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[
    {
        "id": 72,
        "title": "פרויקטי תכנות מודרכים - זיהוי ספרות בכתב יד",
        "description": "פרויקטי תכנות מודרכים לתלמידי מדעי המחשב בתיכונים",
        "url": "/portal/articles/pbl-digits/",
        "release_date": "2020-12-01T23:24:38.276000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/SkillzDigits.990c97a100b9.png",
        "content": "<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-7  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>זיהוי ספרות הכתובות בכתב יד</b></h3><p>זיהוי כתב יד הינה בעיה קשה בשל השוני הרב בין כתבי היד של אנשים שונים.<br/>זיהוי כתב יד באופן ממוחשב, הינה בעיה קשה אף יותר.</p><p>בפרויקט מונחה זה נעסוק בזיהוי הספרות (0 עד 9). נשתמש ב dataset של MNIST המכיל 80,000 תמונות של ספרות מסווגות.<br/>נכתוב תכנית בפייתון המממשת את האלגוריתם &#x27;שכן קרוב&#x27; לזיהוי ספרות הכתובות בכתב יד, בין היתר של תמונות של כתב ידכם.</p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-5  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 250px; width: 250px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/digits.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></h3><p>מימוש אלגוריתם &#x27;השכן הקרוב&#x27; לסיווג ספרות הכתובות בכתב יד.<br/>בפרויקט נקרא קבצים בפורמט לא מוכר של MNIST המכילים 70,000 תמונות בשחור/לבן של ספרות בכתב יד, נציג תמונות, ונסווג תמנות בכתב יד שלכם בעזרת אלגוריתם &#x27;שכן קרוב&#x27;.</p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#4472C4&#x27;}\"><b>סיווג</b></span> - קביעת הסוג של נתון. במקרה שכאן: קביעת הספרה בתמונה שצלמתם<br/><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#4472C4&#x27;}\"><b>שכן קרוב</b></span> - אלגוריתם לפיו, בהנתן רשימה של נתנוים מסווגים (כלומר שהסוג שלהם ידוע), הסוג של נתון חדש הוא הסוג של הנתון הקרוב אליו ביותר, מהרשימה המסווגת.</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>למידת מכונה</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> מתקדם<br/><b>ידע נדרש:</b> פונקציות, רשימות, קריאת קבצים, היכרות עם API,</p><p><b>זמן מוערך:</b> 4 שעות</p><p><a href=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects%2Fdigits.py\" target=\"_blank\" rel=\"noopener noreferrer\">קישור לקוד</a> (digits.py)</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-8  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center iframe\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <iframe style=\"width: 100%;height: 300%;border: 0;\" src=https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/digits.pdf\n        allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\n        </iframe>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>פרויקטי תכנות מודרכים נוספים</b></h3></p>\n    </div>\n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">מגדלי הנוי</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzHanoi.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">סודוקו</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzSudoku.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">בעיית n המלכות</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/Skillz8queens.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>אלגוריתמיקה</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> קלה<br/><b>ידע נדרש:</b> פונקציות, רשימות</p><p><b>זמן מוערך:</b> שעה</p><p><a href=\"/portal/articles/pbl-hanoi/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>בינה מלאכותית</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> בינונית+<br/><b>ידע נדרש:</b> פונקציות, רשימות, רקורסיה</p><p><b>זמן מוערך:</b> שעתיים</p><p><a href=\"/portal/articles/pbl-sudoku/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>בינה מלאכותית</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> בינונית<br/><b>ידע נדרש:</b> פונקציות, רשימות</p><p><b>זמן מוערך:</b> שעתיים</p><p><a href=\"/portal/articles/pbl-8-queens/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>"
    },
    {
        "id": 69,
        "title": "נסיון",
        "description": "נסיון",
        "url": "/portal/articles/%D7%A0%D7%A1%D7%99%D7%95%D7%9F/",
        "release_date": "2020-11-26T19:09:30.375750Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block text-left raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <script>\r\n/**\r\n * @typedef taparamsevents\r\n * @property {Object} onclick\r\n * @property {Object} oninput\r\n */\r\n\r\n/**\r\n * @typedef  taparams\r\n * @property {Object} attrib - reflected object all the object properties will be added to the taelem\r\n * @property {Object} domattrib  - reflected object all the object properties will be added to the dom element with data- prefix.\r\n * @property {Object} elemattrib  - reflected object all the object properties will be added to the dom element with data- prefix.\r\n * @property {String} style - css string to be appended in line to the object\r\n * @property {String} text - string to be added to the dom element.\r\n * @property {String} src - if applicable the src attribute of the dom element.\r\n * @property {tafrmparams} frm - form binding defentions\r\n * @property {Object} localref - for future use\r\n * @property {String} id\r\n * @property {String} appcmd\r\n * @property {Object} appcmdparams\r\n * @property {Function} funconclick\r\n * @property {Object} funconclickparams\r\n * @property {Number} maxlength\r\n * @property {Object} onchange\r\n * @property {Object} data\r\n * @property {taparamsevents} events\r\n */\r\n\r\n//function taparams() {\r\n//    /// <field name='onchange' type='Object'>on change event handler</field>  \r\n//}\r\n\r\n\r\n/**\r\n * @class\r\n * @this {taelem}\r\n * @param {string} tag - the html dom element tag\r\n * @param {string} classname - the css classname\r\n * @param {taparams}  params - the params for the object\r\n * @param {Array} childs of taelem and dom documents\r\n */\r\nfunction taelem(tag, classname, params, childs) {\r\n    \r\n    var localelem = document.createElement(tag);\r\n    \r\n    localelem.taelem = this;\r\n\r\n    //Object.defineProperty()\r\n    \r\n    this.dom = localelem;\r\n\r\n    this.tagelem = tag;\r\n    this.classname = classname;\r\n    this.params = params? 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    },
    {
        "id": 9,
        "title": "תחרות המתמטיקה",
        "description": "תחרות המתמטיקה לבתי הספר היסודיים - Skillz Math",
        "url": "/portal/articles/skillz-math/",
        "release_date": "2018-06-20T21:00:00Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/תחרות מתמטיקה.fb75733e625e.jpg",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n  <div>\r\n    <div style=\"width:75%; min-width:430px;  display:inline-block; vertical-align:top\">\r\n       <h4><strong>על התחרות</strong></h4>\r\nתחרות המתמטיקה לבתי הספר היסודיים נערכת בסביבת \"<strong>עשר אצבעות</strong>\"ומבוססת על משחקים שונים, ההולמים את תוכנית הלימודים בחשבון ובגיאומטריה. הנושאים נבחרים על ידי הפיקוח על הוראת המתמטיקה לבתי ספר יסודיים. אין סדר כרונולוגי מחייב למשחקים. סביבת הלמידה משחקית, אינטואיטיבית ומאפשרת לתלמידים להתקדם בקצב אישי. התלמידים יכולים לעבור בחופשיות בין המשחקים. המשחקים מניחים יסודות להבנה עמוקה של החומר המתמטי שנלמד בבית הספר, ומאפשרים לתלמידים לגלות <strong>בעצמם</strong> חוקים מתמטיים באמצעות משחקים. שיטת הגילוי העצמי מפתחת סקרנות, יצירתיות, ובטחון עצמי. וכמו בכל משחק, מותר להכשל, לנסות שוב, ולשחק עד שמצליחים!\r\n    </div>\r\n    <div  style=\"width:24%; min-width:240px; display:inline-block; vertical-align:bottom; horizontal-align:left; \" >\r\n      <input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"للصفحة بالعربية\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/skillz-math-arb/' ;\">\r\n    </div>\r\n  </div>\r\n\r\n</div>\r\n<div>\r\nבשנת הלימודים תשע\"ז 2017, השיק משרד החינוך את תחרות משחקי המתמטיקה במסגרת אליפות הסייבר הישראלית כתחרות בין בתי הספר. כל תלמידי בתי הספר שירשמו לתחרות, יקבלו גישה לסביבת התחרות, בהתאם לשכבת הגיל ויוכלו לתרגל ולהתקדם בלימודי המתמטיקה המותאמים לכיתתם, באופן עצמאי.</div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>ניקוד התחרות</b></h4><p>תלמיד יכול לצבור בכל משחק בין כוכב אחד (הציון הנמוך ביותר) לחמישה כוכבים (הציון הגבוה ביותר). הכוכבים מתקבלים רק כאשר התלמיד מסיים את כל שלבי המשחק (3-6 שלבים לכל משחק). אין הגבלה על מספר הניסיונות, הציון הגבוה ביותר יישמר. ניקוד בית הספר ייקבע לפי ממוצע הכוכבים לתלמיד, כלומר, סכום הכוכבים שצברו כלל תלמידי בית הספר חלקי מצבת תלמידי בית הספר בשכבות המשתתפות בתחרות המעודכנת במשרד החינוך. בשל המאמץ הנדרש מבתי ספר גדולים, לרתום את כל התלמידים, חישוב מצבת בית הספר יתבצע עם תיקון לפי גודל בית הספר. את נוסחת החישוב כולל התיקון ניתן למצוא <a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzJuniorAndMath.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">בתקנון התחרות</a>.</p><p>החל משנת 2019 גם המורים למתמטיקה יכולים לתרום לניקוד הבית ספרי ע&quot;י <b>צפייה בדו&quot;ח מצב הכיתה באתר &#x27;עשר אצבעות&#x27;</b>, וזאת במטרה לראות את המיומנויות שרכשו התלמידים, באילו מהמיומנויות הם שולטים ובאילו נדרש חיזוק. פעילות זו תקנה 5 נקודות לכיתה. עליכם לבצע בהליך קצר, קישור בין המורה למתמטיקה לכיתות הלימוד שלו בבית הספר. לחצו על הקישור לקריאת <a href=\"https://sites.education.gov.il/cloud/home/cyber_israel/Documents/shiuch_morim_lekitot_new.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">המדריך לשיוך כיתות הלימוד למורה</a>. אם המורה לא מופיע ברשימת המורים, המשמעות היא שטרם התחבר לאתר, לאחר החיבור הראשוני יתווסף לרשימה.</p><p>הניקוד שיצטבר לבית הספר יהיה ממוצע הניקוד שיצברו המורים, בחלוקה למספר הכיתות בבית הספר, בשכבות א&#x27;- ו&#x27;. ציון בית הספר יוצג בלוח התוצאות ב<a href=\"https://pub.skillz-edu.org/portal/\" target=\"_blank\" rel=\"noopener noreferrer\">אתר האליפות</a>. ניקוד זה יתווסף לנקודות אשר יצברו התלמידים, לאחר סיום התחרות ולפני פרסום הציונים הסופיים.</p><p></p><h4><b>לוח זמנים לתחרות תש&quot;פ 2020</b></h4><p>התחרות תתקיים החל מה-3 במאי 2020 ועד ה- 1 ביוני 2020 בשעה 20:00<br/>ראו את טבלת הסבבים והתאריכים המפורטים.<br/> במידה ויאושר תקציב להמשך פעילות, היא תתבצע כחלק מהלמידה בכיתות ובשיעורי הבית, ולא כתחרות!</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>גמר וירטואלי</b></h4><p>בשל הנסיבות, בשנה&quot;ל תש&quot;פ 2020, אירוע הגמר יתקיים בסוף חודש יוני או תחילת חודש יולי, באופן וירטואלי.<br/>לשלב הראשון של הגמר הוירטואלי יעלו כ-300 בתי ספר המדורגים במקומות הראשונים לפי הפירוט בתקנון התחרות.<br/>לשלב השני והאחרון של הגמר הוירטואלי יעלו 50 בתי הספר שידורגו במקומות הראשונים בשלב הראשון.<br/>כל בית ספר שיעלה לגמר, ישלח נציגים מ-4 שכבות הגיל ג&#x27; - ו&#x27;.<br/>הנבחרת תורכב מ-4 נציגים לביה&quot;ס - שתי תלמידות ושני תלמידים. (פרט לבתי ספר חד מגדריים).<br/>בסיום הגמר יוכרזו שלושת המקומות הראשונים בכל אחת משכבות הגיל: ג&#x27; – ו&#x27;.</p><p></p><h4><b>קישורים רלוונטיים</b></h4><p><a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzJuniorAndMath.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון התחרות</a><br/>משחקי הכתר - מדריך למשתמש: <a href=\"/portal/articles/skillz-monsters-from-home/\">נוסח בעברית</a> , <a href=\"/portal/articles/crown-user-guide-arb/\">נוסח בערבית</a><br/>סרטוני הדרכה: <a href=\"https://www.youtube.com/watch?v=e1QNGvswlWA&amp;feature=youtu.be\" target=\"_blank\" rel=\"noopener noreferrer\">סרטון הדרכה למורים</a>, <a href=\"https://www.youtube.com/watch?v=84udlmcBuvs&amp;t=53s\" target=\"_blank\" rel=\"noopener noreferrer\">הדרכה לתלמידים בעברית</a>, <a href=\"https://www.youtube.com/watch?v=rU2bjIe-aOU&amp;t=2s\" target=\"_blank\" rel=\"noopener noreferrer\">הדרכה לתלמידים בערבית</a>, <a href=\"https://youtu.be/g2lzRiuyYCs\" target=\"_blank\" rel=\"noopener noreferrer\">מדריך להחלפת שפה ע&quot;י מורה לתלמידיו</a><br/> <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/pitaron_takalot_aliput_matematika.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">הנחיות לפתרון תקלות בהתחברות לאתר המשחק</a><br/><a href=\"https://sites.education.gov.il/cloud/home/cyber_israel/Documents/shiuch_morim_lekitot_new.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">מדריך שיוך מורים</a>, <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/10_fingers_teacher.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">מצגת חשיפה למורים</a><br/>מכתב להורים מטעם בית הספר : <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/skillz-math-letter-to-parents-heb.docx\" target=\"_blank\" rel=\"noopener noreferrer\">נוסח בעברית</a>, <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/skillz-math-letter-to-parents-Arb.docx\" target=\"_blank\" rel=\"noopener noreferrer\">נוסח בערבית</a><br/></p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 34,
        "title": "היכל התהילה",
        "description": "בתי הספר המנצחים בגמרים הארציים לדורותיהם",
        "url": "/portal/articles/skillz-games-hall-of-fame/",
        "release_date": "2019-04-01T16:45:38.166000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/about.original.8157ae6ee62c.jpg",
        "content": "<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>\n<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>\n<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>\n<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>\n<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>"
    },
    {
        "id": 76,
        "title": "15",
        "description": "שימוש ברדוקציה כדי למצוא אסטרטגיה למשחק 15",
        "url": "/portal/articles/15-mini-mooc/",
        "release_date": "2020-12-04T01:03:45.514000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>miniMOOC זה מתאר איך להשתמש ב<b>רדוקציה</b> בין הבעיות כדי למצוא אסטרטגיה למשחק 15.</p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#4472C4&#x27;}\"><b>רדוקציה</b></span> בין בעיות היא המרת בעיה אחת לבעיה אחרת. רדוקציה יכולה לסייע לפתור בעיה בעזרת פתרון בעיה אחרת.<br/> הקורס פותח ע&quot;י <b>דביר לנצברג</b> והוא מורכב משלושה סרטונים, שאלונים ושאלות לחשיבה.<br/>הסרטון הראשון מציג את המשחק 15.<br/>הסרטון השני מציג אסטרטגיה למשחק המבוססת על אסטרטגיה למשחק אחר.<br/>הסרטון השלישי מציג משחק חדש (JAM) ושואל מהי האסטרטגיה למשחק זה.</p><p></p><p></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p></p><p>את מצגת הקורס ניתן להוריד בפורמט <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15.pptx\" target=\"_blank\" rel=\"noopener noreferrer\">PPTX</a> ובפורמט <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">PDF</a> .</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-right image-video\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">1. הצגת הבעיה</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>המשחק 15 הינו משחק ל-2 שחקנים.<br/>כל שחקן בתורו בוחר מספר מתוך הרשימה 1..9.<br/>כל מספר יכול להבחר פעם אחת בלבד במשחק.<br/>המנצח: הראשון שברשותו 3 מספרים שסכומם 15.<br/>תיקו: כל המספרים נבחרו ולאף שחקן אין 3 מספרים שסכומם 15.</p><p>צפו בסרטון.<br/><b>לאחר</b> שתצפו בסרטון , נסו לפתור את הבעיות הבאות: <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15-1CQ.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Part 1 - Quiz</a><br/>רוצים לבדוק את תשובותיכם? הורידו את <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15-1CA.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Part 1 - Answers</a> לצפיה בתשובות.</p><p><b>לאחר</b> שעניתם על השאלות והבנתם את הפתרונות, חשבו על השאלה הבאה:<br/> במשחק שהוצג בקליפ עשה השחקן השני טעות קשה שאפשרה לשחקן הראשון לנצח.<br/>באיזה מהלך נעשתה הטעות, ואיך היא אפשרה לשחקו השני לנצח?</p></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/_BxaXvLIZ7E?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-right image-video\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2. רדוקציה למשחק אחר</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>בסרטון מוצגת רדוקציה מהמשחק 15 למשחק אחר, כלומר האסטרטגיה של המשחק האחר יכולה לשמש כאסטרטגיה למשחק 15.</p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#4472C4&#x27;}\"><b>רדוקציה</b></span> בין בעיות היא המרת בעיה אחת לבעיה אחרת. רדוקציה יכולה לסייע לפתור בעיה בעזרת פתרון בעיה אחרת.</p><p><b>לאחר</b> שתצפו בסרטון , נסו לפתור את הבעיות הבאות: <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15-2CQ.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Part 2 - Quiz</a><br/>רוצים לבדוק את תשובותיכם? הורידו את <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15-2CA.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Part 2 - Answers</a> לצפיה בתשובות.</p><p><b>לאחר</b> שעניתם על השאלות והבנתם את פתרונן, נסחו במילים פשוטות אסטרטגיה לשחקן במשחק האחר, שתואר בסרטון המבטיחה שהשחקן לא יפסיד.</p></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/hnXNdWBRDxQ?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-right image-video\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3. קווים JAM</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>נציג משחק חדש. הפעם משחק גרפי בשם קווים.<br/>נרצה למצוא אסטרטגיה למשחק.</p><p><b>לאחר</b> שצפיתם בסרטון נסחו במילים פשוטות אסטרטגיה לשחקן בקווים, שתבטיח שהשחקן לא יפסיד.<br/>התייחסו לשמות הקווים לפי המספרים שתוארו בקטע .</p></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/5towbp2Z9_g?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">ריכוז הקבצים</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>להלן ריכוז קבצי הקורס:<br/>ניתן להוריד את מצגת הקורס בפורמט <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15.pptx\" target=\"_blank\" rel=\"noopener noreferrer\">PPTX</a> או בפורמט <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">PDF</a> וכן להוריד את השאלונים והתשובות להם, ב-2 הפרקים הראשונים.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block text-right raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <center>\r\n<table border=\"1\">\r\n<tr>\r\n\t<th>חלק</th>\r\n\t<th>קישור לסרטון</th>\r\n\t<th>השאלות</th>\r\n\t<th>התשובות</th>\r\n</tr>\r\n<tr>\r\n\t<td><center>1</center></td>\r\n\t<td><a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE1.mp4\">תיאור הבעיה</a></td>\r\n\t<td><center><a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15-1CQ.pdf\">Q1</a></center></td>\r\n\t<td><center><a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15-1CA.pdf\">A1</a></center></td>\r\n</tr>\r\n<tr>\r\n\t<td><center>2</center></td>\r\n\t<td><a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE2.mp4\">הפתרון</a></td>\r\n\t<td><center><a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15-2CQ.pdf\">Q2</a></center></td>\r\n\t<td><center><a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/15-2CA.pdf\">A2</a></center></td>\r\n</tr>\r\n</table>\r\n</center>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-center plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>miniMOOCs נוספים</b></h3></p>\n    </div>\n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">מגדלי הנוי</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/hanoi.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">מגדלי הנוי - פרויקט מודרך</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzHanoi.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-left single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">Shannon&#x27;s Entropy</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/SkillzInShanon.2ff31c415af6.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>אודות הקורס<br/></b>מטרת הקורס להדגים כיצד <b>כתיבת אלגוריתם</b> לפתרון בעיה<br/>מאפשר להגיע ל<b>תובנות</b> לגבי הבעיה ופתרונה.<br/>הקורס פותח ע&quot;י <b>דביר לנצברג</b> והוא מורכב משלושה סרטונים, שאלונים ושאלות לחשיבה.<br/></p><p><b>מרצה:</b> דביר לנצברג<br/><b>שפה:</b> עברית</p><p><a href=\"/portal/articles/hanoi-mini-mooc/\"><u>למעבר ל mini MOOC</u></a><br/></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>אלגוריתמיקה</b></span><br/><b>שפת תכנות:</b> פייתון<br/><b>רמה:</b> קלה<br/><b>ידע נדרש:</b> מחרוזות, פונקציות</p><p><b>זמן מוערך:</b> שעה</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><a href=\"/portal/articles/pbl-hanoi/\"><u>למעבר לפרויקט</u></a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>About the Course</b><br/>This miniMOOC teaches the math behind Shannon&#x27;s entropy. The miniMOOC created by <b>Rivki Gadot</b> &amp; <b>Dvir Lanzberg</b> and it requires a basic knowledge in calculus and algebra .<br/></p><p><b>Lecturer</b> - Dvir Lanzberg<br/><b>Language</b> - English</p><p><a href=\"/portal/articles/shannons-entropy/\"><u>Link to Course</u></a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>"
    },
    {
        "id": 48,
        "title": "مسابقة الرياضيات - Skillz Math",
        "description": "مسابقة الرياضيات للمدارس الابتدائية - Skillz Math",
        "url": "/portal/articles/skillz-math-arb/",
        "release_date": "2018-06-20T21:00:00Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/תחרות מתמטיקה.fb75733e625e.jpg",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n  <div>\r\n    <div style=\"width:75%; min-width:430px;  display:inline-block; vertical-align:top\">\r\n       <h4><strong>عن المسابقة</strong></h4>\r\nتقام مسابقة الرياضيات في المدارس الابتدائية في بيئة \"<strong>عشرة أصابع</strong>\" وتستند إلى ألعاب مختلفة تتناسب مع منهج الحساب والهندسة. بيئة التعلم ممتعة وبديهية وتسمح للطلاب بالتقدم بوتيرة شخصية. يتم اختيار المواد من خلال إشراف طاقم التفتيش على تعليم الرياضيات للمدارس الابتدائية. لا يوجد ترتيب زمني ملزم للألعاب. يمكن للطلاب التنقل بحرية بين الألعاب.تضع الألعاب الأسس لفهم مادة الرياضيات بعمق التي يتم تدريسها في المدرسة ، تتيح الفرصة للطلاب باكتشاف القواعد الرياضية بأنفسهم من خلال الألعاب. طريقة اكتشاف الذات تطوّر الفضول ,الإبداع والثقة بالنفس. وكما هو الحال مع أي لعبة ، يُمكن ان تفشل وتحاول مرة أخرى وتلعب حتى تنجح!\r\n    </div>\r\n    <div  style=\"width:24%; min-width:240px; display:inline-block; vertical-align:bottom; horizontal-align:left; \" >\r\n      <input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"לדף בעברית\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/skillz-math/' ;\">\r\n    </div>\r\n  </div>\r\n\r\n</div>\r\n<div>\r\nفي العام الدراسي 2017 ، أطلقت وزارة التربية والتعليم مسابقة ألعاب الرياضيات ضمن بطولة الإنترنت الإسرائيلية كمسابقة بين المدارس. سيتمكن جميع الطلاب المسجلين في المسابقة من الوصول إلى بيئة المسابقة ، حسب الفئة العمرية وسيكونو قادرين على التدريب والتقدم في دراسة الرياضيات المصممة خصيصًا لغرفهم الصفية بشكل مستقل.\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>عن المسابقة</b></h4><p>تقام مسابقة الرياضيات في المدارس الابتدائية في بيئة &quot;ع<b>شرة أصابع</b> &quot; وتستند إلى ألعاب مختلفة تتناسب مع منهج الحساب والهندسة. بيئة التعلم ممتعة وبديهية وتسمح للطلاب بالتقدم بوتيرة شخصية. يتم اختيار المواد من خلال إشراف طاقم التفتيش على تعليم الرياضيات للمدارس الابتدائية. لا يوجد ترتيب زمني ملزم للألعاب. يمكن للطلاب التنقل بحرية بين الألعاب.تضع الألعاب الأسس لفهم مادة الرياضيات بعمق التي يتم تدريسها في المدرسة ، تتيح الفرصة للطلاب باكتشاف القواعد الرياضية بأنفسهم من خلال الألعاب. طريقة اكتشاف الذات تطوّر الفضول ,الإبداع والثقة بالنفس. وكما هو الحال مع أي لعبة ، يُمكن ان تفشل وتحاول مرة أخرى وتلعب حتى تنجح!</p><p>في العام الدراسي 2017 ، أطلقت وزارة التربية والتعليم مسابقة ألعاب الرياضيات ضمن بطولة الإنترنت الإسرائيلية كمسابقة بين المدارس. سيتمكن جميع الطلاب المسجلين في المسابقة من الوصول إلى بيئة المسابقة ، حسب الفئة العمرية وسيكونو قادرين على التدريب والتقدم في دراسة الرياضيات المصممة خصيصًا لغرفهم الصفية بشكل مستقل.</p><p></p><h4><b>نقاط ونتيجة المسابقة</b></h4><p>يمكن للطالب أن يكسب في كل لعبة بين نجمة واحدة (أدنى نتيجة) وخمس نجوم (اعلى نتيجة). يتم قبول النجوم فقط عندما يكمل الطالب جميع مراحل اللعبة (6-3 مراحل لكل لعبة). لا يوجد حد لعدد المحاولات ، سيتم حفظ اعلى نتيجة. سيتم تحديد درجة المدرسة من خلال مُعدل عدد النجوم لكل طالب ، أي ,مجموع عدد النجوم التي كسبها جميع التلاميذ ، مقسومًا على عدد الطلاب في المدرسة من طبقات الصفوف المشاركة في المسابقة المحدثة في وزارة التربية والتعليم. نظرًا للجهد المطلوب من قبل المدارس الكبيرة لتسخير جميع الطلاب ، سيتم حساب طلاب المدرسة بالتصحيح حسب حجم المدرسة. يمكن العثور على صيغة الحساب بما في ذلك التعديل في <a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzMathCrownComp.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">قواعد المنافسة</a>.</p><p>بدءًا من عام 2019 ، يمكن لمعلمي الرياضيات أيضًا المساهمة في نتيجة المدرسة من خلال مشاهدة <b>تقرير</b> <b>حالة الصف على موقع &quot;عشرة أصابع&quot;</b> ، بهدف معرفة المهارات التي اكتسبها الطلاب ، والمهارات التي يتقنونها ، وما التعزيز المطلوب. سيُكسبكم هذا النشاط 5 نقاط لكل صف. تحتاج إلى إجراء عملية قصيرة، الربط بين مدرس الرياضيات لمجموعته التعليمية في المدرسة. انقر على الرابط لقراءة<a href=\"https://sites.education.gov.il/cloud/home/cyber_israel/Documents/shiuch_morim_lekitot_new.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">المرشد لربط مدرس بمجموعته التعليمية</a>. إذا لم يكن المدرس في قائمة المدرسين ، فهذا يعني أنه لم يقم بتسجيل الدخول بعد ، بعد الاتصال الأولي يتم اضافته للقائمة.</p><p>النتيجة التي سيتم تحصيلها في المدرسة هي مُعدل ​​النقاط التي سيحصل عليها المعلمون ، مقسومة على عدد الصفوف في المدرسة ، في الصفوف الأول وحتى السادس سيتم عرض نتيجة المدرسة في لوحة النتائج على<a href=\"https://pub.skillz-edu.org/portal/\" target=\"_blank\" rel=\"noopener noreferrer\">موقع البطولة</a>. ستضاف هذه النتيجة إلى النقاط التي يجمعها الطلاب ، بعد انتهاء المسابقة وقبل نشر العلامات النهائية.</p><p></p><h4><b>الجدول الزمني لمسابقة 2020</b></h4><p>ستقام الأنشطة بين 3.5.2020 - 1.6.2020 20:00<br/> راجع جدول الجولات والتواريخ المفصلة (الجولتين الثالثة والرابعة مشروطة بالموافقة على الميزانية)</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4>نهائيات افتراضية</h4><p>نظرًا للظروف ، في عام 2020 ، سيقام الحدث النهائي في نهاية يونيو أو بداية يوليو تقريبًا, بشكل افتراضي.<br/>ستترفع للنهائيات الافتراضية 300 مدرسة المصنفة بالأماكن الأولى حسب قوانين المسابقة.<br/>للمرحلة الثانية والأخيرة  للنهائي الافتراضي سيترفع50 مدرسة المصنفة بالأماكن الأولى من المرحلة الأولى .<br/>كل مدرسة ستترفع للنهائي عليه اختيار  4 مندوبين للمدرسة من الصفوف الثالثة وحتى السادسة.<br/>مجموعة المندوبين تتركب من طالبين وطالبتين. (باستثناء المدارس أحادية الجنس).<br/>في نهاية النهائيات ، سيتم الإعلان عن المراكز الثلاثة الأولى في كل من طبقات الجيل: الصفوف الاولى وحتى السادسة .</p><h4><b>الروابط ذات الصلة</b></h4><p>ألعاب التاج- دليل المستخدم :<a href=\"/portal/articles/crown-user-guide-arb/\"> النمط العربي</a> ,<a href=\"/portal/articles/skillz-monsters-from-home/\">النمط العبري</a><br/>فيديو تعليمي: <a href=\"https://www.youtube.com/watch?v=e1QNGvswlWA&amp;feature=youtu.be\" target=\"_blank\" rel=\"noopener noreferrer\">فيديو ارشاد للمعلمين</a>, <a href=\"https://youtu.be/rU2bjIe-aOU\" target=\"_blank\" rel=\"noopener noreferrer\">فيديو ارشاد للطلاب</a>, <a href=\"https://www.matific.com/isr/he/login-page/\" target=\"_blank\" rel=\"noopener noreferrer\">مرشد المعلم</a></p><p><a href=\"https://sites.education.gov.il/cloud/home/cyber_israel/Documents/pitaron_takalot_aliput_matematika.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">تعليمات لحل مشاكل الاتصال بموقع اللعبة</a></p><p><a href=\"https://sites.education.gov.il/cloud/home/cyber_israel/Documents/shiuch_morim_lekitot_new.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">ارشاد لربط المعلمين بالصفوف التعليمية</a>, <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/10_fingers_teacher.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">عارضة كشف للمعلمين</a></p><p>رسالة إلى أولياء الأمور نيابة عن المدرسة: <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/skillz-math-letter-to-parents-Arb.docx\" target=\"_blank\" rel=\"noopener noreferrer\">الصيغة العربية</a> , <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/skillz_math_parent_letter_hebrew_tashaf.docx\" target=\"_blank\" rel=\"noopener noreferrer\">الصيغة العبرية</a></p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 45,
        "title": "משחקי הכתר - מדריך למשתמש",
        "description": "הכירו את משחקי הכתר",
        "url": "/portal/articles/skillz-monsters-from-home/",
        "release_date": "2020-03-15T15:43:26.182000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/CrownSkillzBackground.01066987c329.png",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:75%; min-width:430px;  display:inline-block; vertical-align:top\">\r\n<h6>תלמידות ותלמידים יקרים, <strong>אליפות הסייבר</strong> פתחה עבורכם את <strong>משחקי הכתר</strong> - מרחב חדש של <strong>למידה מרחוק</strong>.</h6>\r\n<h6>\r\nיצרנו עבורכם את \"<strong>עולם המפלצות</strong>\", סביבה משחקית ומהנה, המאפשרת לצבור <strong>מטבעות Skillz</strong>, להתקדם במפת המשחקים ובאתגרים ובהתאם לשדרג את המפלצות שלכם.</h6>\r\n<h6>\r\nבנוסף תוכלו לראות את הדירוג האישי שלכם ביחס לכלל התלמידים בשכבת הגיל שלכם. <br />\r\nמדי פעם בפעם נעלה משחקים ושלבים חדשים ונגלה מי מכם יוכתרו למלכי ומלכות משחקי הכתר.</h6>\r\n<h6>בדף זה תמצאו הסברים על התחרויות השונות, איך צוברים כוכבים ומטבעות Skillz וכיצד מתחברים ונכנסים לאזור המשחקים בעולם המפלצות.</h6>\r\n</div>\r\n<div  style=\"width:24%; min-width:240px; display:inline-block; vertical-align:top; horizontal-align:left; \" >\r\n    <input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"إلى صفحة بالعربية\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/crown-user-guide-arb/';\">\r\n<br /><br />\r\n <!--<input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"על תחרות מתמטיקה\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/skillz-math/';\">-->\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"font-size:+3\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>אז מה כוללים &quot;משחקי הכתר&quot; ?</b></h4><ul><li><b>תחרויות אישיות</b> לפי שכבות גיל:<ul><li>תחרות אישית ב<span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#c00000&#x27;}\"><b>חשיבה אסטרטגית</b></span> (Accelium) – <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\">לשכבות א&#x27; – ד&#x27;</span>. תתקיים בין התאריכים 12.07.2020 ל- 06.08.2020</li><li>תחרות אישית ב<span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>חשיבה חישובית</b></span> (Plathora) – לשכבות ד&#x27; – ט&#x27;. הסתיימה. ל<a href=\"https://pub.skillz-edu.org/portal/articles/finalist-ct-2020/\" target=\"_blank\" rel=\"noopener noreferrer\">צפיה בזוכים</a> ו<a href=\"https://youtu.be/DAtXwK2cl0M\" target=\"_blank\" rel=\"noopener noreferrer\">בסרטון הגמר</a>.</li><li>תחרות אישית ב<span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>תכנות</b></span> (ICode) – לשכבות ד&#x27; – י&#x27;.הסתיימה. ל<a href=\"https://pub.skillz-edu.org/portal/final-winners-icode-ranks/\" target=\"_blank\" rel=\"noopener noreferrer\">צפיה בזוכים</a> ובסרטון הגמר</li><li>לוח תוצאות אישי – בלוח התוצאות תוכלו לראות את מיקומכם בתחרות ואת עשרת התלמידים שמעליכם בדירוג ואת תשעת התלמידים שמתחתיכם בדירוג.</li></ul></li><li><b>תחרויות בית ספריות (הסתיימו לשנת תש&quot;ף)</b>:<ul><li>תחרות בית ספרית ב<span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>מתמטיקה</b></span> – לבתי ספר יסודיים. החל מה- 3.5.2020 בשעה 14:00. לצפיה ב<a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzMathCrownComp.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון</a> התחרות ו<a href=\"/portal/articles/skillz-math/\">בדף התחרות.</a> <a href=\"https://pub.skillz-edu.org/portal/math_final_winners\" target=\"_blank\" rel=\"noopener noreferrer\">בזוכים</a>ובסרטון האירוע</li><li>לוח תוצאות בית ספרי. הניקוד נקבע על פי ממוצע נקודות לתלמיד.</li><li>לוח תוצאות אישי – בתוך עולם המפלצות תוכלו לראות את מיקומכם בתחרות ואת עשרת התלמידים שמעליכם בדירוג ואת תשעת התלמידים שמתחתיכם בדירוג.</li></ul></li><li><b>משחקי אסטרטגיה לשכבות ז&#x27; - י&#x27; (הסתיימו לשנת תש&quot;ף):</b><ul><li>משחקים אישיים ב<span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#c00000&#x27;}\"><b>חשיבה אסטרטגית</b></span> (Accelium) – לשכבות ז&#x27; – י&#x27;.</li><li>צבירת ניקוד – בעולם המפלצות תוכלו לראות את הניקוד שצברתם.</li></ul></li><li>צבירת <b>כוכבים</b> במשחקים השונים - צבירת נקודות באחד המשחקים צוברת כוכבים ב&quot;משחקי הכתר&quot;.</li><li>צבירת <b>מטבעות Skillz</b> על ידי עמידה באתגרים יומיים וחד פעמיים ב&quot;עולם המפלצות&quot;.<ul><li>מפלצות המשודרגות על פי כמות המטבעות.</li><li>אתגרים יומיים ניתן להרוויח כל יום.</li></ul></li></ul></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div><center>\r\n<table dir=\"rtl\" border=\"1\" cellspacing=\"1\" cellpadding=\"1\"  style='border-collapse:collapse;'>\r\n  <tr>\r\n  <th >הפעילות</th>\r\n  <th >האפליקציה</th>\r\n  <th >שכבות הגיל</th>\r\n  <th >תאריך התחלה</th>\r\n  <th >תאריך סיום</th>\r\n  <th >תאריך גמר</th>\r\n </tr>\r\n<tr>\r\n  <td >חשיבה חישובית</td>\r\n  <td >Plethora</td>\r\n  <td >ד' - ט'</td>\r\n  <td >23.03.2020</td>\r\n  <td >14.05.2020</td>\r\n  <td >16.06.2020</td>\r\n </tr>\r\n<tr>\r\n  <td >מתמטיקה</td>\r\n  <td >עשר אצבעות&nbsp;</td>\r\n  <td >א' - ו'</td>\r\n  <td >03.05.2020</td>\r\n  <td >01.06.2020</td>\r\n  <td >שלב א - 16.06.20<br />שלב ב - 25.06.20</td>\r\n </tr>\r\n<tr>\r\n  <td >תכנות</td>\r\n  <td >I Code</td>\r\n  <td >ז' - י' (פתוח גם לתלמידי ד' - ו')&nbsp;</td>\r\n  <td >26.04.2020</td>\r\n  <td >28.05.2020</td>\r\n  <td >07.07.2020</td>\r\n </tr>\r\n<tr>\r\n  <td >משחקי אסטרטגיה</td>\r\n  <td >Accelium</td>\r\n  <td >א' - ד'</td>\r\n  <td >12.07.2020</td>\r\n  <td >06.08.2020</td>\r\n  <td >יפורסם בהמשך</td>\r\n </tr>\r\n<tr>\r\n  <td >מדעי המחשב ורובוטיקה&nbsp;</td>\r\n  <td >Scratch</td>\r\n  <td >א' - י\"ב</td>\r\n  <td >15.03.2020</td>\r\n  <td >11.07.2020</td>\r\n  <td ><center>-</center></td>\r\n </tr>\r\n</table>\r\n<br />\r\n</center></div>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4><b>ואיך קשורות המפלצות?</b></h4><h6>עולם המפלצות כולל 8 מפלצות ומפלצת קורונה. לכל מפלצת שם, מספר <b>מטבעות Skillz</b> שנדרש להשיג כדי להשתדרג למפלצת ועיניים. מספר העיניים מעיד על חוזק המפלצת.</h6><h6>לדוגמה:</h6><ul><li>למפלצת בדרגת <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#961f61&#x27;}\"><b>מתלמד</b></span> עין אחת וזוהי המפלצת איתה מתחילים.</li><li>למפלצת בדרגת <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#961f61&#x27;}\"><b>מתחיל</b></span> 2 עיניים ונדרשים 50 מטבעות Skillz כדי להשתדרג אליה.</li><li>למפלצת בדרגת <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#961f61&#x27;}\"><b>מאסטר</b></span> 7 עיניים ונדרשים 2100 מטבעות Skillz כדי להשתדרג אליה.</li><li>ולמפלצת בדרגת <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;#961f61&#x27;, &#x27;color&#x27;: &#x27;#961f61&#x27;}\"><b>הקורונה</b></span> 9 עיניים ונדרשים 3550 מטבעות Skillz כדי להשתדרג אליה.</li></ul></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownSkillzBackground.01066987c329.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6>ככל <b>שתתרגלו</b> יותר משחקים, כך תצברו עוד ועוד <b>מטבעות Skillz.</b></h6><h6>שימו לב: <b>כוכבים</b> אוספים כאשר פותרים שלבים במשחקים השונים (עשר אצבעות, פלתורה, אייקוד ונוספים בהמשך. בהתאם לשכבת הגיל). <b>מטבעות Skillz</b> אוספים בהתאם לאתגרים היומיים והחד-פעמיים המתפרסמים ב&#x27;עולם המפלצות&#x27; בלשונית אתגרים. בדקו את האתגרים! אם פתרתם שלב באופן מושלם באחד הימים, זכיתם במלוא הנקודות, כלומר הכוכבים. אם תתרגלו שוב את אותו השלב למחרת, לא תזכו שוב בכוכבים אך יתכן שתזכו במטבעות Skillz שכן האתגרים קשורים לתרגול ולא רק להצלחה! המפלצות כאמור, משודרגות בהתאם למספר המטבעות שאתם אוספים.</h6><p></p><h4><b>וגמר יהיה?</b></h4><ul><li><b>כללי</b><ul><li>בהתאם לרוח התקופה, אירועי הגמר השונים יתקיימו באופן וירטואלי, במפגשי Zoom, למשך כשעתיים, עד אשר יוחלט אחרת.</li><li>עדכונים יפורסמו בדף זה, ב<a href=\"https://students.education.gov.il/studies-general-info/studies-online/skillz-emergency\" target=\"_blank\" rel=\"noopener noreferrer\">פורטל התלמידים</a> ו<a href=\"https://pop.education.gov.il/sherutey-tiksuv-bachinuch/cyber-championship/\" target=\"_blank\" rel=\"noopener noreferrer\">במרחב הפדגוגי.</a></li><li>לקראת כל אירוע גמר יפורסם תקנון מחייב לתחרות ולגמר.</li><li>תעודות יוענקו במעמד בכירי משרד החינוך (באופן וירטואלי כמובן).