחת תשואה מינימלית. לכן, אין כל הגבלה על הסכום החודשי שניתן להפקיד בקרן הפנסיה. </p><p>רוב הקרנות הכלליות כוללות כיסויים למקרי נכות ופטירה, ואך ניתן לבחור במסלול לזקנה בלבד, שבו החוסך אינו רוכש כיסויים ביטוחיים כלל, וכל הכסף שמועבר מדי חודש נחסך למטרת קצבת זקנה, בניכוי דמי הניהול. </p><p><strong>ביטוח מנהלים</strong></p><p>פוליסות ביטוחי מנהלים קיימות בשוק כבר משנות ה-50, וניתן לחלק אותן לכמה סוגים.  </p><p>1. פוליסות מסוג קצבה שנפתחו עד יוני 2001. זהו מוצר שלא ניתן להשיג כיום, כי הוא מבטיח קצבה חודשית על סמך לוחות תמותה שהיו ידועים בעבר. מאחר שתוחלת החיים מתארכת, יש חשיבות גדולה לפוליסה המבטיחה מראש את מקדם ההמרה לקצבה של החוסך, ומגנה עליו מפני התארכות תוחלת חיים. </p><p>מקדם המרה לקצבה הוא מספר החודשים שחברת הביטוח מניחה שהחוסך יחיה בממוצע. ככל שהוא נמוך יותר, גובה הקצבה החודשית תהיה גבוהה יותר, כי ערב הפרישה מחלקים את יתר החיסכון במקדם ההמרה לקצבה, וכך מגיעים לגובה הקצבה החודשית. </p><p>2. פוליסות מסוג קצבה שנפתחו בין יולי 2001 ודצמבר 2012. גם בפוליסות אלו יש מקדם קצבה מובטח המגן מפני התארכות תוחלת החיים, אך הוא כבר מבוסס על לוחות תמותה עדכניים, ולכן הרבה פחות אטרקטיבי מאשר המקדם בפוליסות ותיקות, ולרוב גם בהשוואה למקדם הקצבה (הלא מובטח) בקרן הפנסיה. </p><p>3. פוליסות מסוג קצבה שנפתחו החל מינואר 2013. בפוליסות אלו מקדם הקצבה אינו מובטח יותר, אלא רק כאשר החוסך מגיע לגיל 60 לפחות. </p><p>4. פוליסות מסוג הון שנפתחו עד דצמבר 2007. פוליסות שהצבירה בהן (עד דצמבר 2007) מיועדת למשיכה כסכום חד-פעמי פטור ממס החל מגיל 60. </p><p>5. פוליסות המשווקות החל מ-1 בספטמבר 2023. 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). 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 עומדת על 5,139 ₪ לחודש (נכון לשנת 2023).</p><p>יודגש כי השינויים לגבי הפקדות שוטפות חלים רק עבור פוליסות שמרכשו אחרי 1. בספטמבר 2023, והן בתוקף גם עבור פורשים ומקבלי קצבאות.</p><p>בכל פוליסות ביטוח המנהלים ניתן לרכוש כיסוי חד-פעמי למקרה פטירה (ולעיתים גם כיסוי הכולל פיצוי חודשי), וכיסוי למקרה של אובדן כושר עבודה, הכולל הגדרות ספציפיות בהתאם לעיסוקו של המבוטח.</p><p>ככלל, פוליסות ביטוח הן חוזה בין חברת הביטוח לבין המבוטח, ולא ניתן לשנות את תנאיהן, ובטח לא לרעה. עם זאת, יש לשקול את כדאיות החיסכון במוצר זה בהתחשב בדמי הניהול המשפיעים על יתרת החיסכון בתום התקופה, ושיקולים נוספים.</p><p><strong>קופות גמל</strong></p><p>קופת גמל היא מוצר חיסכון בלבד, שאינו כולל כיסויים ביטוחיים. </p><p>עד דצמבר 2007, כל החיסכון שנצבר בקופת הגמל יועד למשיכה כסכום חד-פעמי פטור ממס (בהתאם לתקנות קופת הגמל). מינואר 2008, בעקבות תיקון 3 לחוק השירותים הפיננסיים, כל ההפקדות החדשות מיועדות לחיסכון למטרת קצבה בלבד. </p><p>במסגרת תיקון 190 לפקודת מס הכנסה, נקבעו כללים המאפשרים לחוסך בגיל הפרישה למשוך חלק מכספי החיסכון הפנסיוני שלו כסכום חד-פעמי פטור ממס, ולא כקצבה חודשית, וזאת אחרי שהחל לקבל קצבה מינימלית מהמוצרים הפנסיוניים (כ-4,500 ש&quot;ח בחודש).</p><p><strong>קרן השתלמות</strong></p><p>קרן השתלמות היא מוצר החסכון היחידי הפטור ממס רווחי הון, כל עוד ההפקדות הן בשיעור של עד 7.5% מצד המעסיק, ועד 2.5% מצד העובד, עבור שכר של עד 15,712 ש&quot;ח בחודש (נכון ל-2024).</p><p>הפטור ממס ניתן בעת המשיכה כדין, לאחר 6 שנות ותק לפחות (או 3 שנים אם החוסך הגיע לגיל פרישה).</p><p>ניתן להשתמש בכסף לכל מטרה, אך אפשר לראות מלכתחילה את החיסכון בקרן השתלמות כחיסכון פנסיוני, כך שמעבר לצבירת קצבה חודשית בתוכניות הפנסיונית, יתקבל גם סכום חד-פעמי בעת פרישה. </p>						</div>
