tag:blogger.com,1999:blog-66950489900664706372024-02-20T09:59:12.104-08:00Блог майстра в/н, викладача спецдисциплін з професії "Фотограф" Пуюл Людмили АнатоліївниЛюда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.comBlogger30125tag:blogger.com,1999:blog-6695048990066470637.post-22789526568338359322021-02-08T03:49:00.005-08:002021-02-08T03:49:39.977-08:00<p> Для 16 групи:<br /></p><p><a href="https://fex.net/ru/s/ld8vyro">Практична</a></p><p><span style="-moz-appearance: unset; -moz-box-align: unset; -moz-box-direction: unset; -moz-box-flex: unset; -moz-box-ordinal-group: unset; -moz-box-orient: unset; -moz-box-pack: unset; -moz-context-properties: unset; -moz-control-character-visibility: unset; -moz-float-edge: unset; -moz-force-broken-image-icon: unset; -moz-image-region: unset; -moz-orient: unset; -moz-outline-radius: unset; -moz-stack-sizing: unset; -moz-tab-size: unset; -moz-text-size-adjust: unset; -moz-user-focus: unset; -moz-user-input: unset; -moz-user-modify: unset; 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z-index: unset;">https://fex.net/ru/s/ld8vyro</span><span style="-moz-appearance: unset; -moz-box-align: unset; -moz-box-direction: unset; -moz-box-flex: unset; -moz-box-ordinal-group: unset; -moz-box-orient: unset; -moz-box-pack: unset; -moz-context-properties: unset; -moz-control-character-visibility: unset; -moz-float-edge: unset; -moz-force-broken-image-icon: unset; -moz-image-region: unset; -moz-orient: unset; -moz-outline-radius: unset; -moz-stack-sizing: unset; -moz-tab-size: unset; -moz-text-size-adjust: unset; -moz-user-focus: unset; -moz-user-input: unset; -moz-user-modify: unset; -moz-window-dragging: unset; -webkit-line-clamp: unset; -webkit-text-fill-color: unset; -webkit-text-stroke: unset; animation: unset; backface-visibility: unset; background-blend-mode: unset; background: unset; block-size: unset; border-block: unset; border-collapse: unset; border-end-end-radius: unset; border-end-start-radius: unset; border-inline: unset; border-radius: unset; border-spacing: unset; 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place-self: unset; pointer-events: unset; position: fixed; quotes: unset; r: unset; resize: unset; right: unset; rotate: unset; ruby-align: unset; ruby-position: unset; rx: unset; ry: unset; scale: unset; scroll-behavior: unset; scroll-margin-block: unset; scroll-margin-inline: unset; scroll-margin: unset; scroll-padding-block: unset; scroll-padding-inline: unset; scroll-padding: unset; scroll-snap-align: unset; scroll-snap-type: unset; scrollbar-color: unset; scrollbar-width: unset; shape-image-threshold: unset; shape-margin: unset; shape-outside: unset; shape-rendering: unset; stop-color: unset; stop-opacity: unset; stroke-dasharray: unset; stroke-dashoffset: unset; stroke-linecap: unset; stroke-linejoin: unset; stroke-miterlimit: unset; stroke-opacity: unset; stroke-width: unset; stroke: unset; table-layout: unset; text-align-last: unset; text-align: unset; text-anchor: unset; text-combine-upright: unset; text-decoration-skip-ink: unset; text-decoration: unset; text-emphasis-position: unset; text-emphasis: unset; text-indent: unset; text-justify: unset; text-orientation: unset; text-overflow: unset; text-rendering: unset; text-shadow: unset; text-transform: unset; text-underline-offset: unset; top: 0px; touch-action: unset; transform-box: unset; transform-origin: unset; transform-style: unset; transform: unset; transition: unset; translate: unset; user-select: text; vector-effect: unset; vertical-align: unset; visibility: unset; white-space: pre; width: unset; will-change: unset; word-break: unset; word-spacing: unset; writing-mode: unset; x: unset; y: unset; z-index: unset;">https://fex.net/ru/s/ld8vyro<a href="https://fex.net/ru/s/ld8vyro">https://fex.net/ru/s/ld8vyro</a></span></p>Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-58534060502639847852020-03-19T06:06:00.000-07:002020-03-25T04:30:30.005-07:00Завдання для учнів на період карантину<div dir="ltr" style="text-align: left;" trbidi="on">
ІНФОРМАТИКА<br />
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І курс (групи 10, 15 та 16) - Використовуючи посилання <a href="https://pidruchnyk.com.ua/436-informatika-morze-vember-kuzmnska-10-klas.html" target="_blank">(тисни тут)</a> ("Інформатика" Рівень стандарту. Морзе Н.В. та Барна О.В. Розділ 3, сторінки 146-184) або можете скористатися іншм підручнком <a href="https://pidruchnyk.com.ua/434-nformatika-rven-standartu-rivknd-lisenko-chernkova-shakotko-10-klas.html" target="_blank">(тиснути тут)</a> ("Інформатика" Рівень стандарту. Ривкінд Й.Я., Лисенко Т.І. Розділ 3, сторінки 75-101) опрацюйте поурочно дану тему та занотуйте новий матеріал у зошит з інформатики.</div>
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ІІ курс (групи 12, 14 та 18) - Використовуючи посилання <a href="https://sites.google.com/view/distance-informatics-10/%D0%BC%D0%BE%D0%B4%D1%83%D0%BB%D1%8C-%D0%B3%D1%80%D0%B0%D1%84%D1%96%D1%87%D0%BD%D0%B8%D0%B9-%D0%B4%D0%B8%D0%B7%D0%B0%D0%B9%D0%BD" target="_blank">(тисни тут)</a>, (Вибірковий модуль «Графічний дизайн»: <a class="dhtgD aw5Odc" href="https://www.google.com/url?q=https%3A%2F%2Fsites.google.com%2Fview%2Fdistance-informatics-10%2F%25D0%25BC%25D0%25BE%25D0%25B4%25D1%2583%25D0%25BB%25D1%258C-%25D0%25B3%25D1%2580%25D0%25B0%25D1%2584%25D1%2596%25D1%2587%25D0%25BD%25D0%25B8%25D0%25B9-%25D0%25B4%25D0%25B8%25D0%25B7%25D0%25B0%25D0%25B9%25D0%25BD%2F%25D0%25BA%25D0%25BE%25D0%25BC%25D0%25BF%25D0%25BE%25D0%25B7%25D0%25B8%25D1%2586%25D1%2596%25D1%258F-%25D1%2582%25D0%25B0-%25D0%25B4%25D0%25B8%25D0%25B7%25D0%25B0%25D0%25B9%25D0%25BD%3Fauthuser%3D0&sa=D&sntz=1&usg=AFQjCNEwH3Ivp85iWx5oIJnTKuhVYCB36w" target="_blank"> Основи композиції та дизайну (5 уроків),</a><a class="dhtgD aw5Odc" href="https://www.google.com/url?q=https%3A%2F%2Fsites.google.com%2Fview%2Fdistance-informatics-10%2F%25D0%25BC%25D0%25BE%25D0%25B4%25D1%2583%25D0%25BB%25D1%258C-%25D0%25B3%25D1%2580%25D0%25B0%25D1%2584%25D1%2596%25D1%2587%25D0%25BD%25D0%25B8%25D0%25B9-%25D0%25B4%25D0%25B8%25D0%25B7%25D0%25B0%25D0%25B9%25D0%25BD%2F%25D0%25B2%25D0%25B5%25D0%25BA%25D1%2582%25D0%25BE%25D1%2580%25D0%25BD%25D0%25B0-%25D0%25B3%25D1%2580%25D0%25B0%25D1%2584%25D1%2596%25D0%25BA%25D0%25B0%3Fauthuser%3D0&sa=D&sntz=1&usg=AFQjCNFcHJNlyOZ7hbK6hyXF9wASIBmpVw" target="_blank"> Векторна графіка (7 уроків),</a><a class="dhtgD aw5Odc" href="https://www.google.com/url?q=https%3A%2F%2Fsites.google.com%2Fview%2Fdistance-informatics-10%2F%25D0%25BC%25D0%25BE%25D0%25B4%25D1%2583%25D0%25BB%25D1%258C-%25D0%25B3%25D1%2580%25D0%25B0%25D1%2584%25D1%2596%25D1%2587%25D0%25BD%25D0%25B8%25D0%25B9-%25D0%25B4%25D0%25B8%25D0%25B7%25D0%25B0%25D0%25B9%25D0%25BD%2F%25D0%25B4%25D0%25B8%25D0%25B7%25D0%25B0%25D0%25B9%25D0%25BD-%25D1%2583-%25D0%25BF%25D0%25BE%25D0%25BB%25D1%2596%25D0%25B3%25D1%2580%25D0%25B0%25D1%2584%25D1%2596%25D1%2597%3Fauthuser%3D0&sa=D&sntz=1&usg=AFQjCNGbaahpT3Z-s3zqBEjXBobe5XSAHw" target="_blank"> Графічний дизайн у поліграфії (7 уроків)</a>) опрацюйте поурочно дану тему та занотуйте новий матеріал у зошит з інформатики.</div>
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ІІІ курс (групи 11 та 17) - Використовуючи посилання <a href="https://pidruchnyk.com.ua/434-nformatika-rven-standartu-rivknd-lisenko-chernkova-shakotko-10-klas.html" target="_blank">(тисни тут)</a>, опрацюйте поурочно дану тему ("Інформатика" Рівень стандарту. Ривкінд Й.Я., Лисенко Т.І. Розділ 4, сторінки 108-137) та занотуйте новий матеріал у зошит з інформатики. (Група 13 - предмет вичитано).</div>
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ТЕХНОЛОГІЇ ФОТОРОБІТ<br />
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Професія "Фотограф (фотороботи)" 3 (третього) розряду. </div>
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Тема 7 "<span style="font-size: small;"><span lang="UK">Технологія фоторетушування</span></span>" Починаючи з уроку № 77 згідно до навчальної програми, яка розміщена на блозі, використовуючи матеріал, який розміщений за посиланням <a href="https://life-prog.ru/ukr/view_komputernaya_grafika.php?id=15" target="_blank">(тисни тут)</a> опрацюйте його та занотуйте в зошит з предмету і виконайте практичні роботи, використовуючи власні фотозображення та скиньте їх на пошту викладача lapa29011980@gmail.com </div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-68323135575186810012019-11-26T05:39:00.000-08:002019-12-10T05:40:08.515-08:00ПЛАН УРОКУ ВИРОБНИЧОГО НАВЧАННЯ<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: UK;">Група: 18 </span></b><div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: UK;">Курс: другий</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: UK;">Урок проводить
майстер в/н:</span></b><span style="font-size: 11.0pt; mso-ansi-language: UK;"> Л.А.
Пуюл</span></div>
<div class="MsoNormal" style="margin-left: 84.0pt; tab-stops: 293.5pt; text-align: justify; text-indent: -84.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: UK;">Тема програми № 10: </span></b><span style="font-size: 11.0pt; mso-ansi-language: UK;">Освоєння різних видів фотозйомки.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 84.0pt; margin-right: -7.4pt; margin-top: 0cm; tab-stops: 226.4pt; text-align: justify; text-indent: -84.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: UK;">Тема уроку № 5</span></b><span style="font-size: 11.0pt; mso-ansi-language: UK;">: Репортажна фотозйомка.<span style="mso-tab-count: 1;"> </span></span></div>
<div align="center" class="MsoNormal" style="tab-stops: center 269.3pt left 394.6pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-ansi-language: UK;">НАВЧАЛЬНО-ВИХОВНА МЕТА:</span></b></div>
<div class="MsoNormal" style="tab-stops: center 269.3pt left 394.6pt;">
<br /></div>
<div class="MsoBodyText" style="text-indent: 18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.5pt;">Навчальна мета:</span></b><span style="font-size: 11.5pt;"> Ознайомити учнів з методами та прийомами проведення репортажної
фотозйомки.</span></div>
<div class="MsoBodyText" style="text-indent: 18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.5pt;">Виховна мета:</span></b><span style="font-size: 11.5pt;"> Виховувати в учнів бережливе відношення до обладнання
і майна училища.</span></div>
<div class="MsoBodyText" style="text-indent: 18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.5pt;">Розвиваюча мета: </span></b><span style="font-size: 11.5pt;">Розвивати професійне мислення.</span></div>
<div class="MsoBodyText" style="text-indent: 18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.5pt;">Матеріально-технічне і дидактичне
оснащення уроку: </span></b><span style="font-size: 11.5pt;">комп’ютерний клас, матеріали
письмового інструктування у вигляді електронної презентації, електронний
кросворд та презентація для актуалізації опорних знань учнів, електронні
презентації для закріплення нового матеріалу та для проведення сміхотерапії на
уроці<i style="mso-bidi-font-style: normal;">.</i></span></div>
<div class="MsoBodyText" style="text-indent: 18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.5pt;">Методична мета</span></b><i style="mso-bidi-font-style: normal;"><span style="font-size: 11.5pt;"> </span></i><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.5pt;">уроку:</span></b><i style="mso-bidi-font-style: normal;"><span style="font-size: 11.5pt;"> </span></i><span style="font-size: 11.5pt;">Застосування інтерактивних методів навчання та наочних
засобів при вивченні та закріпленні навчального матеріалу для формування
професійних компетентностей успішного фотографа.</span></div>
<div align="center" class="MsoBodyText" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 5.0pt;"></span></b></div>
<a name='more'></a><b style="mso-bidi-font-weight: normal;"> </b><br />
<div align="center" class="MsoBodyText" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ХІД УРОКУ</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Організаційна
частина – 2 хвилин:</span></b></div>
<div class="MsoBodyText" style="margin-left: 54.0pt; mso-list: l5 level2 lfo1; tab-stops: list 54.0pt; text-indent: -36.0pt;">
<span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">1.1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Перевірка
зовнішнього вигляду учнів. </span></div>
<div class="MsoBodyText" style="margin-left: 54.0pt; mso-list: l5 level2 lfo1; tab-stops: list 54.0pt; text-indent: -36.0pt;">
<span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">1.2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Перевірка
наявності учнів.</span></div>
<div class="MsoBodyText" style="margin-left: 54.0pt; mso-list: l5 level2 lfo1; tab-stops: list 54.0pt; text-indent: -36.0pt;">
<span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">1.3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Перевірка
готовності робочих місць до початку уроку.</span></div>
<div class="MsoBodyText" style="margin-left: 18.0pt; mso-list: l5 level1 lfo1; tab-stops: list 12.0pt; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Вступний
інструктаж – 48 хвилин:</span></b></div>
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<span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">2.1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Повідомлення теми
та мети уроку.</span></div>
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<span style="font-size: 12.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">2.1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-ansi-language: UK;">Актуалізація опорних знань учнів:</span></div>
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<span style="font-size: 11.0pt;"><span style="mso-list: Ignore;">2.1.1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt;">розв’язування кросворду (2 варіанти): </span></div>
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<span style="font-size: 11.0pt;"><br /></span></div>
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<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;">Перелік питань до кросворду:</b><span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"> </span></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Проміжок часу,
необхідний камері для експозиції; час, протягом якого світло впливає на
світлочутливий матеріал (витримка). </span>
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<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Побудова художнього
твору, яка обумовлена його змістом, призначенням і характером (композиція).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Наводка оптичного
блоку об’єктива для отримання чіткого фотографічного зображення (фокусування).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Пристрій об’єктива
фотокамери у вигляді керованої перегородки, який дозволяє регулювати отвір,
через який світло потрапляє в об'єктив (діафрагма).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Прилад, який
відповідає за синхронну роботу кнопки спуску затвору та спалахів
(синхронізатор).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Насадка на
джерело світла (спалаху), призначена для створення м'якого розсіяного
освітлення без різких відблисків (софтбокс).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Переносна опора
для оптичних приладів (фото-, відео-, кінокамер і т. д.) (штатив).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Прилад для
фіксації оптичного зображення на спеціальному носії (фотокамера).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Деталь фотокамери,
яка знаходиться перед світлочутливим елементом, відкривається під час
натискання кнопки спуску та регулюється витримкою (затвор).</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">За допомогою правила … на фотозображенні головний
об’єкт фотозйомки займає 2/3 кадру (третин).</span></div>
<br />
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<span style="font-size: 11.0pt;"><span style="mso-list: Ignore;">2.1.2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt;">визначення правил композиції, які використані для
створення фотозображень і аналіз помилок, якщо такі присутні та методи їх
усунення (електронна презентація додається):</span></div>
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1b4y9LhYmbcUBVtoqJCkTAEcwgnjWFnwj" target="_blank"><img alt="https://drive.google.com/open?id=1b4y9LhYmbcUBVtoqJCkTAEcwgnjWFnwj" border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFRZ63tiiEhTO57c3iFA3x9PVMat1VeCmiD6Ry_ccffCVwnHJWffND7hgd_CG2pltg9yi77b-fGKfBMdPD7NmJzbiMqZWdH1f5EFzR5LbB5n7EQ63wZkZUOu-av_BmnvKkRtfXzsLEntU/s320/%25D0%2592%25D0%25B8%25D0%25B7%25D0%25BD%25D0%25B0%25D1%2587%25D0%25B5%25D0%25BD%25D0%25BD%25D1%258F+%25D0%25BF%25D1%2580%25D0%25B0%25D0%25B2%25D0%25B8%25D0%25BB+%25D0%25BA%25D0%25BE%25D0%25BC%25D0%25BF%25D0%25BE%25D0%25B7%25D0%25B8%25D1%2586%25D1%2596%25D1%2597+%25D1%2596+%25D0%25BF%25D0%25BE%25D0%25BC%25D0%25B8%25D0%25BB%25D0%25BE%25D0%25BA.jpg" width="320" /></a></div>
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<br /></div>
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<span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">2.2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt;">Пояснення нового
матеріалу використовуючи електронну презентацію:</span></div>
<div class="MsoBodyText" style="margin-left: 54.0pt; mso-list: l5 level2 lfo1; tab-stops: list 54.0pt; text-indent: -36.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1BHiCNL3iNtbQL_97udhGUdf0hZ1fqgLB" target="_blank"><img alt="https://drive.google.com/open?id=1BHiCNL3iNtbQL_97udhGUdf0hZ1fqgLB" border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRSjf9PcpEEC93CY70Hwevxd4wM-5d8NeHcf_Dvrm3sNWqovSk_g9xt4gjzIT0VGQ2UmK4YaOb0xEIdeNDxQblN1Cm9oOkqMyBQA2LrG6cfp7g0XN23mpliblGJicf8vol_adR_Ezo1sk/s320/%25D0%25A0%25D0%25B5%25D0%25BF%25D0%25BE%25D1%2580%25D1%2582%25D0%25B0%25D0%25B6%25D0%25BD%25D0%25B0+%25D1%2584%25D0%25BE%25D1%2582%25D0%25BE%25D0%25B7%25D0%25B9%25D0%25BE%25D0%25BC%25D0%25BA%25D0%25B0+%25D0%25BD%25D0%25B0+%25D0%25B2%25D1%2596%25D0%25B4%25D0%25BA%25D1%2580%25D0%25B8%25D1%2582%25D0%25B8+%25D1%2583%25D1%2580%25D0%25BE%25D0%25BA.jpg" width="320" /><span id="goog_798368404"></span></a><span id="goog_798368405"></span></div>
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<span style="font-size: 12.0pt;"> </span></div>
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<span style="font-size: 11.0pt;"><span style="mso-list: Ignore;">2.2.1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt;">ознайомлення з видами репор<span id="goog_798368399"></span><span id="goog_798368400"></span>тажної фотозйомки;</span></div>
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<span style="font-size: 11.0pt;"><span style="mso-list: Ignore;">2.2.2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt;">вивчення методів та прийомів проведення репортажної фотозйомки;</span></div>
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<span style="font-size: 11.0pt;"><span style="mso-list: Ignore;">2.2.3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt;">вивчення правил кадрування при</span><span style="font-size: 9.0pt;"> </span><span style="font-size: 11.0pt;">зйомці;</span></div>
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<span style="font-size: 11.0pt;"><span style="mso-list: Ignore;">2.2.4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt;">використання презентації невдалих фото для
сміхотерапії на уроці;</span></div>
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1dGFf_BtJ5YiWelPbvqMc4zlG9kgHaR7A" target="_blank"><img alt="https://drive.google.com/open?id=1dGFf_BtJ5YiWelPbvqMc4zlG9kgHaR7A" border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFJeD2_c4ivh4jbAjiwtFoxohWetrFzOItlWwOPY1MEAqVtwPoE6y55DSAwZKP1dGT4XhFSZcXu_Xqw15C3AIcW8xAlDy0W7_vreU2ikEHaNJHKGh9KAYFCZdr7tDth8hveJvCDIL6F6E/s320/%25D0%259F%25D1%2580%25D0%25B5%25D0%25B7%25D0%25B5%25D0%25BD%25D1%2582%25D0%25B0%25D1%2586%25D1%2596%25D1%258F+%25D0%25BD%25D0%25B5%25D0%25B2%25D0%25B4%25D0%25B0%25D0%25BB%25D0%25B8%25D1%2585+%25D1%2584%25D0%25BE%25D1%2582%25D0%25BE%25D0%25BA%25D0%25B0%25D1%2580%25D1%2582%25D0%25BE%25D0%25BA.jpg" width="320" /><span id="goog_798368418"></span></a><span id="goog_798368419"></span></div>
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<br /></div>
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<span style="font-size: 11.0pt;"><span style="mso-list: Ignore;">2.2.5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt;">ознайомлення з додатковими пристосуваннями під час
проведення даного виду фотозйомки;</span></div>
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<span style="font-size: 11.0pt;"><span style="mso-list: Ignore;">2.2.6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt;">вивчення прийомів репортажної фотозйомки,
використовуючи схематичні зображення.</span></div>
<div class="MsoBodyText" style="margin-left: 72.0pt; mso-list: l5 level3 lfo1; tab-stops: list 72.0pt; text-indent: -36.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTwjFoSp1UNp8U-IsT7IMRaV_KpPBRFucn0B_M-o_KioSQAdDVHKqKi8Iy2mtPdH1kCRE-tTfNtLZL05rwY-trWwo_0puMblhIz5gMBI6v-aTFwM6kiLjF3bIlwLF4d9zSDUMjgR1wp7A/s1600/%25D0%25A1%25D1%2585%25D0%25B5%25D0%25BC%25D0%25B0+%25D0%25B0%25D0%25BA%25D1%2582%25D0%25BE%25D0%25B2%25D0%25BE%25D1%2597+%25D0%25B7%25D0%25B0%25D0%25BB%25D0%25B8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTwjFoSp1UNp8U-IsT7IMRaV_KpPBRFucn0B_M-o_KioSQAdDVHKqKi8Iy2mtPdH1kCRE-tTfNtLZL05rwY-trWwo_0puMblhIz5gMBI6v-aTFwM6kiLjF3bIlwLF4d9zSDUMjgR1wp7A/s320/%25D0%25A1%25D1%2585%25D0%25B5%25D0%25BC%25D0%25B0+%25D0%25B0%25D0%25BA%25D1%2582%25D0%25BE%25D0%25B2%25D0%25BE%25D1%2597+%25D0%25B7%25D0%25B0%25D0%25BB%25D0%25B8.jpg" width="226" /></a></div>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhm_NMH0B606yE7uAyvrxbiEmVrC0Cn46mWs6gCaPUijcu-r1WIuTQqBqYse-Tb3cczPDNIsT56SRVUbpOYX52YZVsey0-aFKj65mT2nd32CxNy5KbXrZCsWhwPa8dmAwIh2dRue0xe3s/s1600/%25D0%25A1%25D1%2585%25D0%25B5%25D0%25BC%25D0%25B0+%25D0%25BA%25D0%25B0%25D0%25B1+11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhm_NMH0B606yE7uAyvrxbiEmVrC0Cn46mWs6gCaPUijcu-r1WIuTQqBqYse-Tb3cczPDNIsT56SRVUbpOYX52YZVsey0-aFKj65mT2nd32CxNy5KbXrZCsWhwPa8dmAwIh2dRue0xe3s/s320/%25D0%25A1%25D1%2585%25D0%25B5%25D0%25BC%25D0%25B0+%25D0%25BA%25D0%25B0%25D0%25B1+11.jpg" width="226" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjolbUNkgfB8DmW9_IjvIkUxwq_8g7Y7aaghP0QDC3ZP6WJTLlZW4wMmjJaWdzIhik9yniR3ZZfESaPmo2Iex6SnQhU7M7GnnzFgcayw7s_Cw4DxHZ19b8ilj2CDJWfISi67Fc_8C5hAlE/s1600/%25D0%25A1%25D1%2585%25D0%25B5%25D0%25BC%25D0%25B0+%25D0%25BC%25D0%25B5%25D1%2582%25D0%25BE%25D0%25B4%25D0%25B8%25D1%2587%25D0%25BD%25D0%25BE%25D0%25B3%25D0%25BE+%25D0%25BA%25D0%25B0%25D0%25B1%25D1%2596%25D0%25BD%25D0%25B5%25D1%2582%25D1%2583.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjolbUNkgfB8DmW9_IjvIkUxwq_8g7Y7aaghP0QDC3ZP6WJTLlZW4wMmjJaWdzIhik9yniR3ZZfESaPmo2Iex6SnQhU7M7GnnzFgcayw7s_Cw4DxHZ19b8ilj2CDJWfISi67Fc_8C5hAlE/s320/%25D0%25A1%25D1%2585%25D0%25B5%25D0%25BC%25D0%25B0+%25D0%25BC%25D0%25B5%25D1%2582%25D0%25BE%25D0%25B4%25D0%25B8%25D1%2587%25D0%25BD%25D0%25BE%25D0%25B3%25D0%25BE+%25D0%25BA%25D0%25B0%25D0%25B1%25D1%2596%25D0%25BD%25D0%25B5%25D1%2582%25D1%2583.jpg" width="226" /></a></div>
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<br /></div>
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<span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">2.3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Закріплення нового матеріалу у вигляді аналізу поданих
фотозображень (електронна презентація додається).</span></div>
<div class="MsoBodyText" style="margin-left: 45.0pt; mso-list: l2 level2 lfo2; tab-stops: list 45.0pt; text-indent: -27.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1wJw6irdoUFk22mN3OMPnlZzQjH8CUDjq" target="_blank"><img alt="https://drive.google.com/open?id=1wJw6irdoUFk22mN3OMPnlZzQjH8CUDjq" border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2H9ZMqARb_oxilpJlHt-Zxkz2bELlFXmU1_2aHZxVCWfSSjQvO2Ucr3jAajwUtC8cuZbbdDzHuY9zyILYlHrRriCAeRbZtA0xEagDlh70Fk68AJa-0CqExLjSedMJ-6RaFo_cN2Z7M4Q/s320/%25D0%2597%25D0%25B0%25D0%25BA%25D1%2580%25D1%2596%25D0%25BF%25D0%25BB%25D0%25B5%25D0%25BD%25D0%25BD%25D1%258F+%25D0%25BD%25D0%25BE%25D0%25B2%25D0%25BE%25D0%25B3%25D0%25BE+%25D0%25BC%25D0%25B0%25D1%2582%25D0%25B5%25D1%2580%25D1%2596%25D0%25B0%25D0%25BB%25D1%2583.jpg" width="320" /></a></div>
<div class="MsoBodyText" style="margin-left: 45.0pt; mso-list: l2 level2 lfo2; tab-stops: list 45.0pt; text-indent: -27.0pt;">
<br /></div>
<div class="MsoBodyText" style="margin-left: 45.0pt; mso-list: l2 level2 lfo2; tab-stops: list 45.0pt; text-indent: -27.0pt;">
<span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">2.4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Видача практичних завдань.</span></div>
<div class="MsoBodyText" style="margin-left: 45.0pt; mso-list: l2 level2 lfo2; tab-stops: list 45.0pt; text-indent: -27.0pt;">
<span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">2.5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Доведення до учнів норм часу та критерій оцінювання
при виконанні практичної роботи.</span></div>
<div class="MsoBodyText" style="margin-left: 45.0pt; mso-list: l2 level2 lfo2; tab-stops: list 45.0pt; text-indent: -27.0pt;">
<span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">2.6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Пояснення вимог з ОП.</span></div>
<div class="MsoBodyText" style="margin-left: 29.25pt; mso-list: l2 level1 lfo2; tab-stops: list 12.0pt; text-indent: -29.25pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Поточний
інструктаж – 5 годин: </span></b></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-list: l0 level2 lfo5; tab-stops: list 45.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-size: 12.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-ansi-language: UK;">Організація робочого місця.</span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-list: l0 level2 lfo5; tab-stops: list 45.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-size: 12.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-ansi-language: UK;">Самостійна робота учнів:</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level3 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 11.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.2.1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt; mso-ansi-language: UK;">робота з матеріалами письмового
інструктування;</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level3 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 11.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.2.2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt; mso-ansi-language: UK;">виконання практичної роботи по проведенні
репортажної фотозйомки;</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level3 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 11.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.2.3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt; mso-ansi-language: UK;">обробка відзнятих фотозображень;</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level3 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 11.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.2.4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt; mso-ansi-language: UK;">удосконалення процесу зйомки та
прийомів фотографування.</span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-list: l0 level2 lfo5; tab-stops: list 45.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-size: 12.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-ansi-language: UK;">Цільові обходи робочих місць
майстром в/н:</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level3 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 11.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.3.1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt; mso-ansi-language: UK;">контроль за індивідуальною
діяльністю учнів;</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level3 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 11.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.3.2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt; mso-ansi-language: UK;">контроль за виконанням вимог
охорони праці;</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level3 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 11.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.3.3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt; mso-ansi-language: UK;">індивідуальний інструктаж на
робочому місці;</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level3 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 11.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.3.4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 11.0pt; mso-ansi-language: UK;">видача додаткових завдань
найбільш встигаючим учням.</span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-list: l0 level2 lfo5; tab-stops: list 45.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-size: 12.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">3.4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-ansi-language: UK;">Прийом та оцінювання виконаної
практичної роботи.</span></div>
<div class="MsoBodyText" style="margin-left: 19.5pt; mso-list: l1 level1 lfo3; tab-stops: list 19.5pt; text-indent: -19.5pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Заключний
інструктаж – 10 хвилин:</span></b></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-list: l3 level2 lfo6; tab-stops: 45.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-size: 12.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">4.1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-ansi-language: UK;">Підведення підсумків уроку.</span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-list: l3 level2 lfo6; tab-stops: 45.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-size: 12.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">4.2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-ansi-language: UK;">Повідомлення балів учням. Обговорення
допущених помилок та методи їх усунення.</span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-list: l3 level2 lfo6; tab-stops: 45.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-size: 12.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">4.3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-ansi-language: UK;">Повідомлення домашнього завдання.</span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-list: l3 level2 lfo6; tab-stops: list 45.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-size: 12.0pt; mso-ansi-language: UK;"><span style="mso-list: Ignore;">4.4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-ansi-language: UK;">Прибирання робочих місць і
навчального кабінету.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="RU" style="font-size: 12.0pt;">Майст</span><span style="font-size: 12.0pt; mso-ansi-language: UK;">е</span><span lang="RU" style="font-size: 12.0pt;">р в/н</span><span style="font-size: 12.0pt; mso-ansi-language: UK;">:<span style="mso-tab-count: 5;"> </span>
Л.А. Пуюл</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</div>
Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-18138703534752255602019-11-26T04:23:00.000-08:002019-12-10T04:25:58.257-08:00Проведення відкритого уроку з виробничого навчання<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="mso-ansi-language: UK;">26 листопада 2019 року майстер виробничого
навчання Людмила ПУЮЛ провела відкритий урок виробничого навчання з професії
«Фотограф (фотороботи)» 3 розряду у групі № 18 (ІІ курс) на тему програми «Освоєння
різних видів фотозйомки» та тему уроку «Репортажна фотозйомка». Методичною
метою уроку було «Застосування інтерактивних методів навчання та наочних
засобів при вивченні та закріпленні навчального матеріалу для формування
професійних компетентностей успішного фотографа».</span></div>
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<span style="mso-ansi-language: UK;">На актуалізацію опорних знань майстер підготувала
електронні кросворди. Здобувачі освітніх послуг, відповідаючи на запитання кросворду,
самостійно виставляли собі оцінки відповідно до критерій оцінювання та
відсотку, який показує програма.</span></div>
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<span style="mso-ansi-language: UK;">Під час пояснення нового матеріалу Людмила
Анатоліївна використовувала презентацію з фотозображеннями кінцевого результату
роботи. Так, як цей матеріал учні уже вивчали на теоретичному навчанні, то урок
був побудований у вигляді діалогу. Усе пояснення було розділено на декілька
частин: за допомогою презентації та за допомогою схем основних локацій навчального
закладу, де найчастіше проводиться репортажні фотозйомки (актова зала, кабінет
для здачі ПА та ДПА, методичний кабінет). Використовуючи дані схеми та магніти,
які грали роль фотографа та інших учасників даного заходу було показано
наглядно: де повинен стояти фотограф для вдалого кадру, ракурс та кут його
роботи, а також наголошувалося на параметрах для вдалих кадрів.</span></div>
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<span style="mso-ansi-language: UK;">Для кращого сприйняття матеріалу та для сміхотерапії
на уроці було показано презентацію невдалих фото. Весела музика, смішні
фотозображення змусило учнів розслабитись та активніше приймати участь на уроці.</span></div>
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<a href="https://drive.google.com/open?id=1dGFf_BtJ5YiWelPbvqMc4zlG9kgHaR7A" target="_blank"><img alt="https://drive.google.com/open?id=1dGFf_BtJ5YiWelPbvqMc4zlG9kgHaR7A" border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglOrr7Nw52lDXAh95G5IxHMKg7QXOgvFI8mSwH6Us6UOwGDasQFKvpEJJNsdHG8BpULPvkz1gdbyTcllUutyz_CzMRzJ8hGW9Kd-jSNhUtTjsO4UOx2KX7QfiV_8M472O_UHK036OI9IY/s320/%25D0%259F%25D1%2580%25D0%25B5%25D0%25B7%25D0%25B5%25D0%25BD%25D1%2582%25D0%25B0%25D1%2586%25D1%2596%25D1%258F+%25D0%25BD%25D0%25B5%25D0%25B2%25D0%25B4%25D0%25B0%25D0%25BB%25D0%25B8%25D1%2585+%25D1%2584%25D0%25BE%25D1%2582%25D0%25BE%25D0%25BA%25D0%25B0%25D1%2580%25D1%2582%25D0%25BE%25D0%25BA.jpg" width="320" /></a></div>
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<span style="mso-ansi-language: UK;">На закріплення нового матеріалу була підготовлена
ще одна презентація з фотокартками з різних заходів в училищі, які були зроблені
їхніми попередниками. По черзі кожен учень давав повну характеристику
побаченого фото та вказував на помилки, якщо вони були допущені та методи їх
усунення.</span></div>
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<span style="mso-ansi-language: UK;">Навчальну мету уроку було досягнуто, тому що на
кінець уроку всі учні здали хороший відзнятий матеріал з усіх локацій, які були
запропоновані.</span></div>
</div>
Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-35959983820927274152019-10-01T06:37:00.000-07:002019-12-10T06:38:05.690-08:00Екскурсія у фотостудію<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="mso-ansi-language: UK;">Згідно тематичного плану з виробничого навчання з
професії «Фотограф (фотороботи) 3 розряду» 1 жовтня 2019 року учні групи № 18
відвідали фотостудію ФОП «Добрецова Алла Миколаївна», яка знаходиться за
адресою м. Чернівці, вул. Ентузіастів, 3/85. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="mso-ansi-language: UK;">Під час екскурсії учні прослухали вступне слово професійного
фотографа Добрецової Алли Миколаївни, яка розповіла їм про переваги та недоліки
власного фото бізнесу, а також наглядно показала обладнання своєї фотостудії та
провела майстер-клас студійної фотозйомки. Приємна атмосфера, невимушена
розмова та гарні світлини залишили в серцях учнів позитивні враження та підвищили
інтерес до обраної професії.</span></div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-9113204538702896222019-04-25T05:24:00.000-07:002019-04-25T05:25:59.098-07:00Велике прибирання<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="mso-spacerun: yes;"> </span>За звичаями українського народу в чистий четвер
(25 квітня 2019 року) – поряд з душею перед Великоднем було необхідно очистити
тіло і навколишній простір. У цей день влаштовували генеральне прибирання
житла, очищали будинок від непотрібних речей, вимивали посуд, прали одяг і
білизну, готували їжу і пекли паски до Великодня.<br />
І тому у цей день в
Чернівецькому ВПУ радіоелектроніки було організоване велике прибирання
території в якому взяли участь і учні групи № 18. </div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-85642076809039713572019-04-25T00:47:00.002-07:002019-04-25T05:21:32.324-07:00Участь в І етапі конкурсу «Професійний талант року 2019»<div dir="ltr" style="text-align: left;" trbidi="on">
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23 квітня
2019 року в Чернівецькому ВПУ радіоелектроніки відбувся І етап конкурсу «Професійний
талант року 2019» в якому взяли участь учні різних професій. Кожен учасник креативно
підійшов до підготовки усіх етапів конкурсної програми та <span style="mso-spacerun: yes;"> </span>представив членам журі свої роботи. В даному
заході також взяла участь і учениця групи № 18 Пишна Наталія, яка навчається на
І курсі за професією «Оператор комп’ютерного набору; фотограф (фотороботи);
керівник секретаря (організації, підприємства, установи)», яка представила свою
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-8645760134759733952019-04-16T12:00:00.000-07:002019-04-25T07:36:44.938-07:00Проведення фотоконкурсу на тему "Весняні барви"<div dir="ltr" style="text-align: left;" trbidi="on">
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15 квітня
2019 року у групі № 17 відбулась контрольна робота у вигляді фотоконкурсу на
тему: «Весняні барви». Відповідно до умов конкурсу учні презентували свої роботи у двох
номінаціях: «Фотоколаж» та «Фотографія». </div>
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Усім учням та
працівникам училища були роздані бюлетні на яких під час перегляду фотовиставки
вказувався номер фотографії, яка їм сподобалась. Тому у номінації «Фотографія» призові
місця отримали роботи наступних учнів:</div>
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І місце здобула
Ребюк Антоніна з роботою «Промінчик»:</div>
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ІІ місце було
присвоєно Білоус Галині з роботою «Весняна роса»:</div>
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ІІІ місце
отримала Опаєць Марія з роботою «Пробудження весни»:</div>
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А також усі
інші учні отримали позитивні оцінки, серед яких хотілось би відмітити ще
декілька робіт:</div>
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У номінації «Фотоколаж»
було проведено засідання членів журі і визначено І місце, яке посіла Унгурян
Оксана з роботою «Диво весни», яка повністю дотрималась усіх запропонованих умов конкурсу:</div>
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Також усі
учні отримали оцінки за подані колажі. Декілька робіт пропонуємо вашому
перегляду:</div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-66514920515031738512019-04-05T15:00:00.000-07:002019-04-25T07:37:09.495-07:00Оголошення!!!<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal" style="text-align: center; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman";"> <b>Оголошення!</b></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman";">У групі № 17 оголошено Конкурс
фоторобіт на тематику: «Весняні барви»</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="color: #222222; mso-bidi-font-family: "Times New Roman";">Участь у
фотоконкурсі приймають УСІ учні групи № 17 (крім обирання переможців конкурсу
дані роботи ще й оцінюються). Для участі необхідно свої роботи подати викладачу
спецдисциплін з професії «Фотограф (фотороботи)» з 8.04.19 р. по 12.04.19 р. відповідно
до умов, зазначених нижче:</span></div>
<div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center; text-indent: 35.45pt;">
<b><span style="color: #222222; font-size: 14.0pt;">Основні
положення:</span></b><span style="font-size: 14.0pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="color: #262626; font-size: 14.0pt;">Конкурс фоторобіт проводиться з метою:</span><span style="font-size: 14.0pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="color: #262626; font-size: 14.0pt;">– підняття авторитету професії
«Фотограф»;</span><span style="font-size: 14.0pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="color: #262626; font-size: 14.0pt;">– привернення уваги усіх учнів училища
до творчості;</span><span style="font-size: 14.0pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="color: #262626; font-size: 14.0pt;">– виявлення та підтримка талантів учнів
групи № 17;</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="color: #262626; font-size: 14.0pt;">– оцінювання учнів.</span><span style="font-size: 14.0pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="color: #262626; font-size: 14.0pt;">Ініціатором проведення конкурсу виступає
викладач спецдисциплін Пуюл Людмила Анатоліївна.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: "Times New Roman";">Конкурс
проводиться з наступних номінацій:</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">Фотоколаж</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">Роздруковане
фото</span></div>
<div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center; text-indent: 35.45pt;">
<b><span style="color: #222222; font-size: 14.0pt;">Технічні
вимоги до фоторобіт відповідно до кожної номінації:</span></b><span style="font-size: 14.0pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; mso-list: l2 level1 lfo4; tab-stops: 49.65pt; text-align: justify; text-indent: 35.45pt;">
<span style="color: #222222; font-size: 14.0pt;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #222222; font-size: 14.0pt;">Фотоколаж повинен бути в цифровому вигляді
розміром формату А4 та з розширенням </span><span style="font-size: 14.0pt;">JPG,
300 dpi,<span style="color: #222222;"> фотографії, які використовуються у колажі
повинні бути зроблені самостійно продовж 2018-2019 років. Фотоколаж повинен
містити не менше 5 світлин, необхідно художньо оформити назву усього колажу,
кожного фото окремо та підписати колаж, підібрати фон згідно теми колажу,
прикрасити його використовуючи кліпарти або інші графічні елементи та попередньо
відретушувати обрані світлини.</span></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; mso-list: l2 level1 lfo4; tab-stops: 49.65pt; text-align: justify; text-indent: 35.45pt;">
<span style="color: #222222; font-size: 14.0pt;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #222222; font-size: 14.0pt;">Світлини повинні бути розміром формату А4.
</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="color: #222222; font-size: 14.0pt;">Тільки незначна корекція кольору та
обрізання є прийнятними. Фотографії повинні бути реальними, і моменти,
зафіксовані на них, не застарілими. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: "Times New Roman";">Умови
щодо колажу:</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo2; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">вірний
формат кінцевої роботи;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">використання
не менше 5 фото для створення колажу;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">фон
колажу повинен відповідати його тематиці;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">колаж
повинен містити загальну назву та кожного фотозображення зокрема;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">використання
декору, кліпартів та інших об’єктів чи ефектів для художнього оформлення
колажу;</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l3 level1 lfo2; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">фоторетуш
вибраних зображень.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: "Times New Roman";">Умови
щодо фотозображень:</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo3; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">назва
фото;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo3; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">дотримання
законів та правил композиції;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo3; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">вірне
налаштування параметрів фотокамери під час фотозйомки;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo3; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">освітлення
та фокусування на основному об’єкті фотозйомки;</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo3; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">відповідність
кольорам оригіналу.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<b><span style="mso-bidi-font-family: "Times New Roman";">Художнє оформлення обох
конкурсних робіт:</span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoNormal" style="margin-left: 71.45pt; text-align: justify;">
<span style="mso-bidi-font-family: "Times New Roman";">– креативність;</span></div>
<div class="MsoNormal" style="margin-left: 71.45pt; text-align: justify;">
<span style="mso-bidi-font-family: "Times New Roman";">– виразність;</span></div>
<div class="MsoNormal" style="margin-left: 71.45pt; text-align: justify;">
<span style="mso-bidi-font-family: "Times New Roman";">– композиція;</span></div>
<div class="MsoNormal" style="margin-left: 71.45pt; text-align: justify;">
<span style="mso-bidi-font-family: "Times New Roman";">– відповідність зображення
тематиці конкурсу;</span></div>
<div class="MsoNormal" style="margin-left: 71.45pt; text-align: justify;">
<span style="mso-bidi-font-family: "Times New Roman";">– якість зображення.</span></div>
<div style="margin: 0cm 0cm 0.0001pt; text-align: center; text-indent: 35.45pt;">
<b><span style="color: #262626; font-size: 14.0pt;">Оцінка журі:</span></b><span style="font-size: 14.0pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="color: #262626;">Переможці в номінації «Роздруковане фото» будуть
вибиратися з допомогою голосування усіх осіб, які будуть в навчальному корпусі
у день конкурсу за допомогою заповнення мінібюлетнів, в яких необхідно буде
вказати номер світлини, яка найбільше сподобалась. </span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="color: #262626;">Переможці в номінації «Фотоколаж» будуть обиратися членами
журі до яких увійдуть: Писаревська Г.М. – викладач спецдисципліни «Технології
комп’ютерної обробки інформації» розділу «Графічні редактори», викладач
спецдисциплін з професії «Фотограф (фотороботи)» Пуюл Л.А. та майстер в/н даної
групи Вівчарук М.Д.</span></div>
<div style="margin: 0cm 0cm 0.0001pt; text-align: center; text-indent: 35.45pt;">
<b><span style="color: #222222;">Додаткові умо<span style="color: black;">ви:</span> </span></b></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
Організатор
залишає за собою право перевірити достовірність та оригінальність будь-якої
фотографії і дискваліфікувати учасника, який подасть фотографію, що не
відповідає даним Офіційним правилам.</div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
Беручи
участь у Конкурсі, усі учасники автоматично надають право публікувати,
відтворювати, розповсюджувати і використовувати їх для пропаганди даної
професії.</div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;">
Подаючи
фотографію для конкурсу, кожен учасник погоджується з умовами конкурсу і
гарантує, що його/її фото роботи відповідають усім вимогам.</div>
</div>
Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-43850358658424152442019-03-04T08:21:00.000-08:002019-03-19T08:22:30.580-07:00Сценарій виховного заходу на тему: «Революція гідності. Хронологія подій»<div dir="ltr" style="text-align: left;" trbidi="on">
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</div>
<div class="MsoNormal" style="text-align: right; text-indent: 35.45pt;">
<span style="mso-ansi-language: UK;"> «Хто минуле забуває, той майбутнього не має!»</span></div>
<div class="MsoNormal" style="text-align: right; text-indent: 35.45pt;">
<span style="mso-ansi-language: UK;">Народна мудрість</span></div>
<div align="center" class="MsoNormal" style="text-align: center; text-indent: 35.45pt;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center; text-indent: 35.45pt;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">На сцену
виходять двоє ведучих (бажано – хлопець та дівчина)</span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий: </span></b><span style="mso-ansi-language: UK;">Доброго дня шановні присутні!</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча: </span></b><span style="mso-ansi-language: UK;">Доброго дня, всім хто завітав на захід, присвячений
пам'яті людей, які показали нам життя зовсім по іншому, як треба сьогодні
відстоювати незалежність, любити Україну та свій народ.!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Герої Небесної Сотні назавжди змінили нашу
Україну і самих українців, підняли наш національний і патріотичний дух.</span></div>
<a name='more'></a><br />
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<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча: </span></b><span style="mso-ansi-language: UK;">Саме завдяки Майдану наша держава довела всьому
світові гідність, мужність і тверду волю українців до справедливості. Кожен
здійснив особистий подвиг – віддав найцінніше – своє життя заради нової України.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Ніхто не в праві забути морозні дні 2013-2014
року, коли від напруги закипала в жилах кров, коли в ім’я віри і правди один за
одним падали від куль майданівці, аби прорости в наших серцях червоними квітами
пам’яті.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча: </span></b><span style="mso-ansi-language: UK;">Захід присвячений<b style="mso-bidi-font-weight: normal;"> </b>пам’яті героям Небесної сотні, оголошується відкритим!</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">Звучить гімн України</span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Сьогодні ми відзначаємо 5 річницю з тих днів, як
українці своїм патріотизмом, прагненням до свободи, прагненням жити гідно на
своїй землі вибороли зміни у своєму житті та житті всієї держави.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> Як же починалась революційна історія України?
Глянемо на екран і згадаємо хронологію основних подій п’ятирічної давності, які
на завжди змінили нас.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Україна вважається територіальним центром Європи,
тому вибраний тодішнім керівництвом держави шлях до Євросоюзу підтримувало
багато людей. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> Але, 21 листопада 2013 року Кабінет Міністрів
Азарова ухвалив постанову, якою призупинив процес підготовки до підписання
Угоди про асоціацію з Європейським союзом. У соціальних мережах одразу
з’явилися заклики прийти на майдан Незалежності, щоб висловити свій протест.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Так, 21 листопада, станом на 23.10, на Майдані,
попри дощ і буденний день, було близько двох тисяч осіб, які висловили своє
обурення зміною політичного курсу . Їх підтримали у Львові, Хмельницькому,
Луцьку, Ужгороді, Харкові та Донецьку.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> У наступні дні до Києва почали приїжджати люди з
інших міст, переважно молодь. Станом на 22 листопада зібралось уже близько 5
тисяч осіб і тоді ж пролунало гасло «Україна – це Європа!». Всюди лунали
українські пісні, звучала українська музика – цим молодь хотіла підкреслити, що
вони українці і хочуть жити у новій Україні.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">(Звучить пісня «???»)</span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Подібні акції пройшли у Львові, Вінниці, Одесі,
Миколаєві, Донецьку, Сумах, Харкові та майже у всіх обласних центрах України.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> Але тодішньому керівництву держави та власне
президенту Віктору Януковичу таке волевиявлення народу не співпадало з їхніми
амбіціозними планами, тому у ніч з 29 на 30 листопада 2013 року на Майдані
Незалежності спецпідрозділ «Беркут» жорстоко розігнав мітингувальників,
внаслідок чого постраждали щонайменше 80 осіб.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Мітенгувальники відстоювали свою особисту думку,
а Беркутівці виконували наказ, але по обидві сторони стояли наші українські
хлопці, які могли знати один одного, бути з одного міста чи одного села.</span></div>
<div class="MsoNormal">
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">Вірш Анатолія Матвійчука «Двоє на
Майдані».</span></i></div>
</div>
<span style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<br />
<div class="WordSection2">
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Не шукайте таємного
змісту,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Просто доля, мов карта
лягла:</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Двоє хлопців зібралися в
місто,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Двоє хлопців з одного
села.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Незіпсовані, сильні,
красиві,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Їм обом ще нема й
двадцяти,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Їхні мами ще зовсім не
сиві.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Їх просили себе берегти…</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">І шляхи їх згубились в
тумані,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Різні долі, як різні
пісні…</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Хто ж міг думати, що – на
Майдані,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Знов зустрінуться раптом вони.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Як від повені вруниться
річка,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Так зіткнулись – очима й
чолом.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Та в одного в руках
єврострічка,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">А на іншому – чоний
шолом.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Двоє хлопців спізнались
одразу</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">І від подиву вклякли
немов.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Перший знав тільки волю
наказу,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Другий з власної волі
прийшов.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">І дивились – не то щоб
привітно,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Але злоби не знала душа,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Та між ними в ту мить
непомітно,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Вже лягла неприступна
межа…</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">І запахло в повітрі
війною,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">І накрила Хрещатик імла.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Та між тою й цією стіною –</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Двоє хлопців з одного
села!</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">І у темному мороці ночі</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Ніби промінь з небес
зазорів, -</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Їм згадалися мамині очі</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">І прощальні слова матерів:</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">«Там іконка в кишені
сорочки,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Матір Божа на щастя
лежить...</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Бережіть себе в світі,
синочки</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">І Вкраїну свою бережіть!</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">І ніколи нікому не дайте,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Щоб земля наша кров'ю
спливла,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Пам'ятайте про це,
пам'ятайте!!!</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Ви ж бо хлопці з одного
села!</span></div>
</div>
<span style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">
</span>
<br />
<div class="WordSection3">
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> Після розгону студентів події на Майдані
розвивались дуже стрімко.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> На наступній же день 1 грудня 2013 року у Києві
пройшов один із найбільших мітингів Революції Гідності, в якому взяли участь
ьлизько пів міліонна осіб. Мітингувальники зайняли будівлю КПДА та Будинок
профспілок – там розгорнувся штаб національного опору.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> Акції протесту відбулися в багатьох містах
України. Найбільший протест був у Львові – приблизно 40 тисяч осіб.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> 8 грудня у Києві відбувся «Марш мільйона»: на
віче на Майдані Незалежності за різними оцінками від 500 тисяч до 1 міліона
людей.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> У ніч з 10 на 11 грудня 2013 року численні
підрозділи внутрішніх військ і «Беркута» зробили спробу розігнати мирних
протестувальників на Майдані у Києві. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> У Новорічну ніч на Майдані зібралося кількасот
тисяч людей. Рівно о півночі вони заспівали гімн України, тримаючи в руках
ліхтарики та мобільні телефони.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> На сцені разом<span style="mso-spacerun: yes;">
</span>з ними співали гімн Руслана, лідери опозиції, народні депутати, а також
координатори Євромайдану.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">Відеоролик «Новорічна ніч на Майдані
Незалежності 2014 року»</span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> 16 січня 2014 року Верховна Рада України
голосуєчи підняттям рук ухвалила пакет законів, які дістали назву
«Диктаторських законів». Вони були прийняті з порушенням регламенту і
стосувалися обмеженнями свобод громадян.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> Як би ми змогли жити вільно, як би даний закон вступив
у дію, згадаймо деякі заборони: заборона рухатись колонами, обмеження доступу
до Інтернету, до в’язниці якщо ви у захисному шоломі, 15 діб за встановлення
намету, арешт за допомогу активістам та інші закони, які суперечили правам
громадян України.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> На знак протесту проти цих законів 19 січня 2014
року протистояння на Майдані з мирної фази перейшло у силову. Почалися сутички,
які тривали усю ніч. Під час протистояння мітингувальники закидали міліцію та
силовиків бруківкою, фарами, «коктейлями Молотова».</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> На Майдані 22 січня загинули перші активісти
Євромайдану: </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">(на сцену виходять 3 учні тримаючи
портрети загиблих активістів):</span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Учень 1:</span></b><span style="mso-ansi-language: UK;"> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Сергій Нігоян</i></b>, батьки якого були
вірменами та рятуючись від війни в Нагірному Карабасі переїхали до мирної
України, і не сподівались що саме тут втратять свого єдиного сина.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">Відеоролик «Нігоян декламує вірш
Шевченка»</span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Учень 2:</span></b><span style="mso-ansi-language: UK;"> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Вербицький Юрій</i></b>, який був викрадений
невідомими з лікарні. Його тіло було знайдено 22 січня в околицях Києва зі
слідами тортур. За словами його товариша Романа, при упізнанні було очевидно,
що ноги перебиті – виднілися кістки, вся спина була синя, обличчя розбите,
ребра випирали зі шкіри, тому що були поламані. Офіційною причиною смерті
лікарі назвали – переохолодження.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Учень 3:</span></b><span style="mso-ansi-language: UK;"> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Жизневський Михайло</i></b>, громадянин
Білорусії, який покинув власну країну через політичні репресії. В Україні був
бійцем націоналістичної організації «УНА-УНСО». Останнім часом жив та працював
у Києїві та Білій Церкві. Загинув під час штурму на Вулиці Грушевського.
Отримав наскрізне поранення в серце мисливською кулею.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> На деякий час після цих кривавих подій оголосили
перемир’я та переговори між президентом Віктором Януковичем і лідерами опозиції
ні до чого не приводять. Протестувальники зводять нові барикади в урядовому
кварталі.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Протести поширюються по всій Україні. Однак, у
Донецьку. Луганську та Харкові проходять також мітинги на підтримку діючої
влади.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> Майдан жив свої життям.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">Відеоролик «Будні Майдану
Незалежності 2014 року»</span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> На ранок 18 лютого було заплановано «Мирний
наступ». До Верховної Ради України, де мала відкритися чергова сесія, на якій
планувався розгляд питань щодо внесення змін до Конституції України. Мітингарі
вимагали повернення до Конституції зразка 2004 року та покарання винних у
знущаннях над активістами Євромайдану.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> На противагу «Мирному наступу» майданівців влада
використала силу та зброю. Загинуло близько 20 осіб.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Найстрашнішими стали події 20 лютого в так званий
«Чорний четвер». Мітинг під Радою перейшов у запеклі сутички між
протестувальниками та силовиками. Формально 19 лютого у Києві було оголошено
перемир’я, проте на ділі протистояння тривали, так як урядові сили його
порушили.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> А 20 лютого 2014 року у людей, які вийшли на
мирний протест, почали стріляти снайпери. Силовики розстрілювали активістів
бойовими набоями. Цілились в голову та шию.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">Відеоролик про розстріл майдану.</span></i></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">Вірш Оксани Максимишин-Корабель «Мамо,
не плач. Я повернусь весною»</span></i></div>
<div class="MsoNormal">
<br /></div>
</div>
<span style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">
</span>
<br />
<div class="WordSection4">
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Мамо, не плач. Я
повернусь весною.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">У шибку пташинкою вдарюсь
твою.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Прийду на світанні в
садок із росою,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">А, може, дощем на поріг
упаду.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Голубко, не плач. Так
судилося, ненько,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Що слово бабуню вже не
буде твоїм.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Прийду і попрошуся в сон
твій тихенько</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Розкажу, як мається в
домі новім.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Мені колискову ангел
співає</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">I рана смертельна уже не
болить.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Ти знаєш, матусю, й тут
сумно буває</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Душа за тобою, рідненька,
щемить.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Мамочко, вибач за чорну
хустину</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">За те, що віднині будеш
сама.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Тебе я любив. I любив
Україну</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Вона, як і ти, була в
мене одна.</span></div>
</div>
<span style="font-family: "times new roman" , "serif"; font-size: 5.0pt;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<br />
<div class="WordSection5">
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Того ж дня загинула найбільша кількість людей. Їх
назвали «Небесною сотнею». Серед них також булі й буковинці, а саме:</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">(на сцену виходять 2 учні тримаючи
портрети загиблих буковинців):</span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Учень 1:</span></b><span style="mso-ansi-language: UK;"> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Щербанюк Олександр Миколайович</i></b>. Народився
2 січня 1968 року у селі Котелеве Новоселицького району Чернівецької області.
Навчався у Чернівецькій школі-інтернаті № 2, потім – Чернівецькому вищому
професійному художньому училищі № 5. Мешкав у місті Чернівці. Займався
приватною підприємницькою діяльністю, виконував будівельні роботи, переважно як
муляр-плиточник. Активно займався громадською діяльністю. Член партії
"Батьківщина" з 2004 року, керівник партійного осередку, учасник усіх
виборчих перегонів.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="mso-ansi-language: UK;">Дуже любив Україну, її культуру та історію, був
справжнім патріотом своєї Батьківщини, відчував біль своєї держави, вболівав за
її долю, підтримував її в боротьбі за свободу, прагнув їй добра та кращого
майбутнього, мав активну громадянську позицію, не міг миритися з безправ'ям та
соціальною несправедливістю, був готовий віддати заради рідної землі найцінніше
– своє життя.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="mso-ansi-language: UK;">Взимку 2013-2014 років періодично приїздив на
Майдан Незалежності у Києві, де був активним учасником Революції гідності. 19
лютого 2014 року востаннє вирушив з Чернівців до Києва. Він був рішуче
налаштований, що мусить бути там, на передовій, де найбільше потрібні люди. 20
лютого 2014 року загинув прямо біля чернівецького намету
"Батьківщини" внаслідок двох вогнепальних поранень, перша куля
снайпера влучила йому зліва нижче ребер, друга – у серце. Похований у місті
Чернівці на Центральному кладовищі. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="mso-ansi-language: UK;">Указом Президента України Петра Порошенко №
890/2014 від 21 листопада 2014 року за громадянську мужність, патріотизм,
героїчне відстоювання конституційних засад демократії, прав і свобод людини,
самовіддане служіння Українському народу, виявлені під час Революції гідності
Олександру Миколайовичу Щербанюку посмертно присвоєно звання Герой України з
удостоєнням ордена "Золота Зірка".</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="mso-ansi-language: UK;">Ім'я та портрет Героя викарбувані на меморіалі
Героїв Небесної Сотні у Києві на вулиці Інститутській. 6 березня 2014 року
рішенням сесії Чернівецької міської ради Олександру Щербанюку присвоєно звання
"Почесний громадян міста Чернівці" (посмертно), а вулицю Чапаєва
перейменовано на вулицю Олександра Щербанюка. 2 березня 2016 року у Чернівцях
на фасаді будівлі військово-спортивного ліцею-інтернату (вулиця Луковецька №
29) йому було відкрито меморіальну дошку.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Учень 2:</span></b><span style="mso-ansi-language: UK;"> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Аксенін Василь Степанович</i></b> Народився 4
лютого 1962 у місті Чернівці – помер 11 березня 2014року у Польщі в лікарні). </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="mso-ansi-language: UK;">О 7.00 ранку 20 лютого сказав дружині Тетяні
телефоном: “Іду в наступ”. У цей самий день був важко поранений у Києві під час
розстрілу демонстрантів (пробито черевну порожнину, пошкоджено тазостегнову
кістку). З його листа: “Я мав суперброню – 10-кілограмовий бронежилет і залізну
каску. Досі не розумію, як мене поранили. На Інститутській погнався за
“беркутятами”. На мить почув, як обпекло щось, не можу рухатися. Снайпер
поцілив просто в бік, в ту частину, де не було захисту. Куля пройшла через
живіт. Рана була розміром із кулак. За секунду піді мною була калюжа крові.
Хлопці під кулями тягнули мене за бронік до лікарні. Потім поклали на щит.