<br/></li></ul></li><li><b>גמר תחרות</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#c00000&#x27;}\"><b>חשיבה חישובית</b></span><b> בסביבת &#x27;פלתורה&#x27;</b><ul><li>התחרות נפתחה ביום כ&quot;ז באדר תש&quot;פ, 23 במרץ 2020.</li><li>התחרות הסתיימה ביום חמישי כ&#x27; באייר תש&quot;פ, 14 במאי 2020, בשעה 20:00.</li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>הגמר</b></span> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>האישי </b></span>התקיים <b>ב-</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>16 ביוני 2020</b></span> . <a href=\"https://youtu.be/DAtXwK2cl0M\" target=\"_blank\" rel=\"noopener noreferrer\">כאן</a> תוכלו לצפות בסרטון המסכם את הגמר<a href=\"https://pub.skillz-edu.org/portal/articles/finalist-ct-2020/\" target=\"_blank\" rel=\"noopener noreferrer\">וכאן</a> בזוכים ובדירוג המלא.</li><li>משימות הגמר יהיו פתוחות אך ורק לתלמידים שיעלו לגמר והן תשלבנה נושאים מוכרים ונושאים חדשים.</li><li>מקצה יסודי, שכבות ד&#x27; – ו&#x27;: לגמר יעלו 150 תלמידים במקומות הראשונים אשר יצברו לפחות 400 כוכבים (נקודות) בסביבה.<br/> בסיום הגמר יוכרזו שלושת המקומות הראשונים בכל אחת משכבות הגיל: ד&#x27; – ו&#x27;.</li><li>מקצה חט&quot;ב, שכבות ז&#x27; – ט&#x27;: לגמר יעלו 50 תלמידים במקומות הראשונים אשר יצברו לפחות 400 כוכבים (נקודות) בסביבה.<br/> בסיום הגמר יוכרזו שלושת המקומות הראשונים במקצה, מבין כל התלמידים המתמודדים בשכבות ז&#x27; – ט&#x27;.<br/></li></ul></li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#c00000&#x27;}\"><b>ת</b></span><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#c00000&#x27;}\"><b>כנות פייתון</b></span><b> בסביבת &#x27;ICODE&#x27;</b><ul><li>התחרות נפתחה ב ב&#x27; באייר תש&quot;פ, 26 באפריל 2020.</li><li>שלב א&#x27; של התחרות צפוי להתקיים עד ה&#x27; בסיוון תש&quot;פ, 28 במאי 2020.</li><li>שלב אימון לקראת הגמר יפתח ב 22 ביוני 2020 ויהיה פתוח עד ה 05 ביולי 2020. שלב האימון יהיה פתוח לכלל התלמידים.</li><li><b>הגמר האישי</b> התקיים ב <b>07 ביולי 2020.</b></li><li>התחרות פתוחה לתלמידי ד&#x27; – י&#x27; ומתמקדת בתלמידי ז&#x27; – י&#x27;.</li><li>לגמר יעלו תלמידים אשר יצברו לפחות 60% מסך הנקודות המקסימלי בתחרות.</li><li>מקצה יסודי, שכבות ד&#x27; – ו&#x27; - בסיום הגמר יוכרזו שלושת המקומות הראשונים במקצה, מבין כל התלמידים המתמודדים בשכבות ד&#x27; – ו&#x27;.</li><li>מקצה חט&quot;ב/חט&quot;ע, שכבות ז&#x27; – י&#x27; - בסיום הגמר יוכרזו שלושת המקומות הראשונים במקצה, מבין כל התלמידים המתמודדים בשכבות ז&#x27; – י&#x27;. הזוכים במקומות הראשונים בשכבות ז&#x27; – י&#x27; יזכו <b>לייצג את ישראל בתחרות בינלאומית</b> שמתוכננת (בכפוף למצב העולמי) להתקיים בדצמבר!<br/></li></ul></li><li><b>גמר</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#c00000&#x27;}\"><b>מתמטיקה</b></span> <b>ליסודיים בסביבת &#x27;עשר אצבעות&#x27;</b><ul><li>התחרות נפתחה ב ט&#x27; באייר תש&quot;פ, 3 במאי 2020.</li><li>התחרות תסתיים ביום שני ט&#x27; בסיוון תש&quot;פ, 01 ביוני 2020 בשעה 20:00. על השלבים הבאים ראו בתקנון התחרות.</li><li>חלקו הראשון של הגמר צפוי להתקיים ב- 16 ביוני 2020 וחלקו השני עבור 50 בתי הספר שהעפילו מהשלב הראשון יתקיים ב- <b>25 ביוני 2020</b> והינו <b>גמר בית ספרי!</b></li><li>יעלו לגמר וירטואלי 300 בתי הספר בעלי ההישגים הגבוהים ביותר, כל בית ספר ישלח נציגים מ-4 שכבות גיל : ג&#x27; - ו&#x27;.</li><li>נבחרת בית הספר תורכב מארבעה תלמידים - שתי תלמידות ושני תלמידים (פרט לבתי ספר חד מגדריים)</li><li>בסיום הגמר יוכרזו שלושת המקומות הראשונים.</li><li>ראו <a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzJuniorAndMath.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון</a> מעודכן!</li></ul></li></ul></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4><b>אז איך נכנסים לאזור המשחקים?</b></h4><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>הסברים ניתן למצוא בסרטון משמאל, או בהוראות שלהלן.</h6></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/C7-IpVL-9mE?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>כנסו לדף הבית של Skillz. לחצו על &quot;כניסת משתמש&quot; להזדהות משרד החינוך.</h6><h6>הקלידו את פרטי ההזדהות האישיים שלכם ולחצו על &quot;כניסה&quot;.</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/IDM.0d94644065bd.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>לאחר ההזדהות יופיע <b>חלון מרחף</b> בחלקו השמאלי של המסך. לכניסה למרחב הלמידה מהבית לחצו על <b>&quot;למשחקים שלי&quot;</b>.</h6><h6>במידה והחלונית תיסגר, ניתן ללחוץ עליה לפתיחה מחדש.</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownMonsterButton.224c75987f75.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>בדף &quot;המשחקים שלי&quot; תוכלו למצוא קישורים ל<b>משחקים</b>.</h6><h6>לחצו על המשחק שחקו להנאתכם ו<b>צברו נקודות (כוכבים)</b>.</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownGameZone.b96678d4481c.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>בלוח התוצאות שבעולם המפלצות תוכלו לראות את מיקומכם בליגה ואת עשרת התלמידים שמעלכם בליגה ועשרת התלמידים שמתחתיכם בליגה.</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/ScoreBoard.jpeg\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></h4><h4><b>אז הבנו איך צוברים כוכבים - פשוט משחקים. אבל איך צוברים מטבעות Skillz?</b></h4></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6><b>מטבעות Skillz</b> נועדו לשדרג את המפלצת שלכם וצוברים אותם כאשר עומדים ביעדים שהגדרנו עבורכם. למשל, פותרים 5 שלבים באותו היום, או פותרים 3 שלבים ברצף באופן מושלם ועוד אתגרים רבים.</h6><h6>חלק מהאתגרים ניתן לצבור כל יום מחדש וחלק הינם חד פעמיים. צבירת מטבעות Skillz מתבצעת במהלך המשחק.</h6><h6><b>ככל שתרבו לשחק, כך תגדילו את הסיכוי לזכות באתגרים.</b> את האתגרים תוכלו למצוא בלשונית &quot;אתגרים&quot; ו- &quot;אתגרים שהשלמתי&quot;:</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownFinishedCallanges.5cdfa7e82363.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/BegginerMonstersWorld.e14fe1998156.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>כדי לצפות במפת המפלצות ולראות את הדמות שלכם לחצו בחלון הצף על דמות המפלצת:</h6></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h5><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></h5><h5><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>צוות אליפות הסייבר מאחל לכם הנאה רבה מלמידה יצירה ומשחק!</h5></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 70,
        "title": "פעילויות חוויתיות בתכנות",
        "description": "הפעילויות פתוחות ללא צורך בהזדהות",
        "url": "/portal/articles/hour-of-code-2020/",
        "release_date": "2020-12-01T12:11:48.345000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>Skillz מנגישים פעילויות חווייתיות בתכנות</b></h4><p>תוכנית Skillz וחטיבת ההטמעה הטכנולוגית יצרו פעילויות יעודיות לקידום לימודי תכנות: פעילות סקראצ בעולם רובוטים, פעילויות סקראצ לתלמידי &#x27;חשיבה חישובית ורובוטיקה&#x27; ומשחק תכנות לתלמידי התיכון.<br/>בנוסף, ריכזנו בדף זה את <b>פעילויות מסגרת Skillz הפתוחות לכל מעוניין</b> לאורך כל השנה.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">מעבדת רובוטים - תכנות ב Scratch</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/tiles/SkillzRoboticsLab.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">חשיבה מחשובית ורובוטיקה</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/tiles/SkillzComuticational.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">משחק התיכונים 2020</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/tiles/SkillzCoding2020.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>הכרות עם סביבת Scratch של חטיבת הטמעה טכנולוגית ו Skillz<br/>הפעילות פתוחה לכל אחד. <b>אין צורך בהזדהות</b>.<br/>לכניסה <a href=\"https://pub.skillz-edu.org/portal/landing_page_crb\" target=\"_blank\" rel=\"noopener noreferrer\">לחצו כאן</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>פעילות חטיבת הטמעת טכנולוגיות במסגרת תכנית חשיבה מחשובית ורובוטיקה לתלמידי ד&#x27; - ו&#x27;<br/>הפעילות <b>מצריכה הזדהות</b> אחידה.<br/>כניסה דרך <a href=\"/portal/playground/\">מגרש המשחקים</a> של Skillz.</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>משחק תכנות לתלמידי התיכון י&#x27; - י&quot;ב<br/><b>אין צורך בהזדהות</b><br/>לכניסה<a href=\"https://coding.skillz-edu.org/everyone-local-login\" target=\"_blank\" rel=\"noopener noreferrer\">לחצו כאן</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">זיהוי ספרות בכתב יד</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzDigits.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">סודוקו</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzSudoku.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">בעיית n המלכות</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/Skillz8queens.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>למידת מכונה</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> מתקדמת<br/><b>ידע נדרש:</b> פונקציות, רשימות, קריאת קבצים, עבודה עם API</p><p><b>זמן מוערך:</b> 4 שעות<br/><b>אין צורך בהזדהות</b></p><p><a href=\"/portal/articles/pbl-digits/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>בינה מלאכותית</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> בינונית+<br/><b>ידע נדרש:</b> פונקציות, רשימות, רקורסיה</p><p><b>זמן מוערך:</b> שעתיים<br/><b>אין צורך בהזדהות</b></p><p><a href=\"/portal/articles/pbl-sudoku/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>בינה מלאכותית</b></span><br/><b>שפה:</b> פייתון<br/><b>רמה:</b> בינונית<br/><b>ידע נדרש:</b> פונקציות, רשימות</p><p><b>זמן מוערך:</b> שעתיים<br/><b>אין צורך בהזדהות</b></p><p><a href=\"/portal/articles/pbl-8-queens/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">מגדלי הנוי - פרויקט תכנות מונחה</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzHanoi.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">מגדלי הנוי - mini MOOC</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzHanoi.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">15 - mini MOOC</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/Skillz15.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>אלגוריתמיקה</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> קלה<br/><b>ידע נדרש:</b> מחרוזות, רשימות</p><p><b>זמן מוערך:</b> שעה</p><p><a href=\"/portal/articles/pbl-hanoi/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>אודות הקורס<br/></b>מטרת הקורס להדגים כיצד <b>כתיבת אלגוריתם</b> לפתרון בעיה<br/> מאפשר להגיע ל<b>תובנות</b> לגבי הבעיה ופתרונה.<br/>הקורס פותח ע&quot;י <b>דביר לנצברג</b> והוא מורכב משלושה סרטונים, שאלונים ושאלות לחשיבה.<br/><br/><b>מרצה:</b> דביר לנצברג<br/><b>שפה:</b> עברית</p><p><a href=\"/portal/articles/hanoi-mini-mooc/\">למעבר ל mini MOOC</a></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>אודות הקורס<br/></b>מטרת הקורס להדגים <b>רדוקציה</b> בין בעיות, כלומר איך ניתן להמיר בעיה אחת לבעיה אחרת. רדוקציה יכולה לסייע לפתור בעיה בעזרת פתרון בעיה אחרת.<br/>הקורס פותח ע&quot;י <b>דביר לנצברג</b> והוא מורכב משלושה סרטונים, שאלונים ושאלות לחשיבה.</p><p><b>מרצה:</b> דביר לנצברג<br/><b>שפה:</b> עברית</p><p><a href=\"/portal/articles/15-mini-mooc/\">למעבר ל mini MOOC</a></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-left single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">Shannon&#x27;s Entropy</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/SkillzInShanon.2ff31c415af6.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-left single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">Computer Networks</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/networking.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>About the Course</b><br/>This miniMOOC teaches the math behind Shannon&#x27;s entropy. The miniMOOC created by <b>Rivki Gadot</b> &amp; <b>Dvir Lanzberg</b> and it requires a basic knowledge in calculus and algebra .<br/></p><p><b>Lecturer</b> - Dvir Lanzberg<br/><b>Language</b> - English</p><p><a href=\"/portal/articles/shannons-entropy/\"><u>Link to Course</u></a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>About the Course</b><br/>A self-study video series of computer networks focusing on the five-layer model. The series was created by Omar Rosenbaum, the lead author of the <a href=\"https://data.cyber.org.il/networks/networks.pdf\" target=\"_blank\" rel=\"noopener noreferrer\"><b><u>Computer Networks book</u></b></a> of the <a href=\"https://cyber.org.il/\" target=\"_blank\" rel=\"noopener noreferrer\"><b><u>Cyber Education Center</u></b></a>. The series is in progress. More videos will be uploaded from time to time.<br/></p><p><b>Lecturer</b> - Omer Rosenbaum<br/><b>Language</b> - English</p><p><a href=\"/portal/articles/networks/\">Link to Course</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>"
    },
    {
        "id": 8,
        "title": "תחרות התכנות ליסודיים וחט\"ב",
        "description": "תחרות התכנות לבתי ספר יסודיים וחט\"ב - Skillz  Coding  Junior",
        "url": "/portal/articles/skillz-coding-junior/",
        "release_date": "2018-06-20T21:00:00Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/תכנות תיכונים 1.386fd9de2fd0.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>סביבות התחרות</b></h4><p><b>אקסליום</b>: מציעה תוכנית לפיתוח חשיבה באמצעות משחק. התכנים מחזקים מיומנויות חשיבה מסדר גבוה ומפתחים את הכישורים האישיים והבין-אישיים. התכנים עוסקים במגוון נושאים כגון פתרון בעיות, קבלת החלטות, גמישות מחשבתית, ניתוח, הסקת מסקנות ועוד. הם בנים את בסיס הידע של כל לומד מן היסוד, תוך התאמה דינאמית של התוכן לחוזקות ולחולשות של הלומד.</p><p><b>פלתורה</b>: פלטפורמה פדגוגית, המפתחת מיומנויות חוצות תחומי דעת של פתרון בעיות מורכבות וחשיבה חישובית. הפלטפורמה מבוססת על משחק מחשב בעל ממשק ידידותי ונקי, המשתמש בשפה ויזואלית, כדי לדמות סינתקס ומיועד לתלמידי כיתות ב-ט. פלתורה מעניקה סביבת למידה, המעודדת חקרנות וסקרנות בהבנת מערכות מורכבות באמצעות הרכבת משפטים לוגיים, המהווים &quot;כללים&quot; במטרה לפתור משימות נתונות</p><p><b>איי-קוד</b>: ארגון ללא מטרת רווח העובד בשיתוף פעולה עם חברת ליפ-לרנר התורמת את שירותיה לפיתוח משחק ללימוד תכנות באמצעות כתיבת קוד בשפת Python . הארגון יזם תחרות בינלאומית בחודש מאי האחרון בה השתתפו ילדים ובני נוער מסין, הודו, ארה&quot;ב, אוגנדה, סיירה ליאון, ירדן, ניגריה, אוסטרליה, דרום אפריקה, גואטמלה, אל סלוודור.</p><p><b>שלבי התחרות</b></p><p><b>שלב אימון</b>-שלב זה נועד להכרת הסביבה ובדיקת התחברות התלמידים למערכת הזדהות אחידה. הישגי התלמידים בו אינם נספרים לצורך התחרות.</p><p><b>שלב התחרות הבית ספרית-</b> בשלב זה התלמידים פותרים תרגילים וצוברים כוכבים. ניקוד בית הספר מוצג בלוח תוצאות ארצי וניתן לעקוב אחרי הישגי התלמידים. התחרות תנוהל על ידי רכז התקשוב או המורה האחראי בבית הספר.</p><p><b>מחנות אימונים וירטואליים-</b> בשלב זה מתאמנות הנבחרות שעלו לגמר הארצי . מטרת מחנות האימונים לאפשר לתלמידים להשתמש בידע שרכשו במהלך התחרות לצורך פתרון בעיות וכן לאמן את הנבחרות לגמר.</p><p><b>הגמר-</b> כ-100 נבחרות מצטיינות מרחבי הארץ מגיעות להתחרות באירוע השיא של התחרות. בתי הספר שעולים לגמר ירכיבו נבחרת בית ספרית המורכבת משתי תלמידות ושני תלמידים (פרט לבתי ספר חד מגדריים). לבתי הספר הזוכים בגמר מוענקים פרסים יקרי ערך. מספר חטיבות הביניים אשר יעפילו לשלב הגמר, יהיה כחלקם באחוזים בבתי הספר המשתתפים בתחרות.</p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/coding_j_tashaf10.12.19.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון התחרות</a>.</p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/Skillz-junior-green.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקציר תקנון התחרות</a></p><p>מכתב הסבר להורים על השתתפות בית הספר בתחרות: <a href=\"https://pub.skillz-edu.org/static/portal/news/skillz-olimpics-parent-letter-hebrew.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">נוסח עיברית</a>, <a href=\"https://pub.skillz-edu.org/static/portal/news/skillz-olimpics-parent-letter-hebrew-arabic.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">נוסח ערבית</a></p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/open_levels_games.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">הוראות התחברות לשלבי ההתנסות בשלב האימון</a></p><h4>ניקוד התחרות</h4></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img 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\" alt=\"\" />\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>הניקוד ייקבע לפי ממוצע הכוכבים לתלמיד, כלומר, סכום הכוכבים שצברו כלל תלמידי בית הספר חלקי מצבת תלמידי בית הספר בשכבות המשתתפות בתחרות המעודכנת במשרד החינוך. בשל המאמץ הנדרש מבתי ספר גדולים, לרתום את כל התלמידים, חישוב מצבת בית הספר יתבצע עם תיקון לפי גודל בית הספר. ציון בית הספר יוצג <a href=\"https://pub.skillz-edu.org/portal/results#!/dashboard/coding@Elm/Competition/-1\" target=\"_blank\" rel=\"noopener noreferrer\">בלוח התוצאות של האליפות</a>. בשלבי התחרות יוצגו הנקודות של שלבי התחרות בלבד ! (הניקוד בשלב האימון לא נכלל) .</p><p></p><h4></h4></p>\n    </div>\n\n</div></div>\n<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>חומרים מקצועיים</b></h4><ul><li>פלתורה</li></ul><p><a href=\"https://sites.education.gov.il/cloud/home/cyber_israel/Documents/Plethora_TeacherOnePager.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">הצגת הפלטפורמה</a>,<a href=\"https://www.youtube.com/watch?v=WFcTFDpWVjg\" target=\"_blank\" rel=\"noopener noreferrer\">סרטון קצר על הפלטפורמה</a></p><p><a href=\"https://sites.education.gov.il/cloud/home/cyber_israel/Documents/adracha_al_shimush_paltora.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">אוריינטציה לתלמיד - עיברית</a>, <a href=\"https://sites.education.gov.il/cloud/home/cyber_israel/Documents/Plethora_Guide_Arabic.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">אוריינטציה לתלמיד - ערבית</a></p><p><a href=\"https://youtu.be/UDMUAvEppa0\" target=\"_blank\" rel=\"noopener noreferrer\">וובינר תש&quot;ף (2019)</a></p><p>וובינר תשע&quot;ט (2018): <a href=\"https://www.youtube.com/watch?v=CAvVB7jorhY&amp;feature=youtu.be\" target=\"_blank\" rel=\"noopener noreferrer\">חלק 1</a>, <a href=\"https://www.youtube.com/watch?v=K5LC1F53-WQ&amp;feature=youtu.be\" target=\"_blank\" rel=\"noopener noreferrer\">חלק 2</a>, <a href=\"https://www.youtube.com/watch?v=RofqXJXwwvY&amp;feature=youtu.be\" target=\"_blank\" rel=\"noopener noreferrer\">חלק 3</a>, <a href=\"https://www.youtube.com/watch?v=jfMUiH_ftp4&amp;feature=youtu.be\" target=\"_blank\" rel=\"noopener noreferrer\">חלק 4</a></p><p><a href=\"https://drive.google.com/file/d/18A7tFH5AJVgnPd9WknJE-WpQegMa9ZxO/view\" target=\"_blank\" rel=\"noopener noreferrer\">סרטון הדרכה למשחק</a></p><p></p><ul><li>אקסליום</li></ul><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/acceluim_who_we_are.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">הצגת הפלטפורמה</a>, <a href=\"https://www.youtube.com/watch?v=km9EXM9pc-g\" target=\"_blank\" rel=\"noopener noreferrer\">סרטון קצר על הפלטפורמה</a></p><p><a href=\"https://youtu.be/G9J8H_G1eHI\" target=\"_blank\" rel=\"noopener noreferrer\">וובינר להיכרות עם הסביבה</a>, <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/ACCELIUM_campus.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">קמפוס אקסליום (חומרי עזר לכיתה)</a></p><p>חוקי המשחקים:</p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/lockdown_hebrew.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">לוקד-און עיברית</a>, <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/lockdown_arabic.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">לוק-דאון ערבית</a>, <a href=\"https://youtu.be/vwS4YkngcaA\" target=\"_blank\" rel=\"noopener noreferrer\">סרטון חוקי המשחק</a> , <a href=\"https://youtu.be/k7fwxD_ZI28\" target=\"_blank\" rel=\"noopener noreferrer\">סרטון שיטת החשיבה</a></p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/movit_hebrew.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">מוב-איט עיברית</a>, <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/movit_arabic.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">מוב-איט ערבית</a>, <a href=\"https://youtu.be/vLW_RF50UPo\" target=\"_blank\" rel=\"noopener noreferrer\">סרטון חוקי המשחק</a> , <a href=\"https://youtu.be/klrDwPt26ac\" target=\"_blank\" rel=\"noopener noreferrer\">סרטון שיטת החשיבה</a></p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/penguin_hebrew.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">פינגווינס עיברית</a>, <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/penguin_arabic.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">פינגווינס ערבית</a>, <a href=\"https://youtu.be/bl2b19oKf84\" target=\"_blank\" rel=\"noopener noreferrer\">סרטון חוקי המשחק</a> , <a href=\"https://youtu.be/_wvjV7J571w\" target=\"_blank\" rel=\"noopener noreferrer\">סרטון שיטת החשיבה</a></p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/kinggame_hebrew.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">משחק המלך עיברית,</a> <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/kinggame_arabic.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">משחק המלך ערבית</a></p><p></p><ul><li>איי-קוד</li></ul><p><a href=\"http://service.icodecompetition.com/jwt/jwtLogin\" target=\"_blank\" rel=\"noopener noreferrer\">כניסה להתנסות בפלטפורמה</a> (רק דרך מחשבים נייחים)</p><p><a href=\"https://youtu.be/1b4DXpGkwLM\" target=\"_blank\" rel=\"noopener noreferrer\">וובינר להיכרות עם הסביבה</a></p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 54,
        "title": "גמר משחקי הכתר - שידור חי",
        "description": "אירוע גמר וירטואלי - תחרות אישית בתכנות פייתון (אייקוד). השידור יחל בשעה 11:00",
        "url": "/portal/articles/live-event-broadcast/",
        "release_date": "2020-06-12T13:01:49.555000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <iframe width=\"1120\" height=\"630\" src=\"https://www.youtube.com/embed/iFy8pnsZJ38\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n    </div>\n\n</div></div>"
    },
    {
        "id": 77,
        "title": "תחרות חשיבה מחשובית ורובוטיקה",
        "description": "תחרות חשיבה מחשובית ורובוטיקה",
        "url": "/portal/articles/crb-finals/",
        "release_date": "2021-02-11T10:01:58.637000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-8  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>תחרות חשיבה מחשובית ורובוטיקה מיועדת לכלל תלמידי בתי הספר היסודיים בכיתות ד&#x27;-ו&#x27;.<br/>התחרות מהווה אתגר עבור התלמידים, במיוחד בעידן הקורונה והלמידה מרחוק.</p><p>חשיבה מחשובית מפתחת מיומנויות של תכנון, חשיבה אלגוריתמית ופתרון בעיות.<br/>התחרות מציעה לתלמידים אפשרות להעמיק את ידיעותיהם באופן חוויתי תוך התנסות בקידוד בסקראץ ובסביבת קידוד רובוט.<br/> התחרות מעודדת מיומנויות של לימוד עצמי, התמודדות עם אתגרים ופתרונם, יצירתיות ועבודת צוות.<br/>במהלך התחרות התלמידים מבצעים אתגרים בסביבת מגרש המשחקים.</p><p>בתחרות שלושה מסלולים:<br/>- חשיבה מחשובית כיתות ד&#x27;<br/>- חשיבה מחשובית כיתות ה&#x27;-ו&#x27;<br/>- רובוטיקה כיתות ה&#x27;-ו&#x27;</p><h4><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#1E90FF&#x27;}\"><b>שלבי התחרות</b></span></h4><h5><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#002060&#x27;}\">שלב הבית ספרי:</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;12px&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\">הסתיים!</span></h5><p>שלושה אתגרים הועלו למגרש המשחקים: &quot;אתגר המסכה&quot;, &quot;הקליניקה של ד&quot;ר חסן&quot; ו&quot;תעלולי קורון&quot;.<br/>לכל אתגר צורף מדריך (בעברית ובערבית) וסרטון האתגר.<br/>לכל אתגר הוקצב פרק זמן של שבועיים עד להגשת פתרון.</p><p>התלמידים הגישו את פתרון האתגר בסביבת הלמידה: מגרש המשחקים.<br/> המורה המוביל הבית ספרי בחר פתרון אחד לכל אתגר, אותו הוא העלה למרחב התחרות.<br/> בתי הספר שהגישו את פתרון שלושת האתגרים עלו לשלב חצי הגמר.</p><h5><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#002060&#x27;}\">שלב חצי הגמר:</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;12px&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\">הסתיים!</span></h5><p>חצי הגמר יתקיים בתאריכים הבאים:<br/>- חשיבה מחשובית ד&#x27;: יום רביעי 17/2/21 בין השעות 10:00-12:00<br/>- חשיבה מחשובית ה&#x27;-ו: יום חמישי 18/2/21 בין השעות 9:00-11:00<br/>- רובוטיקה ה&#x27;-ו&#x27;: יום חמישי 18/2/21 למשתמשי EduBot <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>- בין השעות 11:00-13:00<br/><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>למשתמשי רובוט פיזי - בין השעות 11:00-14:00</p><p>כ-30 בתי הספר שיקבלו את הניקוד הגבוה ביותר על-פי המחוון יעלו לשלב הגמר.</p><h5><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#002060&#x27;}\">שלב הגמר:</span></h5><p>נבחרת של 4 תלמידים: שני בנים ושתי בנות תבצע את משימת הגמר.<br/>הנבחרת תציג בפני שלושה שופטים את פתרון משימת הגמר ביום חמישי ה-4/3/21 בשעה שתתואם מראש. שלב השיפוט יתקיים מרחוק.<br/><b>אירוע הגמר החגיגי</b>, בשידור חי ואינטראקטיבי, ו<b>הכרזת הנבחרות הזוכות</b> יתקיים ביום שני, <b>ה- 8/3/21 בשעה 11:00.</b></p><p></p><p><a href=\"https://drive.google.com/file/d/1R8lbasJlT1C4S8VV0fDHqS1RpwPoYjR_/view\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון התחרות</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 100%px; width: 100%px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/Robotics/gmar_story.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-Iframe\"><div class=\"row article-block text-center iframe\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">בית ספר העולים לשלב חצי הגמר</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <iframe style=\"width: 800px;height: 1000px;border: 0;\" src=https://skillzportalprod.blob.core.windows.net/crb/%D7%A2%D7%95%D7%9C%D7%99%D7%9D%20%D7%9C%D7%A9%D7%9C%D7%91%20%D7%97%D7%A6%D7%99%20%D7%94%D7%92%D7%9E%D7%A8.pdf\n        allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\n        </iframe>\n    </div>\n\n</div></div>"
    },
    {
        "id": 5,
        "title": "מה חדש",
        "description": "עדכונים שוטפים",
        "url": "/portal/articles/news/",
        "release_date": "2019-11-20T21:00:00Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/6Z3B0333.original.4fbae748ea46.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>09.06.2020 הרישום לגמר תחרות מתמטיקה לבתי ספר יסודיים נפתח!</b></h4><p>הרישום יסתיים ביום ראשון 14.06.2020 בשעה 14:00.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p></p><p>07.06.2020<b> הרישום לגמר התחרויות האישיות נפתח !</b></p><p>הרישום לגמר תחרות אישיות בחשיבה חישובית (Plathora) ובתכנות פייתון (ICode) נפתח ביום ראשון 7.6.2020 ויסתיים ביום חמישי 11.6.2020 בשעה 16:00.</p><p>הרישום מצריך אישור קריאת תקנון, אישור הורים וחתימת בית הספר. אנא הכינו מראש את טופס האישור. פרטים בדף העולים לגמר.</p><p></p><p>02.06.2020 <b>תחרויות משחקי הכתר הסתיימו!</b></p><p>פורסמה <a href=\"/portal/articles/crown-finalists-2020/\">רשימת העולים לגמר</a> בתת האישיוחרויות ובתחרות הבית ספרית.<br/>הרישום מצריך הצהרה על קריאת תקנון הגמר, אישור הורים ובית הספר. ראו פרטים ראשונים ב<a href=\"/portal/articles/crown-finalists-2020/\">דף העולים לגמר</a>.<br/>מומלץ להוריד את טופס אישור ההורים ולהחתימם טרם ביצוע הרישום.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>31.05.2020 - תחרות המתמטיקה לבתי ספר יסודיים תסתיים מחר, יום שני, 1.6.2020 בשעה 20:00.</p><p>תחרות התכנות ICode הסתיימה ביום חמישי, 28.5.2020 בשעה 14:00.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>19.05.2020 -<b> נפתחה תחרות משחקי חשיבה אסטרטגית לתלמידי ז&#x27; - י&#x27;</b></p><p><b>התחרות מיועדת לתלמידי כיתות ז&#x27; - י&#x27; והינה תחרות אישית</b>. ניתן להכנס לתחרות דרך עולם המפלצות או דרך מגרש המשחקים.<br/>התחרות תכלול 3 משחקים אשר יפתחו על פי לוח הזמנים המפורסם ב<a href=\"https://pub.skillz-edu.org/portal/articles/teacher-guide/\" target=\"_blank\" rel=\"noopener noreferrer\">מדריך למשתמש</a>.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>18.05.2020 -<b> פעילויות חדשות ושינוי סדר במפת אליפות המתמטיקה</b></p><p><b>שימו לב !</b> בשעה 12:00 התווספו לתחרות המתמטיקה הארצית 40 פעילויות חדשות ! הפעילויות יופיעו בחלק של משימות תחרות במפת התלמידים ויפוזרו במיקומים שונים בין הפעילויות הקיימות. 40 הפעילויות שהופיעו בסבב הראשון עדיין מופיעות, הן רק שינו מיקום במפה . בנוסף, כל הניקוד של התלמידים נשמר.</p><p>06.05.2020 - <b>צפיה בנתוני התלמידים</b>.</p><p>לצורך <b>מתן הרשאה למורים</b> לצפות בנתוני כלל תלמידי בית הספר עלינו <b>לקבל את אישור מנהל בית הספר</b> למורים הספציפיים שהוא מאשר להם לצפות בנתונים. לפיכך אנו מעלים מחדש את טופס הרישום לתחרות. החל מיום שלישי 12 במאי 2020 נאפשר למורים הרשומים בטופס צפייה בנתוני תלמידים.</p><p>בית ספר ש<b>נרשם</b> לתחרות שהייתה אמורה להיפתח בפברואר, <b>יוכל לערוך</b> את הנתונים ולעדכן את רשימת המורים המורשים.<br/> בית ספר ש<b>לא נרשם</b> לתחרות, <b>יכול</b> לעשות זאת <b>עתה</b>.<br/>בית ספר ש<b>לא ירשם</b> לתחרות, תלמידיו <b>יוכלו</b> להמשיך ו<b>לשחק</b> בתחרות, אך המורים <b>לא יוכלו לצפות</b> בנתוני התלמידים.</p><p>לרישום ועדכון פרטי מורים מורשים, אנא כנסו <a href=\"https://pub.skillz-edu.org/portal/registration\" target=\"_blank\" rel=\"noopener noreferrer\"><b><u>לטופס שכאן</u></b></a>.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>03.05.2020 - <b>תחרות המתמטיקה נפתחה!</b> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>הכנסו ל<b>עולם המפלצות</b>, שחקו, צברו <b>כוכבים</b> (נקודות) ו<b>מטבעות</b> <b>Skillz</b> והכנסו להיכל התהילה. מוזמנים להכנס למדריך למשתמש ב<a href=\"/portal/articles/skillz-monsters-from-home/\">עברית</a> או ב<a href=\"/portal/articles/crown-user-guide-arb/\">ערבית</a> ולצפות בסרטון פתיחת משחקי הכתר ב<a href=\"https://youtu.be/TXegkMOP0cw\" target=\"_blank\" rel=\"noopener noreferrer\">עברית</a> או <a href=\"https://youtu.be/nrQehDJDmFs\" target=\"_blank\" rel=\"noopener noreferrer\">בערבית</a>.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>01.05.2020 - <b>תחרות</b> בנושא <b>חשיבה חישובית</b> בסביבת <b>פלתורה</b> עומד להסתיים. פרטים על הגמר ניתן למצוא במדריך למשתמש ב<a href=\"/portal/articles/skillz-monsters-from-home/\">עברית</a> או ב<a href=\"/portal/articles/crown-user-guide-arb/\">ערבית</a>. סרטוני הדרכה על תכני התחרות נמצאים בדפי ה VOD ב<a href=\"/portal/articles/crown-games-vod/\">עברית</a> וב<a href=\"/portal/articles/crown-games-arb-vod/\">ערבית</a>.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>01.05.2020 - <b>תחרות המתמטיקה חוזרת! -</b> ביום ראשון ה-3 במאי <b>בשעה 14:00</b> תפתח תחרות המתמטיקה לבתי ספר יסודיים. <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>הכנסו ל<b>עולם המפלצות</b>, שחקו, צברו <b>כוכבים</b> (נקודות) ו<b>מטבעות</b> <b>Skillz</b> והכנסו להיכל התהילה. מוזמנים להכנס למדריך למשתמש ב<a href=\"https://pub.skillz-edu.org/portal/articles/skillz-monsters-from-home/\" target=\"_blank\" rel=\"noopener noreferrer\">עברית</a> או ב<a href=\"https://pub.skillz-edu.org/portal/articles/crown-user-guide-arb/\" target=\"_blank\" rel=\"noopener noreferrer\">ערבית</a> ולצפות בסרטון פתיחת משחקי הכתר ב<a href=\"https://www.youtube.com/watch?v=TXegkMOP0cw\" target=\"_blank\" rel=\"noopener noreferrer\">עברית</a> או ב<a href=\"https://www.youtube.com/watch?v=nrQehDJDmFs\" target=\"_blank\" rel=\"noopener noreferrer\">ערבית</a>.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>15.03.2020- <b>עברנו ללמידה מהבית!</b> תלמידי כיתות ד&#x27;- ו&#x27; מוזמנים ללמוד תכנות בסביבת <b>סקראצ&#x27;</b>, תלמידי כיתות ה&#x27; - ו&#x27; מוזמנים להצטרף ל<b>עולם המפלצות</b> ולשדרג את המפלצת שלהם.<br/>תלמידי התיכון מוזמנים להמשיך ולפתוח את ה bot שלהם במשחק <b>התיכנות</b> Rules of survival.</p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 55,
        "title": "הזוכים בגמר תחרות אישית בחשיבה חישובית (Plathora) תש\"ף 2020",
        "description": "ברכות לזוכים בתחרות האישית בחשיבה חישובית (Computational Thinking)",
        "url": "/portal/articles/finalist-ct-2020/",
        "release_date": "2020-06-16T09:32:29.433000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4> לדירוג המלא של תחרות חשיבה חישובית לחצו <a href=\"/portal/articles/final-score-plathora/\">כאן</a>.</h4></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 1000px; width: 1000px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/plethora_winners_2020.png\"\n             \n             >\n\n    </div>\n\n</div></div>"
    },
    {
        "id": 25,
        "title": "אודות האליפות",
        "description": "SKILLZ- אליפות הסייבר הישראלית",
        "url": "/portal/articles/about-heb/",
        "release_date": "2019-01-17T10:51:45.994000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/גביעים ומדליות.a0721b6b08fd.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>לומדים מתמטיקה, מדעים וטכנולוגיה באמצעות מישחוק</b></h4><h6>תכנית Skillz מובילה ומקדמת את מערך הלימודים הטכנולוגי לילדים ונוער (א-יב) מיסודו של משרד החינוך- מנהל תקשוב, טכנולוגיה ומערכות מידע, בשיתוף IATI (האיגוד הישראלי לתעשיות מתקדמות). התכנית החלה את פעילותה בשנת 2015 ומצליחה לחולל מאז שינוי בפני החינוך הטכנולוגי בישראל. מדי שנה, נחשפים כ- 350 אלף תלמידים מרחבי הארץ בכ-2000 בתי ספר, לתחומי למידה מדעיים-טכנולוגים כדוגמת תכנות, מתמטיקה, רובוטיקה, הנדסה ואלקטרוניקה. מספר זה גדל משנה לשנה ומעניק לתכנית לא רק משמעות חינוכית אלא גם משמעות לאומית.</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"vertical-align:bottom\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h6>התכנית פועלת במסגרת אליפות הסייבר, באמצעות מערך של משחקים מקוונים המתאימים לעולם הילדים. פלטפורמה דיגיטלית זו, מנגישה באופן חווייתי ופרקטי את כלי הלמידה הפדגוגים, באופן שמציב אתגר לתהליכי החשיבה והלמידה של תלמידי המאה ה-21. היא מייצגת את מגמות החינוכיות והפדגוגיות המובילות כיום בעולם, ושמה דגש מיוחד כאמור על <b>למידה באמצעות משחוק,</b> מתוך הבנה כי לימוד יעיל ואפקטיבי של נושא מורכב מתרחש דרך גירוי הסקרנות הטבעית של הלומדים ובאופן הדרגתי. באמצעות התכנית זוכים תלמידים ומורים ליתרונות רבים המתבטאים בתהליך הלמידה:</h6><ul><li>העלאת <b>תחושת המסוגלות</b> האישית המבוססת על הצלחות באתגרים</li><li>מתן <b>משוב</b> לתלמיד <b>בזמן אמת</b> המעצימה את חוויית הלמידה</li><li>עלייה בציוני והישגי התלמיד מזמינות <b>תרגול גובר</b> בכלי הלמידה</li><li>עידוד <b>למידת עמיתים והעברת אחריות על הלמידה</b> לתלמיד</li><li>חיזוק חשיבה יזמית המאתגרת ומאפשרת לתלמיד לפתח <b>ולממש את מלוא הפוטנציאל שלו להצטיינות</b>.</li></ul><h6><b>החזון</b> שהוביל למיסוד התכנית התגבש מתוך השאיפה לחשוף את כלל תלמידי ישראל דרך המערכת החינוכית לתחומי מדע וטכנולוגיה מתקדמים. באופן זה, נוצרת <b>הזדמנות שווה לכל ילד, מתוך תקווה שהדבר יוביל למוביליות חברתית בעתיד.</b></h6></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/bsPr_lu43Ao?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"vertical-align:bottom;\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4><b>מעגלי השותפות</b></h4><h6>מעבר לעבודה ההדדית עם קהילת הEd-Tech הישראלית, התוכנית פועלת להרחיב את מעגלי השותפויות שלה עם גורמי קהילה שונים מתוך מטרה לבסס את הצלחתה ולייצר מערך תומך שיקדם את יעדיה. השותפות מקדמת את מעורבותן של הרשויות המקומיות הרואות בתכנית הזדמנות לקדם את המערך החינוכי והערכים להצטיינות, ותורמות בכך להתגייסות ותמיכה של בתי הספר וההורים.</h6><h6>האליפות מתקיימת מתוך שותפות הדוקה עם תעשיית ההיי-טק וארגון IATI וכן עם היחידות הטכנולוגיות המובחרות בצה&quot;ל.<br/> צוות Skillz מקיים האקתונים בחברות הייטק וביחידות הטכנולוגיות במטרה לשפר את פיתוח המוצרים וכמו כן מנטורים מהתעשייה ומיחידות הצבא מלווים את התלמידים בתחרויות.</h6><h6>עשייה משותפת זו הצליחה להצמיח את התוכנית בשנים האחרונות כאחת מהתוכניות החינוכיות המשמעותיות להעצמת ילדים ונוער בתחום של לימודים מדעיים וטכנולוגיים.</h6></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/ksqgNE0M_TY?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>מספרי ההצלחה</b></h4><h6>שנת תשע&quot;ט (2019), היתה השנה החמישית בה התקיימה התוכנית. לאורך השנים היתה צמיחה במספר המשתתפים בתכנית באופן שהלם את התפתחותה. בשנה זו, כמות המשתתפים הגיעה לשיאים חדשים כאשר כמעט חצי מיליון תלמידים נחשפו לתכנים מדעיים וטכנולוגים דרך תחרויות האליפות השונות: כ- 280 אלף תלמידי יסודי במתמטיקה ביותר מ-1500 בתי ספר, כ- 130 אלף תלמידי יסודי וחט&quot;ב ביותר מ1300 בית ספר בתחרות התכנות, ועוד אלפים רבים דרך תחרויות הרובוטיקה, הרחפנים ו&quot;סקילז תיכונים&quot;. שנת תש&quot;פ (2020), השנה השישית לקיום התוכנית, התאפיינה הן בממשלת מעבר ללא תקציב מדינה מאושר והן במשבר הקורונה. יחד עם זאת קיימה אליפות הסייבר מספר רב של פעילויות.</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><ul><li>כמדי שנה, התקיימו תחרויות בית ספריות. בתחרויות נטלו חלק מעל 210,000 תלמידים:<ul><li>תחרות Skillz Coding Junior – תחרות תכנות לתלמידי א&#x27; – ט&#x27; בהשתתפות מעל 200,000 תלמידים</li><li>תחרות Skillz Coding – תחרות תכנות לתלמידי י&#x27; – י&quot;ב בהשתתפות מעל 6,000 תלמידים</li><li>תחרות Skillz Robotics – תחרות רובוטיקה לתלמידי כיתה ה&#x27; בהשתתפות כ 13,000 תלמידים</li><li>תחרות Skillz Making – תחרות הרחפנים (בדגש אלקטרוניקה) לתלמידי י&#x27; – י&quot;ב בהשתתפות כ 1,000 תלמידים</li></ul></li><li>תחרויות אישיות ובית ספריות במסגרת <b>&#x27;משחקי הכתר&#x27;</b> – משחקים לימי קורונה:<ul><li>תחרויות במתכונת אישית ו/או בית ספרית</li><li>עולם מפלצות המאפשר לעמוד באתגרים ובנוסף לצבירת כוכבים (נקודות) לצבור מטבעות Skillz</li><li>לפרטים ראו במדריך למשתמש</li></ul></li></ul></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"vertical-align:middle;\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 250px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/compt_2015-2020.b445a568f0fd.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4><b>אירוע הגמר של האליפות</b></h4><h6>אירוע הגמר מתקיים מדי שנה בתקופה שבין פורים לפסח. באירוע משתתפים כ-2000 תלמידים מצטיינים מ500 בתי ספר ברחבי הארץ. אלפי תלמידים, מוריהם והורים מלווים מגיעים להשתתף ולחוות את אירוע השיא של האליפות המתרחש במשך יומיים.</h6><h6>את עוצמת האירוע וגודל החווייה ניתן לחוש מצפיה בסרטונים שבדף זה: סרטון היערכות לגמר 2018, סרטון אירוע הגמר 2019 המופיע בראש העמוד, סרטון אירוע גמר 2018 וסרטונים נוספים בערוץ היוטיוב של SkillZ: <a href=\"https://www.youtube.com/playlist?list=PLYrf_Giu8LrspTAQBLeeau0H4LIN52_Cl\" target=\"_blank\" rel=\"noopener noreferrer\">פלייליסט תשע&quot;ח 2018</a> , <a href=\"https://www.youtube.com/playlist?list=PLYrf_Giu8LruvqDM7UcKqWEV8QeDfIn4q\" target=\"_blank\" rel=\"noopener noreferrer\">פלייליסט תשע&quot;ט 2019</a></h6><h6>בשנת הלימודים תש&quot;פ 2020 יערכו אירועי הגמר של &#x27;משחקי הכתר&#x27; באופן וירטואלי.</h6></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/ERZUo_qJGCI?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>תקנוני תחרויות תש&quot;ף</b></h4><p><a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzJuniorAndMath.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון תחרות המתמטיקה לבתי ספר יסודיים</a> - SkillZ Math</p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/coding_j_tashaf10.12.19.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון תחרות התכנות לבתי ספר יסודיים וחט&quot;ב</a>, <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/Skillz-junior-green.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקציר תקנון</a>- Skillz Coding Junior</p><p><a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzCSRobotics.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון תחרות מדעי המחשב ורובוטיקה</a>, <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/skillz-robotics-pink.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקציר תקנון</a> - Skillz Robotics</p><p><a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillz.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון תחרות תכנות לתיכונים</a>, <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/takanon-skillz-coding-blue.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקציר תקנון</a>- SkillZ Coding</p><p><a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzMakerz.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון אליפות הרחפנים</a> , <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/Skills-Makerz.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקציר תקנון</a>- SkillZ MakerZ</p><p>(*תקציר התקנון אינו מהווה תחליף לתקנון המלא)</p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 41,