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							<p>טיפים לקראת פגישה עם סוכן ביטוח פנסיוני</p>						</div>
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							<p><b>1. האם נכון להגדיל את ההפקדות כעובד לתוכניות הפנסיוניות, לשיעור המרבי של 7%? </b></p><p>ייתכן מאוד: הפקדות אלו מזכות בהטבת מס בשלב ההפקדה, או מהווים קצבה פטורה ממס (קצבה מוכרת) בשלב משיכתה. </p><p><b>2. האם נכון להגדיל את ההפקדות כעובד לקרן השתלמות, מעל לשיעור של 2.5%? </b></p><p>ניתן להגדיל את הפקדת העובד לכל שיעור שייבחר, אך חלק זה בהפקדות יהיה חייב במס רווחי הון בעת משיכתו כדין. ועדיין, יש למהלך זה יתרונות רבים: השקעה בנכסים לא סחירים, השקעה ללא מעבר דרך העו&quot;ש, פטור ממס רווחי הון בקניה ומכירה של ניירות ערך, דחיית מס רווחי הון, יצירת נכס פיננסי משמעותי למינוף (תנאי ההלוואות מקרנות השתלמות וקופות גמל אטרקטיביים ביותר), ועוד. </p><p><b>3. האם מסלול ההשקעה מותאם לטווח ההשקעה שלי? </b></p><p>האם מסלול ההשקעה שבו מנוהלים כספי החיסכון ממקסם את היתרונות הגלומים בחלק מהמוצרים לעניין פטור ממס רווחי הון, ובהתחשב בסך ההשקעות הפיננסיות שלכם? כדאי לבדוק. </p><p><b>4. האם ניתן לשפר את דמי הניהול במוצרים השונים? </b></p><p>תקנות הניוד מאפשרות מעבר בין אותם סוגי תוכניות (מקרן פנסיה לקרן פנסיה, מקרן השתלמות לקרן השתלמות), ולרוב גם בין סוגים שונים של תוכניות (מביטוח מנהלים לפנסיה), ללא מס או  קנסות, ולרוב ללא פגיעה בסטטוס המיסוי של הכסף שנחסך. </p><p><b>5. האם המוצרים הפנסיוניים מתאימים לכם?</b></p><p>למשל, האם ביטוח המנהלים הוא מוצר מועדף שחייבים לשמור עליו, או שכדאיות החיסכון בו אינה גבוהה לעומת חלופות אחרות? </p><p><b>6. האם סכומי הביטוח מתאימים לכם? </b></p><p>האם אתם משלמים כספים בחוסר או בעודף, בהתחשב בצרכים האישיים שלכם ומצבכם המשפחתי? האם עלויות הביטוח שאתם משלמים אטרקטיביות, או שניתן להוזיל אותן? </p><p><b>7. ביטוח בריאות &#8211; חשוב לבדוק מהן עלויות הביטוח והכיסויים.</b></p><p><b>8. האם התוכניות הפנסיוניות של בן/בת הזוג רלוונטיים לקבלת ההחלטות?</b></p><p><b>9. האם כדאי לפצל בין ביטוח מנהלים לבין קרן פנסיה?</b></p><p><b>10. האם צריך להקטין את גובה הכיסוי לאובדן כושר עבודה בקרן הפנסיה, על סמך ביטוח אובדן כושר העבודה שהמעסיק רכש בחברת הביטוח? </b></p><p>אנחנו מזמינים אתכם ליצור איתנו קשר ולתאם פגישה על מנת למקסם את הסדרי הפנסיה שלכם. </p><p>בפגישה נברר את הצרכים והמאפיינים שלכם, ונתאים את החסכונות הפנסיוניים והכיסויים למצבכם האישי. </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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			<h1 class="elementor-heading-title elementor-size-default">טיפים לקראת פגישה עם סוכן פנסיוני</h1>		</div>