Лікар казав, що коли добралися до рани, то з неї сипалася земля і попіл. Може,
тому так довго не загоюється”. Операція тривала кілька годин. Наприкінці лютого
Василя відвезли на лікування до Польщі, але... Осиротіло двоє синів – 17-ти і
23-х років. Прощання з героєм відбулося в приміщенні Чернівецької обласної
філармонії. Звідти тіло перенесли на Центральну площу, де панотці відправили
панахиду. Під час прощання всі люди, присутні на Центральній площі, встали на
коліна. По завершенні панахиди тіло понесли до Центрального кладовища. Під час
ходи вулицями Головною та Героїв Майдану мешканці прилеглих будинків виходили
із плакатами “Героям слава” та “Герої не вмирають”. Поховали Василя на Алеї
слави Центрального кладовища навпроти могили Олександра Щербанюка.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">Танець під композицію гурту «Еней»
«Біля тополі»</span></i></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">Вірш «Я дякую вам, хлопці, за життя»</span></i></div>
</div>
<span style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">
</span>
<br />
<div class="WordSection6">
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Я дякую вам, хлопці, за
життя,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Я дякую вам, хлопці, за
свободу.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Пробачте нас. Пішли ви в
небуття,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Та більше не повернетесь
додому…</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Ви йшли за нас, ви йшли
на вірну смерть,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Ви не боялися нікого і
нічого.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Ви захищали своїх мам,
жінок, дітей,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Ви знали що ви робите й
для чого.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Хто міг подумати, що
трапиться таке,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Хто міг подумати, що в
мирную годину</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">підуть батьки ховать
своїх дітей,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Які стояли на Майдані за
Вкраїну.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Небесну сотню прошу
вшанувати, </span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Небесній сотні дякувать
до скону.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Це те найменше, що ми можемо
віддати,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Щоб ви відчули, як
склоняємось до долу.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Вас пам’ятати будемо
завжди,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">Із вами будемо боротись
за країну.</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">За ту країну, де нема
брехні й війни,</span></div>
<div class="MsoNormal">
<span style="mso-ansi-language: UK;">За нашу й вашу мирну
Україну…</span></div>
</div>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">
</span></b>
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> А зараз просимо Вас вшанувати героїв Небесної
сотні хвилиною мовчання.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: UK;">Хвилина мовчання</span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> Повертаючись до хронології тих страшних днів,
після безжального розстрілу Євромайданівців Віктор Янукович у ніч з 21 на 22
лютого з наближеним своїм оточенням покинув країну та втік до Росії. Цього ж
дня Верховна Рада України, Адміністрація Президента, Кабінет міністрів та МВС
перейшли під контроль і охорону Майдану.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> А через 2 дні, а саме 23 лютого народні депутати
ухвалили постанову «Про самоусунення Президента України від виконання
конституційних повноважень та призначення позачергових виборів Президента
України» - на 25 травня 2014 року.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> З тих днів минуло уже 5 років, але біль в серцях
міліонів українців не вщухає. Біль втрати рідних, частини території України і до
сьогодні тривають бойові дії на Сході нашої країни, де досі гинуть наші хлопці
та дівчата.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведуча:</span></b><span style="mso-ansi-language: UK;"> Шановні гості, давайте не будемо забувати тих
страшних подій, які на завжди змінили нашу свідомість. Україна була і буде
величною, її люди – волелюбними та не скореними! </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: UK;">Ведучий:</span></b><span style="mso-ansi-language: UK;"> На цьому наш захід доходить до кінці, хоча наша
історія продовжується, яку ми пишемо, нажаль, своєю кров’ю, а нащадки будуть
нами гордитись! Дякуємо за увагу!</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
</div>
Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-46286874945968021252019-03-04T07:53:00.000-08:002019-03-19T07:54:42.759-07:00Виховний захід «Революція Гідності. Хронологія подій»<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-weight: bold;">20 лютого 2019 року Пуюл Людмила Анатоліївна разом
з Дерій Іриною Василівною підготували та провели в актовій залі училища
відкритий виховний захід, присвячений п’ятій річниці подіям на Майдані на тему «Революція
Гідності. Хронологія подій».</span></div>
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<br /></div>
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Fnk7wuA2lpdHYB0fHOxANIHrQeQFtpHGcByE8CSwGmV9UEDSA89gHMhuOQxQIVUdiYYgN1ohKnLCKvVCovFApPJBKvZArvVBqfTCY/HA5/PB5/HC5/LDa/TBb/Pg0hPGLFoD7rDQUTDATDRbiQiYYT9HgTsLjDBEPKioF1XVW4OLymL6wLr7+VcANKhrIUA1H92RRK0GVgKDgWwTxJI1qJEM8OQwmsA1lURBZHRJlDzzftIW7b9zaiDhQAsycLKAbAzE/RKBlCP4HwANpLKsgOoT85Iu4n6dcB1lbxV5wMwJ7IPBMAclyBYydJjAeBsCC4VwP6kjKDHiS6DAV1dXTCZregyGWE0GmGxmOB2OeBw2GCzWWC3W+FyOeD3edATDCAaDCLgcYKN9UBgEgj7fXA57Qj4vejpDiEcDMHt9sJkMCDJkPG5mkqur6ZIDxVAEujdrP/3AcCqLGrjnbMBqC05TKrNevngAaSuLQpAfWvrUQOwIgmLBrAqtgCkhxaPJi4ewByXWBBAmg9wOQBU4g8eQH2s24MAcCh5/wH0uO0wm40wdBlgMJlhtjtgtTlgsVhgtZrh9boRCPgQ6g4i1B1EIOCD3+dB2O9DJBRENORHNORHrDuIRIS0Ar1uDzweD4LBMNz+AGw2G1wmA/ISg6rCoiyy5NnIC88CzwagHsGHDWDuEQFQb14bgPpg43xH62c5wevEb644QHpOFGU6EE9nbzX4WHKUOBZVUUBDUjCoJFGVOFREFiWh/RrJGJ+kjSXqv1cfeF2TWgjluASS0e42AGmyyRxLgkVpCixa6WmhzYkseiUWST4GOd6tvTlp0HdZEQk6+mSquqDOoixocVBZJkYqgCSgj+egxKMQYz1IcTEUJV7b9Ih+Ro5rblEoNMeAJBLgPaAqM9Ib9QssyhRxRdIKXVHiNcx7mRgyiShyIrvgWmD9v9FcgbQLNBNApgNACWtVcX4E02kMpFIYSKVQV1VUFAVlWUZJkshsJk/OW1vIn5TRJwkQYxH4XE50dXXBbDZr3V6LxQKbzQa73Q673Q6bzQan3QGfywm31YpEMASJjcPjsCLSE4TMxZGIhhCPBNET8qI76IHDboLdZoTdZoTT7YLVaobNakSiJ4h+lVxzRSQTMLQOLJQMgd5HDcLm/esXeLKtQvMFX5U4rFEkrElJzfE6qT0ovPm86EG3lyzOAmCGY5BlCEplpRmcniaTIEWpBZf24p+lC9y5TLQzWJ3WSf1QUl5X3xeaBMkmouhlYm0AUovoy6/zeCwBpAgWeVZruQ2qykMBUF/x6czdKoD3BmA7frMBmGxrWerLR0kWtFTutIVSSykopVTEwgHYTEZtrM9sNmvoWa1W0mpzuRAIBdHdHUKkJwyP24nucBChoB/hcBAenxscwyIejSEcDCEUCsHhcMBsNqOrqwtWqxVGk6XZpTbA0mVAkkuQ2EGBQUMWVgSAOW4mgHQSZCUBWJwFwEyCrPDqnCx9bAGkx2IAHLhHAPX3YBVAXrtfFMDsQwRwxjjgAgDm+VYCUwpgnyzC7yTjfiaTSTvMZjNsNhscDgdcLhdcLhdsVjMZ0wsGIPMCouFu8CwHRVHAMAxikSh6wt3wuj3wuj1w2h1wOBxaa9JodcBks8NstaDLYIDdZECvQEKVyIzwTAAp2IsBsI/n7guA+i6wPgzmYQNI74UeQDqenuUTSMcjZIlr8zwogEWJ/2UAmOPaxwCLPIuqxGn7IiwGQPog9GOhywmgFAsvCcCCyGkA0jHAewEwJ7JLBlA/lqYHMMVE0Ss9WAA7Q2EWAyC9txSOkiKDCQfhsJhhNBphMBjgcDjg8/ngcrlgtVrhcDgQDAYRjUYR8wcQsDsgxeJQEhzkOAsuGkdSUMDFWAQ9TnT7PegJ+uB12uBxWOG2W+D1OOB22WAy22F3eGC1OeD2emAyGsCEg6gkZZSE2bvASwUwwzFIcbHHGkA6R0AB1NYbNwHMcYm2WNzZxv4eaQDpJMhsAObaACQxSwRAYUEA6XfPNQu8WAD7uMSCANLdu+4FQNoV/aUC2BkLSCc9FmwBCrqtBlIKciIPp9EAi8kMi9WutfysVqs25me1WuF2uxEKhSAxDMJe0gLkE3EITAIpWQKfYBDviSAY8MHndcPjdsJht8LjccHn8yAY9MPv98Jhs8PnC8DrC8Dj9cPlcsHcnBWuppR5AdQvhVsMgDkusWQAaf0pyYI2MUUB7GVXHoCdkRe/SAD1F0gfIEEwRgCUSbjBUgCkN3apABbEVjD2SgYwzcfvCUA6RNAJYJKNIisvP4DtK0FmrgYZTCva3+sqWaZFkw/QBAQUxVpKQYqJw2wwwGq1w2x3aRMeDodDG/+jAAYCAYR7QuiOhOHvDsAX9iIY9iEY9qG7x4+ebj9CPj/8za6vx+WG0+6A1+1BMBgEwzDISjzCPjdcDiecbhccDge6DAYkQn7klVaoWYFj7iuAQ0nxsQCQRmHQn+8EMJloAahtnjZL6MsjC6B+cHN2ANk2APMCBZBFI8XfM4D0Wu43gCoXvW8AlkV+QQArkjADwIYsYaA5K/qoAdgZ9rIUAOuZJLhwCGaDgbT+mgDabLZW4LPVCo/HA7/fD6/Xi2ikGwwTR08kiEg0iEQihJDXjpDbDJ/VgPW5NAk3UQTUFYH0PpqrPWqKgLJC9nL2OcnYYqg7DIfDBovBgGIzMcLDBrCPa23gROqDiIKwcgCkCNLyku8AMM22A1h43ADUrwXWA0gqbSeAsVUAlxnANPvoAFgQOW1lzmAug4jHDbvZMgNAu90Op9MJt9sNv9+PSCQClmUhR2JIMxzESA+UWASpeBh9TDe2lnOY2PEEXp84gremRvHW1CieO7ILt/dvxY2RYVzZthan1xQxsqaEisohEfIj4PfCHwzAbrfCbu6CxMaWFUCybvfxB5DG1OoBLCwaQL61llU/i1KSF7cS5F7Amw1AfR9fD8Ncy/NoxaTR6K3EqSyqzUXnDVVETSaTInSmN8/zOgC5BQGsyq2NomkgdKmJMA36pIGYFDH6kGnBLSsiciKZqVO5KJmR1SVvoONU9XSrgOvxyTcfrDYDxsa1hKV9PAc5FoESj7aAa+JWVsQZY4BlpXVvSEJRujSLa75AWC1guJoku47RikNBzTIx8tYVWwGwtLLOBp4eQvpvVVlESeC0Zz5nIHRa0o65usAUwUZSmjEGSIPJa4qEeiYNS5cBNoeVrOu1O+F02EiLzGaG2WGB1W6Cz2VHxOfGQH8OA0kJNZnF1nIOe+sFDKsszm5o4L3zE/jDpUl8fvkUPr84ij9MHcX74/vxxvGdeOnAMG7vXoOndjQwtqmEA2vzKMhxREMeuFykq+202sCGI2RZoiSiyDIo8xwqAsm8XBHIi0xbVplWtUO/uXmvwDUnK2LNriyHRrJ1z+i9pmOMNNiaPrO8yGkJb2nwfbmZASjFRJFlGPTxPMoyfbatzZj6OU4DjqJdlFqZj7Iio5WdmiK1vRz1XVp9fe/s8XVOfuonA3NcQktA2yswWsRCWeRRk0SU+ZkZ61cBfIQApCisAijNOwa4EIDk3FSUVQUmgwEOhw1Wuw12uxNutxN2uxU2qxF+jx0eqwEJrx1lkcVgSsTuQhoH63mMb2rg2r4tuLR5EB9fPoM/35rGV1en8Kcr4/jq8hg+vziKj88cxu9P7cGrh7fg2b3rcWv3EC5tHcDE5gFsyKuQEt2IRkJwu92wmczwO91aec6zibaWNkVjLgDpNT4YADltJp1kWV8FcBXAZQKQ/t4qgC0AF5oEmQ/Aksw1zyuJfkmCzWSAz+eB1+uG3+uDy+OEy2lFwGZB0GDA9lIOp4YH8dShnbh1aBfu7NuMX48dwKsn9+GTqxP48+1L+Pevnsb3ty/jmyun8dcb5/CXp6bwzZOT+PziKN6fPIjXj+/Ai/s34c7IWjy9cx2u7lyPPbU8UvEwmGg33E4XzEYTLCYzySLULFt5gSVlvLmR1koCsCSTLSboNhPLDaB+uGshAJOJmQBW5VUAVwF8DABc+izwTABrioRaMoksx8FmMsLptMNus8DrsCIY8iLicyPhNGF/NY+7h3fj7anj+ODCKP5wZQI/PPskvn7qHP56exrf330S/331Dv714k388PRl/Hj7Cn585ip+vD2N726cxzdXTuMPU0fx1skR/OrQZjy7dy3u7lyLmzvX49hQGQUuDiYchMfthNVqhclkQjIRQV4RtMSiRVkgMYJyK7GuHkH6bFYEgLrx+YcFYIohAPbxTFvQPi1fqwCuAviLALCRlOYEsCByBECBR8DjRsDvht9lRyLgAxcJQOn2Y0+lD3cP78Y7E4fwx/Mn8OnUUXx38xy+u3UJ/3n5Dn549jr+88oz+L+/eQn/eflZ/Hj3Jv713NP48fYV/PD0ZXx34yK+vTqJzy6cwLsT+/HbE9vxypEn8OLOtbizcx3ODg/iiXwWbCiAgMcNp9MJk8UMvieAPoXXJqlKiohyc3yPzmA/XAATcwKo3xDsfgHYufBhMQCm4zMBLCurAK4C+JgD2EhK8wJIZh9JZa2mkkgyLMJ+H8J+D0IuO4TuANZmZRzbMICru4fx4sGt+GDiAL44dxzfXDyFn25ewA+3r+OnZ27g3y89g/++8hx+ev5p/O/V5/HT3dv44Zlb+P6pafz9+iX89eoUvrk0js/OncBHk4fw+/ERvDm2C6/s24A7O9fg/JY12FMvgwsF4HM44HLaYbFYEAu6kZO51vNRJQ3Akiy0AUgPeo1FiX9AADLNoQSyXwoBkLlvAOrr/FIBzCTmBpB+ziqAjwCA9HcpfqsAzg8gbY0sDCD5jlo6BTkWR7ynGwITg8pEUE/LOL6mgrPDA7i99wm8cngL3h/fjz9dPIk/T0/gu6vn8N1T0/jHnev413M38e+XbuP/vHoXPz13Az/cfhJ/u34Jf792GX978gK+nT6Lr86P4Q9njuKDiQN4e2wEb43txmtHhnFjxyAubF+Hg2vrSMWi8FltcNttsFtt6Pba2wCs0FRXtI7NASC9vuUGMJOItwBM8qsArgK4CuDDBpDit1gASRB0Blx3D2LdYSQlHv2qgA3FHE7W+3Ft+1rc3b8Jrx3dhrfHRvDhxAH86cI4vp0+i79dOY+/X7+AH29fwfe3L+Mfd6/h389dw3/vXsO/n7mKH288ib9fu4w/XzqLL6ZO4pPxQ3jn5B78bnQn3hjdgVePDuPazgaujGzE6Ob1aGRT6PG64Xc64bbbEHZZCYBMFP0CS7BrxuNVxZkA6kNgHhSA9HMpgFWFbQIYe/QB7AyCJjAIM3DqPGiQ7v0CkFb0Tvj0+JUVcQaAOaa1gXqRT6AssqjJLOoKh7rCoSokUBFJEKgeQHKNrXWD9CHoZ5FqSisIU78xeklpbc6ubUtIc6rpCutASsWAqpAVK81kqBTAnMhqmWf6eQZ1lewz21AIIiVZ0GCggZ/0wdOKUpEEZHgWajyKFBPX1kJW5eZCepns7kX3iyArI3itINeTvBbYmhdYZBJRlJTWfiZkJYOoPWsam5hlmvvByuS79IW6kVSam4y3Andpwaf/3Qq4JftizAiEbi5jnD0Zgi4oOi1iMDMTwbZkCCJJElpIKmBCYUTdfjDRbkhCGFuLMk6u6cP0lgHcHtmEVw7txFujB/DR+DF8cX4CX54bx5e3LuJvz1zHP+7cwP9z91n8fy88j/89cwf/ee4Z/OeFO/jvM9fxw41L+Nv1S/j2yfP48tIkfndiP947dRi/O7oXr+3biStbBnFuRwOH1hWwsdQLhWcQ9PqQ8IUQ7/aRshEnm6lrQeiSjLqszHi5zA5gnADIxwiAKWEeAAVUZRk1RUFNUciucs1EHjRmsqJK6OcZggtLusDavsAqWfFSEAlARb61F05JEVt7lIgMeiW2+VITUFdbQezkpdvcvL6j0dMJIIWVNkT0DZVegew9kkyQzdtpA6EgcpoVywYgLcArCcCSwMwAsCYyzZUg3AMBsLoK4IoCsCRwKDIJlA+fiSEAACAASURBVNNJRAIBJILdYCMRSDE/dhWTGB3sx8Utg7i5YyNeObALb584hI9OHsM3F87i709O4593b+Gn527hv689j3++ehf/ePUu/vnac/jHq3fxv9++hP/78nP4zwt38L+XnsW316/gj5fP4d1z43jp2D48e2gXbu/fjvPbhnBsTQ4HazlsLfUhxbMQBQ7xcBhSJISSIqKXiWm9MXreA2ryoQHYd48A0o3RfxEA3s8u8HIA2FD5OQEky/24+wYgTSqp3xHuYQBIhwkWA2BDXRyANEB3JQJIKno7gPqCX5NkDPACyqqCUNiHSCiMqM+PHBvF3lIWBwf6MbF5ENM7N+HshgamN6/DKycO4a2zY/hgego/3X4K/37+Nv77q7v472vP49+v3MX/+8av8J9Xn8O/XnoG/3rhLv525yb+dOcp/P7yGUyPbMHO/iQ2pwU8keKxNa9i30AfDjf6cLxexEgpj3xKQTzRA56JoBSPoq4IyMQjyAssqilFW8ZF79X9BZBrAzAvtgNIJ14WCyDtAncC2CswZFZ7FcCHC2Bdmn0M8F4A7BWYWQGka5EpgG1rYJcZwKzALQrAXBPAqkwAHEyJSwaQjtstBOBca4GXE8DBDgBp+azJKgZ4Cb0Cg0DIC5/Xjajfiz4uhm0ZBfs31LAhJ6PM92BAimNdiseAyqCmxFGWophYU8abE0fx2fRZ/HT7Gv737E38ePMK/vHsTXx3+xq+vfUk3pg8gb2lNEqMD3WlB7tqvTi2poLD5T5sr+VRkyLYnOFwuFrAtkI/+pICJDaCRl8KF4efwLrmHht9XAJ5UUAxqaAot2eyvncAyc6IM8cAZwJIwaAAppilAVhuAkhbso8FgAsh+LAB7GPZNgArEtcGYEPmUJNbSU/zPPmTVGr2ZwOYF1sAlh4SgMlErA1AbRF9E8DeZsZcEhRMWn4/F8A0G1txAA7MAmBRUjGUSqNf5eBymWA3GRALeKHGw9hVyGHnQB7rsiJGqv04vr6BCzs24+bhfTi3bRgn1tSxJctjT17BG5PH8MW1M/j62hT+fOsivrl5CR9PT+LN04cxVu/FaK0XT+7agDemTuJ3U2N4+cg+3Nr+BMY3r8Poxgb2VbM4OlTFlnIfehUO2UQYO3MZvHn8BMaH1yOb6EE2EUVFUVBQZRRUsn2pHsC6KrfFABYlkg5/IQBrioAin5hzEiTXAWBZJS+MewGwqAOwX3hMAJwPwkcZwJLA3DOAVVmcFUD6pm4kyQ5YDwvARlJBXZZIVo8mgHSGlQI4kBR+NoAVSdBmvVcCgI0OAPtEGdWUgqJCckTubdQQcduR5CMYKfVjb7kXB6p9mFxTx63tW/DSyG68d/Q4vj53Ad9MXcB7p0/h1cN78czIMN6YOIA/Xj+Nvzx7Bd/cvIT3z57Enf3DuLZ5EK8f3IWvpk7j63NTeH/0BF4Y2YGzjSqmNg5h6okhTO/YgFMbGthS7UeK6cHmXAov7NmNT0+O49Ku7ciykWYZFlDNplFQRQw0y9lcABZEbgaARYlFIyVgMCW2AVgSGBS4+AwAC00AteerAzDJ3huA+jq8CuADApDc7JkADjTDPrRQF6457c+zSwKwpIjzAtjXAeCA+mABTLOJJQM4qN4bgGRsaGUAuCYlYU2qHUCawqwiCSgpCiopERUpikubNuCpzVtxcOMQFDaEPYVejK2t4PTaKs6ta+DJDWtwZ8swXt2zG++PnsBXF87j13v24lcjOzA9WMSzO9bg3YkD+O7OJXxxaRxvHNyNyXo/zg2VcH14LZ7bvR1f33oKd/aO4NzGdThSLWOilsf0xgbu7t2KS0+sxfZSDqzbglcmT+H3hw7i61MTmN65BUoiiBzDoCJIyIk8+gUWQ6IwJ4C0zGZ5Fmk2NiuAgykRg2lFA5BGSeg/syBy6GdWAVwUgLMhuFIBbKh8G4AVSZgBYJFPPNYANhRZAzDPtrYKaKg8AWURANIZyUcVwH6OR1Hh0Bty4NPx0/jt9j04tXkDMmIPDlXyuLxzIy7v3IjRwQKO1HM4NlTAifVlXDmyHa9encDRwRLObV6Dq5sHcL6ewW8PbcWfpsfx4ekjuL1lLc5ViriwYRD7q32oJxkocT+KCoPeaBjlRAyTA324sXkIL+3ZghtPbMCO3jR6I3785vQY/nzhPL4+MYbduRRSXDfyooABNYW8SOJzh/hWa20pANIx3sEUmSWfDUD6eXMBmBV/HoAFjjYyHkEA6Zdr0+IrcAywJJAA3T5Wf+PIg6oqLGoqCdysqSS4trMLTD63lWiVLsKmh5ZFeAEA6abUfR2B0PrKT/cFzkgMVDaODM8iy7PoF3iUOBYVgcdgUsWadKoVBNssIP26gtHPM1rySjrmtlAYDP0dumuWhmMz7dZgkswSFjiyyXRFbQ24NxSZBH0LJE9dVRbRJ5FVC2k21vZdtKDqP7vzPswGIA2AJpNSJDSpropaoDMdyyLQtRJ9DqRF1NMihlJJbbNt/XnQ8l2VOFRFGXI8hPfOjOLLY0dwa2QX+rv92F/P4eqOjbi9fzsuP7EOI70q8mEPUmEvRI8bUbMFI/ksTtVLmKoWcKGQwW/37cAX5yfw3ughPL91E073ZXBl/QCu7XoCUzvWY1cli+39KvZWMpgYHsCdPevxyp6teHb7BlzZuA4jxTI2ygn8dOMKfnz6Gbw4PoliJIoCRypzvyqgXxZRlkkcoB7AznXA5MXKI8snSBkU4toYIAWwkRVRkhkURFK+8zyPkiRpn0O7wLTM6cNgyFK4mFZu9Ms0CyIZCqEA6pfnUU+WowVY1C0IoNtjKrFu8kIWWOSb+NHJwFUAHzKAVZFU9F42jjQfh5yIIs0xGoD0TUkj/rWVEc23nX5fXnp/SvL9B7CfbwGoTeQ8BgBWJA5FTkBBZvHU7ifw4bHDeOv0BOpcDHurOVxcX8Ozu57AKwd24daOjTizvobRdTWcHl6Hc5uH8eT2J3B1ywZMlHJ4cqiKl7ZtxAfHD+L3h/fgzqa1mKr04dJgFS/s3YEXD+zGb44exGuH9uH9U6P4+NRJvDN2EG+M7MTdzRtwvlHDjkIRm1IM3hk7iM+uXsXE9u0oMgn0M2RFUzEpaZW4cxaYrs5ZSQDSVSSrAK4COCuA9WZ3rJeNky5wIoYsz6KP51AQhOY5sKioAmopCa29LHiygqH5wLXtAJup9ysqST++YCB083fmA7AiCY8tgCS7ioK6ImBnfxIfTp3GX27dwdjweoyUs5gequC5Levxu/278Mb+7Xjz+D789sQ+vDF6EK8e3INf7d2DZ3duxbUt6zE9VMHd4TV4/9BevHNwH26sbeDSYBnPbt+E1/fvxu/2j+CPY6P4cuwkvhw9iT+NnsL7Rw7ind0jeGHzRlwcHMTm3hw2ZFlc29zA61OnUUkmked59CYS6E0kyPJDiXTbSyo/L4AFkVs2APsFdkkA6rvAqwCuAtgaA2v+Pt3jJMnEkeVZ5DgWBaG1f0UtJWkD1nRtbpFPaA+5XyB7n2QZ8qBLcnPcbhEA6vOs6ddkUqQogJlEFOUmgLSwLwVA+tkrCcByWkE5rWBdUkGqx4tbxw7hqyefwpMH9mBTSsDZSh7PDK/D2/t24YPD+/Dp2BF8On4Un5w6ig+PHcRHR47i3bETeHrPVowWUri7aR0+PHQA7x7aj6fW1HGu3oe7OzbiszMn8Pnp4/h87Ci+nZrAVxNj+HJyHB8eO4o3d+zCr/fuxuX167FOUXF0QwVXNw/gmRNH4XVYkeHJ3ja9iUTz3DkUZBaFZPuEhR5ACsf9BrAqixqAdGzxXgCcbxKEhiqtAvgLAJC2AHMcWS5HW4AagM1lZnWV7HFL94go8xz64zHtIedEsrtYlomRyQ6FLFj/OQDSc3ycAcwrAvpVDkOyCDnejYoq4Xdnp3By3RC25TKYKJdxa3gT3hzZg89Gj+PL8VPa8d2Fc/jrmbP467UrmGwUcbKQxd3Nm/Dx0cP4w8njeH77MI4XFFxaW8Bfrp3FtxfG8MPlM/j69Ci+nBjFVxNj+ODEcfx2ZC+e3bUFl4Y3oiEIODE8gPfPj+HK3hF0GQyQ2Dj6JAE5hsbpkdZ/UWltkrRcABYlXhtXXgVwFcD73wJUSEGj6yOTXAJZgRTcgkSyufSyDPKigLIsoyRJqEgSSoKAvkQCWZFBRkiQ3+cT2gqMSpLgdD8ALMmCllmD5qOjCC4GQP2SrZUGYL/AopTmkY2GEXK6YDEY8NSxozi7ZRgNjsXk0BDubN+O3+zeg4+OHMFnJ0/i68lJfDk+jr+dO49/XL2MT06fxOliDk9v2Yg3D+3HT09dx/fXr+DXh0ZwdetajFcy+OuNc/jnzUv45/RZfHviKP4+NoEv9h7Cb0Z246Xt2/DsgZ24tG0ThpIqRup5fDA9hUv7D8FkMEBORNEvi+hjSdKOikSGRsrKzC6wfqxtJQJIoxponWxlgxFWAfwlAjiQUlFJysiKDFJCHHy8B3IiCinaAzUeRaInhGjIj3h3EEK0B3IsihTLIMtxSCUSUJkIlEQP2fuAjSLFkLRXxaSEfnlxY4APC0C6JvjhToII6BdjEKMBeMw2GI1GCBE/ruzZhbWyhGO1Ep7esRVv7NuLd/btw8dHD+OriTF8e3YSP1yaxvfXLuGDE0fw0o6teHXvLjy/bQt+vX8EL+/djhvDa3B7+0ZcXV/F5+dP4ccbF/DPK1P4bnIMfx+bwLeHR/G73bvx6vbteGb/Npza0EBZ5DGytoqXJk9A7I7AZ+1CRki0JSXQp5CidaSmSMsOIP2+5QKwkZRWBoD0ZMuKuArgcs8CJ2UUZQEqEwEbDSLkdyHkdSLotCHstMPmsMJkMcJsNsJht8LjdqInGAAbiYCNRMD3BMD3BCBGQxCjIUiREDJcnFQYgVkSgEVpZl625QCQji+uCAAFHmWVgcCEELR5YDJbYTYb8ML4Sewsl3GokMaVjUN4bdc2vLl7Gz45ehCfjh7Bn89O4D9PXsV3Ny/ji6kxPLt+HZ7ZsB7PbtuMy2vquDBYwu2tG/DCts14ff9ufHPlDH66cxk/3ryIP186iy8nT+OPoyfx/sgIXtuyBVeGB3Gw1o9qSoEU9SFmMcBoNCLhcWqJNrJMDGVVQo5hUBUlNBT1kQCQxt09kgB24rcSkiHo8WuvHK0gaLq4W78UriCSZAgUwJrKaZMKZX1GGHq9Yuum0odA70NZIQWBApgXOeREMjNWaFb8ikCSjdLgZPo7a7JpDGVITF9ekdAr8ugOeGGxmODyOOHz+eByuOGyks1x6GE0GmE2m2G1WuHxeBAIBBAKehEKehHrDoJL9EBmepBietDPx1GROKTZBJLRCDKxGEoCKcRDmRQGsimUFVELuO7nGTLWKEskQFvXUqtIAnIsWU6lZbRRWhur61Me9fEEfDouqc9Wol8G2InsbACWBK4jOQVd+dBM2KoDsHUoMw59IoROAIspDrWMjDSbQNBug8dugc1gwIntW7GrUsGWviQmGhU8t2UYv969HX84eRxfj43i+/Pn8N+bT+Hv18/h84tj+GjiCP5w4jDeObgHb4/uw+tHduHdI3vwyfkj+OzsYfz1/Cl8f2Ec/7x+AX+ZPoM/TI7iw4ljePPIHjy7fQPODBSwv5pHRVFgN5ph6TLCYTEjHY+gKJPA53xzcouiQUOd9Pe3E8BMcykc2aCcIV3NNHlBNFKCdr9pndFvjk4Doen9p/9WVkQNwBxLNjevyiIGVBLgX5WJGzQR8OLGAOW2lyMFkL4EaX3WB09r8HcASOtqXmC1DE00oax+U/WK1J5MlR5zAkgr/6MIIG0B6gGsJ/llB7BfYLWJiYLEo55Wye+lUqgoCuRYBGG3Ew67GR6PC3anDS6XCy6HEw4z2RfCZrPBZDKhq6sLBoMBZrMZRqMRXq8XwYAPAT9BsCfoQ7w7AJWJaCExGY6BGo8iE4shz5PzGkwn0cgkVwGUBeSlONkXRBLBBANw28ywmwywGwwoiyKGcwomGhU8vX4dXtmxDR8cP4wvx07g7xfP4+9PTuOHq6fxxZUxvDd5CB+ePIjPTx7Bn6ZO4ZPxI/j87Cg+nTiMD8cP4tNzx/HV9Cl8/9R5fHNxDF+fH8dH48fwxuG9eHFkMy5vGsLuQha1dAomgwEWkxlhv68NwP5mLyIvtDJwrwL48wDUogEeZwDn7QI/gBZgJkFuPpmYkFFLp1BWFSSjEfhddnidNni8Dnj9HoSjEXj9PjgcDtgsdpjNZlgsFhiNxrY/aUvQ6/XC7/cjGPST/Ww9DkRDfqiJGDIc6QInEzFkEnH0c6TgNJJkB7FVAAVUZIbEnqXTSDIJ+N1kT15blwkOgxEbcirG6lVcW7cWvxrZgXdPHMYXp0/iLxfP4pvL5/HRmX14/8JhvH5qBO+fOIhPjh3Bx0cP46PDB/HH/QfwxekJ/PboPrx59jA+enIMn02fxJdTJ/DF5An8cfI4Xj+yF8/v3oLxehG7CjnkBAE2kxlmUxd6gj7tnusBpGW/MxD6UQJwZhzgwwVQj+CiANSD8zDHAFc6gHRPkl6BQSWTQimlophKQo5F0e1ywu92wed1IxDwIcJEEegOI9jTDbfXA4vFgq6uLlitVhgMBthsNgQCAa1LbLPZ4PMFEAgFEQyH4A8G4PW64XE7EQkEIDEMUjyDJBMnm9ewusHz5hjP4wzgYEpeEMB+JoqazGMok0FOENAd8MNstcBisaHLYEZV5nGoXMLltWvx8r7dePvUEXwxNYYvpsbw5ZWz+OzCCbx/+gh+d+IgXjm4H8eHaljTK2NtksOhfA5nBwZxZ+8uvHBsBO9cPIaPLx7Hl9On8PnZ4/js9HG8cmAEN7ZuxIlaAduLfeC7e2A2mmC3WRDrCZBMLM2x+E4A6Zj3owDgwitBlhfAZCKiAajVX2nm+F9ZEcks8HyTIA8LQFoIHiUA+3iyhjMn8sirMkrZNLjuHvidTnL4vXC7nQiEggSynm54/T54/T7YbDaYzWaYTCYNP4fDAZvNBrvdDofDgWAwjJ5IDKHuMILhEELdYfh8PnhcbkRCYShMDGoihmQihhzTmuioKRIqqvRYAjiYkrVjwS4wG0OZ5zCgKqglkxATCTjdLhi6jDB0WcCFfNhdLODs0Bo8v28X3ho7hk/OjOKzqTH8cfo03rs0gRsHduBgo4KYxYwugwEGjwkmvxV2hwkJlwvbsmkcSAq4u2M9Prs6hk+fHMMfLp7CxxPH8cL+3bi6ZQP2l/uxNpNGwO5Al8EIt90GIRbS0KPlnq7woRMBKx3AvNBaC0zPfRXAXxKAEsnI2yeLyCkSEt3d8DjscDmccDtdcDgccDgc8Pi86IlGEAgFyZ+BgDbWZ7fbwbIsHA4HzGYzzGYzHA4HnE4ngv4A4vE4Yok4uiM96I70wB8MwO12w+fxgomEIMUjBECObZs5qymPPoCDmfZDvyn6wCIArCZlkmFHlrC2N4O8qsDrccHhcsJgMMJtt2BTXw6jjQae3rsTb4wfw4dnTuKbq+fw6aUxvHVhEjvXVGHoMsBqtsBtdMJtccPn8yEQ8MHmcSCfiOPaxrV4butavHvmID66PoaPr4zjzeMH8NTINkwNr8WWbBLJnh6YDQYCoM0MORrU1oHTibyKKqEgkbFlWs4eVQBp/X1QANKMSVqXXORnANgWB7gQgIs57geA9Cb8XACLEqsBWE/yDwRAEpzMoFfkoTBx2M0mOGx2eDw+2OxOmEwWeDwe+Hw++Hw+cByHeDwOj8cDq9UKs9kMl8uFaDQKURRhMBjgdrvhdDrhcrkQ8HsRjXSDYQiCoe4w/MEAaQV6POgJeSFEu6EmYujjOS18hRbmXzqAJYWc14AiY006hWJSQrffjS6DAQ6bHUZzF9LRKPbkC5jevhkvH9+Pd8eP4U+Xz+LTS2P48sIVDMkiDF0GuJ0e+AxODPbV4HV7YHXbYfa74TIY8PLJI3hrdB8+OHcEn96YxHvnx/Di3l2Y3LQWhxolrMsoiLrdsBmtMBstYIIB5NgoSgKHuirPCmBenJkOaxXA+wCgHp/ZAKSF8VEAkOb30wNIW38PAsAUE0WvwCHJxBH2ueFzOWG322G1OWCzOwmENjLhEfQHEO2JoDsUhsflhtPugNvthsVigdvtRqVSQSQSgc1mI62/YBCx7jD8Pg+6u0OIMzF0R5pd4VAIbrcbIb8LTCQEJR5FH89pufweRwAH0uKSASynk6ioEoaSMtZlkqinZbA9fliNBpgNBhhMBjgMBqyXJYytG8DNPVvw+tF9+GDiMD4+P4rXz0/CbjDA4DTC4LAj4Asj2hODx+eGwWSAwWaF3WDAc6eP4fdnj+DD80fxyZVTePvMCTy1ZRgnNwxiRzGHssCA7w7D7/JB4WUUFAVFIabN9ubZmQD2C+1rgVcqgCVZeKgAKrHunwFg80bPtTH6bN3V+wkgvSB66McPaKXt/B79TaMtQPJgWdRkHnWFw6AqYFAlyT/rCtlkusxzKPOCDtVWwLP+5uoDrxuyhIZC0lTRQGgKYJknAZlZgUMs4IPXSbqtLo8bXSYjbA4rbG4fjFYHrGYHIv4I2EgCIstBkER4gl44HLSbbMO69YOIJ3pgsRnhC/sRjveA5WKIhkOQGA4cwyMYjcLm9yEQ8iMS9MHlciAY8EGMRZATeVQUpVnAyPXpB6pJASew0OShdCKMolZQRVSb23pWVAklhewoVhFIYc1wcS2hKx1vnAs/Ct5sCVG1l55u3EabvdPlJNQnRB1Kym3jf2QMUGoFRqti84XXBFCSUEnKqKdVbVliVSbLD5mgHy6rEQaXBV1dBoTdTgxX+nBu+3o8v2cz3h0/ho+mz+LA9q3oMhhgc7lhdXhht/lgM9rhc7nhclrRZbPBYDTg+VMH8NHkTrx1YQS/nzyOF3eN4PTWNdi7powBIYbhfBpSJICQ00LGakUJ+WayXDrxQZPq0pRn+jpI7zMFgd4/GgRNk5NWZV57vgOKiFpKQkUVUJJbdYt+Z1VVSbahZt2nk2dFiUQ3pFmymyAFsJFsAVjk5wdwvjAY/UtwoUDoTnv0XuQFVtu9Tp8UlfZiaeOl8/hFA1gS5gZQPxNOx0gbMmkFdgJYVgiAWT4BKdoDj90Ch90Ku90Ok8UMk8UMs9UEu90Oo9EIq90Gp9sFr98HlucgyzLYBAOf34UuowHRSAhD9QrYWA8Zo3I4EA73IBzrRiIWRzaZgion0RNPwOn3wuFyIuz3weNxIRjwgYmEkWYYlCRaUUjLdyEA6ducrmYpKS0Aa8ryA5jvKHf6yt4JYCd+iwGQbjROK29NkdAv8ODCQXgdFtICtJhhNRgQ8TqwZ20Rl3dvwK9O7sfL44fJ2J+RAMnFeuBwWWFwdMFgNsDksMBut8NsMODWgd344Ow+vHp2BHcP78aNLVuwb6gP61MJHB0qY99gBWo8DDYUQB/LoirL6GtW6FUAVwF8aAB2tv46u8A1iRS+2QAsNbu+Ub8HHrsFLodTC2kxGo0wGAywGAywWkwwGA0wuW2k22QwgAmFkYzEMdirYH0hgx1DFTR6VTgMBvgcDjjtLgT83QjEEvD5g/C6PYhFouiO9MAX8MPpdMJtc8HrdcPv8yAaDEKORZEXBd04IK+NLc0G4ECSXB8tzHRGkoJRl5cG4Fxd4E4AO5+hfpijJpHlhw1FxoA6P4ADiwSQ5jekS+YKkggx0o2wzwWLvQt2oxEeoxUmgwF81ItdA704u30I1w9theSx41CjhBsjm/Gb8cO4smsDDjT6MJxT8EQujVQ4DqvdhF2NPD6bGsMbk0dw+dgIDg+VsC3NYmJjCdM7NuDQmjpyIgsmHERZVlASBA2b+w1gQ/eCuxcA6dLIVQAfMwDJutMWgCT5qDADQH1XTA9gH98OYF5gIcUj8DqsCHo9cNodGnxGowEmUxdsJjOMXQaYLQZ0dRkQDTiwuZbH+NZhTO/egdeO78Gvju7B9NZ1ODpYwHA+DbEnCDbWQ2Z/ORHeYAixWAxOhw1uN5kccTrdsJptcLtJXGDI5wUf6UZO5DUAK5LQBiCpRDMBLHEs+pkWgLSgLxbApYwB6sd/9ABWBB5VsQXggCJjsAlgax+QFnwDiwSw1HyOjaSCoVQSAykVRVmCEo8iFvbD6jDCZjDAYbDBaOgCGw9hY17G6Jo8prcN4rfje/HRlVH88epxfDa1H19O7sOfp47jTxdO4Z2JI9hRHYTBaMDOtRW8Oz6GF44ewI5GPzalGFzfug7PHd6MO/u24uy2TahnkmC7Q2ikMyTlmcLfFwDpGGBeIBlkHiSAtL6sAriCAaw1N0WiALauk5uBn/6BVpOkslZUSdv8KBXr0fLx9Qss4t1BOCxmeN0emEwmGAwGEtdnNcNqMaHLaIWlywif2YgtpV5c2j2M67s24u2p4/jm5iX89eopfHn+GD45ewS3d6/F+ScaePLQDowMVaD2+MAnGDDxBCKRbrhcDjjsVpiNJjhsTjK5YrPB4XDA53WDjXajV+RRSZLleCWBe+QBbN8IqR2/nwNgkomDjYZhd5jgMJlgMVhgMhgQdlgwMTyEN0YP4uOpk/j64jH8+doYvrpyEh+e2of3Du7EF6eO4u2Du3B9TQkOuxkugwF3J0dx48g+7CpmsTej4NXDI/jN6UN4++xBvHJ0J05vqGNNrwI1QZYsFjiGjLlKvJbbMccltFUhRVkgE1JLALD/HgAsykIbgLWUcl8AnC8OcBXABwggnQmmABY6AOycVdI/0FpKaa2YaRbQZLSb3GSZ5JoL+bxwOmzNGD4rjEYS2GwyGmAyGGAzGVHNpjGxbRhXtqzDr/ZtwZfTp/CXG5P4y62z+P7OFL6/M4Xvnj6DT88fwedXx/Dh+RN48/RhPH94FzKRbrChAHxeJ7x+D1wuF6xmC0xdZMmcyWQiS+Y8LsR7upEWOBSaM3llkdfWSVOsGjr87lcXHq7NGAAAIABJREFUeDYAKXqdf9cDSGcl5+sC3w8AywqZ3aQA5kUBaiIGPt6DnpAXtq4umAwGrB8YwIV9u/HSvt34+sJZfDwxijemj+KVyf2Y3rEOGzM8GK8JEuNHUgjDZjCgy2RASYxgfFMdO/uTmBgewjvjx/DxmWP4+Mo43jt7CC8f3Iwnd23AcF7BjrVVnDt6CGePHMamtYM/G8CMQADM8u0ANpYAIK17PwdAmqlmFcBHDMDO79U/0FpKQVEW2gooBTCvCMiJLNwuR7NL6oTFaofJZIHZaILJYIDbbsNwKY3Jnevx9IHNeHt8P76aHsWfLp/E325fwPfPX8WPL9/ETy9dx48vXMVPdy/hxzsX8LcbZ/DttUn8+foZ/HpqDJLPDqfNCJfPC5PNjq4uEywmM5xOO7q6urQwmp7ukJZduCyTyrIQgFX550+CzNcKXAjAhSZB2rbB7MCvnl4cgCVZ0ABsJBX08RyUeBR8vAdipAc9fj/Mpi5cOTeByc1r8emZMfzl8gV8deMKDhVVTA4VcWffdlzasRElMQaTwQCD2QCD3QabwYAdlRQubKvjtfEj+OTKOXx5fRJfXj+Nz66exvsXjuH1E7tweUsdOytJ7Boq4t/ffIFvP/sUR48fWxYAaympFRa0SACLEgnH+bkAlpotyhUNoH4t8C8JwII4O4D67yyIzTWYiwTQ3pz5dbo86DKaYTAYYTVb4LCY0ZtSMDbcjxdPbsfvp/bj3ck9+OP0UXx94wz+evcqfnztLv7z65fwt2eu4/u71/Hjc1fxnxev4x8vXMF3d87jm5uT+PjKadw8vg8uqwEWlwNdVgeMXVaYjHRc0QSLxQKXy4VQ0A8+HkFW4FBRCDoLAXg/wmAWAyA9OgFcKAxGvwdwJ35LAbCmkPjHuiojx7GQYxHw8R4URQVyPIFQ2IdtG+t4+vBufDt9Fn+5Po2L29bh0mAZrx7ZgQ/OHcE7kwfw8tFdONSogA2FYeiyIOJx4c1zp/DJpRP48MlJfPH0JfzwzAV8c3MCnz59Dm9PHcZLB57AlScqODyUxWA6jgvHD+CZGzewZtOm+wJgml8eADNc/PEHMCey2q5j+rfwXOD9XAA7f1+PXydG9AbSAlCVW+dNb3QngFWJQ13hMKDwGoDV5gbeNPC21eogn1+Shbboe9pl0m5gUkSOjSLHx5BiepCTOaQFDt0eF1wuD7xOB+zmLrKMzWKD2WBAHxPG6Po87uwZwCujw3jv0n58fOUwPr82ir/cOo+/37mO/778An585Qb+9+Zd/OPVm/jXKzfxf15/Bv955Rb++dJT+OH5K/jm6iX8/tQeXB4ZhNNkgNFqg8vlgdXYha4uE8xWC4xmE1lv7PciFg4gw7VmfekYIE2SoAUYq+SoN7vAGY60AKsyCXhtJBUtKLckk+BzGnia5kmlqAhLbwHqN+Npe+m0BUJLWjd4bVbBul4VAyqHoWaiz0ZSwkA2hWqzS9vIJDGQTaGRSZJBfEVESeVRkFlUVLLDHk3OWk+rZMtHLgIxHkQpxkBJJsAqQTzRL+K9c6fwwdUzOL6miIvb1uOVU4fwyeUz+OrqeXx56Sw+mz6LN6ZO4cK+regXunF86wZ88Pw0Pr87ge9fnsYPz17Ht09dx9dPX8FH107h3Yun8eKpQ7hz6ghuXziDWzefwpGJ00gNDIGrNSDyCrJqBllRQYYnewL3CgzyCoc+JYFqkpS/itraQIsM3ZDA/yyTQJYhOSkLEpkAG0wrGEjJqEocaALSisRpjQZaFuqqipIiapMv+kBr2gKkSU8pYnQWn740aQB1TZG0ULLWwgR+TgC1l+ACAOqNqSntQeD9PNPcGD6BdDzWvk3nHD7NyAYzG4D6X3wcANR3gZcKIEkqICDHRtHLRZFietCn8EhyDMJuJ4xGM5wOGyzm/5+9Nw1pe93+txMSEpKQkBBFUVQUFSVBQ4KiolSqKIoWpdKWlpbuYmnpQG1LR9QW64Aj1SpVa6lDqbYVZ5xxRqNGnHEu7R455/f//54Xz/P+el58E7ft2ePZ+5zdfc5+cdNiq4nJfV9Z91qf9VmCvEUkkuDl5szJaDM5p+N4ces8g7l3mS/NYfFJLgt1hdgaS9hoecLX7XV83dbIN53C+lvPK77ueMFX7c/5pvMF26+esFxbxuLTPMbKM7l7NgmJWIRIJkUikwrXbYUcsVSCXq/FxVmPt5vzPgAPVoF/CQCjgoQc4B8BwIPdCI6fl2IxkxoaxLEIM8fCgzkRKfx5xCIc7OSwfyy2pNi7PRxjRY9GmEg0Gez5vzBig4I4ZAjE4OGGt4uG+JDD3M3KJD7pEFV3bzBU9IiHKTHU3rpAf0kOs3WFTFQ8oOP+BVqun8L6+AFLNcVMlubSdCWdgrQE1p+XstdQxvKrp7ysLqe57S1Nr1/S8aaJ5sYX1Nc/p7ruOcXVtaReuY5vfCqGY+m4xqdhDIvg3MUrJMQlYvD0ItJg2Pd1jA8KEPqYLfa9aAomKdjucm002HWogRwK/n7vxpsF5+Wj4RYhyv8vAWCEv98/D8BPryF/AfB7AAqbIoioAG8iA72F658lGLO/L85qtd21RYlUKrZXgMWEGQM4nxTFo7NJ1GV/QU/BTWYfP2KjtpyVunKW6iv4qvUF/7fjJX9ve83/dLbybWcLX3W+5EN7vT0afMa7109ZfpbPSm0+U0W3ac+5SlqUAZFEaMFSqlXIlQpEEjHOznpcnPV4OOsIC/T/VQCMCfp8AJhoCvro5yVZAkkJMZJiCSQtLEiIAkONHA0TrrxHw8wcjwzlWETIfuSTbAkSWh/Nwl5INhtJDQvhsMFIvMVCWGAAJ5ITKcl/RGP1cxrqajh/NJEn6acpS4mj8dYXjJRnsVCVR/21MxQdj6PqchpV145TcjaJodIcFqoes15dRcnF00zVlPFVfxvtz6s5ffsmKfcyOXIlg/SL14g6fpLUK9eJ++ISgXEp+MWlYk79grCTl7Ecu8Czl8109Q/R3dPHk7LHnEk9yqGgIBJDQ+zekuEkhYWRGBpKQkgI8RYLcWYzsSYTMcHBBHl5EB7ovw9BoZgRxNFwC2mR5r8A+GsB6PjmPysAHTnA3xOACZZgogK8CQvwIszgS5Q5iEAfT/T2nl25UpjrIZGI8HJz5sihUK6mHubh6QReZp5l6EkmI5W5jFcVs9RYw0pDDZuvnvFd72v+t7eH/+3v5tvuVr7saOKrzka+7Wrg2/YXfPPmGbuNRSxU5TKZf5PJgms8v3UKH1ctYqUSsVyGUikM+nFxccLFWY+bXkNYoP9+NPBzAEz+AQA6oPXvAuDBQshH1+AQMylhQcJMkPBgjkcEcSzcKIAwPJijESaOR4aSEmIXeB8stNgfJyZIeC0unjhGYVY2+ZkPKMrLp7S4hBs3MqitecrVC1/wRUwkNVcu0nDzMi0F92h8mEFeagyNF6/yJjOLlrxHnIoJJzTQC5O/uzCawOBLgJcXwQG+BAb4oNDpEGldcfI2kHwkjdSEBI4kpiEVyZGK5GgVemQiOXKRAoVIjkIkRyySI7EvQ4CR5MQkfLw9cXN1Rq/T4OrqjIuLE05OOnQ6DWq1EqVSjlwuRSaToJdLCXR3JdL4fQSYbAkiJSxoP2/6ZwTgfjPCzwAwKsjwDwB0pPH+qwH4Y1VgR/P9rwFgkjmYqABfwgJ8CDP4EmYy4O3uglapQKGQodKo0ei0yKRiwoP9uXAkmhup0VyLD+V0dCgnokNJjQzhTMJhSm9fZajmMctN1bx784y/9XfybW8bfx9o538GWvl7bzN/737Ft28a2H7+lO3aQmxPi5kse8Bk/nX6H1zl+pEE5GIJEpVgnCqXy3F1dcZJr8VVpxa0Zr8RgMlhFhL+DQA8/AkAD1aCky2CAUJKiJGUEANHQ42ciDRzIkqIbo6Em0mNDBMq1mHCz44NCiLaaCDaaCDC34/CB5l0vGlmqK+XmqfVPHqUR15+IUmpR1Fo1Dj5eCMSi3BX6dCLRGhFQiQvFotRiET7onZHd49cKkMmEqESCQJqqUiGVKZCJFcisgNNJpIJlWKJCJFEjFQusf9dkM1I5CIUagkKtQS5VIVUrECpVKNQqFAoVPZUir2bSCwSlkSMSCoR0h8KOVKlAqlSgUwkwtfVmaggg70oJczgTQ4RhiP98QAULOoOzgVOCTXhMCg5eO4dRigH98IvAWCEIWAfgDFBgf88AD/9FP5PBKCjCvzLiyD2Bnr7hggx+GAx+uPmpEellKPTqtHr9Wi0euRiEYlhRm6lxZB9PJ5rsSFcOZ7CpeQkTkcfxuThjlwkwk0t43x8DF2Fxay31LLb+oKv2uv5qrWOb9ob+LK1geX6amZrq7DVPmagooCukhyGSh/Ql3uHwrMnCPJ0R6nXIpPJ0GiEAohep8FVp8bk40W0SdAq/lIAhhsFAMb/AQD8sUpwssXEsSgLaeHBHIsw7Ud9qZHCqNH4sBAOm40khIeSFnuYq2fPcOfyJa6cOUvu3XsMd3Yx1NfLQF8/T5/W8KL+JQ2vXtPY8haVTi9ARSZCKpfYxdBipDIFIqkMkVSOQu2ERCZGoRJ6flUKJQqZXACUWIRcI1TjtRoVcrEElUSBXqZEr1SjVMqRKKVoFEpUMkFkLZWIkMskSKQilCopUrkIqVKxDzix1K7tFEvQKVQoRCJkEulHSy6VfbRkIhEB3h4csldIk8zGfSekIxF/DgAehN/vCcAfWr8YgI4H/twB6LDDOgjAlBDh+psWGvyTOsBfBMBgoVzviJIsAb4EB/ii06pRK1W46oQ8oFyuxFmj5Fx8FIXpadRc/4KSc8d4cfkMAw/vMp6fw1BZPg1FWRxPiMRTpyTcx4ehvBusPivg3cty1muLsFUX0pJ1g9up8ZxPPMzxcDMpZgNpocFkHE3iyc2L5KWnkRhmRKYQDouz3glnJx1ajQo3vQajt8evAuBhOwAjgz8vACaGmDgSauBoWBAnoiykhAlyjoTwUFIOR3Pq6FFuXbvE7YwrVJQUUl9TQ8GjXB7cz6S8+DG1lTVUV9RQVlJBXm4xVU/raGx6zctXb5BIZCjlAny0KilKiQiZVITUDkSFvZNHKpcglwuO3WKRBLFIwrUrVxGLRCjkYuRKCVKZCI1CjkIsiN9VSsFyXyYVZr6IxeL9ar1YIkOhVAuglUhx93Tj2Ik0IUIUiwQXIbkQ2emkChQy+U8umVRMoK8Ph0zB9pkwBlJDg0gJM5Ia9TkUQT5DAB78ggOAB3WAf0YACt0EPw3AhGDjrwZgYlAwSWahad0BQIOfNxq1YFvvplGhVmpQKXWY/Hy4cyKZ57cv8ObhDZ5eO0fFuUQarh2n9/45Visy2a3JZezBVV5cSOHxqXiG7p9ntSKTD88LWXqcSVfWZbKOxRHm54q7uxazSfAhPBIRTrCPL05yEWeTQziZEEagfwASkRh3Vzec9Fo0aiXuTloMXu6CTu9PBsDYHwDg8UgzyeYAAYRRFi4dS+XRnduUFRTxrKqWhroaqp88pqK8jMb6Bro6OnnZ+IqS4nLy84pprG2iqa6FupomKsprKcgvpeJxFTKRCI1YgkylRanSIZarECkUiOxDqhQSMSqZGJVEgUIsRyZVCXZYWhc0Tq6o1FqkUikSkRi5XIlIIkaiFCNXiZEqRIjlMkQyFQqFDKlULPSGiyXCPBCpEpVUiUwkRSeTIBOJkEnFyGQSobqvVCCVy1CqVYjlsn9YIpn0+yUS4evpQbghkCh/f0H68icH4P73/jsAeLAK90M6wJ8D2K8F4KfL0Yt78EX4KCf0CQAPPo84Y+B+UUNItho+AuDRkCBSzMLXHI8VaxJEpwJg/X/093cc6vggwaQyKiiAcEMABl8vfDzcBdt7pQInlQaNSo1SISMlKoSCc0fpyL7MaOFt2u9d4N7RcG4lWHh66SR92XdZKMqj49Ip6k7FUnvuMNUX4pl5fJedhmImyu5SefowtWfiaLpylIHSW6zU5jNecJ/uB3dpyrxO3sXjXE47xKVjCcQa/BCJRLi5ueHi4oZarcXNxRVvV1dCA/yIsQRx2CD8rkJ1NUiAX1jw9ykCs4nDxgDB/NJucJoaInjnOQwVYoOFaDLW/iFwyOBPrD1f/HMA/HT9QxHEFEBCaJC9E0UwqU0yB5NkMpAWbiLV7MOJKAuJoWauX7pEcWEJLa9e8/b1G1pbmmlpqqfxeS31z2p5Wd9A2+s3dLd10fm2i9bmNsoLy6l5UktTfQsN9c3UPW+irPQJYpEEtVK1P4Lgx5ZcLv/J9XPf/1vXDz2GVCrdX2KRiEsXz3MlPZ3UmFiijUaOhIQIH3QWI2mRQRyNEN5jYe8HE28yCQJps1AxPWwM2H/vEk1CE4Rj1o0DgMmmYKE3O8TCEVPwfp/5waLVwff14PkV4PkpAH/YEDXW4Ahm/rGS+0MAdBj0hgX47A9H32dY8A/z6S8A/goAJprsxQSTAbO/D0H+Pni6uuCs1aBTKXFWq4XZHyoFx2IiKLtwkp4HGUwU36f/0XUenEgmWCMh2ujFpeOJZKWf5HKkmVtRwYwUZ1OYFsFYwW3eNTyh+dJxms6l0XA0iZZTaSyV5bNedpvxrAt03DhL87VT1F07SXF6GnePp5BsCkYiEuPh4YGTkxNqpQonjRZvV1csAb6EG/0+awAeNgYQYwog1hzIIYM/8SYTMUZh4x8NtwugQ40khQZz80I61U8q6WjrpL21g+7OLrrb2+huf0vb6xaaGxtobmyiteU13W1d9HX20tfZT9fbDuqePqeksJyy0kpePH9JRflTZBK5cNX8zAH4Q+sgAEViEXV1tTS8qKcwN4+Ht+9w9fRpEkKED43USPP+Phcg833nhiCm/vUAdPSP/wXA/wIAJpmFrx0KFqyvjH7euDs74azVoFercFYocdbq0KmUnIo7xJPLZ+jNzmC66D7TJQ9ou3ebjNgoTseGE2XyJSEkgFPmQJpvXWXwwX0qj8UxX/SArdoKKk4doSPnLvdjIrhxKJQ3xQ8ZyL3B8yvHyDsaQdnJGJrvnKXp3kVyzp0gMTQEmVSMn48vznontGoNThotXi4umPy8OWT69RFgYsj3AEwK/dcD8LD9Oi1cs0wcDhAOQZJZkLbEWIK4fekitU+e8Lr5DaMjk3R19TA0MEhfVyfD/X30dnbQ/uY1b5tb9iPA/q4+BnsG6OvoYaB7kP7eIZ7XNVFR/pTHZZWIRZJfBMDPcX0UAUpFvGh4TktLCw0NDTwuLeNxcQkP7t7l3KnjxFhMJIWF7kfVR+ytgokWCzHBQT8LwPDA76/AfwHwPxSAPyTD+B6CQk4qPNAXS4Av/l7ueLq6CPDTatBJZThptOgUCs7GRVN16Qw99zOYLshkqbKA7bpybE+LGassoLMom96CbIbzsxgvyKL50kneXDiJrfABS0+KeJx+lKJLJym8dpZ4iy9BAS7EG4xE+3uTEOxNzukEOh9epSf3NsWXzxBjCUIplRDg442rswtateAL6OHkhMHLnahg4y8CoNAa9jEAHVq6fwUAD+aKDgX6fD8LwhC4fwCiDf6kHYrgUWY2ZYWltL3tpK93iOGhcXp7+xkeHKKvq5ORgX76u7voamul420rna1tdLd12a/BHQx09zPUO0hvRx9DA6P0dg9QXlYhFDFkf0wE93vBTyqVIpaI6O/vpbuzi852YbW3dtDwopGnlVXcuZJBrCWURIuFhKAA4gJ8SQwSRifEmky/CIDRdgA6LMocAIwK9PvNAPxUB/hriyCfAjD6gBD6LwD+DgBMDBHMEBwA9PNyx8PFGY1aibNWg1Yi3QfguYQYKi+epTfzOnOF2WxUP+bLV1V8eF3N3utq3rVUs/uyko1nJSzW5NN6/zytN8+yUJrNTHEmzy6k8eRcGj0P79HzKJOnl89xLSGFM+ERXIgKoenGOaby7zL88CblF84QFxiAr4crPh6ueLg4o1UqcHd2wlWrxeDlQbC3588CMNnyPQCj7PlOx2H4PQD4qTfgpwCMNvjvAzAuUIj8EsxmYoKDyLp2jdqaF1Q+qeHN6w4Gh8YZHZuip6ePsZFxxkZGmRgZZbC3j+72Drra2unt7KK3s4uOt628edVMx5t2Ot6009fZT3/XAONDE9y9fc9exZX+4UD7rQD093Jn0WplfHCYkb4hhnqH6e8aoKe9m96OHuprGyjIekhqdDSR/j7CGbEIqYakkNBfBcCUAwB0FEH+AuB/AQBjggXXjSB/bwx+3jg76QR3Zq0anUKBk06PXq3i4pEkKi+epT/7NouleWw/q+Lbhmd897qB7zpf8VVrAzsvqlivLmE87y6vr52l5lw8Qw+vMJJznbpzR2i6eIKVknyWCx+xXFrIZHkuM5UFTJY9wPY4i6ncG/RmZ1CUfppDAQGcPpaCp4tegLFSgbNWg5NKhcnPhxB/318MwNBAHyKD//0AjLUfwP2pYCajMN4zKpK6qipeNr3h1cu3rK/tMNA/wtzsIjMzs4yMjDE2Ms7c9AxjQ8P0dnbR3d5BX1c3/d09dLW109ryWogK33bQ09pDf0c/Q91DWIxmJCIxUqn4Dwfab4GfVColKTqKFessM8NjzI/PMDdpxTo+zeTwOEM9ffR19vPm5Wsqiks5lZxEWIAfh4OMxJsEjeuvBaBjsNRfAPwPBuDHb6ogj4kI8scU6EtQgC/OTjrUKgVajQqdSomTXotWo+J8ShJl6acYeHCHhbJCtmor+ar2Gd81NfK31hbeN7/gq5d1fKivZq7kIVVpsbTePkN/5mUGczKo+iKRmvNHmCrM5H3jU3ZfVbP3qoKNZ8UslD9kuTKHqbJMmrOukHnmKFdPnuDGxXTc9Gp0Shk6lRK9WoWTSkWQj9cvugJ/CsB4hwTo3whA4f3wJ9bgJ8yZCDGTfuoULxubeN3STuvbTuZmF1laXGNkZIy1tQ2mp60MDg5js84yOTrGQE8vPR2d9HZ20dfVTU9HJ52tbbS2vKalsZmutx10vu6kuryKQJ8AxCIRMpnkD4fabwXgyaNHmJucZGJohMnhUazj08xOTGEdH2diaIjxoQl6uwd49aqFZzV1xB6KIixQaBc7Yvn5HGCYQYBKvPnzBWCkvUvrFwPwoBD6LwD+OACF7xGcckIDfQgNDsTg542bqzNKheACo1Uq9q3qzyUnUHTmGH1Zt7CVFrD6tILN5zV8eN3E1+1NfNfZxLdv6/iutY6q03FUpScyX5nLTn05a3Ul1F1OoygtGmtZDtsvKnjXUsuH1w18/aqRdzXVrD4uZrokh5bMa2QeS+bxzeukxEXhopLjpFaglsuEa7Bej7eznmBfr18EwEMG/x8EYOK/AIAHPeOEZnZ/uwg/gDiT4O92IjmBR9lZvHz5ko72Hnq6+rFOz7O8uIJ1epa5ORvT01bm55aYnbQyOTrGUF8/vZ1d9HR07l+HO1vf8qqhkddNLbxubKa14Q1X0i8RERKK2N5u9kdD7bcAUCKRcOpkGqMjQ/T39dDT1c3Y0DCzU5PMz0xinRxjZnyaocExBofGeNvRTX19I6dSkokzBZIc/PMymP8KAB58wgfV+I5m5N9TCP3p+lQI/ek6+DjfS1O+H47uOOAHhdAfzQQJC/pRM4TY4I9Fl/tCcLsI1yEXOBxkxOjpQYjRSICPN3qdBhdnLVqNAheNDieNGq1CypmkGB6eOkrPo0yGH91nviyPncZathtq+N/eNv7fwS6+bWtiNO8+dedSeXI8jqGiHL7ra+d96yve3LxC+dEEFqpKedf8gg+vG3j/Rrg2v6t5wlp5EaOFOdTfu8kXMYc4f+QIrnoNrnr7c1AK2kS9Uomnix5ToJDXc/QFC+4pwfsmokfDhNfFIXqNCTYIJqR249AEhyGqybgvhA4L8CHc6Ce0XQUH/SwAf04H6KgEHzL6Em0yEGUO4t6NGzytrObN6w6GBkYZ7B9hcnyGpYVVlpfWWVneYNa6wKx1gfm5JUaGRhno66evq5P+7i5G+gYY6Oqjp7WHtpfd9LzuputtG72vXnLUZOJQsBGRROjx/aOh9nPrU6nNpwC8efMSY6PDDA+OMDkywfT4BAuzVpbm51iaXWBxbp6JsUmGhyYYHbXS1ztMS+NrQvwMxFosxAT6Eh8UsN9LnRRmIdoYwOEgQZrk8BpMsBiFQethQSRZAokNDiDa4Gv/YDXtByifAtBxVpMtJhwzYQ4Kqn/J+T949h3Bj6NyHBMYSIRB0OiGG/0EUbch8EeHov9DK9xfAPxpACZYgjkcZMTs60O4yYSPhztqlQInvRonvRpXuyGqXiXjdHw0OafTeHM7g6HsO8yX5LL1tIJvml7wtzeNfNtSz25DJdNFWTSmp1JzOoGClBgG8jN5fukkpakxVJ8+wnRJDv+35w3ftjXxTUczu8+r2Kt9wmpFEcOFOZRePsfJ6AiunD6Js1aFi05rF2bbr+QqFV6uTp8FAD8F4acAjArwJdogHLJwox9pCXGUFRXzrKaO7o5+RocnGBuZZHpylqWFVVZXNllf22ZudpEF2wpTE1Zmpqx0tnfQ09FOX1cng719zE7M0NvWS2/7ID2tPYwNDXLr3BecCg0jKcyCSCz6U8hgfg6AWVk3mZmeZHJ8irHBUeamZ1icm2V1cYH1xVWW5+awWWeZtS4wOTXH8tIGw30j5N57QFigYX8uiyM1cSQidN+dWoiufgqA/n8qADqY9l8HQKEV6J8DYLwlWPAcMwQSFhyMh4tw/dVplbjo1LjoBAA6qRWcijtE3pmT1F9Op//uLeYLHvHhWTXfvXzO31694JuXtWzWlrBaVcBE/m3G827R8yiDyrMJ1J5Lpv3ORerT09ise8z/aW/i/+t7yzetL3lXX8tyaT5TBQ/pzs/m9vEjXExLwUWlQK9W4KRRo1Mp9wHorFbj7eaM2e7wsm+U6QDg/qjJPx6Ah+wzbaNNBsINAdy5fpXnNbW8bm6lr3vYtbqFAAAgAElEQVSIyfEZZqbmmJ2xsbSwyvrqFpsbu8zPLbG8tM6C1cb02BSdrW20v3lLX1e3cB3u6GGod5CR4QmG+4ZobnjOIT8frsXGkhIRikgsQv0fAMDy8gKWFm1Yp2fp7+pjdXGJtaVFNldX2FrZYH3JxrJtgdmZOVaWN7HOLLCyuEF/1wDJsYn7KSfHnndYoMWajP8YAYaaBACajb8agA47rH8FAIXz+Y8AdLTM/gXAkOD9nMOnfoA/B8DYEDNhAX5Eh5gx+vriqhcqwAJ05IIIWisUIU7FHaLw3BnqL6TTd+cm1twHbFY+Zq/2Cd811/Hly6es1RRifZzN/JMcVuqK2G2uZLo8m9knD+l9cIWZsmy2npfxXXMt//O6jq+a69l7UcNsfg4jeQ94dusaxw+FcONiOjqtEq1Shl6t2gegXq3CRaP5UQB+PGhc2Bj/LgD+WC/woeBAwgL9ORofS0VpCa/qX9LbPUBv1yDWiVlsMwvMWRdYtK2wvrrF1gEALs0tMj48sp8DHOztY7C3j6mxcQZ7BhgaGmJueoKUuChORYVSeOY0Zw5HI5OKUEr/eMD9VgC2tLxgfU3IjXa+7WBnY5Pt9TV2NtbZXF5nfcnG6uICy4srLC2uMzFuZX1th9GhSQofFRMZEECcWdjryWEW4X2x53wjjYF2ABrsNmmm/T7e2GDDvxyAB52pfgsAD/LuVwPwtwLucwPgp3ZYPwfAaFMQFj9f4g8dsrfACcATWuHk6NUawRlGLuH44SgK0s/QeOUKvXduMfkwG9vjfHYbBO3fbPkD5ipzWKwtYLmumI3GJ6w+K2KnqQLb01wmS+8zW/6Qpco8vnz5lPcvKthrqGat6jFjj7LpepDJo7MniQ0Jxs/XE5lMgkYhRadS2pf6IwA6rsCH7UWQlJDgfZOItNBg0uwAjDT6C8luk2HfZj4p9PcD4KdmCJ9WgSON/oQE+nP35g1qq2tob+1iaGCUkf4xrBMzLFht2Gbmsc0tsLq8xsbaJnPWeRZtS8zPWLFOTjHcP8BQ7yBDvYOMDg4xOTrGzIRQDMi8fpljMWFkn0zj2ZUrpMfFIhaJ0P6CXuA/ev0cAAcGOthYX2V+1kZ3Wxe7m1tsr6+xvb7G5vI6W2urrCws8m73Petr24yPzQiR4JSN5qa3HImK5lBQEHFmk30WtnAmDxn8iQoyEBkQ8JsA6Dh3vwaADg79HgD8obUPwMQQ018A/BkAhgb4YQnwI/7QIdycnNFptGhUAgAFCKrR6zSo5RISQkw8OHWcF9eu0HnnNsPZmcw8zmW+Mp+R/NtMP85itOgOE6WZDObeZazoIctPClh5WsRCZYH9/91lpiyb9dpi1quLWHtWzlx5IQMPM3l+/SqXk+Mw+XkjEolQqJRoFNL9CFCnUuOkUeOsVuPpoifI35toxxXnnwBgXOi/HoCHggMJ8fflSHwMpcUlNDa+pL93iPGhSabHrMyMT2ObmWfBamNpbpHlxRXWVzeYnZljdmaO+fl5Zqam6evp3+/6mBmbYmZsgkXrHCVZt0kyBZB1No0Xt6/TfP0mVxPikUpEqFSaPxxwvxWAk5ODbG6ssbq8xtjgKNvrG2ysLLOxssz26ibrqxu8233P9uYeayubTIzOsGRbY3F+lY7WHrJu3Mbi5y/0DocI7jGxwQYOBxkJD/T/aQAGBv4iAApV4O8B6NgTP3T+D8LvtwAw0fSPkd9HAHQc8r8A+NMANPl5E2YMJNxkwsPFFSedHpVCiYtOi5uTHr1ag7OTDp1KjtnHg4zkeCovnKP17i16su4ynHeH+cpchvJu0HrzLEWJoZQmR1OSGEdJXBxVCQk8Tojl2enjDOdnMVrygOGCu0yXZbNUXYCtqojBnHs037hC+cXznI2LRq+SC551qu+vwMLSCPlIlQoPZx0GX8+PAWgWXpPjIZ8PAMMDfYkKNnL35g2ePKmi9W0ngwNjTI3OMDcxj3ViBtvMPEtzi6wurLC68D0ApydnsM7NMDw6Qn//oFAtHplifnyG1Vkb5Xn5RHo5k30qlScZ52m7f4eJwiKyT59CJpMg+hO0wv0cAG22STbWV9lc32JxdoHN1TU2V1dYX15ie3WTza137O59ydbmHkuLa4yNTDI5PsPW6g7dbb001L4gKfIwCSEWkkKFsaJxpkBiTcGEBnwKQMu+hOVzAWCswfARAA8bA0gwGn4agAcB9J8OQMe82H8WgGZ/X8LNQfh5eeLl5o6rswtqpWofgM5qNS7Oepz0arz0Ks5FR1B05hTNd27QkXWPoZxbTJVkMpiTwUjOdXpuX6L1ynm6r11n6mEBbemXeXn6LNUn0ihIjuXJmVQ6sjIYyL3FeMl9hvPv0373GvVXLlJ47gxHwkNQSETCQCSFCq1SJkBPo/4IgO5OWgJ9PD4bAO5v+k8AGOLnRUpsNI+Li6iurqW9o5fhoQkmR6aZHZ9jbtKKbWaeFdsy60trrC2usrG2yfysjcnxKUanxhgYGrT3B49hm7KxYl2gOPsRBjcP8tJP8uJuBq+zb9H34D5zZeXcO35McGGWfv6tcD8HwLW1+X0Abq1usrW2zs7GOhsry0IRZOsDu3tfsffua1ZXNpmasDIxPMmCdZGxwXHaXrVx+/I14sxCZJdkNpJgMQr5vyCjHYBGEszmfzkAP4XfrwVgRJD/rwfgp0/g04rJ5wBAx/91vAAOB4lYQ8CPAvDToUiOFy4u+OBAHv/939uR04g1GUkMNRNrMhLm60WYwUi0JQR/T899uYlercHDxRVntRZXrVZwYXFzRaXTEujrxfWTKTy7dYnWzKv0ZF1npPAO/QVX6cpJp/vReXofXKEj4xJtly7y5tx5uq5d5eX509SeTqEl4yxdWZfpy8lgtOAeHXcv8ermFSouXuV8YgpOGjViqQi5XIpOpUallKPXCVGocC1X4aJT4+6sI8Dbg7AAn09kMGZhhVtIsgQSbbLnewL9iDUZSThQDUwKNQuD4c3ChjtkEEAZbhQGUDuEqQf/v2ODOwofR0M/hmBCsDChzeEEEhpoIvPWPZ5V1fLieRP9fcOMjkwxMTrD9JiVxYl5ZifnmJtfYHFxkb2NLfZWt1heXGNofBrr5BTj45MMDI4xMDjGgtXGoxvXifZwJudUCu2ZdxnOe8RYST7TZSWMl5Rx++QJwepepvzDAfdzSyKVI5UpkMkU+3NCFAoFSrkCqVjC1sYmm+sb7O29Z319k42NLZYXl9haW2VrZYW9d1+xtf2O3Z0P2OaXGR2e2AegdcxKW3MXz6rqiAoJIS7UPlXPbCTOnv4JD3RUgYMPgMtRBf5lOkDH2T24D46ECEPeDzZC/FxXltCa+vH37OsVjf6E+nsTafQXrNV+oqHjPxaAjk6QH5oJ8mMAdESAB5PyCSEmYoINhPt5Ex5kIMocjI+bGy467b4NlruzC85qLU5qBUqFDBc3V3ROepw1SpJCgyk8f5LXD67Tcz+D0fzbDOVdpefBOUYKr9KXfYmOm+fouXWF19fO8jw9hVcZJ3l77wvaMtPpz89gMD+DrqxLvLl3meb7d3h4Np2IwGBkUjFypQyZTIJaLjy2XqfBSa+1R4JKnLUq3J11+Hu5/+EATA0LIdli4mi4YMnkiBIPB/gJP9McztPHlTyrqqWutp7enkGGh8aZnpjDOjHHwvgcy/Mr2GyLLC8usbu+yfv1HfZ2PtDVO8TMzCwzM7OMjU4xNTHN/WsZRPv6kHn0CK/u36Tt/h2mSotZqK1k4WklU48ruHY0FbFUhFL++RdBHACUy4Xpf46oUCqWIBGJ2dnYZH15hQ/vvmRzc5v19U3mrLOsr63wbnuLnd0PbG7tsb31jkXbChNj04wNjjM7Ocfs+CztLd28fdXKuZMnibZ3bCTaXeLDDQF/AfBzB+DPtcL9EgB+9Jh2DdRhe6tPRLCRMGMgns7OuOi0+10XrnodLhoh9+fmpEen0aLX6vD39CTMz4O0MAMFF4/RnHGe7syrjOTdxFZxj7XaHL5sqWCv6TGbdSVsNBawXJfDaMk1evMu0P3oPD0PL9D38DLtd9NpzrlF4eV0UsIjUEoUSGRS5EoZSqVg6KmQS4WeZK3a3gssaAPdnLT4ebr94QBMCbV8BMCUUMt++9WhQD++OHGG5oZX1D19Rv3zJnq7BxjsH2F8dArrxBzzY7PMjE+ztLTC0oIQAe6ub/Pl7gf6eoeYnJrFZltkenKKexlXiTMGcjs5kWdXLtGbnUlvTjbzFeWsvKjBVvWEqYonXEhMQCQWIZN8/jlAqUyBVCZM/5PJZPtTAB1uNrvr66zML7C3847377/EZhPMItbW1vjqy/dsbuyysb7D5sYuC/PLTE/OMtI/yuTIFNaJWbpb++nt6KPoUR4RxkDh/TEKLYlRwca/APhnAGBssMNA0fCjM0F+CoAf5QHt8Is2Bgj6uCADJj8f3PTC9dLNSRA+O2s1uGg0OGmUuDs74e7sgoeLKwHuHiSGmjl52EJauB8FZ1IpTz9Ox4PrTBTfZ6U6l93GMv7e/oIPr6v5P6017DWUYKvKZqRAiPx6HmXQciudtjuXKb72BV/EH8ZZrUYilSOSyVGqFahUCtRq5T4AtRoVGoUcrVKGTiXHVa/5LADoiPgOzoONCQok3hJMVKAfRbnF1Nc28Lz6BS2v3tLbPUBfzyADfcNMDE+yNLXAgtXGom2JRdsSK7Zldjd2eLe1x3DfEAu2FRbn5rl96QJJlkBuJcfyJP00zVcu03fnPmOF+cxXlDNfXcFEWTHjZY85HhWBSCxCKv0TAFAuLLlcjlQqtYNQglgkwsPdlXdr6yxa59he2+LrL79jZnqemZlZdnff8eHDB1ZXNtna2GVzfYf52UVmJ+cYHRhjfGiCmXErQ70j9LT30vj8BQkR4SSHhgrnKtjAIVPQXwD8swHwiCXodwVgqCEAo7cnLlqV/WopuEE7adS4aoU5vM5aISfo4+aBl5OO47GR3E1P5UpqJCmhfqTHmik4d5TeoixmKgtYrC5iubaEveYa9uorWbLbXY2WZdOSncHz25eov3edkvTTXIgPIz7EiFwmQSxXoFJrheuvWolK9X0EqFEr0SjkaBRStEoZrnrNZ3EFTg4TNnuKxUxaWCjJFsGE81BwIEcOR/C0spanlbXUP2+itbmN/q4BBnuGGOkfZWRonNmJGZbnFlmcXWBtZZ2tjW22Njb55t0HZoZH2FhaIevaNVJCgrkWF0X5F8dpu32dybw8ZvKLmCguxFpWysyTUsZKi+gvKCQ22IBIIkKpVP/hgPslAJTI7OanYmFwkgOAEeGh7K2usTAzy4ptmS/ff8P01By2+WW++eY7trZ2WFlaZ3tzj421bWYn57BOzDI5MsXE8CSTI1OMD0zQ095Ld1sXGennOWSwd0sFCxZwfwHwTwTAJLNxH4AOrdtvvQKb/LwJ8HCzg06Fm9P3eUA3nQ43veDCrNfq8HBxxujtwcm4cLLPHeHFg8s8vHKM83FmzkYEcD8lmobbl+nOy2S4+CED+Zn05z+gr/ABrXn3eHzlNLnpqRRdPc3tEwkcNftzOcbMsSgzYpEIiUKJQqFAo5Ajl0lQazX7s4k1aiVqucwujJbj5qT9LIogqZFh+wBMDRG+nhBiIszgy7XzpykprqC2+jkvG1t48/ItA92DjPQPY52YYXx0gumxKZZmF9hcXmdjeZ319U22NjZ5v77BZHc310+fICkokOxjqVSeO01LxmX6s+4xkZvDZF4e0yXFzJQUM/64kLHSIrpyczkU6IdIIkIm+/xb4RwAlMlkiMUiu4ehBIlYxMkTx9hYWmJ5zsb05Azv9r5icsLKzvZ7vvryOzbWttlc2WJ3Y4+N5U1mxq1YJ2aZGbcyPTbD5MgUY/3jDPUOMzQwTHX5E0L9/IgLFqbChfp7/wXAzx2ADlnLQQCmhgb9KgD+VBHE4OWOv7sL7k5anDRC/6+zVrUPQE+9Fg8XZ1xdnXF3c8LfQ0d6YjiF54/wOvsCb/Mv8+LuWR5fTiXreAznIwxcjw0h90Q8JedSKT53jNILx8k6HsO9Y1HcOxbB5cMGbsSZKL2QSumZJNJjwtAphRGIeqUSvUwuRHs6YRiTXqfZvwI7AOjurCPQx/OzAOB+Ndgi/FucOYjEqFCy716npPQJdc8aaWpopq2lncGuQSaGxrDNzDM9KXSBrC2ssDG/xvbaDptbO0xNTdHf3sqN06c5bvInMyWB0pNpdN65zciDLAYz7zGWl8N4YS4zdgAOF+fSV/CIxtu3CPH2QCQTIRJ9/n6AUrkMmUKOUilHKhV/vyQirl65wMqCjWXbPJPjU3aTiCW+/ep/2Nl6x/baDnubwp8rtlWmx2aYmxKq6rOTc0yNTjPWP74fbfe0dZAUEUVcsGCRJlhM/QXA/2gA/pwMxt/dBT83ZzyctfsVVgGAgu+eu1aNm5Med3dX3D2c8XVTcT4xlKIv4nhz7zRTZRmMFmfQlX+V5kdXacrNoPreBQouppB18jA5pxPIP5NAwRexFJ05zJPz8bTcOUnfw4sMPrhI3cVjXI4NIcDdCZVMik4qw0OlwVmtRqkWrr56ndCO5wCgXq3Aw0WPwdfrDwdgSkQoaRFhHAsPIzVEkMEcDgrkwuk0Ht6/ybO6Rmpr6nnxrIm+9j6Ge4aZGpnAOjGDdXqWpYVlthbX2FvZYXdjj+WVNY4fP05teRmnY2J4cDSWirPHeXXlAv137jKdk4u1qIiJojymK0qYLCzAWlrCSEkenTlZlJ09g59OLQwi/5MAUKFSotEIM4ZlMgkSiQiJWMStm9dYXJhn1jrN3JyNmel5trfe8/WHv7G9tsve+h5f737N1vIWi7NLzIxbmZ+27QNwemyGicFJ+rsGGOgbZqR/mIsnTxFrMgk3oKD/oirwD4mgfy0AD4piP12/BIC/VAjpEEH/WA7w1wDQ8Ts7IBhnEjRQh4IDCQ30weDhhrtWvX8FdnfW4ePhjptOh5NKha9Wg7deh6tWi5ebM8E+rqQnR5B7LpGGu2cYKrjCemMB1sp7DORdYazkJtbKTJbq8pmreYT16UPmnmYzVpzBfMUdZkozsD25yVzldfoenqTl0lHuxIUQ6u2BUqJArdTgqnfCRadGrZHvd4FoNSqc9GpUSgGAni46ArzdhZxOcBCJocIQ7JQIC8lhJpJCjcSbhWR3SIA3ocbvhyIdMQvWRYl20XK8WRgLEGkUTBOiAv2ED6eQjwHosNM/uNETw4THTA01ccRuSxZjDuHO9ds01L/i7ZtOGuqbaapvobO9h7HB8f32t6XZBXYWV3m38Y7tjXcsbe1y+OwFTl6/z6vqWp6cSKH69HE6b2TQd/cuo3m5TOXnY8vLZzY/j6nSQkaL8xjKeUhfVjb1N29w/VgaWqVwrRRL/njAKRSKfXmLo8LrWCKRCJFYhEKj3q/8q9QyJGIBgDnZd5ldmmdmfg6rbYEZq413e1/zYe8b9jbf82HrSzbXd1i0rTA7Y2PBusji7BLzk/NMj0wzOTTJzMgcw739DHT1MN4/Q1F2MWGB/kQH+RBjNBIZIIiLk8zG/Va4ZIsQdETbBccOEXySOXgfTLH2D13HufuxXuD4IMMPrv2JcXYeJVuEfXnELDRCfATA4EBBzB/gI3zg24X/P2bW8hcAPwGgY30KwJAAb4J9vfHUa3HWKO1dF0rhyqvXCT23Wg1uOh1+Xt74eXkS5O3GuYQIii6lCgAsvMzS84esNuSyUPuA6Yo7TJTdZLYqC2tlJnNVj7BWPGC2PIudhmK+fl3Oh+YyNp4/Yij3Ik/TD3P7SBjhBk90WjVarRZPV5f95+Ks1eBivwprNQpkUhEqpRRvD2cCfTwI9/UiJihQaHMKMZAaHkySyZ8TURaSLX4kWOwDn/y9iDYZOBJi5nhEuCBadliC/QYAHgkXXICP2p2AEy0WTiQm0dbSykD/CEOD44wMT9Ld2Ud7axcTw5Mszi6wYltmc2WDjaU1NpY3WVne4PmbdgJTThJ94Radb9qpuXSG1zcuM/owm9Hch4zk5zBRlMdsYQHTBXlMlRczVpjLUM5DXmVkUHY+nbRDEfj5eiKWSuwC4z8WgI7qrgOADrmLXC5HoVAglSgRiQQ5jEyuRKFUI5ZKEIlFPKmqxDa/jHXGxvzsIvOzi3z95Xfsbr9nb/tLdjbfs7ayycL8MvOzAvyW5paZn7ZhHbMyPTLN9MgMo/2CicTk4Cwva5ow+3oTGejNYYPhPxOABwH3nwjAX1MEOXgFduQD48xBRAUFEBLgTZCPF84aJTqVHI1ajkopx9XFCU9XF1w0GvRKJT4enjjp9Pi4uRHi58XFpEjKLx+j4fZpunMvMVv7kJWmIvsqwfY8H9vzfFZflrJYmc1eUzEfXpXyVUsZ718Ws9eYz9LTe0wVX6XhbjL3T4WTEBGIWiVFp1fh6eqEi1aJq06NXqnEzUm/nwuUy0QoFRJ8PFwJ9PXiUKAPUQGeJJoDSLIEkhpqJDUkgKOhgRwLCSTebCDc35Nwow8xFgPHoyJIsQjXkyMRob8ZgGnhFo6GmTkWGUpymIW4kBDampsZGRljYHCUocFxhgZGGRoYZaBvmOHBMean59hYXmdzZQPb/DIL88ssLqxS9fItxrMZRGY8orK2gf6qIgZzsxjPfcBoThaD+Q8YLnzEcE42k0VC0WOysIDe7GxeZGRw53ga1WXFREdHIZKI7VXVPz4CdER8CoUCpVKJUil0qIjFYjRiBU4qHUqJAplEjkKhQipTIJJIqWtqYsm2xfLcOoszi6zML/F+a4d3u+/Z2/2Sre33LC+usWhbYdG2woptlRXbKraZBawTs1jHrEwNTzE6MMJQ7yDjg9MMdQ8TbhCuv9HGvwD4pwBgTFDgPy2D+RSAjkqwA4A+7i44awTXFZVSLozDdNLt6wFd9RrcnYVqsNHTneQQAzePHKLswhFaH16iv+Q2toZiVlsqWG4sZb25grWXFSzVl7L+6glbr4rZbi5hp6WUndclbLcUs9VcgO15FlNVt6i+EE7FlSTOJ4Whk4vQqGV4e7miVUlx1QlT6dyc9IIWUKtGLpeikEtxc3UmzByE2c/TnsvxJSE0iGPR4aRFhJBsDiTJFEBscACHgv0JM3gTYfATNqq9Wht/wFDynwVgqiVYiMrDQgjx9uJl7TPqn9XxrO4Fb9q76O0eYGxkktkZG1MTVkaHJ5ienMU6Pc/YyCQLq5tsbO6ytrrF4PwygV/cIigjj+SL15npfsNoYQ7zJYVY8x4xWZzH5OMiBh8+wFpSxlhxMSOPcujMfkBh+hdEGwPY3lrDx88bkUS8f/X8nCJABwxlMhkikQixQoRCJQxAl8pEqFXC7Be5SMTrxkYWFnYYGxFyequ2Rd5tbvLl3jt2tt+ztLzB6sIaa4vrrC9tsL60wYptVWiDm5hlemyGqZEJxofG6OvsZ7BnmMmhKc6kHiMyyMCh4H/9FfjHcv+f8uifBeBP2mH9JwHQ0Qnyz+gAHY9/EICRRn8s/l54uuhxd9ahUspRKGTo9VqcnfU46wXxs4tWjrtOgZdehcnTmS/iw7kcZ6H6+kmaM9MZLr6FreYRu6+fsPemks2XZWy/fMzOq3J2XpWz9rqc+foCVprLWGkuYau9nM22xyy9ymew5Cpj+ed5fjmFe6kxuMtEeLpp0eoU6LQKwZFaI8hwdHb4SSSCVMJJryUu9jDXr1zlwhdnybxzmzPHjpEQGUVqbBynj6RwJiUVb50Gs683oQZ/YkMtJIfZI7eIsN8FgMfCLKSFhRJvMfPozm0KHuWSk5NLfkEJBSWPaWpopq9ncN+lxDo9z+jIJCPDE9jml9nYfc/W9nu2Nvewbb3nUuVLPNPvEXnhJk9rqhgpK2L5STkrpaVYi/OZqyhlsrCAqcJiRvMK6cvKpuHmLS4mJVJdUcbe+13UWg0SiQS1+vPQAYpEIsRiMQqFArFYiEw/ygOKRKg0SiQyMVKVDKVOhUgqorW7nbXN9/T0DjE8PMrsjJXdnS3e771jd1uwv9pc2WJrdVuooK9ssbqwtg/AyRHBNmx8aIK+zgF62vsYH5rgcWEpRi9vov4C4H8PAGOCAvftwR2H3eLvhZ+XJ656YQymSqVALpeiUqlwcXIWTBDUUlx1Cryd1Jg8nblxKoWMY4fJOpvAy7zrDJfexVqTy8arCt631/Blew3v3lbxvvUpH94+Za+lnG86aviqvZIv2yr4uqOC92+K2KzPYq32LuNF1xjMu0nJFyfwU0pxd9KgdxEKIK5aLc5qoS1Pr9Mgk0mESMHeMRAeHs75C1e4dzebhw/yeF7XSEP9K+pfvKSx/hWryxsszc6Tk5WNTqsmJNCfeIuZo+HhpEWE/S45wKNhwnU6OTKSokePqH/eQPOrt1TXPKfldRv1zxuoevKUF3X19HQPMDI8wejIJAu2FT68/5aVjU3evf+GhbkVNna/omVmGc9T14m+8YibReVMtjQx8bichaIypvNymSzMw1pawkR+Mb1ZObRmZpH/xRccORTJxvoqW9u7iMXSfWOBPxp+crn8ox5fRyQolQrPUSlXoVKoUcjk9ucsAFEiFfGquYHF6UlmJybo7+5ieXGJvb093u2+Z21xle2VbfbW99jbfMfO+i4by5sCAOeXmZmaY2xkEuvkBGODEwz2jdPZ3sPo8AR9nf0YfPwIs88E+QuAnzEAf8gM4fcEoKeri3DtUCtxctGj0WlxdXXFYDDg5eGJs4sWTw8XDH7exEaFcf7UUbJuXOLG+eOkHDZxKeUw99OPkXPpNOW3r/Ai7y7NxQ/oqSlmtP4JS6+esdnZxNSLUgYrMll7W8FuWyXbb8pYrnvI1LMcuosyKUg/Q6Bej5urHmdXHS7OelzkavQquTAU3S6TEEslSOVC/sjFxYVTJ89x7eot6p410t0zSF//CP0Do7R39VP9rIGtzXd897f/ZWSnKFMAACAASURBVGf3Hc+eVhNlNJIWEUF8kIGUCMtvL4KEBJMYauZexlXaW9vo7xvGOrvA4sIqC/PLLC0sM2edZ2pimoH+EXp7BrHO2ISob/u9YICw8zWL1nU2VnfY/tv/w9miKiyXs4i+9pCmxjoGqmuZL6titqiUsfw8psvKGC4o4u39LKquXuZcbDQtjS9YWVtlc2MXsUgiLOnnAUClUrkPP7VajVKp3L8Wi8QitCopFl9PzsUf5l7qEaovXuTFxYs8O3OW7KNJ3ExNoqexkc3lVd7vfcXK0jo767t8ubnHh60PvN98z/baDmuL66wurLG8uMacdYGJsWlmJsYZG5xgeGCanq5+hgaGsU7McfbYWYIDvP4zAXgQWH8B8Hv90Q8BUKtUoNOqkckkyJUy1FoNCpWQqFYoFMjVKiQKOTKF8EkulYhQyMUolGI8vVxw8fTF12DC1csXpdYJkUiCRCLD19cfPz8/jAFmwkIiyc58QFVlBbWVj4m2BHIyPoLrJ5O4eSyEW2kxHA0x4aZSondS4+whtON5yHX2Fj2hI0QqFSMSi4QqoUhY167c4E1Lm6DzGp6gr3+EsclZRsZneNPWTVFpNaVPaunpH8E6Pcvb+gbCfXxICbUQbzb89hxgmJmUyDCeVVVgsy2yvrHD9s57drff827rPXs77/j6y2/o6+mn7lkDc7OLfPe3/xXgt7LJ+vIS73e/5d36t6zPrbL17ku6V7aJuFWAJSOf41fOMdjympUXL5kpLWe4oID+vFzasrJ5fvMmWSfSeHT9KiPD/WxsbrOxvoNMJEcsEgxl/2gAHrwGy+Vy1Gr1/t/Dw8PJT02i7PhRmq6kM/zoPtMFmUw/us1k9nXG7l6k/dpFGq9d5pTFzNzwOHs7H1he2mB7bYf3WwIA3228Y2t5az8fuLq8wcL8MlMTViZHhxgbmGKof4q+nn56unqZGp/naXk1Bl/3/04AfgqcfzcAHYcu3vyxyNLxix/M2Tle7H0zBIt9CLN9APjxSDNJFqHaGR0YKEA99P9n701Dm873vv9faEhIQktLlRlmGEWxpaUlKS0trbRYqrRU2mJRVBRFRVFccEOrxQ1XXHHFHbfiUqWLlu60TVvapEnITvaQdEWdmXO4rut/839ww+t+8Gsy0eOMnlnPOff94EvrTJImafP6fbb3+6NhQcYsqgsyWJQh/qJy537D/Iy5ZKfNJk+TTklhPhJBID4+HpVKhUKhiH4f6dJFvo89kVGGyIlNtWLHHCQSSbS+80sn8nO/+uorkpOTSU5OZsaMGXz99dckJyfz9ddfM3PmTJKTk4mPj/8gfRIEgWtXb2EYsTA8ZIjqRAcHRhgaNGExeXla95Jr1+5x/vx1Hj2qp6Otm82rVlOWnUF1nqjZLVGnsyAtjZLsTPIy51GoSaMoYy5VOWqW5uVGfy/lmkyWZGexNDeH5YV5VBRkUZyn5uyJIzgsVsKhCTzeEGaLE8OIFZvZxfCQgfv3HnPl8g1eN7cxGp4kFBzHZLRhs7qwewL4/GH8Lh8uowWPy4vVE6JZb6Ziby0PG+vYsKWGuqcv6bh6mYFzZ+k9fY72A0e5s20fuypW0ln3khePn2G1uTC6nAhy8YIl/xdYiiSoBASpgEwqQSJXIChkSASB9cX5tJ08Rvf+XdRvXE37gV1oT9YyfO4EpvOnMZw6junEMfpr9tBaW0NN5WK2LK1izOvCabXg94bwuMP4XQHxQuMO4rF7cZidHzRCdN1D9LaJSpD2tm6am1rp7xtiQDvMN8nfUpyhYZFazeKsDJYW5FCdm0dFVg6l09MXnwPg5wahF2rEJUyxHIjtAseypSo3O3rRjTYuNRmUqMXVmPPT08mZO5cS9U+zvbEsiQR0/1cBcGVxHpW5ollqZBN9iTqd0mw1mtlfoZ41j1WV1Zw8WMu6lcs4fvggR48cQiaTkZGhZtasWQiCQEJCQrRoHoFdJH35JQjm5OTw9ddfRwEYgVTkav+p+8eeCHylUinx8fHExcVFTTFjh2YjIxQqlYr4+HgSEhJISEggNSWThQtLWbNmHTt27GLv3v20t3VjtXhwu0IYDTZaW3t5+PAF9fVveFnfTFvTa6oWFLJIk8bCHDUV+TmUZKaJEWBmCgWZ4irLyBU5MqFfka2hKkvD0ukuckl2JhXFhYS9XsbCowwO6Ons0qIbNtHY8IYb1+9w88ZdHj6oo6O9B6PByvjYWwL+UZwOL3abG39oQvy3xYHb5hKF/cEJLOG3POwcYPGuAxRsP0r+1u20XL+G+cQZ6k8e4u7RvZxbuYpTp87w4MEjrl+7jdniwGS2I4kTU0up/K9PgRVCHEnyJBTSBOKUichUSpKkAqdXVeO6dRXH3Us079uM9ug+9KcOYb1wAsOZIxguHmf4/CH6j9RQt30zJ1avYE1JIS8f3GHM6xIvGE4/PqefgDtI0BPC5/TjtnlwmJ2Y9RbRHKFPh7ZDHEVqedNBU2MLPV1aRnQmlpRXU5iaQVlONos0aVTmqFmSk0tFVg6LMkTpaCwAK3OyfhcARuD3pwMwcsP/JABW5qhZWpDDklwNpemidC5lxgx2bthMd1sXft84gwNGmpvaePzoGceOnyQ+IYnZc1IpWVjOsmXLEASBxMREFApFFDCxM1u/BMCysjLmzZsXhVNCQkI0ClSpVJ89kZ8VAaFKpfoAgJ8CZuyJyL1iI86iwoUE/GM4HT7CoUlCwQmCwSk6Owd486ab102ttDQ0kZeWSkmumtK8LIrSU8T1lRnzyM+YR2l2FuUaDZVZGqoKRMlbVW42S7KzWFk4n7JsNTmpszHrRgh4vPR299GvHaa9rZuHD+q4du0Gd+/ep/5FI60tneh1JixmB8HAGE6HF7fLj9XiJBScECNCgxmfx4/XE8QfmsA38QP24DseDjr5atUulu0/RNvFy3QdP8HTwwd4eLSWGzevcL3hJYcuXcJkd6PXmbGM2JBE3hPFXw/AGbJklEICKvkMBEFJvExFgiCwOHUOdUcO0Lh3Fw/Wr+HR5nXcWruc66uqeLhpNS93bKBx5yZe7dnMg63rubF9M3sryynPmMdIRys+hwOPOxDVA4e84WgzxG3zYDXYRFmcVuwG93b00d7axeumVtpaOjHozVw4fZGMmd9Rmp1FaVb69Gcrm8VZWRSni5+9WDhFABiN5L4AgJ9Kf/8fAH9HAEYlWZp0FqWlUpSaSturJqbGv6ezc4hrN55w7cYT7j54wf37z5hfuBBBkLFr1x5yc/N58uQJcXFxyOVyEhISSE5O/gBOvxS9xcqclEplNIqMRGwRuP3SUSqV0fuoVCpmzJjB2rVrkUgkSKXSz0aQkS6jQiEjPl5M3SsrlxAKjuN2BXA7fQT8YwQCk4TD73A6g7x53cGIzsTDOw/IThMVIlHNpSaN4mwNpdnZVGbnUpGdLdZqc6f/wLOzWJqXy/zUFG5dukDQE8KgN+PzBLl75yF3bj/g2bMXPHnylKam1wz06xjo12E0WLHb3ISC4zjsHnzeEDari/HRKTwuP2azlWBoFLvDQyg8ycTE3zGZfBhDUzztGuDW4ZMMnD1D/bFjPNx3mHOb9nDhVTO7zp7DGAhjdQWwW7wYhkxIIxrg+L/WD1D8O5AhyKQICgWCTIlSkYhUEN1eFHIpc+WJJAlxKAUBhSAgEwSSpRLyZs9m74rlXF1dwf2dG7m6aQ2XNq7l+KqlrCjIJuSy43CJzZCgJ/QBAL0OH06LC6vBhq5fz2DvEP3dA2IHuKVTVOT0DfGmuY1ZqpkUZ2ayOFfN0vni73hxVhYlGT/t/PgUAD+l5f0SAH7cA/jTARi50Z8FwE9Nf0cKmB8LrX9dBPjTG78gPYWB1nZ0/Xru3XvOvUeNvGrqpKW9n4EBI3VP6hEEGZnpag7VHODqxQscPnw4GgFG0tYvSV0jJ7aGGIFeUlISCQkJP5tCfwyw2MdSKpVIJBISExOj82KxsIyFcyRlVyhk0SFpQRCoqKiIRloOm5twaBKfN4zfP8H4+A/4fON0dWqxmJ2cPnaY/HRRYF6YPoec1NkUatIozc5msSab8uzsmEK1WjQ9yM+nuriYsN9Hd1c/PneI509fUvf4OS0tbbS1ddDR0UVvr5bBAT0jejMOuwe/L8zU5PcE/KP4fWFMRhuT4SkCvjAWswOby4s3OMrU2x95N/l3HCYPfn8Q0/AwnWdOojtyhBf7anlw+gJdnVqOXXyMwx3C4xnF4QhgNDgYHjIiCHHTF5W/ZinSB6ULpQRBKYi1QJmAECeIZqeJSRRpsthZXsjJ9dXc2LOJK9tWc2nTMo6vXMjhFcWc2ljB7a2rub5hFQ92buXBzq3c2rqB7YsW0P7yGV6/54MaYAR+ka9umyc6D6jt6megZ5Cu1m7qnzfQ3tqFQW+mKCOfwtQMKvI0VBeIqzErsrMpyRDnZX9PAH6qCfqnAPDjjst/EgCrssU3fmFmJpdPnqCloYnnda9obOyksbmXrq5B+vr09PcbaG/r4e7tBywpr+Jo7SH27tzBpk2bEKabIbHgi0DtcwCLzORFwPRxivy5FDgyIBsfH49UKs4gJiUlRT9Mn2rEfArCCQkqkpISEASBdes2MDH+Dq8nhMflJxgQo0GPO0g4NMnE+HtcTj+6YRNWs4WVlYvFP7C02ahnzSQ3bQ5lOdmUakRtb1lO9vQAdRYr5hdQmpnJzfMX6O7swmC08eJ5Iy+eN9DW0k53Zw/9/YPoho3RcRib1YXb5ScYGGNq8vvp6NSPyWhjIjSJzxPEbhMVIWPjb5l6+yPfv/07PncInyeIw2Km6dhBWvft5eXFKxh1gzS3v8Hrecu4axSfxYvV5MRostPdM4AgxImNLOmfL4WLhZ9cLkcmF5AKAtkps6gq0LC2JJ+a5RWc3bCahwf38rJmL0937+D+lvXc2biG+1vW0XRwD001u3m8ZS13tq3j3paN1O3aTt2u7TQe3s/+ikU8vHwBj8eFz+nH7wrgdwXw2L147F78rp9mA0d0JrRd/fS096Lt6qezpYuXLxppaniDzeri8I6D5KemU56TSXluGpW5GVTkZVOSmUZxZppY953u7P4aAMZ+7v9lABiBTqSz8+8MwCXZGVRka6guLuZ1QyPNTa20tffQ0dFPV+cA3X06+ocs6PUODAYXumEL2r5hHtx7SOq8FFJSUj4Jmkhk9jkARUD5sdYz0qj4khQ40nWO3C8C4tjoL/a2sQBVKn9KsxMSRAAePHiI9+/+Tjg0iccdxOcJEgqM4feGCAXGxH8HJxjRW9D2DfHk3gMK0tIoSJlDYeY8irNEF5mq/HzKcnIoSk9jca6a6vxsqvOyKEpNpb2hmZcvG+jqHeTR42d0dHTR16NF29tPX+8gumETRpMdi9mBw+7B6wkyPvaWifF3oozL7MDt8uPzBHE5fdhtbnz+MO/e/43xiXeERyfxB0YJ+7+nv0/L80MH6Lp9k+FhPe1tLbhdNjyeccIuPx67G5fDi83upq29G0GIQyKRoFL9+WYIHwNwQ1UJN/Zup+Hgfuq3b+b++hU82rGepiN7aTy8j9f7dvFq7w7ub1vPgz2bub19Hc1Ha2it3U/z7h083b2Dup07aaypobFmH0/3bmfXoiIuHDqA1+PCbfPgdfjwOnxRRUjAHSTgDuJ3BbBbXQz0DIoA7NDS9aaL16/e8OzpS/Q6E40PGsianUJ5npry3DTKc9KpzM8RLfMzUqMAjOx+iQVgeY7mswCMrffFgi9iTPyHATAClv90AK7IU1OmTuPOlUt0dfXQ1tlHW2cfTY2t4uIdowu7exyHZwKHawKzNYjVEeTevadI4pTR+l9sLS4WaLGR3c8BMDoz+BEEvyQCjO0AJyYmIpVKo7XEL0nF5XIlKlVC9OcKQhx3bj/g+/f/RcA/gdPhw+PyMz46FYWg3xtiNDSB1eygt2cQu9HKrPh4USOtmUuROoXSiCebRkNpdhZL5udQrklnaX426xcv5t6NWwwOjdD0poM3LR309w8yNDCMQW/EZLBitbiwWDxR+Pl9YcbH3jIansTvCzOiN+Ny+vB4fJhNduw2N+Njb5l6+wMTk+8Zm3qPJxDmrf9Hnly8Tv/j+7hMI/R36THpLFgCPgL2SZxuF26vB6vNgdlk5/WbVgSJFJlCLpqN/oXwk8vlGK6fZvhkDT07NvJqw1Lqtq2g/tAOXh87SN+pk/ScO83rI7U83bGNV/v20HH0GL2nTvPm0CFe7N7Ni927aaypoevEabpPnaDh0D5Or1vJmrKFuF3i3F8sBCNd4YhRqt8bQtevR9vVz2D3ID2tPbQ2tfHg/hM6OnsZah0k/etZVM7PprIgk8W5GVQV5EZd0z8GYFm2+t8LgL+U/n4JAH8Jel8Cwo/z/49dHGLD64pszQfefYs0Yiu+MieLxWoNleosKtQRU9RMlhWqWZSTx4maA3S8aae3Z4DWtm5a27rxekKEg+OMjb/jv/77/+fd+79jtjhxuvxMTH6P2eJk9ZqNHwyoxkLvS+p3v+b8XAT4a49cLiU+XolSOe0qLJfR1PyGH//2/+Fyi2mv1xPC7xsVmyHTx+cN4/OG6deOEA6Os2RxOerUORRkzmWBRjScLNVoKMvRUK5JpzpHw9J8DQtz1Gxcu4rnz+vR68x0tPfQ090frfWZjDYsZoeY0jp9uJw+fN4QPm+I8bG3hILjhEMT0QjQ6wtjMjvw+UeZnPqB0bG3hEenCI9OMTb+DtuQmVcPX+DQ2xjoEk0VPG5xdtDjDeLzhsVap92D3e7k1atGBEGIWTD0x0JPqkhEGacQGxhSAUElRZi2LCvNVuOqe4Tr5g2GDh6ia/cenmzfyL19W3hyaAdParby4mAN1zeu58amTdzeKv674/QJWo8cpPXwAV7V1FBfs5emwwdpO3qUltoj3N26nbKUFIJ2K26LG5/Tj8fuJeAOEvaN4nWLzS+3U7z4jehMDA3oGdAO09XRy6v6Jh4/fMrLF41YTU7KCisoz81iaUEay/OzqMpOozI3nZIMzRcAUKwZVuXmsiQvT6wP5+ezJC+PqtxcynN++kx/yhD1Y25Ebh8d0J++T3FmGsVZGeSlzqEoPSX6OLHBVOQx/iMBWJ6ppkKTRVWWJgrA5UUaliwoobHuOdquPtrbunnT0onPP8poeIr3b3+kt2+Q9Ru2IJWpECRyBImcRaUVdHb1YTLb2blzZ7STm5CQ8A8R2l8NwM/fTgSfQiEaagoSga7uXn748X9wu8OfBeDQoAmfJ8iJI4dRp84hP2MORWrRR7AsK4vFedlRAC7WpFNRmMf2zZswm630dIumBgP9OvQ6UxR+NqsrOuricvrwekT3ksgQdDAwFq0Ljo2/w+H0ER6d4u27vxEKT+Lzj+IPjBEIjvP6WRNBV5DB7kHR7FNvxu8L43L7PwnAly8b/lwASkV3HplU7NrHSZXI5KLaQxon8PTABgbOHebllrU82LCS8+uXsqk0h9LUryicqWB5kYbaTSs4uH4Fs+MElmWlcmDJIm7sWM/DPVt5tW8fb46K6z/bjx2j9fAx7u/YQ0a8Cr/d8kHTIxL9+TxBXA4vPk8Qt9OHccQSdeLpaOum5XU7L5694tGDOpw2LzU7almQkc6KokxWFeZSlZVOqXouxenqL06BP7UutSo3+4sBGPn8/z8AZv9jGlyeI6bSFRo1S3NzRIVCvoYl+ZlsXrmKgY5u+ru1NDa8wWpz4/YEGRudou7xcwSJFEGIQxWfiCo+kYTEZLFGFCfjSd0zjhw5Em2CRKyLIiD8I6LAXwvAn7utOGoj+wCABqOZt+/+htc7htcTwucNE/CPEQyMEwyME/CP4feN4vOGMRocOGxu6p8+47uZieSmzaFInSYOwebkUFmQS5laNKGoyM6kSJPJo3t3cTrd9PUOMTigR6/7qdlht7lx2D1ieusORHfW+n1hgoExgoExAv5RHHYPbpefUHgSjzfE2Pg7Jqd+wB8Yw+sL4/WFcXuC2CzOqIuMw+bGanHi9QQJBsamwRqODlXb7U6eP69HEIRoSvqHp70SAblCgkwhJV6VTKLqW5SSRGRxcuKkAnePn2R5ehbHqldwasUqHh46wKm1K7i8fg1Ptm3h6dYtPNq0mYb9+3m0Yzt1u3dxc9M6rqxdzvUNq2g9dBjtmbNoz52j6+RJGg7UcnHjJuYqZPic1qgbTGQMxu8NYbOIcjiXw4vXLdYBDXozA9phujv76GjrpuFlMzev32GgT8f964/ITZnL8iLRY7MiK42FGbMpSs344ibIvy0A/1nA/ZkAjOh2I/KZCo2a6rwsluRqWJKvplQ9j+M1tWg7u+ls7+J1cxvW6W6iYcSCVCIjMTkJhUqJKiGexOQkkmfOICEpEUEiUF6xmBMnTkTT4FioROby/pUA+Knb/6Q8mR75UMjxB0YZG39HIDAZjfyCgXFxIDoGgF5PCKvFhXHEgra7h8yUOeSmzqNILS41r8jNnY4AM6nMzhS7g3nZ2Kxm+vsH0evM0cjPZnXhsHuiJzYCdDl9+H1hfN5Q9GsEjG5PEH9gjPGJ94RHp/D6wni8IZwuP1abmxGDBbPFgdsTwGJ14nEH8LgDBANj04/1EwBtNgdPnz6P/j7/DADKBAG5TBDrjfJ4JIIKhSAje9Y33DtziGvb1nBhdTVnV1RyddMq7u7bzrMjNbw8UMOrXXt4vGk9TzZvomnvfjqPHKP14CHaDx6kZf9+tMeOMnDmHP2nz6I9dYa2o0d5uHMXtcuXkT3rO2ymEcK+0WjDYzQ0gdcdwGy04Xb6ohGgw+bGOGJheHCEro5e2lo6aW5s4daNuzQ3tdHW0Ilm9ndUF6ipysoUfSQz51CU/vOD0H8kAGMh+B8BwNjn8LGLa+xziAAwNvormTYxKFOnUTFth7U0P5uqXA1l6jSePHiItquP5sYWujr7MBpsBPyjPHr0BIVCHA1JSkogIUHFzJnJJCcnkpycSGKimKakpKREx08ig8cRNcbvDb9PAe2fPR8/XiRVl8vlSCQS5qWkMTn1PaGwOPgcC7/IiQWg3eZhaEDPyKCezWvXkpeWSpE6I2qCsCgrU/zdaNQs1KjZu3UzDpudnu5+9MNGjCMWLCY7Dpsbp92Dw+aOfu9yeHE7fdF0zOPy43UH8HtDeN0BvO4AgeB4FH6R6C8CP6vNjdnuwuHxo9ObcLp8BIJj0TnCWADarC5sNgePH9dFAfhnND5UCnHcRiqJI06hRKaKRxkncGxtNdYHlzGfPUXr7u282r6JB5vX8njvVl4d3k/9/l007NvF093beHVgD69rD9B+7Bi9Z86gPXeG1iOHaD92iP7TZxk4eYb+E6dpP3qCW1u3sbawgPy0FHwuOx67V4SgL4zPE0Q/bMQ9fcFxu/w4HaJBhMPuwWpxMjQ4Qk93P6+b27h+7TZ1T15g1tnRzJpFdYE4VlaVo6ZEPYdFWVm/GYCR5mbE4KQ0Mz3aEI1tgkbOfxwAYzs/vwTAn+sCF2eK26nK1KLle0VWGtX52VTmqNlQWc7rpje0tbTzprmNzo5e9DoTAf8oly9fRSIR09lZs2bx9ddf88033zB79mxmzpzJt99+G42eZDJZdIwk8v3n5HB/FQA/BcJIxCoIAlVLljL19gdCobeMjv4QhV44NPmTLC4wHgWgw+5leHCE3o4eTh4+Sk7KvCgAxSt3ungl14gd4dtXr2I0GunrHWRoQP9FAHTaPXhc/uj3fq843+d1BxifeM/4xPtoyuv1hbE7vNjsHlzuADa7GAVabS5sdne0nhhJpX3eMC6nD6vFic3m4MGDR1GTiT8DgHFSObI4KXJZHHFKKYJKilQQOLFuCSNXTmI4ep6OXbW07TvEo02bqdu1ned7d9BwcA8v9m/j+eYNNO/aSUdtLbqLF9Bduoz+xlV6zp+h9fRRBs9fYvjMefpPnEZ79gI3dmyneN5cMmd9y6jfQzg4Ho3ydEMGzEZbNMq2WV3RhpTd5sZidmA0WDGMWOju0vLg/hPOnL6Ay+JjUU4OS+dnUZmVzZJczWcB+JMULoOK7EyqcsUh6up8cUfMkrwsqnI1vxqAkb+//2sBGHnhCzJSKdGkskiTEgWgOK2u4WJtLY2NzXR2dtPa0kl3Vz8jejNeT5Br124QFxfHzJkz+eqrr/j222/56quvSExMRKVSMXPmzGiKG1FtRCKp2BGVf30AxkeftyAI7N1Xw/jEO8bHfyAc/j4KvtHwFKPhKcKhyQ8A6HL6MRtttDW3c/H0WTJnzaYw46eovTxnOgLMzmaBWk3Di3ocDhe9PQPohgziyIvZEQWey+GNfu9x+T/4t9vpw2p2RKMVnydIMDRBMDSB0+XH7vDicPqiX40mO709A+h1pqh8LhLZBPyj4hzhRwC8e/e+aDSq/Mlz7w+tASoSUCrFbrxcKUMil6GQS5khCBxbv4oHW5bzYNtKrq5fwunlpRypLObYsjKOLa/g2MpqTq0q58Laam5uWsOTndvoOH6cruPH6Dl5Qlz9efEKg2cv0nPkJB0nT3NxyyYK584mc9a33LlyiXBwHJ8niHHEgm7IQMA/GgXdiN6M2WTHMGJhRG9maHAE3bARs8mOXmeit2eAs2cuMtijZ+PyFeJirayIgiOFEvVPo2p/FAA/ZtDH1la/CoCRWZqyHM2/PQCL0lNYmJXGQvU8KnLSqczNENPfbDUNd+/S2dlNW2sXHe09DA8ZMRqseNwBLl++iiARmxvJycnMnDmTmTNn8vXXX0etpxITEz9II2Nn8iLR4L8qACMQjMwAKhSi3fqZs+fFjurb/yIYfPcB/D4FQKfDh93qor97gHs37pD69TcUZohegKVZmVTkRdKbPHLnpdLX1Y3T6RY7v8NGcRmPxRkFXOz4hdcdiALQafdEVzgG/aNRAHq8IQLBcTzeEDa7B6PJjs3uwWpz09rWzetXb6KP77R78LgDBPyjMd3lnwBoUpWigwAAIABJREFUtdq5c+fenwpAqUyFECdBkAooVHJkUhVKRRKCIDrSdHQ14nYbsei6ObZ1PTuK5nN74yYa9h2g6cABGmp20FCzi+6TR+k/c5qe4ydp2LuH57t2cGfjOhoPHqLv5FkGT52n8eAhapcuoWDebHJT5zF3RjJbN++gv2+IEZ1JbH5MN4oiF4vIhcLrCUabUjarC73OhNFgFR1iXrSwb8tWFmnSWJpXMP05TBXXrX7WDutfGIAfd1Q+HoL+NQCM3O/j83MAjB2E/PiJfgzhTwGwJCODhenplGakUBEZhJ5fwOZVq3n9son2tm462ntob+thoF+P1eLC5fRx9ep1sfurUkzX/ZI/AF9S0gwSEpJ+VyD9NUeGXCEhIVH0Jnz1soWpif9hcvy/GQ2/Y2z07QcnHJok4Be7wx53ELcrgNPho187zLO6p3ydmEhJTjbFmRnTReocFqszqc5Tkz3rG7xOB0aTjZ7eAXS6EWxGBw6zC5fVHR3FiEizfE7Rn85ldeOyiqnx8JABi9kpAtgXxuWZwuYYxWx2MzzdUBkaHOHxo2cY9Vb6tcNYLc5oVzkyVB0MjOF2+fG4g9H6ltVq5969BwgSgTiZFLlSvKD9lvNZAP7M/SK2Zu0Dg7gCASZHx6jduoUN8/O4tnkt9Xu30lyzlWdb1tG0Zxuth/YycP4U/edO0nXiCIPnztJ78gTa2hP0HTmF9sx5Hh84wLqSIuZnpJCbOo/S3FyK1TNZODeDtoePsZmHcXrCOCxhnGY7VqsZi9WJ3fFTUyrSMIrUYM1GH9o+PbX7ayjNy2H5/FwqssQIryAj7R8+p+WazA8AFvn/S6aFCcsKssRNgXm5VOfm/FNNkE8xpFwjbnIszhT3XxdmplOQMo/iTHHhV1lGOuUxxq2Lc7P+WgD+4wv4bQAs1WhYmJ5KSeocKrPFdKxIncGV02doa27lzev2aPrbr9VhMoq26Js2bUEQ4khIELepJScnR6Vp8fHxfPPNd/8RAJTL5ShVUpQq0QihtaWHd1P/i4mxv/0iAH1ecUbQ5fRjt3kwjFhofdNCynffsSBLVH+UZaspSUtjaV4uFVlpaL79iveTE+j0JrT9w4yMGKMbySJqBJ/TGz1ehwen5afNZVazA4vZgdnkwOsRIz4Rfl4MBgf9A3o62nt4cP8JQ4Mj2KxipPlLABQB7hXVJHYnN2/ejrpmy5WfrwN+Sr3xgZb3N0aI2mEDBqNVHEXRDnL9+Am2VZZzaEU1dw/uomX/fhq272Do+EkGjx9Df/oUQ2dO0XNK3IOsPXqa4TMX0Z69yI0d26nMFk1s81LnUZaTw9LCdFYXLiAjKYm7V87z/PEztD0jmEZsjBgNUQC6PWL0ZzE7oqmx0+7BYvJjNDi4e/MWeWkpopIjV0Nh6lwWxADu9wBg5HMdiR5/LwCKbvF/MAB/DnxfCsCP4Rf7xsamwZ8CYHFGKgvT54nhdl42C7OzaX3ZSHdbF91dWtpau+jX6hgaNGCzuvG4Axw4UItUKkc1ve8jtv6nVCpJSppBfHziXw6w3wWASjkKZRyCIDCitzE18T9MjP2NsdH3UfCNj4kwHA1P/UMTxOkQtbja3j4Wzp/PgiwNZTnTLjAaDeWZGVTkpKP+ZiaTo2F6ewbQ9g9jtdpxWhy4rE48djdeh0c8ThcehxO33YHP6Y+ua7RbXXjcYsTpcQex2T0MDVkZGXEyMDhCd08/Dx/U0dbahclow2iwMTxkiA5WxwIwktq5HWKd0WS04XC4pptfEoQ4yRcB8NdGeL8UIcb+/8GBEawWF8MDBgw6C4YhIzaTmYYXzzl97DAHq6s5Vr2MF/sO8ObgYQZPnaX/5El6Tx+n78IpBs+eZ+DcRTpOneXUmrWUZYrOPfNT51I9fz5riwvFNag5OeR/+w03zxzj1tWbdHQP09Hbz5uWToZ1JuwOL6PhKXzeMKPhKawWF329Q5gMbtyuAFazjVVVFZRnT5sYZKtZNJ32/p4AjK0fxvLo1wIwklJ/AMDYB4mFX9R7/2fA9WvA97k0+Jeivy8BYFF6GsUZqSzOyqBMnUZ5joada9fS1dJBT3svHe09