        "title": "רשתות מחשבים   Computer Networks",
        "description": "קורס רשתות ללימוד עצמי - באנגלית",
        "url": "/portal/articles/networks/",
        "release_date": "2020-04-19T17:11:22.875000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/תכנות יסודי.59c7a2a45b21.jpg",
        "content": "<div class=\"block-ColumnsText\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    \n        <div class=\"col\">\n            <p class=\"mb-lg-0 mb-md-3\"><p>סדרת סרטונים ללימוד עצמי של רשתות מחשבים המתמקדת במודל חמש השכבות. הסדרה נוצרה על ידי <b>עומר רוזנבוים</b>, הכותב הראשי של ה<a href=\"https://data.cyber.org.il/networks/networks.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">ספר רשתות מחשבים</a> של <a href=\"https://cyber.org.il/\" target=\"_blank\" rel=\"noopener noreferrer\">המרכז לחינוך סייבר</a>. הסדרה בהתהוות. סרטונים נוספים יעלו מעת לעת.</p><p>סדרת הסרטונים הינה בשיטת &quot;מלמטה למעלה&quot; (bottom up) בעוד הספר כתוב בשיטת &quot;מלמעלה למטה&quot; (top down). כלומר סדרת הסרטונים תתחיל בשכבה 2 (שכבה 1 איננה מכוסה) ותעלה בשכבות, בעוד הספר מתחיל משכבה 5 ויורד בשכבות.</p><p>אל <a href=\"https://www.youtube.com/watch?v=79jlgESHzKQ&amp;list=PL9lx0DXCC4BMS7dB7vsrKI5wzFyVIk2Kg&amp;index=1\" target=\"_blank\" rel=\"noopener noreferrer\">הפלייליסט</a> של הערוץ של עומר רוזנבויים.</p></p>\n        </div>\n    \n        <div class=\"col\">\n            <p class=\"mb-0\"><p>A self-study video series of computer networks focusing on the five-layer model. The series was created by <b>Omer Rosenbaum</b>, the lead author of the <a href=\"https://data.cyber.org.il/networks/networks.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Computer Networks book</a> of the <a href=\"https://cyber.org.il/\" target=\"_blank\" rel=\"noopener noreferrer\">Cyber Education Center</a>. The series is in progress. More videos will be uploaded from time to time.</p><p>The video series is made &quot;bottom-up&quot;, while the book is written &quot;top-down&quot;. In other words, the video series starts from layer 2 (layer 1 is not covered) and goes up in layers, while the book starts from layer 5 and goes down in layers.</p><p>To the <a href=\"https://www.youtube.com/watch?v=79jlgESHzKQ&amp;list=PL9lx0DXCC4BMS7dB7vsrKI5wzFyVIk2Kg&amp;index=1\" target=\"_blank\" rel=\"noopener noreferrer\">playlist</a> at Omer Rosenbaum channel.</p></p>\n        </div>\n    \n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <script>\r\ndocument.querySelector(\".row.article-block.plain-text>.col:nth-child(2)\").style.direction=\"ltr\"\r\ndocument.querySelector(\".row.article-block.plain-text>.col:nth-child(2)\").style.textAlign = \"left\"\r\n</script>\r\n\r\n<style>\r\n.col-md-12,.col-md-6\r\n{\r\npadding-left:0!important;\r\n}\r\n\r\n.row\r\n{\r\nmargin-left:0!important\r\n}\r\n</style>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">1.1 - Intro - How does the internet work?</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/79jlgESHzKQ?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>General introduction to this video series.<br/>In this video we will ask how does Facebook work?</p><p>Length of video 1:53 minutes.<br/>Chapter #1 on the book.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">1.2 - About this course</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/-GybY8f-pdE?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>No requirements are needed for this course.</p><p>Length of video 1:49 minutes.<br/>Chapter #1 on the book.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">1.3 - Basic Terms</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/39719zK_E7M?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>Defining basic terms.</p><p><i><u>Concepts:</u></i><u><br/></u><b>Communication</b> - Exchanging data between two or more hosts.<br/><b>Client</b> - Initiates a request from the Server<br/><b>Server</b> - Provides some services for the client<br/><b>Protocol</b> - A language used by hosts to communicate</p><p>Length of video 3:17 minutes.<br/>Chapter #2 on the book.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2.1 - What do we need layers for?</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/iHp5J_f_ToQ?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>An introduction to the layers model.<br/>Communication is separated into layers, each layer is responsible for a specific subject and every layer rely on the layer before.</p><p>Length of video 2:53 minutes.<br/>Chapter #3 on the book after page 64.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2.2 - Five Layers Model - part 1</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/Q3qqd6Y2FbQ?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>Introduction to the five layers model.<br/>In part 1 we shall cover the bottom three layers : (1) the <b>physical layer</b>; (2) the <b>data link layer</b>; (3) the <b>network layer</b>.<br/>Since this is an introduction video, we shall focus on the division of responsibility between the layers, not on specific details.<br/>We will dive deeper in future videos.</p><p><i><u>Concepts:<br/></u></i><b>First Layer - Physical layer</b> - Responsible for transferring a single bit.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>Bit rate -</b> number of bits transfer per unit of time.<br/><b>Second Layer - Data Link layer</b> - Transmit data between directly linked hosts and responsible to fix errors caused by physical layer.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>Hop</b> - A rough measure of distance between two hosts.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>Frames</b> - Datagrams (a basic transfer unit) in the second layer<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>MAC Address</b> - Physical Address. Each host has a unique mac address. (MAC - <b>M</b>edia<b> A</b>ccess<b> C</b>ontrol)</p><p><b>Third Layer - Network layer</b> - Routing - Determining the path where the data will travel.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>Packet</b>- Datagrams (a basic transfer unit) in the third layer.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>IP Address</b> - Logical Address.</p><p>Length of video 9:05 minutes.<br/>Chapter #3 on the book after page 64.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2.3 - Five Layers Model - part 2</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/LYH4DwydVAM?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>Introduction to the five layers model.<br/>In part 2 we shall cover the top two layers - (4) the <b>transportation layer</b>; (5) the <b>application layer</b>; and summarize the five layers model.<br/>Since this is an introduction video, we shall focus on the division of responsibility between the layers, not on specific details. We will dive deeper in future videos.</p><p><i><u>Concepts:<br/></u></i><b>Transport layer</b> - End to end communication for specific service. may support reliability and explain what is it. Introduce segments.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>Multiplexing</b> - To allow communication over different services<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>Reliability</b> - Making sure that packets arrive without errors and in the correct order.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>Segments</b> - Datagrams (a basic transfer unit) in the fourth layer<br/><b>Application layer</b> - Provides the service to the user&#x27;s application. Different protocols use for different applications / services.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>HTTP</b> - Protocol for surfing pages on the WWW.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>SMTP</b> - Protocol for emails.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>FTP</b> - Protocol for exchanging files.</p><p>Length of video 5:29 minutes.<br/>Chapter #3 on the book after page 64.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2.4 - Five Layers Model - part 3</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/DBLtFjrTvD0?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>Introduction to the five layers model.<br/>In part 3 we shall talk about <b>encapsulation</b>, and then have a short recap on what we&#x27;ve learnt.</p><p><i><u>Concepts:<br/></u></i><b>Encapsulation</b> - A process in which each layer adds its one header to the packet.</p><p><i><u>Pop Quiz:<br/></u></i>At the end of this video will&#x27;ll have a pop quiz (with the answers)</p><p>Length of video 4:01 minutes.<br/>Chapter #3 on the book after page 64.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2.5 - Wireshark - tutorial</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/nbTJXIdEzlo?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>A <b>tutorial to</b> one of the most important tool that we&#x27;ll get to know - <b>Wireshark</b>.<br/>Open source, free and widely used sniffer.<br/>A sniffer is helpful for:<br/><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>- debugging network issues<br/><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>- programmers<br/>The tutorial:<br/><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>- Demonstrate how to start and stop sniffing using wireshark<br/><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>- Introduce the packet list pane and the packet detail windows<br/><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>- Explain the display filter, show &quot;apply as filter&quot; and &quot;add to filter&quot;</p><p><i><u>Concepts:<br/></u></i><b>Sniffer</b>- A packet analyzer</p><p><i><u>Links:<br/></u></i>Downloading wireshark: <a href=\"https://www.youtube.com/redirect?q=https%3A%2F%2Fwww.wireshark.org%2Fdownload.html&amp;event=video_description&amp;redir_token=mLLFIENy3RtvjQq-c4v2qW4MC8N8MTU4NzQxNDAwM0AxNTg3MzI3NjAz&amp;v=nbTJXIdEzlo\" target=\"_blank\" rel=\"noopener noreferrer\">https://www.wireshark.org/download.html</a><br/>About the hexadecimal number system: <a href=\"https://www.youtube.com/redirect?q=https%3A%2F%2Fwww.khanacademy.org%2Fmath%2Falgebra-home%2Falg-intro-to-algebra%2Falgebra-alternate-number-bases%2Fv%2Fhexadecimal-number-system&amp;event=video_description&amp;redir_token=mLLFIENy3RtvjQq-c4v2qW4MC8N8MTU4NzQxNDAwM0AxNTg3MzI3NjAz&amp;v=nbTJXIdEzlo\" target=\"_blank\" rel=\"noopener noreferrer\">https://www.khanacademy.org/math/alge...</a><br/>More about Wireshark: <a href=\"https://www.youtube.com/redirect?q=https%3A%2F%2Fwww.wireshark.org%2F%23learnWS&amp;event=video_description&amp;redir_token=mLLFIENy3RtvjQq-c4v2qW4MC8N8MTU4NzQxNDAwM0AxNTg3MzI3NjAz&amp;v=nbTJXIdEzlo\" target=\"_blank\" rel=\"noopener noreferrer\">https://www.wireshark.org/#learnWS</a></p><p><i><u>Keyboard shortcut:</u></i><i><br/></i><b>&lt;Ctrl&gt;+K</b> - Start sniffing<br/><b>&lt;Ctrl&gt;+E</b> - Stop sniffing</p><p>Length of video 13:17 minutes.<br/>Chapter #3 on the book after page 64.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2.6 - Wireshark - Exercise 1 + Guided Solution - ping</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/B5iEmaZK9xI?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>First exercise for Wireshark.<br/><b>Get</b> the exercise here: <a href=\"https://www.youtube.com/redirect?q=https%3A%2F%2Fgoo.gl%2FbEkdnd&amp;v=B5iEmaZK9xI&amp;event=video_description&amp;redir_token=9musF2IpqNHN0C04MFsYJ39ZYPF8MTU4NzQxNTgwM0AxNTg3MzI5NDAz\" target=\"_blank\" rel=\"noopener noreferrer\">https://goo.gl/bEkdnd</a> and try to solve it yourself!<br/>The exercise asks to analyze ping traffic to google. This is the first real world demonstrate for how to really use wireshark.<br/>In order to solve this exercise only need some common sense and to know basic wireshark from the former video.<br/><b>After solving</b> by yourself watch the guided solution in the video.</p><p>Length of video 11:14 minutes.<br/>Chapter #3 on the book after page 64.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2.7 - Wireshark - Exercise 2 + Guided Solution - pcap</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/ueU1v_-6pOk?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>Second exercise for Wireshark.<br/><b>Get</b> the exercise here: <a href=\"https://www.youtube.com/redirect?event=video_description&amp;v=ueU1v_-6pOk&amp;redir_token=FbsV5RjNMCZTYStIaHWI8QsCUbV8MTU4NzQxNjUwNUAxNTg3MzMwMTA1&amp;q=https%3A%2F%2Fgoo.gl%2FyCkVm2\" target=\"_blank\" rel=\"noopener noreferrer\">https://goo.gl/yCkVm2</a> . It is a pcap file. Try to solve the exercise yourself!<br/>The exercise aim is to get familiar with IP address and to use filter to show ARP frames and TCP packets.<br/><b>After solving</b> by yourself watch the guided solution in the video.</p><p>Length of video 4:43 minutes.<br/>Chapter #3 on the book after page 64.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2.8 - Standards</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/JzHpu9QehaA?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>In this video we shall learn about standards - why they&#x27;re important in the world of computer networks, and what RFCs are.<br/>All vendors need to implement standards in order to communicate with each others.</p><p><i><u>Concepts:</u></i><i><br/></i><b>RFC</b> - Request for Comments<br/><b>IP</b> - Internet Protocol</p><p>Length of video 3:23 minutes.<br/>Chapter #3 on the book after page 64.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3.1 - Data Link Layer Goals; Framing</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/Xz6a_rCLMPU?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>In this video we begin exploring the <b>second layer</b> - that is, the <b>data link layer.<br/></b>Remind of this layer&#x27;s goals: transmit data between directly linked hosts.<br/>Data link layer separate the data into frames. Why? In order to get reliability, easier validation and avoid starvation.</p><p><i><u>Concepts:<br/></u></i><b>Frame</b> - one chunk of the data, separated by the layer.<br/><b>Starvation</b> - One device using a shared resource and preventing access to it to other devices.<br/><b>Reliability</b> - Making sure that packets arrive without errors and in the correct order.</p><p>Length of video 3:16 minutes.<br/>Chapter #8 on the book after page 280.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3.2 Framing Techniques</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/0wZQMqsTvKo?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>In this video we shall continue exploring the <b>data link layer</b> by learning about some framing techniques - how we may split data into frames.<br/>Framing techniques: Character count; Flag Byte with Byte Stuffing;</p><p><i><u>Concepts:<br/></u></i><b>Character count</b> - Determines the start and end of each frame by the count of remaining characters in the frame header.<br/> <b>Flag Byte</b> - Determines the start and end of each frame by precedes the frame with a special byte sequence.</p><p><i><u>Links</u></i><u>:<br/></u>Additional references about framing techniques: *<br/><a href=\"https://www.youtube.com/redirect?v=0wZQMqsTvKo&amp;event=video_description&amp;redir_token=Lr0TjkjoWqwloOH_QBC8uDSC8O58MTU4NzY3MDAwNUAxNTg3NTgzNjA1&amp;q=http%3A%2F%2Fwww.ece.ubc.ca%2F%7Eedc%2F3525.jan2018%2Flec9.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">http://www.ece.ubc.ca/~edc/3525.jan20...</a> *<br/><a href=\"https://www.youtube.com/redirect?v=0wZQMqsTvKo&amp;event=video_description&amp;redir_token=Lr0TjkjoWqwloOH_QBC8uDSC8O58MTU4NzY3MDAwNUAxNTg3NTgzNjA1&amp;q=https%3A%2F%2Fweb.cs.wpi.edu%2F%7Erek%2FUndergrad_Nets%2FB07%2FBitByteStuff.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">https://web.cs.wpi.edu/~rek/Undergrad...</a> *<br/><a href=\"https://www.youtube.com/redirect?v=0wZQMqsTvKo&amp;event=video_description&amp;redir_token=Lr0TjkjoWqwloOH_QBC8uDSC8O58MTU4NzY3MDAwNUAxNTg3NTgzNjA1&amp;q=https%3A%2F%2Focw.mit.edu%2Fcourses%2Faeronautics-and-astronautics%2F16-36-communication-systems-engineering-spring-2009%2Flecture-notes%2FMIT16_36s09_lec16.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">https://ocw.mit.edu/courses/aeronauti...</a><br/></p><p>Length of video 3:16 minutes.<br/>Chapter #8 on the book after page 280.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3.3 Handling Errors - Error Detection, Error Correction and Overhead</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/H_bYtVDF6T4?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>In this video we shall learn about <b>handing errors</b>. We will get to know two different approaches - <b>detection</b>, and <b>correction</b>.<br/>First, we will look at error detection, where we only know whether a frame is valid or not. We introduce the terms Checksum and CRC.<br/> Second, we will consider error correction, where the receiver can restore the correct value of an erroneous frame. We will also understood why we use error detection in the internet, and introduce the important term - <b>overhead</b>.</p><p><i><u>Concepts:<br/></u></i> <b>Detection</b> - Approach to handing errors. Detect if the chunk is valid or not. If valid read the chunk, if not drop the chunk.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>- <b>Checksum</b> - Error detection code, which is the result of a pre-known function that is calculated on the original data.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>- <b>CRC</b> - <b>C</b>yclic <b>R</b>edundancy <b>C</b>heck.<br/><b>Correction</b> - Approach to handing errors. Detect if the chunk is valid or not. If valid read the chunk, if not find the error and fix it. than read the chunk.<br/><b>Overhead</b> - Data or time needed to convey the actual message.<br/><b>Payload</b> - The actual data or massage.</p><p><i><u>Links:<br/></u></i>For more info regarding CRCs read here: <a href=\"https://www.youtube.com/redirect?v=H_bYtVDF6T4&amp;event=video_description&amp;redir_token=PnRQjzsk1hA-y6Ed1kqKTl2h0318MTU4NzQyMDIwN0AxNTg3MzMzODA3&amp;q=https%3A%2F%2Fen.wikipedia.org%2Fwiki%2FCyclic_redundancy_check\" target=\"_blank\" rel=\"noopener noreferrer\">https://en.wikipedia.org/wiki/Cyclic_...</a></p><p><i><u>Pop Quiz:<br/></u></i>At the end of this video will&#x27;ll have a pop quiz (with the answers)</p><p>Length of video 14:29 minutes.<br/>Not covered in the book.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3.4 Ethernet Frame</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/SoTRqDLND6Y?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>Now, we are finally ready to meet our first <b>protocol</b> - <b>Ethernet</b>!<br/>Ethernet is a datalink protocol.<br/>We will talk about the history of Ethernet, and then consider the Ethernet frame format.</p><p>Ethernet Frame Format:<br/>Preamble (SOF) | Destination address | Source address | Type/Length | Data (PAD) | CRC32<br/>8 Bytes | 6 Bytes | 6 Bytes | 2 Bytes |46-1500 Bytes | 4 Bytes</p><p><i><u>Concepts:<br/></u></i><b>Handler</b> - The code handles the protocol.<br/><b>Padding</b> - padding the data to reach the minimum length of 46 bytes.<br/><b>Interpacket Gap -</b> Idle time between frames.</p><p>Length of video 12:51 minutes.<br/>Chapter #8 on the book after page 292.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3.5 Ethernet Addresses</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/sGZzU4U39Bw?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>In this video we cover the structure of<b> Ethernet Addresses</b>, and mention the two special bits they contain.</p><p>Ethernet Frame Format:<br/> Preamble (SOF) | <b>Destination add.</b> | <b>Source add.</b> | Type/Length | Data (PAD) | CRC32<br/>8 Bytes | 6 Bytes | 6 Bytes | 2 Bytes |46-1500 Bytes | 4 Bytes</p><p>The 6 bytes of address are consist of 3 bytes of Vendor ID (OUI) followed by 3 bytes of host ID.</p><p><i><u>Concepts:<br/></u></i><b>OUI</b> - <b>O</b>rganizationally <b>U</b>nique <b>I</b>dentifier (Vendor ID).<br/><b>MSB</b> - <b>M</b>ost <b>S</b>ignificant <b>B</b>it / <b>B</b>yte<br/><b>LSB</b> - <b>L</b>ist <b>S</b>ignificant <b>B</b>it / <b>B</b>yte<br/><b>Special Bits</b>-<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>- LSBit of the MSByte - indicate whether the address is uni-cast or multicast.<br/> <span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span>- Second LSBit of the MSByte - indicate whether the address is globally unique.<br/><b>Broadcast Address</b> - Multicast address that contains all the machines.</p><p>Length of video 6:32 minutes.<br/>Chapter #8 on the book after page 292.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3.7 Network Devices - Hub and Switch</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/Youk8eUjkgQ?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>In this video we cover two network devices - Hub and Switch.<br/>What are the differences between a Hub and a Switch?<br/>Why are they needed?<br/>How does a Hub operate?<br/>How does a Switch operate?<br/>How does a Switch learn and manage mac address?</p><p><i><u>Concepts:<br/></u></i><b>Hub</b> - A device with multiple ports that single Ethernet cables are connected to. Solve the extensibility issue. Doesn&#x27;t know the Ethernet protocol, hence, forwards every frame to all ports but the source.<br/><b>Switch</b> - A device with multiple ports that multiple Ethernet cables are connected to. Familiar with the Ethernet protocol, maps MAC addresses into ports, based on source addresses.</p><p><i><u>Exercise</u></i><u>:<br/></u>After watching the video try to solve the exercise found here: <a href=\"https://www.youtube.com/redirect?q=https%3A%2F%2Fdrive.google.com%2Ffile%2Fd%2F1WeHTbRNph7mevNLwGeIkys1aP6_Z-Fbk%2Fview%3Fusp%3Dsharing&amp;v=Youk8eUjkgQ&amp;redir_token=qXDcgjuMPAjrLucagO0-paMZAYR8MTU4NzY2NDYzOUAxNTg3NTc4MjM5&amp;event=video_description\" target=\"_blank\" rel=\"noopener noreferrer\">https://drive.google.com/file/d/1WeHT...</a><br/> If you have any questions about the exercise - post them in the comments of the YouTube video. Good luck!</p><p>Length of video 12:00 minutes.<br/>Chapter #10 on the book.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3.8 Hacking the Switch: Promiscuous Mode and Switch Security</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/YVcBShtWFmo?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>In this video we learn how and when someone can see traffic sent between two other devices, even if a Switch is in the network.<br/>By understanding how a switch operates, we are able to estimate security issues that stem from its way of operation, as well as relevant countermeasures.<br/>In the next video, we shall have a short recap on what we have covered in this module, and allow you to test yourself and make sure you’ve really understood everything we talked about.</p><p><i><u>Concepts:<br/></u></i><b>MAC Spoofing</b> - A technique for changing a factory-assigned MAC address of a network interface on a networked device.</p><p>Length of video 5:04 minutes.<br/>Not covered in the book.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3.9 - Data Link Layer - Recap and Test Yourself</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/zxABjERix8s?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>In this video we looked into a specific layer in detail for the first time - the second layer, that is, the <b>data link layer</b>.<br/> In this video we go over some of the topics covered in previous videos, allow you to test yourself, and verify that you’ve indeed understood the material covered.</p><p><i><u>Concepts:<br/></u></i><b>Second Layer - Data Link layer</b> - Transmit data between directly linked hosts and responsible to fix errors caused by physical layer.<br/><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>Hop</b> - A rough measure of distance between two hosts.<br/><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><b>Frames</b> - Datagrams (a basic transfer unit) in the second layer<br/><b>FB</b> - Flage Byte<br/><b>EC</b> - Escape Character</p><p>Length of video 8:43 minutes.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3.10 - Bonus - Collisions, CSMA/CD, and minimum frame length in Ethernet</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/ECl8DnWeVD4?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p>This is a bonus video covering collisions handling in Ethernet, and why Ethernet has a minimum frame length.<br/>The missing video in between will be uploaded soon.</p><p><br/>If you&#x27;d like to find out more about collisions or CSMA/CD, check out additional references:<br/> * <a href=\"https://www.youtube.com/redirect?q=https%3A%2F%2Fen.wikipedia.org%2Fwiki%2FCarrier-sense_multiple_access_with_collision_detection&amp;redir_token=QUFFLUhqbkVtSnFJLV8xWktJQnd0MnEwTXFEbkltTmR0d3xBQ3Jtc0trd3pDbUZ4M0JDcmJkUDBra2Q5ckVBMVY5aWtJY1FDbV9NTTlpb255YjZETjF6bElTZmJlZk5fVnAwNlVVelh2MXR4c1FnZXVlbWxzel9BajJJWUhKc2VGR1VHTGl2UGpjcUhvalEwSnM2LXN2S3RvRQ%3D%3D&amp;event=video_description&amp;v=ECl8DnWeVD4\" target=\"_blank\" rel=\"noopener noreferrer\">https://en.wikipedia.org/wiki/Carrier-sense_multiple_access_with_collision_detection</a><br/> * <a href=\"https://www.youtube.com/redirect?q=https%3A%2F%2Fwww.itprc.com%2Fcarrier-sense-multiple-access-collision-detect-csmacd-explained%2F&amp;redir_token=QUFFLUhqa2dzSGM3R1hvbDJFRjhNSUtxN0JldjhsNGhVd3xBQ3Jtc0trOFRfcm9xbnlfTllKUVU0UzlDY2RKaXFUWktyT1RoLUlpalJrcUJKNU1tUVBBMkR2NXBhTG1lQ1lSeHFaNjhKaTBLcDl4VWFmT3Nzdkh3eXNhSEdSMl9HRmhzTi0xZnBtNm9RQzZRZzF1b1l4NHpzcw%3D%3D&amp;event=video_description&amp;v=ECl8DnWeVD4\" target=\"_blank\" rel=\"noopener noreferrer\">https://www.itprc.com/carrier-sense-multiple-access-collision-detect-csmacd-explained/</a></p><p><i><u>Concepts:</u></i><br/> <b>CSMA</b> - Carrier Sense Multiple Access - Check the channel to see if anyone else is transmitting<br/><b>CD</b> - Collision Detection - Lister to the channel while transmitting<br/></p><p>Length of video 5:44 minutes.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 62,
        "title": "תחרות משחקי חשיבה אסטרטגית",
        "description": "חדש! - תחרות אישית במשחקי חשיבה אסטרטגית",
        "url": "/portal/articles/skillz-strategy/",
        "release_date": "2020-07-09T11:40:49.632000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"للصفحة بالعربية\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/skillz-strategy-arb/' ;\">\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 450px; width: 1000px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/Skillz-Strategy.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h2><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>חדש</b></span> <b>במשחקי הכתר -</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>תחרות קיץ</b></span> <b>תש&quot;ף</b></h2><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>Skillz שמחים להשיק את תחרות הקיץ לכיתות א&#x27; - ד&#x27; במשחקי חשיבה אסטרטגית!</h6><h6>התחרות אישית. כל אחד יכול!</h6><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h4><b>בואו לנצח ולהיות האלופים החדשים.</b></h4><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>הכניסה דרך <a href=\"/portal/playground/\">מגרש המשחקים</a> או דרך עולם המפלצות.</h6><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><b>התחרות תחל ביום ראשון 12.07.2020 בשעה 09:00 ותסתיים ביום 06.08.2020 בשעה 18:00.</b></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p></p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h2><b>ואיך קשורות המפלצות?</b></h2><h6>עולם המפלצות כולל 8 מפלצות ומפלצת קורונה. לכל מפלצת שם, מספר <b>מטבעות Skillz</b> שנדרש להשיג כדי להשתדרג למפלצת ועיניים. מספר העיניים מעיד על חוזק המפלצת.</h6><h6>לדוגמה:</h6><ul><li>למפלצת בדרגת <b>מתלמד</b> עין אחת וזוהי המפלצת איתה מתחילים.</li><li>למפלצת בדרגת <b>מתחיל</b> 2 עיניים ונדרשים 50 מטבעות Skillz כדי להשתדרג אליה.</li><li>למפלצת בדרגת <b>מאסטר</b> 7 עיניים ונדרשים 2100 מטבעות Skillz כדי להשתדרג אליה.</li><li>ולמפלצת בדרגת <b>הקורונה</b> 9 עיניים ונדרשים 3550 מטבעות Skillz כדי להשתדרג אליה.</li></ul></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownSkillzBackground.01066987c329.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6>כל <b>שתתרגלו</b> יותר משחקים, כך תצברו עוד ועוד <b>מטבעות Skillz.</b></h6><h6>שימו לב: <b>כוכבים</b> אוספים כאשר פותרים שלבים במשחקים השונים (עשר אצבעות, פלתורה, אייקוד ונוספים בהמשך. בהתאם לשכבת הגיל). <b>מטבעות Skillz</b> אוספים בהתאם לאתגרים היומיים והחד-פעמיים המתפרסמים ב&#x27;עולם המפלצות&#x27; בלשונית אתגרים. בדקו את האתגרים! אם פתרתם שלב באופן מושלם באחד הימים, זכיתם במלוא הנקודות, כלומר הכוכבים. אם תתרגלו שוב את אותו השלב למחרת, לא תזכו שוב בכוכבים אך יתכן שתזכו במטבעות Skillz שכן האתגרים קשורים לתרגול ולא רק להצלחה! המפלצות כאמור, משודרגות בהתאם למספר המטבעות שאתם אוספים.</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h2><b>אז איך נכנסים לאזור המשחקים?</b></h2><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>הסברים ניתן למצוא בסרטון משמאל, או בהוראות שלהלן.</h6></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/C7-IpVL-9mE?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>כנסו לדף הבית של Skillz. לחצו על &quot;כניסת משתמש&quot; להזדהות משרד החינוך.</h6><h6>הקלידו את פרטי ההזדהות האישיים שלכם ולחצו על &quot;כניסה&quot;.</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/IDM.0d94644065bd.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p></p><h6>לאחר ההזדהות יופיע <b>חלון מרחף</b> בחלקו השמאלי של המסך. לכניסה למרחב הלמידה מהבית לחצו על <b>&quot;למשחקים שלי&quot;</b>.</h6><h6>במידה והחלונית תיסגר, ניתן ללחוץ עליה לפתיחה מחדש.</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownMonsterButton.224c75987f75.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>בדף &quot;המשחקים שלי&quot; תוכלו למצוא קישורים ל<b>משחקים</b>.</h6><h6>לחצו על המשחק שחקו להנאתכם ו<b>צברו נקודות (כוכבים)</b>.</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownGameZone.b96678d4481c.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>בלוח התוצאות תוכלו לראות את מיקומכם בליגה ואת עשרת התלמידים שמעלכם בליגה ועשרת התלמידים שמתחתיכם בליגה.</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/ScoreBoard.jpeg\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h4><b>אז הבנו איך צוברים כוכבים - פשוט משחקים. אבל איך צוברים מטבעות Skillz?</b></h4></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6><b>מטבעות Skillz</b> נועדו לשדרג את המפלצת שלכם וצוברים אותם כאשר עומדים ביעדים שהגדרנו עבורכם. למשל, פותרים 5 שלבים באותו היום, או פותרים 3 שלבים ברצף באופן מושלם ועוד אתגרים רבים.</h6><h6>חלק מהאתגרים ניתן לצבור כל יום מחדש וחלק הינם חד פעמיים. צבירת מטבעות Skillz מתבצעת במהלך המשחק.</h6><h6><b>ככל שתרבו לשחק, כך תגדילו את הסיכוי לזכות באתגרים.</b> את האתגרים תוכלו למצוא בלשונית &quot;אתגרים&quot; ו- &quot;אתגרים שהשלמתי&quot;:</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownFinishedCallanges.5cdfa7e82363.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/BegginerMonstersWorld.e14fe1998156.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>כדי לצפות במפת המפלצות ולראות את הדמות שלכם לחצו בחלון הצף על דמות המפלצת:</h6></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h4><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span> צוות אליפות הסייבר מאחל לכם הנאה רבה מלמידה יצירה ומשחק!</h4></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 40,
        "title": "מבוא לתכנות בסביבת האינטרנט",
        "description": "מבוא לתכנות בסביבת האינטרנט - שיעורים מוקלטים",
        "url": "/portal/articles/stateless-programming/",