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							<p><span style="font-weight: 400;">הסדרי הפנסיה של כל אחד ואחת מכם הם אחד הנכסים הכי חשובים שיש לכם.</span></p><p><span style="font-weight: 400;">רובנו, נוטים משום מה שלא להתעמק בנושא הפנסיוני וכתוצאה מכך לעיתים אנו מוצאים עצמנו ללא הגנה מספקת למשפחה ולעצמנו חלילה במקרה פטירה או נכות ועם חוסר משמעותי בצבירות הפנסיוניות שלנו המיועדות לגיל פרישה.</span></p><p><span style="font-weight: 400;">להלן מספר טיפים חשובים לקראת פגישתכם עם סוכן ביטוח פנסיוני:</span></p><p><b>טיפים כלליים ודגשים לקראת הפגישה:</b></p><ol><li style="font-weight: 400;"><span style="font-weight: 400;">האם נכון להגדיל את הפקדתי כעובד לתוכניות הפנסיוניות לשיעור המרבי העומד על 7%?  רמז&#8230; או שתהנה מהטבת מס בשלב ההפקדה ואם לא אז מדובר בקצבה פטורה ממס (קצבה מוכרת) בשלב משיכתה.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">האם ניתן ונכון להגדיל את הפקדתי כעובד לקרן השתלמות מעל 2.5%? רמז.. ניתן להגדיל את הפקדת העובד לכל שיעור שיבחר , אומנם חלק זה יהיה חייב במס רווחי הון בעת משיכתו כדין ואולם קיימים יתרונות רבים למהלך זה ביניהם : השקעה בנכסים לא סחירים, השקעה ללא מעבר דרך העו&quot;ש, פטור ממס רווחי הון בקניה ומכירה של נירות ערך, דחיית מס רווחי הון, יצירת נכס פיננסי משמעותי למינוף (תנאי ההלוואות מקרנות ההשתלמות וקופות הגמל אטרקטיביים ביותר) ועוד&#8230;</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">מסלול ההשקעה בו מנוהלים כספי החסכון שלי – האם מסלול ההשקעה מותאם לטווח ההשקעה שלי? האם מסלול ההשקעה ממקסם את היתרונות הגלומים בחלק מהמוצרים לעניין פטור ממס רווחי הון ובהתחשב בסך ההשקעות הפיננסיות שלי?</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">דמי הניהול – האם ניתן לשפר את דמי הניהול שלי במוצרים השונים? נזכיר כי תקנות הניוד מאפשרות מעבר בין אותם סוגי תוכניות  (פנסיה לפנסיה, השתלמות להשתלמות) ובדר&quot;כ גם בין סוגים שונים של תוכניות (מנהלים לפנסיה) ללא מס , ללא קנסות ובדר&quot;כ ללא פגיעה בסטאטוס המיסוי של הכסף שנחסך.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">התאמת המוצרים הפנסיוניים בהם אני חוסך – האם ביטוח המנהלים שלי הינו מוצר מועדף שאני חייב לשמור עליו או אולי מוצר שכדאיות החסכון בו אינה גבוהה אל מול חלופות אחרות?</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">סכומי ביטוח – האם אני בתת ביטוח או אולי בעודף ביטוח בהתחשב בצרכים האישיים שלי ומצבי המשפחתי? האם עלויות הביטוח שאני משלם טובות או שניתן לשפרן?</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">ביטוח בריאות – בדיקת עלויות הביטוח והכיסויים.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">האם התוכניות הפנסיוניות של בן/בת הזוג שלי רלוונטיים לקבלת ההחלטות שלי? פיזור סיכונים&#8230;&#8230;</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">האם כדי לפצל בין ביטוח מנהלים לקרן פנסיה</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">האם צריך להקטין את הגובה הכיסוי לאובדן כושר בקרן הפנסיה על סמך האובדן כושר שהמעסיק שלי רוכש בחברת ביטוח?</span></li></ol><p><strong>בקצרה על מכשירי החסכון בעולם הפנסיוני</strong></p><p><b>קרן פנסיה מקיפה</b><span style="font-weight: 400;">:</span></p><p><span style="font-weight: 400;">ישנן 9 קרנות פנסיה מקיפות חדשות במדינת ישראל. כל הקרנות נהנות מהקצאת אג&quot;ח מיועד של המדינה המעניקות ריבית מובטחת בשיעור של 4.86% בגין 30% מהצבירות של החוסכים ואולם בעקבות רפורמה של משרד האוצר שיעור האג&quot;ח לחוסכים ילך ויפחת עם השנים&#8230;..