dLT3MDRowGS043SItaErV65Nu4LISUyMjzY7srKyyMzMRKmM/4+IAEUISqMADAUnGA19z+T43xkNT30SgJFRGJ83jMPuFWFkdTHYP8DW9etZkKVhoWb6wpklRuZVeZloZn+DbkDc6jY0OILFZI0uOPfY3R+Az2m14bCYRfCZHFhGrKIZQ3Acn1fcazFisDLQb6BfO0JXp5Ynj5/T2NjM8JBhulAvzhlGZgw97kBUVhcLQDGSsWOzOTh79jwSiSRqKvtXp8BWsw2TyYLV4sTu8GKxe7A5fYxY7ATGJpl8/47JiTHSv/2GndVLuLF7J43HjtB5+ii9Z4/SfeYMrSdO8rz2EHsrKyhTZ1CQModyTSbrFy5gQ+FClhdlszQvl+WZGkrnzaSrtZnlq7cwbLEzOGTA7QliMNoYGjbidgVwOf14PSEMI1a62vtFwwxviNcvGyjKzKQsK4vClBSKs/5RCRILwNjP8s8B8GNt78fWfD/HoV8LwMqcPwmAsaLn3xOAH88BFqalUpyZRnlOJos0aSzISOfOpcu0NbXQ9qaLzo5e2lq76OsdwjBixeMO4nR48fkCbN26HZksjuTkxA8MBhITE0lISCIpacZfDq/ffsRtceLrTObt1I+EAu+YGP/hHwAYgWCkERJxjXa7AtisLoYHhzheW0t+etoHAKzMyaIiJ53clNm8rKujp1vsthtHTNEI0G1z4bY7cNnsOK027GYLNpMRs94S3U9hNTuwWpyYTQ5G9BaGdSa0fcO8bm7nyePnPHz4GK12AL3eMN21NESNVH8JgA6bW3xss40TJ079rkqQ35oi1798ytOnT3jx4gUvXzXyor6RZ89f8bLpDfWNr3nc1MSjxlcIUtHCf86MeHZWlXJ2VRUPt6/j8d7dPNq3l8ubN7G2sIAF6SkUps5mZVE+28sXsnF+CesWzWd18Xy2FhazOmsOz+5e5sr1O9S3dDOkNzM0bGRs/B0Go42r125T96SeEb1FjPxMTlpbunC5/ZiNFjavWMMiTY6YeWVm/AMAF2ep/ykARj7XEXB+HD3+VgDGptT/AMDKrF8GYORF/TMAjHV8+DkAfvgCMj/ZqfklAMZGgUVq0Q1ikSaN0iwRiC31L2lrbqe5qYPXzW20t3Uz0K+frv+JXUKv149ONzItc/vJZiqydCgpacZ/DAAjm8Zyc3OZGH9PKPCO0fA7RsOTUQhGADg+9i4aBUZ8Au02Ub1hNpq4duEC6tmzRD/ArEwqC/LFbl92GkXqNDavXUv/tDTNarBgM1qxm2w4zGI67DDbsZnMWI0mzCMGRgYN4nKefj26IQP6aehp+4bp6OzjVX0TTx49o2xROSM6PcPDwwwP6xkeMtDT3f/BHJvHHfhAUeJ2+XHZfdgsTmwWJ2ajhcO1R6IAlMlkv/n9/RwAP3cfIU4Qa5ISYXqZlbjNTyLEIZXETbtXKxDipEjk4sKkdYsXcnbLas6truLM2hWcWb+G3YtLWZafR/7cWSzSpLGltJhDS6vYu7iSNcV5rCrMZ21ODhsLMthcWUg4FKCwbAX9Qwb8oQlCY2/x+UfR9uu4cPEal6/cpO5JPSadGYfdS492GMOIlbvX7lKQpqYoPZ3CtHm/GwAjneCP7/tLwdg/C8DFuTEArMz6RwBGbvBrAPgx+D4FwE9Fgb8U/YlvXM4vAnCBJlO0bNeksigrk/KCPPpaO+hs6eLNa1H+1tnRy4jegsPujSoDPB4fY2MTrF27GolEHIyN7OwQnZQVSCTSfwGA/cYjTyAxMRFBEFi6dLmo9/W/JRx6Szg08QEAJ8bffxAFhoIT0+mvGGHZrTaeP3oUBeBCdTplOdnTKzEzKM7KIFEup/55A309AxiGRjDrLVhGrFgNNmxGOzajFavBgllvwqQzYhw2oevXM9Q3TF/PAN1dWlpbumhv6+FFfRM3Lt9k7ux5VFVUoh/WMTAwwODgMHqdiX7tcFRfHDFP+BiAHvu0/bvZgcVkZd+e/Uj+iQjwcylwJJX9ufO5x1HFixptpVKJRCJFLldGR6ySkhL4Sh6PQogjXpmAShGPUiIhb+4stlYuZH/1ImqXlVNTXcH6BQVU5+eSN3cWK4ryObBiCZc2ruXQsmo2FS9g/YJC1uTnsbkony0Ls9C2NLCr5hQXLt/C6QkzOvEDweAUOp2VpqYOLly4wZUrd7h38y5dnX0M6iz0DRjQdg1QmJ7Doqwsij/yA6zKzf7NAIzdBfIl2eivAmAsZGKjv18LwJ+D358BwPnqVIqzMijNESPBdUsqGejopu1NF22tYvrb2zMQBaBY3wgSCIQYH59kYECLRCJa3kcWH8XFiVdhMX38F4DYbzhKRWLUCHXDhk2iy4tn4osBGJkFtFld2CxWOt+8ISdlHouyxOZTiVr8XVTmq8lLnUOyUsna1Rtob+1ioKcf47AZk84SBWHkmHRmjMMGBnuHGOgZpK9TS3/fEC1vOnjd3M7zZw1cvXabjHnpSIU4Nm3YyIC2H61Wy9CQTlzzOWyIpr8/B0C3zYvL6p6eR7Szc/suMbKSSqPD4X/lkQiCGO1J5UgEuRgBSuLEPSFS0SI/TibWLCVCHApBQPPtN2woW0Dtmmpqlpayb2kFWxaXUp6joSBlDluqyrmwbRN3dmyldkUl24oXsmZ+Pivn57CleAF7y/K5c+4wN+83cPnaXXr7RwiOvsMfmsJodGIwODh9+jJnz17l/q17PH70jJ6BEQxmD71dQ6yvXkWJWi3qwT8BwE8tNPpnALj4o+7ybwFgyZcA8FMR4M8B7Jdg9yUg/FQd8FMv/icAq4mYnMYWTBeq0ylOT2d+pmiIUKZJYUF6ChuWLWewV/wgdbR10tbWx1DfMPoRIyNOF3ZPCLc1yERgEk8gyI/f/2/2bq8Vd8TKBVQSgexvEqnIy6YgOxMhTkCRlIBEITZM4lUypHIBQS4gV8b94QCLVyaIkYZCjlQlQxmvEJ9HogpBJpAQN5NE+UziVcmoEuJFtYFUTKdUCiVKlRRFUgIyQc6BzTV4nKM4/BO4fRMER6frfuPvGJ14jz80wdj4O4KBcabGv2c8OEnQE8Zq9aIz2DGNOHANWlheUEhh5jzyc+dGL0rlBTksyM7gq0QVUkHg7OlztLd109uhZahPh37AgHHYFN1GZhgyMtg7QHdnH92d4kay9rZuWt500NjYzIULl5g9ey4SiYBEIqH2wEGGtP10d/ag043Q2zfIgM4gNg9s7ugwb0RGF1GZuKxubEZ7dN7wzKmzyKUKcrJyKcibT35+LjkF+cxfWMz8kkIWLSyiuqKMJZXVrFixgRVb17Fz21727djBvq07OH6qllMnznL27GmuXDjPxQvnuHT5KteuXOXC1fM8vHuHK/cf8vTZC+pe3ufJkyfU1dXx/Hk9dU9e8PzZK16+bKCpqYmGhgYaXzXQ3NhEe2sbHW3tNDeK//3Vq1fU19dT/6KR5uY3vGpo4t4DUcUyPzeL6tISVi4uY8PiYnH1a46a0owUdlaWcW7LRu4e3MelrRvYXbGAtfOzWFNUzIaSAnYVL+DQohIenK3h6u0X3HjwmNauPpzTqhurxYXT4ePWzftcvHSdi9cucePGE1pbOnG6bVgsPmprTpKbmkJpZuYHvIgF4McBTUQHvLQgL6oFjixH/5gFHxsiRx4/VkMcTbez1SzKymShJkMchs5MI2feLAozU1kwDcdYY9SKbM2/LwAr8rL/AYD56amUqNMpz0ploTqdHevWRwHY+qaN9nYtA9phnE43NrcPp28UtytE0BPC7/ZwuWY3Rzes4NCqMi5uWkJ77W4Gag7QeegQu4uLkMXJkcXJUSmUJCiUxCunzQWUCqTy315D+tyJ/Kw4mahASUpIRCmVESeIC5EEhYw4lQJpvJy4eFFvKlNIxS62KpGvkhIRlOJazBOHjmF2OjF6HExOjDEZ8DEx+o7JsfeMhcRIMBScIDBtFOsPjDEeCOGwOdEZrOisDnRWB2vXrqc4O4slOeJS9PIcDZUFueRnzOOb5AQUcRJkcXLu3X3EQM8gw1odI4NivU8/MMJg7xBDfcMM9YkGnD1dWnq7+2luauXx4zr27t2PRCJFIhFfiyAInDl1Gm13D309WoYGhunrHUQ/Yv4sACPwi8wj6odHuHblOpcvXuHq5Wvcu3WTu7fvcOfOPW7evMnzZ3Wcu3CeFZu2sGTjLhas3MzqLbtZvmE9h2ovsmbLdjbv2MeZa1epPX6ZTfv2sW3/IVbt2MmW2hoWrV1L9brtrFy3hc1bN1BXV8fTp8958OARd+885OaNu9y5c4/Ll69y5coVrly6ys3rt7hx7Wb0XLt2gzNnzrF9+052bNvJ+vUbWb9+I0ePHqWnp4eRoUFWVFUxe0YSmd99RWVBLtX52WyrLOXgyqWc37qRyzu2cGzlMnYsyGfT4hLWFc1nc1E+e8sXcaxyIdpn99lx/CJ3njxDO2zAZHUxPvEejzuI1eKirbWbm7fuc+n6Za5efcjdOw8xmEYYGXFy6fwtMmfNjnpxxn7GfysAP4bgLwEw2hSdBmDJtCIkb+4s0bHo5wAYG0L+qwAw9o2LPIfq/Nwo/H4OgAUZaVEAlmSmUbNtO/3dA7S2dP4EwEE9FpNV1Jx6R3F4g0yGJ9i9eg11+1bReW4XA9dq6Du1Hcfpg/hOn+D1wX1sqyoRmyRKFSpVAqr4RGRyJSplEnKpCpXyjx+TEaRxKFRKEuMTiJepSFYmkiBTES9ToZIqkSVKkagEZPFxqBJF1YcIzgSkcUoSFVIUClF29fzZK/yOAHabj/D490yG3jMefk/IP8lU8D3vR39kMvCO91P/hd8/gdsnrsu02Xz0D5kY0Jtwen0c3LebEk0qywrEv5nIH2GROo3ZMxJRxEmQCHHMmZ3K4/sPGOjtwzhswDAkwq+3o4/eDi29HVqam1ppePWa+heNHDt2gvnzi6Z3GYvNgggAr1y6jLa3j77OXhGAPQNYp81VI96BEQBGHI+ddnHQOgJAw5ARm8WO1WzDbnUQ9IeYCoeZCI8S8gYJeYNMTUxy7+lzdl+4RtH2GqqOXKL09CU23bnL1rpGDj58ysprd3hhdbP2/G123HrKrvo2ttY1c/zKMwrWHaD84DUWHb/GjiMXefPmDQaDibHRKcLTS979vjAOhwuz2YzN4iToF91awsFxwsHx6GL41pZOjMMG7FYHbqcHh0N0tLGYrHjsbvQDOga6ezm+v4btK5ayb2U1tauWcnRVNQeqK9hVVsK+4gWsXVTC5kV51JYXs6+smMOLi9DWv2TWoioG9CZ0JhtdvYP4faOEghMYDTYMI1ZevnrN7fv3uHbtAdev3aG7t4fu7iF6u3RkzUmNdlYjcPoYgNFm60cAjIXg7wHA0k8AsDjz3wiAn3rRkRf8OQAuyFKzUJNBqXoeRWnzOLB9h7jkua2b9tYOuruHpgFoJ+wRHUVcoVGuXzrP6Y0b6L16BO2Fg+iuHqXzyA7M546hP3qUup07qUifh1QmOvcKEgFJghJBNW0wIFUil/7xNTyJQkyzVVIlCTIVckGBQp4wPcSdgFwmkKRSkqRSEi+VopSKFkwqVQIKZTxxiQoEZRxyqYy2h/UEDQ4CzgDjo1P8+PbvvH33PW8n3/Hj6Fv+Hprif419z/e+MX4IT/E/7/7G28l3vB2bwmG2Y9CPYLEZuXLlDPPTvqMyK3W6/icaoxap05iVGE+8TIIsTozg1JnpPK17THdnF4P9Q/R09dLZ3kND/WuePXnJzZu3uXPnHqWl5UimzWkVMjlSifhVMt0hvXnjmlgD7O5hqG+Qwd4BHGbnzwIwarIwnQLbTQ6sBhsjOgMmgxm71YHH5cXn8xEKhAl6QvgcHkZDEzx93cGKQ2fJ232cRYcesHDbQXbcuMn61hE2PG1hzaEzPO3oZ/dzHTV3nrLx+mP2PGpkx+0nFB4+T+nh6yw+dIltB89gt9sxmSzRGmXAPypqlH0BLBZL1JvP7w0xPjpFODge1eUaRiw0PHuJZUSclzQbbeIxObCYnVgtLrFD297NmooKti1ZzP5llRxeUcX+qnL2lJdSW1rG5oXl7F1WzKHFJRyrLOVQVTEjvTqUOQUEx98SCE/S1t5DMDCO1xNiRG9hcMhAR2cfT5+94OGD59y+9YDGxmZ6+4YY0JpYv2z1BxFgBICxdf2PARiB3+cAGMuEjwEY+TmxAIyMxi38CIAl6vQP4BfdCfJXAPDnIBhbBP0SAEZE+J8C4IL0FPZt2UpPe6+oAW7rpLdXx9CwEY/Lj8fqweX0E5yYYM2ScnYvLKThxEFajx+ibvcmzq2rYm3BPBbOSSQtQWBhfgrri3PZXl7CDEFAmSBFnig6e6iU8iic/tCjkqOSyYmXKlFIlMjjk1B8NRNBJUemUqJQJpIQPwO5LB65VEFifBIqhSj0T0yMJ1k1g+8EJVJBoOvmHepkmfTOLaZ//WZMS9ZgWryY/965h//ZsI3hb9Lol38DRy/Btlo6hHga0wp5taCC7v1HMNe/xGc20vzsOXlzUqjUFIjpb34OJZlpVOTnoJkzi3iZBLlM9EuUywRkUgkHavbx+OEjHj98wo1rt7lz6z737zzmzNnzzJ2bEvXok0pEWMcrVUgEAblEQBEn4e6dW/T19DLcP0BPezcjg3pxxMbmjupYvREDhen012FzR8Fn0pnF5ovBjMlgxmq2EQqEcYUDuP2iiWrIHWJq4j0v3vSw6sgl5u+/QMnuS2w++ZA995+z5+5rdtypY0vNNd6YQqy/+IKqY8c5WNfAqavPWLT3CGUHTlN1/AYLD5+h4mAtVqsdl0uUErpdgWnrsQm8XnHZu93ixmpy4nb4CfnHCfrGpmdVfVgtLnrauxnqG4y+DrvFjdnkQq+zYja7cTqDjI9OcXDHTnYuX8repZXsqShjV/kiDi5bwt6ycg4uXkpNtegyc2l5Fdf2buPR0yaK127A5Q1hd3h53dyOzepmfOwdep0Zbb+O/gE9DY1vePL4Bffv1PHs6UtaWrtobuzi5IET5Kd894cCMLYR8qUAXKhO/wCAn1yKFNvB/SsBGAvC2E7wh2+q5mcBWJIhCrKLM9MoVc9jkSaD7WvX0dvRR2tLJ+2tHeiGLYzoLVHHEb83xORomEOb17Ai7VtWZ6dyoCiXI4XZXNtQze2dK7mzYQldNbvoqdlNz4Eamrdt49Kq1SQIAjKFBEWchIR4JZLEP35MRiaLI0GhRBWnICF+BkK8CiFRiSAXkAkCgkJBnEqFPDEReUIyUqUKVUI8SYnxJKmUKJNmIkjjyP5uDi0XrjCuG0Bbdw/bkwe46x7hePgY//N6xppfE25+Tbi1hckhLW/NOmy9rYx0v8JW95ih2pMcnpvD7U076Xj8hMKMDMqzxX3Lkb+dirxsirMy+EolJ04iIFOI+zAkgkCcJNLxFKJ1VYkQhyAR3ZIjYyHxKgUJ8Uri5aKd/NfxSr5OiuferZv093QzoO2nu70Dk86I1WCJAjAig4sA0Gn3YLeKGmS37adI0Gy0YDKYMeiN+Dx+3KNhbG7REDTkDTMx9pYLtx6z5ug1cnedI/PoLYpPX2T3pWucaDOz98wDVp29yhODhV0dJnaevMye+885fuUZu540sOT8HfKPXmXJ+TvsOHGJtrYOfL4ADrtH/Dt0TLtf+wI4ne7p8Rw7LoeXgC9MYNrINaLLtZtsvGlowWF2YhmxYtaL0DQZnVitXlGy6A7Q09bF1pWr2VZdTc2KZeytLGd/5WL2VlZwoGQhJ1ZWcXJVJWerSul+/pSSFeu5cOs2BqON5tfttLf18LzuFV5XkKFBAz29gwwOGWhuahOX2j96Sd2Teu7df8zLF61cOnWVvHnffvBZjQDtYwBGuPF7AVDsDXwo5ogFYP6/IwAjEPz4DfsUACNGiCUZGeSni9rHUvU8yrLVrKlaQl+nNtoF1vbpsZldWC1OLA7R5cI+MMC2smJqqou4sWstd7at4d62FTw7spm2Swd4uHUpXYd30nd8L/WrV9K8dgP3Nm0lQRCQKOJQycSoTIj/41NguVKMhuJlKuLiZAhKGcokBSpBYPuiYsrVKXwdJ6AQBNH2XqVEplKSNEO0+EpMTkKQCVQVFNF66zFmuwODz0c49Jaxyb8zOvUj4fHvmZr6O+Nj3zMx+j1B3wTjgbdMhb/nx9B7MW0LB3HpDdTtP0qlPJHVmkwKs+awOCcnOkAfcYhOn/UNSkWc2IxRyFAp5ShkcuIECRJBiEZ5cqkMqVyGRBqHTCEXn79UgkIuFS8yCjk5c+eSNXcOD2+IAOzp6hYXruuN2IzWD/aLRAAYMQC1WZz4nP5oDdCsF+FnMVkxGy3YLPbo8LTXHSDgCzI+8Y6bz5tYtPsYVWcfoak5Q+X9l+w+dYuzLVoOHjjLtoZ2mjxvqb78iJXHj3Csrp6jx26x7tQVlpy5yuJ9Fyg/dJYtR05gMlnEmp/dS1/vEDare9qFewy/Pxj1S/wYgH5fGLvNjV5nEre1tXaLNUyjHbPBPq2DNuJzevG7xFnH1oZW1lUtY+/K1exdUkXNksXsW1rJiaWLOb9yFZfWruDCxhX0dfRQvXE7Wq2WYZ2JljedDA8ZqX/WSE9nP329Q7S2ddPdM8Dr5nYaXjby5GE9Dx8859r1mzx++Ipbl+6Tm/LdP9TnYoOZj0flPgXAT5XD/lkARkxSIgAsmCc2aBbGmCp8AMBPhZB/JQBjo8B/FoDzM8W8f1HmXLEetaCY3o4+Wt500N3ZQ2/PMFaDHbPJjsUjfjBq127g3MY1nNiwmKfHdvLk4CbOrSnl3v41tJ7dx4vta3i2dRXP96znfFUpZxYtZEVqGjJZHIJSQbwsga8UM4hTxP/hAJRzk5AwAAAgAElEQVQlTPv6ScXaY3xyEnJB4NqenfifPsV7+xKDl05xYvUyNN8kIxHEeqUglSJTJRIfr0Qhl7K+spI95ctoPHeTCYef0bG3BMJvo6ALB6YYDb9jcuJHgoFJJsd+4N3Yj/jGvicw+j3m6Z0a/dpehnu6KC/IE38PGnG+akXRfDFin59HgTqdr79KQqaQRq34xbk7KXFxgvg+CtNfpXFIpGIkKJeLwJQIAkkqOWlzZ1GZl09hRgZP796jp6Odnq5uOjo6MBmMWEyfB6DTIlpxOcxOMYW0OqIpsM1iJ+QIEHKH8Tn9BP0hQuMTXK9vpGB7Lbm1l1h04hYbLz1n59nbHHvaxr67jyitOUeb+x2rTtxn65W7rL//nIP3W9h85iHzj94gZ/cVFpy9w9bNx7Fa7fh9YULBCXTDospFtBoL4PH4sFsd2K2iTM/nEZ+D1+snEAhhs4nSwBH9/yHv3UOi3vu97xFlZBTFqFiLohVFhaKoKIqKYqgoiolSWBRFSZF4QE084gmPeETNMEvJQ5RllKV4xjPqjDPozChzcGYYDxWtdV173+x975vnn4fX88fPmQ6r1lrXtda117r388cHRWfUOfxefr6fw/u9xujrMeTLChRLCtZlSmQrCmTSNd5uGdgz7mDQbaNa1fCq7wU3YuIouJhISWIChYkJVF6J5v6NVGriYlCPPSctLZfhqQVmxsZYlasYGZ5kemIejXoLjXqL8bEZJibnBA/tkRl6u/t49LCfzgdPqa5v4OnTN1QVNRLme+abAPx00uTT6/lCUMDPAPhLELQwwwK/bwEw2uvnAIz4LQD8VFwwxu/XNzv+Weh9a6Dxy6PvtwBs+dzSBAnzEEQQ/D0El7JIbw8i/HwI8vVi8PUAQyODzMxNopRp0am1GDU6/mbaZaqnh4G6AjrzrlBzLZwHd27TmXOLxtSLFF2KJT8hmuRgP/y+P4qD+PBvXm/614XF0c1BUDGxE2ErFlF+9QKK2lreve5n60EjOw8bULcWMVyVSn16AlfDffA7dhCxjQgHkYiTziKSo3ypvBFPV3UJe3ozO3v/hXn3J7a3f8Rk+pHd3f+F0fgTZsMHTNpdfjT9hH73HcbdH9EZ3rG19Y656SWkM/MUpKUImze+XtbX6pyvt1C3DfAl4NRxjjqKsbOzwcFegqPEQZi1tLUTfHJt7LET2SKSSLCx37cdsLXhgJ2YEy4uBJw6SbSP4O3ifex7etvvMTk6xuT4FNOTMyjXVGiUm1aDJc2+yKpOI1hAalU6tOvaz+C3LlN+NhajVmyg1urY1W7zYesd2t09NFoDnff6iMkuI7S0Gd+sMuLz6rjT+4zsgXmKegZJKm5hyrBNSFI2lxp6SOx8w7V7AyQXtxJR1c7Z5FziKlrIKShkdHKKDZ0e5aYGnd7EwqIUpUqDfsuMVmeyCjWsK9RoN7esXWKd1ohWYxBOLmsbzEwvMDk+w+L8CrIVBcuLMhSrSvqfvUKqUKLU6FEodRj073jQ9JC0hMvkXLhA5fk4Ks8nUHH5Ck9bWxl49pzW9gcsLa0xO77M5MQsrwdHmJleZHFBhkKuZnpqgZcvRpiZXmbozRg93U/puP+Ijvs91FY1MvximOQrSQS6fX6dfr2k5cE5X0/i/b05H+hrDYso6rfgZ7n/r/HEcjvLxkeEtweh7mcIcD1p5YJlCDrWX/h7/0cBMMj9JKHuZwR3OD8ffE6cYOzJU+4XllN7PY2GmGgqg/yp8fejzjuE5qBwVhpKeV6eQnVyLNU34ym5cpaq1HOknw/B77ANQUfExAR7IbL5+bL7fy/8JNi7OCGyt8FBJCI9LJpnBSUMlpfTcuU87RcT6L2eiKK2FFV9CVsdtbx73cn26x60j7tYaWrkXn4m3WX5NKVfo/pqFLXXY7gW4Mpg9yM+7P7Ie+M2fzPv8dP2O95tv8ewvcf2+/fsvn/H3t4eb817mI0fDXSkyzKmx0eoKc0lwP2HzxQ74v19uRAUwIXQIKJ8vfA7fRxHR0GNxs7O5jPxAMsamUQibN7Y2og45OiI+/FjhHi6E+kj1Hrj/b3xP/kD9+pqmZmYZHx0gqWFZSH7W1P/JgBaGgjKVZVVe9ACQIVKjVFr4setd2xv7WA27dH+5AX+GfnEF7Tgm1TI5eIW7jx4zOW+QVJ6+onJKENm/MDV8jayenvIaO4iu62XtNIWwkraCMupIabgAYl1TUzPzLG2rmLLYMJk3kOl1LAwv8LmhiAzptnQ7ws1bKDb7xJbOsVajQG1Sot8VYl0RcH46BSL8yssL8qQrSiQLssZGZ7kUfdjahtbePl6lJ8+/BeymVVuRCeQcf4CBfGx5CWcoyo1HfXSCmUl5Tx+MsDc/ArjYzPMzS7xYuA183MrLC/J961MZQw8H2J+TsbQm3FaW+7T2vKAluYOyoqrGH89jvsPJwn38/9DAPhLUyG/FYBWKa1/FoDCPuevr7b9GQD89PMvARjq4yrMoLmeItrHh6BTp0mPO0+imx93b2TTWVXN6467jDy4z3RnL92FJdTfOM9oYyGj9UUsttey3tOArLue6Y4aljobWOmq53F9CRIb0Z8OQEeJEzY2Ir63sUFx7wE/tj/ibXMb//t5P1v3W1jIz+Zl0iVep91gq+8uOy872RnoYqenA1VNBcOFmUxU5rPa0cBCSzlvyjPoK0imNu0a6pkJ9t7/OybjO3bMf2Nn7z/Q7/wd7c6PmN/+DaPxHW9Nf2Pb8DdMhp/QbOyiXjcwNzJLd1M7YWc+budYiuGJwYEkng0mISSQc4F+uJ45waGDTtjaiLC1FeHgYI+js4N1kNxJbMN3Lo64/XCUALcznPX2JNxXmCuM8PbgfKAvgadPUFtcxNzUNOOjE8hlCtYVwk7x7wWgSrWBZk3DW+0uevMub/d+pLvvJV7X04mr7sAvq4rkkntcbmgi6+kIBd3PuZBVxejbv3Gtroe0kmoqX49zvbyJjPp2gguacU8vILz0AYlZRWg0OszmHdbWlGzpzeg0BmanF1Ctb7KhFLxQ1EqNoIWoMQgzgfsA1GmNVrOiVdm61bd3ZWkV6bKcpQUpy3NSurv6ePHyDeMTs3Tc72HoxRivep+SejGRW1FnqcvPQbe2TnNdC2PDM8zPLDM9Nc/4xBRjo1P7+/KzLC2uMjkxx8T4LP1PB1HIN3nW/5qW5g7a7nbS3HSf2uoGbl+7gcfxE8Iw/FfKW38FAAa6nfqfCcDPxmDczxDi70mo+xnifX2I9/Uh8ORJ7ty6zfTQKNL5ZaSLm6hUW6j026jN79CbzJRkJDFzv47Nh+3ou9pRNJejuFfFZncb+r57LDUW01eUhYtI9KfCTyKRcNj+IHZ2NjiKRbSkXOdlyk0W8rPQNlYjryxis7mOn573ou9pZ7gyl1dld5B1NaDqqkfWVMJEzm3mK3PZ7GxlvaOR6doCZhtLGKoppCsvja1NPWbjLubtd2wZdoSNEONb3u98YNe4g8mSjWxtozaYUesMzC0tcre1GV8PV2tN1vJmtdZpgvxJCAkkMsAPX9dT/HDQBSexDXb7nWAHiRgXFye8jh/D77SQxYft25yGe7sS6etOtL8n5wN9CTpzkvLcHOamppkcn7I2MtZla78KQIvitEWMwbIRsrG2iUquZlOtQa/Ss63bQWkQlIL6n7zB/3Y2Z8tbCUyv5M7wFDeLq2gaWiQ9pYwbD/oY3/07V3tHSC9vpObFJOnFLWQ9eUZI3X1Csoo4X9RGank1yjUVb3ffYdAbrV68K/NS5qcW2FzXWjvUm2odeq0Rk0F4zrf0Qp1wQ61DrdIKKs1y1WdZ4MLcMrNjc0yPzSCVriJXqFCu60i6lkr6rVSeP+qis7ke85aWsqpaXg9PMTQ4xcqcnJcDrxkeH2PojRCzM0vMz60wNTlP/9OXDA9NoVLqaW3upL72HndbH1JX20xZSTmOtrb4up4ixNvtmwD8WAv8bQD8FgT/VAB+urLylwWgt+ALHOF6hkgPN7xO/MDjx70Mjo4yv6pgfW0TtVKFQSMUeHcNJu6V5bAx0IXqXhPL9xoZq8pnrKaA+fYGVI87mGgooSblOnb7APwzwGcJlwPfIbK3wfXoAepuXWaoLJuaWH8eXI/l8e0LzNaVYH7Zx4exl7wbGcD8sofphgKe5lyh/WYEE8VpKNpqkN5rYrGljvHyXBYaSli9V8dUbTmPyhpZm5WxY3qHUb/D30w/8n5zh3emd7z98SfefXiPeWcbo9nEpkaH2WhCvrREz917BJ4+bTXWivXx+nxOK8CXhOAAzgX4Eh/kT3yQP1G+PoR6eRCyH0FegpCCJZs/636KCC9B2zHW34uYAC8SAnwIdj1FyZ0s5qdnrABck69/MwPUqfVWAFozvf1haAsArXN1yg30OhNv9XvsGfYw6M3UdT/m5K10Lpd34H+zhOstj7hUUkHe6AyFBU3c6u5n+P2/EVnQRnZzG8XdA2Q1PuRmeSOxxXcJLq0hNq+VjLvtzEzN8v7tB3QavWBMvrHFmnSd6bEZ1qTKzywDdBqDIApr3MVk2MGwbxAvaCQKdcLF+RUmxqaRLsuZn11ifnSOmdEZVpakSFcULC/J6Xz4GLGtA4W5OTzp7qSxuYn27j5evJ5kYnSB4ZfjPO7tZ3h8jOfPXjE+Ns3igowXA28YHpqgp/sp42NzTE0uUlPVSnOjcPxtbLhLyu1UXCR2eJ/5gagg788Y8XUA/vIc4C8BMNbH61d5Yvk9XwOgZRPkNwMw1t/nLwfAL+NLAEZ4uRPh7kqE+2lCPF3xcj1JX283kyNTLM+ssKTRs6bVs6U3o1Eb2TOaqbpzg4m2EuRtFczfa2SwPJve3Fvcz7xJd04K7Rk3uBkbho3tv37X99dCJJHgbGNL8bnzGO49RFVZhbK5hvm6ArquxVCZGMFAeTbKvvvoetsxdray0VqFpr0GbVcdi60VjFUXMVhRyGxTNUvNlag6GpDdrWG0rICWykamp+ZRaQ2srmlYmZIy92qSqcFxnvQ949nDbl71PGHixWumXg2hXpKxKVXwqvcpvmfcBQDud9g+7fLFB/lzITSIi8H+XAz250Lgx/dUQnAAMX7ehLqdJsrT1RoWTccoH3eifT2I8RMyh2DXUxRmpLMwM8vE2CTrCiVymULQGVTrPnaC972FvwSgIMMlAHBzXfMZALXKTbbNb9GpBbe6HfNbOp4Pcup2BhF5DbillXK17gEFvU9Ja+qjqO8liZmVjO/+jYi6BxR29HOrY4DSxyPcaXhIZHEroQXlhGfXkVZailq9iXHLxLZpx2r6rlPrWZpdZnlOypp0XchE1zXo1IJBvNm4i9m4i3Ff0cbSCFGsKpHL1hkbmWRpQcr87BKL4wtMDo+zMDfPwsISy0typiYXsbORIBHbU1BQQE/vY16PjDM6Ns301AKPHvbx8sUbXr8Z5emTAWZnFhkemmDg+WsePujhyeMB5udk3G19SEV5PXW1rbQ0t9NQ34LbGVe+c3HE+8wPhHif+UMB+DUI/rcA0JL9fQrAT1vOf2UAhngKKhBRPoImoJ/babraO5ganmJtbo31tW30m28x6z5g2Po7euNbbt24QPmtBCZqiplrqmTtQS3qnlbUvQ/QPXmE6XU/denJgvzQnwxAJycHHEQiUgPDmCuoZjYjH+P9dsydd9G3VLP5vJuhuiKeFafzpjid6aIMFouykFYXsNXdwk+TLzEOPkbRex9ZRxOye5VoupuZqSukM+UqhbGRXDp5gihHZ1JPu3PryEkuihy5KXImSWTPbZEL10QSroocuCASE2fvSNx33/O4tpJw9xNEBfgQtf9PNN5/vwkSFEBicCAXQoM4H+TNhWAfEoP9rXEh6OPeaFygH9G+XoR5uBLqdto6vmB5XyYE+BB4+gSFGenMTn7sAMtlCusmiAWAVsvNTwBoyf4+VYSx1AXXZUpMG3pMOjPr8g029EZ2zG951PuCMzfTCau4S3RuA+fTKkl92Evy7DJpTwaIza5kyfyBhIwq8luekTm2TMbjEZJLWwgtaMQ7OYuw8kaKc4pRKtVsb+9iMm0Lcv/7YzqKVSXzM8tIFwTNRLViA41Sy9amAbNxl23THqb9nWBLHVCxqmRVusbC3DLTk3Mszq8wMzrL0uwio8Mj+zJhcubnZBw9cnJ/0NyOsyFhtDY20d31iHv37tP1qI+h4Qk6Hz6mt+cpY6NTdD96Ql/vM9rvdfLyxRAvBoapqmykrraZ8rIaWprbuZmUgo1IxIkjh38TAD+d5ftXAjDWx+szAJ71cP11AFp+4P+NALTMAZ51P4OfrwdB3q5EepwhytMV31MnaGu9y8j4DFKFFun6Kjr9hmDDqPuAYfvvaDY2SYoIZ675AeaBTgxPW1l7UMN6Vwsbj+5hfNFL5a1rSGz+3OOvRCLB+YADNg6CIEDgyZMUJybSl5vJTHk+62X5/DQ8yH8uTfB26jnalx0MFafwLO0SCw1FrD6sZ7OvHVVPO8rue2ge38Pw7C7bL++z3tdMT14yTTm3yQ4PIUYs5pyjM1EHXIh0ceTaoe/IOnSE0IMuxH9/hASXQ1x0PkyC5CBxB78n2MGFc6fOEBvsT8z+jrZlbsvyJo8P8udiRCDxIT7E+nsQF+hFQrAfcYE+xPgJ9SHLsrplkj/Mw5UIT0+ifQSv4cRgf3yPH6U4K5Px4REW55esg8yWTZDfA8BtjYGNTT0baxrMWiE7q+97yqmMbK5Wd3ImtYCrDQ+5/aCHzKfT5HYNcKOkhRnzHpcqm7ne2UFOcy8lHQMkZpYRWtdFRHIFwWmNJHU8Ymp6Fr3egF4vdNEtR3bV+ibSJQXLM8vIlxXWLFC/sYXZuMuO+S1m46718SnXN1mVriFbUbAqXWN8dIqlBSkr8zLmJmd5M/iasbExxsdmkElVhIZEYiOyxV7ijL1IjO/pM+TfyaC+sY7m9nbu3++h/W43nQ97qKtt4n57F7U1TbTdfcDjvudUVjTsRy1lpVXkZBcIYq2OThw7fIAAD9dvAvBLkP2lAfgleP4ZAP4S4M75+v5ixHh7E+PtTey+29SXR/BYf8FQOd7fm3jfj85T4Z5uhLq74e/lRqiP4AYX6+VJ0KnTPGxpZ3p6mXnZJirNHuatnzAqt9EqTej1b9nbe0drRRE1qZdZu1+DuquVlXv1LN9tYOFeA1PtLVwOCcZZ9OcrQrtIDmIrtsNGIgw429rZIxHZUnsjmddp2cjbGtAMPsE0NcS74X62empRd5Yju1fBQm0l6113kT9oRNZWi6KjDvWjZjQ999h69ojBklwe5qfxKD+TCyePk3jkOOcdj3LL+RTZhz3JO+TOpRMniThyhNvHvUg+6slZiRPXnI9ySXSY0EPHBUc4L0/ifIRs7XygLxeC/IRid5C3NQO8EOxj/brljR/r4/NVR7BI74/rdXGBPgSdOUlZXg7jwyMsLSyjWFWyJl23Ng8+NV23NEAsjQ71qhqlVIlSqkSzJjQ8dEodmjUNm4pNVFoT60rhtjtbghdy+5NXhCTnEF5cQ0heC0nV7WQ3VFPYM0pB+0MS71QzZn5HaNsbckprqJ1eJ6W4gYTmHqJy7+KdU0x8WTslFZXsGE0Y9EYh89MIFqOaDT16lR6NXIVsXsbi1CJry2tsrG1i1m+ztS/qYDbusrVpsPqmrMlVyGWCgIJsRcHE+AzLc1IWZ5aYnZhh6PUoI8PTzM2sEp9wCZGNLbYiYQ5TJBJha2tLZGQk+bkFNNU2cq+5jdaW+9TVNlNX20xz0z0a6lspLamiqLCc8rIaiorLSUlN59ixY9iIRBxyEeN54gih+2rQvxeAX+scfymC8EthmQqxnAoj9wHof+YEId5uX130+JcD8OcQ/Laa9EcAfrn2IjjI/xoAA93OEOK6b4np7U6Yqyv9DzqRLa6yuCDHsLmNTruNWmdk3bCNdvctJpOJ2EBvznkepSAumNaMG3QV3aE5PYk7585yzs9d6Fb+N2x6/Fo4OIpwdLHFwdEWV1dXQiMicXASU5t9g4XWEl7dyeFNYT4rzXVsNNWiKMtDUVvKv40MsPemn7Wuuyy2VjHXVI6ysxH94w5ML7oxDPQwWltKV/ZNnpXn0njrEpHHDnHJy430iFCu+3tTdimBkutxVN2+Sm3qLWrTblOdmkTFlUsEiV04e+AHYjw/7n1+CsALQX5/GABD3E5TknOHqbFxlhdXUKwKqtJfA6BmQ/8ZAFVytVWS31Jn+/T7G0odKrUWtVbHzs4eGqWO1o6nnE3NJ7SqidDiJrImZrmQkUvm6BRXswpImZxmbPffSewbJaOskqI3k2QW1XGl7wVRdV14XcsjILmaOzkVGLQ6DHrjJ51dk7B2t2lEq9xkbXmNpeklFmeWUMnVGDTG/bW8bczGXXRq/b56toI1uUqAv1zFqnSNqck55qcWWV2SsbSwzNjIJMNDUwy/mSEm9rygrGMvyKGJxWKrH7KdnR3enj6k304jL7eIwoJSigrLKCwopbCglIL8EvJyi8i+k0/SjWQOHfoOkUiExN6G49+74O92kihfL6I83f9SAIz0+GUAWsa1RJ+C7o8A4D8Kwc/b2N4/k8D+RwAYdOoUkT6eRPl5EOJ5mhBfd/p7u4SVreVl9Goteq2OvXdvMRrNfDDt8aa7j0shfmQmhpFxPpykqBAi3U8Sdvoo0Z6niAny4cix7xH9BXyB7SQHEds7YSuyo6OhhRe9/Uy9fsPzhkb6M+6gbGhC2VzDcMFNupLP8ezOLZYaa1D1tKMd7mZn+BmmVz2oe9pYuVfN0t1qFu/WMtNSQ1fWLR6XpPC8MpPuwmQqLkchfXwPzZs+NIO9KPrbWX/ehqa7jaW2BkYbyunNvE3pjfNMj7wg+vRH7bc4P59/CQDPB/py1sPV2gWWLsusWdDmuiCFpdnQW8MigfUtAFrHTvabIavKDTY2NHzYecfOlplVpZaaR8/wS84jtqqN8IomMiq7yK57SPHrMfIbH5JY2cbY2/8kMbuBS1UNlPUOU37/GYnFdUTk1hKUW0tkYQPZnY9YnJ1Dr93i7e4HDHoz2g0DJp0gyKtTCc0Y6YKM6bEZZIuraDb0wkD0vj7g5roG+bKC1SU5ilWlAH+FGsWqkrnZJWYn5pGtrCJdljE/u8T42ByDr8Zwd/PG1tYWB4kYZ2dHHBzshXVDB4l1EN1GJOK7747g7u5JcHAokZHRxMef5/Llq1y8eJnY2DhsRIJwhZOjBAexCB/X44T7ehJ0+gSRHm4/A+DX6oD/KAC/ZMEvhaUnYDFU+tMA+FuOw1+D5JfKsXF+AvB+cwbo6UaIjydnvd1JCPAh6uQJfEW2hNs6ESFyIk50kCvfnyHJL5i0+PMUp6VxMTyMm/Hh3LkSQUt2Kp2lBTyrreJxRQmPinO5X16I28kfENn8+V1gRzsnHJwEaajq3DuEHD/KnYQEChIu0JdTQkFAAE9TbyG7V41p/AkLHc28KSxkvqaahdY6ZlurkXW2sPG4HW3/AxRdzQxXF9J4LYGcMH9eN+bzovoOLyuzaE+9QNPlSLR9bfw49IT3g928f/OQD7132e25i7qlkvmCLOpvXuCDUU1HXrG1xmIBoAV+XwIwMcT3nwZguKcbZTnZrCwsIltZtc7EqfcN0a21NbVOkMDaHyy2ANAyBG3ZC7bAT6vSCYIIegNGswmTeYd19RaNPS/wvJHF2Zp7ROY3knzvMXldr8jtfklF1xviqpsY3/l3LmbWkNTxilv94+Q/nuBqRTO3mjqIzK4iIqeAsqpadBot26b9eUqtkS2tWcjyNrbY2hSy0VXpGlMTs0yOz6Ba37R2i7dNe6jkalaX5MgWV1mVrlkBuCZXsbQoQG96coY1+TorywpmpqS8Ghjh8MHvcHEQ4+xkj8TeDrHYFnsHMRJHe2zFdlbDJuFoLGguWnxKbG1F2NnZYGMjEoyY7CWIRSKOHnLG5/QPhHp9nMD4lBNfXvO/BYCW+/0eAFruZwFgmKfbnwfAb2WD34rfC8Czbm6EeXoQG+DL+RB//I4cwN/ZgbNOLpw78B3h3x/l/HfHSD12mrRjblz5wZVrvr4UXjlHxe147mXe4E1DJW/qKphsqmWqtZbBphrOHHTGUfzn1wAPiwXvEZGNiMaCMhpvZNBw+TbNKekUJV4iOymR1LBA2lOvsTHwEPNQL6a+Njbu1zBWmc5geS7jNcVIO+pZ725F+7wTzcAj+vLTac9IYqyhlNH6El7X5PGsNIP6pBhyzvnSducy/bV3WLpfiOF1O5vPW5G1FbNQn8eDzKu038ng+klvKwBj/X2IC/w5AC3ZX2KIr7UDLOg8/kYABgjuc7XFRawur7AqlbMqW0fxFQCqP4GfJSwA/HII2nIc3lRr0OsNbBkNmLd3MZjfU9LaRXBGMQEljYQ2dHIlv4aivlekLC6T1fyckNtZTP74vwjNayC9d4ybT8fI7HzD1YpmrtXeJTyrgoCUDMqqajEZjOxu72E27mLQGDFoTOg3hFqlUSuM7SjXNlhelDH0ehS5bN0q6moy7LAuU1oBKFtRWAG4rlAjk66xKl3j9as3yOVryKTrzM/KeXi/F9fjJzlx+AASW0FT0V4sQuJgi529EMJ+uT12djZW4InFttjb21lDIhHjZC/h+4MHOCQR437sCMEewtppuKcboW6nf8aJPxuAFjYEuJ78rAligeBnALT84t8DwG/d5uPv8PrF+PRJsoifWgEY6PWrAIw47UqMuydxHh4keLgT6uzCWTsH4u2dueFyhOgD3xPv4MKtoye4+N1RYk8d52Z0KMU34mhIOc+DnBu8qMlnrLGC8cYKhmpLeNFYgaNIhLPzn+8Kd8DOEbGjCyKRmM7Sagp9znJZ5ESyy3HunPAjOyCCkuAIIkU21MVGMllfzGp7JZuPavj7aCd7QwPMNFYwWVvCYls1K+0NzLfXURgdTElCBMMVhUzWlTNSU0R/SaaJiAwAACAASURBVDqPCm5TczuOvCvhXAg8QUbICQouBzDXUY62t57Zhmz6cpO47HqaoKPHifD2IMrXi5ivADAxyOebABTee78OwAR/wX6xvb6O1eUVYeNhVWk1RP8UfoJz3aY11ErBDnNNrmJdobZ+Xbm2IWgFbm6h3NRh3DLx1rTLh3c/sqzUUNH1lLOZJYTk1RBe0M7N2nvkPn5MVvsrSvvGSCqoYfGn/8Ivu4nUtocUdr6iouM50XdKCc+pISC7mvD8OooeP0UmkwkyWzvvMenM6DcMGDRGQYFaZ7Bue6yvbTA6PMHi/IoVgFs602cAlC7LkcvWrQCU70tpjY9PMj42zerqBitLKqpL6/Fz9SDUx51T3x/ikJM99jYiHB3skDjYCkZZ+6K+dmIRdmIRYvuvh4u9PY62thxxlOD5w/dE7x85I709iPTy+kUAWiD4rwTgp5Mk0R4fARh05hcA+Cns/ggA/jIEfw49K9D8P/0v4fnZ9xICvX4TAKPcXInx9CDWy5Pz/n4Efvcd0SeOE3rgIDe8fbjs6UdKYBBpvr5cd3Plsqcb+RdiaEi+RFt6It1FtxisL2KiuYqF+42MN1XSX1+Bk60IW8mfPwbj6HQIka0tPj5neHm3hJ7Mc5QGH6bQ4xCpjrakig6QJLLlhtiWa85O3DrtQWX8FV7kFWLu6kTT14m+v4vVjiaGyrLpzbxJmq8rz0pyGGooZ6K2hMnaIkYqchksTmewOJ3HubepuxxDVWI0+ZGBFMaHUBEfxFhpKsr2Cl7m3uaStzunPE8R5vM5ABOCLfD7YwAY7+NJ6OmTPLl/H9mSYIqukKtYla0L2Z9mywpAy8DwlwBcV6gF/5B9+K0r1NbdW8OGEZN5j72ffkJrMCJXqKlv6yE6s4SgohrC6jtJaXtK4d0OyselpFc0EVvUwMRP/0Vc5zBZFdWUDE+TXdpI0rM3BBS3EHGnFr9bldTU3cdoNKLXGwSxVeNbdrf2MOnMmPXbmAxmYUB/c4vNDT2LC1KmJmaFdT6tcEy2WIjKFldZWVq11j/X5CoUchXrCiVS6SovXw2xuKhgVbpJfVUjXidOcv5sACFeHvidOcWRg044S+ywsxVA6Ci2wcne9quZnyXEYluc7Ow4JBHj+cNRgl1PWTOuKB9hVOmvAsBYr38AgH9kF/hLna6fQ/Db8PsIQI/PARjgSUKgF+eDvH8VgH6epwn0Egaio9w9cLOT4CWyJczehYQD33Pd7ihxYheiDh8k+vRRkiKDKbqSQHPGFR7kXqO/PJM3tYWM1pUz11rPXFsTT2orkIhE2Dn++U0QsdNBRDb2XLyQiH5tDp1qAL2+h92tbj6sdbKz1oJ6IR/FRAorz+4w338XR5GIm3ER3M+9yWDBHUZK81lsqmKpuZqxqkLuJl1krLGSVzXFjFcXMF1bwFBJGqOlGQyVpDFQmEJXxjXaUy5Te/0SefERlN+KI++iH6M1mcxU5ZMcGsih71wI8/Egwu9fB8A4bw9CTp3gZXc30sUllpZWWNs//lkAqN4QfIEtALRA8GsAtGRPaqVGqLVt7fH+3d8xGXZQrasx7bwnq6KehLxKYgprCShpJGNogbS8ctqmFWQVlpA2usjET/8v114tkldeR9WEnLTSJpJ7h/C9WYFffhk+t0toutuGbkuPWi0Is741vmXP8BazfhuzfhuD3ojBuINGa7AOPI8MjVuVy7Uq3c8AaKkDKlaVKOQqFKtryOVrjE/MMDw8jXRZzaP2brxPniImwIPoQH/iQoMJ9HTjxJFDSGxFONgJx2Jne1urUo+dnY31WCwW2yIWCzawBx0c8DjxAyGe7sQFCq9drI8XoW6n/2cA8GtNil873v5j4f2Nr/sT7+//Rf3v89+dEOBnNVCO89tXgtlveIR4uxHsJQxAh3idJNT7FMEepzh57Huu377G8VPf4eN6hBCvk0T5ueLxvYSLIR5kxYdSeyOBhxnXeZafwkBlPm8qCxmpK2b2Xj1TzXV0lpXsi3XaIxbZ4WwjqBdLDjhjYy/G2UbMdw7OODg5Ym9vh5OTA87OjsLWhkSMvdjWGi629ohFNjhKHBBL7HFyccbeQYKzoxNiW6HGKJbY43jABbGzIzYOgteHvYMEJycnHBwcsLUVU5hfhFy2jnRFgVKlZXpBxvDUArPzczzpf8rzFwOsKmQsLy8iFttiYyMIjiZFhVKedJWOnCweZmfRkp5E061LzDdXMVdewHR9EeO1+QxXZvOmPItX5Zm8KE3ladEt+vJv0JacwN3ki9ReiaHxRjzl58N4XldMemIsB+1s8D9xTGiCBPoR6y9cEBdDgqwrcRcCvfdhKMSFz5ogXr8KwHO+3vicPI5saZHZ2VmWF2WCNLz84xqcWqW1HoEtEFxTqH8W6/sucprNLcFAaWubne337L39EeWmhj3tNgqljtS2DsLzqgnNrCasqovw3FKy23upeD7G1fpWYvPLmN3+L86mV5NV10VW51Pyeh5xuaQe/4I6onMbOHUtn+wXw9Y9Zb3OxLZpz7rna2mK6HUmjIYd63F+bnaJxQWpdftDs77B6qKUlbklZAsrSOeXkS/JUMuVbChUyBSWNbk1nj19wfKSnPHRKQLcvYjw+7TzLjyXYZ5ueJ44wvcHJNiLRVZxCpGNRUhX0JsU2wtjL54nfyDI/TSR3m7E+3tzMViY0Ijycd9X6/H/WSPkM/j5+BHnJ9h2Xgj0IjHImwuB3vvX9beVof8RAFrgaXkfnfVwJdT9DMEeZ/4qAPw0Pv/+PwvAUC8BgGc9XAn0EAAY4eXOMScH0m4ncSk2jPvlBfS01nI1JoQY/zNcDvGk5EosTcmXeFqYTn9eMs/K85iqr2CiqZypu1WM11XxoKQIkUiEnZOTACEbOw46OWPnIMHByRFnsQRHWzE29mKrWIKgeGyPs7NgZC6RSIQBVLEddg4SbOwF+XcHB0EY1FnigJOdPRKRCAc7W8R2Njg42CORiJHY23HA0QFnsdjaqWtpamVibJLXgyOMjE7yYnCE8ZkFxidmGJ+YYWZ2HrlincHBN4hEtjg4OGFra8uVhGhi/Dy5ERrIzRBfKpMSeV5XxFhTGUNluUzWFjBWlctw+R1el6UzWJrGi9JU+gtv8TjvBh3pF7mXepmmpATqrsZSdzWW5ozr5F69gJNIRMDJHwR7xADf3wTA818BoMXT4atHYH9fYoICkC0tMj+/iHRZbq3pqTc+h9/XAKjYPypaAGjxEN7SmzEadvjx7R5qnZGtjT3e/v3/MLG0TGVzK1GFNYSXPSQ6v5nk+jaSWzopGJwn48krLta2MPf2/3ChsJGkjiGuDc5Q3PGU2Pw6QjKqCCqtJOBaOv1PX2Ay7qLVGNBsCl4glh1fS2zpzZhNe6hVWjSbW6hVWkZHJlEpNSjkKlRyJWtSBdKFFWSLUlaXZEgXVlCsyFErVEjlKmRSwehpenKOwVcjLC1IyUpJI2K/M/9xPCmAhOAAwcTezwN/Lze8ThzH9dgRjh5y4aCThINOEo4ccuH0D0fwOnUCX1dhoyLaV9BmTAwSyloRXoLnxj8NwACfvxYAv4TfHwbAAM+P8TMYev/sCP5LAIzx8ybSR3CBC/VyI8TTlTAfL876exLieZo4Px/C3dw4KBJxM/os3UW5XI4MJOjMEa5F+JN1PpyKGwm0pF6hJ+c2r4rv8KqykMmaMmbbahhvLme2pY67uVmCI5mTI3b2tjg7CbaTtmI7xBJ7QdXYXiK4sjm7YGMvwd7JGTsHR0RiexxcDiB2dMLeyZkDNvYctJVwyN6Rw04uSMT2SBwdcHBxRmQnuKfZWXTyHCXWj5J9fwwbOxG2Yju6u7uZmZlhenqWhQXB6nNicpax8RlGRqd4NTjCxuYWrS3t2NpIkNg7IxKJaayu5W5FBa3Zd3heXcaz8jxeVuYyXJHPZFXRR/iVpjFYksqrklReFqfwvPAm/fk3eJR1la6sJFpvJ1J/7RwNSQlknwuh4MYlnEQigs+ctDrDCWMr/n8wAP3JuHaNlQVh2X9VuiYcadc32djUfxN+FvCtytaRrypZ27/P5obemnWZTXvs7rxny7CNwbiDYcOAdmuXmzUNRBXWEJHfRHhRHZnN90l69pILLybI63jJ2SuZTLz/Ty6XNJDW+pyLfYMU3XvMpZpOvG+XcbawiqCUHLofPGJv9wNm0x5ajYGNLySvjFvbmIyCP4hF/kqzucX8nGD8virbX/dTqFhdkiFblCJblCJdWGFNqmBNqkCxtoF0RbFv9qTkyeMBpqcWePKohxAPD2sGKMhP+VoVu2P8ffYBGUBcQABxQYHEBQUSExRAtJ8vkT7ehHt5EuzpLpQ4/DyJ9/PifIBQrw/zOM1ZD9ffCMD9EalA788AeN7/6xL3fwkA/jM1wK9GoOfnEPwChF8DoBV+gf7WJ8kCwKh9AIZ5CgAMdXcn1EfQjotydyPM1ZUTThLuXIqnICGSs65HuBTqTWpcKAWXo6lJukBnTjJ9eSm8qcxnrL6C6boKplurmG6rZqa5lru5mTjafzwSiEQibEU2ODk4Itp3MpNIJDg4SXASO+IiceaAgwvO9k7YiGxxlDhhZyPGycEZibOTNfNzcnLC0dERiaODkBU62OPgImSWYmdHRBIxIokYOycHa+YocRQGWDMzM2lqaqKtrY2+vicMDr5hdnYe2eo6G5t6tDoje29/JCe74JMMUMzQizHk00tUJ6fRW5jPYGUBb8pyGSrLZaQin+HyO7wpS+dVcQovi5L3P97meX4S/bnXeZx3k4cZ13mYfZP6G/FUXY4mJy6U27HhnDzoItSCfD/6tZwP9BeEEL4A4MX9+t+nALTMZn15DP4UgDHe3tSVFDM3O83CwhLyVSXr8g3UKh2bmq1vws/SKbYA8NPsT/Do2GPb/FbQQdSbUWk22VbpUSoNXGloJbakkeDUUq429nCtpJqarldU9cyQXNtJ0aMBho1/xyMlh9r7AyQ/6Cev/C4xdQ/xz20hOrcOj1uZ1Hd1srv3gd2d958dcy3w+xSA2+a36HUm620EiSopyn0RhOVFGavSNasQquVz2arSmgGuStcYGZnhWf8rpkYnCfHy/BkAvyxDJQYGCLH/mgnrpx8NzkO9PYn09/4MgHG+noR7niH8t2SAvr5fANDnXwLAWB8v63vIYpD+lwGgpaP7ewF4ztfbmi1YHuRZN3eCPc4Q5nWGKE93/E6f5JCTHWnXzxN+5jtifU5xKzqQnAuRVN5IoDnlMg+zb/O0MJ0XZdkMVggZ4Ny9WuYeNLF4v5VnDTW0NNRSWVVDZl4OqelpXL18jYiwaE6cdMXOwREbGxsk+7UT+/0jro29GFuJPSKxrQA0sS0iWxFiZ8HgXGQnwsFJgp2jGFtHMSKJLRKxg+Dla+eAi8QZF4kzDrYSnB1dcLB3xMnJCbFYsI0Ui8XY2gqGQnY2YmxEHw2FRLY2BAYH4eTkZJ3tsrERMbOgYGlxlWddj2jKzeRpZSH9ZTm8rM5noDqP12WZvCpJZ6AwhYH8ZF4U3mag4Bb9uTd4kn2Nx9k36Mm5TUfWDVqSL1JxOYrc+LNcCw/C7/RJwj3drGIaMX7eViUYizRWYpBQh/pMCSbQz6ok/TUAfrq7Ge7mRmdLM1MTk8z/DICCVNTX4LcqW7eGQq76ava3s/2OHaOBdbUOlcKIYecDo7PzlDfdJaqwhsD8u5wsqCfj0RPSH/aR3/uG7Np2iu5288LwNy629JKYUU3hm3my7tRz5ekIAal1BOVUEFdYQc/AE7Z33rFl2MZoErI8y3HYCkLDLjvb7zEadtHrzGzpBQc5mXSdifFZpMtypMtyVpZWrQ2d+dkl5mYWWVlaZWFRJjxOqZzlpVVWVpQ8fTrI9NgMcWHhWEbKBCHSj7A67+/Hef8A63WWGBzIxZAgEoMDra9PpI+QAYb7eloBmBjgTbyfF9FewpDxPwZAXxKDfPYh6Cscg/8AAFru+08D8NO5wD8egF4fY18F9tP4pQ7015QjvrTACz8jSOLHBnoTF+iHz6kTfHfYmchwH8K8j3Ml1IuUmCAKEiOpup5Ae8YNHhdk8LQ4g2fFmQxVlzBRXcrsvXom2+uYamvmWWMjezu77O79yM67H3n347/z04//iXbDxMT0Am/Gx5EtLJASE0eI8/f42x8g9OBRrvsGc0ZkR1p4DIle/vg6HSIpOBy/A99xWuyAu8tBTjk5E3TqNIEnT3FQJELi6IDIRmSFnI2NjVAn3JeMt7MRI7a1RySyxcbGzvrRVmQn+OtKhLCxE+3/HFucnBywE4twOeDAmlzH/MwysyOTNBUU0FdWwsuKIp4UpdNfkcXL0iwGijPoL0jlWX4Kz/Jv0593SwBf5lV6s67RmXmDB3eSaEpOpOJyFPkXIrgQKByRLEPQ3wKgZQXOAkBBDUbIMn4LAENdXenvfMjUxCSLSzLkqyoUcjUqpRbV/vzct+Ank66hkKsFUVyVDq3GyJZ+G5Nxb9+g/B1m4zYK1SY67TbaDQMqrYH0asHWMiS3kbjmftK7n1LW/pSCtqfcfNJL1cIC3XIzVx685FpeDblDE6Q2thNW3U5EaiMROfVE5Vfz5OkLtgw7bGoMmLffYTK/RasxsrmxhUqpRac1YdgSIKjVGNHrzJiMe2yoBb+QmelFRkcmWVmWW2uayvVNlhZljI9NMze7xPx+lriuEB73yoqSsbE5RobGuXXpKvH7kxXnA32tz3usz753r6cX8UH+1u6u5Xgc6+9DjL8Pkf7eBLrvX18+HiT4e3MpSABXrI+HVQPylwHobQXgl82wPxqAXyZH/zAAvwa13w3AAJ/P4lsP4EsAfks6x5KaR3oIAIz28uCs52mi/IT1HO8TP3Dsu4P4uB7jakQg1896knMhnLKr56hPSuRBRhKPCzJ4XJjGQHk2U621zDZVM9lWy1RnM6/rapjpf87uzgfMO/+O2fwTGt075ufXeTkwwauhaeaWZexuaok8cJQoGwcuHzpGnOMh8vxDCbOR0H4zhUvHThJ/+CiVsYnkn40m3PEgEU6HiHH5nvqYizxISCLlwCnupmfxqq6RJG9/Ek+6khoQQqC9E75iB3zFDkSHRlNdVkN6ahY3k1I4F5dA6Nlw/PwCOHjw8P6R3A4bWzEikS22tsKyu0gkIjIyEtXiOoqlNaZeTzDa009fSSVvKst5XZHH87J0Xpbn8LwkiycFaTzJS+Vxbgq92TfpybxOV9oVHqVe4mHGdVpTLtGUnEjZlSjunAvhYrAvoe5uwgW1D7MYP2/BE+R3ANDyhrX8vAhPLwYfP2FuZhbZ6joKuRqFXI1yXYN8Xyn5W/CTSddYU2ygXNewubFlBY4FgGbTW8zmD0J2aNCzq9KjUhmJLa8loaKV0PRyEksfkFrRTN6Dp2Q+fMnVwnoa+4Z4NK0mLquW9KZObt7vJaGpiYiCeuIK2gm7VUZUaSOPel+g05tZW9/EtH/c3tzYQrMpqMKoVTr0OjOaTQM6rYkt/TZ6nRnD1g6bG1so5GpGhieYnVlEvn/UtTy+yYlZJsZnmJ1bRrmmsgJwblHO3OIaY8NT5KRnEuctgCs+yJe4IH/OBfoR47+v2B0Q8Bn8Pq23R/l6EeXrRaDbGSK8hTG1xABfLgcL8Ir18fiNGaAFgH5fANCb8wFe/38BoN9XfqYwBvN7ABjp4Uao20nO+ggAjPQ4g9vBQ3zvICHM042bZ4NIjvQjNyGMiqtxtKZcoTsnhYeZN+nNT6E3P4Wh2lJmW2tZ6mljrL2RvtJiTMtyts0fMJr/DdW6mbGJVSan15ieWkOhMrGm1bM6PkWM/WEuHzpCosthUlw9yPUPojAkjKLwSPJCznLh6DGepeYQIbIn1uUwcd8dJdzRhRf5JZQFRnDT+Rgdaam8KCkhxdOLZDd3CkJCiTt4iGgXFwJsRFyLv4pxc99Ae32TtfUNVGqhlmU07GAyv0W/tY1coWZ4ZIKO+11UVtSSlprFk8fPWZyeZ3ZmkVeDI8jmZShGJnlSXsrL2iJ6ypN5UZ7Hs5JsHhdk0JeXRm9uMj13btGZfp2OlCt0pVzkXvIlWpIv0nj7AkWJYdw5F8IFfy+Czpy2Zgy/BYDnQ/5xAMb4+jH87DlLC4so1tSsKTYECK5tIN3v7n4JQAv8pCsKlOsaQYJq04BeZ943Jd/7GPot1BoDG0ojWu02z4dGyCirJqqwhtjqR4QXNZDScJeb93vJeDFD6r1+6genyH81xpW7D0joGiK7d5bUhk7cbhcSU9LKD5eukVzXxPjQIAbjLssrCrQ6Ezu7H9DqTGyo9ayvbbKh1lv/Np3WZA3D1g56nZnNjS2Wl+QMvhphdmaJVZmSlWUFMuk6szNLjI/NMDYuCERIl2UsLcpYXFExv7TOwryUyuJy4n08rQA8F+hHdKDQADkX6EdCUBDnAwO5EBDIBb8Azvv6k+DjxzlvQaQk0usjAOP9vbkY6MeVEH8SA3yJ8Ray9V8HoOdHAAYG/LcC8FNPkN88CP2PH4EDvnK7n3d7LTWI84H+nzxRvwXAn+4F+3x2/I3w9CTC05MQt9OE+QirP27HDnPcxZ5of0+uRIaSEeVLYWIYVdfjaUq+xP3MJB5lJ/OkIINXFfm8rCll/G4pC/fLmWyspL/lLvPLStZ0u2jUW8J6kUqLVruLRvce/eY7dnd+YvjlSy7bOhPl7MJFlwNk+4Rw6cBB2tNzKAqPJOmEF3d+8KLuwkVifFyJd3DB79gBEr/7nuaERFrPXyDJ+RB16el0FZVw0z+Ia4dPUngujmuiA0QePEyC+AAhIgf+XbuDbEWDdMWAXGpAuqpHsW5Cr/uAzvgjm/p36A0/MrugYHx8kampFSYnFhgemmJqRJBMGn4zxvKSnL//7T/oqK/nWU0Zr8pyeFKYxdOiOzwuyORRdjKdWbd4mHmTjvQbtKVcojXjBg23EmlOuUjVjXMUXIwgNS6Ms56nCfJw+8xOQcgq/KzHYAGEvp9kgB8L7ZbX37JW9aWBtSXioqMYHnzNwsISUtkacoVKAOH6hjDesr6JXKFGKltnaVnO4tIqS8tyVqRryFaVqNQ6lCotSpWWTY2BLcMOJvMeJvMeRtMuqi0jCpVgPq7f2mZiaZ0blS3E1LYT0dJDQHYRKQ+fkd0zTNnAHGn3XtAwuExqYzd37vVyq3+cW62PSW/o5mxKKVFlbfjnVnGxuJrpFQVG0x6yVSXqDT1G055wDNaZUG/oWVdqWFvfZF2pQaXWodWZ2DLssGXYEUC5ucWKdI2p6QUGXrxhVa5iaVnO9Mwiq3IVE5NzvHwxxPTUAosLcpYXlSwtrDM1ucjC/Apdnb1EerhZr69zvt7W5MJyrVkywPOB/lwI8Le+NlE+gjNf2L44bYy3YFB1Yb+hEu3lYW16fcmKL4ehLQAU/il+2pTx/uz2lm7ul5njL3HoXICvNSmy7ANbpkQC3U797J/qvwCAX8sWfysAf7kB81sBGObpRpiPB+G+ngR7nMHzh8NE+XlwOSKEO7FBFF+KoibpPM0pl2nPuEFn1i368tIYKM3hVXUpIw1FLLRX8Lq6mLHep8wtrrGyvsWGUod5Y5vNDSMatRnVxi6GrZ8w7f3EwMt+EhwPEO98gKsHD5N80p0okQ1d+SWUxMZw9ZQXd9z9eJCZw22b74mxd+Ha4ePccTlOR0YGBb5BxNg5kBsTy90bt8kMDOG8yJHc0LNcENkT7eRCosNBvMQS1lflyDRGZMptlOs7aPUfWNPuodS/Y0P3Do3uPbqtD6yrzAwMjDI0NMPr1xO8ejnK69cTjA2OM/16Avmigv/8j/8H+YqUnqoyXpUX0JmTQk9BBg+zk2lNuUpb2jUe3LnF/fSrNN88T9Pty9TeSKD+ZgLVSXEUXYomKTKQULeTBLqd+Z0A9P4qAD8F4c1rV3nz8hUrKzLhCLy2gVyhsgJQrlAjW1WyvKJgcWmVxaVVllcUSGXrrMpVqDf0qNQ61Bt6NFoj+i1h5GXLsI1Ob2Jt33d3Q6VlZ/s9kwtybhXVEZZVSmRJE0GFlUSWNXL7wQuSO14SVdhCw+gq4TlVxJU0cPVBL+ldj7lR3czZzEICc0oJLaogqbae3rERDMZdNFojslWlFXD6rW02NreEGuYnEFRv6NHqTOj0+6bpGgMqtY5VuYrxiVmeD7xmfkHK4tIqs3PLLC3LmRif5fmzQVZlatYVeqanlpiblbK4IKP/6QuiPN2/CcA4P5//6wEYF+j3VQCe9Xb/bQD88g/9/QD8Ofw+t8T7YwEY5elpPUJF+3kTHxxAmMdponzcuRIWTE5CKKVXYqi+eZ6G5EvcTb9mzQKf/X/svWlom3e6xu2QYGMbCQlJSEjIxsYSMhKSkJCQhI2NbWxsbGNjY4eEhKYkNHRautFlhnZmmK1M5/Qw22F2pjMt3WnSJmTHO14ltKPNMl4TsrWlnTln4OV9f++Hv/RYzt4mM53OzIc/TWJLVq3n+elervu6X3qaj374Eh/96Juc/+l3efM732Tx9JhIIxaTBJcSRCMZFiMpQqEMyfQWK2ufsLx6iff/9BoD5dUcUuh4qKKaFxq99JeV8cdnv8krI0McNjt5xuTiF0cf53G7D79ag1epome3gh+39/Ptnn4OKI28fOQQL3V08cOHDtBbVsmrBw/QvaucPqWKfoWSjioFH775Ftkr10lf/JTsyjVWNz8lf+kzMpufkMldI5G6xPLKdTK5y8zNJfjwwwu8/faH/PGPb/OrP77Je6+/z9k3PmL+zBzra1e4eu1TXvvpT/nNs0/z2xee4L8fO8TLh/fyypFRXn1klJ8cHubVwyP87OgoP9zfz8sPDfCjg/384GA/zw60c7irGW+dHq+54QsC0HsTAG8FvtLzwjNPc+LYcYLBMEvBKKFwgqVgTESCwRgLixHm5kM3RX9LwRihcIJkcoVEIk8ytXwDXMQIXTiU2wR/TQAAIABJREFUYHEuTDScIJdZYXPzOssXPyVz+f9IXv1/iOezZDbWSa9tEE3lGJ9ZIJxIk9/cZOvKZVY//j+u/x9sXfkLW9f/xvKlvxLLXSKRznNp6yL5lU3yK5sSqIs/P5XOk0rnicbSRKIpQuEE4UiSWDwjvdYiBJOpZebmQ7z51vucOHmOqekF5uZDTM8sMj42w4mPzjI7ExJR4GyYifF5JifmOH7sFF126457vQgiqfH5BQE4EvA8MAAWy2P/MgC8VZf3ZgDe/Eu6XwAWu1p9Pjd721voc9vpdjSyrzXAM/0tvLSvhx8+PMQrR0b52aMH+OVjD/H7px7hzW89xfsvPceJl1/ivR98k7df+TGh8TkWF5PMLaVF+ruU5MLMEhMzYdLLl8mtXiO/sskbr/43w3sq2a9Uc6hazne9LfSWlXHyJz/l+309DKtr+JbNy+vPfZO+KhX9WgP9WgOePeW8+uij/KR7iOHdCrrkCn7RN8LxH/2I3rI9/Pboowzr9IzoDbQrqzlcVsW73/kxl699xsr1v7Bx9S8kMhtE4nli0TWC4VVSmSvk8tdIpre4ePEvpFLrLC2lmJpa4q1jp/jdr1/j9V++xgevHSe0kOHja38jFUnQYbfzxFA33zo0zEsPDfPigX6+99AA39nfyzcH2/jOSCc/2NfHt4c6+d7+Pl4c6eG54R4OtgcwK2VfIgLcOQt8KwBKTiOF890Xv8W5U6cJh6OEwnEp3V0o6PuKUV9p9Le4FJWAkkqtSqcInmL6GQonCIUTRKIpMtkVlvPrrK5dZH39Kvm1q6ysfUx6+SKp3BbZlasks5eIZy+RXr1KfutjNq/9levXPufylU9Y37hMKrXKyvJlVvIXWVu9yMbGFmvrl1jOb5BMLTM7FyQcSUqAyy2vS68lGIoXwB4nGkuTSuclWBa/Pjk1z2t/eotz5yelCHBifJaxC9MSBCcnFhgfm2Pswiznz03T7bDtqM+VArDP7bwrANsd2wAszngLADY+MADeqQZ4rwAstcTqcNpodVoJWE33DsBbyVC+GABLO73Om8TPOwHofKAALNK/qGfqddnotJnZ2+LnsZ4mnhvp4tv7+/n+wSF+fHiEnx7dz6+eeJjXX3iCN154nOM/fJHfvvAMF956h4XJReZnYwSDWcKxZcLzScbOzTAzFWZ19TqZjeuk8+s8t3c/XeXl9KvUHNRq+En/KD27dzH2m9/zs4cO8EJzF8+Znfz44YMMNDnoUavoajDykFLHy209/HrvQzxitvKzxx/np6MHCb75BsO7Zfy8e4hfdQ/ztMzI43IDz8kbeMzXztnTF/jNn97mmedfoqysgkePPk06usLVq38jFlslHF4ml7vMyvo1ciuXWV69Qjq3RTa7RSK+zLnTk/zul3/mz79+j7X0ZdZXLjIwNIjDqGa0w88j/R082t/BC/v6eWqgjaOtTp7tb+GlwS5eHO6W4PfkcA+jzT4MFeW4TfV3B+ANW+GGCzdQ8f0vNkFKAVg6FfKD73yX6fEJggWoFeE3Nx9icSHM9HSQ6ekgMzMhZmfDLCzECAaThMNpotHsDgAmkys74LcUjBHP5Iln8qSWV1nZvMTq5iXyKxvklzfYWL1EIpEik8mRyYqoMZHMkl1ZZ/3iJS5evcb1j//C1tXPWL30KQvRLNn8FrncJun8JsnVLdY3LrOc3yCTXSUSTTE9sygBriiRicUzhMIJIWou/H8W0+Hc8rr09fmFMKfPjPHan97i1OkLzMwuMTU5z/iYWGs5OTHH5MQcE+PzXDg/w9xMlB6nXbqXSkEk3Xv3AkC3MCwpWpwVAdjrdX0pAO6E4K0BWGTCvQCw1Eih22H7RwPQdfO5Ufjsswt34B0AFB2iB1EDbLc3SgAc8Lrpdoju8EDAzdGOAE/1d/DCcA8vjfby/QOD/PihIX52dD+/e+Yor73wGH94/ilefeopZsammJkJMT8bY3E+xWIwy+RkkHNnZggG06wsXyWa2yIcitMhUzNUXs6oUsNRtZ5fjxyio6yMhd+9wZ8fe4IjNXYeUzdw7pkX+ZmnneeVdXTK5Dwhr+HbgwP8/OAhjujrGVLU8JOeUd5/6Qc8VG9jwFjP4+3teCoq8atV+BUq9NUyysrKKSsrp2p3JVq1jl1lFewqq+D557/Ln//8Hm++eYwTJy5w+twMJ89MceL0JJMzYaLBZZZXL5HMrZPNbvH6b97n+FtnuHzpUwYPHqByVxmOhlp6W3wMt/k51NnMkwNdPDPYxVO9bTzb18a3hrt5ZrCLJ4a6OdLbid9Uh7ayHHt97b0DcIcbjEt6/2/sBJduiGu3N/Kz/3pVzMAWanpzcxGp4bG4ENkBv/n5KEtLCQl+sViOZHJFOrFYjnA4TTAkIslQOEEwliK+vEoyt0pubZPsyjq51Q3yKxtkMyusrG6RTC2znN8gGhPaw1gyx9blj7l87TO2Vi9x5eLnbK5/Rjq+wWpmk+XUCvnsJmtrH7O2fon8yibL+Q3SmRVm54LMzgWlFDiVzu+AYDEKLNYEM9lV6fuCoTgzs0t8dOIsf379HU6fGWN2ZonZmSXOnR3n3NlxZqYXOX9umtBSmo+Oj9Prcki191KgFIHzhQDYJETMg35HAYA36wDvBECxMvXeAXgvmWgpAIuZYIfTRpvLdv8ALO0W3TMAS4XPJRAs2qM/aAC2O0TrW4Toor7U47TibzDS5bFxuD3AE70dPD3QyXOFaOZ7oz28fHCQX3zjIL969mF+fOQh/uf7P2Byap6puSgzU2FmJiJcmAxxcnyO8xOLLEWyhIM5JhdihKeDDJRV84RSzcNqI0flev588HF6y/Zw5qe/5uWRUV4ePsSowsiLTR28NDRKc7kMg0GBc081trJymh02WuVa3CoDzfUWrHIlVqMBVcUeZOW70OmVKOQVVCuEC41KrUcn16GulqPRqVFolSjlKqH921NBWVk5u3ZXMbLvMLHkKqnMRaLJdcKhPPNLYvtZOLbM7HSMX/3yda5d/5y9hw4Ja/Q9u2gw6uj0eRhta+ZITwdPDfTweE87L+7t5cm+dp4c6OKhrmZ6vC5kZWXoZFV47PfQBS4FYMEW/04ALIVfm83CO2+8ydKsmHaYXwgLAC7EJADOzm7/29JSglAoRSSSIRbLEY8vE4+vEI9vw29pKSEgGUkKoCVzpLKrZLKrrK1fYnXtIqtrF0nlVogk0qyuXCKX3SC/vEUmvUYivkwykWdz7SqfXPtf8msXuXTpc9ZWPiYRFeammawQPq9uXGdt/RIrq1uSXCkaSzM5NU8onCAWz+yoCd4IwWJNMJNdlSLBYir84UdnePudY5w9My45yBw/dpKpyXkWF2KcOjHB8Q8u0Od2bi+rL7m3/pkBeKupsNsyKOD94gDsdTkKFuaeO9b/vg4AbHM5hCuxyy7deD0eO+46Ha1OC4fbmnist50n+zp5uq+d5/rb+eZgJ98b7eHVw6O8fHSIF/cP88Frf+bc1ALnZoJcODfH2NkFTp2b49y5WeYnwwQXU4TmUkwvJcglMjzT4OQJvZ4+pZbu3ZV8w9VMs6yaZoeT3iY3tto6LHI5cmUVuj17KFeUo62qFnZZOhWKqmp2q2SoFEoq1AqUldVUKGSoVAoMKhUyRTXKykpk8gqUSiUGtRG9UotCIUNWo0CmlaGVy1GrlchkVSjVKmRyNWVlFVhsfiZmoly69jc2Lv2Vrcufc/HiJ6ysX+HUuTl++ZvXuXL9c5599nnKdu9hd/ke9uzajV5eTbvDzsGONg53tvFoZyvPjXTx4sEhvjHQyVCzl+qyMhR7yjCoFfhK9HpfFoDFkbgbAdhms9BmszB+7jxLs4tSva8IO5ECR5ibE9MPi4vxHamvgN8ysVieWCxPJJIhGEyyuBhnaUnU/RLJnCSMzmfXWV0W/11bv0Q6t0YimyeZzZNf3yKRWSYYjRGLJ8nmVsmvbHD12qdc+vRzllevkE1ukYrnyeSyJLJx0st5NjcFAEujwGRqmfmFMOMTsxLcsrk1MtlVkqllwpEkS8EYi0tRloIxEskciWROaogUvzZW0Hb+4fevc+rkOSkCnJ1Z5OSJC5w5NcOZU7O3BWARGncHoPVrAcDi6XbY6HTZ7x2ApUvR+3w3A3Bnk+OLHxF+u28zD7xzf0gp7AZ9LoYCO38R/Z4CAG3idDocwhrL1kC/x8Gg186Qz0WnzYxNp8Zjqmeo2c1DXU0c7grwSGeAb3T4eKq3jW8N9/Kt4X6eHe3isdEhPnr/BOfPz3H8+BjH3j/PqRPTnDm9wOmzc8zOJ1lazJKMr5PLbLE0H6GjuZ3K3XuQy+V3PAqFYsdRKpU7zo1f/6JHqVSiUqlQKBRoNBoMBgMqlYrdu3fzs5/9jPTyFdK5ayyvfEIsscGbb57grbeOc/nSdZ599nn27C6jsrKciqpyynaXUba7DKNBQ2eLn8MjQzx36BCPHzhAb3u7tDSnqnI3pho97Z5tMXOPx1kA4A2zvyX1v1s1QfpcHno9Hro9TtrtZnqdIppvtVl47NABsfpxco652SUW5kMsLkUkCMzOBZmZjzG3mGAxlCYSyRGL5aWoLx7NEwymCQbTLC2lJEDGYjkSCZFWruQvkl/ekgTSa6sXWV3ZYjm3Rjq1LMGp2LCIxtJkc2usrV/i2vXPuXb1U9ZWL5JOrZKMizqjqO+tsbK6Tn5lg5XVTSmyzOcvkkjkWViIMTGxJBlZFFPdYhQYjWaZnQ0zMx8jHFsmEs+TSK+XNLhCnDs3y4fHT/PnP73N8WOnOH9mglMfnePMyXHOn5nizMlxupwuupwFQ1Lf9gxun9NBUcNbusi+yITiB1JbIcrvcwtB9UjAUxiFEzApHVYobbZI0htvAbxeJ8NeFyM+tzh+H8OBgPTY0k7wFwHgkHdnDbDTaZPA3dwoHGvaC+OVxe+7LQCLm9P/uQDokD4pJADaGyUAdjhttFq3ATjsd9NuN2PRqbDVGBj02jnU3sQjnc080dvGY90tHGnz8XhfB4/3dfDkQAfPHznMmY/Ocvz4eY4du8CHx87z4bHzTEyEmFuMEY+vsLCQ4PTJSV54/rvsKhNGBCrZzYC7G6y+KADv9n0ymQyFQkF1dTUqlQqZTIZWq0WpVFJWVkZP/37OnJtnbiHFmTOzzM7G+eCDs1y8dJ1nn/uWsP2qqKC8cg9lFbvYU3DBUVTuIeCwcXhoiN7mJvaUbS/OKRpllgJwOwLcBuBos++eANjjdhd2TTTS4xSuvk2WBl7+9rcYH5tmempeDPqXCJyL2r/ZhTjzS0kWQ2nCYeHmUjyxyDJLS6kC/NJSehyPL0td4Xz+IsvLonGxnN9gZXWL/Mom2dwaqfSyBKZMdlXSFOaW11nfuMy1659z5fInXL70MdnMOpFwukRyk2d1TdQSl/Mbkgh6ZeUS6fQawWCS6ekg8wuhHR3fWFy8vmKkurCQYHExSTy+QjK5Rjy1RjSxwtRshLMX5jh/Toih33n7GMc+OMlHx05z7L1TnD01wdlTE3Q6nPT7fAVjCo+YCvGInb49TufXBoC3g+DfFYAP4vzdAGhvpNMhbr5Om5l+t50hn4Mhv5sOhwWTTkmdRkmvvZH9zX6e6Oviif5OHutt5bHedh7ta+doXwcH2vx89+mneeNP7/CHP7zD8eNnmZqcZ34uxNjYHK/85Kf09A5SVlbBrrJKysoq0Kj0KOUqVIp7B9iDOncCpFKpRK/Xo1AoUKvVaLVa9pRXU1ZWwauv/orx8UXGxxc5cWKceGqNp579DrvKhBFDRVUlZRW7KNslQFe1ZzflZWUFw1YR+VVUlbO7sGXMVmekw+O4KQUulb3cEwDdbrqcwnmkx2OXAOgx1fPOa79nanKOmekFZmfEqNfsXFDqBM8vhJlfSrIQTLEUzhAOZ4lEckQiOfHnUHYHAEujv3R6TYiiC/DLZjfILa+znN+QurZFuUoxDY3FMySSOfIrm2xuXeX6x3/h8pVPuHbtr+TzFwmH0wKwBav+/MqGJHzO5tbIr2yyunqZXG6TWCwnosDJOUkkXWx2FAEYDqcJLaWZnY4QCmVIJFaJpwQE54MpxqaEEPr8uUlOnjjHiY/Ocuy9E/z2V3/k3beOcebkBfwmE/0+kQKPNnkZ9DpLAOa+JQB7va4HB8BCVjnkc0kAHPV7CgD0/QeAdwNg6b/1exwSAIu5fZ/bSZfdInmVDQc8dLqtmPUqtIoqnAYtAwEvh7vbeWZ0gGeGe3m0q40nBns42tPJSGsTr7z0Pf70hzc5f36Gc2cneOWV/6Knp080FvbsRqlWodFp0euNKJVqsXNVpkSlUH9pkKlUKlQq1X0DUaPRUF5ejk6n2/HcGo0GlUqFWi1e4549FTicPv74x7eZmA5xfmyJH/zol+wpK6OyvIKKisK+2PI9Yk3i7jKqy/egUlaze3cZMkV1wQexHL1KjttUT0eJb9+XBqDTJV20RQB2uex4TPWcP/UR01PzEvympxaYnllkfiEsILgQYzGUZjGUZimcIRTaPsGggMc2/LJEo1mR+qZWyWTEyFkRfun0mgTFbG5thwi5OEpXHFdbWd1i66KQwFy9+hcuX/6MtbUrJJMrAoKF+mJReF0EW25Z6AyLUWAkkmFmdonxiVlC4QSJZI5MZp14fJloNCueK5RlfjbG9HSYSCRHPLVGJJ4nFFtmdjHB2Ngc585OcaFw7Z45PcZrv3+D3/36Nf70hzdpslgYDAiD2r3NvsJ9IgDWdZsI8O8HQGGn9WUBeCsIlgJQssT6MgAsXsS3akT8MwGwy2W/CYA9TusOAHZ77dhqdWjklSiq92BtqGGgNcDDfZ08PtTHcyNDPNnfy9HOTgZaWnj1Rz/m9T+/w+HDT7CrTDg+V1RUoNUZqK6uRKfTUF1diUYjwCJAoy6cLwa8+zm3e26ZTCbVG1UqFdXV1dLXdFo1Cnl1waq/ArXGyIsv/pCf/89rfP+Hv6BOp0Mrl0u2/JWV5WIpzu49yKtlVFVVCG/BPcJfcM/uMuq1aprtlh31vy8LwB67kL60Oy10uq10uUTRvcVpZ/zcaaan5pmZXmRmepGpyXkxBTEXYXExLtLEcIalcIbF0HatT4r6FsUETzE1jseXSSZXBOgKEV82u0U6vSZJZYogTKXzJJK5HTO7RVlKfmWTrYvXuHb9cy5d/SsbFz9lZf0Kudwm8URWdJgjKWFrlVwhHl8mkRBpbtEVJre8TiqdJxxJMjk1z/nzM0SjWel1CAguEw3nCAbTTE4GmZ2NEormpJrgUiTL3FxEjDuemeTc2SnGx2b46MMz/PY3r/HLn/+aTpeLPr+voJH1MuAR98iA1y0tNboVALvdjgcIQOfNAAx4JNOMOwPwZpld6YDFsM97SwB2OG3/IgD02W8A4C2s028AYL/fhbexnhqVHIWqGpWyGp2ymg6Pg6ND/TwxNMiTwyM80tWD01TPt194Ca2ulrKyCgEahQy1WolCVUw5Zeh0Gmn5kVqtRqPRoNHoHgjY7geGcrlcgmCxHiiXy6mqqqK8vJzq6kqUSjkyWVWhZih2DD/00Df48Y9/TpvbRZPTTr1WTeUusZ+kaMcvq66kvHx3wWB1N3t27aZ6927cpnq63A663fcfAfbYbXS7SwFop9PlZLS3m7GzZ5icmBPgmxTjXVNTS5Leb2kpIcFvIZhicTHJ4mJSAmBoSTRGBPy2AZfJrIuTXSWd2yKRXieaWCGaWCaWzBNPrRBL5okWan5FACZTy1LXdnPrKteuf87m5b+yeflz8muXSec2yObWiERTLC7EiMdyRKNZqSudSolmSnE8rgjBpaUEZ88KDWoikRepbqGRsxTOEIxkmVtMcH58gdnZKNHospTuLy4m+fDDC5w8OcapU+OcOT3G+XOTvPXme7z2xzc40N1Nl3v7vRn0uQq2ZD76vNuOS8MB398ZgAJ+AoCu+wJgKQjvG4CS7dA/MwALZqrbALRIABRpmE36JQ/73Qw1e2lz2bDotaiUcjSKapRVe9BWV+Cx1DHc2c5geyu+RgvVe8qoNdZQXq2gSqFGLpejVslQKGRUy2WoVJpCfU1ITtRqJSqVqLHJ5UrUavUdz63gdbfH3O3xpUej0VBVVSWlusVIUC6Xo9VqUSjVVMmqhXxGViVFseXllTQF2gpGEmKDmKuhDmW5qP1Vl+9CpZQjq6pmV1kZ1eUVqGRybLV1dHhchYvKugOA/X6PBMDRZt89AbDXYafbbaPD1UiXRwC1zW7jmUcfYezCOcYuTDMxPiuBcGYmJElegsGkBL/5pSQLC9tNg2AwTTiYIR5fIZFYJZVa3wG/dFqkuansppRWhmNZCYLRxDKReE5KfyPR1I6UdmPzyg4A5tbE/G8muyr0eksJouHcDl1iMinme4Uhg+gOZ7MbxGI55uYijI3NEQwmiURyEgQXQmkWCmn+5EyYyckgCwsJlhaShIMi3T9/fo733z/FyZNjnDxxjvGxaU6dPMc7b3/Atx57jF6fiO5KwdHjEXZX/wgADvpcNwFwtGCOcT8AHPS5JACW2uJ3FiQ8twVgl0vor75WAPQ7bgCg8PpqdVrp8uwE4Gizj16fG2ddDVq5Er1MjrqyHJ2sErWsguqKMqqq91BRuQtldQXV1dVUKdQoNFq0WjU6rYCcRqdFpdCiUmkKNTUFKrWsEFHJ0OoMXxhgXwR+9wLBYkpejAoFmEVUWF1dTVW1EqVKg0KlRKmUI1dUotOq0ajU6LU6AqY6uj1O+gNeepv8dPm92M31qOVVyKrLkVVUUrWnHFWVDHNNHc0OJx2F7m+Xy7rj2ikCsBj93QsA+wt26x2uRrq94rpsspj54YvfZGpynHNnJxgfmykAcFEs/y4InoPBpAS/ucUE8/PxHQCMhLIkEqskk2uk0xtkMutksxsSAFPpPKnsJrHkKuHYMqFoTkAvsSwBsGhVFY2lyRQE04lkTuoCb179G+sXtwEYT2RF6hzLSTXI0uZLsbEi5o63yGY3SKVWiUazTE8HuXBhnmh0mWRyjVgsz1w4zUwwyeyiiHanp8OMnZ9nYTZGeEmk/QsLCd577yRnz05xoqAJPH9ugnfeeY9XXnyRbo+YmJCcoT2OfyAAndsA9IuzDUDvVw/AGwWLtxMk3/ncXgwtwm7PLX5BnsK52Y5/pxRnWzjd67LdtDy529FIr8smdYuH/G4GAk76/Q76/Q6MGiWyit2olNUoFVWoVTLU8ir08mp0VZV3rdV9GWD9I8+9pMpFuUx1tdgxolKp0Gq1GAwGmu1WerweBn0+RgN+9jZt74UImOsxamTUaOVY6nQ4LLW0eu2i++sRVlY9bje9Hg99Xm8BgN4dQujSPxd3TtzoCdnptAkH4sJF2txo4dXv/4AzZ05x4fwkZ8+MMTE+y+xcUDI7WFiIMTW1xOTUfGEKJCXgF0oTjGQJRTNEE1mS2YskUpuk01vkchfFbHQiL0CXyotpmegKoWiOYCRLOCZqfsWoLxYTu4TDoTi57KoknN7avM6Vy5+xdblQ/1u5SCq7LukLU+k8kWiKZCpHOJJkbi5COJyVIrvl5S3W1q6QTotOdCazTiyWY2YmxPR0UAJmOLxMMJiVzvx8kqmpCFNTEebmEszMLrEUjHH+whTvf3CCD4+f5vy5SS6cn2JifJYXn/ymMD/12hn2+elzecQaU7edfpdIIYVAWZz+gmN0l9tRcIMRUXlRZjba5GbY7ywMMdjvCEDhPlMCq4KdVtEUdbTpZsPjmxsgdwZgEZ6lO0FKxc9tNou0ZqF4JAAO+v5OACyB4E7nB9dNnxC3AuDOCPKLA3Ao4BQRo99BY40BnVKGTiVSYa1SAFCrqEZTVfFvA8BScXaxe6zVavFZTHR7hLFtcUNYMRpod1hpdlsJOC00uRppcjXS6Re7Inp9bpE9FAHoc98AwG37q7sBsMtlvwmA//2DH0oAPH9uYgcAFwq7L6amhAPM/HxUpL/BFMFIttAVThFPLRNPr0sC4nRaRFvx+DLhWJZQPEs8LSLAaGKFYCTNYihZGJNLEY4I78FiVzeZ2m6ibG19zCef/D9cuf5X1reuk85tkEiv3tRAiScyhCNJCdKhUIZIJEcqtUo2uyHBL5VaJZEQ9cCpqSVmZkKF+qGo9wWDaeFSNCc6wlNTIaanw0wXpEFT0wu8+96HnPjoLB99eIaxC9OMj83wwmPP0etzM+i1M+IP0O/2SkB7kAAsBdlXDcBSj8lWq/lmAPY4xQja7WaBv1wafGsIFmFUuhSp3+MoOfcHwB6n9ZYALP7cgNWCWadBJ6tEVV2BRlEtAKiUoZJV3hF+/woAvFP3WKVS4W6oo8vtYtDnY9i3vYVvqNlPj9dFt8cpltDbzHgb62l1Cq+17sIIW4/bLTVA7heAnU4bvS4HTRYzv/jxK5w5c4rxsWnGLkwxNTkvGQnMzQvzg8lJcfOXAjAUzRUaB2li6WXimTzJgrdeETLFCDAYyxBJrEj1v1A0w1I4QTSWJhxJML8QEovHQ/HCzPA6+bXL5FYusrpxlc1Ln3HxymdsXvqEdG6DUDQjNIYFCY3QDopIMhxOSzXKUCgjSXLy+YtS57lo2DA7G+b8+Rnm50XDIxIRneD5+TgzMxFmZiJMT4t64PjELNMzi0xMznHi5Dnef+8jjn1wkjOnRdT81OEn6PY4JQAOev2iXPGAAFiUstwKgGIE7h8HwBvt1LpcdlqsZtodVjpvBcBBz93XYn7xs/MFDgVung2+FQBvB957AWCf2y7VN4YDHrGHwi8WMPd4nATMJkwaFQZZFcqqcqrLd6GQV6JSyr/2ALxXCJZ+b7FZIpPJ8JjqpQhw0OOWADjYJOqoxU/RJksDXnMdLY5GsSTH55aWoe8E4M0GqHcDYLfbQWfh4u11iV0jv371vyUATozPiAZIwfB0dk44wExNib8vhrZrgUvhDKHYMqF4lnAiQzyzTDK3Qiq3sh388ocMAAAgAElEQVSVpVaIpvIEozlCcdH4CEbSBCNJFkMFu/1wnEg0yUIoSiiaIhLPkM6tkVvZJJVdZW3zCtc//V8uXf2clfUrJNKrxJJ5SV5TrBfGE5lCKp2T6nXFqZRkcoVsdkM6RcuucDjN1NQSExMLLC4mJW3jwkKC2dkos7NRZmYiTE4GOX9hiumZRS6MTTM2PsObb7zH++99xIfHTzM5Mcc3Dhyly12AV6CJYX+TeK88DgbcrgcCwFI9X+k88D8KgANe9z0DsNNpEwDsd/29ALjzRX9RAN7cRLkzAHtdth0AFL9Y9/YC5oINULu9EVd9LUalHFnFbqoqy1GpFF/b1PeLgFCtLsp2NKjV293i6upqfBaT6BJ6vdINMeQX9bzuQoOjuGimudFER6HI3OstyFjuE4C9Lpe0g7bDYaXX5cBvauD3P/+FBMDJiVlJBF00PpVssBbCLIVTLIbSAoCRLOF4nlA8SyieJpLMEEvniKWyUkc3mlgmklwmFFsmll4hkV5lMZRkKZwgVKj/LSxGiMbSJOIZ8svrJBNZLm5d5fKl61y5co2LFy9z+fJVti5/Kklg4qkVqdObTC0TDMWJJ8RsbyQiILa0lCpIdRKS5q/YnCkKslOpVSKRDBMTC1LXt/jYubkYc3MxCYLnL0wxPjHLxOQcY+MzvPfuh7z15vsc++AkE+OzPLL3MF1uR6EJEWDY30S/3/N3AeCtosDSe3nYJwwXiqWW0YD/HgB491N8bCkAi9Fek81Mi6PxzgC8Wxp65+O7IwTvJQW+U9p91xqgezv9HS58quwNuEWnyS8+dYoGrJ0uJwGrBWtDLaqCrOVfCYC3g+DtACiTyfCaG3YAcKQgmu3zuaXViG32RlocjQSsYvlUsavWZbfeAEDXTgA2u+8JgL1e1w4A+hrq+fOvf8OZM6cYuzAl9t8WRNCS+/NMSLjAhOIshpJS9BcuTEksRdNEklkW4ymCsRShaKoQ5aVFoyO5TDCRYyGcJBzLMrsQFfW/WFaqya2uXiaVzrO5dZX8yiaffPq/fPb53/i/v/2/XLv+Gdeuf8bGxY9Z3bjK2uY1AcKCvKa4+CieEBZWonO9DbH5+WjJ2NyytLCpaL6QzqwwvxBmYmKB2dmwJPxeWBCPnZsTTjhj4zNcGJtmYnKOC2PCGfqN19/l/fc+YnxshsMjh+j2iGxo2OdnyBcQ0bvb/kABeLso8J8JgMUso6zbYbslAL9c9Oe7IwTv1gS5cbRlJ/y8d0+BPXYJgCMlANwbcLPP52K4ySVFiX0+N70+L+0+DzqVErVK8S8FvzsBsPTrpTPF9hqD1AUe8nqki1L8rtx0ep20uKw0OxsJ2M20u8WFVKy7bAPQuROAkv3VvQGwozDi2Oty4K2v483f/Z6zZ09z/tyEBMDJqfkdAFxcjBOMJFkKi/R3MSxqeuF4nqVommAyw2Isx1IkW+jwLksyl3hmlXhunXh6nZX1a+TXrrK6cZ10boutrU9ZX78udkLnLnNhMsz//PZtXv6v3/LKf/+ON989zalzc2RXLvP5//5/XL72FzYvfcLla3/h+vX/5fKVT1hbv1QQOguz02AwKY3ozc/HC3XLmDRiV7q0SRgxiC7ywkJM6gwXTV9LITg5NS9BcGx8hrNnxnn7rQ945+1jjF2Y5sjow/T6BLQGPV4GPL7CcnTbAwFgsdN/KwDeeD9/FQAM2M1S2UYCYOkPenAAvDUE7yaDeRAA7PVuA3Bvs499TR72+93s97sZbfEw4LOLMSCvm06Xk2aHHUVFBUqF7Gtb9/uiELxdY8SsVdPldiH2w3rZ2xRg0Cd29w40+ehsctPisdHkasRnbaDVKZbO9Loc9DrsBQA6dgJwh//f3QHY53PvAKCnrpa3//BHzp49zbmzwvBzcmKOick5CYCzs2GCwWLammEhlGY+mCIUWyaaXGUpLqK/cGqdUGyFUGyFeGqNZGaDZG6dzMoWuY0rrF/8lItX/sLWpb9y+erfSGcvkUpt8sEH5/n2t/+L3fJGynbXsEtuplxlpUxWzy55A+UqC53DR7DYvLzy6v+QSK9y7ZP/45NP/sYnn/4vV699xubWVXLLAmjRaFYyaSimwLOzYcmYtThyl0rnWc5vFKLHrGSLNTY2x+TkogTAuTlhBjs9s8jY+AznL0yJdHhshnfePsY7bx/jwvkpHtl7mP6Al5GAiwG3h363V2g3nda/GwBLIfjPAsA21x0AeCdD1C8Gw531vy8SAd4Mzp3tdSniKMCvdJ3ngMfBsFcILPf5C6M2PqcoujYVLHjcTgbcLjq8HjEfq5B95aD6KoEoucjIq+nwCmui4UIEWNQB9jiFMLXN3ihFgJ2uwgdQ4SYpymCK76UEwICL0cJS9NLRuBsB2OFqZLDJR7fDQbfNSrfbhs/awOt//IO4occnmZ6eZXZmkfm5ILNzSywshiVYRDObBKM5khlRP8vlNkkm1whHV4gm18kuXyGdvUwsscHMXJLZmRSLCzlmZzIszC9zZjzIn94+xa/+8AEvfOenWN1dlJXrKauuYbe8Dr3Jh97kQdfgxmjxoWtwo21wUu9oon//UYzubuq8o1TVtFOuc3L4yR/wh9fPEgznuXrlE7Yuf8ylq58STy2LlDq1ytTUEsnkiojiFmMshVMkM2vEknliyTyhqJDwpLKrJOJZQsG4aHRMzDIxvSCaQNNiI9z4xKx0zp6b4OyZcU6dPM97737IB++f4MWnnqXb45EChMEmHz1eIXbudVp3CKGLhqjFmmyr00qrzUqX20WP282Ad3urX7dbmFeUGpzeHAF6S64LrwS90YCfUb+PkQJ8b9wUeXsA+m46xceKhujNa1VbHI20FbwDuh02eh32f20A7g+4dtT/hpuEDc9o4f+1w+spdH/lXzmYvkoIlgKwze25bwAW38OdAHTfFYBdHlvB1MJNv0vUdF2mGn7769/w0YmzkvuLtC4yt0Equ05meVPM3q5fJ7d6jfWtT5iaDTE7G+V3f3yH7/3oFwyMPIKhzkXZHg1lu1TsKjdQtkfPrt1Gdu+poWyXgbIKA2VlasrK9Sh0NpR6OyqDA0ODD6PJj8Hsx2gJoGvwomtwU2sNYPd3427pp2/vUWo8XTQPPUmtc4haRzflKgtVShtlZUp276niO9//CRPTSyyvXmLj4sfE48tkMuuEI0lCYREFRqNZaYKkuDwpkRT1w0x6RXzfXJDJmUUmpkUzaHpmUSoLFBsgZ86OSwB8953jvPfuh3z7mefpcrslAA4EvDcBUIoAbwBgm8t2AwCFj9+gzyOysX8IAF234cy/DAB3Or6UPq70l/qlAegXRozDXvHzWj0uqqsqUKuVaLXarxxMXzUA5fJq/DY7w4EAIz7vDgD2uly3BWCPx3l7ABY68XcCYPE97fKI1LffI0T57XYznU1u3nz9DcbG5phfTDM1E+P02TlOnJrmzXdP85s/vMf3fvRLnv3mywzu+wZ2Xye7KtSU7VaIU66hUlmPUm9HXeuiztZCTWMTugYvNeZmaszN6Ov9aGu94nuMTgl42lq3BEJ9vRelwYW+QQBQU+fGYPZj9Xbjau6jZ+QIBkcL3u7D1LuHqHf3oKr1UN/YgcnSTF19I2W7lJTtklNncvHKq79mIZjg8uXPWArGhPFqZpVwKEE8liGbWSGVzBFcihKNJEkm0yQTOULhBHOLESZnFjl7YYrz4zOiDDCzdEsAnjxxjnffOc677xzne89/SwLgsN+9A4B9LtstAVhsShUB2O1ySbphAUAXfYURxuL7KyB4Ywp8ewCO+H1S+l0KwNLAaNDnkZqnN0pfShn1HwDeAMBiF1jYfzsY9roYKoz+uW0WKir2oFYr0el0XzmYvmoIymRVOBtMDAYCjPp97G0KSLWgPrf7rgDs9XhuAKBX6saPFmZ/i5KY2wFQFOXFsu1Ot5WHR4d45pnn6OgeolruoKLKSkWVlbLdZvZU2dlVYaVC5mRPlZPd8hqqVA0o9BaqlXVoDDbkWiu6ej8KowtdYzMGWytaSxO1tjYanJ3UOzowuXowNrYVIjsvmhqXFP2pDA6Ueitqox1trRejqQmjqQlDgw9NjQttrRujyU9z5z7cbQN4Ox+i3tVLg6sdpdGBrs5HTZ0Xs9mFxmBDY7ChNdoo262mbJeclvY+3n7vhBihy66xuXGF1ZVNVvIbRCNJ5ueCpFIZIpEYqeSyaIYEY0zPBRmbnGOqsP94YnyWsfGZHSnwmdNjnPjoLO++c5wP3j/Bj178zg4AihqfgFx/YZKjCEApuisBYJvdRrerIGnxOoV2rwBAsW/kzgAccLsY9Lil2t+XAuCNZwcn/gPAOwJw0GtnxOem321noMmHuVZ4/KlUCvTaf28AqlQqquVVNBgMDAYCjJQAcNB3jwC8wUi3eEMVL/TS6K8IwOLzD3jd9PqdIipxOumyiwZLX2crTYE25Oo65HojCkMtMp0Rbb0Zbb0ZQ6MNVa0ZuaEeVY0TpdGGvt6Nrk5Ee2Z3N9amIZyt+3B17MfVsR9H214CfYcJ9B3G1jyM2ddPnaubOmsbddY2aq3NEuDURjtaox2NwSZFi5oaF0aTH6PJj77ei67OhbdlAJneTJ21A4OlFa3JjdxgweLswtzYgtPTgq7OhaHOhdZoR1djR2OwotKZKCuTsffAo0xNLrKxfpWPr/+FzY0rbG1eZWvzKulUnlTBhToYijO/FGVmMczE7CKTBT3kxOQc585PMjY+w8TkHGfPTXDq5Hk+PH6a9979kA+Pn+a/vvdDOl3bQuRer0sC4IDHcW8AvG0TxCkZXNwvAIv3+M0AtBfOrSH4HwC6nYV9A7cH4HDh064n4EGvVqBQyVGpFOg0/z4p8O0gWKmoQq9WMdAUkMwQhgO+wvvkocdplwDot5l2ALAoiL4fAPYFhIK/2yH2VHQ4bdjN9dTUmlDX2FBozCh0jWhrnagMNjQ1DhQGO7oGLwaznwZXOzW2ZsyuDsyuDlwtwzT3H6F54Bu0DD9Bz0Mv0L73aVpGHqNp6FECfUcI9B3B13MIk6+fBmcntY2t1FhaJADqahzoahyodBZ0dR4pOtTWOjGavNSYfejqXDj8XZhtfmotTWjq3MgNJtR1VhpsrdQ2+PH4O9HVudDWOlHoGlEZbKh0jWgMNpRaC9XKenaXa3nk0Rd4572zROJ5Vjeus7pxnfzaVbYufy421GVWCEaSzAWjTC+EmJheYGJyjqnpBc5fmLolAN995zjHPjjJz370Cp0ucZ8N+YTovNfnlQBY2gEuBWCX2yE0nza7BMAhn529hSmrfreQQt0IwJ11wFsDsHgNFK+VGwG4oyfwrx8B3n8TZNC77TN2IwCHvQ4G3Q4GvE46PA4U8krUWhVqtRKN6qsH0j8DAFWyagaaAuxtCjDavA3AQY/3SwDQz3AgwGigSYxe3QWAnU4zfT43w4EAPU477W47NlMd+hoTSkMjan0jWqNNRFB1LjQ1jgIMHSj1dmqsrdRYWzE0Bqizt2OwtWP2D+LoeJiWkWfx9BylafAxAgPfwNv7CM0DR/H3HsbZvp9A3xFs/kEJgsUaoK7Ggb7Wgd5oR134uWqjHXWNDZXRispopVrTQI3FjVpXj77WiVJvRa6rQ6Gvx2Rvo6beh9XRhFxnRl1jQ11jQ1vrRG10ojU4abC0Yqj1oavzINda2VVVQ9keHY2uTn7wk99wZjzI2qW/il0iaxdJ59aIJLPE0stE4hlm5kNMTS8wNb3A5NQ84xOznDk7zulTF/jw+GneevN93n7rA375yqt0OJ23BOCg13lPAOx1ORjw2G4LwCIEb3aG8TLodjF0BwDeWBIpBeCQ33tL6JXWAb8UAKWdoC7nvzQARwIeRnxOBlyiWNvsbEQuq0CjU6PWqlAp7m5o+q92bgRghaIKeWWFiACbbw/AJoflgQCw+PxSBOgrpNN2O70uF61OKzazCa2hHpXBhlLbgFpvRl/rwFjvwmByo29wbae8rk5Mri6pvtcYGMTWsg9H12Ea2x/G3f0IDf5RGvyj1HkHqfcMYAkMUe/po8bZTb2jC4OlGU2tF3WtAKzGYEOls6DVW1FoTKh0FpRaM2p9IxqDBa2xEYWmnoZGL2pdPWptI1WKOqo1NSgNDaJ7XOuhtt6NwmhGbrCgrXMg05gLKbQfY10ThtoABksrdfZOzO5eTK4uCeiqWg+OpkF++rNfMTG9wPL6RbKrm2RWNkjn14kV0uP5hW0t4OkzY5w5PcZHH57hjdff5U+vvcWv/uunOwDY7XZ8aQAO++zsbXIw7Hc8UACWXg83AfAODZB/EgDe7ABzu3C1aIJaCsG7PcftAFhq41UE4N6AmwNNbvY1edgbEHPB+312Br12+pp92C0Nov6nUaNQKNCqNV85kL5qCMpUSsp376HZ5WCkpYUhr4d9zU3SjVC8iHx2E83Oxm0ZTMkUyK3dYPwS7Ip/Lp7ST/0ep5Vum5Uuq9jv0um24jTXoFGpqa0V9TKV0SJFUZoaB9p6F0ZLgHp7K/bWUeyto3i6DtIy8hid+5+l48CztO9/ho4Dz9O272n8gyL6c3Q8hL11L7aWURrcfTS4+9DZmlA1eFDUFBofeitKrRm5ugG5ugFdAYZKrZlKVR3VGnHk6joMdXbk6jpUOhPl1Tqq5AbU6losZhd6XQOmBgcagxWloVEcvRWVwYa61oW23oOu3i+aJg1ejOZm9OYmDJZWahyd1Lt6qXf1Im9oYbfeic7aztHnX+FP711gfD5FcvkKidxlUpmLhKI5FhYjTE7Ncfbsec6cvsCbr7/Du28d45XvfJ9Wq4ORQDMDbrGAqscndrn0OR0MNfsZat6GkugSu+jwOGh122ix2+lyi3LIsNfD3oCXEZ9XzOF7PIWoficEt1Ngt7R4fdjnlTbCjfqLTbJbi51LByOKzk5DAedNwdSgT6TXg55tCU2REZIpQsEQobjAq9th+xoAsOR57heA+/xOCYANNXpkimoUKjH+9h8ACgBW7CmnyWlnuLn5SwPwVjXAYj3xTgAc9LnodznpsYv3tN1pwVavR14tQ6utvwmAaqMdTZ0ToyVAna0Fk7cPW8sIro79tIw8RvPQ43QceJbOg8/Rd+Tb9Dz8TToPPkf3wedpG32K9pHHaRt+DF/XIdztBzA629EWanjF+l8xAlTpLCjVJhH91dhQGhpR6E3IdQ2odCbqLR40BitqvRmlph6lph6Vqgaj0UJVpZoao+mOANQ3BNDWe6i1NtNg76DO3k6dvZMGTy+N/iEsgSEszXuxtu7H7B/E7OtHU++jXGGmuXMf3/vxrzh5epalUMECLBRnfiHE+Ng0Jz46w1uvv8eLTz1Ll8vLkN/PkFdM+HS6xSqDIa/nHgEo7tVSAPZ7XP8B4IMD4O0h+EAA6HfQFXCjU8lRqOTIlQphCPofACJXq6iqqMRna5QAWByHuxcAll43Q17PjlTnXgBY3FDW6yiIrh1mrHU6qiurUCqNtwWgweyn1tqMyduHvWUEa/Mw/t7DeHqO0L73aZpHnqB17zO07XualtEnaR56HHf3YdydB/F2H8LRspdG/xD1nl4Mtlb0DQEMDQGMdV70tc5C19ZBXYMHQ50TbZ0DldGKprZwDBbqTC7Kqw1CfqNrRKVtQKOpw2S2o9XU0Ghxiq6v0XpbANbZWjA7u7D6+rD6+mgMDGJvHsXZvh9350Hs7YdoHXwST9fDmL0D2PyDmN29GExNaOt87K6oRV/j5sBDT/Gr377B7GyYqekFzp4Z58Pjpzmydx8dTifDgYBYIel1SNKjQY9bgl9pWnp7ALoKAHQ/QADefN+Xbn27GwCHvJ5/FQDeroZ4fwAc9opNcS1OO3JZBQqV8j8AvAGA1ZVVuMwNDDc3M1wQQw943fcEwGKXr+glOOL3sTfgZ2/Az757AGCfT7yHXXbxvO1OCw6TEYVMjkZdexMABUAc6E0+ahqbaPD0Ym0aorFpCFfHAZydh2gafAxP3yM4ug7j7T8qTu8jWFv3Y2/di6/nYdztB7A1jWDy9lFr68BgasFoaqKmPoCh1lPQ+zlRas1oDFZRd2xwoW9woKkVUV+dyYVc2YCx1inqfeo6FAoDJrMdg7EBY03DTQAUAHeja/AKAFrbMDk6afT2YvUNYG0awt48iqvjAJ6uh3B0PIyz7RC25gM0+kew+AZpcPRQY22nwd6FxuhHZ/ShUNso262hrEzGoUOP8dbbHzAxOcfL336RHq+Xfo8ARY/HTo9PvHeDHrcEv1IAltYA7whAr+u+AVhUe9wOgl8WgNJc8NcPgDuf834BOOh1Mtjkw9FQi6y6EplCjkqj/g8AC0ehUSOvlmGrq5EAOOL3FRoU7nsGYGn0V4TfvQCwx1NYZ2iz0e0Q2+G8jfXoVGr0OtEAKQJQZbSKKKrGjrbeg9ESwGjvwOzrx92xH2f7frzdh3F3H8bb+wiuriN4+h7B238Uf/+j2NsP4mzfj6frIWxNI6LO5i4IouubCs0JPzqjC7XRidpoF/VAnRmloRGZ3oxCb0KpbUClbaChwYVWb0VnsKFUm1Co61CrazHWmAoANKE1bneOVQbbTQDUNwQwNrZQZ2+n3t2DydOPyTeAtXkEZ/tBnG2H8HQewdX+MPbmfVgDon5Za+2kztaFvq4ZQ30LSp0bfY0btd6KQl1HWVkVjz35HN988nF6CzW7Qa9TAmCv18WQt8SooqDNuwmADptYqlQCwFF/YYmRz/1PA8DSUbqvGQDv4id4nwAc8Djo83uoLxggyBRy1FoBvn9HGcytAKiUKzAbdAw3N0sC1XsGYMk1c2P6ey8pcK9X3IzdjkLq4rbit5kwaLQYtLcGoNJoQ1PnRm/yYfH0YfEP4Ok8gKNtH4G+o7i6Hsbb+wjOzsN4+h7B3XsEb+8j2NsP4uo4gK/nYVxt+wUEHV0YTE1oar1oa73oa9yi+6y3ojBYt6UvtTaUNSL91RobUWrqMRgaUetM6GusyJQ1lFdpUSgMGI0WamutKJXGOwLQYGpCb27C2NhCvaMLk7cPs3cAs190sp2dh/D1HMHXcwRLYASTbwhX20EsvkF0ljZ0ljZqG9sxmFpQ6N2oDGJKRa1vRKY2Um+247WahSO0zyUBsMtjE2syPd57BKBwYxr2utjX5CkA0PFAAXg7CN4LAIe8nh0A3OEO/fUA4J38BO8PgP0eF11uFzqlDJVKIRogGgECrfLrb331IACoVqqo16olABYvqHsBYNEav7QBMtJ07wDsC4hIomi80O210+xspE5nwKgz3QRAha5RgKnWhd7kwx4YwuIRtbNG/xCerodxdx7C03MEV9cRmoYfx9P3CK6uh7G27sfWMoq9VdT/LL5B6uzt6BsCaGpcUhNEqbciN1iQGyyojAKCmnoHCmMjSoNZyHJqrNjtTdTV2VAqjVRWqlGra9HXWNHozWj0ZrQGC1qjbRuitwCgsbGFGms7da5uLP4BGpuGsTbvxd5+EE/PESyBIUm3aGsZxdG2D1vTCPbmUayBYeocrRgszejq/RjNzULHWOdCrTejMZrw2U30Fizwh3wuqQY4EPAy7NuGX+l0xq0AOFAYNnjwANwpd7vx3A8AuwomqDcBsEhHsR7vnwWAt/MTvH8AtjvsaORVqFQKVBo1SnXBJVnx7+UIcysAKrUa1EoVtWrlfQGw3y+cRm4E3l0jQL94jq4CAHt8Dto8dkzGWuqMjTsAqDQ07gCgrsFLvaOLWlsHtc4uTJ5+GptGsbfux9NzhJbhp/APfgNXj0iLnZ2HRJ2wfT8W3yBm7wB1jlb0Jl8BgA60RjtKQ6MEQHWNDYVR/L1K24Bc1yC0iep66msd1NU3YjA2YDCKBoi+xioaJzUOlGrTXQGoNzehN7dQ4+jE5OkX3V7/MI0t+3B3H6Z54CiBviPYW/fibN9fkPGIrrfR0Um9swW9xY/e5ENX78fQ4BM/o9ZKlVJPwGmh02UX95/HRrvdTI/PIXYAu9y3BKAIGoQf4K0B6CoA0Pn1B+CtFqPfGYCunWHrDtCVQFGC4M45vlIIip91i+7vjhrgzYaopQAUr1lYfu8NuNnXLNygxV4QD0M+O/5GMyqZHJVKpL5ajZgEKYLw3+HczhhVoRANoYqKPXQGfAw0BRgOBMTF5PfQ5XbQ5LBIAOwqALDb7aDH66K3JAIc9nklV+5t4bOv5CbZWXAfDgQYbfLS5XTS7fHQ4RTL1rs9TtwWEzWGWgFAnRAjFyGoNDSiNtqpMfuoc7RS7+igwdlJg6cbs6+fxsAg1sAwtqYRGryDWAIjUgpp8vRj8vRT5+zBaOuUTA709V60tc6CENqKWt8ofmbhv3KdGZnWhEwrXotG14heb8VQb8FQb8XYYMNQZ0dfW9D+aS0oNGZkelE/VNfY0NU4BJxqCjpAsw+dKYDOFEBvbkHX2IrB2kGto5sG9wBm75AEdGvzXmrsokZY6+gWr93Sjt7iR2vyoq7xoK7xSCAXr6GBVreNHq+LAbeQG/UWNv31eJwFIfL2KXUD73I7aHc7abOLnc0ignSwt9nDSECk04O+m5sgNxqjSswIOBkJuBgJOCXH9gMBn7S8bNjvltxodsjgAs67nG3+CAC6xZ6ZgnFycaVDq80iQVACYGfhH24HwDvX5r5aAEpLkW4A4N4mVyH6KxhA+u34LKb/APAuAKysLKfN62aopZnhQEBEgP8gAHa7XPcEwGI3VaG3oKlxiLlcWzO19pYSCPZi9vVj8YmU2NayD0fbARxtB7A17ZUiv3pX75cCoFxn3gFAfV3j/9/eHbw2CkRhAO9taYtiUFEcVEZUJigqiqERS0NSDJWkBFKa0mX3vJc97P9/+PYwOokt3bILDbTbw5BTwBzyY957nzMwnBAjk4ejJdWDogfQrIjvJp0IupvA9DLYXgFCc5i05OcMRjVosoAbz0GTBl66hJevEE42iKodkstHBBf8N8RXj9GDUwIAAAJhSURBVHCSFn6xhpevQLMWzvj6E8C3APDPCA5xOhaA6yL5ZwBzn0L5BPDFk6FVVcX5+SmqNMbd7Arb6ZSXp90f4RgALgt+XcEyj7AsUpTjUACoWeEgTtIDSPwSZFzBjuoOEd5L66ep4WSDZPaVT1MX3xHX96L35xdr0HgJ4lcDADU7GQDYL9kMxToEUNJsyLoD1fKgEwadRAffH0O1GXQ3AaEZf5XvCYB+1ogV5C2CyRrjKY/CZLNvqNY/cL37hdn2J9KrB8T1PaLqDkF5e3QA76bZxwSwR/BvARxA90YA9r3DQwCHd4JkAsDdNH8G4KZOkbg8V6aMOAa6NoKm7Ych/8N67W4QSTpDwQLsFnP0/dj+boi3BPC+KtEWBZo8HwA4iRhsyxEAGva+/O0BtLyCB4oZx8SJZnDjOZy0Ac1v4BdrBBdbRBUfGPS7P1bcIshb0KR5FcCREYoozCGAmsFgmnzaKmk2FN3j8Zh+t9otyfCgWIGAUSfxPgwdTOBGl+K5adLAz254L3O6RVzz0j2d7/uWf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/></span></span></a><span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;"></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;">Учні згадували Героїв Небесної
Сотні, вшанували їх пам’ять хвилиною мовчання і схилили голови перед їх
відданістю, відвагою та патріотичним подвигом. </span></div>
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" 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<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;">У заході прийняли участь учні груп №
13 та 18. Сумні пісні та вірші звучали зі сцени.</span></div>
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" /></span></span></a><span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;"></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;">Також згадували загиблих буковинців,
а саме Щербанюка Олександра Миколайовича та Аксеніна Василя Степановича, які
віддали своє життя за нашу незалежність, за вільну Україну.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7iiE3T-M3g-Z2ng-1WjUHvYLsbeYSsiJAK6fwg20XntuRngFapZ4tq_5qBMDPeJXDV-9o_y3fmOBvSviQCoBo42jLIznT1kKjyKubxx1opEnhKX3tQqcmZXkQMLgs6tnsgnBB7xUdUaM/s1600/IMG_2261.JPG"><span style="color: blue; font-size: 12.0pt; text-decoration: none;"><span style="mso-ignore: vglayout;"><img alt="" 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" /></span></span></a><span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;"></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;">Важко було переглядати світлини
хронології основних подій, проте ніхто не в праві забути морозні дні 2013-2014