        "release_date": "2020-04-12T16:37:58.126000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/תכנות תיכונים.58862aabf2cc.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">אודות הקורס</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>סדרת ההרצאות המצולמות הבאה נועדה להדריך מורים המלמדים את היחידה &quot;תכנות בסביבת האינטרנט&quot;, והיא מכילה הסברים הקשורים לנושאים שונים בתכנית הלימודים.<br/>ההרצאות נבנו על בסיס ספרי הלימוד &quot;מבוא לתכנות בסביבת האינטרנט בשפת #C &quot;ו&quot;מבוא לתכנות בסביבת האינטרנט בשפת Java&quot; בהוצאת מטח. לכל פרק לימוד נבנתה הרצאה אחת (או יותר), ובה מוסברים הנושאים העיקריים הכלולים בספר הלימוד.<br/>הסדרה מתאימה גם <b>לתלמידים המעוניינים ללמוד בעצמם</b>.<br/>ההרצאות המצולמות לפרקים 1 ,2 ,3 מתאימות לתכנות בסביבת אינטרנט בשפת Java ובשפת #C<br/>ההרצאות המצולמות לפרקים 4 ו -5 מתאימות לתכנות בסביבת אינטרנט בשפת #C.<br/>ההרצאות המצולמות ניתנו על ידי איריס צור ברגורי שהייתה בצוות הפיתוח של ספרי הלימוד.<br/>הספרים הללו אושרו על ידי משרד החינוך, וניתן להורידם באתר כותר - הספר המותאם <a href=\"https://school.kotar.cet.ac.il/KotarApp/Viewer.aspx?nBookID=95110753\" target=\"_blank\" rel=\"noopener noreferrer\">לשפת C#</a>, הספר המותאם <a href=\"https://school.kotar.cet.ac.il/KotarApp/Viewer.aspx?nBookID=95114164\" target=\"_blank\" rel=\"noopener noreferrer\">לשפת Java</a>.<br/>ההרצאות הוקלטו לפני כעשור ויש להתייחס אליהן ככאלו.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">פרק 1 - מודל שרת - לקוח וטכנולוגית ASP</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top\">\r\nהפרק הראשון דן בנושאים: <br /><br />\r\n  <ul>\r\n     <li> מודל שרת לקוח </li>\r\n     <li>כתובות ומפתחים</li>\r\n     <li>שרת - לקוח</li>\r\n     <li>תכנות חסר מצב (Stateless Programming)</li>\r\n     <li>הכירות עם סביבת העבודה</li>\r\n   </ul>\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<iframe style=\"width:100%;  height:340px;\" src=\"https://video.cet.ac.il/VideoPlayer.aspx?xmlConfigPath=science/comp/madaymahshev.xml\" frameborder=\"0\" allowfullscreen></iframe>\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">פרק 2 - צד הלקוח</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top\">\r\nהפרק השני דן בנושאים: <br /><br />\r\n  <ul>\r\n     <li> מבוא לשפת HTML </li>\r\n     <li>תגי קישור ותמונה</li>\r\n     <li>תג מיידי</li>\r\n     <li>תגי טבלה</li>\r\n     <li>יצירת טופס</li>\r\n     <li>תקנים ו - CSS</li>\r\n   </ul>\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<iframe  style=\"width:100%;  height:340px;\" src=\"https://video.cet.ac.il/VideoPlayer.aspx?xmlConfigPath=science/comp/mavoletehnutinternet2.xml\" frameborder=\"0\" allowfullscreen></iframe>\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">פרק 3 - צד שרת (חלק א)</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top\">\r\nבפרק זה נדון בתכנות צד השרת. הפרק כולל שתי הרצאות מוקלטות.<br />\r\nבהרצאה הראשונה נדון בנושאים: <br /><br />\r\n  <ul>\r\n     <li> מבוא לתכנות צד שרת</li>\r\n     <li>בקשת HTTP ותגובת HTTP</li>\r\n     <li>תסריטי ASP</li>\r\n     <li>המאפיין IsPostBack</li>\r\n     <li>סיכום ביניים</li>\r\n   </ul>\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<iframe  style=\"width:100%;  height:340px;\" src=\"https://video.cet.ac.il/VideoPlayer.aspx?xmlConfigPath=science/comp/tzadsharat1.xml\" frameborder=\"0\" allowfullscreen></iframe>\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">פרק 3 - צד שרת (חלק ב)</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top\">\r\nהרצאה זו הינה המשך של ההרצאה הקודמת בנושא צד שרת.<br />\r\nבהרצאה זו נדון בנושאים: <br /><br />\r\n  <ul>\r\n     <li> העצם Session</li>\r\n     <li>הפניה לדף אחר</li>\r\n     <li>העצם Application</li>\r\n     <li>כניסה מאובטחת</li>\r\n   </ul>\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<iframe  style=\"width:100%;  height:340px;\" src=\"https://video.cet.ac.il/VideoPlayer.aspx?xmlConfigPath=science/comp/tzadsharat2.xml\" frameborder=\"0\" allowfullscreen></iframe>\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">פרק 4 - צד שרת - שימוש במסד נתונים (חלק א)</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top\">\r\nפרק 4 דן בתכנות צד שרת ובפרט בשימוש במסדי נתונים.<br />\r\nאת לימוד נושא זה ילוו 3 הרצאות מוקלטות והפיתוח יעשה בסביבת SQL Server<br />\r\nבהרצאה זו נדון בנושאים: <br /><br />\r\n  <ul>\r\n     <li> המודל הטבלאי</li>\r\n     <li>שפת SQL</li>\r\n   </ul>\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<iframe  style=\"width:100%;  height:340px;\" src=\"https://video.cet.ac.il/VideoPlayer.aspx?xmlConfigPath=science/comp/mosadnetunim1.xml\" frameborder=\"0\" allowfullscreen></iframe>\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">פרק 4 - צד שרת - שימוש במסד נתונים (חלק ב)</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top\">\r\nבהרצאה זו נמשיך לדון בפיתוח צד שרת ונתמקד בנושאים:<br /><br />\r\n  <ul>\r\n     <li>בניית מסד נתונים</li>\r\n     <li>טכנולוגיית ADO</li>\r\n   </ul>\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<iframe  style=\"width:100%;  height:340px;\" src=\"https://video.cet.ac.il/VideoPlayer.aspx?xmlConfigPath=science/comp/mosadnetunim2.xml\" frameborder=\"0\" allowfullscreen></iframe>\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">פרק 4 - צד שרת - שימוש במסד נתונים (חלק ג)</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top\">\r\nהרצאה שלישית ואחרונה בנושא צד שרת.<br />\r\nבהרצאה זו נמשיך בפיתוח צד השרת.<br /><br />\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<iframe  style=\"width:100%;  height:340px;\" src=\"https://video.cet.ac.il/VideoPlayer.aspx?xmlConfigPath=science/comp/mosadnetunim3.xml\" frameborder=\"0\" allowfullscreen></iframe>\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">פרק 5 - צד לקוח - בדיקות תקינות ועיצוב תצוגה</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top\">\r\nבהרצאה זו נדון בנושאים:<br /><br />\r\n  <ul>\r\n     <li>עיצוב תצוגה</li>\r\n     <li>בדיקות תקינות</li>\r\n   </ul>\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<iframe  style=\"width:100%;  height:340px;\" src=\"https://video.cet.ac.il/VideoPlayer.aspx?xmlConfigPath=science/comp/shimushbajavascript_mdi.xml\" frameborder=\"0\" allowfullscreen></iframe>\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>"
    },
    {
        "id": 52,
        "title": "הנחיות לאירוע הגמר בתכנות פייתון",
        "description": "ברכות לעולים לגמר הווירטואלי! מה מצפה לכם בגמר?",
        "url": "/portal/articles/virtual-final-events/",
        "release_date": "2020-06-06T20:45:50.982000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/CrownSkillzBackground.01066987c329.png",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n  <div>\r\n    <div  style=\"width:50%; min-width:340px; display:inline-block; vertical-align:bottom; horizontal-align:left; \" >\r\n      <input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"للصفحة بالعربية\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/virtual-final-events-arb/' ;\">\r\n    </div>\r\n  </div>\r\n\r\n</div>\r\n<div>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n  <div>\r\n    <div style=\"width:65%; min-width:430px;  display:inline-block; vertical-align:top\">\r\n       <h2>כללי ההשתתפות</h2>\r\nאירוע הגמר הוירטואלי השלישי במסגרת 'משחקי הכתר' יערך ביום שלישי, ט\"ו בתמוז תש\"ף, ה-7 ביולי 2020 בין השעות 11:00 - 12:30.\r\nהאירוע יכלול את <strong><style=\"font-color: #c00000\">גמר התחרות האישית בתכנות פייתון על גבי אייקוד</style></strong>.<br />\r\nהאירוע ילוו בשידור חי מאולפן וואלה ויועבר ב\r\n<a href=\"https://www.youtube.com/channel/UCITyEjpUYP_BKaWfdYtwLRQ\">ערוץ היוטיוב</a>\r\n, ב\r\n<a href=\"https://www.facebook.com/Cyber.Champ.Edu/\">ערוץ הפייסבוק</a>\r\n ו\r\n<a href=\"https://pub.skillz-edu.org/portal/\">באתר Skillz</a>\r\n. ההכרזה על הזוכים תעשה אף היא בשידור החי.<br />\r\nהכניסה לתחרויות הגמר תתבצע דרך \r\n<a href=\"https://pub.skillz-edu.org/portal/playground/\">מגרש המשחקים</a>\r\n ותתאפשר לתלמידים שעלו לגמר ונרשמו לאירוע!<br />\r\nהכניסה באמצעות שם משתמש וסיסמה במערכת ההזדהות של משרד החינוך.<br/>\r\nבעת הרישום יש להצהיר על קריאת \r\n<a href=\"https://skillzportalprod.blob.core.windows.net/leaderboards/consents%2FTakanon_Final_Crown.pdf\">תקנון אירועי הגמר הוירטואליים.</a> יש לעקוב אחר עדכוני התקנון.\r\n\r\n<br /><br />תקציר תקנון הגמר הוירטואלי, כמופיע בתמונה משמאל, ישלח לנרשמים לגמר. במקרה של סתירה בין האמור בדף זה, בתקציר התקנון או באתר בכללותו, הוראות תקנון התחרות גוברות.<br /><br />\r\n\r\n<strong>הדרכה להורים</strong> - מפגש הסבר להורים התקיים ביום רביעי הקרוב 01.07.2020 בשעה 17:30 למשך כחצי שעה. להורים נשלח קישור בדוא\"ל. <a href=\"https://www.youtube.com/watch?v=cbfFhsEbmtY&feature=youtu.be\">להלן קישור</a> להקלטת מפגש ההסבר.<br />\r\n<strong>רישום לגמר</strong> - מרבית התלמידים כבר נרשמו לגמר, אלו שעדיין לא נרשמו מוזמנים לעשות כן עד לתאריך 05.07.2020 עד השעה 13:00.<br />\r\n<strong>אימון</strong> - התלמידים שעלו לגמר, מוזמנים להכנס למשחק ולהתאמן בשלבים המוכרים ובשלבים חדשים שפתחנו עבורם. שלבי האימון כוללים תכנים חדשים והם יהיו פתוחים עד ליום חמישי הקרוב, 02.07.2020 בשעה 20:00.<br />\r\n<font color=\"red\"><strong>הערכות לגמר</strong> - ביום ראשון ה-05.07.2020, יומיים לפני הגמר, יפתח חדר הזום של אירוע הגמר בין השעות 14:00-18:00 בכדי לאפשר למתחרים לוודא שהם מצליחים להכנס ולשנות את תמונת הרקע (מצורפות 3 תמונות לבחירתכם). כמו כן יפתח שלב בודד במשחק ICode בכדי לאפשר למתחרים לבדוק שהם מורשים להכנס לתחרות, מצליחים לענות על השלב ולקבל את הנקודות. הגישה לשלב הבודד תהיה זמינה בין השעות 09:00 - 18:00 ב - 05.07.2020.</font><br />\r\n\r\n<br /><br />\r\n<h5>התחרות האישית בחשיבה חישובית ותחרות בתי הספר במתמטיקה, הסתיימו!</h5>\r\nפרטים על התחרויות שהסתיימו ניתן למצוא בתחתית דף זה.<br />\r\n\r\n    </div>\r\n    <div  style=\"width:34%; min-width:340px; display:inline-block; vertical-align:bottom; horizontal-align:left; \" >\r\n      <img src=\"https://skillzportalprod.blob.core.windows.net/cms/Takanonim%2FBriefTakanonFinalCrownICODE.PNG\" width=\"600\" height=\"500\"></img>\r\n\r\n    </div>\r\n  </div>\r\n\r\n</div>\r\n<div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></h6><h2>רוצים לברך את המתחרה שלכם?</h2><h6>בני משפחה, חברים, מורים, מוזמנים לשלוח סרטון עד 30 שניות, עם ברכה למתמודד/ת ספציפי/ת או למתמודדים כולם.<br/>חשוב שלא לפגוע בזכויות יוצרים ולפיכך אנא צרו סרטון ללא מוזיקה. אנו נוסיף מוזיקה ונשדר את הסרטונים בעת התחרות, בשידור החי.<br/>את הסרטונים שלחו למייל skillz-edu.il@gmail.com עד ליום ראשון, 05.07.2020 בשעה 16:00.</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>על התחרות</h2><ul><li><b>גמר</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>תחרות</b> <b>אישית</b></span> <b>תכנות פייתון בסביבת &#x27;אייקוד&#x27;</b><ul><li>התחרות התקיימה בין התאריכים 26.4.2020 - 28.05.2020 ובסיומה הוכרזו <a href=\"/portal/articles/crown-finalists-2020/\">העולים לגמר</a>.</li><li>הגמר יתקיים ביום שלישי, ט&quot;ו בתמוז תש&quot;ף, 7 ביולי 2020, בין השעות 10:00 - 11:30.</li><li>משימות הגמר יהיו פתוחות אך ורק לתלמידים שעלו לגמר ונרשמו לאירוע הגמר לאחר אישור הוריהם.</li><li>משימות הגמר תשלבנה נושאים מוכרים ונושאים חדשים.</li><li>מקצה יסודי, שכבות ד&#x27; – ו&#x27;: בסיום הגמר יוכרזו שלושת המקומות הראשונים במקצה, מבין כל התלמידים המתמודדים בשכבות ד&#x27; – ו&#x27;.</li><li>מקצה חט&quot;ב, שכבות ז&#x27; – ט&#x27;: בסיום הגמר יוכרזו שלושת המקומות הראשונים במקצה, מבין כל התלמידים המתמודדים בשכבות ז&#x27; – ט&#x27;.</li><li>על המתחרים להיות נוכחים לאורך כל אירוע הגמר בחדר Zoom ייעודי לאירוע עם מצלמה פתוחה ומיקרופון סגור. יציאה מהחדר במהלך התחרות, פוסלת את המתחרה.</li><li>קישור לחדר ישלח למתחרים ולהוריהם וכן הנחיות מחייבות באשר לנוכחות בחדר, תמונת הרקע הנדרשת ועוד.</li><li><b>בתאריך 22.06.2020 נפתחו מחדש שלבי התחרות והתווספו אליהם 40 שלבים חדשים, לצורך אימון לקראת הגמר. השלבים יהיו פתוחים עד ה 02.07.2020 בשעה 20:00.</b></li><li><b>הדרכה להורים</b> תתקיים ב 01.07.2020 בשעה 17:30 בחדר זום ייעודי. קישור לחדר נשלח להורים בדוא&quot;ל.</li><li><b>בדיקה לפני הגמר</b> - ביום ראשון 05.07.2020 יפתחו<ul><li><b>חדר הזום</b> של התחרות בין השעות 14:00-18:00 לבדיקה והחלפת תמונת רקע. קישור נשלח להורים בדוא&quot;ל.</li><li><b>שלב משחק בודד</b> בתחרות לבדיקת אפשרות כניסה לתחרות, בין השעות 09:00-18:00. הכניסה ממגרש המשחקים, למתחרים שרישומם אושר.</li></ul></li></ul></li></ul></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>איך נרשמים לאירוע הגמר?</h2><h5>רישום <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#7030A0&#x27;}\"><b>אישי</b></span> לגמר תחרות <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#7030A0&#x27;}\"><b>תכנות פייתון</b></span> בסביבת &#x27;אייקוד&#x27;</h5></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div  style=\"width:24%; min-width:80px; display:inline-block; vertical-align:top\" >\r\n<img src=\"https://skillzportalprod.blob.core.windows.net/cms/PersonalRegister.png\" width=\"80\" height=\"120\"></img>\r\n</div>\r\n\r\n<div style=\"width:75%; min-width:300px;  display:inline-block; vertical-align:top\"><br />\r\n<strong>תלמידים אשר עלו לגמר</strong> בתחרות האישית בתכנות פייתון בסביבת איקוד יופנו על ידי המפלצת שלהם להרשמה לגמר. <br />\r\nלבדיקה האם עליתם לגמר בדקו ב\r\n<a href=\"https://pub.skillz-edu.org/portal/articles/crown-finalists-2020/\">דף העולים לגמר.</a><br />\r\n</div>\r\n\r\n</div>\r\n</div>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:50%; min-width:300px;  display:inline-block; vertical-align:top\">\r\n<br />\r\nבעת הרישום תתבקשו לצרף אישור הורים ואישור בית ספר. <br />\r\nהורידו את האישור מראש מ\r\n<a href=\"https://skillzportalprod.blob.core.windows.net/leaderboards/consents%2FParental%20permission%20-%20Personal.pdf\">כאן</a>\r\n, החתימו את ההורים ואת בית הספר, סרקו את או צלמו את האישור כך שיהיה ברשותכם כקובץ טרם תבצעו את הרישום. <br />\r\nלא ניתן להשלים את הרישום ללא העלאת קבץ אישור הורים ובית ספר חתום!<br /><br />\r\nבכדי שנוכל לשלוח לכם את ערכת הגמר, עליכם לוודא שפרטי הקשר שלכם ו/או של ההורים שמסרתם בעת הרישום, נכונים - טלפון ודוא\"ל.\r\n<br /><br />\r\nעל פי חוק, לא ניתן לפרסם תמונות וצילומים של ילדים מתחת לגיל 18 ללא אישור הוריהם. לפיכך לא תאושר השתתפות של תלמיד שלא יהיה לו אישור הורים חתום ומאומת. אנו מבקשים כי בתי הספר יחתמו על אישור ההורים בכדי לאמת שהחותם הוא הורה התלמיד.<br />\r\nהורים הנתקלים בבעיה מכל סוג שהוא, מוזמנים ליצור קשר עם <a href=\"https://pub.skillz-edu.org/portal/articles/technical-support/\">התמיכה</a>.\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n\r\n<img src=\"https://skillzportalprod.blob.core.windows.net/cms/PersonalRegister4.png\" width=\"800\" height=\"500\"></img>\r\n\r\n</div>\r\n</div>\r\n</div>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:50%; min-width:300px;  display:inline-block; vertical-align:top\">\r\n<br />\r\nלחיצה על כפתור 'להרשמה לגמר' בצלמית המפלצת תפתח לשונית רישום לגמר לאלו מכם שעלו לגמר בתחרות אישית.<br />\r\nבהתאם לתחרויות בהן עליתם לגמר (חשיבה חישובית - פלתורה ו/או תכנות פייתון - אייקוד) יופיעו כפתורי רישום כנראה בצילום המסך שלהלן.\r\n<br />\r\nלחצו על 'ממתין להרשמה'\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n\r\n<img src=\"https://skillzportalprod.blob.core.windows.net/cms/PersonalRegister2.png\" width=\"800\" height=\"300\"></img>\r\n\r\n</div>\r\n</div>\r\n</div>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:50%; min-width:300px;  display:inline-block; vertical-align:top\">\r\n<br />\r\nיפתח טופס הרישום.<br />\r\nעליכם למלא את הטופס ולצרף את טופס אישור ההורים ובית הספר, כמוסבר למעלה.\r\n<br />\r\nפרטי ההורים - שם, טלפון ודוא\"ל יופיעו בטופס, במידה והם ברשותינו. אנא עדכנו את פרטי הקשר עם ההורים שכן אנו נשתמש בהם לשליחת ערכת הגמר<br />\r\nלאחר הרישום תקבלו הודעה כי ההרשמה נקלטה ומחכה לאישור. רק לאחר שצוות התחרות יאשר כי הרישום תקין וכי לא חסרות חתימות הן של ההורים והן של בית הספר, תעודכן ההרשמה ל'הרשמתך התקבלה'. <br />\r\nכנסו שוב יומיים לאחר הרישום לבדיקה שהרשמתכם התקבלה!\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n\r\n<img src=\"https://skillzportalprod.blob.core.windows.net/cms/PersonalRegister3.png\" width=\"800\" height=\"300\"></img>\r\n\r\n</div>\r\n</div>\r\n</div>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>מה צפוי בשידור החי?</h2><h6>כאמור, אירוע הגמר ישודר בשידור חי בערוצי היוטיוב, הפייסבוק ואתר Skillz. במהלך השידור נקיים באולפן שיחות עם אנשי מפתח בתחרויות השונות, נשדר סרטונים שהכנו על התחרויות, נשדר את מסך חדר ה Zoom בו מתחרים בתחרות האישית בחשיבה חישובית וכמובן, נכריז על הזוכים ונשוחח עם הזוכים במקומות הראשונים.</h6><h6>שעון עצר לסיום זמן התחרות יוצג לאורך השידור.</h6><h6>הפתעות נוספות צפויות במהלך השידור. הצטרפו אלינו!</h6><h6>אנו מזמינים הורים, מורים וחברים להכין <b>סרטון ברכה קצר למתחרים</b>. על הסרטון להיות באורך 20-30 שניות ולא לכלול מוזיקה שמוגנת בזכויות יוצרים. את הסרטון יש להעלות לתיקיית גוגל דרייב ולשתף את skillz.edu.il@gmail.com או לשלוח לדוא&quot;ל זה. אנו נערוך מן הסרטונים סרטון ברכות ונקרין במהלך השידור החי.</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>איך מתנהלים גם ב Zoom וגם במגרש המשחקים?</h2><h6>המתחרים <b>בתחרות האישית</b> בתכנות פייתון נדרשים להכנס לשני רכיבי התחרות - שלבי הגמר וחדר ווירטואלי. לשם כך יש להציג על המסך בחלון ראשי את שלבי הגמר ובחלון מוקטן בצד המסך את מסך חדר ה Zoom.</h6><h6>חשוב שמסך ה Zoom יראה על ידי המתחרה, בכדי שתודעת המתחרה תהיה ערה לכך שהיא/הוא מצולמים כל העת וכן בכדי שנוכל לוודא שלא יצאו מהחדר.</h6><h6>את תמונת הרקע של מסך ה Zoom יש לקבוע לאחת מתמונות הרקע של התחרות. את התמונות ניתן להוריד , <a href=\"https://skillzportalprod.blob.core.windows.net/cms/ZoomMonsters2.jpg\" target=\"_blank\" rel=\"noopener noreferrer\">מכאן (תמונה שמאלית)</a>, <a href=\"https://skillzportalprod.blob.core.windows.net/cms/ZoomMonsters1.jpg\" target=\"_blank\" rel=\"noopener noreferrer\">מכאן (תמונה אמצעית)</a> ו<a href=\"https://skillzportalprod.blob.core.windows.net/cms/ZoomSkillz.jpg\" target=\"_blank\" rel=\"noopener noreferrer\">מכאן (תמונה ימנית)</a>.</h6><p></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 1920px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/Zooms.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>איך יראה יום הגמר?</h2><h6>בשעה 09:00 יפתח <b>חדר</b> ה<b> zoom</b> עבור המתחרים ב<b>תחרות האישית</b> תכנות פייתון. קישור יישלח למי שירשם לאירוע ויהיה לו אישור הורים ובית ספר. בין השעה 09:00 לשעה 10:50 על כל המשתתפים לנסות ולהכנס לחדר ולוודא שהם מצליחים להכנס, להחליף את תמונת הרקע ולהפעיל את המצלמה. במידה והנכם נתקלים בבעיה, יש לפנות <a href=\"/portal/articles/technical-support/\">לתמיכה</a>.</h6><h6>ניתן להשאר בחדר לאחר הכניסה לצורך בדיקה, או לצאת ממנו ולחזור שוב בשעה 10:50.</h6><h6>בשעה 11:00 יפתח השידור החי. ההזנקה לפתיחת התחרות תשודר בשידור זה. צפו בשידור לדעת מתי <b>בדיוק</b> מתחילה התחרות!</h6><h6>עם הזנקת התחרות, יפתחו ב<a href=\"/portal/playground/\">מגרש המשחקים</a>, שלבי הגמר עבור תחרות תכנות פייתון.</h6><h6>בעוד התלמידים מתחרים בתחרות ימשך השידור ומדי פעם נציג את שעון העצר עד לסיום זמן התחרות.</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>התחרויות שהסתיימו</h2><ul><li><b>גמר</b> <b>תחרות</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;#C00000&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>אישית חשיבה חישובית</b></span> <b>בסביבת &#x27;פלתורה&#x27; -</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;#C00000&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>הסתיים!</b></span><ul><li>התקיים ביום שלישי, כ&quot;ד בסיוון תש&quot;ף, 16 ביוני 2020, ולווה במשדר חי מאולפני וואלה.</li><li>משימות הגמר היו פתוחות אך ורק לתלמידים שעלו לגמר ונרשמו לאירוע הגמר לאחר אישור הוריהם.</li><li>משימות הגמר שילבו נושאים מוכרים ונושאים חדשים.</li><li>מקצה יסודי, שכבות ד&#x27; – ו&#x27;: בסיום הגמר הוכרזו שלושת המקומות הראשונים בכל אחת משכבות הגיל: ד&#x27; – ו&#x27;. כאן</li><li>מקצה חט&quot;ב, שכבות ז&#x27; – ט&#x27;: בסיום הגמר הוכרזו שלושת המקומות הראשונים במקצה, מבין כל התלמידים המתמודדים בשכבות ז&#x27; – ט&#x27;. כאן</li><li>על המתחרים היה להיות נוכחים לאורך כל אירוע הגמר בחדר Zoom ייעודי לאירוע עם מצלמה פתוחה ומיקרופון סגור. יציאה מהחדר במהלך התחרות, פסלה את המתחרה.</li><li>קישור לחדר נשלח למתחרים ולהוריהם וכן הנחיות מחייבות באשר לנוכחות בחדר, תמונת הרקע הנדרשת ועוד.</li><li>האירוע לווה בשידור חי מאולפני וואלה. ניתן לצפות בשידור כולו <a href=\"https://youtu.be/tTQJhTHHDqY\" target=\"_blank\" rel=\"noopener noreferrer\">כאן</a>, בסרטון המסכם את האירוע <a href=\"https://youtu.be/DAtXwK2cl0M\" target=\"_blank\" rel=\"noopener noreferrer\">כאן</a>.</li><li>את הזוכים בתחרות ניתן למצוא <a href=\"/portal/articles/finalist-ct-2020/\">כאן</a> ואת הדירוג המלא של המתחרים <a href=\"/portal/articles/final-score-plathora/\">כאן</a>.</li></ul></li></ul><p></p><ul><li><b>גמר</b> <b>תחרות</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;#C00000&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>בתי הספר</b> <b>במתמטיקה יסודי</b></span><b> בסביבת &#x27;עשר אצבעות&#x27; -</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;#C00000&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>הסתיים!</b></span><ul><li>בתי הספר רשמו נבחרת תלמידים אשר ייצגה אותם בתחרות. הנבחרת מורכבת מ- 4 תלמידים משכבות ג&#x27; - ו&#x27;&#x27; אשר שיחקו לפחות 10 שלבים בזמן התחרות, תלמיד/ה אחד מכל שכבת גיל. בנוסף, הנבחרת מורכבת מ-2 תלמידות ו-2 תלמידים, פרט לבתי ספר חד מגדריים.</li><li>בעת הרישום העלה בית הספר אישור הורים להשתתפות תלמיד בנבחרת בגמר הווירטואלי, כולל אישור צילום. לא היה צורך לרשום את שאר התלמידים!</li><li>בשלב א&#x27; של גמר תחרות מתמטיקה, התלמידים יכלו להעזר בחבריהם בעת פתרון שלבי הגמר ובתנאי שעמדו בתנאי ההתנהלות על פי התו הסגול למוסדות חינוך.</li><li>הניקוד הבית ספרי בשלב א של הגמר חושב על פי אחת האפשרויות הבאות:<ul><li><b>100% מהציון</b> - ממוצע ציוני ארבעת <b>חברי הנבחרת</b> או</li><li><b>70% מהציון</b> - ממוצע ציוני ארבעת <b>חברי הנבחרת 30% מהציון</b> - ממוצע ציוני <b>15</b> התלמידים, לא כולל חברי הנבחרת, <b>בעלי הציון הגבוה</b> ביותר מבין תלמידי בית הספר, בשכבות ג-ו , שישחקו בשלבי התחרות.</li></ul></li><li>הבחירה בין 2 האפשרויות תעשה אוטומטית. אם יהיו 15 תלמידים משתתפים, בנוסף לחברי הנבחרת ממוצע ציוניהם ילקח בחשבון. אם לא, ילקח בחשבון ציון הנבחרת בלבד.<br/>הניקוד הבית ספרי בשלב ב של הגמר חושב על פי התוצאה <b>הגבוהה</b> מבין שתי האפשרויות שלמעלה.</li><li>בסיום שלב א&#x27; הוכרזו 50 בתי הספר שעלו לשלב ב&#x27;. נבחרת בית הספר אשר ייצגה אותו בשלב א&#x27; היא זו אשר ייצגה את בית הספר גם בשלב ב&#x27;. שלב זה יתנהל בחדר Zoom בדומה לתחרויות האישיות.</li><li>בשל תקלה טכנית 60 בתי ספר הצטרפו לשלב א&#x27; רק כמחצית השעה לאחר התחלתו. בתי ספר אלו צורפו ל-50 בתי הספר שעלו לשלב ב&#x27; ועלו אף הם לשלב זה.</li><li>שלב א&#x27; התקיים במקביל לתחרות האישית בחשיבה חישובית ולווה בשידור חי מאולפני וואלה. ניתן לצפות בשידור כולו <a href=\"https://youtu.be/tTQJhTHHDqY\" target=\"_blank\" rel=\"noopener noreferrer\">כאן</a>, בסרטון המסכם את האירוע <a href=\"https://youtu.be/DAtXwK2cl0M\" target=\"_blank\" rel=\"noopener noreferrer\">כאן</a>.</li><li>גמר תחרות המתמטיקה התקיים ביום חמישי, ג&#x27; בתמוז תש&quot;ף, 25 ביוני 2020 ולווה במשדר חי ממעבדות אינפיניטי לאבס אר.אנ.די. ניתן לצפות בשידור כולו<a href=\"https://youtu.be/Zkjf3nt_YgU\" target=\"_blank\" rel=\"noopener noreferrer\">כאן</a>.</li><li>את הזוכים בתחרות ניתן למצוא <a href=\"https://pub.skillz-edu.org/portal/math_final_winners\" target=\"_blank\" rel=\"noopener noreferrer\">כאן</a>, את הזוכים במחוזות ניתן למצוא <a href=\"https://pub.skillz-edu.org/portal/final_schools_dashboard_district\" target=\"_blank\" rel=\"noopener noreferrer\">כאן</a> ואת הדירוג המלא של המתחרים <a href=\"https://pub.skillz-edu.org/portal/final_schools_dashboard_math\" target=\"_blank\" rel=\"noopener noreferrer\">כאן</a>.</li></ul></li></ul></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 67,
        "title": "פרויקטי תכנות מודרכים",
        "description": "פרויקטי תכנות מודרכים לתלמידי מדעי המחשב בתיכונים",
        "url": "/portal/articles/guided-projects/",
        "release_date": "2020-11-22T17:52:52.124000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>n המלכות</b></h3><p>מימוש אלגוריתם אקראי וחמדני לחיפוש מקומי לפתרון בעיית n המלכות: איך להציב n מלכות על לוח שח בגודל nxn כך שאף זוג מלכות לא תאיימנה זו על זה.</p><p><b>חיפוש מקומי</b> - אלגוריתם שמחפש את מצב המטרה תוך התקדמות מהמצב הנוכחי למצב קרוב, ללא צורך לזכור מצבים בהם כבר נתקל.<br/><b>אלגוריתם אקראי</b> - אלגוריתם שמשתמש בהגרלות כדי לפתור בעיה או שפותר בעיה בהסתברות מסוימת ולא בוודאות.<br/><b>אלגוריתם חמדני</b> - אלגוריתם, שבכל איטרציה, בוחר באיזשהו &quot;הכי&quot; התלוי במצב הנוכחי בלבד (&quot;הכי&quot; זה נקרא אופטימום לוקלי).</p><p><b>שפה:</b> פייתון<br/><b>רמה:</b> בינונית<br/><b>ידע נדרש:</b> פונקציות, רשימות</p><p><b>זמן מוערך:</b> שעתיים</p><p><a href=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects%2Fqueens.py\" target=\"_blank\" rel=\"noopener noreferrer\">קישור לקוד</a></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-8  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center iframe\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <iframe style=\"width: 100%;height: 300%;border: 0;\" src=https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects%2Fnqueens.pdf\n        allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\n        </iframe>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>זיהוי ספרות בכתב יד</b></h3><p>מימוש אלגוריתם &#x27;השכן הקרוב&#x27; לסיווג ספרות הכתובות בכתב יד.<br/>בפרויקט נקרא קבצים בפורמט לא מוכר של MNIST המכילים 70,000 תמונות בשחור/לבן של ספרות בכתב יד, נציג תמונות, ונסווג תמנות בכתב יד שלכם בעזרת אלגוריתם &#x27;שכן קרוב&#x27;.</p><p><b>סיווג</b> - קביעת הסוג של נתון. במקרה שכאן: קביעת הספרה בתמונה שצלמתם<br/><b>שכן קרוב</b> - אלגוריתם לפיו, בהנתן רשימה של נתנוים מסווגים (כלומר שהסוג שלהם ידוע), הסוג של נתון חדש הוא הסוג של הנתון הקרוב אליו ביותר, מהרשימה המסווגת.</p><p><b>שפה:</b> פייתון<br/><b>רמה:</b> מתקדם<br/><b>ידע נדרש:</b> פונקציות, רשימות, קריאת קבצים, היכרות עם API,</p><p><b>זמן מוערך:</b> 4 שעות</p><p><a href=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects%2Fdigits.py\" target=\"_blank\" rel=\"noopener noreferrer\">קישור לקוד</a></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-8  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center iframe\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <iframe style=\"width: 100%;height: 300%;border: 0;\" src=https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects%2Fdigits.pdf\n        allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\n        </iframe>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>"
    },
    {
        "id": 21,
        "title": "תחרות רחפנים",
        "description": "תחרות הרחפנים לחטיבות העליונות - Skillz Makerz",
        "url": "/portal/articles/skillz-makerz/",
        "release_date": "2018-11-14T12:37:58.558000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/רחפנים- נער ונערה.64f8dd664215.JPG",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>על התחרות- תלמידות ותלמידי החט&quot;ע בונים רחפנים ומטיסים אותם !</b></h4><p></p><p>בעתיד הלא רחוק, יזדקק כל אחד או אחת להבין טכנולוגיה, להשתמש בה ולדעת להפעיל אותה בצורה מיטבית.<br/> יתרון רב יהיה למי שידעו לבנות, לתכנת, לחשב, לייצר ולעצב טכנולוגיות - למייקרים (makers).</p><p>בעולם הטכנולוגי כיום נדרשות יכולות של תכנות, אבל לא רק, גם יכולות של מייקרים: יכולות פירוק והרכבה, חיבור ובניה, שאלת שאלות ופתרון בעיות. את כל אלו ניתן לפתח בשילוב שבין תוכנה, אלקטרוניקה ומכטרוניקה. בחרנו להשיק את תחרות המייקרים של משרד החינוך באמצעות בניית, הטסת ותכנות רחפנים. התחרות תתבסס על תכנית לימודים חדשנית בתחום האלקטרוניקה והתכנות ותחשוף הן את המורים והן את התלמידים לעולם תוכן חדשני הממשיך לגדול ולהתפתח בקצב מהיר. התכנית מעודדת עשייה והתנסות מעשית משותפת לתלמידים תוך דגש על פיתוח טכנולוגי מתקדם המשלב עבודת צוות וחשיבת עמיתים. התלמידים ירכשו ידע בתחומים רבים כגון אווירונאוטיקה, אלקטרוניקה, סנסורים, מכניקה,אלגוריתמיקה ובקרה. התכנית מבוססת על עבודה מעשית והשתתפות פעילה של התלמידים בבניית הרחפן, פיתוח תוכנה והטסתו.</p><p>במהלך התחרות יקבלו הקבוצות משימות ואתגרים, אותם יצטרכו לבצע ולהעלות לאתר התחרות. בתי ספר שיגיעו להישגים גבוהים במהלך התחרות ישלחו נבחרת בת 5-10 תלמידות ותלמידים לשלב הגמר<b>, אשר יתקיים במסגרת אליפות הסייבר הישראלית במרץ 2020.</b></p><p>בשנה&quot;ל תשע&quot;ח (2018) משרד החינוך השיק לראשונה, במסגרת אליפות הסייבר, תחרות מייקרים בתחום הרחפנים. השתתפו בתחרות כ- 40 בתי ספר. ניתן להתרשם מאירוע הגמר <a href=\"https://www.youtube.com/watch?v=TMSjipcsaI8\" target=\"_blank\" rel=\"noopener noreferrer\">בסרטון</a>.</p><p>בשנה&quot;ל תשע&quot;ט (2019) הורחבה התחרות לבתי ספר נוספים והיא מיועדת לתלמידי <b>חט&quot;ע</b> בחינוך הטכנולוגי, המעוניינים להרחיב אופקים וללמוד אלקטרוניקה, תוכנה ועיצוב. ביה&quot;ס יוכל לבקש תקצוב עבור עד 3 קבוצות בחט&quot;ע.</p><p><b>בשנה&quot;ל תש&quot;ף (2020) הורחבה התכנית וביקושי עלה כלמעלה מ50%. השנה, התכנית מיועדת לתלמידי חט&quot;ע בחינוך הטכנולוגי ותאפשר לתלמידי יב&#x27; לבנות ולתכנן את פרויקט הגמר על בסיס משימות התחרות. ( מותנה באישור מפמ&quot;ר). המשימות מהוות תשתית ללימודי הטכנולוגיה ומאשרות למידה והטמעת החומר הנלמד במגמות המשתתפות בתחרות.</b></p><p>תכנית הלימודים המלווה את התחרות, מוכרת על ידי המפמ&quot;רים לאלקטרוניקה ומחשבים ולמדעי המחשב והנדסת תוכנה, כהערכה חלופית (30%). ביה&quot;ס המעוניין ללמד תכנית זו כהערכה חלופית, יגיש בקשה למפמ&quot;ר הרלוונטי (נספח ב&#x27; במסמכי הקול הקורא לתקצוב).</p><p></p><h4><b>שלבי התחרות</b></h4><p><b>שלב בית ספרי -</b> השלב הבית ספרי מורכב מ-8 משימות שיש להגיש מתוכן לפחות 6 בכדי להשתתף בגמר.</p><p><b>חצי הגמר- בחודש פברואר יתקיים חצי גמר והעומדים במשימת חצי הגמר ישתתפו באירוע הגמר.</b></p><p><b>אירוע הגמר -</b> אל הגמר יגיעו כאמור הנבחרות שעמדו במינימום הגשות הנדרש אשר נקבע בתקנון התחרות.</p><p></p><h4><b>רישום</b></h4><p>אליפות הרחפנים משלבת חומרה ותוכנה ודורשת ידע טכנולוגי אינטרדיסציפלינרי מהמורה וכן הרשאות הטסת רחפנים. לפיכך מתקצב משרד החינוך את הקבוצות אשר ירשמו לתחרות, על פי קריטריונים משפטיים המפורסמים בקול הקורא הייעודי לתחרות זו. בתחרות יכולים לקחת חלק בתי ספר שתוקצבו באמצעות אחד הקולות הקוראים לתקצוב התחרות, זה של השנה הנוכחית וזה של השנה שעברה.</p><p>ההקצבה מטעם משרד החינוך נועדה לרכש רחפנים וערכת משאבים בהתאם למפרט שיפורסם כאן בקרוב. כמו כן נועדה ההקצבה לתשלום עבור מדריכים המסייעים למורה המוביל את התחרות. על המדריכים לענות לסטנדרטים אשר מוגדרים בתקנון התחרות.</p><p>בית ספר שתוקצב בשנה שעברה, יתוקצב השנה במרכיבי הדרכה (לפחות 30 ש&#x27;) ובמרכיבי רכש להשלמת משאבים. בית ספר שתוקצב בשנה שעברה בעבור קבוצה אחת או שתיים יכול לבקש תקצוב להשלמת הצטיידות וכן תקצוב לקבוצה או שתיים נוספות חדשות, להשלמה ל-3 קבוצות.</p><p><b>על מנחי הקבוצות להירשם במערכת המודל- משרד החינוך, בוא יעלו תכני לימוד ועדכונים רלוונטים.</b></p><p><b>כמו כן, כל המשימות יתועדו בסרטונים ויעלו כקישור לאתר המודל .</b></p><p></p><h4><b>ניקוד התחרות</b></h4><p>בשלב הבית ספרי : על הקבוצות לבצע לפחות שש מתוך שמונה משימות להגשה אשר ניתנות במודל .ערך ניקוד המטלה: 1.5 נקודות סה&quot;כ ניתן לצבור כ- 15 נקודות. קבוצה אשר תגיש פחות מ-6 משימות לא תוכל להשתתף בגמר.</p><p><b>משימת צילום סרטון לשיווק המגמה הטכנולוגית תקנה חמש נקודות</b> <b>לזוכה בתחרות הסרטון הטוב ביותר אשר זכה למספר הצפיות הגבוה ביותר.</b></p><p><b>משימת חצי הגמר אינה מקנה ניקוד, אלא רק את הזכות להשתתף באירוע הגמר.</b></p><p>באירוע הגמר : יום הגמר מורכב משלושה חלקים:</p><p>&gt; שאלון שיפתח לכל קבוצה לבחירתה כ 15 דקות עם 15 שאלות על החומר הלימודי .( נקודה לשאלה סה&quot; 15 נקודות).</p><p>שתי מטלות בהגרלה מתוך שמונה המטלות ביצוע בזירה.</p><p>שתי מטלות חדשות שיקבלו ביום התחרות</p><p>פירוט יימסר בסמוך לאירוע הגמר.</p><p></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4>ראו את <a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzMakerz.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון התחרות</a></h4><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/Skills-Makerz.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקציר תקנון התחרות</a></p><p></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>"
    },
    {
        "id": 88,
        "title": "אירועים",
        "description": "תחרויות ואירועים - תשפ\"א",
        "url": "/portal/articles/events/",
        "release_date": "2021-02-23T08:03:10.232000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>בשל העדר תקציב מדינה לא מתוכננות פעילויות לשנה&quot;ל תשפ&quot;א</p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 23,
        "title": "About Us",
        "description": "SKILLZ Program",
        "url": "/portal/articles/about-us/",