</span></p><p><span style="font-weight: 400;">בהתאם, המדינה מגבילה את כמות הכסף שניתן להעביר מדי חודש לקרן הפנסיה עד לסכום של כ 4,212 ₪ לחודש (נכון לשנת 2019)</span></p><p><span style="font-weight: 400;">קרן הפנסיה הינה בהגדרתה קרן הדדית כלומר כל עמיתי הקרן משתתפים באיזון האקטוארי של סך נכסי הקרן אל מול סך התחייבויות הקרן ובהתאם יתכן עודף אקטוארי שיגדיל את צבירות העמיתים בקרן או גרעון אקטוארי שיקטין את צבירות העמיתים בקרן. בנוסף זכויות וחובות עמיתי הקרן מוגדרים באמצעות תקנון שניתן לשינוי בכל עת . בדרך כלל השינויים אינם חלים רטרואקטיבית.</span></p><p><span style="font-weight: 400;">בקרן הפנסיה המקיפה קיימים באופן מובנה גם כיסויים ביטוחיים למקרה נכות ופטירה. עלות הכיסויים הביטוחיים בקרן הפנסיה זולה מאוד ( בגלל שקרן הפנסיה הינה הדדית). הביטוח למקרה פטירה בקרן הפנסיה נקרא פנסיית שארים והוא מבטיח פנסיה לבן/בת הזוג לכל ימי חייו ולילדים עד גיל 21. הביטוח למקרה של אובדן כושר עבודה בקרן הפנסיה נקרא פנסיית נכות והוא מבטיח קצבה חודשית בשיעור של עד 75% מהשכר המבוטח בקרן וכן את המשך תשלומי העובד והמעביד לקרן הפנסיה ע&quot;ח קרן הפנסיה.</span></p><p><span style="font-weight: 400;">נדגיש כי הגדרת הנכות בקרן הפנסיה הינה  היכולת לעבוד בעיסוק האחרון או בעיסוק אחר בהתאם להכשרתו, השכלתו וניסיונו של המבוטח ולעיתים נדרש לשפר את ההגדרה באמצעות רכישת כיסוי &quot;מטריה&quot; בחברת ביטוח כך שההגדרה תתאים לעיסוק האחרון של המבוטח בלבד.</span></p><p><b>קרן פנסיה כללית</b><span style="font-weight: 400;">:</span></p><p><span style="font-weight: 400;">קרן הפנסיה כללית דומה מאוד במאפייניה לקרן פנסיה מקיפה חדשה למעט העובדה כי היא לא זכאית להקצאת אג&quot;ח מיועד מהמדינה וכל הצבירות של העמיתים בקרן מושקעות בשוק ההון ללא הבטחת תשואה מינימאלית. בהתאם כמות הכסף שניתן להעביר מדי חודש לקרן אינה מוגבלת בסכום מסויים.</span></p><p><span style="font-weight: 400;">במרבית הקרנות הכלליות קיימים כיסויים למקרה נכות ופטירה ואף ניתן לבחור במסלול לזקנה בלבד בו החוסך אינו רוכש כיסויים ביטוחיים בכלל וכל הכסף שמועבר מדי חודש לאחר ניכוי דמי ניהול נחסך למטרת קצבת זקנה.</span></p><p><b>ביטוח מנהלים</b></p><p><span style="font-weight: 400;">פוליסות ביטוחי מנהלים החלו עוד בשנות ה – 50. אין ספק שקופירייטר אדיר המציא את השם הזה ואולם אם נתעלם לרגע מההילה סביב השם של המוצר , נאמר כי ניתן לחלק את ביטוחי המנהלים לכמה סוגים:</span></p><ol><li style="font-weight: 400;"><span style="font-weight: 400;">פוליסות מסוג קצבה שנפתחו עד 06/2001 &#8211;  בעיקרון מדובר במוצר שלא ניתן להשיג יותר כיום מאחר ויש בו הבטחה לקבלת קצבה חודשית המבוססת על לוחות תמותה שהיו ידועים בעבר&#8230; מאחר ותוחלות החיים מתארכות , יש חשיבות אדירה לפוליסה המבטיחה מראש את מקדם ההמרה לקצבה של החוסך ומגנה עליו מפני התארכות תוחלת חיים. מהו מקדם המרה לקצבה? זהו בעצם מספר החודשים שחברת הביטוח מניחה שהחוסך יחיה (בממוצע), ככל שהמקדם נמוך יותר גובה הקצבה החודשית תהיה גבוהה יותר מאחר וערב הפרישה מחלקים את יתרת החסכון הצבור במקדם ההמרה לקצבה וכך מגיעים לגובה הקצבה החודשית.