року, коли від напруги закипала в жилах кров. </span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK; mso-no-proof: yes;"><img alt="" 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8lTMXNUrAwVK0Pq5mmGCs1QpRMb9MoWh+fq3HZ6i+2FFlVbpqQVKGmFCbqBnKWkCyS2SNkRSJw8iV0gUHNYQoZQE0lsicSWaJYsNufbtBMHU5gi1ArEpkRiSVQchdTTWWhXOHF4ifNHN9la6hEaAlp+Cl8TKZkaoabiqSKuImAIf0DXlvK4ikBkyvhaHl/LE5lFEkem4qm0Eodm2aHky9h6HlPNEdgqtcTHUkVMqUBkyriKgKsINGOfdjnEVQT0YgZdyqEIs5hijshUcKUCZiGLWcjgSHkCXaIWOCx1m+ytLXH/1csc21gkMsbo9qo+vao/Sbn9NJigez3lVlyFiquQ+jq1wKAemtQji0Zsk5Ys0sSmHjvUQpOqr5M4CokzBjcyJUqWSMksEupFPLXAAVcV0MUculRAz9xEScvzw++8wstP3scwdeiVdRI7xxMPXOa9t5/h4ok1Ul8idQSqVp6qVSAxc1T0LKkyS13NkCozVORpytoMJe0Qw4rD5x+9y3//p3/kuy+/zO7KMmXHRJuZYm9pnqcfuJdRNaHwta9M6oWHL59noRrQCy16oUnbk0nNPGVtFq94CG16jO7WsMdvPv0JP/nuG9x1bo+FZkA3MWkECpGW4ehqj4+//SJ3X9ijX9ZoBgJtX6Dj52nYs7Td8enYs/T8PN2gwFrL5fE7TvHZ+6/wZ++/xktP3MfufJtBoDIqKQxjmUFFZFCVWWjYrPcjtuerHFkcp9yjK02Orba4dHSJZx8Zd7rX0X32vivMxRp1I0vLytPzJUYljfnEYKsbsztKOb3e594Lu7z06J188Oo3eOXxu7lld4kffet5Xnr0ToaJQcsrMkw05qsm6x2fjV7IQt2n5oh4xSns/I3M1zzWumXmax79yCBRMpgzX8XOfG3c6XoKdVOgqswSFG4iEqeoGlkqRpb1XsK5IwvM11wSI0OoTlP3RZZaIVtzKbtLzUmXe/2M0fX30RVohSLtSKKXqIxSg4Wmw3qvNEH3hYdv55n7r3B0sUlJPkRFz9AIxq/rxsqkz11oOKx1A5ZqFokyTVCYJpFzVLQcdStHy/0Dupf3Ftkelmm6BbqRzCgxOLM65MzakI6n0XRU7j57nEt7W9RcdYJu2chPQkQozxDK44R7vdNN9AKxlp90ut2SRScyWWmXOb46ZKEe0fR1WoFGt6TT9BVSe5ykG55MP7FYnSTdbbbX+hN0K45Ey9dougoNR6ZmCdSsPDU7R2pnqdp5ap5EK9LoJiad2GClm3D1zBYnNkY0A+NPkm6o5EhMibIjU3Elyo5AycwTagUCVSJQx+hWXIVWbLMx12LUKBFoeXw1T8mQSWyFqqdQD3VGjYi9tSFn91bZXOwQmUX0whShIREYIp46Pr4mThKuqwhYYm6SdENDmHS5iSOTBjq9qj9Juq4pYOsFAlulXg6xdRlTKhAaMr4mEugSjZJHt1rC10QsKYelCphiDkvMERkKnixgFzI4QhZPLBDrCt04YLXbYm95gQdvu8zFo1vUQ4NO2f0TcP+4Xoit6++ROkm7tUCjHunUSwb1xKSWmKSJSa1kkIYa1UCl7MkkrkTJLhJZApEpEBkCgSbgqcJ+p6sI6HIBPXMjFUvik/ff4tlH7qRXNmmXVFJP4OnH7uD7777EpZNrpH6R1Bk/hlbMHLE1O+7W1Fkaaoa6kqEiZygrs5TUgwzKJp9/9D3+2z/8La8//RRbSyMSW0U+dBPHVhZ54u476CcR8tRNfOPeu/mXv/k1D10+y2IaMoxtBiWTplskUWeIlUP76N5I5sABjswP+evPP+HH332dey4eZ6EZ0Io0ap6EK06xNd/g42+9wJ3nj9BNNGpenpYv0Pbz1K0Zms40bXeWrpOn7RTohzKHuyWevvcyv/joW3zx4bd5+esPsDvfZi42mI815soKo1RmkCrM11zWuiW25iocWaxN0D212eXy8RWee+xufvzeW/z7L37Mbz7/Ic/dfyuLFZO6PkvdzNBxBQahxDBSONwJOTpf4+Rql3sv7PL6k/fy/itP8uZT93NxZ4H3Xv46b33zAUZlk04gMSrrLNYsNnshm/0SC/WAhqdg5W7EKdzMsOKw1q0wn/r0Qp1YnsWY/gpO9kZSo0A30GjaIlV1llC4mViepmblqZo5Dg+rXDi6zDC1CZRD+PIUqSew1Ak5PJdydKXN6Y0h53cWuHBkkTOHR3/odP8HdLuxwqBqsNh02ejHnFrr8dCVE7zy+N28+MgdnFjpUJIPUdZmaQZFWqFIL1G/hO5qJ2AxNUm1LImUJdUEakaBpp2n5RVo+0VGZZ1LR+bZGVXoRTKDRGUxdTizOuTUSo+6JVJWC1w5tsX5nQ0avk7dlb/01FYxBUJ5hkj5A7oVs0jVEqmYRVJbouGp+1WCzlIz4cTaiMVGiVZg0A51OtGX0W36CoOyzXqvytntZS6f3mZrtUc5ULCkaWq+Si+y6AYmbU+nbonUrSINW6BhF6g5AjVPniTdfsVmpZtw+cQ6JzZGNHydWBe+lHRDJUdiiCSWTNmRiC2BUM8R6kVKuoYnF4ktkdTX6FY8NufbDGohgZYn1AVKhkRsjZNw6ivMNUOOrvc4d3SFreUuJXuMriPnCHRxUgFcx9GRx8nUlvKEhkwamMS2TGgIRGaRkiVS9TW6VZ9WxcWzBBxTwDHG9UIlcvAtHVstEpkKoSETmQrN2KdbLVGyVGy5gKuN07Qj5klMlZIq4Qk5vGKeQBJIdIV+ErHWbbG7OMdDt13mttNH6ZRd2olDPw2+1On2qj6t2KYW6JNBWtVTSQP9DzXD/x90NYEDlipga0V0KY8y/VVaocEXP/gu37j/VrqJQTOUaQQSzz5xFz/54DVuObFKSZ+l7grUnAJlM0NszpIYM1TUGRpqlrqSpSplSKQZSspBhlWTX/74Pf7tP/2eV775GJsLXUqmhDx1E6c2VnnsztvpRgHq9EGeefA+/vX3v+Xe88eZr3j0QoNBbNBwBEryQSLpIL54CHX6BrIHDnB8ZZG//eUX/PDbr3HtwjEWmiGNQKFiC9iFm9gYpvzgOy9xx7kdWpFC3Rdo+AINN0vNnqFhz9C0Z+nYebqeyDDS2epVeP7BO/n5h9/h0/ff5qUn7ufYco+FssV8ojEoSfSSIv2qwnzNYa1T4vBwjO7uYo1jq03ObvW59eQqLzxxjZ988Db//ouf8JvPf8RzD9zGYtWips/QdvJ0XIGuJ9APRDbbAccW6vvT/WO8/uS9fPDqU7z99IOc2Rjw8mN38eGrT7Hc8BkmOvNVg6W6w+F+ic1exFzVpx1oWJkbcQtT9GKb1X10u6FGSZ5BO3QAJ3cTNatIN9RpuRJVbdzphsWDVM0stf1O95bjKwxSG0+ZwlOmSH2RuYbH1mKDvZUOJ9f7nNue59z2/P4grc58zaEVSF9C9/pQbLHpsjlIJui+/uS9vPzYXZxc7ZKoM5T1WepegWZQpBNJDP8Y3XbAUtWiYeapKjkaRpGmVaTlFGh7Ap1AnKB7uB/Ti2RGZZ2NdsTl7WVOLHVIDYHUFLl6codLe4fpRBYNTyK1BapWgaolULUEImWGSMn8occ1RWq2TNUSJ51uOzRo+hqrnQon1+dYapZoh2N0u3+Ebt0RaYcag7LNWrfC2a1lrpzZYXd9QBrp2NIMqSvTCS36oUvHs2jYKg1b3j8SNVskdcVJ0u1XbDaHNW47vcXprUVaoUViFP8k6caGuA+nSGwJlMwxpr4sEqgiZVuaoLsx16JX9feHZyKJpVC2x2CnvkI/ddlZaXN2b4nDSx0iS0ArHMSRs/haAV8bg+vrIr5WJDQkXLWAIxco2SqNkkPFU4nM4uSUXYVGyaJesoh9FUcrYKt5XF2kHNiUXBNXk4gsZbwF4Gg0Sh7DRoWKb2KJWVy5gCXmcMQ8FdckVCV8sUAgCUSKSNlUaQUOy60aR1cWeOjqZW49vUc7camHJt2K96WKoXsd3VCn7MjjCsYS9+uF/xm66v8tuqFRxNeLuGqBA7ZWxFQK6FIOceoAo5rHrz75gMevXWJQdWiXdJqhystP3cefffA6l3cXSMSb6Th5GnaGinGIijZDRZulos6Sahmq6iyJPE0iT1OSphiWDf7ik/f5t//8O1586gHWRg0SQ0Q5eDO37O7y+B130PI8zNlZ3vjGU/zL737LPRePM5d6tHyJXqTQ9gRSY4ZYuomweBNm5gYyBw5wcm2Jv//VL/jBt1/ljnNHma8H48mxVcDK3cjWqM73336Bq6e26JQ02oFMOxBp2DmaVpaWnaVpZ2i7BdpegUFJYWtY5dmHrvLpR2/zsw/e5PmvX2Nnsckw1plPdEaxyiBRGFY1luo2G52QrX7M0YWUkytNTq+1ubA95Pazm7zy5H385J03+as/+wG//vyHPPvw7fTLOhU9Q9Mu0HMl+q7IIFBYbQbsLtQ5vtzgnvPbvPL4Xbz70hO8/OjdnFjp88Qdl/j83bc4vthhvmyzXPPYaEfsDMusNTwWYpuer+Fmb8TN3kgv1FlpRCzWgvFgUcuiznwFu3AzqVOkFWo0PImqkSUo3kwoHiQ1c9SsPEfmalzaXWa+5hOps/jSIZq+wlzNY3u+wfG1Pmc2B1w8ssDFnTnObvbZGZVZqBl0giKdQKIbinSjIoNYZCE1WG35bLRLnFru8PCVk7zy5D08/9idHFvpUNUzVLVZmk6ediDQCYos1CwWaxbLDYf1dshixaFm5EiUGVIjR90p0vDE8XEERmWTS0cWOdwv0y9pDGKdlYbPlSPLHF9skRo5qkaOO8/ucPvpLbqxTmoXKBtZykaOipkj0TOE8qFxx6sXKetFqqZEasmU9SKxWqDhqXRLGp1IY3NQ4ezWHCvtEu1QpRMqDBODbqhQMwu0XJlByWau7LHSiDm/tcydp3c5sTailzh44gyxUaDmaXQCh5ZvUbM1qqYyORVTJLUlmr5KP3EYVX02+jVuP7XD+SOrdGOHiiUR6wJucWbc6UoZov1H+diWiC2RsimS6EVCKUek5KnaMmVTpFOy2Z7vMFeLiHWB8h+/xpGpBTrDesje2ohze+tszreIrSJa7iZcKYuvFAg0icAoYuuzmOo0rpXH1nM4eh7PLFINDWqBTqgXJo/tqa/Rim1asUtia3iygCsVCVSZuu9Ttm08VSRwRCJPpuSrpLFFvxVTKRnoxUOYwjRmcRZHzlMNLEJDwVMkAlkgVguklkwrslhol9lbn+Oeq+e4ePII9cgjDSxaiU8vDejXQno1n07q0qzY1EsGZXf8n07ZLJI6MqmnkPoqtVCjXjKoxQZpbFCNDdKSShrKVAOZiq9Q9mRie9znBqaIZ8g4uoilCmN0LVXAkPOIUwdY7ZX51Scf8Mid5+lXbNqRTjs2+M5rT/LpR29ycWeeRD5Iw8pSs2ZI9ENU1Bkq6uzkVPUsVS1DLE4RCjcznzr89t/9kP/2z7/lmSfuYblXpaQJaIemuOvMGR69eht128LOZvjOc8/xb3//ex67+xLztYCmL9MNZVquQE2foSTeRFi8EWv2q+S+Mkb37/7i5/zoe29w9dwec6lH3ZWouxKucJC9pQ4//PZLXD21xSAx6UUqHV+k5RRoWlmaZmY8UHPztL0CvVBke1Tm+Ufv4POP3+aTD9/kmcfvZHu+xjDWGZXGve4oUZlLNZbrNuttn925MscWa5xYbnB6rc3FnRF3n9/m9ace4JN33+bXn/yQX3/6A55+8Db6ZY2ykaVu5um5EkNfYRioLKYuW6MqZzZ6E3S/98JjPP/g7ZxeG3LHySP8+cff4+qxDRYqDquNgK1ews6gzFrTYy40aBgCfvYmnMzX6PoqK/WIhdSnHenEeg5t5it4xSnqnkwzUGl4EjUrTygepKJnaO0Dtjtf5+LOIgv1gJKawStO0fQV5ms+O/NNTq4POLc54tKRRS5sz3Fmo8v2MGGhptMJBNp+kW4k0CvlGZYLLNY11toem50xuo/cdoqXv34Pzzx8lb2lFk1LoK5naLp5Olj+1xAAACAASURBVEGRbiiymJospCbLDZu1ls98YpLqWcrqLFVjnMhrbpG6V6TpCMxVLC7vLbPZS+iXdEZlk7VmyOXtRY4tNKnqWUryIa4cW+X+Kyfol43xwMrMkdoFqlaeWJslUqb3ES5OdnRTW9rvdQs0fYVONIZ3a5Ry4cgi672EbkmjG6kMYp1uqFC3hD9B98LWMned2uXk2ohebOMWp0lMgbqv0Q0dOqFNzVa/hG7Vkqk5Mg1PZVB2WWyUWO+lXD21w4XdNTolm9RRSIwijjA9GaT9j+jG+hiiQMxQUvOkjkLFkmiFJjsLXebrJWJdIDHF8ev2E14t0BnUIvbWRpzdXWNrsUMt0NDzB/HkHKEmEukygSHgmLNY2jSOkcXR87hGAc8UqQY69dCgZBYnmI/RteiUPSqOhicXcKUinlQkdV2qtoOvSwROcR9dhTSxaDeCMbriIcziNI6cxZayVDyTyFSwigKBIhApOSqmSCM0mWslHFkdcu22s1w+s0ez5FP1DDqVYB/dgF7Np1vzaVZsqoFKxVdIbHEMriNTdeX/D+hKhJaMZ47RtbXiGF1dyqFLOYoHD3Bkqc2vPvmA+289RSc2qHsyjVDl3W8/x6c//DZnt+cJpZspG9PE5jSRPkX5j8HVMqT76CbyNEHhJpabAX/7q5/xX/7hr3jy4TuYa5UIlBx2bpYHLl/k4dsuU3dMXCHHOy+9wH/9u9/x8O0XGFY82r5Kx1doOQKpNkNUvAmvcAPGzAHErx3gws4mf/8XP+dH332dW88cYVhxaAUqrUAlkKY5uT7k+2+/wB1ndsb/GAJlgm7bztOxcnTtLG0nQ9fL0/UFtvolXnj4Kj///tt89vFbPP3wVTYHFUaxziiUGYYSo0RhPtVYaThsdkN25yocXUg5vlTn9FqbW3bnuf+WPd56+mE+ff9b/PbTH/GbT3/AN++7Qj9RqRoZanqWnisyClRGocpSzWV7VOHMRo8Hbtnj1Sfu5t2XnuCVx65xanXIqZURf/nD93jm3ltZa0as1H022iEbnZCFisHAU6lpeeyZG/DyN9ELdRZTn2Fs0XBlEi2LeugAdu5G6o5Ir2TQjfQJurEyTcsTafsSu/N1zm/Ps9gIiZRZnMLNNH2FxUbIkYUWJzdGnD88z8WdRc5vzXFytcPWIGahOk66LT9HN8rRT7KMqnmWGgrrXYfDvYhTyx0evXqal75+jWcevsrpzSE1I0eqzdL2BLqRSDcUWUhN5qsGi3WL1eYY3aqWIVGmqRpZUrtA6gikToGmW2SuYnHrsVU2ujH9ksZ81WazE3Pr7grHF1tU9Sxe4UYu7i7x4G0nGVRMavZ4IJzud6cVM0ekTBNrmclKZNUqktoisZYj0fP7a2E6vVhne67GLUdX2Bql418rafQilV6k0nTE/0d0uyULV5imbBWpBzrdyKZXcqg7KqklU7MV6rZKzVEmu8HDisdio8RKu8zVUzvcdnKHYTUgMYqTasHKTxEquUl3mtgSsVkkUvOUlDyBmCHWBGquSuoo1D2NnYUui81kXFMYRSJDILbEcZ/pawxqIburQ87urrKz3KNZMsc7vdq4sijpCpEpEtp5PCODZ+Tw9DyBKRBYEmlg0IzMySP79QsHrdiiVw2oehq+UsCV8riSQMWxqNgWwf+AbjU26TYj0sTClGexxRlcJYenFqh4JqEhY4tFXDmPJ2cpmUVqgc6oGbO11OPabWe5cuYo7ZJHPRjXC/00YFAL6Kce3dSjWbFJI42Kp5A4EhVL/J8n3UgjDRWqgTJG11WIbZmSJRNaCr6l4BoSji6OO93rSVe4+QBndxb5yz/7kGuXjlHzJCq2QD1Ueec7L/Dzn73Pyc3R+IfSmCG2ZoiMQ1S02Qm0NSNHzchR1TJU1FkC4SY2egn/8JvP+Me//XOeePAqo2ZEIGexCrM8ePUW7r/1IhVbw5cKfPyt1/mv/+F3PHrnLcylIU1Ppe0pNO0iZWWaULiJQLgRc+YrFL56gNtO7PEPf/VLPnrrJS4d32RQtifoRsosZw7P89Gbz3H3uV1GiUHXk2jbAm07T88p0HcFenaWrpuh5+XpeHnW2x7PPXALX3z0Bp99+AZPPXArW8Mqc7HOXKAw8iVGJYWFVJ+guz2I2Z2rcHypzpn1Dpd353nw8lG+/ewj/PzD7/K7z37Mbz/5Pk/fd4VRWadmZmgYGQa2wJwnMR+qrDZc9uZTzmz0eOS2E7z29Wu88+LjvPr4vZxc6bM71+Yvf/Q+33nmUfbmGvv1Qsha02cQKXRtiZqWw5r+KoFwkH6oM1d26EcGLVeerIy5uZuomQL9yKAXjtGNpCkSdYa2L9H2JY7M1Th3eI6FekisZQmkaZq+wkI9YGe+yamNEecPL3JpZ4ULWwucXu+z2SsxXzFo+QWafoZulGFQzjKq5lioi6x3x0O/0ytdHrv9DC8+fhfffOg2Th8eo1vTM3T8It1IpBdJzFcNFlKTxZrFeitgsexQVmYIhJvHO71mjtQRqHtFWvvoXj2xzmYvYZgYLKQOW70yt+4uc2qlS90u4BVu5PzOAg/cepJuotPwRKpWYZJ4Ez1DrM1QMXOTAdv11a/xjbXcJOleR/fysVW252qMqjb9/ZT7f510Ey5ur3DtzB6nN+bpliycwhSJOUa3Hzv0Yoe6uw+to5BaEnVXpe6O4R1WPFbaZVbaZS4f2+TWE9sMq8Gkz7XyU1j5KSIlR2l/aBVbIrFZpKQVCKUsgZgh0YukjkLVlmn4OjsLXZZa5fHNNq3wJ4m0nwZsL/U4t7fG7uqAeqTjSLPjQZ2tjm/QmSKBlcM3MrhaFl/PExgCgVEkDYwvJd3afvK9PsyqhwahLuDKOTxZILF0yo6Jr4/rhdCViDyZamzSTD0qsYmtZjGL05jFGVylQNW3iAwVVxax5Ry2PEtgFEhcmX49ZGu5xz23nePW03t0Ypdu2aNf8ehXPQapyyB1aFfscb0Qm5RdmcQWqVgiVVui6shUPYVapNOITeqJSb1sTTrdWqSTBhoVTyVxFGJbJbJkAlPBN+Uvo3s97Qo3H+DO87v85Z99yNUz2zQChdQVaUQaH37vFb746XscWewQK7NUzRwVK0vFzpIa2UnCvX6uoxsKN7M9l/KPf/1z/uPf/IJH77vCqBHhSxnsYoYHrl7i3ivnKdsqoVbkx+99m3/63V9x/+VzjCoBncCg7ak0bZGKmsXL3oCb/ypO9gYKXz3A7aeO8x//6pe8//oLnNtbZVC2afoKTV8hkKY5v7PED771InefPcIg1Og4Il2nSM8R6DsF+k6BgZ2j72boe1m6bpaVusnT957n5x+M93S/+cCt7M03WIgN5gOF+VBhIdZYrOos1202OgHbg3Gne71iuLgz4sFbjvKdZx/llx+/y9989pMxuvdeZr5ijDtlM8vAKTDvFlkIFVbrDscWa5w73OfBy0cn6L70yF2cWO6z1avz2Ttv8t6LT3J+c46Ndom1ps9yzWEQyrTNIqmaw83cSFA4yLBkslQb7+i2PYWSOI0+dQAvdxNNW2RQMul4CqmZIxQPUjWydAJ5gu7ZwyMWG+Hkemy3ZEyS7qn1EecPL3HLkTUubi9zdnPEZi9hrmLS3t8O6UY5BuUsw0qO+VScJN2zq30eu/0MLzx+F08/fJWT632alkDNyNL2BbqhSL8kM1cZb2dc780XKw4VdRYvf+P42vA+ug1/nM7nqzZXT6yzNagwKpsspA7b/QqXtuY5udyh6RbxCjdyYq3HA1dO0C+b1PZXHxM9Q6JnKKkzxNosVSu/vy87TsHXh22JnqHpS3RLGoOyOUF3Z77OXOpMkm4nkEm/1On6rLUqXN5d556zRzmzuUA7NLALU8SGMN5giE16sUUrUCc7uw1Ppu7Kk/3gUdWfoHvL0Q2unj7CoOITqfnJNeA/Rjc0hQl0sS4QSlnC/aRbtWWqtkwzMNhd6rPWq5EYRXw5O0m613dUe1V/0unurQ1pRAa2OEOki1QcncTSKZkioZkjMLJ4WhZPzeFrBQJdHN/mCvTJ97x++aBZshjWI1qxTWyJ+GoeXxGITYXUs/H1Ir5dnPS61dikVfOplW1cPY8lzuyfDCVLJXEMjEIeU85hallcI09gi3TrAYeXely7coY7zh+nE1r0YptR1aef2AwrFnOpw6Du0aw6pJFOxVMo2+NOt2KKVBzpS+g2yhaNik2tbFGLTWqhQRroVDxt/xqwTmRoBKaC98foOrqIqRTQxByFmw5w7dJRfvXJB1w6tkYr0miGKu3E5Ccffoufvfc2y7WIkjhD3cyPH/Gs/LhnU2aoaBmqepaKOktZmaEsT1MSD7K72OSff/9L/tPvf8kj915moZ0QKjlCXeCJ+27n9gsniG0ZR87wg++9wb/8/a956LZLzFVLdPbXaGqGSCLNEhZuxsvfgHboAMWvHeCus6f4D7/6Be+99jxnd1fpJ+Mf2uud7rntRb7/rRe558JRRpFO1xHpOUV6doGeladv5RmYGfrODH13lq6bYamq8fS1s/zy4zf44sPXePbB2zix1GY5sVjwFRYjleWyzlL1D0l3Z5hwbLE2ORe3hzx8+RjfffYx/vzjd/nbz3/Kb376MU/dfYm5RKdpZWmbGUb76C6GCms1hxNLdc5tDXjw8h5vfONe3n3pCV58+C7Obsyx3izzk7df5qfffonLR5bZ7ldYawYspRajkkrHEqkqWfzcTYTCFKPEZqURMV9xGZZMUj2Pk/kaoTBFx1MYlkzarjRJulUjO0m6RxebnDs8N0E3UmbpxSZLzYjdxfZ+0l3eR3eFM2sjDvfLjMom3UCmG0r0SiKDpMCwLDCfqqx3xh30+fUhj149zYuP38Uzj1zlxFqPhlmgZmRpeQW6ocggVva3M+zJIG2p4lIzcgTCTZS1zATdulek48ss1lxuP7nBZi9hVDZZrLnsDKrcsr3AiaU2bU8iVqY5ud7ngSsnGNWcydrjOOHOEmuzJHpmH90sFTNHzREmnW/FzNIK5Am6u4tNrhxf48hCg0HZpFfS6IYKnUD+UtKdrwRsdFKu7G1w7exRTqwOafoaZu4gsSFQ30e3WzImM4nULtLwFFJbnKyqDSsey62EpWbMxd017jp3lIVGTKTmJxXD9XohtopE+91sYo+vFZeUPKGUnQzSaq5KMzA4sthja65NxZLwlT+g+8dJ98jKgLO7q+ytDelWXKziNK6Uo2xrlG2d2JKIjByhnsXXsnjK+HMWSoZMs+RQD41JrXD9jJOuTz3UiIzC+LMf1AJVV6ceOITmOOn6dpHQlShHOq2aTyN1CW0RW5rFljIYwgyeIuyjm8OQs5hmHtvME3kyw1bM4eUed146yT2XT9ONLJq+xnzq008shhWLhbrLXNOnnbrjesFXqDgysV4Yrw268v8LdA0qnk7ZNUlsk5KpE5kavvUHeA94poytiRhyEXHqK9x35SS/+tkHXNhboV3SaQQqo5rPL3/2ET975y3myz41TaCu5antw1tWZibJtiJPU5ZnxpsL4hR+/kb2Flv869//in/8/S956O6LLLYTAiVHGuh885FrnD+2SWxJ2NIsP3znDf7L3/+G+66cp58ENByVhiVT04uUpQxh/iBO7ga0qQOINx7g2vlT/N1ffMG7rz3HmSPLkyuYNUfEyHyNk+tDPnj9WR66cpqlikPfV+g7Rbpmnq6Vo2dm6Zmz9Jxpeu40XWeGlarBc/dd5M+//xaff/Aazz90ldMrXVYrDkuRxmKkspRorNRMVpsum92I3bkKe/PVP3S6R+Z45PIx3nn2cf7i++/xd5//jF//5CO+cccF5mKNpjVL25xlaOdYcAUWQ4n1usWxhSoXtgY8cusJXn/ynv2kezcXtpboBQbfffYJfvHht7njxGGODFM22iHLNZthSaXnylSVLF7mRkJhin5ksFTzWay6zJUsGoZAmD9IXJymZYuMIpN+oFG3CsTyIVIzR8sT6QQyx5fbnN+aZ67qEavjD4GpuxLzNZ8jCy1Ob85xbh/dC9vLnFobcrhfHcMTqfQjlX5JZpBIDMsS81Wd9U7Adr/MxcNz++jezXOP3sGJtR51M0/dyNJ08/voqiykBssNh5Wmw3o7YKnq0DBzhOLNVPRZKsZ+0vWKdAKZ5YbPHac22ejGDBODxZrLkVHKLduLnFhq0w0UEm2G05tDHrnjDItNn5pT3N9gyE2Sbnm/Ly4bWSpmfv/3CPuJt0A7VOjFBt3SuF64tLfC7mKLYeUP9UInkKnbxTG6sc1iGnK4V+Py3gZ3nd7l6HKfuqtg5m7e315Q6ETjHd+6K42f1jyZqlWgZhcnt+B6sc1CfTxIu2Vvg2sXTrAxaFA2x9sJkZqfoJtY4qTTLTvjTYWyXiSSc4Ryjqo97nMbvs7GoMHhUYvUUQi1PImzP3zbrwK6FY/VQWOSdAe1AFvcv05syvsfziP9n5y915Nc95mmCZEiARSqKit95nF5bJ6TJ81J7035KlShDEzBe0sSIEEDkiJFK3ojNj0pylGORlRTrtWtlmupp2en1TMdszcbMz3zxzx7cRJJoqne3diLXwARAAJ1UfHkW+/3fu9HWgpiCQFMIYApTGEmp7ClGHlDpJiWR19L3hDwLImyk6KSUSmYPnSNZABTCFEwZEppFUMMo8khLDVGxkziWj50y3mDjJ5ATUySigcQw+OkYlOYYhwlGkSMB1BSYRQlhGUkqHkWS/0apw6uc+nYflquTsXyf3Jr51Q6eZVuQaVZ0KjkNIoZhbyRHNkLWSVKNhUjp8e/AF3vOnTTEnlTJqtLuPoQuoqEpSQxUokheIfQVZJh5ESEyPZt3H58P5985y0OLPUpWxJFQ2BQzvDpD9/j/TdeZqacJy8lyAoh8lKQvDyJK+wim9hFPrZz+MbICbuw4zvRprazb7rJn//+5/z9T37A7cf20fXSpKK78CyRh66e59DaHKYQIhUJ8K3XXuZPv/4F548foOqkKKailKUQXjxANjSJNTmGFt6BOHkzwVu2ccfJ/fz9z37Emy8/ztaeAWVTpKD6P44J4zezb77Dm88/xh1HN+nZIrVUiLoapq4GqakBqqlxqqkJqtoEDS1ASwuyWNB44vIZPnrnFb7/+gs8fuUcB6YbzHkmXUei54j0szKDnMxMQWW5ZrPWzrHZ89g3KHFwrsbJ1R73ntrLq49d48fffJNffvBdPv3u29x/7jAdR6AoT1BOTVHTQjSMCE0zylxRY6OT4/hCk6vH1njh/tt57bH7eOLqebaWuqQTUzx06Swfvv0qV47uZ61TYr5kMshKNI0oFTVIQQiQ2nUzdnicvqsx5+kMcjINI0k+OYk+eTNOZCdlJUzTTNIwEpSkILnEBEU5RFWP0XRE9s5UObq7xyCnkRMmsWM7KSghegWd3Z0C+5daHF2b4ej6DIdW+xxYarHYytLIytTSSRpWgoYVp2UnaGfi9PMic+UUu5tpDi01uOfMAZ65dpln7r+TQ4tdPDVITpqgrId9lZyO0c4m6XsSM2WFpabJdEmmpE2SFXeSFccoKH7nQsXwoTtTMjm9OcdcJU0vrzLwdFbbBU6s+OmFupXAFSbYN1fn3guHma05I0V5fSPNEQJkhClcKUQ2FcGVw76np0bJpiLk1RglU6CRSdHIpFhuFzm6Z5Y9/So9z6LppmhkJGq2QEENU9Sj1B2Rdk5lvpHl6Pos5w6usnehTdWW0KI7scUAeTVGNS3RdFN+okSL4OlhPD04zMRHR5Gxbj7NfK3IsdVFLh3eN4Lu9YIcPToxah7LSGFcOUIuFSOvxskqUdLJKdLJEAVVoqBJeLrEfMNjqV0ir8axxRCumrihe6DspJhvlzi4Z46NhS7NgoWRHDaRDTscHDlKRoySToZIJ4M4YoiMFCQjh8ipMYppiUzK/xDwlaxCxTGo5yy8tIwlhUerwjlDoOSkSMsRTCmMqyXI6km8tEzDs6jnTTJ6gpQQQEpMIETHUJKTGKkoKXEKMTZJSoxiKnEyhkwtb7PYbXB6ay+Xjh6kk01TNmQ6OYt21qCTN+gVTDqFNHXXpOqoFA2RvBojr0Xx9Dh5I0bOiFCw4pQckUpGoZLxPzQ8RyHnSORsCdcSsQ2BtC6QVgWMVAwjFcFIxdDkiG8vqGIMJRkldMs2rp49zEfffJ3d3cqofKNfcvjVj9/nR994jflGGSsexhVC5MQp8tIEWXGcXHIXhfgYXnwX+fgY2eQuMsldaMEdHJjr8K9/+BW/+ui7nNm/QtVWkEM7KDkKX73n4gi6ajTA+2+9xn/5/a+57dRh6q6Gp4QpCgEK0Qnc4ATm5C600A7kqS8TunUbl08f4Le/+IA3X36cA6sDypZ0A3TXpxu8+eyj3HZkg54tUk8Nh2fa56Cr+qvADS1AWwux7Ol87c5zfPTOX/H911/k0TvOsr9fZyZv0E77sbGeK42gu1RNs9p02egU2NsvcnCuxqk9fa6dOcBrTzzAj7/9Fr/88Lv85Ltvce/pLTp2cpgRnqKqhajp/lbaXElnvZ3lxGKLq8fWePa+i7z66L08euUM++ZapOMB7jp2mJ9/95vcd+Yoe9ol5ksW0zmZlhmjogbJJydQxm7GiUyyULLZXXPoZyXqepyCEECbuAknspNKKuJDV49TkUPkk5OUlBAVPUrDFtg7W+PYSp9B1h9e2bExSlqEQclkpetxYKnFsbVpjq1Nc2S1z4HFFgvN7PBH7CQNK/4XoKuw3DA5uFjn3jNbPH3fZZ65didbC228VJC8/HnoxmlnE/QKItMlicWGznRJwlPHccUdZMVdn4Our87nKmnO7J1ntmzdAN2TqwPWOh5Vw7dS9s7VuXbpKCv90qgjwRECo3VgOzlJRgqSTYVxlRA5NUJei5JTI/46riXQzCi0cxp7+hWOrE6zNqgyKKVpuinqjkjNFvC0CJ4WGVkRc40MxzfnuXh0nYMrfZo5FTMxjqsE8fQ4NVumkVHwtCieFsbTQz509TCeFqNsCjRdjW4+zVw1z5GVBW47eoCFZpGM5A/GXDmKFhn/i9DNpfxJvCOGsIUwBVUeQXexVWKh6ZFLxcjIkRFwXTU+TBn40N1anWVjoUu7aGMkp9ATAR+6cpi0GMYRfMXtb8gFcaQpHGmKnBajaMsj6Po1iTJl26BdzFC0FZxUDEMIoienboCu9TnoFm2FVtGmW3bJmQJychIxPo6cmEBOTGDrcXQ5hBCbICVEMeU4riHT9FyW+i3OHtrPbccO0yu4VC2VlmvSzpp08hb9YppuwaaVS9PMGni6QC4VpaDHKOgx8np0CN0YZUek6g6h66QoZlJkbZGMlSRrSyPoWqqAqcbRlTCaHEFXhoM0TYqTEmKEbtnGfRdP8MN3XqFXtCloCfJqnNlajt/9/CN++O6rrHQbmNEgOSlCXgpSUAJkxXHywjiF+C5KyYkRdLPiBNrUdrbmu/yff/o1n37vXY5vLFK1FaTgdhoFgycfvMLmYhcjGUSPB/nhN97in37zKy4e26KR0fCkEIX4OLnwLpzgBEZgF2rgVqSJmwl9eRt3nzvMP/zyI9588XH2r/Sp/Dvorg3qvPPCE9x58gB9R/IHaFrkP4RuSw2xu2jy9NULfPzuq3zvtRd45LYz7O1WGWQ1OrY0zOr64J3Op1gomyzXbPa0siPonlmf5sHzB3njaw/yyXfe5uc/+g4fvfcad5/cTzcjUVGDVNQgdSNC3YjQcZLMl3RW6jZHFupcPb7OM/dd5JVH7uGRy6fZmmvjxALcdnAfv/vkAx694zzrnTILZYuZvELbilNRg2QT4yhjN+PGAiyUbJZrDj1XpG7EKckhtImbSIe2U1bCtCyBppmkqoQpCAHKqQgVLUo9nWTfXI3jq326GQU7uhM7NkbFjDFTSbPaL3Fguc2JjWlOrM9wbE+fAwsNFhsZ2lmZpiP8P0L38HKD+88f5plrV3j6vsvsm21QUKYoKJMU1SA1K0bDTtB2/VjedElioa4xXZIopHbhJG8lK/176MZYqDmc3bfAbNmkl08x8Hx74dTqNKutPCUtMty287jn3EE25uoj6LpScLSRZsXHccQAGXkKVwmR1yIU9Kj/qxGjaos0XYWeZ7A52+DY2iwbMzUGJWtoOwhU00mKepSKlaDpynQLGoutHMc357l0bIPDe6ZpF3Ss5ASuEqJoJKk7CnVH+gvQDVHUY6Ne3m7BYqbscmh5ltuOHmC5U/ErIIcLEmp4138I3dxwMJSRIiPoFjSRpXaZ3d2K/+dDL/f6y2oJimmZuVaRAyszbC726JQc9ETgM+hKYRwpiivHyUjRYQpiClsM4EgBXCWMl5bIan5krGD4jV1FS6ORT1NxNWwlihqfREsE/kPo5gyBet6kX8vh6kmUxARqMoAmTJFKTGKrMSwljBSbREmGMaQYjiZSy9ks9pqcPXyA248foZfPUbE0OnmHTi5NN5+mX3ToFzO0cmkarkHREHFl/4O2oMXIauEboFvLpqhkUpQdBc+RyToiWVvETYtfhG4qjK5EfKXrL0dERtB96Mo53n/jRRquNgoFr/Zr/PFXn/Cjd19lY6aLEfGh6ylhCkqAnDRBXhjHG0LXS/rK9zp0j63M8n/959/zybff5OieOcqWRHziZqbrOZ566CpLvQpmMkRajPLxd97jj7/6OecObtJ0NDwxSD6+i2x0nHRoHD2wCz2wE3nXl0ns+BIPXDrNP/z8Y15/7jEOLA+opeURdMWJL7NnUOedF5/kyvH99DMSTT1Ky4jR0EPUtQA11R+e1YwADS1AR4+wWk7z1F0X+PDtV3j/1ed56OJJNjoVBlmNdlqklU7ScYShxaCwUDZZqqbZ08qy2fPYmq1yZn2ar1w4zFtPP8Qn336Lv/nwfT7+5utcObZB205STk2NoFvVQrTtBPNFnZWGw8H5Gnef2ODZa5f4q0fv4Ym7znNksYsdmeTw4iy/D8hnFQAAIABJREFU/fEPefrey2z2ayyU00znZLp2kqoWwo3vGkJ3isVyhuWaQ8cRqWkxykoYI/Bl7PAOykqYhpGgaSQoS0HyyUnKqQhVPUbDFtg/X+fk2jTTOQ0nNkYmsYualWC2arPSL3FgqcXJ9QGnNqY5vtrl4GKDpYZDNyvRtJM00wma6QSdjEA3JzDtycyVFXa30hxaanLt/CGee+AunrrvDvbPNvzvIXliBN2mk6Cd9aE7KIrMVVPMlGU8dRwneSs5aRwvNUVJC1E1o5T1MMvNDOf2zzNd1OjlZQaeymo7x5m1WXY3shRTITw1zELD5c7T+9gcQve6vXAdvmZsFxlpiqwaJJsKklNDeEaUnBqiYESpZyTauRT9osG+uQan9s6zf6FJz9OHSxMiFStBUY9STSdpujKdvMp8w+Xo+iwXjqxxaHVAt2hiJSdwpClKpm8d+IO0KAX1OnR98BaNCGUzTiur0vMs+p7Nod0zXD6xxdp0E08XR57uqGVM8NXmv1e6thDEESPkFJF8SiSvCszW8qz0qhS0hK90h12y15VuyVaYb5fYv3v6BqX7eXshI8fISDFswS/fsRIBbCGALQbIaTFKtuxveKlxcppAXpfwDJWqa1JxNQwhiBjaiZYIkNWTlJzUqCTH1RLkTXHU19CrZnG1BEpsHF2YQktOoSYCpJUophRCjk0ixYMYUgxXl2h6LovdBqcObHLHqeP0Sh5FU6eRtWnmbDpFh07Jplt0aOdt6hmdkikNo2IRcmqErBYmb0bx0nFKtq90q65KJaNQSPvWgq92BRxTHEHX0hJ+t4QUIiWG2aZJMVLJCKoYJ7pjG08/eBff+qtnaeUMCloCV46wtTzgH//uU370jdfYmOkhT46RFcMUlBBeaoqcNDG0F3ZRjI/jJX3l6wrj6MEdnNu3wv/88x/56L3XOLg8oGgIJCdvYaFb5skH72S2WcBIBslpIj/94fv84Zc/5dzWBp2Mjif40HWju7DC46iTY2iTO5DHbkbceROP3HmB33/6Ia8+9VX2L/ap2QoFNU5Wjozshfdefoo7T+yn70i0jBgtI/o56E5S1wPUzSkaWoCeGfWhe+c5Pnz7FX7wxkt87a5LbM00h9AVaKeTdDMCPdf3dhfKJrvrzg3QPb024CsXDvP2s1/lx99+i1995EP3jsNrtO3kSOlWtRAVNUjbTjDnqexuOBxcrPuDtPtv45VH7uaJO89yaLZFOriLzX6bv//oBzz/wFU2+zXmiiZ9V6JtxUbQlXfeRCYaYLmaZaXh0nEEGkaCSiqCOXXLDUq3bQmUxCnc2C4K4hQVPUrbldlaaHJqfYZ5z/STKMlxalaCmUratxcWm5xY63F6Y8Dx1Q6Hlhrsbjr0cjItx4duy07SdUX6BYmZosJcWWGlbfv2wtktnrl2hecfvMrR3QNy0iQ5afwL0O17Er1CkvmaSq+QJK+M4QjbcYWxUaXjdeiudrKc3TfHwEvRzUlMl1Q2B2VO7ZlhtZWnasTxUiHmag53n91i/2KLiiWMLkfkUxEy4hRmbBeuHCSvh8mpQXLqFJ4RIacGKehhGq5IJ59iUDbYv9jg9P55Diw16Zd06hmBuuNDN6cEKepRGhmJbl5lrp7h6Pos5w/v4eBKn17JwkyM40hTVNIizYxK3ZH/A+j6XRZNV2FQStMvWhxemebKqYNszPpNY64cxRZCqOFdGLFJbCFIOjn1BeimkwEcMUJWFsinBPKqQDufZqVXpWyK2MO+288qDQVKtsJcq8i+5cEIuteLzjPDjbeMEsMRozhiZKSyreQEtjBJVo1SsmUKpuAnFzSBguFDt56zRoBNxSZGnm45o4583uutZFk9SS1n0K24ZPXkSBlriQBqfNJfuxVDKLHAZ9Ad2gvL/Rant/Zyx6nj9Mtlynaaei5DI+/QKji0PIe259DJ2zRcH7oFLU5ODZNNhcnrUQpWjKKd8KGbuQ7dFIUhcN208AXommocIxVBlUIoQpBtqhhBk+JoUoLk+E28+Og1vvnKM3QKFkVDICOFObG5xH/+zc94/82XWZ/uIk2MkZMiFOQQxeEAJJsYoxDzPd1CYpdfZJ7chR7cwe2HN/m3P/+JD979Kw4s9vD0JGJwO6szDZ544AqDWhY1OknF0fnbTz7ktz/9hLN71+hmdIpikFxsjExkDCO0C3lyJ9rEGNL2LyOP3crX7rnC7z/9iFeeeJi9c10qljQ6rXIduu+++CSXj+2jZ4s09ShNLUJDC1LXpv4idPdU0jx91wV+/O6rfPD2Kzx33xWOLHSZ8yw6tq90uxmRnisynU8xXzJYaWR8e6HnjTzdr1w4xDvPfpW//u47/Oqj7/HxN1/n0tYKHSc5gu3113GSvtJtZthaanD1zF6ee+A2Xn/sPp6+epGjc10ykUk2ei3+8JMPefvpRzm82GWuqNN3RZq6r5jd2Bji9m24sSn2NAqsdwr0XJGGkaQoBdEmbsIO76CqRmlZAi1LoCyHyMbHKYgBKnqMjqtwcLHF6Y1Z5j4H3Xo6yUwlze5Oga2lJic/B92DCzWWGzb9vEw78x9D11e6fk736fsu89LD93JibRZX2IUrjFHSQ8O4WYxuXmC2kqKdjTJTlmm5EbLSDuzELTjx7aMhWs3yN9h86M4wXVRpu0lmKzqHl5qcWp1mpZmjbiXJy1MMSib3XTzMkbUB1bRIQY2SU/xh1WfQnSKvB8lrQfJ6EM8Ik1OnKOgh6pkkXS/FoKyzb6HGmQPzbC03mamaNFyR+lDpZqUp8qkwjYxE39NZaGY5vjnHhSNrHFzp0/EM9NgYthSgkpb+X6AbomxFaLoS02WLQSnN1lKXyye32LfQo2zJo9IbLTKOHp0YZnenvmAvOGIIV46RU0QKqkhBE5muZFnpVSgZgg/d4Tba9edZEtP1PJuLPTYWu3TLmWFzlg/djOp37/r2gv912MkpMnKQnBr2TxI5Cp4l+MM5XcIzFTzTV7rXB2laIjAqwylnVH+QJobIqHFyRhJXS1DN6iOlK4fH0BKTGMkp1PgEthwhLfpl4UoyjCHHcXWZWs5mqd/izNZeLp8+yaBapZi2aOSyNApZmoUMLc+l42VugG5ei5NT/cKhghnzVa6TpOxIn1O6/7+gG0OTkshT23nj2Uf5xstPMV3JjuT1qf27+U9/9ynvvPA19vRbaKFJskJ42PsZwE3uwo3vJBfbSSE25nu6iTGc+E5Sk7dw5eg+/sd/+Qfef/0F9gwauHKEZOAWNhY6PH7/ZbplBzm0i3Yhw+9/8Sl/++MPOLW+m15GpygEyUZ2+tANjyFPbkef2Ilw680ou7bz/P338oeffMTXH32IjZk2JVMgK0dwhCDxndvY06/x1rOPctuhdTrpJA09QkOL0FBDQ+gGaOgBGoYP3Y4ZZb2e4bl7b+Pjb7zGD9/6Os/ce5lD8x1m8gYdW6KXkZjOKszkFGYKKvMlg9WmD93Nvseh+Ton9/R58MIh3nnuET59/13+9mMfuhf2L9Gxk1RTQarDE0E1PfyZp9vKsLXc5O4z+3j+wdt5/fFrPHP3JY7NdXCC4yxVS/z+kw94/5XnObO+QD+r0LSi1PUwFS1EJjqGcOs2cokga60ie/sl+lmZqhahIAQwpr5MJjZGTYvRskSapkBZDg/thTA1M0Enq3Boqc3pjTlmPwfdRlpgpmyxu1Pg4HKLU3u6nFnvcWKlxaH5Css1k0FOpJNJ3AjdvA/d+bLC7maaw8st7jt70IfuQz50M4ldZMVxylqYmumnFzo5gX5BpFcYwjeXICvvJJ24FSexHS81RcWIUE/HaDhxVrsuZ/ZNM1NK0czEma/pnNjT5fT6LIvVDGUtQkEJ0vd07r90hOMbs9RsiXwqQlYJkVc/r3QD5PUgBSOEZ4bxzDBZNUBBD1Jzk/SKKl1PYW3a49zBBQ6vdj6DriNSNmN4WphKOk4rK9MvGiy3C5zYXBgN0jqegRrZgS0EqNoSzUzq30E3/EWlmxXpFw36RZO9cw3uOL6PreUBlbQyVJeRIXTHsRJT2MJn0L2+WeVK/mJEPiXhDQdpg3KW1X6dSlr2kxBq3G/XGtoLBVOkX82yNtdmY6FHv5r1734JwZHvm9OSZJUEGdn3lh0pNEwuRPHMJOWMf3vMUaJ4pkLRSuGZKSoZnWpWxxRDaInAqOj8us9rSeFh6blAVvcVcK+apWSnMIWQPw9KTJGK+tC1Jb/NSxUj/iBNl6jlbObaNU4d2MvVC+foVspkVIVazqWWd2kVs7RKLq3Cv4OuGveBq8fwrLivch2BSkb+i9D9zF4QcHSBtJrEUmNfhK6fYIiTCk3y1nNP8e5LzzBTzVG1FTw9yal9u/nTL/+aN55+jJVOFTM6gSv5k15XDODGx8jEduDGd5KN7ySbGCMb34kd3Y4ysY07j+/lf/7zn3j7uadZaJSxhRCJiZs5tDLDk9cu0y3aqOFxekWXf/ybn/M3H/6AE+tLtOwUXjJEPjxOLjyGHdqONnkzqV03E71pG6mJMb7+1Yf4zY8/4MVHrrE20yCr+98sGSlMYuwm1vt13njyYS7uX6VlCdT0mL+RlvK30VpqmLYWpKVP0dSnaFlRVpoZnn3gDj7+1ht8782XePLe29mabzPrWfQcmV5aYNaRmc8pzOVTLJQNVpoZfw14usjBhRon1/s8cPEIbz77CD/57tv83Y+/x0ff+DoX98/TS0epSQGqcoBaKkgtFaSdjjPrqaw0HA7NVrn39D5e/OqdfP3xe3ni6nkOzrYwJnfQsnR++b1v8cEbL3PHoXVmiwY1M0JZC1FUgljhHQg7tpEXA6w0c/5SR0GloocoyJNY4VvJxHdR0wWalkLDlKloUfJigFIqTN1M0MumOLLU4ezGHLNFc9QYV7eSzJfTrHeLHFlqcWqtxen1NidXGxycL7JYSdHJRGmlw3TSMbp2jIGbZOAmmfMUlisaqw2HI0t9rp09wrP3XeGFB69yZn2JghShIAappELU9AgtO0kvK9N2BTquyGzFpFtMkVUmsBI7SCd3klenhjWQ/s241U6BM3vnGHgq3ZzEfM3kxFqXU2szLFYdSqkwnhxkxjO4dvYgpzfnaOdVcqkQjjiJq0yRkQOYyV1klaDfY6uGKRkxSkaMXCqIp0VoZEQ6BT/XuTYoc/HwCsfXp5mvO7RyMg03SckMkVMnKJlBmlmJnmey1C5xfGORC4c3OLh7mn7JGcLRh27dlahnREpWfPQ8I+oX+hgxKlaCVlahXzQYlAw2Z2vcfnyTfYsdymmBbCpCNhVBi+7EiO8inQz4avN6uH9YTekf2IyOkgtFQ2ZQzrM23abhmsPMb4SMFCavxiloCTw9Sb/ksD7bZmNhmk4xiyVE0BMBMqkoOT0xXDeOjm6vWaK/Tny9k7bkpChY0sgq8NLyaGBWchQyqn9dQksEsKQwtZyBk4pjijGcVJK8maJgqdRyaaYbZep5v1dXS4SH5en+hQpLipNKTKFKQQw5SkYXqGb9f3Ni7yZ333aOVrWALicpZR3KOYda0aZRSdMq2rRzDq2cRdmS/aIbNUxeC+EZMUpWknJaoOpI1DLy6BWHNY9eRiZ3fbHC8Lsb0qnoMDIWRZOjPnT9YVoUPRLi3Zee4+0XnqLrOVTSCmVL4vS+Ff7pVz/j1Se/ylKzRDrhnzZxxCkywiTZxC4ysR1kYjvIJsZw4zuxI7fixLaTmtzG1ZP7+bc//yNvPvM15uol0skgQuAWTu3bzZPXLtMrOliJIJ2Cwx9/8VP++ItPuXR4L420QlEIU4xOkguPkZ66BW3iJpSxLxH50ja0wDhvfu0JfveTj3nxkWusDqpkUlHSQpCsEkUK3Mr+uQ5vPfUI5/fupmkmaVkCDT1GTQnSSIVoqSHaapCWHhhBd3cjw9P3385H33yd77/1Mk/cezv7Z1sMcjo9W6KfFphNi8xlZebyKRYrJistH7p7p4scXKxzamPAg5eO8tbzj/Hp997lbz9+nx++9QIX9s3ST8eoChNUxEkqcoCqMkXLijFTSLG7bnN4rsa1swd46ZG7+PoT9/H41fNsTTdJB8coKQKffvNtPnzz61w5sslKM0vHFaiZUTzZh664cxsFaYq1jsdGr8Qgr1G3ohRTAdKR7T50jSQtO0UzLVNWfeiW1QgNK0k/p3JkqcO5fYss1TKj8qK6mWChYrPRL3Nsd4cz613ObHQ5tdbm4HyJhYpKx/Gh27U/g+5MTmTeU1iu6Oxpuhxd7nPt3BGeue92Xn74bi5trVJS/d6IuhambkRp20m6rkQnK9HNycxVTbpFlVwqgBnfji2MkVeHl4PtBHUryUo7z8n1aWZLBv2Cwp5ulhNrXU6sDlisOnhykKISYrZocs+p/ZzZnKdb0CioYVwpQE4J4koB0old5P4CdPOp0Ch323T9tdE9/RKXT2xycnOOuZpDO6dQzySppMMUtAk8PUA9I9DO6Sy3y5zev8LFI5scW1+gX8qgRXbdCF1XomInRz3WPnSjN0DXtxdMH/hH9rB3oUU5LVA0/ZM+WnQnSuhW0snJ0THN601p18vYfegKFDQBTxfpl7Ksz3RoZq1h3jcyUsienqSgJegULPYtDjiwe5FuKYcjx4eDtMgwlRDFlv2Fiut+7/WLw44SpWBJI9AWLImcIYxshJKTwtUSo5yurUT9LK7qd+m6mkzOUCjaOhXXYqZZoem5PmBjQfRkBC0RxpJ86CrxAHJyEl0Kk9EEyhmDQa3E0Y017rp4hnY1jyEnqRZy1LwslYJJrWTQKqVp52xaOYuSKZNLRfGMGHktTF6LfAG6VUei6kiUMzIFRyKXFvAcv9A8o8XIaDHSmq90dSWCKg1zuikhipKMYsUjfPvVr/P6M4/TzqcpGgJ5Nc75Q+v8+Te/4sWv3s98rYAVD+AI/iE/VwyQS47jxnfiRLeP4OtEt2NHbiU1uY17zmzxv//rP/H6U08wW/Uw41MIU7dy5sAqj997O+28hRaZoOGa/OmXP/NLzI8eoG7JlMQIpVgALzaBE7wVbeIm5J03EfnSNozgJN9+6UX+8Ref8vXHHmSlX8GRP5vYSpO3cGzPHO8+/wSnNxdpmn5EqmUmaKTC1JQgzVSQVmrqBugu122euOcCP3r3r/jB21/nmQf9AP90waCfUZh2JGZtiTlXZjavsFA22N3wC2/2zZY5tNTg9OY0D146xjsvPM4vfvQt/u6T7/H9N57jzHqfrhWhLk76Tw5QTwXpphPMexqrdYfDczUeOH+Qlx65i1efemAE3Ww0gB2Z4qO3XuWv33uTqycOsNrK0XEFGlaMUiqMHd2JMr4NTw6y2S+z3i3Sz6k0rDhFJYg+9eUhQJN0MgptR6GsRihIU1T1GK20wCCncWy5y4V9iyxWHXLCJG5ifATdvdNVTqz2ObvR59zmgDPrPQ4vVFms6HQzCdrpKN10dATd2bzEQjHFckVno53l2HKf+88e4ul7L/HSQ3dx5egGzbRISQ7S0KM0zBgtO0knI9LLK/Q91Yeul6KgBUfQzaUCeHqIRsbvO9jT9TixNmC2bDBb1lnr5Ti1MeDknmnmShaeHBop3XtO7efC/iWmi4YPVCVIIRUirwRxkuOj1rHr0C2b8dHv645IK6swKJlszFS5fGKTU3vnma9naGXlIXQjFA3/OGfDFejkDZbbJU7t283tx/dzfGORTsFCCe7AiE1QsSXqrkwjqwyPByQomnE8I/YXodsvGuzpl7h01E9CNHMqBd2/GGwmxpGCX8YaXr+4fvHieqonp1wvcUmQVxMUtCRdz2Zjtj1sLLsxZubpSUqmSCtvsj7bYd/SHDP1EjlNIC365eh+KiE2SjKkJb/zIZOKjVaKPw/dvCmSN0VcLUHJSVHO+CXnphi6wV7I6iKGEMVJCbiaRM5QKGdM+rUijULGP9sTnUIdlplfv1yRSgbR5BCGFMFW/YsTM40KxzbWuXrpLDPtCq6eopbPUs071AoWjZJJq5j2c7o5k5IlkVNj5DT/FYaNi6W0QMWRqGZkKo5EKZ2kmBbxHNlvH0uLZK0kGSOOrcewtOjn7IXQjdC1kzF+8NZrvPrUo7RyFlXbv056+/H9/PPf/w1PXbvKfK2Ak/QP+GXEKZzkhL8IEd85gu118FrhW1AmtvHAxaP873/5J155/BGmy3mMWAAxuJ07Thzg8fvuoFOwUMPjNFyT/+PXv+KPv/iUCwc3qBkiJTFCOT6FG9yOvmvbUOneRPSmbdiRIN/9+kv8w08/4fmH72WlV8GVwzjDe1ap4A5O7V3mzecf4+TmIg0zSV2P07aSn0F3qHSbmg/dphlhteXy9P2388E3XuWDb7zKy49d4+jKNDOe+Zm9YEvMZWVmP2cvrPfy7J0pfaZ0bzvG288/xs9+8E1+++mP+NHbL3J2Y0DPitKUpmjKQZpKkLYeoe8ILJUM1psuh+dqfOXiIV5+9Opn0J1pkosHSY3v4O2nHuNn336He05tsd71RsOrUiqMFd6ONLaNohJi76DCRq9E11VopgUK0hRG8BayyQnqZoK2I9G2JSpKmJIUpGkk6KRFZrIaJ5Z7nNuYY76c9svpxQDNtMBcyWKzX+bEap/ze2e4uH+OsxsDDs5VmC9ptNIxWlZ0pHSnswLznsJiSWW5orPZznJqd5+vnDvMs/dc5OUHr3D16AZtU6Aih2gaUeqGD962I9DJSvQLKWYrJp2CQkELYgtjWIkduPIEnhGi6Yq0MzJrvSIn1vp+WXrNYk83y6mNAcd295jxDEqpMGU1wiCvcdfxTS4fWfOhO/R6vVSIrDiJK4z7N8qG0C3qUcpmHE/zY1uNjDSCrm8vrHJyc46FhksrK9PIClTtCCUzSCUdpp2T6HkWSy0funecOMDRtXl6RZtUyF/ZrToKjWyKZk6llpEpWUmKZsJ/RpyyGb8h89vzdNYGZW47ts7hPdO08toIumlhcgRdX9VGRkr3OnRzSpSc+hl0e0WbtekmnYKFLYRuAG9BS1C2JLpemj3TLfYuzjLfqpJVk1hCiLQUwlEiuKqvdK9D9/Mvk4rhpWWKtkJWT44iYNejYdWsTs4QRssRhhAc/l0RNR4mLSfIqCJZXR5Bt1XMYgjR0SHM66eBbCWJqQy3wOQIdipB0daYrpc5vLbK3RfPsjzdIm9oVNwMtZxDs2jTrti0Sn63bi2n46VF364cetZZPU7eSuDZAiVHpJyRKDkSRVukaImUHYVyRiFvCbhWkoyZIG3EMdXoKDKmCCF/DViT4qhiAkeI89F7b/PS4w9Rz+jUMyolS+TKyYP8+Te/4tE7b2Oh5pGVIn636NDTzSbGRqD9vNJNh29BmdzGI1dO829//kee+8r99Es5rGQQObyT+y6e4PF7b6fhaiNP97/+/jf8/qefcGbfKhU9ObIXnMCtGBM3kdq1DWXsJmI3byMTC/Pe88/ydx/+gOceupeldpGsFCYnRbCTU6SCOzi3tYe3X3ySw3tmqOvxkdKtyUHqSnDo6YZugO6edpbnvnKFD997zYfuo9c4stxnkNfpDu2FOUdmPqswm1O+AN2txRqnNqb5ym3HefO5R/np97/B7376AR+++zLnNmfoW1EawiQtKUhbCdFWwwzSCZZLBmtDpfvghc+g+8TV8xyca1FIhInf/CUev3KJv/vhd3jw/DH2TVeYKaoj6JqhWxF3+tDdN10dQjdFy1YoSEGs8HbyYoCGFaftCLRtgaocoiwFaRkJummRaTfFiaUuZ9dmmStZo9a4ZlpgxjPY6JU4uTrgwr55Lh1Y5NzmLFuzVRYrJq10gpblA7fnxEfWwlJZY3fVYLOT5fRKn4fPH+a5ey7wylcuc9fhPTT1KGVpipoaom5EaaUT/tfnivQLKWbKBu28jKeHcET/ynRWmcTTQ9SdJB1XYa1X5Nhqj7mKyUItzfqgwOnNAUeXO8yVLH/xw0wwyGvccXgPdx3fZLZkUTPjeEqIghzEHRbyF5QQnvbZZYqSEfsCdPtFg/XpCue2ljl7YIn16Qo9T6P5OeiWrRDNrMhsNcNqvzaC7rH1BaYrLnp0HFsIUrUVmlmNZlajassUjeTolcwE5aHSbQwzwj1PZ6XrcduxDY5vztMu6HhGfHQFWwnd6g/RpPANfu51eyGnRMhrMXJqlKKRoF+2WZ+p0y+nR8JldDFBjVMyRXpemj2DJpsLsyy0q+Q0EVMIjqDrnwXyL9/6J9w/83Wvn+YpWNJoyeE6dIu2QjWrkzdFTDGEnpzCksKUM6mR0vUtBomsLlPNpplr1+hVPdJyAjE0gRiaIBULkpYTOCkBU46iSkFMJYqrixTSKr2Kx9buZa5eOM3KbJesplBxHBoFl6Zn0ymnfeh6BtVcyoen5nfjZjWRjBYnZ8UpOiKljHTDqzgK1bRCKS3h2b7N4FgJ0mYcc6h0/cOb4c+gmxJiuFKST779Hs89fI2qrVK1fU/36pkj/Lc//Jp7zp5gvlYgp8Q+O1stBnDjO8lEt3/BXkiHb0Gd+hJPX7vE//qXf+Kxq1foei6OGMFIBnj4rgvcf9spSqaIGh6nX8ryr//wO3771x9zYn2JipakmAzhRSbIBLZjTt78Beh+47ln+PVHP+Tlxx5gqV0kL4YpyjEyySDJ8Zs4ujbPa889ytGNeepGgoaRoGUm/EFaKkQr9UWlu9LM8NxXrvDxt97gg/de48Wv3suhpR6DvO/pDmyROWdoL9wA3QL7ZiscXPTthYfvOMnbzz/Gp9/7Br/7mQ/dMxsDumaYRnKShhCgmwrTSYUZWAlWigZ7ajaH5+s8cP4gLz96ldeeepDH7vK7HzwhSmTbNh44d5Lff/wDnrzrAocWmswUVVpOkqISwgzdijS2jbIa4ehyl81+iZ6r0rE1ClIEI3jrEKBJOq5A207S1GLUlAhtI0HfkZnLapzePeD8+vwIum5inGZaYL6cZu+gwqm1aS7sn+e2rSWvLPt4AAAgAElEQVTO753j4FyNxarlb+ulE/ScOP1Mgtm8xLyXYqmssVq32N/Pc3a1z8NnD/LivRd57aE7ubK1TFuPUZWmqChBGmaMriv5b6h0Z0o6rbxM0Qh/Abo1OzGEbokju9tDe8FgY9rj9OaAw4ttZormDdC9eGCZu45vslx3aTuSX7gjB0fVpKWhwi3qsZGn+5eU7uZsjYuHVzm7tczGTJVB2aSZFYfQnaJqR2hmJWYqGfYM6pzYXOKOEwc4tW83c/W8/1OZGKLmpGhmdZpZnaqtUDIlSoaIp/s1jyU9NlK6PU9nUDJZ7RW57dg6J/Yt0i2aNyhdPTaGIwVv8HSvA9eVwrhyiJzmrzcXzQQdT2fPdJXpmk1B82Nl2aHKLWgJioZAp2Cx0q+zMT/DQrtGXpf+P0M3pycpZdQRdL20jJeWyQ6PPpYzKnlTHCndjBqnljcpWMoIpJ+H7nynznSjjKtJyJEAQnAcORLAFGOk5QS6GEYRA5hKlJwpU3R0upUCB3YvcfeFM6zP933o2jaNnEuzkKZdtGiXDZplnUo+RS4tkNETZPQkGV0iYyTI2wmKrkQpK1N0pdGrZhRqaZmS5Zfh5NICtpXAsOIYehTz856uJsVGfbp1x+Kn3/sOT167i7KlUEnLlEyRey8c57//6bfcdmQ/0yUXVwyTS0X8HlJhgkx8J+nILdiRW2+ArhW+BSN8Cy88dJX/9S//iQdvO08n7+DK/n73k9cuc+XUQTw9iRoep523+W9/+C1//8mHHF1doKwmKSSDFKITOFO3oo1/CXX8JpRdPnSdWJj3XniO3/3kI1746n0stTyKcpSCGMFJThHdvo2t3QNeefphDq1Oj/p022aClhqhkQrRTPl9uk0tQEufomVG2N3I8PxX7uST77zFh++9xgsP3+N7unmdQUYeebqzGYmZvMxCWWel6bDRz7N/rsyhpTpn9s7wyJVTvPPCY3z6/Xd96L7zEqfX+nT0MI3EBI3kJL1UhL4eY9pKslI02NvKcmyhwf1nt3j5kbt4/ekHefTKGfb3axQSIYLbtnHvqaP84Sc/4vkH7+TYSo/ZokYzncCTpzCG0G1YSS7sX2LvoELPVek6OgUpjB68lWxygrYt0MtKdJ0k/bRIW4vTNwXmHIXVYprbNua5tDnPUtUhP6zrbDsSixWH/TM1zqzPcnHfIrdv7eb83nkOz9dZrqbpOgJdO0HfiTHtxpnLiyx4MstllbWGxVa/wPnVPg+f3eKl+y7y+lfv5PKBJdpGlIocoGFEaQ5VeD+n0MsrDDyVmZJOOydRNiNkhF2Y8e1k5UmKRpiGk6TtysM6yiZzFYOlhs3BpTpnNqc5ONdgpqBT1aI0rATTBY3zexe4+8ReVupZWpZAQZyirITxpCCeFKQ8vL923c+tmHGKWoSKGaeZkWhnFWbKFvvmG1w8vMqlw6vsm6szKBm0ctLQ052iZkdpZgQGRZM9/SrHN+a548R+zhxYZb5RIDtM2tQzKs2sQTNrULVTlC2JkulDt6DHRyvFfgWhTr9osrtT4NKRdU7tX6JfSlPQY+RSYWwxgBEbJ50MDIfeN0I3I4awhQA5NeKfbDITtPIae6arzDWylMwkjhi6YYjm6UnaeYPdvRob8wMW2jUKxhehm1E+uzzxGXT9REPRVigPwXvd372eYriudNX45Kh7oemlKdrqDcDNmym8tMagXmKmWSFnKCjRKcTQBEp0ilQs6F+bkGOkxKHSNSRKGYNupcC+5UXuvniGvUuz5DSFipOmkcv40PUs2mWTdtWgmvevR1yHrquLuIZAwRYoujKlrELRlYdPomzL1GyFiq34tsRQ6ZpWHMuIYaoxdGVYePN56LYKLp/+4Lt89e7L5A2Rki2T1eNcu+M0//2Pv+Hs/jX6RYecEhl2mU4OIzxj6JHtpKM7ycR24UbHcCM7SE/dihWd4K+eeIj/8c9/4r7zJ2hnTbJSlEIqwQuP3Mflk1vkUjHkqZ3M1jz+9Y+/49c//pATK0uUU0mKcmjkD+uBW0hNfNmvdbx5GwVZ4NuvvMSvP/mAZx+6h7lGjrwcISuEMMO7iH55GyfWF3n50WtsLXRp20laeoyuHqelhGkoYaqpEOXUFC01SEcL07HirDZyPP/AXfz1t97i4/fe4KWH7uPwfJe5rMqcIzHriAzSIgNXZlAQma+kWKrrrPcy7J8tcHipwvn9PnTfffFRfv6Dt/n9p9/nwzef58zygG4qRjM+SUcI0pMjdFNRZiyB1aLFgWaB0wsdHjh1gJcfupM3nn6ARy+fYqNTJBsdJ7BtG3ed2OL3P/sRX3/yfk5szDFXsmhaSQpKAC3o1162XZHLx/awPvDoZGQ6tkJBDGCEbyYrjNGxE75FkpGZtpP01TCLZpKNjMKBssmdm9PceWCO1bZLQZqgIIzTsSWWKg57BzXObC5ycf9u7jiwysXNRY7ONdhTtplxJAbpGDNOgHk3zGI+xlI+wZ6SwkZV42Db5cJyj4dOHeC5+y7wyiN3cfnwCi09SkmcpJmO03ISdFyBXk5iUFCYLWnMlXV6WYWKFsZNjGFHt1OQJqloYX/t2BFZ75c4ttpjd8tlvV/g6EqLM5t9Ds1WWSjqNPQITSPKdFbmzJ4e957cy3I9RzMtU5TDVNQYnhwmLwYpqWFKeoiKEaZuJagZcSpqjLqepJ2W6bkp5koWW3MNLm3t5srRdY4ud5mv2rSyChUzRkkLUbditJ0Es8UUG70CZzZnuXJ8g7P7l1ho5EbeacPVhldpdapuimJaIG/EKJhx8mYEz4xQdRK0c35qYtozWarnuLC1xtkDe+gX0/6RUSWMFZ9EDwew4iFsYWr0f1yvKHTliA9VJUrZFCkZAu2cwdqgzlwtR8kQRn+/oCVGDWWtnMFKr8bGbJeFZomiKWElJsnIfrGNq4RGpUGOGMISgj50lThpOYpnSTQLFmUnNerVLaZlyk6Ket4kb4qj7TInFaOeNylndJyUOBqiFSyVcsakU84zqJcoWCpqPIQUnkQKT6JEp/wEw/A8jqEksHWJXFqlU/NYW5rhtrMn2L+6jJfWqLgWzbxD13PolzJ0Szbtokkjr1F2FAqmSE4XyGmiv0GXlkYfHiVXpeimyGcUim6Kckah6MgU0iKFtDi6s+ZoSSxVwEgl0eX4jdDtFHN88v63ePTeOynZKfKmf3L4vttP/d+svWd0XIl1rQkmEIFIlXPVrVu3buWcEwqhkCORSRAkmMlmTs2cmmwGNTvnzM45SK0cWtGSJVmWR0+2JCtY63ns8djjGYcnW7Za3/yoQnXTkj1v1gzWugs/gAXUH3zYtc85e/O99z/H1qlR0h6xDF1LKz5rM25TI5KmHoemHqemvnynr27ArapDaq3FqWnhset38Kff/DL7N82Rcttx65XEJAv3Xz7NrvmJKnQH8kl+8I2v8IkXnmN9X4mozUDQ3IZbW4Fu6yqsa1ZiqF+GekUNMdHGzQfu5TOvvcgdt++nPebGb1bj0bfhUDZiqF/G5vF+7jp1mKnuLBnZQNquJiOoSZkVJC0KYtbyZVgVug4tw+kAHztxkLeeephXHr2fK8cOMNudo+S10eU00CkbKLpMFeia6I5aKtD1MNEZZF1/jO1TXZzdt8jjd53jnecf5gtvPsurD11jsbdAxqQio28lZ1SQN6vI29QUHXr6AyJrkz7mi0mObFjLjRP7eOjycc7t28xoNoRH3YhmeQ37F6b54jsv8cjHzrE42Ut3xFmFrl2xAmNjDR1hgX0LowxkvSQlHTnJRNDQjEOxgqCxkQ63jqGAhZGgmW63gpJTwbBXx3TUxmRC5LbxPPvnSoxkPISNawgZ1pB3m+iLuVlbjLE4VmLH1CC7pgfZOtbNbFeCgahE0WOi4NLS4VbQ5VXT49fRGzAyELYyHHMwlfWzrS/PyU1TXD2ynRun9rJzqpekTUXY1ExS0pCStb8L3bCdgu9D6Lq19QTNLVXoJmUDfWkv88MFRgpBJrqizA/nWBwrMFtKVPxmLQmHirRTy7reJEcWJ+lP+kk5TURsGmJ2HQFTGboRm6rSgKEiIelIOHTEbFqSdgNZp4WC10ZXRGKyM8HO6QH2zY8xP1CgO+4m47MTkQxE7BqSUjl/ohSxM94eZstYib3rx9gy3kdfOoTPrMVr1pD02CtK107CY61kWasJSxqCDhUhp4qYXD60KENXoi/hZ/v0CFunRiiEpEoLhhKntgVR1YZTp8JlbMNtUlYPI5agu6R+Q3Y9Ibu+Ct3OmJegXY/bpKwO0ZZ2ddM+kf5crArdgKDHof3PoSublEhGJZJJjdOkIlJpiYi6bdXutVBluLakdJeGaLJFTTLgIOYVq0p3SeVG3A5y0QC5aICgU8CuV1V9XbtehWzRYzdqEEyacvaBzYBLNJOM+BgotbNzcQPTI4NV6KYD5byFfFAmF3L+Hujq8VoN+O3lDOCQbCnvFv//Ad32WIh3XnyWyyePEHZa8VZCKo7uXuRPvvpF9i6UoVlOY2rFY16Dy9CArKnHqa7DqS5D16VpwKWqQ2pdjUev4Ol7r/HfvvEl9i7MkJBtOLWtpD0iD109x+apIQKCDkHVxNpSOz/81td5+9mnmO3pIiYYy5Xb2vpboGtesxzNyhrSLokXH36Az7z2IheO7iUdEPGZVPhMKuzKRgwNy9k6NcTHTh9mupQjIxtICSpSViVJYxsJs4K4VUlMUFShm3FoGM2GuOfMUd5++hFeefR+rp84zHx/kd6AnaJDR4dsoNNjKUPXb6Y7aqM37mAk52WiM8T6/iQ7Z3o4f3ALT91zkbdvPshnXn2SVx68ymJvgbRJSd6kpGBSkjMrKQha2kUdPV4b4wkvGzrSHFo/ztWju3jo0nEuHd7OWC6EX9uMafUydkyP8v7HX+bmQ9fYPjdEd0Qm5dATtLTiUK7C2lxDT1xm/8IY/Sk3SYeGgsNAVN+Cq20lcWMTfV4tM1EL83ETU4FmpvwtzIZULKSszGcdHJwscHRdicm0m4iugYixiXavmYGEh4lijM1jXeyaG2TX3ACbxzuYLsXpjdpp9+kpeLS0ezR0+PSUgmZ6gjZ6Q3YGYk4mc8EydBenuH5sJ3ed2sO2td3ErQoipmYSDjVJZ1kd5jzGKnQ7wwLtFei6tfX49I2ErW1l6FZC0/uSXtYP5BktBJkqxZkfyrJhuNxU3B1zkHbpqjVA0z1xjm2bYawQIy2biYt64qKegEmB39BGRFARd2qIOdQkHFqSkp64oCMlGsnJVtr9Al1hibXFGDunBzi4cYKNQ0VKcS8Zv0RMKtdMJWUjWY+FnpjMZDHBttE+9s2tZctIP8PZBGGrEb9JT9Il3gLdmGwi7NASkXSEnGrCspqYS0fKYyIftNMZlhlIB9k5O872mVE6oq7KWpsap64Fh1qBrFfjrgzEltTqEng/utEQsGnJBSSG2xN0RD34K6fCfpuWoF1ffVJeO33ZKKOdeUqpcLllQtv0n0LXWbEXnGYNLquWuNdONuwi5hHwi4ZqkHlQMhHxCPhEQxW6bpuWVFAi6hGrQ7SAZCPsEqvbC7logJBsx6ppw6Rsxqppw6ZVlLcXzFpsRhV2sxbJZkC2m0hGfAz2FNm9ZYG58RECUhm6maCblFci43OQ/T3Q9Qp63GYdXkFPQDJWtzD+P0F3qZiyMxnlnRef5eqZ2wk6ytmXUbeVk/u384Ovv8+e+RniTgtBQVsu8rM0IevqcCpW467A1qmqQ1bX41TVIbbV4jEoef7BG3z/K59j78IMMcmCU9tKe8jNox+7yPqREn6bFru6mam+zip0Z0qdRKw6/MaWCnRXIrbVYmlcib6uBuWyGgp+D68+8Sifee1Fzh3eTcIn4DK04bOosasa0TcuZ3FigI+dOcrsQJG0rC9nL1iUxA0tJC1txG1KItZWUpZWMoKCjEPL2nyUe84cqyrdG6ePsTDQSY9fKEPXWYZup18or4yFBIaSLkYzXqaKYRb6M9w208cdh7fz1D0XeevZB/jUy4/z0v1X2NzfTt6qJWtoI2dUkLMoyQtaOiQDvT6B8YSX+Y4Uh+fXcufhHWXoHtrOSCaIX9uMYdUy5ge7eP/jL/PS43ezb3GS7qhMUtQRsrTiVNUitCxjMO3l0Ka19MZl0pKWbtlExqIirK6nXWhjKmJiZ9HBgaLAwZSafQk1+9IG9uYFbitInJ3Icmaqg9mETMqwhpipiY6AhYGkm4lCmM3DRXbPDbBzrpfFsXamS2H64gLtXk0ZuF49pYCZnlAZuH1hB4MxF9O5MNv7CpxanOau47u5cWovW8Y6iZpbiRpbSIlq0g4NWaeOdo+JDp+F7qCN7qCdTr+NhKDCr2skaGwiamkjZlWQFDXERS2DaT8bBgusLUZY159mfjDLwnCWia4IXVGRlKwlIanJ+0xMdsc4unWamVKWnMdGymkiLurxG9vwG9qIi9pboevQExM+VLrtfoHuiJOJjji7ZgY5tGmSxdFO+hI+8j6JpFTun0tJRjp8AoNxD7PFJDvH+jm8boodo4OMZZPErCaCRj1pl0jWL5H1O0i6LcRlExGHlohDR8SpqUI34TaS8VrpDMv0xsv2wvbZMbriHmLOcmKarG/FrmxF1qlwmz+0Fpagu3T44DWrCNi0hEUDWb+DoUKcrrgPf6WiZknhLnm6cZeVUirMSEeWnnSEgKBH0rXgNDRXoetbyiQ2tOEwtOEwKpAtOjyCnphHIBt2EffaCTiM1XLKoNNMtDJIW9rT9dr1ZCMuwi4B2aLHazcTdAqEXSJhl0ghHiIb8RN0CljUrVVrYWmnV7YZEExqbEY1Dqu+qnSHejvYvnE9MyND+CVbVemmfRIZv0Q2KFWhG3VbCEomfIIet6UCXUe5ASNcydANeWwEvDbCXhtRj5Ww20JQLm8w+CVDBbq6cgbDEnSrzRHaNnqyKd56/mkunzxK3CviEbRE3RbOHtnNn37zq+zZMEtENJWhW1G6bkNF1bbV4tY0IKvrkVR1SOo6hLZVeIxKXn38Af7oS5/mtvkpIqIJUdVEKRHkibsvMzvYic+qRdK1Md3fxQ++8RXefe4Z5nq78eoU+AzNuDR1FeiuxtJY9nQVNTUUQz7eePoJPv3qC5w5sJOET6gGfIiaJrQNy5gb7OTa6cNsGC2Rlg0kbUpSFiUJYytxY2u5hl1QkLSUA8yzDi1rC2XovvnUQ7z2+IPcf+EUi8MlepaUrlNPp8dM0WOlOyDQH5EYSXkZy/iZbo+wOJBn78wgdxzeztP33sE7zz3E515/mpfuv8LWgQ7aBX3ZWjAqKVjV5AUNnU4jfX47Y3EP88UUxzZOcueRnTx0+XYuH9nBaDaEW1GPdkUN06U8X3j7BV547AaHts7QE3ORsGsJWVpxaeoQ21Ywlg9yZPMkpahE1qGlz2WmaNOQ1DbSLbSyKWnh9LCLG9NB7h8PcWMsyMfWRrhzLMIdIxFuzBa4Pt3JpoSbdnMLSWsznQELA0kXk/kgmwfy7J7rYfdsN1vHc8x0+RlOCnT51HT51PQFTfQFTAyGbAxHHAxHJUZjLmZzYbb1FTi1eZq7T+7h3rMH2D5RIm5VEDO1khbVZCQNeVlPh7e8HdIdsFEKCnT6rCQFFWFjMyFDE1FzKwmrgoykI+M0MpwOMN+fY7Ijynx/hvX9GTYN55jqitITdZB160k61BR8ZmZKCW7fNsP6/nba/SJZt5WkZKx6ugmHrhqkk3LqSUp6YjYtCUFfhW4pKjPVlWT37FD5wm20i/64hw6PQLvbSs5hoODQ0+uzsTbhZqEzyf7JQc5sWce+qREmcwlSNiNhg4a000beL9EedJL1CCRlE9HKAC/q1BKRtcTdepJuI2mPhc6wTCnmYcvEELvWT9ARdZVPlS0KZH0roqoVl179n0O3skoWFHREJRMZn8hQIU53wk9Q0N0C3aBdX10b60oEGenM0Z+LE5OtuIyKalKa9z9AV9S1VMJqDHiEch9aNuwi6XdUgbsEsIhHICCZkExK7PpWPIKObMRNxG1HthiqQ7SQbCck28nHguRjQYJOAZtWgVHRVN1ecFkNOCuAW3q8ThvJiI/+7gKL66aZGOirKt2UXybjd5INOH8vdL1L0LXpyq/baSHislWhG/QJRHwCMa+NiMdarvKpKN7/CF3RovvQXjBp2+gvZHnnpZucObSXdFAmJJmIuC1cOLaXP//uN7ltwwxh0UjApqnaC17TGjzqepyttbjVDbjUDUiqOkR1Hda2VfjMGt65+Tjf/eKn2DY9SkgwYG2tZzAX54m7LzNeylYi6ZTMDffyJ197nzeffoKZUidudQte/RJ0V1WVrrFhGcplNfTEI7z73DN88uXnOLFnC3GPDae+Fa9FjaRrQduwnNnBTq6dOcLC2l7SsoGEVVHeXDC1ETW0ELWUQ2c+Ct2JQox7z97OW08/wutPPMRDl86yeaREyWejKGrpchnpCQh0+ZcUnMxQzMVYysdMe5TNAwX2zw1x5+27efaBy3z8xUf5/BvP8NL9d7JzpESnw0TBpKJgVlGwfAjdXq+NkaiL+WKKE5tnuX77Hh6+8wRXju1mohDFo2pEu6KGoWyU915+khcfu8GhbXP0xFxlpWtuQVbV4lSuYrorztHFSQaSbjo8JgbdFroELVnNGgbtSvYW7Nw9F+QTp8b41v0H+eaDh/j2Myf41PXtPLp3kEd39XHvhm52pfx0mltIWZvoCpoZSDqZzAfZ2p9j32w3+2e72DWeY74rwNqkncGQgaGQgeGQkcGAnpGwhbUxkbVRB+NRB7MZP1v7CpzeMsM9p/dx37mD7JruI2VXEzO3kraryEla2t1GOr1munwWSgEbPUGBTo+FlE1F1NhC2NBEzNRKyqYi7zSQd1sYzYTY0J+r1iUtDOZYHCkw2xmnLyLR4bXQE7TTH5WYLyU4sXWGTaMluiIuCn6RnNdGUjIStmrKPWeSmoRTS9plJC0bSdj1pEQjBbdAR1CkO+JkqivJbXPDHFqcYnGsm+GklwG/nQGfQJ/HwoDPylhIZH3aw46+NEfnhrmwbR2HZoeZzkfIOgzELWoyTgs5r4NiUKbgd5Sbmh3acjuzU0tQUhGW1MRlPWmvhc6wk+6Im4WRHnatW0tvOkhU0uOzlA+DHGoFboPmliHafwXdXEBiqBCnlPATEg3IxrYqdEOigZCoJ+6yUEqFGOsqMJBPkPTYyzaCoRm3pQ2vRfk70BUNbchWHW6rjojLSjbsIhWQPgSubCFSuUhbgu7SIC0dkkn4nbhtxuphREi2Vz3dQjxExO1A0CmrSrfs6epwVEogRUu5m8wlmomHPAz1drB1w1xlkFb+Wf8ZdMv2ggGPTYfLrMVj/bDbLeyy/L+GrmjV47DqqbGb9djMOqwmLYPFLO+9+gJHdm4m7hWJuq0kfHbOH9vLT777LfbMzxBzmAnZNASsCny2FjzGNbiUtbiVq/FoGpBVdTjVdTjUdVhaVxKwavnkS8/w7c+/x8axfgJWHaamWkY70jx87TwD+RhukxLZoGRhfJD/9s2v8vKjD7O2mMOrLTchuLX1OJWrcLSuxtq4ClPDclTLa+hLxfjECzd598VnObxzkZjHhsPQituqxmFoRd+yivm1fVw/fzvrRrrKbQZ2NWlBTcLYSsJcfnsasbSStLSQFhRkHBomizHuv3Cct55+mNeffIhHr1xgy2gvJb+dLreZks9Gl0+gwyOQdxhJWTWkBQ1pu5aegMiGUprD86PcdWo/Lz58jY+/8Ciffe0Znr/3Tm4b76MkW8mblOSMCjImBXmbmg6nkZLHymDYyfr2OKe2znLj1H4euXKSy0d2MtEeJWRow1y3nJ6Yj0+89ARvPPsgJ27bSH/SR9qhJ2ZuRWpZjke1mm2jnZzZuY6RpJcut4khr5mSoKWgbWZcVHEgL3DvXIA/uG8z//Jnn4R/+AH8+if8+q++whcf28+zt49w/7Zedqe9dBkbSJsa6AqYGEo6mc4G2Naf5cB0F4dmutm7Ns+23ghzGTsTUR3r0jYWcjILWScbMg42ZB2sTztYl3CwkPGyozfH2S2z3HfmQ+hmRA0xUwtpu4q8U0eHx0SXbwm6VnqCAt0+GylBRUjfRMTYUtm1VpIVdbS7razNh1kcLLChN8O24SLbRwrsGiuwWEqyNu5kJGhjIu5kKulhS0+O8zs2sGOij/6Yh46ARMFrJyUZCZvLYe5xRxm6GY+RtNtIQtKTlky0e0W6wjJdESeTXUn2rh/l9i0zbF9bYjIbZDwiMxlxsDHjYme7h90dHvb2BLl9ssD5xREubZ/k9nWDzGSD5B06snYt7W6Bdr+TzpCLgk+sQFdHTNQRc+oISWrCDg1J14f2QlfEzYbhErdtmKQ3U4ZuORtYgaRpQ9YrcZsV/4/QjTnN5ENyGbrJQBm6hraqteCzagg7jKS8drqTQUY7c/TlYiSq0C03Q3itqvL+vqkN2Vi2FySjAsmkwmlWE5YtZEIy6aCzCt1opZhyCboOo6Kai5sKOkmHXHgEU3WYFpKF6vZCRypK3Cdj16tu8XTLK2M6bEZ1dZjmdliIBd0M9XawbWEdMyODhJx2gpKNlNdJxi+TDchkg7d6un7xQ+i6rTr8lZjLkFyGbthjI+QTiPjsRD8KXdlMQDLiFbW4bB9RumZdBbqWMnjHu3N88rWb7Nu6nrDLWt2fu3j8ID/69rfZt7CerGwjZlMTsrThM7fhMbcgq1fiVC7HpV5VyVyow6moQ2heTciq4/OvPc8ffuZdpnra8Zo1mFvrmBns5IErZ+nLhvFZy2nzi5Mj/PSPv8trTz7KdEcWn2YNPm0DbtVqZEUdjuZ6hMZ6zA0rUC6rYTAT570Xb/LOi8+zZ8siIVlE1Lfitqhw6FvQt6xibrTE1bNHmR3qICUZiAsakpVF/Li5laSljYS5haRNQUpUkJQUzPTEuP/SMd589hFere1C4L8AACAASURBVEB35/QoxYBM1KYnJhgImTR4Va3IjU3Y6+ox1q5At6oGR2s9OcnE7rFeHjh1iNcfvYf3Xnyaz7z+Is/ec5Vtg910O83krWoyJgUZs5JsBbqdHit9QZG5QogTmye55/Q+Hr9+iktHdjBaCBM0tGBtWEZHUOKd5x7hjacf4OLBcsB63mEkbmhGblqOW1nL3pkBLu1dZCTiotNlpC9kpdOuoahaw4xdzf6klbsmfHzjoS188I/f5rf8hg8Afv1LfvTyMV4/Psxjt42xryDRb66lw1xPv9fAWNzJTNbL9sEMB2ZKHJotcWiiyP7BOAd6vezpsHCg5OD2wSgne3wc7RI50COwvVNgS0Zkd9bPgf4MF7ZMc++pvdx79hC7ZwYoOvXlf3yimqykpd1joCtgpDtoojtopCdkpctnI25X4TM24TM1Eba2kbApyIoGCm47E50hNg6m2NyXZf9oF7ePZTgxHufQcIJdRSebYxp2pCxsTbnY1ZHj6pYFjk/1MJVw0+MVaJcspG06EiYFOUFHWjSQkLQkvToSXh0RWU1CNpD32ekIueiMuJnsTnNgwyint0xzYLybzYUEM3Efm/IiJ4cl7p/18sCcn+tzIe7d0c5De3u5d+cgp2e7WciFKQom2u1WenwyfSEPfWEPRa9IVraSdJhIiEYSDiNxyURKtpBx28h5RYpBme6Ih01jvezZOElvOlANZPeaFdUGZ4+pXCfvt6oqucFqfGY1XrO6uhIWky3kgk76c1F60qFKjraKoN1AQNDjt5Vbg+OylY64n6HONKVshIjL+pEz33K1j8tSzmJYavZd2uGVzSqCkplUQCITkj9UubKFcGV7ISCZEA1t2LTNiIY2UkEnqaATt01bPRsOSGU7Ihf10ltIkgn7cBg1GNrWVDMYRIMa0aSpQndJ6caCbkrFNJvXTTI3OkDQYSPsEEi5neR8btoDPvJBF+mgRMJnJyJbCYhmvDYDbosBj0VfTWULO22EXQIRj0jUJxH1Owj5hLLydVmqLRflICBDuRXYZEA06qhxWI0IVgOCRc9Ef5FPvPosuzZOE3HbCFb8lqtnj/GzP/4Om8YHyLksRG1thKzN+K0tuM1NuDSrkJUrcKlr/wN0VxEXTXzlnVf5+ntvMlpM49S3YW6tY8vcGHdfOE5n3EtINOLQtrJ5apSfff+7vP7ko0wW03i15SAdp2oVjtZaxOZ67E2NWOtXoKqpYSyX5rOvvsg7zz3L7oUNBOw2JG0LbpMCUd2EYc0K5kdKXD99mLmBIinH70I3ZWkjaW4hJShIiwpSUivTpSj3XzrGO889xiuPP8QDF06xMNxLyKrH3tqIdc1qDHXLMdSuQLt8JaplK2hdtozW5cvQrV6JelkNCauRczs28+bjD/HJV1/g06+/yNM3LrPYm6fbafod6JazHKz0hURmckGOL05w49QeHr9+iosHtzGSK0NXaFhOQjTw0iN38cYzD3LX6YNsHe+jXbYQ0TTiaKjBrazl8MIYV/ZvYSzuocdrpddvpdOiokvVyKygYHdIxdVhgW/cNwf/xxf4Lf/Cb4Df/J8/4f0bG3n1UA9P7OjncEFixFpHyVTPkMfIRExmXdbHjoEMB6e7ODpb4thEJ0cGExwfDHB+3MfHZvw8tiHEo3NBHlwf5M4ZN0cGJXbkZHblIxzoS3N+0wT3ntzL/eePsHfdEEWnnpSl9fdCtydspC9io9tfhq7XsKbcHGxTkLQpyUsm2j12ZrojbBnNsqUvy5G13ZyZynFhKsr1uSR3jPs4N+Dg0oiHswN+zg4leGDzOHdM9bCQ8NAnWyiKJjJWDUlTK3m7tgrdlEdHwqutQNdI3munI+iiK+pmpjfD0cUJzu+Y5cTsIPtKMfZ2ODk54ee1C9N885H9fO3e3Xzprs184vIMb5yZ4KkDY1xaV2JbMUq33UTBaqTHI9EfctMbdNHpFcm5rKScJhIOIwmp/KRkM1mPjbzPXgG/kw3DXezdOMloR5yoZCAolHd1HZpG7Ko6ZP0afJY2goKm0nysqVyUam6BbsbvYCAfY7iYJOG2VYsuPwrdqNNCe9TLQDFJKRsh6rZVr89cFk0FuqoKZJVIxjYEbVMVvEHJXFW6Iae5+oRlSyXcRo9kUlYPJDJhFwm/A5dVg0fQEZBM1eu1XNRNKRcjFw3ishrQtzZiUjYj6suBN3ajugpdh1VfVbod+SSL6yZZPz5E0GEjItlJe13k/B4KAR+5wH8FXR1Bu5Gww0LIaSUk24i4BaK+ciX8R6G7lKLmE3R4bEZcFhOS2YDDpKdGtBiq0F031st7rz/HtvmJcq2wZCIZcPDQ9Qv87PvfYqI7TVJSExWaCdsaCAqNuM31uLW1uFS15XNgTV3ZV1TUIjQvJ+2y8c1Pvc37b79CXzqCQ9OCpa2e3ZtmuH72KPmQq7Lv18q22bX87Pvf5eVHH2S8kMSra8KlrsOpqkVsXYXQtBprQx3WVSvQ19Qw057nS6+9wrvPPsXOuRn8ZgNOVRNubQv21jqM9cvYMNTN9eMHme0pkHLofz90K9ZC1qEkLbUx1u7nxpkDfPyFx3nlsQfZt7COpFPEoWzF3FSPtm4lqtplKFctp23VKppWrKRh2TIaly+jbcUqlMtWoqlZTm80yM377+Yzb77Kp954icevX2BjT4YuSX8LdHOChi6XiW6fjf6wyGw+yPHNk9x9Zi9P3HWGc/sWGcuGCOnL0I1aNdy87wrvPvcoj189y5GNM7Q7zYTUDYgNNfjU9ZzcOlOFbp/XRr/LQqehjR51A3NCM3vDLVzp1fDWkRh/8f45fvtvvwA+4Edfe4OHd6R5ZkucB2diHErZGDfX0WuoZ9xjYjbmYmPWz57+DEcmuzg508OpyU5OjiQ50efh2kyYz9wxyZ/evI0fPH+U7z5xgFeO93Jpys2Rkp+9xRgH+jOc2zjBfaf28dAdt3NoYZyiU0/a2kba8bvQ7YtaGIjZ6fYLxO0qPIZG/OZmYnYlKbuKgmSiXbYx1xVl+2iBHf0Fjo51cW46y13zMV4+2MPnrm7kk3cu8O7FeV47sZYX9vbwxoEJHp4fZmfczbBooCQaydk0JIwtZAQNGbFcsLkE3aiz3JRc8NorgyyZud40xxbXcmH7FBcWxzk1muCe9SE+efdG/uHHn4B//Bn8/Z/zm1+8z09eO8NnL83y8tG13L2xhz2dYXrtWooWDf1ekf6Qi1JAotNrJ++2kpZNJCUDSaeBhGQgJZvIeCwUAnaKQQcdYYn1Q0X2bZpisidbbcHwW1XYVfWI6nrcxuZKTKWKoLCUNKYtg/cj0E37RAYLcUY706S8Ih6zGp9VS0DQV5+wZCYXctGXj1PKRoh77dUUMdmsqiSNqSvnwCqcJkXF7it/LSiZSAedZEIyYdlCyGkmUEkbC7us1ZSxjyrddEiu5h8sRUKGZAuZsEx3NkZ7IoLfYa2eAVezdSvAXVoZW1K6XYUUi+unmJ8YIeISCTpspP1u8kEfhaCPTFD+PdA14rYYcJu1hEQjUaelunVRHgLaiPjst0B36drOb9fjFUy4rWacFiMOs+FWpbtl/TifeP0m2zaUoRuWzBQiHp64+05+/N2vMd2bJelUErbUEbSsIiDU4TavxqOrw13JXViKdHQqV2JvWUZH0MV3PvcJvvjmS/Smwrj0CkRNM/u3zXP19GGyAQmvRYOka2PX/DQ//d63ee6BexjORvHpm3Fry9dHDsVqbE2rsdbXYV2+AkNNDQulbt5/7RXeffoJtk2vxW/WIaua8enaEFvrsTSuZGGwm2tH9zPdlSUtGUjYtSRFDTFzBbqVaMecoKQgqcmIbUwWg9x3/jDvPf8E9144TWckjNugx6ZoRVO/GlVdLS2rltNSu4Km2lXUr1rB6uU1rFm+AnXtagwrV6OvWYF19QpO7drMp197ns+++SLP3HMHm/rSdDrVFGwqchYFGXMrObuKLreRbr+FgYjITHuIwxvHuHFmb1npHtjCWDpIWNuMbfUyArpWnr7rIu899yjP3HUHRxemyQkGQqp6pMYa/JoGzu5az9WDWxmNu+n3CgzJFroMbZQ0DcyKzeyPtnC+uIZ7p1r47I12fvUX78K//YJvvHCBR7fFeXzOxX3DLg5ETYxqVzBgbGDaZ2NdzM2mtJ/9/Tlun+zm9HQPZyeKnB6JcbzXwd2zfn7y5hn41R/Db/4SfvUL/uzdqzy2NcrFAQ+3l+IcGc5zcfMUD507xAMXj7J//Qjtkq68tidpyTl1FL1GOgNGugIGesImBmJ2SkE7SYcGj6ERr2lNWekKyjJ0JROz7SF2jrSzq7/IifFuLk4neXh7ii/fu4V/+dHH+de/+Q7/46++zd986xW+fPc2Pn9mPTc3jrIzaGdc1NFr15O1KEmaW8mJWnKikZRDQ8qtJenREpfUpF0mCl6BzqCd3rjM+v40RzcOc2HbWi5vGefiTJ6nduf58aeuwge/5AMo2zYf/O/87fsP8+Ur63jl0Aj3biyxpxigz66iaFGWh29hmZ6gRKdfIOcyk5bLA7ykpCfh1JNyG8l6LRQCAl1RJ71JD/PDHezbNMXa7vSHLRhmBQ5NI5K28RZ7IWTXEhR0+K2aqr0QtOuJyRaSHoGBfIzRzjRJjx2PWX2L0vXbdIREI7mwi958jFI2QswjVLNzXZUG4XLFurqSrav8SAKZhoDDWLUXIi5rdYPBLxqqWQwOowKLeg1Os4q4TyQbceN3GMtNFjYtAclE2GUlFZToTEdoT0QISLZq0tjSME2qDNAcleGVZDMQ9jkpZuMszK5l48xawi4Rv2ghHfCQDXrJ+j3kQm4yISdJv1h+jbdAV0PApivnYjjNhN1WIl6BsMdK2C/8jtL1Vw4rPDYjbqu5bDFYjNRINhN2qwGrWcfBvZt54+Un2bxunJjXTlS20B0P8MRdl/mzb3+FuYECSUlJwFSL37wKv3U1LtPqcnOEugGXug5ZXYusWoWsWonQXEN/MsT33/8Mn3nlJj3JEE5dKw5tCyf3b+fa6UNkAw48ZhVOvYIDWxb42fe/y80H7mEkHydgbsOtb0BSr8KuqMXaVIulsR7T8pVoa2rYMjTEF197mXeefYJd6ycJ2Q24tC34DApERQPmxpVsGOrm6rH9THSkygHmou53oJuxKcgLatodarKigtmuCA9dPMZbTz3ItslxvEYTsk6HoakJVUM9LXWraKxdQd3K5dSvqKF+RQ1NtcswtzQSNmrIWvTEFU1Emley0Bnn3afu40tv3eSlh+9k62iedklF3qYgY24hZ22j3aGm022g22+mP2pnsj3InvWDXD+5m8eunuTOQ9sZSwWIqJsQ65fj17bw+JWzfO6Vp3niylm2D/eQs+kJKeuRm5YTNjZz54EtXDu0jdG4h36vjSGXlZJFTVFdz5SjlR3BNZzKrOELF/L84/eO8cGPHuDfv/cIv3ztMJ8+1cUrWyPcN+Rib1jPoHoZA4Z6pv0V6GYq0J3q5sxsibNTRU6PRjjeK3DPnItffuke4J/5V8off/WHr/DSnizXh1yc7ktw+2iRy9tmeeTCEe4/f4RdU33kRDUpSwvZ/wDdTr+BUshIf1SgJ2gnJWnxGtfg1jcQsrSQFFQUJAMdkom5QojbhjvYN9jNuek+PrYhzSsnevjFZ67Db34K/BPwa/gff8GfvHAH71/cxM2N/Wz3GVjrUNPv0JG3qEiZ28gLWgqikbSoIeXSkPKUyzKX9m67QwL9CZn5vjhHN/Zzx/YxLm8Z4dK6Du5eSPEHTx+Cf/kpvwb+FfjNP/0lf/b6JT53boIX9w1w94YudhcD9DrUFKxK+vwCA2EnfREn3QGBnMtIWjaQcRlJOrUknFpSLj1Zr5mcz0JXVGIw62PDSAd7N00x1Zsj4xMICuUwKqeuCUnbiNvYVFG66v8p6I53Z0h67HgtGgKCnqDdgN+mw2ctq7x82EVPLkp3JkzEZa1C110pslwCrsuiQjK2IRnL2Qxuq5qAw0g66CQbdhF1227Z0116O77k6S6FmGfCLoJOc1XtLtkLyYCDznSEjlSUgGSrHkhY1K0IOuUtK2NLSjfsc5JNhJibHGFx/RQht4hHNJMMuEkHPKR8bnJhD+mgVIGu7Rboeiwa/DZVOSxeNhL1Won5BcJe8/8UdF1WE06LkRqnYC5D16TlxPHbePO1Z9g4O0rYZSUqWxlIR3j2nqv86R9+hbmBIjG7koCxjqC5Hp+lAdlYj1uzBrd6TRm6ylXIqlW41CuxNdUw1p7ih1//Iu/efJxSIoika8Wpb+PK6UNcO32YQlgu1z6bNJzat5Off/+PePLu6/SnQvjNrfhMa3BqarG1rMDYsAJTfR3aytv3HRMTfP71l3n7+SfYvThDWDbj1Lfi1LdiaatD11hOGbty8iDjXRlS/wl0szYFBUFNQVRRkJSs647x8MVjPH/vVbojQexKDaJGh7axCUVDIw21tdTV1VK7cgUtK5ejbVyN36ZlNBtk33gn5+cGuDjVzbmxDBfWl3jvsSt84fVHuXn/OTYMJsk6FGQtzaRNTRTsbRSdajpdWrr9RvojAmsLAfasH+Taid08fvUkVw5tZzzhJ6RoRFy9DL+6mbtPHuTr777MfacOM1tI0iGZSRha8bStIm5VcOP4bq4d2s5oxV4Y9Fgo2XVkVA2MiG1s8jZzsdPI33/uDPz1NfjmAX58NcXnbzPxqb0u3t6d5N4RH9v9avrUNZT0qxn3mlkXd7OYC7JvIMex6RJn1vVybq6DU+NhTg7ZeWRbgP/+/nXg7/h34IN/+3e+/9a9PLstyqVhL7cP5jixtpOrO+d55MIRHrh4lN0zAxQcGjI2xS1KtzxEq3i6URs9QTtppw6/uRmPsZGQtZWkoCIv6uh2WpjNBtjZl+fwcB9X1g/zyI4in7w0yF9/9Tr89md8wL9WhoV/x/eevsjnTszwxMYutoZ0jDkU9EkaClYVGYuCgqAjLxjIiFoyLi0Zr7ZcuCnq6fDaKIWsDKYkFgZiHNvYy6XtI9y5ZZBLsx3ctTbCK3vz/NVXn4QPyr/ze596mnfOjPP2kUGe3zPAtbkOdhVD9Dj15AQtJb9AX6i8ftgbFmn3mknL+vJBj6wjKetIufTlqEu/he5YGbrzw+3sW5xm3XAHuaCDkF1bVrraxnKVfNVe+K+hmw04GGpPMNGTJxtw4rVq8VWUrs+qrSrdbFCuQvejSrdc167BbVXjFcrersPQimRsQzaX83QDDiOZkEw+6rnlQGIJUF67vlrX47Zpq9ANyZZyvKJdX1W6Cb+DUi5OVyZ+S/6CWdWCTatAsuiwm7XYTGokmwGv00bEL5OOBZiZGGbLwixBjwO33UTC7yLpd5Hyu0kHXaQCDuJegbBsIeiw4hNMeKxGvFZtJZVNS1DSE/VaiPltFejaCPnst9gLgYqK9wlmPDYLbpsZ2WqmRrabkGwGbEY1p0/t5/VXnmR+eqgcLOyyMpCJ8sIDN/izb3+Nmb52IjYlQVMjQUsjPksjsqEet6YJt7qx7L8qyyrXrVmJeU0NU91Zfvj1L/LWUw/TmwpXApLV3HXhBHcc20c2IBEQdHgtGu44tp8//6Nv88Dl83RFvfhMbXiNTTjVq7E0LUdftwxDXS3qZSvQLF/Bbetm+Pzbr/LG84+zbWGCoNuMZGzFrmvG0FqLvnkV60d6uHzyAFN9BTJOA0lRS1JUfwhdSxtZm5KCXUNeVNEua5jvSfDYpRM8efUCHQEvXoMJUaVF3bCG5to6WhoaaVi9muaGOsytTeR8EhuH8hxZ18v17SM8sXeSj59e5PMXt/Depe188fELfPnl+3jhntNs6E+QdSjJWVvIWVvIC20UHEo63boydKMCk8UQ+zYMc9epPTxx/QxXD+1gPOEn2FaPVLcMv2oNl/Zv5xvvvsrlfTsYT4boksykDC34FbVkJT0Pnj3C9QM7WBvzMOS1MOwz0SkoSanrGHEq2ehXcDxr4H995yT8+QX+r1cH+NbuRr6xvYVvHgvy+vY41wc9bPa2UVLV0KWrY9RjYC7hYlMhxJ7BHEdnuzmzoZfzG7o4PRHl1IidB7f6+PIDc/zDTz4J/Dt//dMf8sDOPm6M2jje7+PAcBe3r+3kys51PHzuEA9eOMKB+RE6ZAMZWxsZSU3OqaXoNdATtlAKmekJm+mLCpQCdrJOPWFLGyFzC3FbOT8jL2jodpgYCYpsyEXZP9DF9YUhHt3dyTsnO/jOQ+v5559/nN/yd/yWD/jV//ZzPnfHbj6xf5jHFtrZGTMw6mil16GiYFOQs7TRbteQF3RkRQ05t46cV0/KqSXjNFJ0WyiFrAynJDYNJTm+aYBL20a5smWIO2c6uGvIx72DGl4/XOQff/Z1+M3f8ua1rTy1LcZr+3p4YW/5+3Z0RCg5jeREHV1+G6WQyHDCQ1/USTFoJeXWkZL1ZNwmsh4jaY+BrM9EMSLQk5AZyHhYN5Dj4OIMG0a6yPoEAlY1XlMbDnUjoqr+90BXW4Wu5yPQTfsc9OWijHZlyQac1cDzJegGBT1hh4lMQKI7G6GvECcTkqt9aB+Frs+uQzYrEfUtOAxtFeuhDN1s2EV73EfCJ1ah+1EVu5Sn67Xrq9Bd8nuXPN2g00zcJ9JbSFLKJQlINgSdEqOiCZOyubw2ZtJgN2kRzVocZh0eh4WoTyYbD7JucoQdm9YRcNnxOizE/S7iXpmkv5w29lHohiQrfrsJr81Y/idk1xIUdQQlA1FPGboRr4WIz0bYJxB2l6Ebksu+b8BR3i+uQtdmpsYpGHFY9diMai6ePsSrzz3GwlQZugmvneH2JC89dh8/+OZXmOhtJyCo8FrW4LM04DM14tY34NLWIWtW49KuxqlahVO9CoeynHY105PlR9/8Iq88eg+lRBC3UYnXquOha5e4eHg/KbeIz6LGZWjh+qnD/Px7f8h9F8/RnQjjs2jwGFtxKOswN67AsHo5+pUr0K5YjnbVcvZvWs8X3n2VV28+zOL6UQIuI05TM6J2Dabm1Zib69k01s/V4/uZH2qn3Wck7Sw358bMrcTMLSRNbWSsyvIfl0NLu9vMXHeax6+c4Ylr5+iN+/GbVBgbV6OsW03LqtUo6uppWbECzepaXBoF/QkvB2Y6Ob+pyD1b2nlmZzdfPjfLjx7Yyp88uIvvPnac7zx/jdfvOs7WvhRFSUNeUJK1tZETVeQc6mrY90BMZLYY5MjCOHefPMiT1y5w54HdjKfCBJT1uNYsx69cw7mdW/jaGy9zec8OhkJuOkUdWWM9IVUtnR47T95xjrv372JD3Mu0z8yE30i3dQ157TJGHI1sDCrYGmzm2a1p/v61rXznpIMvLK7m+4dkfnhxiE8f7ufqiJuN7ma6Fcsp6dYw5tYxlxDYVAizZ7jIiflOziz0cG6+xKm1cc4MClwf0/PoopNP3L8d/v2X/C9/8AYn+23c0aHiYNHJbYMdHJ7o4vLOOR45e5CHzx/myMIo7ZKalKWRdo+adreabr+R3pC1nNsQLh80lAIieVFP0qwgY2wjb2wjq26k3dBCxthCSttMyaZjPi5zdiLLgzu6eXFnns8eTPDjjy/w21+9DPycv/nh13jp4Cxv7CnxzMY8B5Jmpl0aBhxqirY2srY15MUW2h0q2iU1HS4dHW4jeaeevGygw2OmJygwnHCzqT/HmcVJLm+d5MrmUS5PFbhzwMV90zLP7w7xy48fg5+/xLcf28bX717PN65M8/xtPZwfz7C9GKZL1NAuKGj36CmE7QzG/PRHXBSjFhI+NVnZQrfbTqfHSNatpxC20RkX6Uu7GUq7Wd+b5dDGaTaNdFPw2Qlb1YStanyGVqRbBmnKaiB7wKbCZylX6PhFAxHZRtwt0pWMMNRRIOMVCZoVBMxKQhVlHBD0hEUjmYCTrkyYwY4UmZBcVbpLjcBLn50mJXZdC3ZdS8Xr1eCz68mEZAoxb/nst5K/4LZpcVk1eO36WyrXlzzdiNt2S8VPSLaQDEiUcnFKuSRRj1QNvVk6BZaMWhz68uM06nFbTERkJ+2xCBsnx7lt0zxRt4OAaCXhlUl4ZVJ+N5mgi3TQSdLvIOq2fTjsEw2VVuTKcYRsIeq2EfMI1T3jpa63pUCcJbXrEY3V4B2HVU+NuCTDjWounTnMqzcfZX5igIjbRsJrZ213jjdvPsYPvvVVRjrS+GxKfLYWfJZGPMYGPIZGXJrVOFW11UdSrsTeuhxTQw3zQx38+Ftf4vkHr9MV8yEbFAQEA4987E7O7LuNlMuOz6LGqW/ivjtO8ovvf4cHLl2gOxHCa1bjNrTgUK3G0rQCY91yDKuWo1m+DO2qFRzZtokvvPsqLz/zIBvnRvA59Uim8h24qbkOc3M9WyaG+NjJgyyMFCl4jaQkFQmhHK4SM7eQtipImltJCUqKbjNdfoGZziQPXjzOub2bybhseAxKtA21NC5fxpqVtTSvrKVlxUp0q+vIyw429mY5MJnl/HyKGxsiPL0lybfumOAvH1/kl0/t5sc3T/InL97J2zeOsr0/QVFSkbMpytC1qyg4NVXo9kftzBYCHFkY555Th3ni2kWuHdrL2nSEkKYRd9MKAso1HJmf4fPPP8MduzYzEfPS6zKSFZtIWRvpD1p47srt3Hd4G+vSfiZDdqZDFnrtLeS1K+kXGpn3q9gcbOX+6TA/fXA9n96u51Mb6vjuPic/PDvIH56f4Z5xLxtdjfSqV9JjaGHMY2AmIbAxH2LfUAcn57s5vaGXc3PdnB6NcLrHwvliI3f2NHL/YoB/+u9f4Ouf/Bjbsys5mlrO7QUr+3pSHJ3s5s5d63jo9H4eOX+EYxvH6HRpyVjXUJAVtLvUlPxG+kI2egI2egMCfSGR/pCDTqeBjKGJtGo1OdUqOtQr6TWspqRfQYdqOZ3KFQwa6tgU0HC638db50f5mz/az7/87X5+/c8n+O2vbvJ3FXeicwAAIABJREFU37qPd44WeH1nnMcWiuzL2Jl0ahl06ukSVRSEJopiM+0OJUVJTadLfwt0ix4TpYCNwZjMQm+W05smubR5gssbhzk/kuBih5G39mT4/o1B/u7VBfjOBf7pvf38/duH+NZdszyyKcWpoRhb80FKkp6CTUWn10wpKjIRdzObdDKaNNIXUjLm1zHpNTHkNdDnN9EbFeiJiwyk3Qwm3azrzXB4cYYdkwN0hWWigpaw9f9m7Lyi467vbT/qfTS9z/yn964ZtdGod0uyZblIsiXLvXdb7r33jnEDDMY4JmBqnJBAgBB6SQgEEiCckJtyEpJAOECAwOc+jKxAcs8950FraeltHvRZe/bvu/dW4tMW41D8d9BNtZF5jUpCVh0xl0Cpx0pzRQlj62pIBlyEBQUho4KwJWVJpG529VQEnDRXldBWU0pZwI5DLxsZp0w9pHlHJtvdJiV2nXRkLViFR1ARsOlG7YUbpTdBmy7lBY/c4tr1Mux6GV6LhpjPSlWJlxKvZRS4N+yFuN9GQ2UJbbUJyoIeHAY1ellR6k5Xr0qdjmlV2LUqnHoNXsFAxGmjJhZhaOJ4Fk0foMzvJmQz/wt0PVSGXZQHHcS8IxbDDZtgpBntRrAj6hb+l9A1cEPc2kyaFHRtI92TOzet5MptN9E7tpkSj5kyn5W+MQ1cv3oHrz37I1oSUXwmKQFzMQGhkICxCK+uAIc8G7ssC7ssC5s0c/R3fb6IGd0tvPXcD7n1yC5qwm4cagkxl5lbThxi9dxZlLoshKxavEYJR7ev4+2Xn+XYjq3Ux4J4DQrcuiLsiiwEcQaGvHT02akbXU12BusXzuHRB65y54XjDEweg8+hwW2S4DHKMIhzMRR9Hbp1JL0GyuxK4mYZJYZiYkYx5SMWQ4VVQY3bQK3XxOT6MrYvm83Ehgq8WhlOnRKVuIDi/HwKs/MoSM+iQJRG0GhkQVc7W2dMYOu0BnYNxDjc7+V0n5MfrKzidzdN4g+3zeWtiyt4/coOHji6knlj4tQ4pFSZpVQJMpJWBXVuLQ1+Aw1BE60RM5OTAVYNjOPoxpWc37edg8NLmZCIEdMW4y3MwCvOZmF3G9+79TS75w0wtdLH2KCeRr+Cekc+k6NKHjiwlIsbZzOzMcbEuJO+EjPtDjkJVRZt5mKmBrVMD8rZ2Gjj7fOL+ePtAzw+T8lTsw38fEMTr+/q43SPj6m2LBqlaTRqJYz1G5kYNzMtGWR5Zx2bprSyub+FrZNr2dQRZG1SycayTI41FXDPfD+f/up23v7ZEY6t9rC2LZflFVKW1vpZ1dPAvoVTOb1xGWe3D7Nu+nha/DqS1mKqbMVUO+Q0+/S0hcy0BMw0+wXaAmY6QjbqrXKSmizGu6TsnpDgphlNnJqa5MTEKPvbPSwNSenTiuiWiRgQCnj85rnAncA6+K858PsV/O7+qTywxMbVOQGOTalndtzKOKeWVpuWBouMBksRjXYJtQ4FtU4VDR4ddV7DKHRrPKm0XFuJk6lNFawb7GbbtHFsH2hnS2ectaUyzvSYeeNAK3+7cxKf3DOVt47U8uTGCu5YUM7RqTHWd0WZkQzQ5jZSI6hp9pnpCpsZjAssqrUzu9rAULmChaVyFsY0zCy1MDVuZnzEREeJha7yFHR7m1LQXTY4gc5EhFK7jrBJgUct/h+gK8NrlP/zIc1jpbWyhI7qCqr8TsKCCr9RkTovE1T4zVr8FgNlASdNVVFakjFK/akwkkUtHh2f9Fk0BEZA6jTIsajFI+dk6m94ujGvZdReCNh0o7tplpG+Bp9VS4nXQnXcT9xvG/V9gw7DKOBqSkOMqU9SHvLiNGpGU2k2vQq7ToVdq8SuVeLUq/GZDYQdFqpLQgxNTCndMr8bv8X4Degmwl4SkZTaLfXbRsF74zN9Hbz/W+j67AZcVsM/C29u0NdiULFn6zB33nKSiR0NKaXrtTKls4nv33sXP3v2SVoqo/gFGX5BTNhaTMBUhEebKrmxy7KxSbOxSVMdCVZJJoZ8EbN62vjlcz/kzL6tVIdc2JRikiEPV86fZsHgFCJOM0G7DrdRyv4tq3nrlec4vns71VEPLm0xXoMYuyITS3EGxvwMDDkZyEUi1FnpbFg0l0cfuMqlc8cYmDQGj02FyyTBpStGX5SNvjCH6ePa2TdiL1R5jJTZVcQtcmJGMTFjEWXGopE14FSGv9ZrYlJdKXMmtBOzarBI8vBZDDRVJ6iIx5AVFiHOykJXVEh3dSW75gyyZ84E9s5q5MiMci4trOB7axp4YnWSdw6N4d2bB/jpTbN56949PHx8JXPbw9Tai6kySkiaZdRYFdQ7NTT7jTQHBVpCAr01KaV7fPNqzu/bzv5VSxhfESWuleAtzMBTmMmyCWN4/I7T7F/Qy7wGP0MVAlNjKvoDhSyr0vLM8WV8Z+c8httLmVHhZlrcRJdDTrUymw6bgn6/himeIubHZLx1zyb45XF+uS/Ck3NVvLa2kjd2dHP3jDiD9mxqCkTUaSR0+gUmxi0MVQVY2VHPxknNbOltYltPJcM1RrZUSTjTqeWhITs/WhPkT0+tAC7z5d/P8asXN7Kj18n8hJlV4+rYO38K57as5PyONWyY0UNbwEjSIqbGIaPeraLFr6ctaKYtaKElYKEjaKHNpaZWn8PscoH7Nk7lnYub+I9b1/DbW5fzu7NzeO/EdF7c2MXpFhNzjSL6ZCI2NFp558k18Jf9fPRUDz896uGRFVYuDxi5PDvOqaFmZsXMjHNoaLNraRJkNJrFNNml1LuU1DpV/6Z0a7wGGv0m2qJ2BpoqWD84nq2D49jc18zqlgh7x0Z4ft8g798xj9+e7uadw008sTrIPQuCXJib4PBAGWu6Ikyv9tHqMlBlUNLmMdNXIrCoysi2sW72DVSwb0olhyYGOTjez7aOIKsbPQxGjfSEBbrjbrrKAkyoL2fp1PEsnzaRcdUx4jbtCHSLcSjz8RqKCQipvbeITUXYqiRkURAQ5PiMUsJWNXGXiQqfjabSEE2lYUpdZvxGBU6NBJtKjCAvwqaR4zJqiPkctCRjtFbHKQ86sOukKeiOgPUGmG5Mr1s1xTgNcrxmNSGHgUTEPVrveMPz9I8A9+sT7H6bjpjPSiLqGe3avTHtc2M9OBkL0F6XpDLix2XSjhaZW3UKHHoVdq0Cu1aBy6DCK+gIOwRqYkGmTRjLvIE+yvxuAlYTca+TMr+biqD3G0q31G9Lnc5+DbqjHcAjSnfUYvBa/p/Q9dt0eG0G3DYjDrPun9C1GtUIOgV7t6/h0vkTjG+rpcRrIe6xMDCulcceuMpPn36cxrIQAbMcn6mIsFWM31g4At18nIp87LIcrJJs7LJcrNLUbMzcSZ388rkfcmrXRqpDbqyKIuriQa5cOM1Az1giLjMRlxGXUcrezat448WnObB1PZUBOy6tGL+xCJssHXNxGqaCNPQ5aShEIrQ5mWxcNJfHHribO84epX9CKy6zAru+CLdegq4wG01eJlPHNLF79UKmtFeTcJkotaqJm+WUGIqIGQsoMxVQYS6i0qogYddQ5xMYn4zSWurDJs3BIskl7rMxsbOF5poEMb+bqMNCY4mfuWOb2T2nn71zutk/u5EjQ6Wc6PdyZWaUi5OsPLe5gZ+fGODl0wt4+76DPHRkBfNagzQ5JCSNEqoFGbU2JXV2NY0eHS0BEx1RK321YVYOjOPk1jXccmAn+1YuZlxZmIiqiEBxNt6iTFb3dfLUpZMcXjiB5W1+VjRaWFurYn29lsOTwvzi4laeObKcvd2lDNc7mV2qocdRTKu2gPE2JVN9GnqtWRycGuerX98F7x3mvx7s5IU1al5Y4eY/Do7jha1dLC2RUZkjololoc1rYnyJmaGEl5VtSdZ317Kxu4q1LS5um13F/7lzJe+fncEvt9by/GoXT+3189Gby4GLwPc5t76J/pCUlV017F8wlQtbV3Fh+xo2Tp9Ae8BAUiiiwamg2aOhzW9gTNDMmKCVjpCDrqCFNpuEvqCKb6/r4+PrR/n42jY+vbqaTy8v4pPbp/PJrYP8/fwgr61r4FhCxjy1iAGZiDWRYu6Z5ue5FSFeWRPisYVBrg6EuTwjyZXFnWxuCdGuy2eMRUmLWUGTSUyzXUadM+Xp/ru9YKQpaKYt6mCguZJ1A93snNHD9qlt7Oxv5Ht7FvFf3znOn+5YwbvH+njz4ESe3dbBd9d3cHl5FwcGkgyPLWFGnZ9Wj5akUUaH28TMMis7e3zcta6TFy/v5Y2Hb+WVq/t4+ubFXFnRzu6eMHPLjfRHBCbGvIwvjzKxtoJFU7pZOtBDZyJCzKohbFLg0/z/oRsyywkYJamidaeBUqeJcreZcpeFkKDBoS5GL85GXZCJMj8LVWEeWkkRfpuJlmSM9toyEhE3ToMcm1Yyqma/7u3emOxxGRWjO2mJiJtkiZdSv23UL71hL3jM6m88pMV8Vioj7lFP9wZ0wyMJtup4kLbaKiojftyCDkElxagoHvF0ldi1cuxaOU69Eq+gJewQSEb9DE0cx+IZg1QEvYTsZuJeZ+pyIeilMuQeTc2V+lO3uqmmMc2oRRIZiS7/b6Hrsxtw20yp0huTBpFT0GI1qBE0co7s3cytNx+mq6kqNR3itTBzYidPXb+Pl558lMqAA78gw2ssICAUEDAW4tEW4FTk41IWYJflYZVk41Tk45DnYchPY+nABH757GMc2rSKSr8dh6qYMdVlXD53igljmom4UiURPpuSA9vX8POXnmHn+tWUeS14DMX4DIVYpWkIYhGGfBG6bBHKdBHGgjy2LlvIDx/8NrfefIiJYxuwGSVYNQW49RL0RdmocjLobalj9+qF9LVVUek0EbeoiQlfg66QT4W5kIRNSaVVTdKlp9ZnJqCXYCpMR5ebRrnfSt/YZlqSpfS01DFzfBuzu+pY2dvGjjkT2DOvi/3zmjg+N8nJqRGOtFs40Wbi2uIkj26byKu3buCNe45w/8EVLGgN0+qSUWOSUiOklG6dQ02DU0uLz8i4UidT66Msn9LF8c2rueXATvYsX8i4sjBhZSHewkx8RZms7e/kyYuHObGkhw3jQuzucXJuwMrtSyr4zsEZ/OW5O/nFvfs5P6+W/d0uVtcaGfRKGW8SM9GiYJpHyRRLOrevboGP7+aT15fy2ZPt/OFCgCcWK3lzVw3PbW5icaiImkIRSY2MNr+V7piFaZVuFtVFWd5cwtwKgccPzoXXLvHlY7v4zxMT+Muhdt5bH+Inw3o+uT6OL97ayGO39rKmw8SCShMrO2s4tHiI85tXcevOdWydNYnOoJFqczFNbhVtfj1jgiY6Qmba/RY6w046/CYatFlsHBPh9/fu58tHDvLFPavh7oVw9xz+cdc0Pr91Atw2kb8d6eLaOIFho4h5yjQ2h9TcOibA43OreGFlJT+YH+K+aVEenl/HfYsauH1GI7NDetoNxTTqxDToCmmyyKixy6lxKGlwf9NeqPMaaQlZaC9xMq01wdqBcWye2snOwQ6+e3AVv7t2iL9d28P7F5by++MzeffILH62fxbP7FvAfRtncXiomdXj4sys99DmVVEtiOl061ne4OfKxi7ee/wYfPwu8CnwZ77681M8d2YuRwbjLK0RmFFmY2p5mN5EOX311SyZOp4lU8fTXh4kalaloKuV4FIVfAO6N4AbNCsIClJCgpSYXU2pQ0eJVYtfL8etEmOW5qErzEKZl44iLwN5fhayvGyKc7MwyMVUhpy0VsdIRNypGLA+ZS24TUo85tS97g17IfV31ajarQg5qYn7KQ86iLhGSsKtWjwWDW5BhVUrSbWMmVWjSvdGGc7XH9JKvBaSMT/NyXKqSoJ4LYZvbKQ5dIpUn69OOjoBH3GZSEQ9TO0ew9JZQ1RFAqP2wj+h6xm1F8oCduI+KxGXaVS9+61aQo7UlNn/BN3R9WOHcVTp2kwaRA6dCqtWiVmt5NzJA5w+vJsx9RXE/VbiHgtz+rp59vsP88IPv0+J04RfkOMxFOI13LheKMClLMAhy8cuzcMhy8chz8cqyUEozGTDwum88/KP2L9hBeVeKw6NlJ7mOu48e5LerlaiHgtRr0DQqePI7k289eoL7N40nIKuLuUZW2XpCEUiDPlp6LJEqNJFmMUF7Fy9lB8++G1uOXWAno5abPpirOoC7OqiEeim0dtSy/51S+ltraLCaSRuUVEiyCgxiEehW24upGJE6VbYNYQNMqzFOZgKM9HmpuHWiBlXX86EliRTOmpZNLmdVX2tbBrqZM+Cbg4s7uLIolbOLmnh3jVjeWBZG3cOVXBpThXX1vbw8m07eO2eU1w7MMyCpihtDhk1Qgq6tRYZ9XYlje4UdDsjNiZXB1jW38lN29dz+5H97Fg0l+7SMCUqMZ78DKLyArbP7OXHdxzl7MrJ7Okr59RQkPvWefnVQ+v5+29/BJ+/y6e/f5LnLy7n0uIEB8a5WBCRM8GQR69ZxkyfiqlmEXdv6oB/XOGDt+bz95938+UL3by80cRTK53cMcXIDEcGdcUi6nRKxgSddIUt9JZYGYhameSScW5RJ7xyB188upP3jo7lvV0N/HFrHb+Ybea1BVp4ZBbPH2lkVU0ua+t0bGrxs2VyC6eWTufS1tXcuWcTu+YO0B2xUm8ppsWtoiNoZExIoD0g0OxOnYK1OVTUykWcGmrks++fhOs74NoyuDobrgzy5V29fHVxHNw2lq9Od/DUNBe7XVnMlok41RXinRPLeXJVO3+8MIfXtjVxX7+dR+aW8eDcBN+eW8/ejhjjjRLqVYU06MU02eRU22RU2xTUe3TUj0JXm7peCFsZE3My1FrF2sHxbJ7axe7BMbxwZgv/9dBRPrq8gT+dmMEfDk7lD8fm8fahpTy7ayl3D8/g8LQ2hseVMqvBwxifghpTHj1+AysbvNyxoo73nz8H/CV1U8yX8NnPePrMIPv7vSyrNTKrzMJAeYDe8jj99VWsGJrEssEJtFcEiQhKQkY5fp0Et6owBV2TjLBFQdSqTClcQUZQkBIWJMTtKuJWNQG9DJdSjEWaj74oC31xDrriXBR5WUhyM5EX5CLOzqQoMw23oKa+PEJF2I1HUOEyKnALSlxGJW6TGp9Zi9+iw2VMLQPfALLPoqYsYKc65qMi5CTqNhOyG/FZRi4YTCrMajFmVSocEfNaSURTD2k3xixvxIBjPgsVYQ/1lXHqKmL47QIaST4mlQS7QY1dr8SuSz3KuYwKPIKaqEsgEXbT29nC8jkzaSiPEbCavgZdD5VhN1VRN4kRiyHutRJ2GvF9TcUHbHrCTuFr0DVT4jUT+Rfo3og6BxxGPDYDTrMOu0mDyK5PQVfQKLnrws2c3LeD9tpSYl4TMa+Z+YO9PPvo93j+h49Q6rPjF9R4jTI8ejFubT4uVTZuWQ5uSTZOSRYOSTZ2WTZCURqmojT2bVrJ2z99hgNbhkmE3dg0Mvq62rnz7Cn6O5uIu82UuAXCTiMn9m/jFz99ht2bVpHwWPHrpHg1BdikGViK0zEWpKPNTtkLZkkRezcO8/37v8WF4/uY3FKDRyPFrizCqihAX5SJJl9Eb3s1e9Yton9MNQmPgbhNScwip0QQExPElJrFqfl1e2qFttSqwa0UY8jLwZiXhy47G02miBq/nXm9Hcyd3MyiyU1snjmWfQsmcHhhO8cWtnHTglYuLmvn/nXjuL6xi7sXJrlrZgV3rxjLMxd28NI95/jWvg3Mayyj3a4mKUiptkios0tocMlo8qho8eoYExLoqXCzvK+Lm3dt5cqpk+xZspixQS+VqmJCBVmUq8Rs7B/Ld45v48yiiRzsTXJmepDrO318/OodwGcj/7B/40/PX+HhNV2cGGdmabiIHl0mUxxKZgU1TLWmc+eKBvivO/nk46189tF8eGOAN7a7uX+amh2NuUxxZFMtEdFkktHhtdLqNNJmU9NhLGKSIYuf37oBXjjBx3cN8JeDtby/rYH3VlTwwlQdb+1qhVdu4eSkCGvKlWxq1LGly8mRoWbuWt7PD/YOc/3QTg4vnElfiZ0x1gK6nHI6/TraAkZaAwJtXj3dfj2d1mLGaNK4sriDD7+1kd8e6+VPR7v4xy2T4dIEuLOdL04l+WhvmL/tifDyfDvHY4XMFYu4qcXPq/vn8O0Zpby5o4eXlyW5b5LAd2dHeHhWBddmVXFqfCn9ZjWNajk1goRap4xqu5Iqm4Iaj5Zan55Kp4pKl5qagEBj2M7YmJOZrVWsHpjE5mmTODI0hpePreWje4/zwW3D/OV4P3873sdHZxfz6+PD3Dt3Aicn13Okv5mN3Ulm1fro9MhpNmXTH9azusbJzRPsvHJ6Dp//6VX+wVd89dUn/P6F27lvTZxdY7WsqNEwq8zEYJmLvriXvmQJKwcnsHLGJLpqosScWsKCnKC2CK+6CK9eSkAvIWKSU2KWExFkBI0yQsZi4qYiKkwSKg1yyvRKfEoppuICDMW56Ioz0UjyUIgLKC7IpygvB2leDoVZGailYmIhH+VRPz6rDodRhtMkxW1U4TGa8ApGfGYDLoNqNCLsNikI2NSUBazUlQWpCLqJOG2EHdZUeEDQ4jPrMCuLsagkuI1q4l47yRI/pQH7qNINOY1EPWZiPisVUS8N1eXUJuJ4HQIaWSEmrRyrUY1Fr8SmV2I3qHEaNXgFPVG7maqgj8kdrSyeOZ2asiges56Yz05Z0ElpwE4i7KYm4iEZdlMZcBB3m4nYDQQENT5BjdeswW8xELRZiDhTj2hxn4mo30TYbybiS61HRFxGShwGonY9YZueoEWLz6TGZVAhshlUWHRKTBolVy6c4dierbRWx4i6DcR9ZpbPGeKlJx/j+ce+S3XUT0BQ49ZL8BmKU5cLikzc0uyvQTcLuywbszgdqzSLm/Zu4e2Xf8y+DSuoCrpwauTMmTyBi8cOM76+inKXhQqPlbhT4MLRvbz54lPsWrecKq8Nr6YYjzofpyILszgNfW4a+px0FCIRVlkxh7Zt5AcPXOX80T1Mbq7Gr5XhUIoxy/LQFaajyRcxua2KXWsW0D+mmkq3jphVQYlZRonpn9AtsxRTZldSblcTMkgxFWaizkxDlZGJOiMLTWYGcZuRNfMGWT2nj9WzejgwPJOjw9M5ubyXk0u6Obu4k8vLOri+fhyPb+ri+6sa+N6iWr63rofnz2/hxbtv4q59a5jdEKXFrvgX6Epp9qho9enpDJmZVOFleX8X5/Zu575zZ9g2ewatdiMJWR5lRSKqVRn0eBXMT9pYkjCyodbKwQ4zVxe5ef/p08AHfD4Swf35/Wc53xdid52c+d4cxuuy6HeoGPKpGHBkcWwgxJd/ugU4Bl+s5aPHx/LIHDVn24rZWCuh11VAUiaiTpDS5jFTZ1VTYyiiTpXBgD2PN25ewpcPLOeLi2P59HgVf9gS5a2lHp6fouWl4SS/ubSBXTVWNpXr2FSr5thgmHs2T+apY8t49bbdvHBhP7euGGRBhZHJjlzGuxV0B/S0B420+k10Bkx0OtW06nIZ8kj4waapvHfTfN7Z1cFrK0P8en2UL8+388W5Sn672cpv1pv4404fP1vl43yDhoUyEbuCaq7NqOPBudU8Ni/B47MiPDDNyn2z3Nw/K8Ld06Mc6woxRVDTrFFTri0maZdTbVdTZVdT5zVQ5zNS4VRT4VSR9Ju+Ad010/rYPnMKhwba