        "release_date": "2018-12-04T13:05:10.818000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/אוירה 10.48fe826ed848.jpg",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"about-container\">\r\n        <div class=\"top-p\">\r\n            <h3 class=\"title\">About Us</h3>\r\n            <p>\r\n                The Ministry of Education established the &quot;SKILLZ&quot; program in 2015 to promote and lead technological education for K-12 students. The\r\n“SKILLZ” team works in close collaboration with the IATI (The Israel Advanced Technology Industries), whose mutual efforts have already made a\r\nmajor impact on the approach to technological education, and on the quantity and quality of the technological education in Israel. \r\n<br>\r\nLast year, 350,000 students (with increasing numbers annually), from all over the country were introduced to “STEM” educational fields, such as\r\nprogramming, mathematics, robotics, engineering, and electronics.\r\n<br>\r\nThis year, “SKILLZ” is expanding and supporting a &quot;Programming and Robotics&quot; curriculum designated for elementary schools. In addition to the pedagogical impact of the program, the “SKILLZ” program also\r\nhas a major social significance. “SKILLZ” invests specific efforts in targeting social and geographical fringe populations. \r\n<br>\r\n “SKILLZ”s&#39; future objective is to become the most dominant learning/teaching platform in the Israeli school system, with the long-term goal of eventually creating a &quot;flip classroom&quot;\r\neducational policy in which the children will study at home and practice and ask questions at school.\r\n<br>\r\nAll this is currently implemented within the\r\n&quot;Cyber Championship&quot; framework. The &quot;Cyber Championship&quot; is an online digital learning platform composed of educational computer games systems, suitable for children. This digital platform empowers innovative learning tools while supporting the cognitive learning skills of the 21st century students – the “Z” generation. \r\n<br>\r\nOur program encourages local authorities, schools, and parent involvement. All these factors unite to\r\nadvance educational excellence and values. Volunteers for the leading high-tech companies in Israel and from elite IDF technological units are\r\nrecruited as professional mentors for the children. These partnerships expose the children to major scientific and technical fields and create a\r\nfavorable awareness of the “SKILLZ” program and its contribution to Israeli society on a national level.\r\n            </p>\r\n<a href=\"https://www.youtube.com/watch?v=-TTH0euVIhA\">watch SKILLZ 2018 finals event</a>\r\n        </div>\r\n<br>\r\n        <div class=\"bottom-ps\">\r\n            <div class=\"left-p\">\r\n                <h3 class=\"title\">Educational and Pedagogical Innovation</h3>\r\n                <p>\r\n                    The program implements the leading educational and pedagogic approaches in the\r\n                    world today:\r\n                </p>\r\n                <h6 class=\"subtitle\">Peer Learning</h6>\r\n                <ul>\r\n                    <li>\r\n                        Responsibility for learning is transferred to the student.\r\n                    </li>\r\n                    <li>\r\n                        Strengthens levels of cognitive skills when peers are of different levels of ability.\r\n                    </li>\r\n                    <li>\r\n                        Builds a collective feeling of responsibility toward achieving success and the decision-making process.\r\n                    </li>\r\n                    <li>\r\n                        Involves emotional-social engagement and requires active participation.\r\n                    </li>\r\n                </ul>\r\n\r\n                <h6 class=\"subtitle\">Personalized Learning</h6>\r\n                <ul>\r\n                    <li>\r\n                        A flexible learning environment adapted to each student's level.\r\n                    </li>\r\n                </ul>\r\n\r\n                <h6 class=\"subtitle\">Learning by Gamification</h6>\r\n                <ul>\r\n                    <li>\r\n                        Encourages motivation, retention and increases student engagement.\r\n                    </li>\r\n                    <li>\r\n                        Increases the sense of self competence by succeeding in challenges.\r\n                    </li>\r\n                    <li>\r\n                        Provides real-time feedback and empowers the learning experience.\r\n                    </li>\r\n                    <li>\r\n                        Availability of learning tools contributes to the improvement of student performance.\r\n                    </li>\r\n                </ul>\r\n\r\n                <h6 class=\"subtitle\">Entrepreneurial thinking</h6>\r\n                <ul>\r\n                    <li>\r\n                        Striving for innovative, efficient and quality &quot;groundbreaking&quot; ideas.\r\n                    </li>\r\n                    <li>\r\n                        Develops strategic vision in planning, implementation and monitoring.\r\n                    </li>\r\n                    <li>\r\n                        Develops analytical, abstract, logical and creative thinking in problem solving.\r\n                    </li>\r\n                    <li>\r\n                        Develops flexible thinking that enables one to evaluate the potential for success of\r\n                        ideas.\r\n                    </li>\r\n                </ul>\r\n            </div>\r\n\r\n            <div >\r\n                <h3 class=\"title\">A National Vision & Perspective</h3>\r\n                <p>\r\n                The program&#39;s vision is a product of the desire to\r\nprovide all Israeli students access to advanced\r\n“STEM” fields. Thus enabling equal opportunity for all\r\nchildren, to fulfill and maximize their potential for\r\nexcellence, regardless to their socio-economic\r\nbackground. We believe that this educational\r\nplatform constitutes a significant tool for social\r\nmobility in the future.\r\nGovernment, industry, and academia are busy\r\nlooking for creative ways to cultivate and encourage\r\nIsraeli students to study science and technological\r\nfields. Their goal is to prepare the next generation\r\nand to maintain Israel&#39;s advantage as one of the\r\nleading startup nations in the world. Therefore,\r\n“SKILLZ”'s rationale is in congruence with Israel’s\r\nnational strategic goals.\r\nMotivating the younger generation to study and excel\r\nin science and technological fields, will create\r\ntomorrow’s engineers!\r\n            </p>\r\n            </div>\r\n        </div>\r\n\r\n        <div>\r\n            <h3 class=\"title\">D<sup>3</sup> Conference 2019</h3>\r\n            <p>\r\n                The Israeli Ministry of Education and Israel Advanced Technology Industries (IATI) work in close collaboration to promote technological education in Israel. Their most significant joint venture is the Israeli Cyber Championship, which is into its fifth year. The championship focuses on programming, mathematics, and electronics for k-12 students. This year a robotics heat has been added.\r\n<br>\r\n As a result of the competitions, collaboration began in the development of curricula, teaching materials and MOOCs in the fields of computer science and electronics.\r\n<br>\r\n During the previous competition (2018), we held a panel on \"New Doors for High-Tech\". The panelists were Yossi Vardi; Yossi Matias, VP Engineering at Google and Chairman of the MNC Forum at IATI; Shahar Bar-Or, VP Embedded Engineering at Western Digital and Chairman of the IATI Education Committee; Dorit Dor, VP Products at Check Point, Peretz Regev CEO PayPal Israel, Ofer Rimon Deputy Director General of Ministry of Education.\r\n<br>               \r\nThis year (April 2019) we are introducing, for the first time, an annual conference titled  “D<sup>3</sup>” (Education, Industry and Academy, pronounced D cube).\r\nThis conference will be held concurrently to the competition. The conferences' main topic is the connection and collaboration between industry and academia on the one hand and STEM education on the other. How can academia & industry encourage youngsters to learn and explore STEM subjects, and how can the educational system contribute towards creating the next generation of developers and researchers.\r\n<br>                \r\nThe conference's target audience is academicians, STEM field educators, Industry leaders, students (high school, grads. and postgrads) and all those that have a vested interest in STEM education. The conference will be held by the Israeli Ministry of Education in cooperation with IATI.\r\n            </p>\r\n        </div>\r\n\r\n       <br>\r\n<img 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\" 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    },
    {
        "id": 75,
        "title": "מגדלי הנוי",
        "description": "miniMOOC על חידת מגדלי הנוי",
        "url": "/portal/articles/hanoi-mini-mooc/",
        "release_date": "2020-12-04T00:03:18.034000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/SkillzHanoi.2de370ec0dca.png",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6>miniMOOC מתאר את חידת מגדלי הנוי, אלגוריתם שפותר אותה ומציג מספר תובנות שניתן להסיק מהאלגוריתם לגבי פתרון החידה.<br/>הקורס פותח ע&quot;י <b>דביר לנצברג</b>.</h6><h6>הקורס כולל שלושה סרטונים קצרים המציגים את הבעיה, אלגוריתם הפותר אותה ותובנות מאלגוריתם זה.<br/>כל סרטון מלווה בתרגילים ובשאלות חשיבה המאפשרות לכם להעמיק את ההבנה.</h6><h6>לאחר סיום הצפיה וההבנה בקורס, אתם מוזמנים לממש את האלגוריתם המוצג בקורס זה, בעזרת פרויקט מודרך הנמצא ב<a href=\"/portal/articles/pbl-hanoi/\">קישור זה</a>.</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p></p><h6>את מצגת הקורס ניתן להוריד בפורמט <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/Hanoi.pptx\" target=\"_blank\" rel=\"noopener noreferrer\">PPTX</a> ובפורמט <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/HanoiPPTX.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">PDF</a> .</h6><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-right image-video\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">1. הצגת הבעיה</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h6>בסרטון זה מוצגת בעיית מגדלי הנוי:<br/>נתונים 3 מוטות . על אחד המוטות מונחות דיסקיות השונות זו מזו בקוטרן.<br/>הדיסקיות מונחות במעין מגדל, כך שהדיסקית הגדולה ביותר מונחת בתחתית והקטנה ביותר היא העליונה והן ממויינות בגודלן.<br/>יש להעביר את הדיסקיות מהמוט עליו הן מונחות למוט אחר.</h6><ol><li>בכל מהלך מותר להזיז דיסקית יחידה</li><li>אסור להניח דיסקית על דיסקית קטנה ממנה</li></ol><h6><b>לאחר</b> שתצפו בסרטון , נסו לפתור את הבעיות הבאות: <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/hanoi1CQ.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Part 1 - Quiz</a><br/>רוצים לבדוק את תשובותיכם? הורידו את <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/hanoi1CA.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Part 1 - Answers</a> לצפיה בתשובות.</h6><h6><b>לאחר</b> שעניתם על השאלות והבנתם את הפתרונות, חשבו על השאלות הבאות:</h6><ol><li>מהם המהלכים להעברת 3 דיסקיות עמוד אחד ימינה?</li><li>מהם המהלכים להעברת 4 דיסקיות עמוד אחד ימינה?</li></ol><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/FWykP3whqRo?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-right image-video\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2. אלגוריתם לפתרון החידה</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h6>נציג את פתרון הבעיה בשלבים</h6><h6>נתחיל בפתרון הבעיה בעבור n=3, כלומר בהנתן 3 דסקיות על מוט המקור.<br/>נעבור לפתרון הבעיה בעבור n=4 ו- n=5.<br/>נכליל את הפתרון עבור n כלשהו.</h6><h6><b>לאחר</b> שתצפו בסרטון , נסו לפתור את הבעיות הבאות: <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/hanoi2CQ.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Part 2 - Quiz</a><br/>רוצים לבדוק את תשובותיכם? הורידו את <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/hanoi2CA.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Part 2 - Answers</a> לצפיה בתשובות.</h6><h6><b>לאחר</b> שעניתם על השאלות והבנתם את הפתרונות, חשבו על השאלות הבאות:</h6><ol><li>מהם המהלכים להעברת 6 דסקיות עמוד אחד ימינה?</li><li>נדון בהעברת 6 דסקיות עמוד אחד ימינה. בכמה מן המהלכים זזה כל אחת מן הדסקיות?</li></ol><p></p></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/5MtoavnKiu4?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-right image-video\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3. תובנות</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h6>אז מה למדנו?</h6><h6>בעיה אלגוריתמית עמוקה יכולה להפתר לעיתים ע&quot;י מבני בקרה פשוטים.<br/>בכדי לפתור את בעיית מגדלי הנוי מספיקים משתנים, תנאים ולולאות.<br/>כתיבת אלגוריתם יכולה לספק תובנות עמוקות לגבי הבעיה ופתרונה.</h6><h6></h6><h6><b>לאחר</b> שצפיתם בסרטון והבנתם את בעיית מגדלי הנוי ואת האלגוריתם לפתרונה, נסו לענות על השאלות הבאות:</h6><ol><li>בשיטה שתוארה בסרטון, כמה מהלכים נדרשים להעברת n דיסקיות? בדקו עבור n=1, 2, 3, 4, 5, 6 ונסו להגיע לנוסחה כללית.</li><li>האם מספר המהלכים להזזת הדיסקיות הוא מינימלי? אולי יש שיטה אחרת לפתרון הבעיה, שמבצעת פחות מהלכים?</li></ol><h6>אם תרצו לכתוב <b>קוד</b> עבור פתרון בעיית מגדלי הנוי, עברו לפרויקט המונחה <a href=\"/portal/articles/pbl-hanoi/\">שנמצא כאן</a>.</h6></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/1mgE5i8Tm6g?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">ריכוז הקבצים</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6>להלן ריכוז קבצי הקורס:<br/>ניתן להוריד את מצגת הקורס בפורמט <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/Hanoi.pptx\" target=\"_blank\" rel=\"noopener noreferrer\">PPTX</a>או בפורמט <a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/HanoiPPTX.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">PDF</a> וכן להוריד את השאלות הסגורות והתשובות להן, ב-2 הפרקים הראשונים.</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block text-right raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <br />\r\n<center>\r\n<table border=\"1\">\r\n<tr>\r\n\t<th>חלק</th>\r\n\t<th>קישור לסרטון</th>\r\n\t<th>השאלות</th>\r\n\t<th>התשובות</th>\r\n</tr>\r\n<tr>\r\n\t<td><center>1</center></td>\r\n\t<td><a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE1.mp4\">תיאור הבעיה</a></td>\r\n\t<td><center><a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/hanoi1CQ.pdf\">Q1</a></center></td>\r\n\t<td><center><a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/hanoi1CA.pdf\">A1</a></center></td>\r\n</tr>\r\n<tr>\r\n\t<td><center>2</center></td>\r\n\t<td><a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE2.mp4\">הפתרון</a></td>\r\n\t<td><center><a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/hanoi2CQ.pdf\">Q2</a></center></td>\r\n\t<td><center><a href=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/Hanoi-mini-MOOC/hanoi2CA.pdf\">A2</a></center></td>\r\n</tr>\r\n</table>\r\n</center>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>miniMOOCs נוספים</b></h3></p>\n    </div>\n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">15</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/Skillz15.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">מגדלי הנוי - miniMOOC</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/hanoi.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-left single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">Shanon Entropy</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy/SkillzInShanon.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>אודות הקורס</b><br/>מטרת הקורס להדגים <b>רדוקציה</b> בין בעיות, כלומר איך ניתן להמיר בעיה אחת לבעיה אחרת. רדוקציה יכולה לסייע לפתור בעיה בעזרת פתרון בעיה אחרת.<br/>הקורס פותח ע&quot;י <b>דביר לנצברג</b> והוא מורכב משלושה סרטונים, שאלונים ושאלות לחשיבה.</p><p><b>מרצה:</b> דביר לנצברג<br/><b>שפה:</b> עברית</p><p><a href=\"https://pub.skillz-edu.org/portal/articles/15-mini-mooc/\" target=\"_blank\" rel=\"noopener noreferrer\"><u>למעבר ל mini MOOC</u></a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>אודות הקורס</b><br/>מטרת הקורס להדגים כיצד <b>כתיבת אלגוריתם</b> לפתרון בעיה<br/>מאפשר להגיע ל<b>תובנות</b> לגבי הבעיה ופתרונה.<br/>הקורס פותח ע&quot;י <b>דביר לנצברג</b> והוא מורכב משלושה סרטונים, שאלונים ושאלות לחשיבה.<br/></p><p><b>מרצה:</b> דביר לנצברג<br/><b>שפה:</b> עברית</p><p><a href=\"https://pub.skillz-edu.org/portal/articles/hanoi-mini-mooc/\" target=\"_blank\" rel=\"noopener noreferrer\"><u>למעבר ל mini MOOC</u></a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>About the Course</b><br/>This miniMOOC teaches the math behind Shannon&#x27;s entropy. The miniMOOC created by <b>Rivki Gadot</b> &amp; <b>Dvir Lanzberg</b> and it requires a basic knowledge in calculus and algebra .<br/></p><p><b>Lecturer</b> - Dvir Lanzberg<br/><b>Language</b> - English</p><p><a href=\"https://pub.skillz-edu.org/portal/articles/shannons-entropy/\" target=\"_blank\" rel=\"noopener noreferrer\"><u>Link to Course</u></a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>"
    },
    {
        "id": 66,
        "title": "Shannon's Entropy",
        "description": "This MOOC teaches the math behind Shannon's entropy",
        "url": "/portal/articles/shannons-entropy/",
        "release_date": "2020-10-12T21:12:05.081000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/SkillzInShanon.2ff31c415af6.png",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block text-left plain-text\" style=\"direction:ltr; text-align:left;\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">This miniMOOC teaches the math behind Shannon&#x27;s entropy. It was created by <b>Dr.</b> <b>Rivki Gadot</b> (Open University , LevAcademic Center) &amp; <b>Dvir Lanzberg</b> (the lecturer). It was made for undergraduate students, but we believe that anyone with a basic knowledge in calculus and algebra can get over the math in this miniMOOC.</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">Shannon started by asking what is &quot;<b>information</b>&quot; and how it can be measured. Instead of giving a definition, he claimed that any function that measures information must have three properties, and proved that there is a single function that meets these three properties. This function become to be known as, Shannon&#x27;s entropy.</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">There are six short clips in this miniMOOC. Each clip is accompanied by exercises or a quiz that let you deepen your understanding. The topics of the six clips are:</span></p><ol><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">The problem - states what was the problem that Shannon tried to solve.</span></li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">The solution - introduces Shannon&#x27;s entropy.</span></li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">The three properties - explains what are the three properties that every function for the amount of information, must have.</span></li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">Equal probabilities - proves that Shannon&#x27;s entropy is the only function that has the three properties, if the events&#x27; probabilities were equal.</span></li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">Rational probabilities - proves that Shannon&#x27;s entropy is the only function that has the three properties, if the events&#x27; probabilities were rational numbers.</span></li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">Real probabilities - proves that Shannon&#x27;s entropy is the only function that has the three properties, if the events&#x27; probabilities were real numbers.</span></li></ol></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-left plain-text\" style=\"direction:ltr; text-align:right;\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p></p><p>The clips&#x27; presentation in <a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FInformation%20theory.pptx\" target=\"_blank\" rel=\"noopener noreferrer\">PPTX</a> format, and in <a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FInformation%20theory.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">PDF</a> format (including lecturer&#x27;s note).</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-left image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">1. The Problem</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/exWvETOWqWY?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4>Information and surprise</h4><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">This clip states what was the problem that Shannon tried to solve.</span></p><ol><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">How much surprise is there in finding out the outcome of a coin toss?</span></li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">How much surprise is there in finding out which permutation of an array is sorted?</span></li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;14px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">How much surprised can we get by knowing the weather in Tel-Aviv in August?</span></li></ol><p></p><p><b>After</b> watching the clip, try to solve try to solve these problems: <a href=\"/documents/87/SE1Q.pdf\">Part 1 - Questions</a>.<br/>Want to check your answers? Download <a href=\"/documents/88/SE1A.pdf\">Part 1 - Answers</a> for answers and explanations.</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-left image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">2. The Solution</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/aIA5BxiF3CY?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4>Entropy</h4><p>This clip introduces Shannon&#x27;s entropy.</p><p>So given <i>n</i> events how much information (the surprise, the entropy) is there in knowing which event happened?</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><b>After</b> watching the clip, try to solve these problems: <a href=\"/documents/89/SE2Q.pdf\">Part 2 - Questions</a><br/>Want to check your answers? Download <a href=\"/documents/90/SE2A.pdf\">Part 2 - Answers</a> for answers and explanations.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-left image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">3. Three Properties</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/0d1QywGAj6Y?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4>Shannon required three properties of <i>H</i>:</h4><p>This clip explains what are the three properties that every function for the amount of information, must have:</p><ol><li><i>H</i> should be continuous in the <i>p</i><i><span class=\"small-caption\">i</span class=\"small-caption\"></i></li><li>H(1/n,…,1/n) should be a monotonic increasing function of n</li><li>If a choice be broken down into two successive choices, the original <i>H</i> should be the weighted sum of the individual values of <i>H</i></li></ol><p><b>After</b> watching the clip, try to solve these problems: <a href=\"/documents/91/SE3Q.pdf\">Part 3 - Questions</a><br/>Want to check your answers? Download <a href=\"/documents/92/SE3A.pdf\">Part 3 - Answers</a> for answers and explanations.</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-left image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">4. Equal probabilities</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/8mI07LkhauE?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4>Lets start by considering n events with <b>equal</b> probabilities.</h4><p>This clip proves that Shannon&#x27;s entropy is the only function that has the three properties, if the events&#x27; probabilities were <b>equal</b>.</p><ol><li>What are the other options?</li><li>What does it mean equal probabilities?</li><li>What is the value of <i>H</i> in this case?</li></ol><p><b>After</b> watching the clip, try to solve these problems: <a href=\"/documents/94/SE4Q.pdf\">Part 4 - Questions</a><br/>Want to check your answers? Download <a href=\"/documents/93/SE4A.pdf\">Part 4 - Answers</a> for answers and explanations.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-left image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">5. Rational Probabilities</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/obpNV417l6s?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4>Now consider n events with <b>rational</b> probabilities.</h4><p>This clip proves that Shannon&#x27;s entropy is the only function that has the three properties, if the events&#x27; probabilities were <b>rational</b> numbers.</p><ol><li>Is this the general case?</li><li>What is the value of <i>H</i> in this case?</li></ol><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><b>After</b> watching the clip, try to solve these problems: <a href=\"/documents/95/SE5Q.pdf\">Part 5 - Questions</a><br/>Want to check your answers? Download <a href=\"/documents/96/SE5A.pdf\">Part 5 - Answers</a> for answers and explanations.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block text-left image-video\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">6. Real Probabilities</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/BSABUUdWvH8?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4>Eventually consider n events with <b>real</b> probabilities.</h4><p>This clip proves that Shannon&#x27;s entropy is the only function that has the three properties, if the events&#x27; probabilities were <b>rational</b> numbers.</p><ol><li>Is <b>this</b> the general case?</li><li>What is the value of <i>H</i> in this case?</li></ol><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><b>After</b> watching the clip, try to solve these problems: <a href=\"/documents/97/SE6Q.pdf\">Part 6 - Questions</a><br/>Want to check your answers? Download; <a href=\"/documents/98/SE6A.pdf\">Part 6 - Answers</a> for answers and explanations.</p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-left plain-text\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">Before we say goodbye...</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6>Some Questions We Did Not Discuss (and You May Want to Research Yourself)</h6><ol><li>Who was Shannon? What else did he <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: None}\">discovered and invented?</span></li><li>What is the meaning of &quot;Entropy&quot;?</li><li>Why is Shannon&#x27;s entropy so important?</li></ol><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-left plain-text\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">Materials</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>The course materials are accessible in a concentrated manner.<br/> One can download the presentation that accompanies the course at <a href=\"/documents/82/Information_theory.pptx\">PPTX</a> format or at <a href=\"/documents/99/Information_theory.pdf\">PDF</a> format (including the lecturer&#x27;s note), and for each part one can download the video, the questions and the answers:</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block text-left raw-html\" style=\"direction:ltr; text-align:left;\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <center>\r\n<table border=\"1\">\r\n<tr>\r\n\t<th>Part</th>\r\n\t<th>Link2Clips</th>\r\n\t<th>Questions</th>\r\n\t<th>Answers</th>\r\n</tr>\r\n<tr>\r\n\t<td><center>1</center></td>\r\n\t<td><a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE1.mp4\">The Problem</a></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/87/SE1Q.pdf\">Q1</a></center></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/88/SE1A.pdf\">A1</a></center></td>\r\n</tr>\r\n<tr>\r\n\t<td><center>2</center></td>\r\n\t<td><a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE2.mp4\">The Solution</a></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/89/SE2Q.pdf\">Q2</a></center></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/90/SE2A.pdf\">A2</a></center></td>\r\n</tr>\r\n<tr>\r\n\t<td><center>3</center></td>\r\n\t<td><a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE2.mp4\">Three Properties</a></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/91/SE3Q.pdf\">Q3</a></center></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/92/SE3A.pdf\">A3</a></center></td>\r\n</tr>\r\n<tr>\r\n\t<td><center>4</center></td>\r\n\t<td><a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE2.mp4\">Equal Probabilities</a></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/94/SE4Q.pdf\">Q4</a></center></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/93/SE4A.pdf\">A4</a></center></td>\r\n</tr>\r\n<tr>\r\n\t<td><center>5</center></td>\r\n\t<td><a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE2.mp4\">Rational Probabilities</a></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/95/SE5Q.pdf\">Q5</a></center></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/96/SE5A.pdf\">A5</a></center></td>\r\n</tr>\r\n<tr>\r\n\t<td><center>6</center></td>\r\n\t<td><a href=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE2.mp4\">Real Probabilities</a></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/97/SE6Q.pdf\">Q6</a></center></td>\r\n\t<td><center><a href=\"https://pub.skillz-edu.org/documents/98/SE6A.pdf\">A6</a></center></td>\r\n</tr>\r\n</table>\r\n</center>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>miniMOOCs נוספים</b></h3></p>\n    </div>\n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">15</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/miniMoocs/15/Skillz15.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">מגדלי הנוי - miniMOOC</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 350px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/hanoi.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-left single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">Shanon Entropy</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 320px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy/SkillzInShanon.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>אודות הקורס</b><br/>מטרת הקורס להדגים <b>רדוקציה</b> בין בעיות, כלומר איך ניתן להמיר בעיה אחת לבעיה אחרת. רדוקציה יכולה לסייע לפתור בעיה בעזרת פתרון בעיה אחרת.<br/>הקורס פותח ע&quot;י <b>דביר לנצברג</b> והוא מורכב משלושה סרטונים, שאלונים ושאלות לחשיבה.</p><p><b>מרצה:</b> דביר לנצברג<br/><b>שפה:</b> עברית</p><p><a href=\"/portal/articles/15-mini-mooc/\"><u>למעבר ל mini MOOC</u></a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>אודות הקורס</b><br/>מטרת הקורס להדגים כיצד <b>כתיבת אלגוריתם</b> לפתרון בעיה<br/>מאפשר להגיע ל<b>תובנות</b> לגבי הבעיה ופתרונה.<br/>הקורס פותח ע&quot;י <b>דביר לנצברג</b> והוא מורכב משלושה סרטונים, שאלונים ושאלות לחשיבה.<br/></p><p><b>מרצה:</b> דביר לנצברג<br/><b>שפה:</b> עברית</p><p><a href=\"/portal/articles/hanoi-mini-mooc/\"><u>למעבר ל mini MOOC</u></a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-left plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>About the Course</b><br/>This miniMOOC teaches the math behind Shannon&#x27;s entropy. The miniMOOC created by <b>Rivki Gadot</b> &amp; <b>Dvir Lanzberg</b> and it requires a basic knowledge in calculus and algebra .<br/></p><p><b>Lecturer</b> - Dvir Lanzberg<br/><b>Language</b> - English</p><p><a href=\"https://pub.skillz-edu.org/portal/articles/shannons-entropy/\" target=\"_blank\" rel=\"noopener noreferrer\"><u>Link to Course</u></a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>"
    },
    {
        "id": 53,
        "title": "إرشادات لحدث النهائيات الافتراضية",
        "description": "تهانينا للمترفعين الى النهائيات! ماذا ينتظركم في النهائي؟",
        "url": "/portal/articles/virtual-final-events-arb/",
        "release_date": "2020-06-06T20:45:50.982000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/CrownSkillzBackground.01066987c329.png",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div  style=\"width:50%; min-width:340px; display:inline-block; vertical-align:bottom; horizontal-align:left; \" >\r\n      <input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"לדף בעברית\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/virtual-final-events/' ;\"></div>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n  <div>\r\n    <div style=\"width:65%; min-width:430px;  display:inline-block; vertical-align:top\">\r\n       <h2>قوانين الاشتراك</h2>\r\nأول حدث للنهائي الافتراضي لألعاب  التاج سيكون يوم الثلاثاء ، الموافق 07.07.2020 من الساعة 11:00 وحتى الساعة 12:30<br />\r\nالحدث يضم نهائي المسابقة الشخصية ببرمجة بايتون \" פייתון\" , ICode .<br />\r\n\r\nالحدث سيكون ببث مباشر من الاستوديو و سيتم بثه بقناة\r\n<a href=\"https://www.youtube.com/channel/UCITyEjpUYP_BKaWfdYtwLRQ\">اليوتيوب</a>\r\n, \r\n<a href=\"https://www.facebook.com/Cyber.Champ.Edu/\">بقناة الفيسبوك</a>\r\n و\r\n<a href=\"https://pub.skillz-edu.org/portal/\">موقع سكيلز Skillz</a>\r\nالاعلان عن الفائزين ستكون هي ايضاً ببث حي ومباشر.<br />\r\nالدخول المسابقات النهائية ستكون عن طريق \" ملعب الالعاب\r\n<a href=\"https://pub.skillz-edu.org/portal/playground/\">מגרש המשחקים</a>\r\n وستكون متاحة للطلاب الذين ترفعوا للنهائيات وسجلوا للحدث!<br />\r\nالدخول بواسطة اسم المستخدم وكلمة السر المُعرفة بوزارة التربية والتعليم.<br/>\r\nخلال التسجيل يجب الموافقة على قراءة \r\n<a href=\"https://skillzportalprod.blob.core.windows.net/leaderboards/consents%2FTakanon_Final_Crown.pdf\">قواعد أحداث النهائيات الافتراضية. اتبع التحديثات .</a><br /><br />\r\n<br /><br />ملخص قواعد النهائيات الافتراضية ، كما هو موضح في الصورة إلى اليسار ، سيتم إرساله إلى المتأهلين للتصفيات النهائية. في حالة وجود تعارض بين ما هو مذكور في هذه الصفحة ، في ملخص قواعد أو على الموقع ككل ، تتزايد أحكام قوانين المنافسة.<a href=\"https://skillzportalprod.blob.core.windows.net/cms/Takanonim%2FBriefTakanonFinalCrownICODE-Arb.pdf\">من هنا</a>\r\n\r\n<strong>ارشاد للاهل</strong> تم عقد اجتماع تفسيري للآباء يوم الأربعاء الموافق 01.07.2020 الساعة 17:30 لمدة نصف ساعة تقريبًا. سيتم إرسال رابط للوالدين عبر البريد الإلكتروني. <a href=\"https://www.youtube.com/watch?v=cbfFhsEbmtY&feature=youtu.be\">فيما يلي رابط</a> لتسجيل جلسة الشرح.<br />\r\n<strong>التسجيل للنهائي </strong> - معظم الطلاب قد سجلوا بالفعل للنهائي ، والذين لم يسجلوا بعد مدعوون للتسجيل حتى 05.07.2020 حتى الساعة 13:00.<br />\r\n<strong>التدريب </strong> - تتم دعوة المتأهلين للتصفيات النهائية لدخول اللعبة والممارسة في المراحل المألوفة والجديدة التي فتحناها لهم. تتضمن مراحل التدريب محتوى جديدًا وستفتح حتى يوم الخميس 02.07.2020 الساعة 20:00.<br />\r\n<font color=\"red\"><strong>التجهيزات للنهائي </strong> - يوم الأحد ، 05.07.2020 ، قبل يومين من النهائيات ، ستفتح نهائيات حدث النهائياتغرفة الزوم zoom  بين الساعة 14:00 مساءً ,وحتى الساعة18:00 للسماح للمنافسين بالتأكد من قدرتهم على الدخول وتغيير صورة الخلفية (مرفق 3 صور من اختيارك). ستفتح أيضًا مرحلة واحدة في لعبة ICode للسماح للمنافسين بالتحقق من السماح لهم بدخول المسابقة ، إدارة المباراة والفوز بالنقاط. سيكون الوصول إلى المرحلة  متاحًا من الساعة 09:00 - 18:00 في 05.07.2020.</font><br />\r\n\r\n<br /><br />\r\n<h5>انتهت المسابقة الشخصية في التفكير الحاسوبي و مسابقة الرياضيات الشخصية!</h5>\r\nيمكن العثور على تفاصيل المسابقات التي انتهت في أسفل هذه الصفحة.<br />\r\n</div>\r\n\r\n       <div  style=\"width:34%; min-width:340px; display:inline-block; vertical-align:bottom; horizontal-align:left; \" >\r\n      <img src=\"https://skillzportalprod.blob.core.windows.net/cms/Takanonim%2FBriefTakanonFinalCrownICODE-Arb.PNG\" width=\"600\" height=\"500\"></img>\r\n    </div>\r\n  </div>\r\n\r\n</div>\r\n<div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h2><b>هل تريد تهنئة المتسابق؟</b></h2><p>العائلة والأصدقاء والمعلمين مدعوون لتقديم فيديو لمدة تصل إلى 30 ثانية ، مع تحية إلى منافس معين أو إلى جميع المتسابقين.<br/> أرسل مقاطع الفيديو إلى البريد الإلكتروني <u>skillz-edu.il@gmail.com</u> حتى يوم الاحد 05.07.2020 الساعة 16:00.</p><p></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>عن المسابقة</h2><ul><li><b>نهائي</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>مسابقة شخصية</b></span><b> برمجة بايتون-פייתון في بيئة ايكود - אייקוד</b><ul><li>سيتم فتح المهام النهائية فقط للطلاب الذين ترفعوا وسجلوا للحدث النهائي بعد موافقة والديهم .</li><li>ستشمل المهام النهائية مواضيع مألوفة ومواضيع جديدة.</li><li>الحد الاقصى للابتدائيات, الطبقات رابع وحتى سادس: في نهاية النهائي سيعلن عن المراتب الثلاث الاولى من بين كل المتسابقين من الطبقات العمرية : رابع وحتى سادس.</li><li>الحد الاقصى للاعداديات, الطبقات سابع وحتى تاسع: في نهاية النهائي سيعلن عن المراتب الثلاث الاولى من كل الطلاب المتسابقين من الطبقات : سابع وحتى تاسع</li><li>على المتسابقين التواجد خلال كل فترة الحدث النهائي في غرفة zoom خاصة بالحدث مع كاميرا مفتوحة ومايكروفون مغلق. الخروج من غرفة الزوم خلال المسابقة, تُخرج التسابق من الحدث.</li><li>رابط غرفة الزوم-zoom سيرسل للمتسابقين واهاليهم وايضاً تعليمات مُلزمة بالنسبة للحضور في غرفة الزوم -zoom, خلفية الصورة المطلوبة واخر.</li><li>في تاريخ 22.06.2020 سيفتتح مجدداً مراحل المسابقة وسيف يُضم اليهم 40 مرحلة جديدة, من أجل التدرب قبل النهائي. ستفتح المراحل حتى 02.07.2020 الساعة 20:00.</li><li>تم إجراء ارشاد للوالدين في 01.07.2020 الساعة 17:30 في غرفة زوم مخصصة. تم إرسال رابط الغرفة إلى الآباء عبر البريد الإلكتروني.</li><li>سيفتح فحص ما قبل النهائي - يوم الأحد 05.07.2020 .<ul><li>غرفة زوم المسابقة من الساعة 14:00 وحتى 18:00 للتحقق من صورة الخلفية واستبدالها. تم إرسال رابط إلى الآباء عبر البريد الإلكتروني.</li><li>مرحلة واحدة في المسابقة للتحقق امكانية الدخول الى المسابقة ، من 09:00 وحتى 18:00. الدخول من ملعب الالعاب سكيلز, فقط للمتسابقين الذين تمت الموافقة على تسجيلهم.</li></ul></li></ul></li></ul></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>كيف نتسجل للأحداث النهائية؟</h2><h5>تسجيل شخصي لنهائي مسابقة برمجة بايتون-פייתון في بيئة ايكود - ICODE&quot;</h5></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div  style=\"width:24%; min-width:80px; display:inline-block; vertical-align:top\" >\r\n<img src=\"https://skillzportalprod.blob.core.windows.net/cms/PersonalRegister.png\" width=\"80\" height=\"120\"></img>\r\n</div>\r\n\r\n<div style=\"width:75%; min-width:300px;  display:inline-block; vertical-align:top\"><br />\r\n<strong>الطلاب الذين ترفعوا للنهائي</strong> بمسابقة الشخصي بالتفكير الحاسوبي في بيئة بلاثورا سيتم توجيههم عن طريق الوحوش خاصتهم للتسجيل للنهائيات. <br />\r\n                                      لمعرفة إذا ترفعتم للنهائي افحصوا ب\r\n<a href=\"https://pub.skillz-edu.org/portal/articles/crown-finalists-2020/\">صفحة المترفعين للنهائيات.</a><br /></div>\r\n\r\n</div>\r\n</div>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:50%; min-width:300px;  display:inline-block; vertical-align:top\">\r\n<br />\r\nخلال التسجيل سيُطلب منكم اضافة مستند موافقة الاهل وموافقة المدرسة. <br />\r\n                                     احصلوا على مستند الموافقة مقدماَ من \r\n<a href=\"https://skillzportalprod.blob.core.windows.net/leaderboards/consents%2FParental%20permission%20-%20Personal.pdf\">هنا</a>\r\n, اطلبوا من الاهالي التوقيع, امسحوا ضوئياً او صوروا مستند الموافقة ليكون بحوزتكم قبل البدء بالتسجيل. <br />\r\nلا يمكن اكمال التسجيل بدون رفع واضافة مستند موافقة الاهل والمدرسة موقع عليه!<br /><br />\r\nمن اجل ارسال لكم رزمة النهائي, عليكم التأكد من تفاصيل التواصل التي ارسلتوها بوقت التسجيل الخاصة بكم و اهلكم , صحيحة- هاتف وبريد الكتروني.