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">פוליסות מסוג קצבה שנפתחו מ 07/2001 ועד 12/2012 – גם בפוליסות אלו יש מקדם קצבה מובטח המגן מפני התארכות תוחלת החיים ואולם הוא כבר מבוסס על לוחות תמותה עדכניים והוא הרבה פחות אטרקטיבי מאשר המקדם בפוליסות ותיקות ובדר&quot;כ גם בהשוואה למקדם הקצבה (הלא מובטח) בקרן הפנסיה. במסגרת הפגישה נבחן את כדאיות הותרת החסכון במוצר זה אל מול חלופות אחרות בהתחשב בדמי הניהול המשפיעים את יתרת החסכון הצבור בתום תקופה ובשיקולים נוספים.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">פוליסות מסוג קצבה שנפתחו מ 01/2013 (למי שטרם מלאו לו 60) – בפוליסות אלו מקדם הקצבה אינו מובטח עוד אלא רק בהגיעו של החוסך לגיל 60 לפחות .במסגרת הפגישה נבחן את כדאיות הותרת החסכון במוצר זה אל מול חלופות אחרות בהתחשב בדמי הניהול המשפיעים את יתרת החסכון הצבור בתום תקופה ובשיקולים נוספים.</span></li><li style="font-weight: 400;"><span style="font-weight: 400;">פוליסות מסוג הון שנפתחו עד 12/07 – פוליסות שהצבירה בהן (עד 12/2007) מיועדת למשיכה כסכום חד פעמי פטור ממס החל מגיל 60. במסגרת הפגישה נבחן את כדאיות המשך ניהול החסכון בפוליסות אלו אל מול חלופות אחרות כמו קופות גמל.</span></li></ol><p><span style="font-weight: 400;">בכל פוליסות המנהלים ניתן לרכוש כיסוי חד פעמי למקרה פטירה ( לעיתים גם כיסוי עם פיצוי חודשי) וכיסוי למקרה של אובדן כושר עבודה עם הגדרות ספציפיות המותאמות לעיסוקו של המבוטח.</span></p><p><span style="font-weight: 400;">פוליסת הביטוח הינה חוזה בין חברת הביטוח למבוטח ותנאיו אינם ניתנים לשינוי, בטח לא לרעה.</span></p><p><b>קופות גמל</b></p><p><span style="font-weight: 400;">מוצר חסכון בלבד שאינו מכיל כיסויים ביטוחיים.</span></p><p><span style="font-weight: 400;">עד 12/07 כל החסכון שנצבר בקופות הגמל מיועד למשיכה כסכום חד פעמי פטור ממס (בהתאם לתקנות קופ&quot;ג), החל מ 01/08 ובעקבות תיקון 3 לחוק השירותים הפיננסים, כל ההפקדות החדשות מיועדות לחסכון למטרת קצבה בלבד.</span></p><p><span style="font-weight: 400;">נדגיש כי במסגרת תיקון 190 לפקודת מס הכנסה, נקבעו כללים אשר בהתקיים יכול החוסך בגיל הפרישה למשוך חלק מכספי החסכון הפנסיוני שלו כסכום חד פעמי פטור ממס ולא כקצבה חודשית וזאת לאחר שהחל לקבל קצבה מינימאלית מהמוצרים הפנסיוניים שלו ( כ 4,500 ₪ לחודש).</span></p><p><b>קרן השתלמות</b></p><p><span style="font-weight: 400;">קרן השתלמות הינה מוצר החסכון היחידי הפטור ממס רווחי הון כל עוד ההפקדות הינן בשיעור של עד 7.5% חלק מעסיק ועד 2.5% חלק עובד ומשכר של עד 15,712 ₪ לחודש.</span></p><p><span style="font-weight: 400;">הפטור ממס הינו בעת משיכה כדין לאחר 6 שנות ותק לפחות ( או  3 שנים אם החוסך הגיע לגיל פרישה).</span></p><p><span style="font-weight: 400;">ניתן להשתמש בכסף לכל מטרה שהיא ואולם כדאי לשקול לראות מלכתחילה את החסכון בקרן ההשתלמות כחסכון פנסיוני לעת פרישה כך שמעבר לצבירת קצבה חודשית מהתוכניות הפנסיוניות שלנו יהיה לנו גם סכום חד פעמי שיעמוד לרשותנו בפרישה.</span></p><p><span style="font-weight: 400;">ברוקר סוכנות לביטוח הוקמה על ידי שלושה בכירים שפרשו מכלל חברה לביטוח: אבי רוזנבאום – מנכ&quot;ל כלל פנסיה וגמל ומשנה למנכ&quot;ל ,יעקב (צ'יקו) זכריה &#8211; מנהל חטיבת הסוכנים ומשנה למנכ&quot;ל וניר עובדיה – סמנכ&quot;ל בכיר מנהל מערך עסקים ישירים  .</span></p><p><span style="font-weight: 400;">סוכני ברוקר מזמינים אתכם לצור עמם קשר לטובת תיאום פגישה למקסום הסדרי הפנסיה שלכם. במסגרת הפגישה נברר את מאפייניכם וצרכיכם האישיים ונתאים את החסכונות הפנסיוניים שלכם ואת הכיסויים הביטוחיים שלכם למצבכם.</span></p><p><span style="font-weight: 400;">לפרטים נוספים ולתיאום פגישה <strong><a href="https://www.ofs.co.il/%d7%99%d7%a6%d7%99%d7%a8%d7%aa-%d7%a7%d7%a9%d7%a8/">לחץ כאן</a></strong></span></p>						</div>