\r\n\r\n<br />\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n\r\n<img src=\"https://skillzportalprod.blob.core.windows.net/cms/PersonalRegister4.png\" width=\"800\" height=\"500\"></img>\r\n\r\n</div>\r\n</div>\r\n</div>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:50%; min-width:300px;  display:inline-block; vertical-align:top\">\r\n<br />\r\nالضغط على زر”التسجيل للنهائي “على الوحش تفتح امكانية التسجيل لمن ترفعوا للنهائيات بالمسابقة الشخصية .<br />\r\nحسب المسابقة التي ترفعتوا بها للنهائي (تفكير حاسوبي - بلاثورا و/او برمجة بايتون - ايكود) ستظهر أزرار التسجيل في لقطة الشاشة أدناهן.\r\n<br />\r\nاضغطوا على 'ينتظر للتسجيل'\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n\r\n\r\n<img src=\"https://skillzportalprod.blob.core.windows.net/cms/PersonalRegister2.png\" width=\"800\" height=\"300\"></img>\r\n\r\n</div>\r\n</div>\r\n</div>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:50%; min-width:300px;  display:inline-block; vertical-align:top\">\r\n<br />\r\nسيفتح نموذج التسجيل. <br />\r\nيجب عليكم إكمال النموذج وإرفاق مستند موافقة الوالدين والمدرسة ، كما هو موضح أعلاه\r\n.<br />\r\n.\r\n<br />\r\nتفاصيل الأهل- اسم, هاتف وبريد الكتروني سيظهرون بالمستند, في حالة وهن لدينا. يرجى تحديث تفاصيل الاتصال مع الوالدين لأننا سنستخدمها لإرسال مجموعة النهائي<br />\r\nبعد التسجيل ، سيتم إبلاغك بأنه تم استلام التسجيل وهو في انتظار الموافقة. فقط بعد أن يؤكد فريق المسابقة أن التسجيل صحيح وأنه لا توجد توقيعات ناقصة من كل من الآباء والمدرسة, \r\n سيتم تحديث التسجيل ل'تم قبول تسجيلك'. <br />\r\n    يرجى الدخول لمنطقة التسجيل  مرة أخرى بعد يومين من للتحقق من                         قبول تسجيلك!\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n\r\n<img src=\"https://skillzportalprod.blob.core.windows.net/cms/PersonalRegister3.png\" width=\"800\" height=\"300\"></img>\r\n\r\n</div>\r\n</div>\r\n</div>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>ما المتوقع حدوثه بالبث المباشر؟</h2><h6>كما قلنا, ستُبث أحداث النهائيات ببث حي ومباشر بقنوات اليوتيوب, الفيسبوك وموقع سكيلز-Skillz. خلال البث ، سيتم إجراء محادثات بالاستوديو مع الأشخاص المطورين في المسابقات المختلفة ,سنبث مقاطع فيديو اعددناها حول المسابقات, سنستمع لمحاضرة قصيرة عن &quot;التفكير الحاسوبي&quot;, سنقوم ببث شاشة غرفة Zoom حيث فيها يتنافس المتسابقون في المسابقة الشخصية مع التفكير الحاسوبي وسنتحدث إلى ممثلي المدارس في الوقت ذاته وبالطبع ،سنعلن عن الفائزين وسنتحدث مع الفائزين في المراتب الأولى.</h6><h6>سيتم عرض ساعة توقيت لإنهاء وقت المنافسة طوال البث .</h6><h6>يتوقع المزيد من المفاجآت خلال البث. انضموا إلينا !</h6><p>ندعو الآباء والمعلمين والأصدقاء لتحضير فيديو تحية قصيرة للمتسابقين. يجب أن يبلغ طول الفيديو 20-30 ثانية وأن لا يحتوي الموسيقى المحمية بحقوق الطبع والنشر. يجب أن يتم تحميل الفيديو إلى مجلد Google Drive ومشاركته مع .skillz.edu.il@gmail.com أو إرساله إلى هذا البريد الإلكتروني. سننشئ من فيديو من مقاطع الفيديو هذه ونعرضه أثناء البث المباشر</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>كيف نتصرف ايضاً بالزوم-zoom وايضاً بمعلب الالعاب Skillz<b>؟</b></h2><h6>مطلوب من المتسابقين في المسابقة<b> الشخصية</b> في التفكير الحاسوبي الدخول الى مركبين اثنين للمسابقة - مراحل النهائي والغرفة الافتراضية . من اجل القيام بذلك, يجب عرض مراحل النهائي على الشاشة بالنافذة الرئيسية وبنافذة أصغر بطرف الشاشة عرض شاشة غرفة ال Zoom.</h6><h6>من الضروري بأن تكون شاشة الزوم -zoom مرئية على أعين المتسابق, لكي يدرك الطالب/ة المتسابق أنه يتم تصويره باستمرار والتأكد من عدم مغادرته الغرفة .</h6><p>يمكن تنزيل الصور <a href=\"https://skillzportalprod.blob.core.windows.net/cms/ZoomMonsters2.jpg\" target=\"_blank\" rel=\"noopener noreferrer\">من هنا (الصورة اليسرى)</a> و<a href=\"https://skillzportalprod.blob.core.windows.net/cms/ZoomMonsters1.jpg\" target=\"_blank\" rel=\"noopener noreferrer\">من هنا (الصورة الوسطى)</a> و<a href=\"https://skillzportalprod.blob.core.windows.net/cms/ZoomSkillz.jpg\" target=\"_blank\" rel=\"noopener noreferrer\">من هنا (الصورة اليمنى)</a>.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 1920px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/Zooms.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>كيف سيكون النهائي؟</h2><p>ي الساعة 09:00، ستفتح غرفة الزوم للمنافسين في مسابقة الشخصية بايتون Python. سيتم إرسال رابط لكل مشترك في الحدث وحصل على موافقة الوالدين والمدرسة. بين الساعة 09:00 و 10:50 ، يجب على جميع المشاركين محاولة دخول الغرفة والتأكد من قدرتهم على الدخول واستبدال صورة الخلفية وتشغيل الكاميرا. إذا واجهت مشكلة ، اتصل <a href=\"/portal/articles/technical-support/\">بالدعم</a>.</p><p>يمكنك البقاء في الغرفة بعد تسجيل الوصول ، أو الخروج والعودة مرة أخرى الساعة 10:50.</p><p>سيتم فتح البث المباشر في تمام الساعة 11:00. سيتم المنافسة الاعلان عن بدأ المسابقة على هذا البث. شاهد البث لمعرفة متى تبدأ المسابقة للتو!</p><p>مع انطلاق المنافسة ، سيتم فتح االمراحل النهائية لمسابقة برمجة Python <a href=\"/portal/playground/\">في ملعب الالعاب</a>.</p><p>بينما يتنافس المتسابقون في المسابقة ، سيستمر البث وسنعرض أحيانًا المؤقت حتى انتهاء وقت المسابقة.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>المسابقات التي انتهت</h2><ul><li><b>نهائي</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;#C00000&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>مسابقة شخصية</b></span><b> تفكير حاسوبي &quot; بلاثورا&quot;</b><ul><li>سيتم فتح المهام النهائية فقط للطلاب الذين ترفعوا وسجلوا للحدث النهائي بعد موافقة والديهم.</li><li>ستشمل المهام النهائية مواضيع مألوفة ومواضيع جديدة .</li><li>الحد الاقصى للابتدائيات, الطبقات رابع وحتى سادس: في نهاية النهائي سيعلن عن المراتب الثلاث الاولى في كل واحدة من الطبقات العمرية : رابع وحتى سادس.</li><li>الحد الاقصى للاعداديات, الطبقات سابع وحتى تاسع: في نهاية النهائي سيعلن عن المراتب الثلاث الاولى من كل الطلاب المتسابقين من الطبقات : سابع وحتى تاسع.</li><li>لى المتسابقين التواجد خلال كل فترة الحدث النهائي في غرفة zoom خاصة بالحدث مع كاميرا مفتوحة ومايكروفون مغلق. الخروج من غرفة الزوم خلال المسابقة, تُخرج التسابق من الحدث.</li><li>رابط غرفة الزوم-zoom سيرسل للمتسابقين واهاليهم وايضاً تعليمات مُلزمة بالنسبة للحضور في غرفة الزوم, خلفية الصورة المطلوبة واخر.</li><li>رافق الحدث بث مباشر من استوديوهات والا- וואלה -. يمكنك مشاهدة البث بالكامل <a href=\"https://youtu.be/tTQJhTHHDqY\" target=\"_blank\" rel=\"noopener noreferrer\">هنا</a>، في الفيديو الذي يلخص الحدث <a href=\"https://youtu.be/DAtXwK2cl0M\" target=\"_blank\" rel=\"noopener noreferrer\">هنا</a>.</li><li>يمكن العثور على الفائزين في المسابقة <a href=\"/portal/articles/finalist-ct-2020/\">هنا</a> والترتيب الكامل للمتسابقين <a href=\"https://pub.skillz-edu.org/portal/articles/final-score-plathora/\" target=\"_blank\" rel=\"noopener noreferrer\">هنا</a></li></ul></li></ul><p></p><ul><li><b>نهائي الرياضيات المدارس الابتدائية</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;#C00000&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>مسابقة المدارس</b></span><b> &quot;عشرة اصابع - עשר אצבעות&quot; - المرحلة الاولى</b><ul><li>يجب على المدارس تسجيل فريق طلابي يمثلها في المسابقة. الفريق يجب ان يتكون من 4 طلاب من الطبقات ثالث وحتى سادس, طالب/ة واحد من كل طبقة صفية. بالاضافة الى ذلك , يجب ان يتكون الفريق من 2 طلاب و 2 طالبات , ما عدا المدارس احادية الجنس.</li><li>خلال التسجيل يجب على المدرسة رفع موافقة الاهل باشتراك الطالب في الفريق /ة بأحداث النهائي الافتراضي , يشمل موافقة على التصوير. لا حاجة لتسجيل الطلاب الآخرين!</li><li>في المرحلة الأولى من نهائي مسابقة الرياضيات, يستطيع الطلاب التساعد مع اصدقائهم خلال حل مراحل النهائي حسب تعليمات &quot;תו סגול&quot; الخاص بالمؤسسات التعليمية.</li><li>حسب طلب المدارس لضم اكثر تلاميذ بالنهائيات ، قررنا ان نسمح للمدارس بضم طلاب إضافيين بالنهائيات. ستُحسب علامة المدرسة بالمرحلة الأولى للنهائيات هكذا:<ul><li><b>100% من العلامة</b> - معدل علامات الفريق الأربعة طلاب <b>المجموعة والذي سيُشكل</b> او</li><li><b>70%</b> - معدل الأربعة طلاب <b>المجموعة والذي سيُشكل</b>. <b>30%</b> - معدل علامة ال <b>15</b> طالب ، لا يشمل أعضاء الفريق ، <b>اصحاب العلامة الأعلى من بين طلاب المدرسة</b>، بالطبقات الصفية ثالث وحتى سادس، الذين سيشاركون ويلعبون بمراحل المسابقة سيُشكل.</li></ul></li><li>في حالة و اشترك 15 طالب ستكون العلامة حسب التقسيم أعلاه، وإذا لم يشترك طلاب اخرون غير الفريق ستُحسب علامة الفريق فقط</li><li>في نهاية المرحلة الاولى سيُعلن عن 50 مدرسة التي ستترفع للمرحلة الثانية. فريق الطلاب الذين شاركوا بالمرحلة الولى سيكون نفسه الذي سيشارك بالمرحلة الثانية. هذه المرحلة ستكون من خلال غرفة zoom مثل المسابقة الشخصية بالتفكير الحاسوبي. تفاصيل اخرى بالنسبة للمرحلة الثانية ستنشر لاحقاً.</li><li>عقدت المرحلة الأولى بالتوازي مع المنافسة الشخصية في التفكير الحاسوبي ورافقها بث مباشر من استوديوهات والا -וואלה- . يمكنك مشاهدة البث بالكامل <a href=\"https://youtu.be/tTQJhTHHDqY\" target=\"_blank\" rel=\"noopener noreferrer\">هنا</a>، في الفيديو الذي يلخص الحدث <a href=\"https://youtu.be/DAtXwK2cl0M\" target=\"_blank\" rel=\"noopener noreferrer\">هنا</a>.</li><li>جرت المباراة النهائية لمسابقة الرياضيات يوم الخميس 25.06.2020 ، ورافقها بث مباشر من شركة Infinity Labs Labs ARD ، ويمكن مشاهدة البث بالكامل <a href=\"https://youtu.be/Zkjf3nt_YgU\" target=\"_blank\" rel=\"noopener noreferrer\">هنا</a>.</li><li>يمكن العثور على الفائزين في المسابقة <a href=\"https://pub.skillz-edu.org/portal/math_final_winners\" target=\"_blank\" rel=\"noopener noreferrer\">هنا</a>، ويمكن العثور على الفائزين حسب اللواء <a href=\"https://pub.skillz-edu.org/portal/final_schools_dashboard_district\" target=\"_blank\" rel=\"noopener noreferrer\">هنا</a> والترتيب الكامل للمتسابقين <a href=\"https://pub.skillz-edu.org/portal/final_schools_dashboard_math\" target=\"_blank\" rel=\"noopener noreferrer\">هنا</a>.</li></ul></li></ul></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p></p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 46,
        "title": "ألعاب التاج - دليل المستخدم",
        "description": "تعرفوا على ألعاب التاج",
        "url": "/portal/articles/crown-user-guide-arb/",
        "release_date": "2020-03-15T15:43:26.182000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/CrownSkillzBackground.01066987c329.png",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:75%; min-width:430px;  display:inline-block; vertical-align:top\">\r\n<h6>أعزائي الطلاب والطالبات، <strong>بطولة السايبر</strong> فتحت لكم <strong>ألعاب التاج</strong>- بيئة جديدة<strong>للتعلم عن بعد</strong>.</h6>\r\n<h6>لقد أنشأنا لكم \"<strong>عالم الوحوش</strong>\"، بيئة ممتعة ومُسلية تسمح لك بتجميع <strong>عملات Skillz</strong>، والتقدم في خريطة الالعاب والتحديات ، وحسبها ترقية وحوشكم.<br />\r\nيمكنك أيضًا مشاهدة تقييمك الشخصي بالنسبة لجميع الطلاب من فئتك العمرية. </h6>\r\n<h6>كل بضعة أيام سنقوم بوضع ألعاب ومراحل جديدة وسنكتشف أي منكم سيتم تتويجه لملوك وملكات ألعاب التاج..</h6>\r\n<h6>في هذه الصفحة ستجد معلومات حول المسابقات المختلفة ، وعن كيفية تجميع النجوم وعملات Skillz وكيفية الاتصال والدخول الى منطقة الألعاب في عالم الوحوش.</h6>\r\n</div>\r\n<div  style=\"width:24%; min-width:240px; display:inline-block; vertical-align:top; horizontal-align:left; \" >\r\n    <input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"למדריך בעברית\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/skillz-monsters-from-home/';\">\r\n<br /><br />\r\n    <input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"عن مسابقة رياضيات\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/skillz-math-arb/';\">\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"font-size:+3\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>اذاً ماذا تشمل &quot;ألعاب التاج&quot;؟</b></h4><ul><li><b>مسابقات مدرسية:</b><ul><li>مسابقات مدرسية في <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>الرياضيات</b></span> - للمدارس الابتدائية. اعتبارًا من 3.5.2020 الساعة 14:00. عرض <a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzMathCrownComp.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">قواعد</a> المنافسة. مزيد من التفاصيل في <a href=\"/portal/articles/skillz-math-arb/\">صفحة المسابقة</a>.</li><li>لوحة نتائج المدرسة. يتم تحديد النتيجة من خلال مُعدّل ​​النقاط لكل طالب.</li><li>لوحة النتائج الشخصية - داخل عالم الوحوش ، يمكنك رؤية وضعك في المسابقة والطلاب العشرة فوقك في الترتيب والطلاب التسعة الأقل منك في الترتيب.<br/></li></ul></li><li><b>المسابقات الفردية حسب الفئة العمرية:</b><ul><li>المنافسة الشخصية في <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>التفكير الحاسوبي</b></span> (Plathora) - للصفوف الرابعة وحتى التاسعة. نحو النهاية - سنقدم تفاصيل النهائي الكبير قريباً.</li><li>مسابقة البرمجة الشخصية في <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>برمجه</b></span> (ICode) - السابعة وحتى العاشرة. البيئة مفتوحة أيضًا لطلاب الصفوف الرابعة وحتى السادسة.</li><li>لوحة النتائج الشخصية - داخل عالم الوحوش ، يمكنك رؤية وضعك في المسابقة والطلاب العشرة فوقك في الترتيب والطلاب التسعة الأقل منك في الترتيب.</li><li><a href=\"https://pub.skillz-edu.org/portal/poc_results\" target=\"_blank\" rel=\"noopener noreferrer\">قاعة الشهرة</a>- لوحة النتائج التي تُظهر 100 طالب تم تصنيفهم في المراتب الاولى حسب الفئة العمرية.<br/></li></ul></li><li>تجميع <b>النجوم</b> في الألعاب المختلفة - تجميع نقاط في إحدى الألعاب يُكسبك النجوم في &quot;ألعاب التاج&quot;.<br/></li><li>تجميع <b>عملات Skillz</b> من خلال مواجهة التحديات اليومية في &quot;عالم الوحوش&quot;.<ul><li>يتم ترقية الوحوش وفقًا لكمية العملات المعدنية .</li><li>يمكن كسب التحديات اليومية كل يوم .</li></ul></li></ul></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>كيف ترتبط الوحوش لهُنا؟</b></h4><h6>يحتوي عالم الوحوش على 8 وحوش ووحش الكورونا. لكل وحش هناك ، عدد عملات Skillz اللازمة للترقية للوحش والأعين. عدد العيون يُشير إلى قوة الوحش.</h6><h6>على سبيل المثال:<br/> - للوحش <b>المتدرب</b> عين واحدة وهذا هو الوحش الذي نبدأ معه.<br/> - للوحش <b>البداية</b> عينان ويتطلب 50 عملة Skillz للترقية إليه.<br/> - الوحش <b>السيد</b> 7 عيون ويتطلب 2100 عملة Skillz للترقية إليه.<br/> - ولدى وحش <b>الكورونا</b> 9 عيون ويتطلب 3600 عملة Skillz للترقية اليه.</h6><h6>اذا <b>تدربتم</b> أكثر على اللعب , ستكسبون اكثر واكثر <b>عملات سكيلز</b> Skillz.</h6><p>انتبهوا:<br/>نجمع ونكسب <b>النجوم</b> عندما نحل مراحل بالالعاب المختلفة ( عشرة اصابع, بلاتورا, ايكود , ولاحقاً العاب اخرى . تناسب طبقات الجيل).<br/> نجمع ونكسب <b>عملات سكيلز-Skillz</b> اعتماداً على التحديات اليومية والتحديات احادية اللعب المنشورة في &quot;عالم الوحوش&quot; بصفحة التحديات. افحصوا التحديات!<br/> إذا حللت مرحلة بشكل تام ومثالي ، في أحد الأيام ، فزت بالنقاط الكاملة ، أي النجوم. إذا مارست نفس المرحلة مرة أخرى في اليوم التالي ، فلن تفوز بالنجوم مرة أخرى ولكنك قد تفوز بعملات Skillz ،لأن التحديات تتعلق بالممارسة وليس فقط بالنجاح!<br/> <b>الوحوش</b> وكما ذكرنا ,يتم ترقيتها وفقًا لعدد العملات التي تجمعها.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 1000px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownSkillzBackground.01066987c329.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4>ونهائي هل سيكون؟</h4><ul><li><b>عام</b><ul><li>اعتمادًا على احداث هذه الفترة ، ستقام النهائيات المختلفة بشكل افتراضي ، في اجتماعات Zoom ، لمدة ساعتين تقريبًا ، حتى يقرر خلاف ذلك.</li><li>سيتم نشر التحديثات على هذه الصفحة ، في بوابة الطلاب وفي المساحة التعليمية.</li><li>سيتم لاحقاً نشر تواريخ وساعات النهائيات.</li><li>قبل كل نهائي ، سيتم نشر قواعد ملزمة للمسابقة والنهائي.</li><li>سيتم منح الشهادات بحضور مسؤولين من وزارة التربية والتعليم (عن طريق برامج افتراضية كما هو معروف).<br/></li></ul></li><li><b>نهائيات مسابقة</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>التفكير الحاسوبي</b></span> <b>&quot;بلاتورا&quot;</b><ul><li>تم افتتاح المسابقة في 23 مارس 2020.</li><li>انتهت المسابقة يوم الخميس 14 مايو 2020.</li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\">ستقام المباراة النهائية في 16.6.2020</span> وهو <b>نهائي شخصي!</b></li><li>سيتم فتح المهام النهائية فقط للطلاب المتأهلين للتصفيات النهائية وستتضمن مواضيع مألوفة ومواضيع جديدة.</li><li>الحد الأقصى للمدارس الابتدائية ،الطبقات الصفية من الصف الرابع وحتى السادس: سيتأهل للنهائي 150 طالبًا من المراتب الاولى والذي كسبوا على الاقل 400 نجمة(نقطة) بالبيئة. في نهاية النهائي سيُعلن عن المراتب الثلاثة الاولى من كل طبقة صفية من طبقات الصفوف : رابع وحتى سادس.</li><li>الحد الأقصى للمدارس الاعدادية: الطبقات الصفية من الصف السابع وحتى التاسع: سيتأهل للنهائي 150 طالبًا من المراتب الاولى والذي كسبوا على الاقل 400 نجمة(نقطة) بالبيئة.في نهاية النهائي سيُعلن عن المراتب الثلاثة الاولى, من بين كل الطلاب المتنافسون من طبقات الصفوف : سابع وحتى تاسع.<br/></li></ul></li><li><b>برمجة بايتون في بيئة</b> <b>ايكود- ICODE</b><ul><li>تم افتتاح المسابقة في 26 أبريل 2020.</li><li>من المتوقع أن تجري المرحلة الأولى من المسابقة حتى ، 28 مايو 2020. سنُعلمكم حول المراحل التالية لاحقاً.</li><li>من المتوقع ان يكون موعد النهائي خلال شهر يونيو وهو <b>نهائي شخصي!</b></li><li>المسابقة مفتوحة لطلاب الصفوف الرابعة وحتى العاشرة وتركز على طلاب الصفوف السابعة وحتى العاشرة.</li><li>سيتأهل للنهائي ، الطلاب الذين سيجمعون على الأقل 60٪ من النقاط القصوى في المسابقة.</li><li>لاحقاً سيتم نشر عدد المتأهلين للتصفيات النهائية من كل فئة عمرية.</li><li>ستتاح الفرصة للفائزين بالمراكز الأولى من طبقات الصفوف السابعة وحتى العاشرة <b>في تمثيل إسرائيل بمسابقة دولية</b> مخطط لها (حسب الوضع العالمي) بأن تُقام في ديسمبر!<br/></li></ul></li><li><b>نهائيات الرياضيات للمدارس الابتدائية</b> <b>&quot;عشرة أصابع&quot;</b><ul><li>تم افتتاح المسابقة في 3 ابريل 2020 .</li><li>من المتوقع إجراء المرحلة الأولى من المسابقة (الجولتين الأولى والثانية) حتى 01 يونيو 2020.</li><li>راجع قواعد المنافسة لمعرفة الخطوات التالية.</li><li>من المتوقع أن تُقام المسابقة النهائية في نهاية يونيو أو أوائل يوليو وتكون <b>نهائي للمدرسة!</b></li><li>سيتأهل للنهائي أفضل 300 مدرسة من لهم أعلى إنجازات ، على كل مدرسة إرسال مُمثلين عن المدرسة من طبقتي جيل , الاولى من الصفوف الاولى وحتى الثالثة, والثانية من الصفوف الرابعة وحتى السادسة, حسب اختيار محرر المسابقة.</li><li>يتكون فريق المدرسة من أربعة طلاب - طالبين وطالبتين (باستثناء مدارس الجنس الواحد)</li><li>محرر المسابقة يتأكد ان لكل طبقة جيل يوجد مُمثلين من المدارس ال 100</li><li>في نهاية النهائي سيتم الإعلان عن المراتب الثلاث الأولى لكل طبقة جيل من الصفوف : الأول وحتى السادس.</li></ul></li></ul></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h4><b>كيف ندخل إلى منطقة الألعاب؟</b></h4><p>يمكنك العثور على التفسيرات بالڤيديو من جهة اليسار، او بالتعليمات ادناه.</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p>أولاً ، انقر فوق &quot;تسجيل دخول المستخدم&quot; لتعريف وزارة التربية والتعليم.<br/>اكتب معلومات التعريف الشخصية الخاصة بك وانقر فوق &quot;تسجيل الدخول&quot;.</p></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/FQqmkuO4wng?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 1000px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/IDM.0d94644065bd.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6>بمجرد تحديدها ، ستظهر <b>نافذة تُحلّق</b> على الجانب الأيسر من الشاشة. للدخول إلى مساحة التعلم من المنزل ، انقر فوق &quot;<b>ألعابي</b>&quot;. إذا تم إغلاق اللوحة ، يمكن النقر عليها لإعادة فتحها. .</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 1000px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownMonsterButton.224c75987f75.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6>ستجد في صفحة &quot;ألعابي&quot; روابط للألعاب.<br/>انقر على اللعبة ,العبوا من أجل تسليتكم و<b>اكسبوا النقاط</b> (<b>النجوم</b>).<br/></h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 1000px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownGameZone.b96678d4481c.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6>في لوحة النتائج في عالم الوحوش يمكنك أن ترى مكانك في الترتيب والطلاب العشرة فوقك في الترتيب والطلاب العشرة الأقل منك في الترتيب.</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 1000px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownBoard.02be624bc2f4.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>اذاً عرفنا كيفية الحصول على النجوم - فقط سنلعب. لكن كيف نكسب ونجمع عملات Skillz ؟</b></h4><h6><b>عملات</b> <b>Skillz</b> لترقية وحشك وتجميعهن يتم عند تحقيق الأهداف التي حددناها لك. على سبيل المثال ، حل 5 مراحل في نفس اليوم ، أو حل 3 مراحل متتالية بشكل تام والعديد من التحديات.<br/> في بعض التحديات يمكن التجميع كل يوم وبعضها احادية الاستعمال.<br/> يحدث تجميع وتراكم عملات Skillz أثناء اللعبة. <b>كلما مارست اللعب اكثر ، زاد احتمال فوزك بالتحديات</b>. يمكن العثور على التحديات في صفحة &quot;التحديات&quot; و &quot;التحديات التي أنهيتها&quot;:</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 1000px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownFinishedCallanges.5cdfa7e82363.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6>لمشاهدة خريطة الوحوش ورؤية شخصيتك ، انقر على النافذة العائمة على شكل الوحش:</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 1000px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/BegginerMonstersWorld.e14fe1998156.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4>يتمنى لك فريق بطولة السايبر متعة كبيرة في التعلم , الإبداع واللعب!</h4></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 11,
        "title": "הצוות של סקילז",
        "description": "על הצוות של סקילז",
        "url": "/portal/articles/skillz-team/",
        "release_date": "2018-06-20T21:00:00Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/Team2018.bc82f221b756.png",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2><b>אליפות תש&quot;פ - 2020</b></h2></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3>ועדת היגוי</h3><p><b>ד&quot;ר עופר רימון</b> - מנהל מינהל תקשוב טכנולוגיה ומערכות מידע</p><p><b>שחר בר-אור</b> - מנכ&quot;ל Sandisk ישראל ויו&quot;ר ועדת החינוך ב- IATI</p><h3>ועדת ביצוע</h3><p><b>איריס צור ברגורי</b> - מנהלת האליפות, משרד החינוך</p><h3>צוות ניהול</h3><p>מנהלת התחרות - <b>איריס צור ברגורי</b>, משרד החינוך</p><p>מנהל הפיתוח - <b>אלעד קדוש</b>, Infinity Labs</p><p>CTO - <b>אבי קדוש</b>, Cognind</p><p>ניתוח מערכות – <b>ליליה שטורפר</b>, משרד החינוך</p><p>PMO - <b>מורן גיל אסיאו</b>, Infinity Labs</p><h3>צוות הפיתוח</h3><p>פיתוח המשחק - <b>רועי כנעני,</b> <b>איתמר לב אלקריף</b>, <b>ברי לוי,</b> בוגר תיכון דמוקרטי קשת, זיכרון יעקב, חבר הצוות שזכה במקום הראשון בתחרות Skillz 2017, <b>שירה פדוה</b>, <b>דותן פזי</b></p><p>פיתוח unity - <b>חן ג&#x27;יאן</b>, <b>שחר מירון</b>, <b>אריאל צינמן</b></p><p>פיתוח האתר והפורטל - <b>נועם פולק</b>, <b>רעות רוקח</b>, <b>יסכה רוזנטל</b>, Infinity Labs, <b>דניאל מנחם</b>, <b>עידן רודיך</b>, <b>דניאל איידלין</b></p><p>פיתוח אתר &#x27;מדעי המחשב ורובוטיקה&#x27; - <b>אמיר אפל</b>, Infinity Labs, <b>תומר צור</b></p><p>פיתוח לוח תוצאות ומערכת BI – <b>עופר קוסובר</b>, <b>הדר קורנבלום</b>, אינטליסיס </p><p>DevOps - <b>חנן וינן</b>, למידה אנושית</p><h3>צוות פדגוגי</h3><p>תחרויות תכנות - <b>מיכל אשרמן</b>, Infinity Labs, <b>קרן הרדי</b>, Skillz</p><p>תחרות הרחפנים - <b>יואל כהן</b>, <b>מור טל</b>, משרד החינוך</p><p>תחרות הרובוטיקה - <b>אביב אייזנר</b>, <b>תמר קהילה</b>, <b>חני קליין</b>, <b>אוריאל וולוניאק</b>, משרד החינוך</p><h3>הפקה תמיכה ותפעול</h3><p>תמיכה ותפעול<b> – אייל אדוארדו</b>, <b>לי קויבסקי</b>, טלדור</p><h3>גורמים רבים נוספים רתומים להצלחת האליפות</h3><p>האיגוד הישראלי לתעשיות מתקדמות, IATI – מנכ&quot;לית,<b> עו&quot;ד קרין מאיר רובינשטין</b></p><p>חטיבת הטמעה – בראשות <b>קובי רפאלי</b>, מדריכה ארצית <b>רונית אלוש</b>, מפקחים, מדריכים ורכזי תכנית התקשוב הלאומית, משרד החינוך</p><p>חטיבת פתרונות טכנולוגיים לבתי ספר – בראשות <b>אורית סקלוט</b>, משרד החינוך</p><p>חטיבת תקשוב ושירות למערכת החינוך – בראשות <b>יצחק ליבוביץ</b>, משרד החינוך</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2><b>אליפות תשע&quot;ט - 2019</b></h2></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3>ועדת היגוי</h3><p><b>ד&quot;ר עופר רימון</b> - מנהל מינהל תקשוב טכנולוגיה ומערכות מידע</p><p><b>שחר בר-אור</b> - מנכ&quot;ל Sandisk ישראל ויו&quot;ר ועדת החינוך ב- IATI</p><h3>ועדת ביצוע</h3><p><b>איריס צור ברגורי</b> - מנהלת האליפות, משרד החינוך</p><p><b>עידו אופיר</b> - אחראי הפיתוח מטעם התעשייה, Sandisk</p><h3>צוות ניהול</h3><p>מנהלת התחרות - <b>איריס צור ברגורי</b>, משרד החינוך</p><p>מנהל הפיתוח - <b>עידו אופיר</b>, מהנדס מתנדב , Western Digital</p><p>CTO - <b>מיכאל ברוטמן</b>, Infinity Labs</p><p>ניתוח מערכות – <b>ליליה שטורפר</b>, משרד החינוך</p><p>PMO - <b>מורן גיל אסיאו</b>, Infinity Labs</p><h3>צוות הפיתוח</h3><p>פיתוח המשחק - <b>ברי לוי,</b> בוגר תיכון דמוקרטי קשת, זיכרון יעקב, חבר הצוות שזכה במקום הראשון בתחרות Skillz 2017, <b>רועי כנעני</b>, <b>איתי מסלוביץ</b>, <b>עידו צ&#x27;סלר</b>, <b>יובל קליימן</b>, י<b>לי בן אריה</b></p><p>פיתוח האתר והפורטל - <b>מרק כץ,</b> Skillz, <b>נועם פולק</b>, Infinity Labs, <b>תומר בן גרא</b>, <b>ליאם אשכנזי</b>, <b>נדב שבי</b>, <b>עומר עילם</b>, <b>דניאל דוד</b>, <b>גל רוזנצוויג</b>, <b>אופק חביב</b>, י<b>ובל פרייברג</b></p><p>פיתוח אתר &#x27;מדעי המחשב ורובוטיקה - <b>אמיר אפל</b>, Infinity Labs, <b>תומר צור</b></p><p>פיתוח לוח תוצאות ומערכת BI – <b>עופר קוסובר</b>, אינטליסיס</p><p>אחראי מסדי נתונים וקישור למערכות המשרד - <b>יובל אטיאש</b>, משרד החינוך</p><h3>צוות פדגוגי</h3><p>תחרויות תכנות ואחראית צוות - <b>מיכל אשרמן</b>, Infinity Labs</p><p>תחרות הרחפנים - <b>יואל כהן</b>, <b>מור טל</b>, משרד החינוך</p><p>תחרות הרובוטיקה - <b>אביב אייזנר</b>, <b>חני קליין</b>, משרד החינוך</p><p>תחרות המתמטיקה - <b>עודד גלעד</b>, Skillz</p><h3>הפקה תמיכה ותפעול</h3><p>תמיכה ותפעול<b> – אייל אדוארדו</b>, <b>לי קויבסקי</b>, טלדור</p><p>הפקת אירוע גמר –<b> טליה ברמן</b>, אימג&#x27;ן, <b>משה שתיבי,</b> אופרודקשיין</p><h3>גורמים רבים נוספים רתומים להצלחת האליפות</h3><p>האיגוד הישראלי לתעשיות מתקדמות, IATI – מנכ&quot;לית,<b> עו&quot;ד קרין מאיר רובינשטין</b></p><p>אגף טכנולוגיות מידע – בראשות <b>רוני דיין</b>, מדריכה ארצית <b>עופרה עופרי</b>, מפקחים, מדריכים ורכזי תכנית התקשוב הלאומית, משרד החינוך</p><p>חטיבת פתרונות טכנולוגיים לבתי ספר – בראשות <b>אורית סקלוט</b>, משרד החינוך</p><p>חטיבת האינטרנט – בראשות <b>סיגלית סובול סביון</b>, משרד החינוך</p><p>חטיבת תקשוב ושירות למערכת החינוך – בראשות <b>יצחק ליבוביץ</b>, משרד החינוך</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2><b>אליפות תשע&quot;ח - 2018</b></h2></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/Team2018.bc82f221b756.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3>ועדת היגוי</h3><p><b>ד&quot;ר עופר רימון</b> - מנהל מינהל תקשוב טכנולוגיה ומערכות מידע</p><p><b>שחר בר-אור</b> - מנכ&quot;ל Sandisk ישראל ויו&quot;ר ועדת החינוך ב- IATI</p><h3>ועדת ביצוע</h3><p><b>איריס צור ברגורי</b> - מנהלת האליפות, משרד החינוך</p><p><b>עידו אופיר</b> - אחראי הפיתוח מטעם התעשייה, Sandisk</p><h3>תחרויות Skillz 2018</h3><p>מנהלת התחרות - <b>איריס צור ברגורי</b>, משרד החינוך</p><p>מנהל הפיתוח - <b>עידו אופיר</b>, מהנדס מתנדב , Western Digital</p><p>CTO - <b>מיכאל ברוטמן</b>, Infinity Labs</p><p>צוות פדגוגי - <b>ד&quot;ר דורון זהר</b>, <b>יואל כהן</b>, משרד החינוך, <b>חנה צימרמן</b>, <b>מיכל אשרמן</b>, Skillz</p><p>פיתוח המשחק - <b>איתי טירולר, עידן דור</b>, בוגרי אוסטרובסקי רעננה, חברי הצוות שזכה במקום ה-1 ב- Skillz 2016. <b>אמיר מן, ברי לוי, אלול ינובר, ליאור מאייר</b>, בוגרי תיכון דמוקרטי קשת, זיכרון יעקב, חברי הצוות שזכה במקום הראשון בתחרות Skillz 2017, <b>שחף כהן,</b> בוגר תיכון עמיאסף, בית ברל, <b>תומר בן גרא, אורין ליבני, דקל יגאל, איתי צוקרמן</b> תלמידי י&quot;ב תיכון עמיאסף, בית ברל, <b>נועם אופיר</b>, בוגר תיכון כפר בתיה.</p><p>פיתוח האתר והפורטל - <b>יהונתן שמעון</b>, בוגר אהל שם רמת-גן , <b>מרק כץ,</b> Skillz, <b>אמיר אפל</b>, Infinity Labs, <b>ערן מחלב</b> תלמיד י&quot;א אהל שם רמת-גן, <b>עמית גרוסברג</b>, <b>נועה כהן</b>, תלמידי י&quot;ב תיכון הדרים הוד השרון, <b>אופק זיכר</b>, <b>עומר עילם</b>, תלמידי י&quot;ב תיכון הרצוג כפר סבא</p><p>סביבת ריצה - <b>יהונתן שמעון</b>, <b>גיא מוריה</b>, בוגרי אהל שם רמת-גן , <b>אלון ווקס</b> תלמיד י&quot;ב אהל שם רמת-גן, <b>גל רוזנצוויג</b>, <b>יובל קליימן</b> תלמיד י&quot;ב תיכון הרצוג כפר סבא</p><p>פיתוח לוח תוצאות ומערכת BI – <b>עופר קוסובר</b>, אינטליסיס</p><p>ארכיטקטורת ענן - <b>להב סביר</b>, eMind</p><p>ניתוח מערכות – <b>ליליה שטורפר</b>, משרד החינוך</p><p>אחראי מסדי נתונים וקישור למערכות המשרד - <b>יובל אטיאש</b>, משרד החינוך</p><p>צוות גרפיקה ו- UX – <b>טל קיינר צפריר</b>, משרד החינוך, <b>עמרם פיקרסקי</b>, <b>אורי אינק</b></p><h3>הפקה, תמיכה ותפעול</h3><p>תמיכה ותפעול<b> – אייל אדוארדו</b>, <b>לי קויבסקי</b>, <b>שירה שרעבי</b>, טלדור</p><p>הפקת אירוע גמר –<b> טליה ברמן</b>, אימג&#x27;ן, <b>משה שתיבי,</b> אופרודקשיין</p><h3>גורמים רבים נוספים רתומים להצלחת האליפות</h3><p>האיגוד הישראלי לתעשיות מתקדמות, IATI – מנכ&quot;לית,<b> עו&quot;ד קרין מאיר רובינשטין</b></p><p>אגף טכנולוגיות מידע – בראשות <b>רוני דיין</b>, מ&quot;מ מפקחת תקשוב ארצית – <b>שרית דור</b>, מדריכה ארצית <b>עופרה עופרי</b>, מפקחים, מדריכים ורכזי תכנית התקשוב הלאומית, משרד החינוך</p><p>חטיבת פתרונות טכנולוגיים לבתי ספר – בראשות <b>אורית סקלוט</b>, משרד החינוך</p><p>חטיבת האינטרנט – בראשות <b>סיגלית סובול סביון</b>, משרד החינוך</p><p>חטיבת תקשוב ושירות למערכת החינוך – בראשות <b>יצחק ליבוביץ</b>, משרד החינוך</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2><b>אליפות תשע&quot;ז - 2017</b></h2></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/Team_2017.b556904c3fc2.jpg\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3>ועדת היגוי</h3><p><b>ד&quot;ר עופר רימון</b> - מנהל מינהל תקשוב טכנולוגיה ומערכות מידע</p><p><b>שחר בר-אור</b> - מנכ&quot;ל Sandisk ישראל ויו&quot;ר ועדת החינוך ב- IATI</p><p><b>פרופ&#x27; גבי ברבש</b> - מנכ&quot;ל קרן רש&quot;י</p><p><b>אבי גנון</b> - מנכ&quot;ל Word Ort קדימה מדע</p><h3>ועדת ביצוע</h3><p><b>איריס צור ברגורי</b> - מנהלת האליפות, משרד החינוך</p><p><b>עידו אופיר</b> - אחראי הפיתוח מטעם התעשייה, Sandisk</p><p><b>יוסי רון</b> - מנכ&quot;ל בית יציב, קרן רש&quot;י</p><p><b>איריס וולף</b> - משנה למנכ&quot;ל Word Ort קדימה מדע</p><h3>תחרות Skillz 2017</h3><p>מנהלת התחרות - <b>איריס צור ברגורי</b> , משרד החינוך</p><p>מנהל המוצר - <b>אורי בחבוט</b>, משרד החינוך</p><p>פיתוח המשחק - <b>עומר מזיג</b>, Skillz, <b>איליה בורין</b>, <b>רון זיסמן</b>, טנדמג&#x27;י, <b>יואב קמפפר</b>, <b>איתי טירולר, נוריאל ביטון, עידן דור</b>, בוגרי אוסטרובסקי רעננה, חברי הצוות שזכה במקום ה-1 ב- Skillz 2016.</p><p>פיתוח האתר - <b>מיכאל ברוטמן</b>, Infinity Labs, <b>מרק כץ, מישה בריקמן</b>, Skillz, <b>אלון הדר, נועם פנואלי</b>, תלמידי י&quot;ב הדרים הוד השרון,<b>ליאור גלאם</b>, תלמידת י&quot;ב, הרצוג כפר סבא</p><p>סביבת ריצה - <b>גיל קוטון</b>, טיוג&#x27;י, <b>פול זלצמן</b>, Skillz, <b>שחר רוזנברג</b> תלמיד י&quot;ב הדרים הוד השרון, <b>יהונתן שמעון</b>, תלמיד י&quot;ב אהל שם רמת-גן</p><p>ייעוץ ארכיטקטורת ענן - <b>להב סביר</b>, מנכ&quot;ל eMind, מתנדב</p><p>ייעוץ מעבר ל Django - <b>שמואל טאובר</b>, סמנכ&quot;ל פיתוח, <b>שי</b>, מטיפיק, <b>אופיר</b> אוטודסק</p><p>ארט דיירקטור – <b>עומר פיקרסקי</b></p><p>ג גרפיקה ו- UX – <b>טל קיינר צפריר</b>, משרד החינוך</p><p>ניתוח מערכות – <b>ליליה שטורפר</b>, משרד החינוך</p><p>UX – <b>מאיר דהאן</b>, מטריקס</p><h3>תחרות Skillz Junior 2017</h3><p>מנהלת התחרות - <b>איריס צור ברגורי</b>, משרד החינוך</p><p>אחראי תחרות Skillz Junior – <b>ד&quot;ר דורון זהר</b>, משרד החינוך</p><p>אחראית מטעם התעשייה – <b>אורלי מירקין</b>, Sandisk</p><p>פיתוח לוח תוצאות – <b>עופר קוסובר</b>, מנכ&quot;ל אינטליסיס, מתנדב</p><p>מ&quot;מ מפקחת תקשוב ארצית – <b>שרית דור</b>, משרד החינוך</p><p>מדריכים ארציים בתקשוב - <b>זהר גולן, אביב אייזנר</b>, משרד החינוך</p><p>מפקחים, מדריכים ורכזי תכנית התקשוב הלאומית</p><p>תפעול – <b>יניב מלליס</b>, משרד החינוך</p><h3>הפקה, תמיכה ותפעול</h3><p>תמיכה ותפעול<b> – אייל אדוארדו</b>, <b>דניאל אסולין</b>, <b>שירה שרעבי</b>, <b>דריה דוביצ&#x27;ין</b>, טלדור</p><p>הפקת אירוע גמר –<b> טליה ברמן</b>, אימג&#x27;ן, <b>משה שתיבי,</b> גימיני</p><h3>גורמים רבים נוספים רתומים להצלחת האליפות</h3><p>האיגוד הישראלי לתעשיות מתקדמות, IATI – מנכ&quot;לית,<b> עו&quot;ד קרין מאיר רובינשטין</b> ומנהלת תכנית STEM, <b>יערה קסנר</b></p><p>אגף טכנולוגיות מידע – בראשות <b>רוני דיין</b>, משרד החינוך</p><p>חטיבת פתרונות טכנולוגיים לבתי ספר – בראשות <b>אורית סקלוט</b>, משרד החינוך</p><p>חטיבת האינטרנט – בראשות <b>סיגלית סובול סביון</b>, משרד החינוך</p><p>חטיבת תקשוב ושירות למערכת החינוך – בראשות <b>יצחק ליבוביץ</b>, משרד החינוך</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2><b>אליפות תשע&quot;ו - 2016</b></h2></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/Team_2016.e3922a0cff34.jpg\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3>ועדת היגוי</h3><p><b>ד&quot;ר עופר רימון</b> - מנהל מינהל תקשוב טכנולוגיה ומערכות מידע</p><p><b>שחר בר-אור</b> - מנכ&quot;ל Sandisk ישראל ויו&quot;ר ועדת החינוך ב- IATI</p><p><b>איציק תורג&#x27;מן</b> – מנהל החדשנות בקרן רש&quot;י</p><h3>ועדת ביצוע</h3><p><b>איריס צור ברגורי</b> - מנהלת האליפות, משרד החינוך</p><p><b>עידו אופיר</b> – אחראי הפיתוח מטעם התעשייה, Sandisk</p><p><b>יוסי רון</b> – מנכ&quot;ל בית יציב, קרן רש&quot;י</p><h3>תחרות Skillz 2016</h3><p>מנהלת התחרות – <b>איריס צור ברגורי</b>, משרד החינוך</p><p>מנהל המוצר – <b>אורי בחבוט</b>, משרד החינוך</p><p>פיתוח המשחק – <b>איליה בורין</b> ו<b>רון זיסמן</b>, טנדמג&#x27;י</p><p>פיתוח האתר – <b>מיכאל ברוטמן</b>, Infinity Labs, <b>מרק כץ,</b> Skillz, <b>יהודית אברמוביץ</b> ו<b>חיה מטבויים קלייזנר</b>, 3base</p><p>סביבת ריצה – <b>גיל קוטון</b>, <b>פול זלצמן</b></p><p>ייעוץ – <b>עקיבא שיף</b> ו<b>אמיתי דובו</b></p><p>הדרכות, מסמכים, פדגוגיה – <b>חנה צימרמן</b>, משרד החינוך</p><p>ארט דיירקטור – <b>עומר פיקרסקי</b></p><p>מנהלת תחום גרפיקה – <b>טל קיינר צפריר</b>, משרד החינוך</p><p>ניתוח מערכות – <b>נעמה כהן אבני</b>, משרד החינוך</p><p>UX – <b>מאיר דהאן</b>, מטריקס</p><p>בדיקות – <b>דינה שוסטר</b>, משרד החינוך, <b>מישה בריקמן</b>, תלמיד י&quot;ב אהל-שם רמת-גן</p><p>שיפור מדריכים – <b>שרית דניאל</b> ו<b>זוהר בליצקי</b>, משרד החינוך</p><h3>תחרות Skillz Junior 2016</h3><p>מנהלת התחרות - <b>איריס צור ברגורי</b>, משרד החינוך</p><p>אחראית תחרות Skillz Junior – <b>חנה צימרמן</b>, משרד החינוך</p><p>מפקחת תקשוב ארצית – <b>רונית נחמיה</b>, משרד החינוך</p><p>אחראית מטעם התעשייה – <b>אורלי מירקין</b>, Sandisk</p><p>פיתוח דשבורד – <b>אורית סקלוט</b> וצוותה, משרד החינוך</p><p>מדריכות ארצית לתקשוב – <b>זוהר גולן</b>, <b>אתי זהבי</b> משרד החינוך</p><p>מפקחים, מדריכים ורכזי תכנית התקשוב הלאומית</p><h3>הפקה, תמיכה ותפעול</h3><p>תמיכה ותפעול<b> – אייל אדוארדו</b>, <b>דניאל אסולין</b>, <b>שירה שרעבי</b>, <b>דריה דוביצ&#x27;ין</b>, טלדור</p><p>תפעול – <b>מוטי לוי</b> ו<b>יניב מלליס</b>, משרד החינוך</p><p>הפקת אירוע גמר –<b> טליה ברמן</b>, אימג&#x27;ן, <b>משה שתיבי,</b> אופרודקשיין</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2><b>אליפות תשע&quot;ה - 2015</b></h2></p>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3>תחרות Skillz 2015</h3><p>מנהלת התחרות – <b>איריס צור</b>, משרד החינוך</p><p>מנהל שותף – <b>שגיא בר</b>, מטה הסייבר הצה&quot;לי</p><p>מנהלת תפעול וכ&quot;א – <b>לילך ברוקס</b></p><p>מנהל פיתוח – <b>יפתח בר</b></p><p>מפתחים בכירים – <b>עקיבא שיף</b>, <b>איתי דובו</b></p><p>מפתחים – <b>ג&#x27;סיקה פיקלר</b>, <b>איל יבור</b></p><p>מפתח מנוע – <b>שקד גיטלמן</b></p><p>פיתוח web – <b>רון רייטר</b>, <b>אבישי שיבא</b></p><p>אבטחת מידע – <b>נמרוד גוטמן</b></p><p>מעצבת – <b>הדר בן-צור</b></p><p>יועצים – <b>יונתן ברגמן</b>, <b>אור אברהמי</b>, <b>נעם גת</b></p><p>כתיבת אתגרים – <b>ינאי סנד</b>, <b>אליק איזנברג</b>, מתנדבים</p><p>כתיבת אתגרים –<b>יוני צפיר</b>, <b>יואב צור</b>, <b>אלון חורב</b></p><p>בדיקות – <b>נטלי אליהו</b>, <b>פולה אברהם</b>, <b>עופר שגב</b>, <b>יעל לדור</b>, <b>אמיר ווילף</b>, <b>נתי דנציגר</b>, מתנדבים</p><p>הגהת מסמכים – <b>יובל קפלן</b>, מתנדב</p><p>עריכת סרט – <b>דניאל וולף</b></p><p>אחראית קשר עם המנטורים – סרן <b>שארין פישר</b>, מטה הסייבר הצה&quot;לי</p><p>אחראית תפעול – <b>בר בן-יוסף</b></p><p>הפקת אירוע גמר –<b> משה שתיבי,</b> גימיני</p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 49,
        "title": "מדריך למורה",
        "description": "כלי עזר למורה",
        "url": "/portal/articles/teacher-guide/",
        "release_date": "2020-05-12T19:49:32.336000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/CrownSkillzBackground.01066987c329.png",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>עזר למורה למתמטיקה</h2><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">בתחילת מאי 2020 נפתחה <b>אליפות המתמטיקה הארצית לשנת 2020.</b> כבר בשבוע הראשון לפעילות הצטרפו מעל 65,000 תלמידים לפעילות. אנו מזמינים אתכם לעודד את תלמידיכם<b> להצטרף וללמוד באופן מהנה ומאתגר.</b></span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\"><b>הנושאים נבחרו</b> השנה באופן ממוקד על ידי הפיקוח על הוראת המתמטיקה ביסודי <b>תוך התאמה לנושאים הנלמדים בתקופה זו ומתוך מטרה לתמוך בהוראת המתמטיקה בבתי הספר או מרחוק.</b></span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>התחרות תסתיים ביום שני, ט&#x27; בסיוון תש&quot;ף, ה-1 ביוני 2020, בשעה 20:00.</b></span></p><p>להלן פירוט הנושאים לסבב הראשון - 03.05.2020 - 18.05.2020 . הנושאים והשלבים ימצאו גם במהלך הסבב השני (עד ה 01.06.2020).<br/> השלבים זהים לאלו שפורסמו בתחילת התחרות אך מספרי השלבים השתנו. אלו המספרים החדשים. הניקוד לתלמידים שפתרו את השלבים נשאר, אם כי כאמור המיקום על מפת התחרות השתנה.</p><p></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 1000px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/Math-Round1.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p>להלן פירוט הנושאים לסבב השני - 18.05.2020 - 01.06.2020 .</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 1000px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/Math-Round2.png\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <br />\r\n<div>\r\n<div>\r\n<div style=\"width:35%; min-width:250px;  display:inline-block; vertical-align:top\">\r\n<br /><br />\r\n<strong>בכדי להקל עליכם</strong> את ההתמצאות בנושאים שנבחרו, ואף להשתמש בשלבי התחרות כ<strong>שיעורי בית</strong>, הכנו עבורכם <strong>הודעות להורים ולתלמידים</strong>, בעבור כל אחד מהנושאים שנבחרו  ע\"י הפיקוח.<br />\r\n<strong>הקבצים שמורים בתיקייה משותפת בגוגל דרייב <a href=\"https://drive.google.com/drive/u/0/folders/1lm7dbjlF5IQCVZsbCmb2HRsKmIekJeNy\">כאן</a></strong>, ובתוכה תיקיות נפרדות לכל שכבת גיל, בחלוקה לעברית ולערבית.<br />\r\nבימים הקרובים יועלו לתיקיות הקבצים עם מספרי השלבים החדשים<br />\r\nהתמונה משמאל מציגה את התיקיה המשותפת.<br />\r\nהקבצים בכל תיקייה שמורים הן בפורמט PDF השומר על הקישורים והן בפורמט תמונה PNG שאינו שומר על הקישורים. <br />\r\nנסתכל על התוכן של תיקיות לדוגמה:\r\n</div>\r\n<div  style=\"width:64%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n\r\n<img src=\"/static/portal/images/OurDrive.PNG\" width=\"800\" height=\"400\">\r\n</img>\r\n</div>\r\n</div>\r\n</div>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:30%; min-width:300px;  display:inline-block; vertical-align:top\">\r\n<br /><br />\r\nנציץ לתיקייה המיועדת לכיתות א' בעברית.<br />\r\nהתיקייה מכילה כאמור קבצים בפורמט PDF ובפורמט PNG, לבחירתכם.<br /><br />\r\n בתיקייה תמצאו קבץ למורה - עם ריכוש כל התכנים וההודעות לתלמידים ולהורים עבור סבב1<br />\r\n וכן הודעות לתלמידים ולהורים. <br /><br />\r\nשמות הקבצים מעידים על תוכנם. לדוגמה קבץ בשם:<br />\r\n\"סבב 1 - הודעה 2 - הורים א.pdf \" <br />\r\nהינו קבץ בפורמט PDF לשליחה להורי כיתות א' כהודעה שניה בסבב הראשון<br />\r\n</div>\r\n<div  style=\"width:69%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n\r\n<img src=\"/static/portal/images/Round1Class1Heb.PNG\" width=\"800\" height=\"500\"></img>\r\n\r\n</div>\r\n</div>\r\n</div>\r\n<br />\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n<div style=\"width:30%; min-width:300px;  display:inline-block; vertical-align:top\">\r\n<br /><br /><br /><br />\r\nבאופן דומה נמצאים קבצים המיועדים לתלמידים דוברי ערבית.<br /><br />\r\nבתמונה שלפניכם מוצגת התיקייה עבור כיתות ד' לדוברי ערבית'<br />\r\n</div>\r\n<div  style=\"width:69%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n\r\n<img src=\"/static/portal/images/Round1Class4Arb.PNG\" width=\"800\" height=\"500\"></img>\r\n</div>\r\n</div>\r\n</div><br />\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\"><b>בנוסף</b>, הכנו, עבור ההודעה הראשונה בסבב הראשון, <b>הודעות המוכנות</b> <b>לשליחה לתלמידים</b> <b>בוואטסאפ</b> לכל שכבת גיל, בעברית ובערבית. ההודעות <b>כוללות קישור לסרטון לימודי קצר</b> ופירוט משימות התחרות המתרגלות את הנושא.</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">לחיצה על אחד הקישורים תפתח הודעה לשליחה ב ווטצאפ, בתנאי שאפליקציית ווטצאפ פתוחה במכשיר בו לחצתם על הקישור.</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ColumnsText\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    \n        <div class=\"col\">\n            <p class=\"mb-lg-0 mb-md-3\"><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;15px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\"><b>הודעת ווטצאפ בעברית לתלמידים - סבב 1 - הודעה 1</b></span><b>:</b></p><p><a href=\"http://email.matific.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\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות א - לחצו לשליחה לקבוצת התלמידים בווטצאפ</a></p><p><a href=\"http://email.matific.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\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות ב - לחצו לשליחה לקבוצת התלמידים בווטצאפ</a></p><p><a href=\"http://email.matific.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\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות ג - לחצו לשליחה לקבוצת התלמידים בווטצאפ</a></p><p><a href=\"http://email.matific.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_dj1oQ0g5ZXdzcGJXcyIsImxpbmtfaWQiOjgwMzkxNDIwLCJwb3NpdGlvbiI6NH0/bdc785352130546a5bfa184600e84b1a591ea3a4c2982374a7893aeec0778709\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות ד - לחצו לשליחה לקבוצת התלמידים בווטצאפ</a></p><p><a href=\"http://email.matific.com/e/c/eyJlbWFpbF9pZCI6IlJNVzJBUU1BQVhJSDZnQ3Z6dlhXY0FyZXY1TG1xdz09IiwiaHJlZiI6Imh0dHBzOi8vd2EubWUvP3RleHQ915TXmdeV150g16nXmdei15XXqNeZINeU15HXmdeqINep15zXm9edINeU150g15zXptek15XXqiDXkdeh16jXmNeV158g15XXnNep15fXpy4g15vXoNeh15Ug15zXnteS16jXqSDXlNee16nXl9en15nXnSDXotedINek16jXmNeZINeU15TXlteT15TXldeqINep15wg157Xqdeo15Mg15TXl9eZ16DXldeaLCDXkdeX16jXlSDXkdei16nXqCDXkNem15HXoteV16osINeR16rXpNeo15nXmCDXkdem15Mg15nXnteZ158g15zXl9em15Ug16LXnCDXntep15nXnteV16og16rXl9eo15XXqiAo15TXkNeZ15nXp9eV158g16nXnCDXlNee15PXnNeZ15QpINeV16nXl9en15Ug15DXqiDXqdec15HXmdedICAzLDQsNSw2LDcsOCw5LDEwLDExLDEyLDEzLDE0LDI0LDI1LDI2LDI3LDMxLDMyINeR157XpNeqINeU16rXl9eo15XXqi4gINeR15DXqteoINeU16rXl9eo15XXqiDXqteV15vXnNeVINec16jXkNeV16og15DXqiDXk9eo15LXqiDXlNee16TXnNem16og16nXnNeb150uINem16TXlSDXkdeh16jXmNeV158gaHR0cHM6Ly93d3cueW91dHViZS5jb20vd2F0Y2g_dj0yYm1XcEFzUV9qYyIsImxpbmtfaWQiOjgwMzkxNDIxLCJwb3NpdGlvbiI6NX0/41836bf58cbed3e4df0f8d6ce15793fed7b227fbd4a58df51aa26bb859a51050\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות ה - לחצו לשליחה לקבוצת התלמידים בווטצאפ</a></p><p><a href=\"http://email.matific.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\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות ו - לחצו לשליחה לקבוצת התלמידים בווטצאפ</a><br/><br/></p></p>\n        </div>\n    \n        <div class=\"col\">\n            <p class=\"mb-lg-0 mb-md-3\"><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;15px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\"><b>הודעת ווטצאפ בערבית לתלמידים - סבב 1 - הודעה 1</b></span><b>:</b></p><p><a href=\"https://wa.me/?text=%D9%84%D9%8A%D9%88%D9%85%20%D9%88%D8%A7%D8%AC%D8%A8%D9%83%20%D8%A7%D9%84%D9%85%D9%86%D8%B2%D9%84%D9%8A%20%D9%87%D9%88%20%D8%A7%D9%84%D9%84%D8%B9%D8%A8%20%D9%88%D9%85%D8%B4%D8%A7%D9%87%D8%AF%D8%A9%20%D8%B1%D8%A7%D8%A8%D8%B7%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88.%20%D8%A7%D8%AF%D8%AE%D9%84%20%D8%A5%D9%84%D9%89%20%D9%85%D9%84%D8%B9%D8%A8%20%D8%A7%D9%84%D8%A7%D9%84%D8%B9%D8%A7%D8%A8%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%20Skillz%20%D9%85%D8%B9%20%D8%AA%D9%81%D8%A7%D8%B5%D9%8A%D9%84%20%D8%AA%D8%B9%D8%B1%D9%8A%D9%81%20%D9%88%D8%B2%D8%A7%D8%B1%D8%A9%20%D8%A7%D9%84%D8%AA%D8%B1%D8%A8%D9%8A%D8%A9%20%D9%88%D8%A7%D9%84%D8%AA%D8%B9%D9%84%D9%8A%D9%85%20%D8%8C%20%20%D8%A7%D8%AE%D8%AA%D8%B1%D8%B9%D8%B4%D8%B1%D8%A9%20%D8%A3%D8%B5%D8%A7%D8%A8%D8%B9%20(%D7%A2%D7%A9%D7%A8%20%D7%90%D7%A6%D7%91%D7%A2%D7%95%D7%AA)%D8%8C%20%D9%85%D9%86%20%D8%A7%D9%84%D9%82%D8%A7%D8%A6%D9%85%D8%A9%20%D8%A7%D9%84%D9%85%D9%88%D8%AC%D9%88%D8%AF%D8%A9%20%D8%A8%D8%A7%D9%84%D8%AC%D9%87%D8%A9%20%D8%A7%D9%84%D9%8A%D9%85%D9%86%D9%89%20%D8%A7%D8%B6%D8%BA%D8%B7%D9%88%D8%A7%20%D8%B9%D9%84%D9%89%20%D9%85%D9%87%D8%A7%D9%85%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20(%D8%B1%D9%85%D8%B2%20%D8%A7%D9%84%D9%85%D9%8A%D8%AF%D8%A7%D9%84%D9%8A%D8%A9)%20%D9%88%D8%A7%D9%84%D8%B9%D8%A8%D9%88%D8%A7%20%D8%A7%D9%84%D9%85%D8%B1%D8%A7%D8%AD%D9%84%2023%D8%8C24%D8%8C38%20%D8%B9%D9%84%D9%89%20%D8%AE%D8%B1%D9%8A%D8%B7%D8%A9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9.%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20%D9%8A%D9%85%D9%83%D9%86%D9%83%20%D8%A3%D9%86%20%D8%AA%D8%B1%D9%89%20%D9%85%D8%B1%D8%AA%D8%A8%D8%A9%20%D8%A7%D9%84%D9%88%D8%AD%D8%B4%20%D8%A7%D9%84%D8%AE%D8%A7%D8%B5%20%D8%A8%D9%83.%20%D8%B4%D8%A7%D9%87%D8%AF%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88%20https://www.youtube.com/watch?v=hG-70aJaiyE\" target=\"_blank\" rel=\"noopener noreferrer\">الصفوف الأولى - اضغطوا للإرسال عبر الواتساب لمجموعات الطلاب</a></p><p><a href=\"https://wa.me/?text=%D9%84%D9%8A%D9%88%D9%85%20%D9%88%D8%A7%D8%AC%D8%A8%D9%83%20%D8%A7%D9%84%D9%85%D9%86%D8%B2%D9%84%D9%8A%20%D9%87%D9%88%20%D8%A7%D9%84%D9%84%D8%B9%D8%A8%20%D9%88%D9%85%D8%B4%D8%A7%D9%87%D8%AF%D8%A9%20%D8%B1%D8%A7%D8%A8%D8%B7%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88.%20%D8%A7%D8%AF%D8%AE%D9%84%20%D8%A5%D9%84%D9%89%20%D9%85%D9%84%D8%B9%D8%A8%20%D8%A7%D9%84%D8%A7%D9%84%D8%B9%D8%A7%D8%A8%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%20Skillz%20%D9%85%D8%B9%20%D8%AA%D9%81%D8%A7%D8%B5%D9%8A%D9%84%20%D8%AA%D8%B9%D8%B1%D9%8A%D9%81%20%D9%88%D8%B2%D8%A7%D8%B1%D8%A9%20%D8%A7%D9%84%D8%AA%D8%B1%D8%A8%D9%8A%D8%A9%20%D9%88%D8%A7%D9%84%D8%AA%D8%B9%D9%84%D9%8A%D9%85%20%D8%8C%20%20%D8%A7%D8%AE%D8%AA%D8%B1%D8%B9%D8%B4%D8%B1%D8%A9%20%D8%A3%D8%B5%D8%A7%D8%A8%D8%B9%20(%D7%A2%D7%A9%D7%A8%20%D7%90%D7%A6%D7%91%D7%A2%D7%95%D7%AA)%D8%8C%20%D9%85%D9%86%20%D8%A7%D9%84%D9%82%D8%A7%D8%A6%D9%85%D8%A9%20%D8%A7%D9%84%D9%85%D9%88%D8%AC%D9%88%D8%AF%D8%A9%20%D8%A8%D8%A7%D9%84%D8%AC%D9%87%D8%A9%20%D8%A7%D9%84%D9%8A%D9%85%D9%86%D9%89%20%D8%A7%D8%B6%D8%BA%D8%B7%D9%88%D8%A7%20%D8%B9%D9%84%D9%89%20%D9%85%D9%87%D8%A7%D9%85%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20(%D8%B1%D9%85%D8%B2%20%D8%A7%D9%84%D9%85%D9%8A%D8%AF%D8%A7%D9%84%D9%8A%D8%A9)%20%D9%88%D8%A7%D9%84%D8%B9%D8%A8%D9%88%D8%A7%20%D8%A7%D9%84%D9%85%D8%B1%D8%A7%D8%AD%D9%84%2025%D8%8C28%D8%8C29%D8%8C31%D8%8C32%D8%8C33%20%D8%B9%D9%84%D9%89%20%D8%AE%D8%B1%D9%8A%D8%B7%D8%A9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9.%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20%D9%8A%D9%85%D9%83%D9%86%D9%83%20%D8%A3%D9%86%20%D8%AA%D8%B1%D9%89%20%D9%85%D8%B1%D8%AA%D8%A8%D8%A9%20%D8%A7%D9%84%D9%88%D8%AD%D8%B4%20%D8%A7%D9%84%D8%AE%D8%A7%D8%B5%20%D8%A8%D9%83.%20%D8%B4%D8%A7%D9%87%D8%AF%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88%0D%0D%20https://www.youtube.com/watch?v=sTxbtvmA5h8\" target=\"_blank\" rel=\"noopener noreferrer\">الصفوف الثانية - اضغطوا للإرسال عبر الواتساب لمجموعات الطلاب</a></p><p><a href=\"https://wa.me/?text=%D9%84%D9%8A%D9%88%D9%85%20%D9%88%D8%A7%D8%AC%D8%A8%D9%83%20%D8%A7%D9%84%D9%85%D9%86%D8%B2%D9%84%D9%8A%20%D9%87%D9%88%20%D8%A7%D9%84%D9%84%D8%B9%D8%A8%20%D9%88%D9%85%D8%B4%D8%A7%D9%87%D8%AF%D8%A9%20%D8%B1%D8%A7%D8%A8%D8%B7%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88.%20%D8%A7%D8%AF%D8%AE%D9%84%20%D8%A5%D9%84%D9%89%20%D9%85%D9%84%D8%B9%D8%A8%20%D8%A7%D9%84%D8%A7%D9%84%D8%B9%D8%A7%D8%A8%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%20Skillz%20%D9%85%D8%B9%20%D8%AA%D9%81%D8%A7%D8%B5%D9%8A%D9%84%20%D8%AA%D8%B9%D8%B1%D9%8A%D9%81%20%D9%88%D8%B2%D8%A7%D8%B1%D8%A9%20%D8%A7%D9%84%D8%AA%D8%B1%D8%A8%D9%8A%D8%A9%20%D9%88%D8%A7%D9%84%D8%AA%D8%B9%D9%84%D9%8A%D9%85%20%D8%8C%20%20%D8%A7%D8%AE%D8%AA%D8%B1%D8%B9%D8%B4%D8%B1%D8%A9%20%D8%A3%D8%B5%D8%A7%D8%A8%D8%B9%20(%D7%A2%D7%A9%D7%A8%20%D7%90%D7%A6%D7%91%D7%A2%D7%95%D7%AA)%D8%8C%20%D9%85%D9%86%20%D8%A7%D9%84%D9%82%D8%A7%D8%A6%D9%85%D8%A9%20%D8%A7%D9%84%D9%85%D9%88%D8%AC%D9%88%D8%AF%D8%A9%20%D8%A8%D8%A7%D9%84%D8%AC%D9%87%D8%A9%20%D8%A7%D9%84%D9%8A%D9%85%D9%86%D9%89%20%D8%A7%D8%B6%D8%BA%D8%B7%D9%88%D8%A7%20%D8%B9%D9%84%D9%89%20%D9%85%D9%87%D8%A7%D9%85%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20(%D8%B1%D9%85%D8%B2%20%D8%A7%D9%84%D9%85%D9%8A%D8%AF%D8%A7%D9%84%D9%8A%D8%A9)%20%D9%88%D8%A7%D9%84%D8%B9%D8%A8%D9%88%D8%A7%20%D8%A7%D9%84%D9%85%D8%B1%D8%A7%D8%AD%D9%84%201%D8%8C4%D8%8C5%D8%8C6%D8%8C10%D8%8C11%D8%8C12%D8%8C13%D8%8C14%D8%8C15%D8%8C16%D8%8C18%D8%8C19%D8%8C20%D8%8C28%D8%8C29%D8%8C36%D8%8C40%20%D8%B9%D9%84%D9%89%20%D8%AE%D8%B1%D9%8A%D8%B7%D8%A9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9.%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20%D9%8A%D9%85%D9%83%D9%86%D9%83%20%D8%A3%D9%86%20%D8%AA%D8%B1%D9%89%20%D9%85%D8%B1%D8%AA%D8%A8%D8%A9%20%D8%A7%D9%84%D9%88%D8%AD%D8%B4%20%D8%A7%D9%84%D8%AE%D8%A7%D8%B5%20%D8%A8%D9%83.%20%D8%B4%D8%A7%D9%87%D8%AF%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88%20%20%20https://www.youtube.com/watch?v=Y9hVbLeIJHg\" target=\"_blank\" rel=\"noopener noreferrer\">الصفوف الثالثة - اضغطوا للإرسال عبر الواتساب لمجموعات الطلاب</a></p><p><a href=\"https://wa.me/?text=%D9%84%D9%8A%D9%88%D9%85%20%D9%88%D8%A7%D8%AC%D8%A8%D9%83%20%D8%A7%D9%84%D9%85%D9%86%D8%B2%D9%84%D9%8A%20%D9%87%D9%88%20%D8%A7%D9%84%D9%84%D8%B9%D8%A8%20%D9%88%D9%85%D8%B4%D8%A7%D9%87%D8%AF%D8%A9%20%D8%B1%D8%A7%D8%A8%D8%B7%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88.%20%D8%A7%D8%AF%D8%AE%D9%84%20%D8%A5%D9%84%D9%89%20%D9%85%D9%84%D8%B9%D8%A8%20%D8%A7%D9%84%D8%A7%D9%84%D8%B9%D8%A7%D8%A8%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%20Skillz%20%D9%85%D8%B9%20%D8%AA%D9%81%D8%A7%D8%B5%D9%8A%D9%84%20%D8%AA%D8%B9%D8%B1%D9%8A%D9%81%20%D9%88%D8%B2%D8%A7%D8%B1%D8%A9%20%D8%A7%D9%84%D8%AA%D8%B1%D8%A8%D9%8A%D8%A9%20%D9%88%D8%A7%D9%84%D8%AA%D8%B9%D9%84%D9%8A%D9%85%20%D8%8C%20%20%D8%A7%D8%AE%D8%AA%D8%B1%D8%B9%D8%B4%D8%B1%D8%A9%20%D8%A3%D8%B5%D8%A7%D8%A8%D8%B9%20(%D7%A2%D7%A9%D7%A8%20%D7%90%D7%A6%D7%91%D7%A2%D7%95%D7%AA)%D8%8C%20%D9%85%D9%86%20%D8%A7%D9%84%D9%82%D8%A7%D8%A6%D9%85%D8%A9%20%D8%A7%D9%84%D9%85%D9%88%D8%AC%D9%88%D8%AF%D8%A9%20%D8%A8%D8%A7%D9%84%D8%AC%D9%87%D8%A9%20%D8%A7%D9%84%D9%8A%D9%85%D9%86%D9%89%20%D8%A7%D8%B6%D8%BA%D8%B7%D9%88%D8%A7%20%D8%B9%D9%84%D9%89%20%D9%85%D9%87%D8%A7%D9%85%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20(%D8%B1%D9%85%D8%B2%20%D8%A7%D9%84%D9%85%D9%8A%D8%AF%D8%A7%D9%84%D9%8A%D8%A9)%20%D9%88%D8%A7%D9%84%D8%B9%D8%A8%D9%88%D8%A7%20%D8%A7%D9%84%D9%85%D8%B1%D8%A7%D8%AD%D9%84%201%D8%8C5%D8%8C6%D8%8C8%D8%8C27%D8%8C29%D8%8C36%20%D8%B9%D9%84%D9%89%20%D8%AE%D8%B1%D9%8A%D8%B7%D8%A9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9.%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20%D9%8A%D9%85%D9%83%D9%86%D9%83%20%D8%A3%D9%86%20%D8%AA%D8%B1%D9%89%20%D9%85%D8%B1%D8%AA%D8%A8%D8%A9%20%D8%A7%D9%84%D9%88%D8%AD%D8%B4%20%D8%A7%D9%84%D8%AE%D8%A7%D8%B5%20%D8%A8%D9%83.%20%D8%B4%D8%A7%D9%87%D8%AF%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88%20%20https://www.youtube.com/watch?v=hCH9ewspbWs\" target=\"_blank\" rel=\"noopener noreferrer\">الصفوف الرابعة - اضغطوا للإرسال عبر الواتساب لمجموعات الطلاب</a></p><p><a href=\"https://wa.me/?text=%D9%84%D9%8A%D9%88%D9%85%20%D9%88%D8%A7%D8%AC%D8%A8%D9%83%20%D8%A7%D9%84%D9%85%D9%86%D8%B2%D9%84%D9%8A%20%D9%87%D9%88%20%D8%A7%D9%84%D9%84%D8%B9%D8%A8%20%D9%88%D9%85%D8%B4%D8%A7%D9%87%D8%AF%D8%A9%20%D8%B1%D8%A7%D8%A8%D8%B7%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88.%20%D8%A7%D8%AF%D8%AE%D9%84%20%D8%A5%D9%84%D9%89%20%D9%85%D9%84%D8%B9%D8%A8%20%D8%A7%D9%84%D8%A7%D9%84%D8%B9%D8%A7%D8%A8%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%20Skillz%20%D9%85%D8%B9%20%D8%AA%D9%81%D8%A7%D8%B5%D9%8A%D9%84%20%D8%AA%D8%B9%D8%B1%D9%8A%D9%81%20%D9%88%D8%B2%D8%A7%D8%B1%D8%A9%20%D8%A7%D9%84%D8%AA%D8%B1%D8%A8%D9%8A%D8%A9%20%D9%88%D8%A7%D9%84%D8%AA%D8%B9%D9%84%D9%8A%D9%85%20%D8%8C%20%20%D8%A7%D8%AE%D8%AA%D8%B1%D8%B9%D8%B4%D8%B1%D8%A9%20%D8%A3%D8%B5%D8%A7%D8%A8%D8%B9%20(%D7%A2%D7%A9%D7%A8%20%D7%90%D7%A6%D7%91%D7%A2%D7%95%D7%AA)%D8%8C%20%D9%85%D9%86%20%D8%A7%D9%84%D9%82%D8%A7%D8%A6%D9%85%D8%A9%20%D8%A7%D9%84%D9%85%D9%88%D8%AC%D9%88%D8%AF%D8%A9%20%D8%A8%D8%A7%D9%84%D8%AC%D9%87%D8%A9%20%D8%A7%D9%84%D9%8A%D9%85%D9%86%D9%89%20%D8%A7%D8%B6%D8%BA%D8%B7%D9%88%D8%A7%20%D8%B9%D9%84%D9%89%20%D9%85%D9%87%D8%A7%D9%85%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20(%D8%B1%D9%85%D8%B2%20%D8%A7%D9%84%D9%85%D9%8A%D8%AF%D8%A7%D9%84%D9%8A%D8%A9)%20%D9%88%D8%A7%D9%84%D8%B9%D8%A8%D9%88%D8%A7%20%D8%A7%D9%84%D9%85%D8%B1%D8%A7%D8%AD%D9%84%203%D8%8C4%D8%8C5%D8%8C6%D8%8C7%D8%8C8%D8%8C9%D8%8C10%D8%8C11%D8%8C12%D8%8C13%D8%8C14%D8%8C24%D8%8C25%D8%8C26%D8%8C27%D8%8C31%D8%8C32%20%D8%B9%D9%84%D9%89%20%D8%AE%D8%B1%D9%8A%D8%B7%D8%A9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9.%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20%D9%8A%D9%85%D9%83%D9%86%D9%83%20%D8%A3%D9%86%20%D8%AA%D8%B1%D9%89%20%D9%85%D8%B1%D8%AA%D8%A8%D8%A9%20%D8%A7%D9%84%D9%88%D8%AD%D8%B4%20%D8%A7%D9%84%D8%AE%D8%A7%D8%B5%20%D8%A8%D9%83.%20%D8%B4%D8%A7%D9%87%D8%AF%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88%20%20https://www.youtube.com/watch?v=2bmWpAsQ_jc\" target=\"_blank\" rel=\"noopener noreferrer\">الصفوف الخامسة - اضغطوا للإرسال عبر الواتساب لمجموعات الطلاب</a></p><p><a href=\"https://wa.me/?text=%D9%84%D9%8A%D9%88%D9%85%20%D9%88%D8%A7%D8%AC%D8%A8%D9%83%20%D8%A7%D9%84%D9%85%D9%86%D8%B2%D9%84%D9%8A%20%D9%87%D9%88%20%D8%A7%D9%84%D9%84%D8%B9%D8%A8%20%D9%88%D9%85%D8%B4%D8%A7%D9%87%D8%AF%D8%A9%20%D8%B1%D8%A7%D8%A8%D8%B7%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88.%20%D8%A7%D8%AF%D8%AE%D9%84%20%D8%A5%D9%84%D9%89%20%D9%85%D9%84%D8%B9%D8%A8%20%D8%A7%D9%84%D8%A7%D9%84%D8%B9%D8%A7%D8%A8%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%20Skillz%20%D9%85%D8%B9%20%D8%AA%D9%81%D8%A7%D8%B5%D9%8A%D9%84%20%D8%AA%D8%B9%D8%B1%D9%8A%D9%81%20%D9%88%D8%B2%D8%A7%D8%B1%D8%A9%20%D8%A7%D9%84%D8%AA%D8%B1%D8%A8%D9%8A%D8%A9%20%D9%88%D8%A7%D9%84%D8%AA%D8%B9%D9%84%D9%8A%D9%85%20%D8%8C%20%20%D8%A7%D8%AE%D8%AA%D8%B1%D8%B9%D8%B4%D8%B1%D8%A9%20%D8%A3%D8%B5%D8%A7%D8%A8%D8%B9%20(%D7%A2%D7%A9%D7%A8%20%D7%90%D7%A6%D7%91%D7%A2%D7%95%D7%AA)%D8%8C%20%D9%85%D9%86%20%D8%A7%D9%84%D9%82%D8%A7%D8%A6%D9%85%D8%A9%20%D8%A7%D9%84%D9%85%D9%88%D8%AC%D9%88%D8%AF%D8%A9%20%D8%A8%D8%A7%D9%84%D8%AC%D9%87%D8%A9%20%D8%A7%D9%84%D9%8A%D9%85%D9%86%D9%89%20%D8%A7%D8%B6%D8%BA%D8%B7%D9%88%D8%A7%20%D8%B9%D9%84%D9%89%20%D9%85%D9%87%D8%A7%D9%85%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20(%D8%B1%D9%85%D8%B2%20%D8%A7%D9%84%D9%85%D9%8A%D8%AF%D8%A7%D9%84%D9%8A%D8%A9)%20%D9%88%D8%A7%D9%84%D8%B9%D8%A8%D9%88%D8%A7%20%D8%A7%D9%84%D9%85%D8%B1%D8%A7%D8%AD%D9%84%206%D8%8C11%D8%8C12%D8%8C14%D8%8C22%D8%8C23%D8%8C26%D8%8C29%D8%8C30%D8%8C31%D8%8C39%20%D8%B9%D9%84%D9%89%20%D8%AE%D8%B1%D9%8A%D8%B7%D8%A9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9.%20%D8%B9%D9%84%D9%89%20%D9%85%D9%88%D9%82%D8%B9%20%D8%A7%D9%84%D9%85%D8%B3%D8%A7%D8%A8%D9%82%D8%A9%20%D9%8A%D9%85%D9%83%D9%86%D9%83%20%D8%A3%D9%86%20%D8%AA%D8%B1%D9%89%20%D9%85%D8%B1%D8%AA%D8%A8%D8%A9%20%D8%A7%D9%84%D9%88%D8%AD%D8%B4%20%D8%A7%D9%84%D8%AE%D8%A7%D8%B5%20%D8%A8%D9%83.%20%D8%B4%D8%A7%D9%87%D8%AF%20%D8%A7%D9%84%D9%81%D9%8A%D8%AF%D9%8A%D9%88%20https://www.youtube.com/watch?v=-Z2rrBO-e5M\" target=\"_blank\" rel=\"noopener noreferrer\">الصفوف السادسة - اضغطوا للإرسال عبر الواتساب لمجموعات الطلاب</a></p></p>\n        </div>\n    \n        <div class=\"col\">\n            <p class=\"mb-0\"><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;15px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\"><b>קישורים לסרטוני הסבר לנושא הראשון בסבב 1:</b></span></p><p><a href=\"https://www.youtube.com/watch?v=hG-70aJaiyE\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות א - זוגי ואי זוגי</a></p><p><a href=\"https://www.youtube.com/watch?v=sTxbtvmA5h8\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות ב - שטח של מלבן</a></p><p><a href=\"https://www.youtube.com/watch?v=Y9hVbLeIJHg\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות ג - לוח כפל</a></p><p><a href=\"https://www.youtube.com/watch?v=hCH9ewspbWs\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות ד - חוק הפילוג</a></p><p><a href=\"https://www.youtube.com/watch?v=2bmWpAsQ_jc\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות ה - משמעות השבר</a></p><p><a href=\"https://www.youtube.com/watch?v=-Z2rrBO-e5M\" target=\"_blank\" rel=\"noopener noreferrer\">כיתות ו - חלק מכמות</a></p></p>\n        </div>\n    \n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>מעקב אחר הישגי התלמידים</h2></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h1></h1><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">לרשותכם <b>שתי אפשרויות</b> למעקב אחר הישגי התלמידים:</span></p><ol><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">מעקב <b>פדגוגי</b> באפליקציית &#x27;עשר אצבעות&#x27; למורה</span></li><li><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">מעקב אחר הישגים <b>בתחרות</b> בלוח התוצאות באתר Skill</span></li></ol><h4><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></h4><h4>מעקב <b>פדגוגי</b> אחר נתוני התלמידים</h4><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">מורה יכול לעקוב אחר נתוני התלמידים באפליקציית &#x27;עשר אצבעות למורה&#x27;. לשם כך על המורה להיות מזוהה עם קבוצת תלמידיו ב&#x27;עשר אצבעות&#x27;.</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">מורים שאינם מזוהים עם קבוצות הלימוד שלהם יכולים לבצע שיוך על פי ההנחיות</span> <a href=\"https://sites.education.gov.il/cloud/home/cyber_israel/Documents/shiuch_morim_lekitot_new.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">במדריך זה</a> .</p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\"><b>צפו בסרטון ההדרכה</b> על אופן השימוש בדוחות והערכה פדגוגיים באפליקציית &#x27;עשר אצבעות למורה&#x27;.</span></p></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"459\" height=\"344\" src=\"https://www.youtube.com/embed/eOHpM5V4cfs?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></h4><h4>מעקב אחר הישגי התלמידים <b>בתחרות</b></h4><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">כנסו ללוח התוצאות (בתפריט העליון והצידי באתר התחרות. מס&#x27; 1 באיור)</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">ברירת המחדל מציגה לוח תוצאות ארצי של אחת התחרויות המתרחשות בזמן ההצגה. כעת – תחרות המתמטיקה.</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">במידה והנכם מזוהים לוח התוצאות יציג את בית הספר שלכם במרכז הלוח. תוכלו לקפוץ לתחילת הרשימה על ידי לחיצה על כפתור Top 10 (מס&#x27; 2 באיור). לאחר הקפיצה לתחילת הרשימה הכפתור יתחלף ל&#x27;בית הספר שלי&#x27; כך שתוכלו לחזור ולצפות במיקומכם בתחרות.</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">בצד שמאל של הלוח, מתחת לנתונים הארציים, תמצאו את פרטי בית הספר (מס&#x27; 3 באיור ): מיקומו (גביע) , מספר הכוכבים שצברו תלמידי בית הספר עד כה (כוכב) ופירוט מספר הכוכבים בכל אחד מן המשחקים המרכיבים את התחרות (ישנן תחרויות המורכבות ממספר משחקים).</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">בכדי לעבור לפירוט נתוני בית הספר לחצו על התפריט &#x27;משחקי הכתר&#x27; (מס&#x27; 4 באיור). יפתח תפריט התחרויות. בחרו בתחרות ובתפריט הנפתח בחרו ב&#x27;בית הספר שלי&#x27; (מס&#x27; 5 באיור). לוח התוצאות הבית ספרי יציג את נתוני הכיתות בבית הספר, ממוינות בסדר יורד על פי הישגי תלמידיהן בתחרות. ניתן לסנן נתונים של שכבה או של כיתה (מס&#x27; 6 באיור).</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">לחיצה על כפתור &#x27;לתלמידים שלי&#x27; (מס&#x27; 7 באיור) יוביל, בהתאם להרשאות שלכם, לנתוני התלמידים.</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">כאמור, משחקי הכתר מקיימים תחרויות בית ספריות ותחרויות אישיות. הישגי תלמיד משמשים פעמיים - פעם עבור בית הספר ופעם עבורו. בלוח התוצאות האישי (היכל התהילה) מתפרסמים 200 התלמידים במקומות הראשונים בכלל הארץ, בשכבת הגיל שלהם. בלוח התוצאות בעולם המפלצות, תלמיד יכול לראות את מיקומו היחסי. איך צופים בתוצאות אלו? לחיצה על הכפתור &#x27;תחרות אישית - ארצי&#x27; (מס&#x27; 8 באיור) תציג את היכל התהילה. ניתן לדפדף בין השכבות השונות והתחרויות השונות. ללוח התוצאות בעולם המפלצות, ניתן להכנס דרך המפלצת. הסברים ניתן למצוא במדריך למשתמש</span> <a href=\"/portal/articles/skillz-monsters-from-home/\">בעברית</a> או <a href=\"/portal/articles/crown-user-guide-arb/\">בערבית</a>.</p><p></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-SingleImage\"><div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 500px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/Dashboard4Teacher.f2ddcc73afe8.PNG\"\n             \n             >\n\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <br /><br /><div>\r\n<div>\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top\">\r\nלוח התוצאות – 'תלמידים שלי' מציג את נתוני התלמידים בבית הספר ממוינים בסדר יורד על פי הישגיהם. ניתן לסנן נתונים עפ\"י שכבה, כיתת אם, או שם חלקי של תלמיד (מס' 1 באיור).<br />\r\nניתן לחזור לנתוני בית הספר על פי כיתות, בלחיצה על כפתור 'לבית הספר שלי' (מס' 2 באיור).<br /><br />\r\nמי יכול לראות אילו נתונים?<br />\r\n<strong>אורח</strong> – מורשה לראות רק את הנתונים הארציים<br />\r\n<strong>תלמיד או מורה במוסד</strong> – מורשה לראות בנוסף גם את נתוני בית הספר בחתך כיתות<br />\r\n<strong>מחנך.ת</strong> – מורשה לראות את נתוני תלמידי כיתת האם<br />\r\n<strong>מורה מוביל תחרות</strong>  - מורשה לראות את נתוני כלל תלמידי בית הספר<br />\r\n<strong>מנהל המוסד</strong> - מורשה לראות את נתוני כלל תלמידי בית הספר<br /><br />\r\nלחצו על 'הרשמה למורים' ( מס' 3 באיור) לרישום ו/או עדכון המורים המובילים בבית הספר. \r\n\r\n</div>\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<img src=\"/static/portal/images/Dashboard4TeacherPerStu.png\" width=\"700\" height=\"400\"></img>\r\n</div>\r\n</div>\r\n</div\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h2>קישורים חשובים נוספים</h2><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">מדריכים ודפי מידע המיועדים לתלמידי בתי הספר היסודיים אנו מתרגמים לערבית.</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">על תחרות המתמטיקה -</span> <a href=\"/portal/articles/skillz-math/\">עברית</a> | <a href=\"/portal/articles/skillz-math-arb/\">ערבית</a></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">על משחקי הכתר -</span> <a href=\"/portal/articles/skillz-monsters-from-home/\">עברית</a> | <a href=\"/portal/articles/crown-user-guide-arb/\">ערבית</a></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">סרטון הדרכה לתלמידים -</span> <a href=\"https://www.youtube.com/watch?v=84udlmcBuvs&amp;t=53s\" target=\"_blank\" rel=\"noopener noreferrer\">עברית</a> | <a href=\"https://www.youtube.com/watch?v=rU2bjIe-aOU&amp;t=2s\" target=\"_blank\" rel=\"noopener noreferrer\">ערבית</a></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">מדריך להחלפת שפה ב&#x27;עשר אצבעות&#x27; -</span><a href=\"https://youtu.be/g2lzRiuyYCs\" target=\"_blank\" rel=\"noopener noreferrer\">כאן</a> -<span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\"> רק מורה יכול להחליף שפה, בכדי שלא יקרה שתלמיד יחליף שפה ולא ידע כיצד לחזור בו</span></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">סרטוני הדרכה למורים -</span> <a href=\"https://www.youtube.com/watch?v=e1QNGvswlWA&amp;feature=youtu.be\" target=\"_blank\" rel=\"noopener noreferrer\">על סביבת עשר אצבעות</a> , <a href=\"https://sites.education.gov.il/cloud/home/cyber_israel/Documents/shiuch_morim_lekitot_new.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">מדריך שיוך מורים</a> , <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/10_fingers_teacher.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">מצגת חשיפה למורים</a> , <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/pitaron_takalot_aliput_matematika.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">הנחיות לפתרון תקלות בהתחברות לאתר המשחק</a></p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;16px&#x27;, &#x27;color&#x27;: &#x27;&#x27;}\">מכתב להורים מטעם בית הספר :</span> <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/skillz-math-letter-to-parents-heb.docx\" target=\"_blank\" rel=\"noopener noreferrer\">עברית</a> | <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/skillz-math-letter-to-parents-Arb.docx\" target=\"_blank\" rel=\"noopener noreferrer\">ערבית</a></p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 35,
        "title": "הפיתוחים של Skillz",
        "description": "לומדים מדעים ותכנות באמצעות פלטפורמות למידה מקוונות",
        "url": "/portal/articles/skillz-dev-program/",
        "release_date": "2019-05-13T12:33:58.886000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/רחפנים אוירה 3.3fdacc89fd98.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p>תוכנית Skillz מאפשרת <b>חשיפה</b> רחבה של תלמידי ישראל לתחומי למידה מדעיים-טכנולוגים (STEM) כדוגמת תכנות, מתמטיקה, רובוטיקה, הנדסה ואלקטרוניקה. החזון שהוביל למיסוד התכנית התגבש מתוך השאיפה לייצר <b>הזדמנות שווה</b> לכל תלמידה ותלמיד ע&quot;י הנגשת התכנים הלימודיים בתוך מערכת החינוך הישראלית, מתוך תקווה שהדבר יאפשר לתלמידים להחשף לתחומים שאינם נגישים לכל, להצטיין בהם ואף יפתח עבורם צוהר למוביליות חברתית בעתיד כתוצאה ישירה של השתלבות בצה&quot;ל, באקדמיה ובשוק העבודה הטכנולוגי בארץ.</p><p>התוכנית הושקה בשנת 2015. לאורך השנים אנו רואים צמיחה במספר המשתתפים בתוכנית. בשנת 2019 הצלחנו להגיע <b>לשיאים חדשים</b> כאשר כמעט <b>חצי מיליון</b> תלמידים נחשפו לתכנים מדעיים וטכנולוגים דרך הפלטפורמות והכלים שנסקרו לעיל.</p><p>התוכנית מנסה להגשים את ייעודה ע&quot;י פיתוח וניהול של שלושה תחומי עשייה מרכזיים:</p><ol><li><b>ניהול תחרויות אליפות הסייבר בממשק דיגיטלי ובאמצעות כלי מדידה: &quot;למידה במשחוק&quot;</b></li></ol><p>התחרויות מנוהלות באמצעות ממשק משחקים מקוון הנקרא &quot;פורטל האליפות&quot;. הפורטל מהווה למעשה שער הכניסה לכל הפלטפורמות הדיגיטליות דרכן מסוגלים התלמידים להתחבר לכל תחרות המותאמת להם לפי שכבת גיל ו/או מגמת הלימוד. התחרויות מתקיימות דרך מערך של פלטפורמות מקוונות המנגישות באופן חווייתי ופרקטי את כלי הלמידה השונים, המייצגים את מגמות הפדגוגיות המובילות כיום בעולם, כגון &quot;למידה פרסונלית&quot; תוך דגש מיוחד על <b>למידה באמצעות משחוק.</b> ממשק הפורטל מאפשר למורים לבצע במקביל מעקב ובקרה אחר ביצועי התלמידים באופן פרטני ו/או בית ספרי באמצעות כלי מדידה מתקדם (dashboard) המסוגל להציג דוחות לפי חיתוכים שונים.(סוג תחרות/ רשויות / מחוזות ועוד).</p><p>התחרויות מבוססות ברובן על אפליקציות של חברות EdTech ובתחום התכנות לתלמידי תיכון, על משחק אותו מפתח צוות הפיתוח של Skillz. תלמידים שמגיעים למקומות הראשונים בתחרות, מוזמנים למיונים ומצטרפים לצוות הפיתוח.</p><p></p><ol><li><b>תמיכה בתוכניות לימודים בתוך בתי הספר:</b> <b>&quot;In School&quot;</b></li></ol><p>צוות הפיתוח איפיין והחל בפיתוח ממשק לימודים מקוון בו הן מורים והן תלמידים מנהלים את ממשק הלימוד. מורה מסוגל לנהל את כיתות הלימוד שלו באופן זמין ונוח, להעלות חומרי לימוד ומערכי שיעור, להקצות משימות ופרויקטים לפי שיוך כיתתי או עפ&quot;י תלמיד בודד, לשכפל משימות, לנהל תקשורת אישית מול תלמידים דרך הודעות מקוונות, לבצע מעקב אחר הגשת מטלות ולנהל את לוח הציונים באופן מקוון. התלמידים מצידם זוכים לממשק למידה אינטראקטיבי המנגיש להם באופן זמין ונוח את משימות הכיתה והתקשורת עם המורה ומאפשר עבודה עם סביבת עבודה זהה הן בבית הספר והן בבית, ללא צורך בהתקנות ובשליחת קבצים. המערכת הושקה כבר בתחילת השנה וזוכה לשבחים ותגובות חיוביות מהשטח. שלב הפיתוח הראשון הסתיים. שלבי הפיתוח הבאים עוסקים ב:</p><ul><li>שיפור הפונקציונאליות של המערכת</li><li>הוספת יכולות</li><li>פיתוח דו&quot;חות למורה ולמנהל בית הספר</li><li>מתן אפשרות ליצירת תכנים לימודיים שיהוו חלק אינטגרלי מתוכניות הלימודים בתוך בתי הספר.</li><li>הוספת מקצועות לימוד</li><li>ועוד</li></ul><p></p><ol><li><b>פיתוח סביבת ניהול למידה אינטרנטית ללימוד תכנות</b>:</li></ol><p>פיתוח סביבת למידה בממשק web ללימוד תכנות, בעלת פונקציונאליות מפותחת שתאפשר ניהול ובקרה של תהליכי למידה. חומרי למידה מונגשים כיום באמצעות מספר מערכות ניהול למידה, בין היתר: Moodle, EdX, Coursera. אף אחת ממערכות אלו אינה מהווה פלטפורמה ללימוד תכנות, המאפשרת הגדרת פרויקטים, <b>בדיקה אוטומטית</b>, למידה אדפטיבית.</p><p>המערכת המתוכננת תכלול:</p><ul><li>מהדר (Compiler) בעל כלים מפותחים למיפוי שגיאות קוד.</li><li>הגדרה אוטומטית של מסלולי לימוד תוך שימוש באלמנטים של &quot;למידה אדפטיבית&quot; המותאמת לרמת הלמידה של הפרט</li><li>אפשרות לעריכת והכנסת תוכן לימודי כמו גם שיתוף חברי למידה קיימים, יאפשר למורים להכין תוכן לימודי ייחודי לפי צרכי ההוראה שלהם.</li><li>כלים לניהול ובקרת למידה בעת שיעור: שיתוף מסכים, &quot;לוח לבן&quot;, יצירת סקרים, הגדרת פעולות מותנות, מעקב ביצוע</li><li>אפשרות הרחבת שפות תכנות לכל שפה שתדרש.</li><li>יצירת קהילות למידה משותפות.</li><li>מנגנון אוטומטי לבדיקת מטלות ממבחר סוגים הכולל מטלות תכנות. בדיקת מטלות התכנות תעשה בכמה רמות בראש ובראשונה בדיקת תוצרי התוכנית אבל גם תתאפשר בדיקה של תוכן התוכנית.</li><li>התאמת המערכת לאוכלוסיות מגוונות (תלמידי חט&quot;ב, תלמידי חט&quot;ע, תלמידי מכללות, תלמידות סמינרים)</li></ul></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 63,
        "title": "مسابقة ألعاب التفكير الاستراتيجي",
        "description": "جديد! - منافسة شخصية في ألعاب التفكير الاستراتيجي",
        "url": "/portal/articles/skillz-strategy-arb/",