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			<h4 class="elementor-heading-title elementor-size-large">מאמרים נוספים:</h4>		</div>
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				טיפים לקראת פגישה עם סוכן פנסיוני			</a>
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			<p>מדריך קצר על מכשירי החסכון בעולם הפנסיוני, וכמה טיפים שכדאי לזכור לקראת פגישה עם סוכן ביטוח פנסיוני</p>
		</div>
		
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			<div class="elementor-post__thumbnail"><img loading="lazy" decoding="async" width="300" height="137" src="https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1415359127-300x137.jpg" class="attachment-medium size-medium wp-image-2001" alt="" srcset="https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1415359127-300x137.jpg 300w, https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1415359127-1024x466.jpg 1024w, https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1415359127-768x350.jpg 768w, https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1415359127-1536x699.jpg 1536w, https://www.ofs.co.il/wp-content/uploads/2024/01/iStock-1415359127-2048x932.jpg 2048w" sizes="(max-width: 300px) 100vw, 300px" /></div>
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				עדכון לוחות תמותה			</a>
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				<div class="elementor-post__excerpt">
			<p>הנקודות המרכזיות שעולות מהחוזר ונייר העמדה בנושא, וההשלכות העיקריות הצפויות בחיסכון ארוך טווח על חברות הביטוח, קרנות הפנסיה, המבוטחים והעמיתים </p>
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				חוזר השירות: שימור הלקוח, חיזוק מעמד הסוכן ומקסום החסכון הפנסיוני			</a>
		</h3>
				<div class="elementor-post__excerpt">
			<p>חוזה השירות הוא הזדמנות גדולה לסוכן הביטוח הפנסיוני לבחון מחדש את תיקי הלקוחות, ולהציע טכניקות ומוצרים משלימים</p>
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				חוזר הנמקה			</a>
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			<p>המסמך נולד כדי לאפשר לבעלי הרישיון לקיים את הוראות סעיף 14 לחוק הייעוץ הפנסיוני, המחייב להעביר ללקוח מסמך מפורט עם ההמלצות בדבר כדאיות החיסכון הפנסיוני</p>
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		<p>הפוסט <a href="https://www.ofs.co.il/blog/2020/01/06/%d7%98%d7%99%d7%a4%d7%99%d7%9d-%d7%9c%d7%a7%d7%a8%d7%90%d7%aa-%d7%a4%d7%92%d7%99%d7%a9%d7%94-%d7%a2%d7%9d-%d7%a1%d7%95%d7%9b%d7%9f-%d7%a4%d7%a0%d7%a1%d7%99%d7%95%d7%a0%d7%99/">טיפים לקראת פגישה עם סוכן פנסיוני</a> הופיע לראשונה ב-<a href="https://www.ofs.co.il">ירח סוכנות לביטוח</a>.</p>
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