        "release_date": "2020-07-09T11:40:49.632000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"לדף בעברית\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/skillz-strategy/' ;\">\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 450px; width: 1000px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/Skillz-Strategy.jpg\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><h2><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#C00000&#x27;}\"><b>جديد</b></span> <b>-</b> <b>مسابقة الصيف 2020</b></h2><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>يسرنا  إطلاق المسابقة الصيفية سكيلز -Skillz للصفوف الاولى - الرابعة في ألعاب التفكير الاستراتيجي!</h6><h6>منافسة شخصية. !يمكن للجميع!</h6><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h4><b>دعونا نفوز ونصبح الأبطال الجدد.</b></h4><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>الدخول من خلال <a href=\"/portal/playground/\">ملعب الالعاب</a> أو من خلال عالم الوحوش.</h6><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><b>تبدأ المسابقة يوم الأحد 12.07.2020 الساعة 09:00 وتنتهي 06.08.2020 حتى الساعة 18:00.</b></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p></p></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h2><b>كيف ترتبط الوحوش لهُنا؟</b></h2><h6>يحتوي عالم الوحوش على 8 وحوش ووحش الكورونا. لكل وحش هناك ، عدد عملات Skillz اللازمة للترقية للوحش والأعين. عدد العيون يُشير إلى قوة الوحش.</h6><h6>على سبيل المثال:</h6><ul><li>للوحش <b>المتدرب</b> عين واحدة وهذا هو الوحش الذي نبدأ معه.</li><li>للوحش <b>البداية</b> عينان ويتطلب 50 عملة Skillz للترقية إليه.</li><li>الوحش <b>السيد</b> 7 عيون ويتطلب 2100 عملة Skillz للترقية إليه.</li><li>ولدى وحش <b>الكورونا</b> 9 عيون ويتطلب 3550 عملة Skillz للترقية اليه.</li></ul><p></p></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownSkillzBackground.01066987c329.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h6>اذا <b>تدربتم</b> أكثر على اللعب , ستكسبون اكثر واكثر <b>عملات سكيلز</b> Skillz.</h6><h6>انتبهوا: نجمع ونكسب <b>النجوم</b> عندما نحل مراحل بالالعاب المختلفة ( عشرة اصابع, بلاتورا, ايكود , ولاحقاً العاب اخرى . تناسب طبقات الجيل). نجمع ونكسب <b>عملات سكيلز-Skillz</b> اعتماداً على التحديات اليومية والتحديات احادية اللعب المنشورة في &quot;عالم الوحوش&quot; بصفحة التحديات. افحصوا التحديات! إذا حللت مرحلة بشكل تام ومثالي ، في أحد الأيام ، فزت بالنقاط الكاملة ، أي النجوم. إذا مارست نفس المرحلة مرة أخرى في اليوم التالي ، فلن تفوز بالنجوم مرة أخرى ولكنك قد تفوز بعملات Skillz ،لأن التحديات تتعلق بالممارسة وليس فقط بالنجاح! <b>الوحوش</b> وكما ذكرنا ,يتم ترقيتها وفقًا لعدد العملات التي تجمعها.</h6></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p></p><h2><b>كيف ندخل إلى منطقة الألعاب؟</b></h2><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p>يمكنك العثور على التفسيرات بالڤيديو من جهة اليسار، او بالتعليمات ادناه.</p><p></p></p>\n                    </div>\n                    <div class=\"col-md-6\">\n                        <div>\n    <iframe width=\"480\" height=\"270\" src=\"https://www.youtube.com/embed/C7-IpVL-9mE?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>\n</div>\n\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>أولاً ، انقر فوق &quot;تسجيل دخول المستخدم&quot; لتعريف وزارة التربية والتعليم.<br/>اكتب معلومات التعريف الشخصية الخاصة بك وانقر فوق &quot;تسجيل الدخول&quot;.</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/IDM.0d94644065bd.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p></p><h6>بمجرد تحديدها ، ستظهر <b>نافذة تُحلّق</b> على الجانب الأيسر من الشاشة. للدخول إلى مساحة التعلم من المنزل ،</h6><h6>انقر فوق &quot;<b>ألعابي</b>&quot;. إذا تم إغلاق اللوحة ، يمكن النقر عليها لإعادة فتحها. .</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownMonsterButton.224c75987f75.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>ستجد في صفحة &quot;ألعابي&quot; روابط للألعاب.</h6><h6>انقر على اللعبة ,العبوا من أجل تسليتكم و<b>اكسبوا النقاط</b> (<b>النجوم</b>).</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownGameZone.b96678d4481c.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>في لوحة النتائج يمكنك أن ترى مكانك في الترتيب والطلاب العشرة فوقك في الترتيب والطلاب العشرة الأقل منك في الترتيب.</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/ScoreBoard.jpeg\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h2><b>اذاً عرفنا كيفية الحصول على النجوم - فقط سنلعب. لكن كيف نكسب ونجمع عملات Skillz ؟</b></h2></p>\n    </div>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6><b>عملات</b> <b>Skillz</b> لترقية وحشك وتجميعهن يتم عند تحقيق الأهداف التي حددناها لك. على سبيل المثال ، حل 5 مراحل في نفس اليوم ، أو حل 3 مراحل متتالية بشكل تام والعديد من التحديات.</h6><h6>في بعض التحديات يمكن التجميع كل يوم وبعضها احادية الاستعمال.</h6><h6>يحدث تجميع وتراكم عملات Skillz أثناء اللعبة. <b>كلما مارست اللعب اكثر ، زاد احتمال فوزك بالتحديات</b>. يمكن العثور على التحديات في صفحة &quot;التحديات&quot; و &quot;التحديات التي أنهيتها&quot;:</h6></p>\n                    </div>\n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/CrownFinishedCallanges.5cdfa7e82363.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-ImageVideoBlock\"><div class=\"row article-block image-video\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <div class=\"row subject\">\n            \n                \n                <div class=\"col-md-6\" style=\"max-height: 1000px; max-width: 1000px;\">\n                    <div class=\"row article-block single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 300px; width: 800px;\"\n              \n             src=\"https://cdn.mathescape.co.il/static/portal/images/BegginerMonstersWorld.e14fe1998156.png\"\n             \n             >\n\n    </div>\n\n</div>\n                </div>\n                    <div class=\"col-md-6 pl-0\">\n                        <p class=\"mb-0 pr-3 text-lg-right text-md-center\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h6>لمشاهدة خريطة الوحوش ورؤية شخصيتك ، انقر على النافذة العائمة على شكل الوحش:</h6></p>\n                    </div>\n                \n            \n\n        </div>\n    </div>\n\n\n<style>\n    .responsive-object{\n        padding-bottom: 0 !important;\n    }\n</style>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><h4><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span> يتمنى لك فريق بطولة السايبر متعة كبيرة في التعلم , الإبداع واللعب!</h4></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 73,
        "title": "פרויקטי תכנות מודרכים - סודוקו",
        "description": "פרויקטי תכנות מודרכים לתלמידי מדעי המחשב בתיכונים",
        "url": "/portal/articles/pbl-sudoku/",
        "release_date": "2020-12-02T22:55:13.279000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/SkillzSudoku.1873c45b7154.png",
        "content": "<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-7  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>סודוקו</b></h3><p>סודוקו הוא תשבץ מספרים על לוח משבצות, בגודל n<sup>2</sup>xn<sup>2</sup>, המורכב מ- n תיבות בגודל nxn.<br/>בכל שורה, טור ותיבה יש לשבץ את כל הספרות 1..n, כאשר במצב ההתחלתי נתונים מספרים בחלק מהמשבצות.<br/></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-5  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 250px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/sudoku.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></h3><p>מימוש פתרון רקורסיבי בפייתון לחידת סודוקו.<br/>הפעילות המודרכת תעקב אחר התכנית הכתובה בקבץ הפייתון <a href=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/sudoku.py\" target=\"_blank\" rel=\"noopener noreferrer\">sudoku.py</a>.</p><p></p><p></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>בינה מלאכותית</b></span></p><p><b>שפה:</b> פייתון<br/><b>רמה:</b> בינונית+<br/><b>ידע נדרש:</b> פונקציות, רשימות, רקורסיה</p><p><b>זמן מוערך:</b> שעתיים</p><p><a href=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/sudoku.py\" target=\"_blank\" rel=\"noopener noreferrer\">קישור לקוד</a> (sudoku.py)</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-8  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center iframe\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <iframe style=\"width: 100%;height: 300%;border: 0;\" src=https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/sudoku.pdf\n        allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\n        </iframe>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>פרויקטי תכנות מודרכים נוספים</b></h3></p>\n    </div>\n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">זיהוי ספרות בכתב יד</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzDigits.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">מגדלי הנוי</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzHanoi.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">n המלכות</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/Skillz8queens.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>למידת מכונה</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> מתקדמת<br/><b>ידע נדרש:</b> פונקציות, רשימות, קריאת קבצים, עבודה עם API</p><p><b>זמן מוערך:</b> 4 שעות</p><p><a href=\"/portal/articles/pbl-digits/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>אלגוריתמיקה</b></span><br/><b>שפה:</b> פייתון<br/><b>רמה:</b> קלה<br/><b>ידע נדרש:</b> מחרוזות, פונקציות</p><p><b>זמן מוערך:</b> שעה</p><p><a href=\"/portal/articles/pbl-hanoi/\"><u>למעבר לפרויקט</u></a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>בינה מלאכותית</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> בינונית<br/><b>ידע נדרש:</b> פונקציות, רשימות</p><p><b>זמן מוערך:</b> שעתיים</p><p><a href=\"/portal/articles/pbl-8-queens/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>"
    },
    {
        "id": 22,
        "title": "שעת הקוד 2019",
        "description": "שעת הקוד בישראל",
        "url": "/portal/articles/hour-of-code-2019/",
        "release_date": "2018-11-22T12:52:09.644000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/תכנות יסודי- ילדים מקרוב.3f372dbf568b.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p></p><h4><b>אירועי שעת הקוד בישראל</b></h4><p><b>בתחילת חודש דצמבר בין התאריכים 8-13 לדצמבר, יצטרפו עשרות אלפי ילדים בישראל ל-100 מיליון ילדים מרחבי העולם לשעה אחת של תכנות וכתיבת קוד. כל ארגון, מחנך או הורה יכול לקחת חלק, לארגן אירוע ולחשוף את דור העתיד לעולם ההייטק והחדשנות הטכנולוגית.</b> <b>במסגרת שיתוף הפעולה בין שעת הקוד לאליפות הסייבר הישראלית SkillZ , אנו ממליצים לבתי הספר המשתתפים באליפות להשתתף באירועי שעת הקוד כאשר התרגול יכול להיעשות בסביבות התחרות, דרך פורטל האליפות ולהמשיך לצבור נקודות בתחרות.</b> <a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/Hour_of_Code_Skillz_Guide.pdf\" target=\"_blank\" rel=\"noopener noreferrer\"><b>ראו את פרטי מערך השיעור שניתן להעביר בכיתות</b></a></p><p>שעת הקוד (Hour of Code) היא יוזמה עולמית של Code.org, ארגון ללא מטרות רווח המקדם את המסר שכל ילד וילדה יכולים ללמוד לתכנת וליצור באמצעות טכנולוגיה. מאז הושק הארגון בארה&quot;ב בשנת 2013, השתתפו באירועי שעת הקוד יותר מ-100 מיליון ילדים מ-180 מדינות ברחבי העולם. הנושא שנבחר לעמוד במרכז האירועים השנה הוא ״לתכנת עולם טוב יותר״ ואיך אפשר להשתמש בטכנולוגיה כדי לייצר פתרונות לבעיות חברתיות ואתגרים גלובליים כמו איכות הסביבה, בזבוז מזון וכו&#x27;, בהשראת 17 היעדים לפיתוח בר קיימא (Goals Development Sustainable - SDG) שהוגדרו על-ידי האו&quot;ם לשנת 2030.</p><p>בין התאריכים 8-13 בדצמבר יתקיימו ברחבי ישראל מאות אירועים לילדים בגילאי 6-18 שיאפשרו להם להתנסות בשעה אחת של תכנות וכתיבת קוד. באמצעות האירועים הילדים יחשפו לעולם ההייטק והחדשנות הטכנולוגית. באירועים צפויים לקחת חלק עשרות אלפי ילדים בישראל, בפעילויות שיתקיימו בבתי ספר, מתנ״סים, תנועות נוער וחברות הייטק. הפעילויות המוצעות באתר כוללות משחקים ייחודיים ללימוד תכנות וכתיבת קוד, בשיתוף מותגים בינלאומיים מובילים כמו מיינקרפט, דיסני ומלחמת הכוכבים. פעילויות נוספות יועלו לאתר לקראת האירועים. פעילויות אלה לא נועדו להפוך את הילדים למתכנתים מקצועיים, אלא לספק להם התנסות מעשית מהנה ולהראות שכל אחד ואחת מהם יכולים ללמוד לכתוב קוד, בלי קשר לרקע או ידע מוקדם.</p><p>אירועי &#x27;שעת הקוד&#x27; הם צעד ראשון להכרות עם עולם הטכנולוגיה באופן כיפי ויצירתי. <a href=\"https://www.youtube.com/watch?v=hyCqL_lLDOQ\" target=\"_blank\" rel=\"noopener noreferrer\">ראו סרטון קצר המסביר על הפרוייקט</a> (2018)</p><p></p><p></p><p></p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 10,
        "title": "תחרות תכנות לתיכונים",
        "description": "SKILLZ תיכונים",
        "url": "/portal/articles/skillz-coding/",
        "release_date": "2018-06-20T21:00:00Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/high_schools.original.10637973e4a3.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p></p><h4><b>תחרות התיכונים</b></h4><p>תחרות התכנות לבתי ספר תיכוניים החלה ב2015, והינה מיועדת לתלמידי החינוך הטכנולוגי בכיתות י&#x27;-י&quot;ב. תחרות התכנות מיועדת לתלמידות ולתלמידים אשר למדו לפחות שנה אחת תכנות ויש להם הרקע הבסיסי הנדרש, כגון: משתנים, לולאות, תנאים, עצמים, רשימות (אפשר ללמד לקראת התחרות) באחת השפות: Python, C#, Java, JavaScript .התחרות מתרחשת בעולם המשחק הווירטואלי וחושפת את התלמידים בדרך חווייתית לעולם טכנולוגי מתקדם. בתחרות יש דגש על מיומנויות חשיבה, פיתוח יכולת לימוד עצמאית, עבודת צוות, עמידה בלוח זמנים וחשיבה מחוץ לקופסה.התחרות מבוססת על משחק רשת שבו התלמידים כותבים קוד (Bot) שמשחק נגד הקודים שכתבו הקבוצות המתחרות. כדי להצליח במשחק יש לחלק משימות, לעבוד בצוות, להתנהל נכון עם גרסאות קוד ולמעשה לנהל פרויקט תוכנה כפי שמנהלים אותו בתעשיית ההיי-טק. את התלמידים מלווים מנטורים מהתעשייה שמעניקים להם הכוונה הנחיה וייעוץ מקצועי.</p><h4><b>שלבי התחרות</b></h4><p><b>השלב הבית ספרי-</b> יום חשיפה יחיד בו בתי הספר נחשפים לראשונה לסביבת המשחק וכן משחקים מול Bot של המשחק.</p><p><b>שלב האימון</b>- במהלך תקופה זו בתי הספר יכולים לעבוד ולשפר את הקוד שכתבו בשלב הבית ספרי לקראת שלב האתגרים.</p><p><b>שלב האתגרים</b>- שלב בו נחשפים הפיטצ&#x27;רים החדשים במשחק ובמקביל הקבוצות משחקות זו כנגד זו. בסוף שלב זה מוכרזות הנבחרות העולות לאירוע הגמר. בתי הספר צריכים לבחור את נציגיו לאירוע הגמר.</p><p><b>שלב הגמר</b>- באירוע הגמר יוצג מרכיב חדש אותו יצטרכו התלמידים לתכנת ועליו יתחרו. בסיום השלב הראשון של הגמר יוכרזו שמונת הנבחרות המובילות שיעלו לשלב הסופי של הגמר, מהם יוכרזו המנצחים בתחרות.</p><p></p><p><b>במהלך התחרות והגמר אנו מאתרים תלמידים מצטיינים ובולטים בכדי לגייסם לצוות הפיתוח שלנו, כך שיהיו אלה שיעצבו ויפתחו את המשחק לשנה הבאה</b>.</p><p><a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillz.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון התחרות</a></p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/takanon-skillz-coding-blue.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקציר תקנון התחרות</a></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>"
    },
    {
        "id": 42,
        "title": "Skillz-Up",
        "description": "קורסים ללימוד עצמי במדעי המחשב",
        "url": "/portal/articles/skillz-up/",
        "release_date": "2020-04-20T21:05:12.275000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/skillzPoints.1a4e0eab087b.png",
        "content": "<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">Computer Networks</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<img 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\" width=\"500\" height=\"300\" alt=\"networks\" />\r\n</div>\r\n\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top; direction:ltr; text-align:left\">\r\n<font size=\"+1\"><strong>About the Course </strong></font ><br />\r\nA self-study video series of computer networks focusing on the five-layer model. The series was created by Omar Rosenbaum, the lead author of the \r\n<a href=\"https://data.cyber.org.il/networks/networks.pdf\">Computer Networks book</a> of the \r\n<a href=\"https://cyber.org.il/\">Cyber Education Center</a>. \r\nThe series is in progress. More videos will be uploaded from time to time.<br/ ><br/ >\r\n<font size=\"+1\"><strong>Lecturer</strong></font > - Omer Rosenbaum<br/ >\r\n<font size=\"+1\"><strong>Language</strong></font > - English<br /><br />\r\n<input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"To Course Page\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/networks/';\">\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"direction:ltr; text-align:left;\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">Shannon&#x27;s Entropy</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<img src=\"https://skillzportalprod.blob.core.windows.net/cms/Shannons-Entropy%2FSE-intro.png\" width=\"500\" height=\"280\" alt=\"Shannon's entropy\" />\r\n</div>\r\n\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top; direction:ltr; text-align:left\">\r\n<font size=\"+1\"><strong>About the Course </strong></font ><br />\r\nThis miniMOOC teaches the math behind Shannon's entropy. \r\nThe miniMOOC created by <strong>Rivki Gadot</strong> & <strong>Dvir Lanzberg</strong> and it requires a basic knowledge in calculus and algebra .<br/ ><br/ >\r\n<font size=\"+1\"><strong>Lecturer</strong></font > - Dvir Lanzberg<br/ >\r\n<font size=\"+1\"><strong>Language</strong></font > - English<br /><br />\r\n<input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"To Course Page\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/shannons-entropy/';\">\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">חשיבה חישובית</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<img src=\"data:image/png;base64,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\" width=\"500\" height=\"300\" alt=\"networks\" />\r\n</div>\r\n\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top; direction:rtl; text-align:right\">\r\n<font size=\"+1\"><strong>אודות הקורס</strong></font ><br />\r\nסדרת שיעורים המלוּוים בשלבי משחק החידות פלתורה (Plethora).<br />\r\nהחידות מעודדות גילוי, הבנה ופיתוח של מיומנויות <b>חשיבה חישובית</b> (Computational Thinking).<br />\r\nהמשחק מוצע לתלמידי כיתות ד' - ט' כחלק מ'משחקי הכתר' - משחקים לימי קורונה<br />\r\nהכניסה למשחק באמצעות פרטי הזדהות משרד החינוך.<br />\r\nלכניסה למשחק לחצו \r\n<a href=\"href=\"https://pub.skillz-edu.org/portal/playground/\"\">כאן</a> ובחרו במשחק Plethora. במגרש המשחקים תמצאו משחקים נוספים. אתם מוזמנים לשחק להנאתכם!<br />\r\n<font size=\"+1\"><strong>צוות פדגוגי</strong></font> - קרן הרדי, איריס צור ברגורי, ריהאם מנסור, סמדר סקלי<br/ >\r\n<font size=\"+1\"><strong>שפה</strong></font> - עברית<br /><br />\r\n<input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"אל דף הקורס\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/crown-games-heb-vod/';\">\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">تفكير حاسوبي</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<img 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\" width=\"500\" height=\"300\" alt=\"networks\" />\r\n</div>\r\n\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top; direction:rtl; text-align:right\">\r\n<font size=\"+1\"><strong>عن الدورة</strong></font ><br />\r\nنعرض الدروس المُسجلة بموضوع تفكير حاسوبي على مراحل لعبة الألغاز في بيئة البلاتورا (Plethora).<br />\r\nتشجع الألغاز على الاكتشاف، الفهم وتطوير مهارات <b>التفكير الحسابي</b> (Computational Thinking).<br />\r\nاللعبة معروضة لطلاب الصفوف الرابعة وحتى التاسعة كجزء من \"العاب التاج\" - العاب لأيام الكورونا.<br />\r\nالدخول للعبة من خلال تفاصيل التعريف بوزارة التربية والتعليم.<br />\r\nلدخول اللعبة اضغط\r\n<a href=\"href=\"https://pub.skillz-edu.org/portal/playground/\"\">هنا</a> واختر لعبة Plethora. في الملعب الالعاب ستجد المزيد من الألعاب. لا تتردد في اللعب من أجل تسليتك!\r\n<br />\r\n<font size=\"+1\"><strong>الكادر التربوي</strong></font> - كارين هاردي, إيريس تسور برجوري, ريهام منصور, سمدار سكولي<br/ >\r\n<font size=\"+1\"><strong>اللغة</strong></font> - العربية<br /><br />\r\n<input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"إلى صفحة الدورة\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/crown-games-Arb-vod/';\">\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">תכנות בסביבת אינטרנט</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <div>\r\n<div>\r\n\r\n<div  style=\"width:49%; min-width:360px; display:inline-block; vertical-align:top\" >\r\n<img 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\" width=\"500\" height=\"300\" alt=\"networks\" />\r\n</div>\r\n\r\n<div style=\"width:49%; min-width:360px;  display:inline-block; vertical-align:top; direction:rtl; text-align:right\">\r\n<font size=\"+1\"><strong>אודות הקורס</strong></font ><br />\r\nסדרת הרצאות מצולמות אשר נועדה להדריך מורים המלמדים את היחידה \"תכנות בסביבת האינטרנט\".<br />\r\nההרצאות נבנו על בסיס ספרי הלימוד המותאמים ליחידה, בהוצאת מטח. <br />\r\nאת הספרים ניתן להוריד באתר כותר : \r\n<a href=\"\">מותאם לשפת C#</a> &nbsp;&nbsp;&nbsp;\r\n<a href=\"\">מותאם לשפת Java</a><br />\r\nההרצאות הוקלטו לפני כעשור ויש להתייחס אליהן ככאלו. <br />\r\n<b>הסדרה מתאימה גם לתלמידים המעוניינים ללמוד בעצמם.</b><br /><br/ >\r\n<font size=\"+1\"><strong>מרצה</strong></font> - איריס צור ברגורי<br/ >\r\n<font size=\"+1\"><strong>שפה</strong></font> - עברית<br /><br />\r\n<input type=\"submit\" style=\"background-color: #19b5dd; border-radius: 25px; font-size: 25px; text-align: center;  width:231px; color: white; margin-top: 15px; margin-bottom: 20px; \" value=\"אל דף הקורס\" onclick=\"window.location.href='https://pub.skillz-edu.org/portal/articles/stateless-programming/';\">\r\n</div>\r\n</div>\r\n</div>\n    </div>\n\n</div></div>"
    },
    {
        "id": 71,
        "title": "פרויקטי תכנות מודרכים - שמונה המלכות",
        "description": "פרויקטי תכנות מודרכים לתלמידי מדעי המחשב בתיכונים",
        "url": "/portal/articles/pbl-8-queens/",
        "release_date": "2020-11-22T17:52:52.124000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/Skillz8queens.b4ec0f429440.png",
        "content": "<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-7  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>n המלכות</b></h3><p>בבעיית n המלכות יש להציב n מלכות על גבי לוח n x n שאף זוג מלכות לא תאיימנה זו על זה, כלומר לא תהינה שתי מלכות באותה שורה, עמודה או אלכסון.<br/>חידת 8 המלכות הינה מקרה פרטי של בעיית n המלכות. לחידה זו 92 פתרונות כאשר 12 מתוכם הם יסודיים והאחרים מתקבלים מהם על ידי שיקוף וסיבוב.</p><p>חידה זו מוכרת במדעי המחשב כחידה שניתנת לפתרון תוך שימוש ב&quot;<span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#4472C4&#x27;}\"><b>כוח גס</b></span>&quot; (<span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#4472C4&#x27;}\"><b>brute force</b></span>), כלומר בדיקת כל המצבים האפשריים.</p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-5  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 250px; width: 250px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/8queens.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>אלגוריתם אקראי וחמדני לפתרון בעיית n המלכות</b></h3><p>קבץ ה PDF שמשמאל מתאר מימוש אלגוריתם אקראי וחמדני לחיפוש מקומי לפתרון בעיית n המלכות.<br/>הקובץ ניתן להורדה.</p><p><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#4472C4&#x27;}\"><b>חיפוש מקומי</b></span> - אלגוריתם שמחפש את מצב המטרה תוך התקדמות מהמצב הנוכחי למצב קרוב, ללא צורך לזכור מצבים בהם כבר נתקל.<br/><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#4472C4&#x27;}\"><b>אלגוריתם אקראי</b></span> - אלגוריתם שמשתמש בהגרלות כדי לפתור בעיה או שפותר בעיה בהסתברות מסוימת ולא בוודאות.<br/><span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;&#x27;, &#x27;color&#x27;: &#x27;#4472C4&#x27;}\"><b>אלגוריתם חמדני</b></span> - אלגוריתם, שבכל איטרציה, בוחר באיזשהו &quot;הכי&quot; התלוי במצב הנוכחי בלבד (&quot;הכי&quot; זה נקרא אופטימום לוקלי).</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>בינה מלאכותית</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> בינונית<br/><b>ידע נדרש:</b> פונקציות, רשימות</p><p><b>זמן מוערך:</b> שעתיים</p><p><a href=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects%2Fqueens.py\" target=\"_blank\" rel=\"noopener noreferrer\">קישור לקוד</a> (queens.py)</p><p></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-8  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center iframe\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <iframe style=\"width: 100%;height: 300%;border: 0;\" src=https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects%2Fnqueens.pdf\n        allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\n        </iframe>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>פרויקטי תכנות מודרכים נוספים</b></h3></p>\n    </div>\n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">זיהוי ספרות בכתב יד</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzDigits.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">סודוקו</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzSudoku.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">מגדלי הנוי</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzHanoi.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>למידת מכונה</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> מתקדמת<br/><b>ידע נדרש:</b> פונקציות, רשימות, קריאת קבצים, עבודה עם API</p><p><b>זמן מוערך:</b> 4 שעות</p><p><a href=\"/portal/articles/pbl-digits/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>בינה מלאכותית</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> בינונית+<br/><b>ידע נדרש:</b> פונקציות, רשימות, רקורסיה</p><p><b>זמן מוערך:</b> שעתיים</p><p><a href=\"/portal/articles/pbl-sudoku/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>אלגוריתמיקה</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> קלה<br/><b>ידע נדרש:</b> פונקציות, רשימות</p><p><b>זמן מוערך:</b> שעה</p><p><a href=\"/portal/articles/pbl-hanoi/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>"
    },
    {
        "id": 24,
        "title": "תחרות רובוטיקה",
        "description": "תחרות לבתי הספר היסודיים - Skillz Robotics",
        "url": "/portal/articles/skillz-robotics/",
        "release_date": "2018-12-13T09:38:46.504000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/אוירה 3.cde0509895a0.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p></p><h4><b>סביבת התחרות</b></h4><p>מטרת התחרות לחשוף את התלמידים למגוון אתגרים טכנולוגיים בתחום הרובוטיקה בדרך חווייתית ומאתגרת תוך העלאת המוטיבציה והרצון של התלמידים ללמוד מקצועות טכנולוגיים. התחרות מיועדת לתלמידי כיתות ה&#x27; בלבד בבתי הספר בתכנית &quot;מדעי המחשב ורובוטיקה&quot; אשר ירשמו מראש לתחרות.</p><p>התחרות מאפשרת לילדים לרכוש מיומנויות של לימוד עצמי, התמודדות עם אתגרים ופתרונם, פיתוח סקרנות, חשיבה מחוץ לקופסה, עבודת צוות, יצירתיות ובטחון עצמי. בתחרות יושם דגש על שימוש בחיישנים השונים של הרובוטים, בין היתר: מגע ופניות, אולטראסוני, צבע, מעקב אחר קו. משימות התחרות יהיו מאתגרות וחווייתיות, יעמיקו ויפתחו את יכולות התלמידים בתחום. את תחרות ילווה מורה מוביל בתחום מדעי המחשב והרובוטיקה. הרובוטים שישמשו את המתחרים בתחרות, יהיו הרובוטים של ביה&quot;ס המשמשים ללימוד &#x27;מדעי המחשב ורובוטיקה&#x27;. הרובוט חייב להיות מסוג:</p><ul><li>פישרטכניק ( Fischertechnik )</li><li>אי-וי 3 (Ev3)</li><li>קריפטון 5 (KRYPTON 5)</li></ul><p>תחרות הגמר תתקיים על משטח של חברת MakeX Starter . המשטח באירוע הגמר, יסופק ע&quot;י עורכת הפעילות.</p><h4><b>שלבי התחרות</b></h4><p><b>שלב התחרות הבית ספרית -</b> שלב זה כולל 3 משימות שיבוצעו במסגרת הבית ספרית. המשימות והעלאת הפתרונות ינוהלו ב Google Class Room ייעודי שיפתח לטובת התחרות. הסברים והוראות תפעול במערכת ישלחו לכל מי שירשם לתחרות. השנה, נאפשר לתלמידי כיתות ו&#x27; בבית הספר לשמש כמנטורים ולסייע למורה ולתלמידים בפתרון המשימות. אם זאת יובהר כי נבחרת הגמר תורכב רק מתלמידי כיתות ה&#x27;.</p><p><b>שלב חצי הגמר-</b> בית ספר יהיה זכאי לעלות לשלב חצי הגמר, אך ורק אם סיים והגיש את כל שלוש המשימות . חצי הגמר יערך ע&quot;י שידור סנכרוני כפי שנעשה לפני כשנה לכל העולים לשלב זה.</p><p><b>שלב הגמר</b>- 40 בתי ספר יעפילו לשלב זה.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-Table\"><div class=\"row article-block table-block None\" style=\"\">\n\n    \n    \n    <div>\n    </div>\n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p></p><p><a href=\"https://pub.skillz-edu.org/static/takanonim/TakanonSkillzCSRobotics.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקנון התחרות</a></p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/skillz-robotics-pink.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">תקציר תקנון התחרות</a></p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/LoginGuide.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">מדריך התחברות לכיתת התחרות</a></p><p><a href=\"https://pub.skillz-edu.org/static/portal/professional_materials/surface_of_the_robotics_competition.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">משטח התחרות להדפסה</a></p><p><a href=\"https://pub.skillz-edu.org/static/portal/news/Finalists2020crb.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">רשימת בתי הספר העולים לגמר תחרות רובוטיקה תש&quot;ף</a></p><p></p></p>\n    </div>\n\n</div></div>"
    },
    {
        "id": 68,
        "title": "תודה",
        "description": "תודה על השתתפותך",
        "url": "/portal/articles/thanks/",
        "release_date": "2020-11-25T20:32:09.196000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/000Z.7225a0616ed7.jpg",
        "content": "<div class=\"block-SingleImage\"><div class=\"row article-block text-center single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 800px; width: 500px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/Thanks.jpg\"\n             \n             >\n\n    </div>\n\n</div></div>"
    },
    {
        "id": 74,
        "title": "פרויקטי תכנות מודרכים - מגדלי הנוי",
        "description": "פרויקטי תכנות מודרכים לתלמידי מדעי המחשב בתיכונים",
        "url": "/portal/articles/pbl-hanoi/",
        "release_date": "2020-12-03T22:34:17.215000Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/SkillzHanoi.2de370ec0dca.png",
        "content": "<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-7  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>מגדלי הנוי</b></h3><p>מגדלי הנוי הינו משחק מתמטי מוכר. חפשו את סיפור החידה ברשת.<br/> נתונים 3 מוטות . על אחד המוטות מונחות דיסקיות השונות זו מזו בקוטרן.<br/>הדיסקיות מונחות במעין מגדל, כך שהדיסקית הגדולה ביותר מונחת בתחתית והקטנה ביותר היא העליונה והן ממויינות בגודלן.<br/>יש להעביר את הדיסקיות מהמוט עליו הן מונחות למוט אחר.<br/> - בכל מהלך מותר להזיז דיסקית יחידה<br/>- אסור להניח דיסקית על דיסקית קטנה ממנה<br/></p><p>לפני שמתחילים בפעילות המוצעת כאן, יש לעבור על ה- <a href=\"/portal/articles/hanoi-mini-mooc/\">miniMOOC על מגדלי הנוי</a>. פרויקט מונחה זה מניח כי הנכם מכירים את החידה והאלגוריתם לפתרונה המתואר ב miniMOOC.<br/></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-5  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center single-image\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 250px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzHanoi.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></h3><p>בפעילות מודרכת זו תממשו בפייתון את האלגוריתם לפתרון חידת מגדלי הנוי אשר תוארה ב miniMOOC.<br/>בקובץ <a href=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/hanoi.py\" target=\"_blank\" rel=\"noopener noreferrer\">hanoi.py</a> תכנית פייתון המממשת את האלגוריתם המתואר בפעילות המודרכת הנ&quot;ל.<br/>הפעילות המודרכת תעקב אחר התכנית הכתובה בקובץ פייתון זה. התכנית איננה מושלמת, יש בה שתי שורות אותן יהיה עליך להשלים בעצמך.<br/></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>אלגוריתמיקה</b></span></p><p><b>שפה:</b> פייתון<br/><b>רמה:</b> קלה<br/><b>ידע נדרש:</b> מחרוזות, רשימות</p><p><b>זמן מוערך:</b> שעה</p><p><a href=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/hanoi.py\" target=\"_blank\" rel=\"noopener noreferrer\">קישור לקוד</a> (hanoi.py)</p><p><span data-nbsp=\"&amp;nbsp\">&amp;nbsp</span></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-8  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-center iframe\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <iframe style=\"width: 100%;height: 300%;border: 0;\" src=https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/hanoi-PBL.pdf\n        allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen>\n        </iframe>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-Richtext\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h3><b>פרויקטי תכנות מודרכים נוספים</b></h3></p>\n    </div>\n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">זיהוי ספרות בכתב יד</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzDigits.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">סודוקו</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/SkillzSudoku.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right single-image\" style=\"\">\n\n    \n        <div class=\"col-md-12\">\n            <h4 class=\"h4-responsive block-header mb-4\">n המלכות</h4>\n        </div>\n    \n    \n    <div class=\"col-md-12\">\n        <img class=\"img-fluid\" style=\"height: 200px; width: 240px;\"\n             \n             src=\"https://skillzportalprod.blob.core.windows.net/cms/GuidedProjects/Skillz8queens.png\"\n             \n             >\n\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>\n<div class=\"block-HarizontalBlock\"><div class=\"row article-block horizontal-block\" style=\"\">\n\n    \n    \n    \n        \n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>למידת מכונה</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> מתקדמת<br/><b>ידע נדרש:</b> פונקציות, רשימות, קריאת קבצים, עבודה עם API</p><p><b>זמן מוערך:</b> 4 שעות</p><p><a href=\"/portal/articles/pbl-digits/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-lg-0 mb-md-3\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>בינה מלאכותית</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> בינונית+<br/><b>ידע נדרש:</b> פונקציות, רשימות, רקורסיה</p><p><b>זמן מוערך:</b> שעתיים</p><p><a href=\"/portal/articles/pbl-sudoku/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n                <div class=\"col-4  p-0\">\n                    <p class=\"mb-0\"><div class=\"row article-block text-right plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><p><b>תחום:</b> <span data-textdesign=\"{&#x27;fontSize&#x27;: &#x27;18px&#x27;, &#x27;color&#x27;: &#x27;#00B050&#x27;}\"><b>בינה מלאכותית</b></span><b><br/>שפה:</b> פייתון<br/><b>רמה:</b> בינונית<br/><b>ידע נדרש:</b> פונקציות, רשימות</p><p><b>זמן מוערך:</b> שעתיים</p><p><a href=\"/portal/articles/pbl-8-queens/\">למעבר לפרויקט</a></p></p>\n    </div>\n\n</div></p>\n                </div>\n                \n        \n    \n\n</div></div>"
    },
    {
        "id": 7,
        "title": "מנטורים בתחרות",
        "description": "יש לכם הרקע הדרוש להפוך למנטורים?",
        "url": "/portal/articles/skillz-mentors/",
        "release_date": "2018-06-20T21:00:00Z",
        "image": "https://cdn.mathescape.co.il/static/portal/images/win.original.431c105d66db.jpg",
        "content": "<div class=\"block-Richtext\"><div class=\"row article-block plain-text\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p class=\"mb-0\"><h4><b>בואו להיות מנטורים מובילים ומשפיעים בתחרות התיכונים - Skillz Coding</b></h4><p>אנו מחפשים מהנדסות ומהנדסים, מתכנתות ומתכנתים, סטודנטיות וסטודנטים למקצועות מדעיים-טכנולוגיים, בעלי מוטיבציה להשפיע על הדור הבא, המסוגלים ללוות קבוצת תלמידים בחונכות, לעמוד מול קהל ולנהל יום תחרות.</p><p><b>תפקידי המנטור/ית</b></p><p>כמנטור אנו מאפשרים לך להיות מוביל ומשפיע ולהיות שותף לתהליך בעל משמעות ושליחות חינוכית וחברתית. בתהליך התנדבות זה, התרומה עבורך כמנטור יכולה להתבטא במספר אופנים:</p><ul><li>תחושת אתגר, הישגיות ומשמעות אישית וערכית מעצם לקיחת חלק בפרוייקט ארצי-חינוכי וייחודי</li><li>להוות role model לבני הנוער שלרבים מהם זהו מפגש ראשוני עם אנשים מתעשיית ההיי-טק</li><li>הדרכת תלמידים בעולמות ידע ותוכן מגוונים כגון פיתוח חשיבה אסטרטגית, מבנה תוכנה, אלגוריתמים לא מוכרים, בניית צוות ועוד</li><li>סיוע באיתור כישרונות חדשים עבור התעשייה, האקדמיה ויחידות הצבא הטכנולוגיות, והרחבת מעגל הטכנולוגים מקרב בוגרי התיכון</li><li>לשמש מקור ידע מקצועי המאפשר לתלמידים לחוות באופן מוחשי תוצר קוד שהם כותבים באופן עצמאי ולא כמטלה שגרתית במסגרת תכנית הלימודים</li></ul><p></p><p><b>בשלב הבית ספרי-</b> ינהל המנטור ביחד עם המורה את התחרות בבית הספר, יציג את הכללים לתלמידים, ינהל את סבבי התחרות ויעזור לתלמידים הזקוקים לסיוע. לצד המנטור שותפים המורים האחראים לענייני מנהלה, משמעת ופדגוגיה.</p><p><b>בשלב האימון והאתגרים</b>- ישמש המנטור ראש צוות נבחרת התלמידים. עליו להכווין את התלמידים כיצד לחלק ביניהם את המשימות השונות, לשמור גיבויים, לנהל גרסאות של קוד, לסייע בפתרון בעיות טכניות קלות וליידע את צוות הפיתוח של התחרות אם מתגלות בעיות טכניות קשות.</p><p></p><p><b>דרישות טכניות</b></p><p><b>הכרת</b> <b>כללי המשחק</b> על המנטור להכיר את כללי המשחק במטרה לנהל עם התלמידים שיח על האסטרטגיות השונות של המשחק. <b>מומלץ להתנסות במשחק באופן עצמאי, נדרש ידע באחת משפות התכנות PYTHON, JS JAVA, C# שימו לב</b> למנטור אסור לכתוב קוד! על המנטור להתבונן בעבודת התלמידים, להעיר ולהאיר הערות על הקוד הנכתב, אבל לא לכתוב קוד בעצמו.</p><h4></h4><h4><b>מנטור בתחרות התכנות של היסודיים וחט&quot;ב - Skillz Coding Junior</b></h4><p>תחרות skillZ Junior מיועדת לכלל תלמידי כיתות א&#x27; – ט&#x27; ואינה דורשת ידע תכנותי מוקדם. סביבות התחרות הינן לומדות המאפשרות לכל תלמידה ותלמיד ללמוד את עקרונות התכנות בקצב אישי. אנו מחפשים <b>הורים</b> בעלי גישה טכנולוגית ורצון לעודד את בית הספר בהם לומדים ילדיהם להשתתף בתחרות. אנו מציעים להורים להתלוות לצוות האחראי בבית הספר על התחרות, למשך שעה אחת של חשיפת התוכנית לתלמידים והצגת היתרונות שבהשתתפות בתחרות ובלימוד מיומנויות בסיסיות של תכנות.</p><h4></h4><h4><b>טפסי הרשמה נלווים למנטורים</b></h4><p><b>על פי חוקי מדינה במטרה לשמור על ביטחונם של התלמידים על כל מנטור לחתום על</b> <a href=\"https://meyda.education.gov.il/files/MadaTech/ypuyCoach.pdf\" target=\"_blank\" rel=\"noopener noreferrer\"><b>הטופס הבא</b></a></p><p><a href=\"https://www.police.gov.il/Doc/TfasimDoc/hesberkabalat.pdf\" target=\"_blank\" rel=\"noopener noreferrer\"><b>החוק למניעת ההעסקה של עברייני מין במוסדות חינוך.</b></a> החוק חל גם על מתנדבים במערכת החינוך. בהתאם לחוק <b>גברים</b>נדרשים לקבל אישור ממשטרת ישראל לפיו אין מניעה להעסקתם/להתנדבותם. על כל עובד/מתנדב להמציא אישור משטרה או למלא <a href=\"https://meyda.education.gov.il/files/MadaTech/ypuyCoach.pdf\" target=\"_blank\" rel=\"noopener noreferrer\"><b>טופס ייפוי כח</b></a> למעסיק אשר יפנה בשמו למשטרה לקבלת אישור זה. לשם כך אם הנך גבר אנא הכן מראש וצרף את טופס ייפוי הכוח כשהוא מלא וחתום לו מצורף תצלום ת.ז.</p></p>\n    </div>\n\n</div></div>\n<div class=\"block-RawHTML\"><div class=\"row article-block raw-html\" style=\"\">\n\n    \n    \n    <div class=\"col-md-12\">\n        <p><img alt=\"\" src=\"http://edu.gov.il/special/skillz/SiteCollectionImages/Mentors/mentors2.jpg\" /></p>\n    </div>\n\n</div></div>"
    }
]