+PHuOfz1ykb+dnEe7x8bw292N/DO3km8fWIVw6UOBpxqlteVsLKjmhm1QTo9SsZYC5leamFtg5ejHSbuXlrNGz84D3zEn3/7ChfXd7K/U8y6ukKWJpTMLDUyNe5gcjy1xLFiYDyrZk5iXEOcSr9AWJDjUxXgVRXi18sIGmSETVKCBjFRQUqJWU5YW0CpOosmi5RmQUqVuoiIQoxLWoRJnIeuOBdpfjbiwgIKCgrIzc0iLyeD/OwM8rMycNsEKqIBfFY9TqMCtyDHI2jwCinoegUDbqMah14+0jomw2dRURawURP3j0DXSthhwW9JqV2/VYdFVYxNI8Vr1hLzWqmKev9b6FaW+GioLqemMobPaUanLEavlqbaxfSp0hubTolVq8Bj0hG1W6gKepnU3sLC6dOojoVxm7T/Al0X1SPQrfDbvwZdDV5BhVfQ4DMbCNrM/wbdyL9AN/ov0PV+A7p6FSadijtuPsnB7RtoropS4jFSFrCydvFcfvLU4zz9yIPUlvhSfZwmKQGjGI8mF4c849+g65BlYynOwCHP5fz+7fzqxafYt2YZSZ8Th7yYZQNTuHjoAD3VldT5nNT5XVS4zFy56ShvPvsEO1ct/obStctGlG5+OrrsdOQiEQ6llBN7tvHog3dz/ugeeltqCBqUOFTFmCQ5qPNEaAvSmNSaYMfqefSNqabCpaXEIicqSImavql0Sy0ySkxSfBoxutzUMoU0LQ1lZhZ2iZRqv5f9m4Y5tnsD+zYu4vTeNRzfvIgTK4c4tWQyty4bz72runhi4zhe3DqWn20dyzu7+3j3piX88vJuXvrWUe7cs4LpDUEa7dJvQLfeKaXZo6Y9YKQrYmVKdYi10yZwy56tHF27ku6ol1JxFuX5IibZclhQpmB5Qs7KymJWRnNZ4hKxIZDL8SY1Tx6fzGd/e5Kv+By+gidObmRfvZhNpfnMcmYzVp/DJIeaQZ+GQUcu+3tc/P13Z4HTfPX7pbxw2M/phmwOJNWsq7HQ69dQpc6hUl+cqjs0FlOmzqa0WMTskJS3jg/y1cVeuKWFjw+H+dVGPW+v0vPykJY31tdxU4PAEkMWu0p17GnQcfuSJD+/bzsfvX6ND1/7Dv/5oys8tGM2w0k9A85sJngV9IR0dAQNtAeNdPqNdNhVNCsz2Fzv4aktAzy9uoVHZ7h5YkDHa4ts/OPmBj4+GuBXqzW8vlDKUwN5PDVDz5VOCxuFfJZIReyKavju/Bauz6rgyaUVPLDAxaXpOm77hi15AAAgAElEQVSfouPiFCsH2+xM1stoVGqoMmiocWiptqlJOjQ0+gXq/abUNyGbkiqv8RvQXTvUx645gxwaHMP1NeP5zwuz+OPp8by1Ncb3h3Q8t7aVexeMp7Egg2imiDqdgu6Im/ExF60uJe02MVOjRpZUWtjRoOZQt8B9uwfgszd5//X7+Pb6Fq4ujnJ4gp2F5XIGozr6SmxMHNmcWznYw/CsXsY3lpEImCmxqfCrC/Eo8wmOhBwCBilBg4SosZi4SUxck804t4zhljBLEzY6dNlUFKcRLMxEyMtCU5CHNDefvJw8MnOyyc7LJj1bRHZWGjmiNAwKOSGXHZ/FgNuowm9W4TNr8ZlTwE0VxGhw6pW4DKmv+j6LmvKgg2SJl4qgi4jTTMhuJmAzjCyP67FpJTj0MgI23eim2n8H3UTMT32ynGR5FL/Lgl4lQSMvwqiRYTWosBlU2A1qHAY1boOGqN1Cwu9hUnsLS2bOoK40is9sIO61Ux5IebiJkItk2E0i6KTcZ/sndM0p6HpMaryCnoBV+AZ0S26k0rwCEXcKumGngbBDT8imJ2DR4jGpcRpViKxGFRaDGpNexaUzpziwbT2dDRWUBS3UlQXYvHIxP3nqcX70nXupCjrwm+SEBBkBfSEedTYeVRZeWQ4eSQ4uaXYKuvIczOJ07LJsbju0i7efe5LtS+eRcFnxquUMzxji4sH9jK8spc5tp87jIOG08O0zJ/jF04+za8UiEu5v2gtmcVrKY81JQyoS4VIruWn/Tn7wwN2cO7KLiY1VBPQK3BrpKHR1helMbKlk28o5TG6rIuHRE7MqiAhSIsZCSkxFlApFlFsllFvllJikuFX5qLPTUGRlIE5PQ5qZSW0wzMyeHk4f2MW543s4uG0Fx7Yv5/C6+ZxcMZPTS/q4bUkXD6xs5cfr23hlXQsvLa/m3R3j+cP5Zbxz105e+tYh7tizjIEGP7X2YqotMmqsUuodUuqdUhpdStoDRnriLqbVRFg7tZsd86fTFfUSzBdRWSRicbmRizNLeXB5ku+uLOP7yyM8sjDE1YkW9gQy2e5J5+TkAn7ynTnAm/Dpb3lkRz8Ha0SsL8ljyJZNhzaH8Q4Ng34DA/Z8trVb+OiNI/Cfe3j3njq+PVvKgUQB2yutDFeHmOgXqFAXpIY8BQVlejGlymwCuSKWVmr5y4WZcNtYOFvDB0eCvLfXyBf3NPLpqVp+ub6CfeFC5otFbHQUsr9ey9V1TXzw9n3A74E/w4e/4Mdn17O2wcqgr4jeoIKJES3jwkY6QyY6PHraLQqa5RnsbPDw2oF5/MfBAZ5fFOb15V7+ujsBNzfw+ZEwf93i5Y8b3Ly70srvtyR4ckqEbfocFhSIWKDOYKWrgB1xCe9dWMgnz+zmP+6ZzlO7K7k008yeJj29egnNSh3VRgNJh56kRUWVTU2DT6DeZ6LCqaHMoaLKa6RhFLpJ1kzrZd+CGeye3MjtQ0neOTSZ3xwYw8c39/D29mZuHetjUC+lLD2DaG4eMZmEErWMSpOaepuKOmMB411yliQs7Gozc2lOjGePDfHnJ07w7r2beOPcbP56bS2PbZ/EvBIZfQElEyNmxsed9CSCLO0fy/DsXia2VJIImIlalCPQzSNolBEWVASMCiImGXGjmBJ1Jt1+OQ9tHuKlo4t5cksfV+bUs67WQYsuF09eOpqMLGQZ2RRkZJOVlU1mTiZpWSJysjMoTM9CIxbjFUz4LUacOgV+k4qARYdX0OExaXCbNHgFHQ5d6k7WqU9BuSzgpCbmT02xu81EXAIhu2G0/Mauk2DXSQk5DMS85lTNYsBO2GUajQGXeC2p4EQ8QGNNBcnyKAG3FaNGhkpagFEjG1W6doMal0mL26AlYjOTCHiZ2NrM0hnTqY9H8Ql64h4bFQEnFUEHVV+D7teVbtCixWdWj6h5PQHriNJ1m4n5jMR8Qsrb9QhER6AbcuoJOHQE7LrRBQqHUZUKR1iMagw6JXeevYkD29bT3ZKkLGChtbqE3RtW8+ozT/Liow/TWOIlYlYS0BcR0Bfg1+XgUWWmoCvLxSXNxiXLwSbJQp8nwqXM49KJA/zyuSfYtmw+5S4LXo2CdXNnc37/XsaUhKl2WKh22ahyWbl2/iZef+pRti6dR8JtxaeV4FHnY5dlIhSJMBVkoMtJQyIS4dVpOHNoD4/cd4WbD26nu7Ycv06GRytDkOaOKt2JLZVsXTGbya0Jkj4jcZuSiCAlbCgkaixMQdeSutONCTIc8lzUuSIUuRkUZIgozsqktaKcrSuWcOeZY1w4tou9a+ezb9UsDi2bzomF/dy8YBwX5zfw4LJqnlvbwCsra3hpSSW/2N7Jb84u4q3LO3jhW4e5uGc5U2r9VFsl34Buo1tOk0dFR0hgQqmLwWSIhZ0NzGxOUqEVE8gSMeBXcv+q8byycxyv7qjjjR0x3toW4O3NId5eH+M73VpORdN5cLqEd6+M4dM3DvH567fy64sz+fHqEnZXq5moS6NJlU2XXcsUv4GpNjFrarT84YlN8JNhXj0U5OoUCXsqJWyrDrEyWUqXy0C5uoCIOo+4QUK5TkqprJDy4hzW1tv55NJcvrrQyucXW/j03h7+eksFPNIBd1Xzx8PVnCovZFGBiGFDJsfHWHj69Cy+/PAlvuRjPucf8OWfeOXyXvZOLGVuqZ7BqJK+Eh3jowa6QkY63XraTDKaJCKGSzS8um8WX9w1DLfPgAs9cLadL8818dlNNXx8uBbOjYVbxsHZyTw7EGWNRMTMAhGztDlM1aQz05DGLVNK+OTl0/D3+/nHq1u4vjbM7iY1PcpcmpRqkkYdCbuOpFVDwqqh3mumzidQ4dRR4dBS5RWoD1npLLEzvTnB+hlT2DLUy8IqN2cmlfGzbZN4bUMzn5wZ4Ne7xrFAI6I5TUQiM4dQZhaBvFzcBbl4xDmU6YopU+TQbMxjdZ2Ly0va+MGWsTy6qYXvrEjw0IoEDyyt5O75ZewdY2FGoIj+kIYJUTPjy1z0JIIs7utkzew+JrdVkQxZiZgV+NWp7cKgXkxIUBEQ1IRMCsqEYuIqEcsaHPz5nh38/domPrxtLr8/PZ0frh/LtjYfEz16/IX5aEQipKJ08tMzyM3IICtTRG5GBkXpOajyi/AYjATMJuwqGX6jmpBFlyoyN6pHhhwNo4kwt1GLz2ygzO+iOhagPOgcffkPuwyEHFpCDi2CMg+rppCo20ipT6Ay4qQs6Bg9v/ondC0kS4M01VaSLI+O2gvqEV/XrFOk7AW9clTpjkK3uZFl06fTGIsSFPSUumwk/E6qAg6qgi6q/hvopgrJU5/rBnSjboGYz0ip10SpJ/U+FXWbUnM9Tj0+hxa/PRVh9li02I0qRDZBjcWkxqCVc/n8afZtWcvYpgSVYTttNXH2b13Pq888ycuPPUx9xEmJRUnQUERQl09Al41XmfEN6NqLs7AUZ2DIF+FS5XPl3HFe/fEPWLtgBjGnGauymPWL5nHTnp00hLxUOsxUuiwkvDbuv+0Mbzz7eMpecFvwaMS4VXn/Bt1ikYigSc+FYwf47r2XObl3C13J+L9BV1MgYlJrgq0rZtPXXk2130SpXUWJWUbUKKbEVERcKKLMLKbcklK6DnkuqjwRkuw08rPSKMzOoDoWYP+WNdx3x83ccWIH+1bOZO+Cfg7NncSJWV3cPLOBi3PLeWhJKS9vrOPd7WP408FJ/Ofp6bx7YTGvX97Os986wi07V9CbDFBtkVNtkVNjlVLnkNLkUdDm19IRFuiJORlKhugt89PsMlIqz6GsSMSWMUFe2D+Td/aM5bf76/jLoQgfHnDyt70ePtgZ4tfDAZ6eauCP2xL89WQjn97Xy1+uTeHVvbU8vTLBrioNXXIRtfIs2m06JnsNDLlkrKpU8R/X18BPt/DekXIeGFCzJ6lkS12M5clyupxaqrSFhOXZlKiKKFcrSMrVNKs1rKy08P6Zfj48leTDb/fATzby92+P56tLMbjq5qurzTzcb2aVRMSwLoPTPR5eu30ZvP88/+AzPge+/Ou7PHfzMEcnxlkY0zE9pmBKXEtPiYGxISNdHgMdgpJJZgm7mxw8u6WXD26Zzz9uH+Kriz38/XQDH95cxwd3juXjK318ec80vrpngA/PTeB6v4vlChEDEhFT9flMMRczaCpiglLEydlV8ME1vnxzOw+u8XOi20q/vpBmuZykSUPCoSFp1VJl09Lgs1DrFahw6Kh06kn6zNQFrXREbExrLGd4sJeFHQ1s6Cjj+X3z+cn2Xl5eW8eb6yv46cpy7u4LMdNUSHWmiEiaCH9GGvbsDKy5GTgL0gkUZ9Goy2X72Ajf2zWdB9e2c21+iPtnu7l7po+LU72c6rays9HEnLCMKSEtk+JWustc9CRDLOrtZPWsyaPQjVqVBDRF+JS5+LUFBIwKAoKGoElBqSGfCpWIA5NjfHZtE1/dvYh/3DaZPx8bwytbW7hzVoKtY+IMhtyUivMRMtJRpWdRJEqnIC2DwrQsCkW5yHMKceuMBAUBp1pByKQnYtXjtahT0z2CFp/FiEOnwaHV4DLo8JlTlwJVEd9IzNZM3Gcm6jYQtKvxW1XopVkYZFkE7RrKAmbqygNUlXhTIQOL5p/2gjcF3ea6KuqqSgl6bGhHoGtQSzFqZNgMKmz6lKfrMmgIWwUqfG7GN9SxbNoQrRWlBIy6f0LX//+HbsCqxW/R4jcbCdoshO3mkdULA3GviTKPmfgIdIMuPX6nDo9dg+/r0DWpEFktSixGOYJazNVbzrJr3QrGNlZSW+qlo66Mwzs28sbzT/Pio9ep9JqJmOVETJIUdDXZ+G8oXWkOblk2NnEG5qJ0DHkiPOoCrl06ywtPXGfh9MkE7Ub00nzWLpnP0Z1bqA95KHcIVLotJP0OHrzjPG++8CN2rVlGhcuCRyXGpczDJsvALM5Iza9np1MkEhG2mLjt5GG+e+9lTuzdTGd1nKBBgVsr/Sd080VMbqtm68o59HdWUx0QUtC1yIiaxJQIRcSEQsrMYkoFKRFDMQ5ZDqpcEZKcdMS5WeRmiIj7bdxy6gCP3HuRO45u48jqmRxcMJnDs8ZyemYj52dUcMeMIA/OD/Dypmo+PDPA3y/O5TdnZvLzs4v42ZXdPHPlOOe2LWNihZ9qs4was5Q6q5QGp4xGt4JWn5YxQYGusJXJpR46/BYqtMXEpRk0qtM5Pa2OF3cN8tpwknfWB/nogA9OeOBEgM8OBPnTJj9PTdLxcJ2EF4fs/O5AJW/sj3B5opTDFUUstufQpRRRq8qhzWVkgs/EFJuE5TEVv/veFnh+Pe/ti/LwoJbdSR3rqsMsqIzQ7lBSpsrGV5yGMy8NX14OFcVKqsVyxmtyeHBelOe3lPDB9SW8c3UulyfL+eL2BDzgg2tNPL8sxHZLGhss2Rxpt3B9Uye/f/QMfPlXvuIzfvXUPVxfP5G9TRbmBMQMRorpjymZGNPRHTYw3mek26ZjVtDMoY4IT67v4Y9nZvDpLX18fHMrfzoQ58OLY/ji9X3w3mX49WV4/RB/vNzPvdMEVphFTNdnM2iTMMksY4KhmDZpGpOcxfz1xdP89fFl3DbbwokeF9MsEhqVEqpMCpIuLUm7jqRdR6PfSo3HRLldS8Kpp8ZvpiFkoyNqZ3pLgsUTOugKOdnQWcW7t+/m3ZsW8+busby5pYpPbxvk0yvLuG1KlHWVNiabFMRzRDgzRAhpImxZIgLiLJoNhSwpM3Ckv5zb5ya4fdDJnVPM3DXk4bZ+Hye67Oxvt7OswsCUkI6JJVbGxux0lbmZM66JVdMnMdBZT03YQYlVjV8rxqvMxavOx6+XEjSriVo1lBoKSGrTuH1BAzywmq+uDMKtXXx8soU3ttZxdWYJh8eG2VgXYXrAQUIhxZyZhUKUjjw9C0l6DkWiLOTZ+bi0erx6HVZ5MX6DipBFi9+iHlmQ0OK3GHHo1Ng1Gpw6LT6ziZjHSSLkJRHxUOq3EvMIRFwGfBYVbpMcQZmPSZGHR5ATcRmojvlIRD2jSvfGWkPJCHRb66tora+iLOJD0MpRSfLRyoswqaUp6OqUWDVyXEYtIZtAqcdJZ3UVy4aG6KyuwqvXUOqykvA7SfwPSjcF3VRVY9BmJmQfeTDz6ImPKN3YDeg69fgcI9C1pdSu26rBKqgQ2WxqrMZUW/vVczeza3g5E5qT1Mc8dDdUcnLXVn7x/DM8+73vEXUIhM1KQoYiwoZ8ovoCAqpsPPIs3LIsXNIsnJIsbEWZmHJEBLVSHv7WLTz/wweZO7Ubr1mNTSthz6Zhju7YRH3IQ8JtocJtIOEVePDSWd547kdsW7GUMocZt7IItyofc3EGNkku5sJcdNnZFIpExJw27jx7guvX7uLYnk20J2P49FJc2gIs8hy0+elo8tLp72hgy4rZ9HUkqPIbiNsVRC3FRAQxEVMBEaGAmFBEzCghYpDgkOahzc9Alp2OJDuLwgwRTVUx7rt8gfsuneH8vvWcWDuLI0smcNOiNu5YWM7d88M8ONvLI3M9PLOmlP9zrp/3bpvByydn8NKFVbxy9SA/unyUs1sXManSQYNdTL1QQKNVTKtbSaNLRZNHT0fYTnvIRnvYRsKiIizPI1wgYsCv4cFVU3h1xzReW1bOL5Z7+eNmJ18eDcGJKB/v9fGHtX5e6PNwxCbimdmlvL27lefXlXJlooHNgRymmfJoVqRTocqmwamm229igkXGcJmNDx7YCo/O4uc7TFzrU7KzXGB5uZ+51QFa3QpCMhERVS7VDh0BaT7eglyihXlUZIsYr8lkW5OLR7ZMY325ngNlYr64ZRwfnw3w3h4/D0zVssEjYtiZzr5KJRcmBHh0/2y++uTnfPT+T3n6wlbuWdDOihIJU705TPUX0B+RMDEqY0JUzaSwgX6fialOI9Msci4NJPn9qQE+Ot3JB0eqeH93mM8fmA1f/oTP+Zwv+BI+e4k/PzSH63O07CzJZL6zmCFnMeOthXTbZXQZJVRliXhs73J48zbuG25lXkRGXXEaFdJcKo0qkk4jVU49SZeBxqCNOp+ZhENH0mWg3m+mKWKjNe6iuzJIZ9RNWJxDs1HD5RVzef3EOl7ZPZ0fLq/mH/ev4bN7lvODZaU8uqqJEx1RulXZhNNEuNLS8WSmEc4X0aYrZIZXzXDSwInJQS7NrOSuWeXcuyjGlZkRLkyMcXKCn61tLmbFbUwM2OkOWBgbsTNvbAvrZwwwZ2wHTSE/cbMen1aMQ5mPR1OUKncSFEQELWWCkjptFheGSvnwYj9f3jkObu/i40Mt/GxFFQ/NCHOp18+RJg/rywNMcduJywswZIrQZosQiotQ5uagzsvFZzDg1qkxK/LxmIoIWGSji8M+kwq/oMWlU+LUpH68Bm3qMSvgpSYSpDLgpsRhJWQzjqTYVNi0ktE6yLDTSGXETXnISdhlGu1euDGYW1Xip6W6gvb6JFUlQWw6JTpp4WjxjVWrSKXTDGrcgg6/zUTIZaElUc7iaYO0V1XgM+oo89qp8DuoDDhIhF1Uhp1UhlMVjyUegZBDj9+qwWfR4rXo8VlTo5NBp56wW0fEqyPqNX0jHHGjd+FGObvXqsFpVWO1KBFZrSosRhmCuogrZ27i4KY19LbXUV/ioacxwYmdKeg++dBD+IxaSuxawiYxYX0+EV3+N6DrlGSmLIaiTAyZIkpMar5/7x38+Hv3MDShjYBZg0sn49jOzezfOEyNz0mVx0KZU0+V38z1K7fy+tNPsHnpIsocAi5FIS5lPmZxBkJRFubCXAy5uYhFIkIWExdPH+W71+7i2N7NNJWHcCoLcWryschz0OSloc3PYEpnI1uWz2ZyeyUJr464XUnUIiVqkRA1FxMViimxSCm1qigxq3DIC1DlpCPPyUCclYHDoGPvlmGuX72dW4/u5NyulZxZO43zK3v41nAHP9xQywubq/jVgXp+ta+Wu6cYuDQU4LsbxvPEkfm8cHEbL9x9gsevnOTm7UuYXOOmwVVMg6WIWlMhLS4lLR4NLV49bYFUsUuL30TCoiT0f1l7zzA9y3Jt+25P77333suUZ3pLpmSSTJJJ770nJCSQUEICoYcamnSQpoiIdJUepCgiRQTFpS47YFmABZf6sr8/niGKrvWt9W3f9+P8N9ts2/yY/T6u4zqv47Cp6bQrXL12Fl8/ezOP7xjlkQURvjrfxssbHPzH2Vk+OC/P2yd4+c7mAG9urfLo3DA/OXcez+1p8PCmPM/s6ufKoSSrAkZG7AodDg1DMRfz8n4WxR2c0Z/howfP4KMvLeRbp3u4b7mbQ61OtlYDbOvLMCfrot0hsbCR48CaxfQno8RVClm1kYpipE0QmHQZWeDSstIl8fK+cf50dDY/OMnPa7uT3DZq5lBR5kBRw7ntVi4e9PPZbdP4229e5Cff+iJfu3gHt6zsY1Nez4KkmsVZA4vLNubV7Myru5lf9bGsGmFdPcWapIdz+2O8enCM/7hinA8u7+PPV/fCc6fDx2/zN/6zubXx4TP8+2cX8cCaEJcP+dlZDbAsbWN2wsTMpI2JuIcurYotLUleufVUbtkxm2GnREUSKBtVtAZddKfD/wLdnnSAvmyIaaUo06tRptfitEYdZC1q0opITpQYdNjYUIywq+LkqydMg6eP8Mc7dvDw6gzP7h7gKyfMYF9bmAGjTEWSyIsiLToVYz47KzJetre6OTgU5OYVHTy8a5jHT+rh8d2dHNs7xhP7RrlhVYMdHSkW5ONMlpNMtmXZNDHM6etXsWXuBKO1Mq1RPwWfhbTHQN5voSVspS3mohb10ZX0Mz2k49CQn2f2VHj3sj4+vmGM1zbFeW5tmae2dnD38iI3zaty6cweTpnWy6JamraAkZzTQHsySnc+S8Jupx6LUQr7iTp15MJGynEn5Zh3CryeKeg6/3voFnOfgm427Dq+vdB8QRahq5alUU4df931CXRb8s3HEcM9DWYMdNNdLx1vBf5/hG46xozeLravWMFIRzulcICOQmoKvEl6/gm6rfko1XSQUsJHMe6nEA9QiDefJP8duoF/ge4/greUDJBP+EjHPSQSboRo1Ek85CDiMXHXZ67ikoOnsHTmEEOtWSandXPF2Qd568XnefTuu8kG3LSm/NSjVioBPRWflrJHQ86hImNTSJpFEiaZhEkhohXoTkd4+oHP8/h9t7NizvRmlFzMz3UXn8fZJ+1ioJhmoJSiMxtkekuGZx64mzeee5pTt22hNRYk5zaTdmqb1oJRIWxQ41OpsQkC+aCX6y67kK/dfzeXnns6Q60Fkg49Ka+OqF2NRyvgN6hYNWeUg7s3sHC0g66cj7akk5a4g9aEk5aEk2rURjVqpxx2kfPZCFv1ePQq7BoFs0phqKvBhQf3c+sVF3LLxYe46awd3HrKUu45dT6PHZrN62f38PNLu/jP26bzuxsGuX6ukSvmF7hr91IevWgfz956EcfuvpbHPn8tV561i0WDBfrTZobiFgYiJkYyTsZyPsYLQUZyfsaKIcZyQQbibqpmiTkpF8eO7OGVI1t5Zvcoz29q5RsbM3x7c4D3Dpf4+elpXt3s4umlRr620MRTqyJ8e08H3z7QzwunDvC1ndM4vyvBCq+ZYYuKLquW4aib+bkAS+I2zhhI86cHDvHbO5fx7L4U96yIs7doYmXSzOb2KPNTdvrdauaW4yzubKFotRIR1SRUTuKCm4qgMKIROTJc5/lT5/PRDRv58MJpvLbey+PzXdzcZ+XsooYzywbObVg5v8fKXZs64d1n+NFXruSZCzZw8/IONmaNTEa1LMiYWVB2MqfmYaLuY26Lj0UtflbWwmwsBDmp5uDBDRV+dE4fH141HW4dhWP74cNvAD+Hv36XD799Ma9d1M/967IcmZZiYy3K4pyX2Sknowkn40k/Qx47rVqR6X4dIyELdb1CShJJ6zVUgm46/wm6Q8UYvZkg/bkIQ6UI/SUfHWknaYeGiFYiqVKTEtUkBZmkILC5GuY3tx3kN9ds4MWtrXxplo+n1lV5/qTpfHZpg41ZLw1ZoCJItOuMTHPaWZIOsKU1wPaahesXt/HDK7byvfMnePX0Hl7Z38erZ45w3/YetlZ9zE+HmaxmmduWZ+34APvXLmfj3NmMtVRpifop+C2kvSZyfjP1kIV6xEkt5qcr5afPK3N4LM6bR+bw7tHp/OqsCg+OKdw37uaL85PcOifK3SvauW3lDM6fO52tgy1MtsQZLcYZr5eZ6Gyn4HbRnkhSi4aJOfTkQmYqiWYoehO8XorR/x10q8kwuYjneEzkJ0+G69nI8Ubgf1aPtWyERjnNUGcrY/1ddNdLpENeAnbT/wjd8YEetq1awVhPB6VYiPZckq5yhs5Siq5K6lPQbYaZhygnfVPxjgHycS/5uHcKukFquVCznPK/eAb896QxP5mEl2TC04RuIuwg7G5C98JTT2LpzCEGW7IsGO7l6vPO5M0Xvs6xhx6iJRWjFLJTC1uoBg3/At2URSZhkojpJcIakaFiimce+DyPfP4mVs4ZJu2x0paKcPtVl3Fw51b6C2mGKhk6s0FmdlX4xtfu5zvPPc2+zRtpjQXJus1TSlchZJAJ6VV4ZAWbINCajnP95Ud49Et3ccnZp9Jfz5Gw60i6tYRtKlxqAa9OYeXECGfsWs/84XZ68gEaKQ8tcSe1mIt8wEraayZq1xO06nHpVDi1ahw6NXatBqtWjdtsoJyMsHLuGFeceRJ3nLuHuw6s4qEzl/ONCxfx0ysG+OCmbv76uR5+d0s3t61ycfnSGp8/fSsPXX4ej99yNY99/iYevfsGjh4+kQWDJXpTVgbiNgZjNqYlnczI+RjP+xnNeZhVCjJZibG4LcuMpIuTR1t588ZD/PjaE/nJpWv4xfnzeOfcEd4/MsBfrhjk90fa+eWhEu+cU+PNfTFe2Bbl1ZNbefWMHp7e08kj26ZxoCXEYo+RYWCGMjoAACAASURBVLOafruB8XiABbkQS1NOthQ9PH/uZt66ZjufW9/GoS4/c60SC8MeNrcXWJT20evQUNSJpLQyIUkmquiJqZ1ERSs9OoXbVw3xu1tP5oPr1/D7S6fx0bkt/PrkEt/dVOTxpUXOK+k5t9XOncvqfGljG4/u6eV7t5zICxet4bmzF/LonjEO9sZYFNazIG1hftHJRNXPzJqf2TUvC9t8rGwNsbbg56RWN4/t7OV7Z/bxiyNdvHdxGz+/epgPXr8aOMYvvnE2b94yhzeO9HH/5hpnj+ZZVYkxmfUxnvIwkvQymgowFHbTZjOQ1UikZIm4Sk1AkgjrtBT8Thqppr3Qkw4wXEkyrRSnNxNkIBdhsBimt+ClHDYRMor41CIhWUVYUBMRNCRFkatXT/Dxgxfzyok9fGXSy0PjDh6d9PHa/i6e3N7L0fEKEzY17aJIu1pHj8nMvLiPdfUgGyp2rlncwZ++cA5vnzvBt0+q8pujM/mPGxbxwOYWNmVMLEiFmFfNM7utwPKRXk5eu4xtiyaZ0V6nNRGkHHGS9BpJeQxNOzBsp5oI0B530+kSuHBemb8+cDp/+uxCvrsnzOOTer65vsBre6fx9V09fHV7L7cu7efg9Fa29ORZWI+wtLPMwo4W2oM+kgY9vZkcbbEoCbuJXNBKOe6mFPX8g9L1kg24SHmcx6HbkorTVczRVy3RWWjaC9VEeKq+vZnB+4nSraZDzQyEKaX7CcA+8XXbS2kGGi0M9zTorpfIRQOEnJbjlT3/CN1M2EcxEaaaiTNjoIfta1czc7CPXDRALRujo5yhUU7RKCfprKSO96S15qPUs2EqqQClpJ9Cwkc+7iEf9zShmwlTzYabJZX/g9LNJLwk4m6ESMRBNGAj4jFx+1VHOf+UvSwZH2SgnmHx2ADXHTmH7z7/LM89+igt6Rg5f/M4Xg0aqHi1x+2FT6CbNMtEdSJBRWC0lueFR+/lkbtuYNFwDwmHgc5sjC/ecA1nbN9MXy7JYDlDRybA3P5WXn7yYV479gQnbVpPayw4ZS/oiJgkQnqZsEGDR1awCgKdhQw3X3UJD997JxeddQq9tSwJu464S03AJOJQBHx6hZUTw5x+wjrmD7fRX2zuWtZjLvIBG0GrBo9RhV3btBJMsoxBFjEpMma1glElo5cEdKKAQ6Mw0l7m9HXzufGUNTxx2Yl854bd/PK2xXzw+Xn89csL+OtDq3nyzEHOmJnl4vXzuf/KS3nirlt57J7P8sDnruPo4T3M7czTl3DSH3fSH3cwGHcwlvUwnvcynvcwu+BleVuaUyanccqcfm7bs5x/u+kg79y0h19fvY4Pji7gD0cn+PBIP++dVeY3ZxX59eE8H15c4+fnpnh+s5NnN4V4YVeWx7eX+erOQY5Mz7M4ZGK6XUWvXc94PMTCfJwFCTcznArrChH29lRZFHUxZFLRJkvMiSVZ3+hgdjxAq0VDSiUQUSQCkkxY0RFTG0hJAhfMqvLRnbv56LoF/PxQiY+OFOCSAlzYBjcs5pdnzuaSuoEza0ZumJfnjpVl7lqT5s7laW6c8HHv2hTHThniy1unsyIgMzeksDDnYG4pwEQ9ykQtyPwWPytbw6wrB9lZtnFs3xi/u3YpP72gi+8fyvLNfWF+/sBa/vbTo3zr6ul8/bQK9yz285l5GfZPL7C8lmBmwsmMhJsZGR8zckGmJTzUHAYSWg1BWYVHVuGWVXjVCjmPja5U+Dh0R2tpppcT9GaC9GVDDBQiNFIeYlYFt6YZM+qX1fgFNX5Bosdh5v6Tl/PBzTt466Q6Pz6pwstrY7y4NsS75/by6kmd3DE/z8aohhGjSJ9RTUOvYixkZVVLkI3tQXa1B/ncmn4eWl/hsY1Rfn3lMB9/YQ1fXldkdVhhUTLEnEqe2e0lVs7o49RNq9m5bBHjjRZakkFK0SZ0Yy4dlbCZStROOeajNeai0y1w7twyH3/tXD68ZZKXttl4bpmBn5/ew28vXswbB4d58sRurpkosb8rzdpakGW1IGu7ygxFfKRUEjWHnbFyhY5EnKTDQi5opxyfyt6NuI9DNxdwk/a6yPjcFEJ+WlJxOgtZukt5uoo5WtMJSrEAuYj7uL2Q9Nua0E0F6apmjvekFRP+42tjtWyYRjnDtK42Rvs66WurfqorLeK2fQq66ZCXYiJMLduE7s7165gYHiQfC1LLxmgvpf4Fuu3F+D9B10ch4SYfd1FIeI/nQFQzUWrZ6P8KuvG4GyEacRAJWIl6Ldx+5eWcc/JuFo72Mb1RZMXEMDdcfD5vPHeMbzz2GC2pGCm3gXrUSi1kpOLVUnApZGwyaatMyiKRMElE9SIBRWCio8arTz3MI3fewORAg6hFS28xxZdvvo79G9bQk40zWMnQkQmyaLiL15/9Gi8/9VVOXL+WlmhgantBT8QoEtRLhPVqfIoKiyDQXcpx27VHefiLd3D+wZPorWZIOHTEnU3oOtUCQZOa1XPHOHDCOhZMQbct7qIUdBCx6XBoJQySgE4S0MgyepUarSSjEUW0koheFNFLEnpZQS9JmCSBlN3AWCnM7tkNjm4a4Yv7pvHU4Zm8ecUKvnflRh45dRGryz76vCbO276J5+7/As9/5R6+8sUbue78U1ncW2N6KsBg2sdQysP0jI/RnIcZOTezCx7m5D0srUTYP7uXA/P6ueeU1bx1zV5+ee123rtiGb8/Oos/XDqdP1zYxfuHC/z2rCS/OyfJX66q8LcbW/nl4RyvnhDl5RPTPLMzx1Mn9nH+tBjzwioGnCLdDh1j8RCT+QxzYn76LGqqKoGCJJMWVKQlmaQs0h8KM69co9VuI6VRiKglvJKAVxDwCxJBQWA8ZODlcxbDLcv44wXt/HSXm1/tNPDH/Wb+etADl3bw7/s7ONqq4YyimnO7vVw9meSebQUeXJ/l0TURvrmvxA8unckHd5/OQ7smWZ7UMj9pZn4pxJxygolylLklP0uqQdZWg6xLa/nqCUP85c6t/O6acd65ootfXdrC7++YzUdf2cR3zx3kq0tznOQQ2JHzsa23wsrWJDNiVsZiNmbnvIznfQwmbFQcGmI6NT61jEutwq7IOCWBjN1Ad7JpLfRmgozVMwxXkvTnwvRlgnSnQpR8Dvw6Baeq+YF3SRIuQSYoCGxuTfDKkQ387soFvH9+A64e5L1zG3zvxDh/uqibH+xv4b6FCc6oW9hSdDDDo6bTKDAetbCsxc/KVj+L02bWJ1UcGTBzbE+J390wm4/vXccDG8oscwssiPpZ3FZndqPM8vE+Tt+yll0rlzK7u0E9GSQfthP3Gog4tZTD5mbQTcxPa8JDp1fg1OE4f3vyfD5+YC3vXJDj9a0O/nDRGNy6iZ8emcWxkzq5elaakxsR1pZcLEhbmZfy0mJQUdRrmZHLMbelje5kkrTTSi7goBzzUo56mhPzNaEb9JDze8n5vRRCAVpScTryGbqKObqKedoyScrx0PHgnLjXQsJnJR/1UEuH6K5l6WsrUstFyUU9x+MdK+kQjXKG4Z4Oxod6GepspSWfIuZ1EHKaiXps/63SHevvZufG9cydMZ1CMkw1F6OtnKK98j9B10Mh6SAfd1FM+qYUd4xaNk49G/vfQzcRcxEN24mG7dxxzZUc3ruTRWP9zOptYfXcMa6/6DzeeP5ZXnrqSToKaVJuPbWIhXrYRNWjpehQmirXKpMwS8SMEhG9iF8RmN/X4NUnH+bLt1zD5FAnCbuB6a0lvnzL9exZs5yeXJzBcpqOTJBlM/p584UneenxR9i9ZhX1iO/4yljEJBHQCgR0Cn6NBrMg0F8rcef1V/HwPbdz3ul76K2kSTj1JFxaIjYVXr1IyKxh9eQYB3avZ+Fwg75ckHrIQcZlwq2TsKokDLKIRhJRiTJqaWpEGY0oo5UU9LIKjaxCo6gwqtVYVDIuWSAkC5RMIn1umXG/hgVhE/M8esZdRjqNKlKCQFvAzYEta3jwjmt5+oE7uO3Ss9gw1s9oJsxQyse0lJfhjJeRjJsZWQ9zin4mCwHmpt2cPneA20/ewFPnn8BbV57AT69cz3tHF/HB5cP89vxWfn0oy7unRnlnf4j3TvXzp4sTfHx3N3xpJn+9eTr/efsc3rtmFk9tb7CvZmJmUKLHLtDt0jGaDDEzm2Ra0EPdoJBWC0RlmZCsxSvJuEWBotNKzeshqMj4ZRmvSsEpCXglAb8okFILHBzP8IurVvC3y6fDBS389cwMfzkjyt8OuvnbmRb+87wsr2xLcaSucEZFz1kNN1fMifGFTWkeXB3niVVBXt6b5cW9eX511TJ44WauXtpgMiSzIOdjbjHBRD7K/GKIpdUwK8teVibU3LOhk798/gT+fPsSfvOZPj64ppP3L27lV5cM8J39fdzSEWC9LLDQbmdxIcWcjJuxmJXxhJOZaQ8z8z4GYhbKDhUxvQqfRsKlkrGKAnZJIGXT05H00ZMN0psNMVbPMFSM050O0JH0UfE5COu0BLQaXCoVNlnGJjah22rTc8eW2fz4spX87FArH56Th+t6+f2lDX68L8YfL2zlR/vzPLo8wE1z41y7rJuFKSs9NpGJpI1FdS9L2wIszDtYFtewp6Lm0Z0VPrpnBTy8nZcOz2RdVEuvQct4OslIOcuS0R72bVzJnjXLmTfQQ1s6QmnKXkh49JTDFqpRB/VUkM6Uly6fxMqCkd/cdzo8uhE+28v756d5/5w2uH4xf7huIa+e1c+Nk2l2V+yszTuYGzMyzWugbpBpsZmYKBaZ29JGbypD1uWgEHBSifkox6dmKuAlG3STDXrIB70UI37qySgd+TTdpRwd+TRtmQTVZIhCrNmj9kkoej7qoZYJ0zUF3dZCnELc9ynodlQyjPQ0mDXUy3B3+3HoRtx2Yl7n36Eb8JCLBpqebirGcG8n29evYe7YNPKJENVcnPZymvYpK+O/g24x4SEfd5KPuykmfVQz4WZKYi5OPdcspaxmI1SmLIdKJkQ5HaSYCpBP+kh/Yi/8I3Q/+5krOLRnB8tnTmPeQDtr583g+ksu4NUXjvHS15+ks5om4dJRDZtpCZmouXVU7NqpV2gKUZNExNSs1XHJAgun9fD6sce4+/ormTvYRcptYby7lQduv4mtyybpKcQYqKTozEZYMjrA9154mm9+9SF2rVhCLegh4zSSdGgJmyT8BhG/QY1TrcIkCAy1Vvnc9Vfx8Odv5bxTd9NdTpHyWUh6jYRsKrxGgbBdw+r5oxzcs4lFY730ZILUgk4SVgMujYxREjHIMlpJRhEFFFFEEWQUQYVa1KIWdahEDSpJQqWSUKsVdFo1JrUai6zCIcp4BRGfIBAUm+ovKosk1BJxtUREpSKq19CbT7F2zghbF46zqK/OWDHKrLyfsbSLkaSLsZSH2bkg84pRJktRJvIBtvZVuXz5OI/sW8lbl2zh3c9s4oPr1/C7y0d562Qfb2zV8+7eBL/alubNxVp+tsfO3746Di8t5M83Fvjwphb+fOcCHlmaZ2NMxSy/kR6rQpdbx/R0gOm5MO1+GzmzhpBWwKuIuCUFlzT1d2k0uNQyVlnAoojYVSpcKgW32FS70yIm7ju5k3eODvPHwwU+Oi3Kb3e7+XCvmz+eYuP9A2Z+cSDJw8siHK4bOVC3c1bDzdHRIHctT3Lv8iSPrkzx/OYCz66P8e2dSX539Xwe3TXE2pSKhSkH8wpRJnJhFhaDrKyHWFpxs6XNxfPnrYTHzubju9fw3mUNfnJmhHcPx3l7X5zv7m/w4Io6a5wyw4rAmNvEQFDH9IiNaVE3I4kgo+kQXQELBYuKqE6DX1HhEiXsgoBDFgjbNLRk/DRyfnrzIUZrGaYVkzQSAeoxH3G7CY8sEVRJeNUazIoRs6TDKwqsbkvx4rmreW1fKz/Y6eLDQzE+vqyV35+Z44c7XPzHBWV+eijOk+sd3DDLw7VL+1mcC9JpVzMz4WayFmGyNcy8ipvJpJElIR1n9Tn42c0L4ZWj/PjWk1iVtlIUBAoaHTWPh6Uj/ZyycTUnrV3G5EAnjVSYathDyWcn7zFSiTipRl20xV0MpJ0MRA2M+ASePLQIvnICf7upjT9d7OH9M91wRQ9//swYb5/XxecXhzmlamJj1sXibIDpURc1h5ayVUtn0MtwPkdPKkXO7aDgczShO1XBU4x7yYSdpAL2ZpB50EEx4qGaCNBZbD63be7BxihNNUfkIm7iXgsxj5nC1O/qrKTpay18qt6nmg41s3GrGWb0tDEx0MVYb4N6LknEYyfsdhD1uIh5XMS9bpJ+L7lIiGI8SjkZZ6DRwtY1y5gzMkgxEaa1kKZRztFWzNBRbgaY/3OebmnqccYnYeuf1ME3wRulmotQzv99SrkwxWyIQiZIIRsklwmQTnpJHoduaAq6117JaSdsYen4EIumd7Fu/jjXXXI+r75wjFdfeIb2QpyITaEcNFIPGqi5dZQdWtI2NQlLE7ohg4hfK+KUBJaMDvDGc09y5zWXM7OnnbjDyJzBLh6682bWTI7TmQ0fh+7ikT7e/sYxvvGVB9m9ciktYR8Zp4mEXU3IJOI3SHj1Cg5FxigIDDdauPvGa3jwrps5c+82Ogpx0lPQDVoV3PpPQ3fxjF66MkHKQQcRqx6HRkIvN20FlSwjSWJzRBlZVKFIWhRJhyxqUGQJRZFQVDJqtYxOljGKMlZBxiZI2AUJpyjjkWV8ikxAJRHRqolotQTUKrxqEY9aIKgTKDh09MZcjGZcjGXdjOd9TBRDzCuFmVcKM1mOsKAUYX7Kw4RHxQWjJV6/YAO/uGoT716xkl9fPIOfnlni33b7+NHmAD9aE+CtRSp+vMvKX55fCW+t44OjQd46YOQH51W5ddjF8pDAmNdAj01Fh0vLQMJDf8pPzWMhbdYQ1Ip4Fek4dJ2yCqsoYpEETJKAURIwyxIORcElCPhFkfV9JZ49PJt/P9zGb0/x8t4ODT9aK/BvK5rz420K39vp544ZFg6WtZxes3NGq4PzBwPcuKTMlzY0eHRTG49tLPHMljzP78rwymkN7lvXyo6ijsUZG/OKEeaWYswvhllQCrCs5ueyZb18+MD5fPzIAT6+fTF/urKb94/keP/cDG/vifDGnhae2tLDppCGcb3IdKuaLpdEt1tDp9NAm8NEq9NEwayQ1IkENSq8soJLlHGIIi61SMCiopby0cj66StEGavnGCokaSSCVMJuvHoVdknCLQs4ZAmzrMUiKsRUAmdMtPOt8xby+p4c7+7z8/5pAd4/EOfdPQFeX6XnnbNK/PJwgWMb/Ryuyizz6ei3qOmw6xhOeJlbTzCrFmZWycvcjINFCTsLfAKXz8vx3IVbObpoGkNmDWVFQ0IyktBbmOhp48wTNnHKxlXMH+ikkQxRCbqpBOwUvSbKQTu1qIuOhIv+tIuhpI1+j8iuVhf/8YXtcM8Ef70ixV8vjcNVrXx4UQvfPjHOvfPdnNdq4rS2KHt6q8zLhej0GSiYRPImFa1+F+2RIDmPjazXSjHioZwIUE4GKcb95CIe0kEnqYDjOHQrcT8dhQR9tRzd5TStmUgTulMXaTGPmYjLSC7iPg7dnnqO1nzsX4ohu8ppxrpbmD0F3ZZ8iqjHQchlJ+xyEHU7Sfg8pAI+suEgpUSMWiZFT73CppVLmD8+TCkZoZZN0FbMTME3c7w54pPKnno28qkCzf/P0E1FnCRCDuJBGzdffTmn7tzM0hmDLBntZcPCWVx78Xm8+sIxvvPis9RTIYImiVLASMWvo+LWUnZoyVhUJM0yEYNISC8S0DXzEZaMDfLWi89w25UXM9pRI2Y3sGC4jwduv5Fls6bRmY0wUEnRlvSzcHov//7Ki7z4yP2csGwRtZCXjNNE0qEhbG4qXY9OxiqJGAWB0a527rn5Wr58+42ctnMDbdkIab+VhMdA0Krg0AhEHBrWLBjj0N7NLJ7ZT0cuRD5kx2/VYNaIqBUBWZEQFQlBlqdGQZAVREWNqNIiyipkWUSWRSRFRFYkNLKEQZQwCzJGUcEgiJgEEYso4VQUnIqMS5bxqVS4FRmXSsStFvEqAnGdSNGiUHMr9MWtjBd9zK2GmSyHmCyHWFyLsbIWZ30txoqkmcMDSZ46eR6vHl7MW2fN5d8Pj/CLs3p574w23ttX4p0Tovx0k5Gfne7kb99fBT9cxF9u8PHby3x8+5Q4F9Q1LI5omAg76LGrabj09ERdNCIu8jY9CYOKoE7Cq5ZwKypcigabJGOTJMySgElugtesyNhkGZcoEJQklrfleXD7NN7aX+Gd/Q5+fZKGX+3S8cutZn620cgPtph5ZqmJa7oVzijr2F+1cnLdxoHuAFfOr/PFzQM8tKWTRzeVeWxLlmdOyPDivlY+MxZgS1pmWd7BnGKYOZUUE4UYo3E3axoZHj5zI+/ffZA/3LCKP181xl8u6+CDc3L8cn+ct7ZHObYyzs0jIdZ7ZSbMCjPcevo8Ch12hbJOIqsWSapE4mqBqFbEo5JwSTIOScEuStgkgZjDSC3ppS3jp78UZ6yeZ1oxRUcyTNppxqaWsKgV7IqATRYwihJWQSCnEThzVokn9nVzbI2NN1bL/Gy7mfdODvPznT5eW2XhZweqvH1yhocWuTg5JjIsCTQUgQ67ienpELPrGWa1JBmvRJgohZmddDHiMTBq1zHNpKFTo6aqaMlrTCS0NuJGM41kgF0r5nPqplUsHemjOxulHvFQDljJe3TUIg7a4h660j76sh4GMnaGomZGXQIPnzwKzx2AL0zAZ2r86cIYP9nv4uur9Tw8aebuiQh3Lenm/PEGq2sxxlNOGl41OYNA2qiQd5jJeqxk/TZKcR/lRIhKMkw5EaIQ9TfjHf0uMgFnE8oxH+25GP31PL3VLK3pMKW47/hFWtRtIuw0kAk5P1Vk2Sgl/6EGvRmO01lKMdJZZVZ/JzP6OmgrZoh6HfgdVoIOK1GXg4TPQzroP650K6kEva1VNq5YzOKJGRTiIaqZOO2lLO2lLJ2V7PEet08qe1py0WZlT9z3/xN0w06SIQfxgI2brr6MU3duZsWs6SwZ7WXLkrlcd8n5vP7i13nl2BMUQ25iNhXloJFqQE/Fq6Pk1JE1q0iZZOJGibBRImiUMQsCS2dN5+2Xvs6tR48w1FIkatOzeGyQ+2+7gYUj/fQU4gxW07TEfUwOdvHvr7zIsw/cy5ZFk1T8LrIu83F7IWCU8Whl7IqEXhCY0dPBvbdez5dvv5FTtq+jlgyQ8jaVbsAiH4fu+sUzObxvG4vG+2jkQ2QjDrw2DXqNgKwISGoJQaUgyKqpURAUVXNUagRFhaxISCoJUSUhqURUkohOENELEnpZjV5WMMrNvV6LSsGsSJglEbsoYZclbErz2BpQi0RVAmm9SN4i0PDrGMk4mVsOsKASZEktzLpGih3dGXZ3J9jV5uOs/iB3rGjlnlWtPLyuzvPb23j1hAavbyvx5vYo39tp48d79Pz+xigf/2wa/Kgb7gnw/mdiPLUjwmlZPZNhG7MjLrptWtpdetoCVgqOJnAjOpmgXsatlnDIMg5ZjVWSscgiximVa5RFTIqCVVZwSRIBRaLdquPU9gCPrk3xw1Oj/PqcBL8+u8DvDrbwm9NaeXljnJv7VJxVEjmlbOTEmpMddQ+7Wnyc1RvnxvlVvrath2d2tPDcrgrPnpDlkfUpDtQNbMjqWFhwMV4IM6OUYiQTo8trY8hn5dBohR9esQnu3Mxfrhzn3VPzvL09yI9OzPPaljzPrilz50SOTUEVk3aZCb+BfqdEh0WirJNIKwIxSSAsCXhlAbssYhUlbKKqeXIRRRJOM/Wkn7Z0gP5ighktRYZLWRrxEFGzDqtawqCRsSoCVknALEq4RYG6UWRvb5B7NxV5eo2LV1ZqeWdvmD+e084b6928ss7N9/eXeXq1h89O17M/pWVcK9Gt09DtsTKUDjNeyzCrLceslgyjxSjT0176gk4adis1g46yRk3ZoCNj0BLTq0lYtEQNEt2pEOtnD7NqrJ/BQpxGzEfZbybv19Eac9BIeulK+ejLeunLT9kMXi07Wj28eXQtH92zgY9vnsbvL0nwkzPsfHePndd2hHj9xAZPbB7kyGiJHZ1J1nVlmFcNMpR00hFyUAu6SDlNxJwGkj4rmeAnKVxhyokw+YifpN9FOuCkEHY3NygyEfrrefrredqyUcoJP9mI63h7cMRlJOm3HVe6A+0lGqXk8RqgTyyGRjHBSEeV2QNN6DbKOaIeBz67haDDRtzrPq50c5EQpUSMcjJOb0uVzauWsmj2GIV4iHouSXspS0clT3etQE899/8KurVshGo+SqXw9ynnIxSzYfKZIMV0kEIqQDbuJR11I6RDTlJBBwm/jZuuuozTTtjCqokRls3oZ/uK+Vx/6QW8+a0Xee6h+8l5rKScWspBI5WQgbJPT9GlI2dWkTbJJExy09M1KZglgTWLZvODbz3HNeefSX81R9xhZMPCCR684ybmDXXTlYsyUEnRmvCzeKSfn73+Es/c9wU2TE5QCbjIuS0kHVpCJvE4dB0qGYMgMN7Tyb23Xs/9d9zEvq1rqCb8JD0m4m49QasKp1Yg6tSycelszjp5K/NHu2nPB8lNQdcwBV1ZJSEqCqKknhoVoqxCUhQkRUZS5ObPqJsjqUQUWUQriugFEa0so1VkdCoZk1rGpEgYFQGzImKVZayKjFXV3KYI6xXiGomMXiZnEGixy0yLmJgs+FjVEmVDI8GuvgxnjBU4Z3aBC2anuHAswNHxAFeN+7luppfbZnm4vt/KZ6cZeGlXiJ9fHuGPd+fgW93wTie83cZf7snyk6tr3LepwO6EjTlBFzOCDjqsGup2LTWPiZRFQ0yvIqyV8emax2qHSoVdUWOVZUySgEES0EsCBlnCKKswTalBvyKRkAT6TAInlvTcNMvJl1ZG+NKqLA+uLPHg0hKX9XjYm1Y4sWBiR9nJpqqXNbUgCbiDdgAAIABJREFUa8t+Vod07KvYeerEMV47NIuXTx3kuV3tXD3sYkVIZEnazLxKkOmFKF2xAHWnjbxWQ0kWmWkXeHrPKO8fXcwP99b45ko/Ty/28fjSNI8tK/GFWWkuaHGx1iuy0Cky16eh3yHSMIlUtCJJSSAiigQlAYcoYJZETKKIRVRhEWTsskTcYaaeDNCaCtJXSDBeLzOUS1Pw2AloVVjVMjpFxCwJWEQBs6TgEkX6vRZ2dkS4ZGaIh5dHePuEDL851MmPTmrh/jENj8438dhaD3fP1XHzmJ2DdQ+TThO9Vj0Nt5H+hJcZ5SQz6xlmtWaZXorRnfTQGXfTFnZS95gp2zQUzTIZk0jMKBA3i8SNElG9QGfcy/zeFkYqKTriHmphK6Wwnpaonc6kl66kj+6sj+68h+6si2kpF+MhI2viOs7rtPLSvjIf3z3Cf97ZxkefrfP7z3TxzoXTeGprB5fNyHDaUJ69Yy1sG21hx6w+dswdY7Rexq1RsKpFLCoBp06Fz6wn5raTC/vJhnwkfVOXaSEXhbCbtmyU/nqegZYC7blYE7phF6mA/VPQLSX8NEpJBhtl2osJCnHfVEdZkGrm79D9ROl2VvMk/G78dgthl52Ez/NfQrenXmHL6qUsmDlyHLptxcwUdPP/JXT/uUDzf4JupRClkAmSTwcoZUIUUwFycS+ZqBshHXaRCrpIBBzHobt6ziirZ09j1+pF3HD5hXzvlW/y3EP3N0PCHVqKAT3loJ6iT0feqSFnUpEx/B26IYuCRSWwY91Svv/NZzly+kn0lNKkPVb2b1nLA7ffyJyBTrrzMQarKdpTQbYsnsu733uVp49D130cuuF/8HTtKhmTIDAx0MMXb7mOL99+I3s2rqCeCpL2WYm79fhMEk6dQNytZ+PS2Rzau5l5wx20ZwIUwnaCNh1mrTRlL4iIkowsaJojqlEkNYoso8hNwH4CXUEtIfwDdHWCgEYW0CoCOpWAQWmOURYwq0SsKjVWlQqLSsapkQhpZRJahaxWoaATaDELDHp1LMn72daRZk9fgTNn1LlqZSd3bO3jnp2dfHFrjRsWBLlxQZQb5vg50qVwRl7g8Z0d/J+nN8KL0+CtHvjJCPxwJu880s6LB+K8fPFsbt/Qz7aolbkhKyN+O60mFSWLiqLDQMzUBK5fI+JWCzhUIk61CptKjUWWMU5BVycJ6GQZg6zGLKlxyir8ikxAEonKAu1agVGTwCy7wIRLxUKPwiKnzGyrhtVJL9tak6yvx1hdj7G8Nc6qlgwLQl7mOBTu3TGXH1x9It8+dw0Pbx1jd8HGNLNAv0dHq99M3mMhadaRVKuJizIFSWLMJHDvqjbeu2iS3543zi8OjvD8pg7umlPk2sE4R1p97E9bWOeTWeIWmOeTGXRKdJpEyhqJpCASFiX8YjOX2SAJGAQJk6jCIqpwyApJp5WWRICWZIDefIIZtRL96SRxswGPImFTJIyKiF0WsMsSFlmPS9IzEouwtSPPtoqDS7ssPDzHx+OLotzcb+SKVoHbZqi5fVLFnQt03LEwxMFGgLleCx02NXWnmv64m/FijFnVFOPVJINTe+XtaTfVuI1y0EjJpaVgVZMxyqRMCkmTTNosk7drydrU9Kb8DJcT9KYCtCedVOIGWqJWuhNN6HZmfLTnvbRlbXTFLQzHfIx7bMwxC9y2PAvHdsPXF8ATA/DILP5w80y+vqfBLUvrXLaoiwtXjnBkwySnL53N3NYqWbsdh6LCKEuYZBGLImKSBKwqmaDNTNzjIunzkAt5yYdc5EMu2nNRBloKDLYW6cjHqSQCn4Ju1G0i6bdRjPs+Bd1/vEj7BLrDjQrjPe2M9TborBZIh3z47VYibse/QLcYi1JKxOhrrbFp5ZJPQbdRztFRydM51Qb8ia/bVoj/j57uf6d0C9kQ+XSAYnpqbWyqfFPIRP0kQh7iQS83X3kpB3ZtYfW8MdbMHWHX2qXcePkRvv/yN3nh4QephX1N6PoNlAJ6Cj49WaeGvElFxiiTNMlETApBixqrWuCk7et444WnOGf/LjoLSfIBJ2ft2c4Xb/oME/0dDFYzTK9naaRDnLxhJb/87is88cXPsX7uLCpBF1nPFHTNEn69iF+n4JAlLKLA/JFB7r31eu699Vp2rVtKLRUg5bMQc2oJWhTcOoGoQ8v6heMc2ruZyemdNNIBikE7IZsOq0ZCKwuoJKl5eSZoUKZGJapRSSpUUhO80j9BV5ZFNKI4td8roJUF9IqAQW7+E5skAYtKxKpVY9aoMKtkHGoZv0okppHJaCTqBoGGRWS6T8/KUpDdXWlOGyhw+YIO7t8/g29esYYffG4vv3z4LH70uZN4+ZLFfGljifM71RwoCrx4eBi+vxe+3c//+U6dv3yjj9ev6uKiSQMXjfp44oLNXLVunA1JBwviNkaCTlrMaoomNTmrjohOJqCWmutSGhHbcWWuxqzIGOWmytVKIjpZRq+oMEoq7LKCR5RwiSJOSSYkCKQEgbQgkRIU8qJAURBo0xmYl06xsqXE6kaRFY1Cs16mvczKRjtDLit7+2rcv289n9u2mEODLUw3q8jJAglt8yNrlQWcskBQEgkLIkVJZEvRzde29vPKib28uKWN++elOZTWs86mYqVeYINZYItbZLNfxWqvwjy3yDSnTIdJoKgRiYkiQVHGK8hYBQGdKKEXJIyCgk1U41LUpB0OWhIhWpIBurNxRmslelJJIgY9NlHAKAiYxKa1YBElLLIOr8rM9ESKjV1trMz52RZVc3pU4FBcYF9E4PJuI3cscHP3KicPbIlx95oC+9p9jLrUtNllai41Q0kPs8txJmppRkpR+nNBurMB2tIuKjEz9YiFesBEwa4jbVKRMWtJGdUk9CIZs5qUUUXOqqcr5mMgE6Y75aYlYaUWc9CRCtCTCdCT8dKadtKSttCdtjMtFWQs7GfcJXPlojS8cCp8ayV8Ywyems0Htw3xwv4aD+0a5N69S7l93wYOLpnFSDJEVFHwqzQ41VqMSvOkZ1HJ6AUBvSBgUWQ8Bj1Bm5WEx0kh7KUUC9CaidHfUmSwrURHMUklGSQXdpMOOIh5LMQ8FlJ+B6W4n0YpxWCjQlsxSSUdppIKU0mHqWYiNIpJhtorjPW0MdrboLtWJB8LEXRYCbvtxH1u4j4PyYCXTDhAPhamEI/Q31Y7fpH2ye5uRyVPZ7VAo9SEbVc1Q8cUdD95mJH7J+iW0kEqU6/RKv8I3XyUSjZMNR+llAlSnPpY/At0Y0EvN152AQd2bWbtgnHWLJjBrnXLuPHSi3j7pZd48eFHKAc8JO1aykEL5aCZgs9AxqmlYFGRMckkTQpRkwa/QYVdI3H6iTt4+euPc+b+E5phxckAFx04mXtuvJo5/R0M1/JMq+boSEc4ef0qfv7Gq3z1C59j1bzZFCMeUl4zcYeGsEkipBMJKBIeUcShElgycxpf+uy1fOGmq9i+ej6lmJOUz0jCoSdsVuPVCEQtGjbMn8lZu7cwOdhBezpIxm8jZDNgUyvoBBGNqKAIMoKgIApqJFHzT6NCkoR/AG/zQk0jSegVCY1KQKtqQtcoN7/yFlHEppYw6QWMahGLLOOUZQIqmYhKIKsTaDEJdDtkRvx6FmecrC842FV1cuW8LC9eNM7vv3kF/OFV+D/vwt9+xa+euZJ7Npe5qMvEWVWBR7dF4KV18K2F/Pm+Xh7Y7GdVyEi3SmBFNcSdh0/g7HVzWVKJMpH0MhhyU7XoyRk0pA1qQmoJryLg1SjYVSqMoohJljCrFIyKhE4R0SkiKkVAoxIxKNLxyzSHJOMUZZyCiOsfxi4IuCWJoKIQV8nUXFa6w15mVXLMquQZSIbpTgToL0Roc1votuhZlIwwGfPTY9OQUgR8KhGXTsaobZ4ezHKz/TkgCuRUAlctanBs9yBfmJvkvsXtXN2TYKVaYEJQM18Q2GoS2R/QsD9hYkvQwAKHwkTQQo9dS0ol4JdEPLIKhyRjEiU0U368RZTwKGqCOh1pl4t6Ikw95aeRjjBcK9EWi+LVaDDLEnpBxCCKGCQJvShgEAR8Gg3DpTLzW+uMhl3McGhZ6dWzxa9iT0rDzQsqPHRCHw/t6eCJAzO4c3M/W1vcTPeqKBkESlY1PQkfY+UUY9UMw9UUA8UY3dkQbTE7bRETnQkHjZidgkdLwioRMwskzSIpvUhKp5Az6ikY9bR7rExP+5mZ9TEYd1HNhKgXY/QXgkxL2+lK2enL+5mW8TOU9DCWsDA3LnDXjiIc2w7fWMHH35oDx0b54M4G37+4weuXreRrh3exd3iIdrudqCASkFS4VRqsahUGrYRBq2BQq9ArMjpJwiBJmBUVTr2BsNNJPhTi/7L2pmF2lded797vu8czz/M8z+fUXBpKs9A8D0gIDSAhgYRAYh4FZsaAkQEDxtgYMAZjTGxj4yk4nrHxFE+xHTud3E7SHXdu+t7cm8fpJJ38+sM+VZIw7eRDf1hPlar0PCXVOfv3rve//mutbrHIaL3KzGifRWM9pnt1RqoFOrk0zXSCcjREORqikYrTL+aY6jZYvnCSqUGLXr1Iu5KjWyvQqxeZ6NZZNDHgvJlpVi+ez+LJEbqVPPlYkEzU7wwzT0cpZmKUsnFqxTT1Uob5Y10O793Fzg2r6deK9GtFpvstpnpNpno1pvtOTHYrc5uIZ4HZyMdoFOM0SwlatTTtZpZOK0evXWDQKjAy3Ao81nIGnI/UcwyqmSF0kzTyiXOh+9RD93DLlUc4uGs9h3Zt4NpLD/D0ww/yi++8xXde/xy9dJxaxDVccuelGbdpRm0Huh5JyS3IewxHBjAEd9x4Dd/92he5/opLGG3mGWvkefy+23nh8YfZMDPJypEWy/oNpqo5rj24j7/8yQ/53EsvsGfjWlrZmKPRDqGbsVVS+jDDMlT2bVnDq88+yYtPPcKlF26lU4xQSbgd6Hp04oZCOeTi0vM3cfsVR9i8eIqJSpp6MkAh4iPisrBVFUOR6Io+hK6OUI23hfZ7oCsxDRXTULENFbem4pUqvuE1y6+rBDRBVOqkVJ2ilNQMQd+rMR5QmRfRWJ6y2ZCz2ZERHK5ovGdViu/cswT+/KPAX/M/+R/Av/Cfv/UsT20vcN+Uye0DhQcWaXz95kl++ehmHl2TYodXYb6i0FUUFsR9XH/BBi5aMcWyQpSZVJDRqI+m16Ls1sjZkqSpEDUUIoYgoGl4hcArBV7daYW2pII1hK6lOdD1SoFfCIJCEFQFIVUleFYEFIWwlMQ0SUJViCsKKalScltUPDZlj03OpZO0FEq2Rl1T6VoabVtStRXylkLckIRsicdS8VjO7zJt6WSkYNRv8NLxLfzhseU8vSzPU4uq3FXyc1PUxeUei6t9gofrPh4fjXDfIMrV9SAXZlzsriZZlQ5T1QQJIQhpOn4pcAsVU0rcQhAUkqzLTcHnoxGPMVrJ0clHmKrlWDXep5tMOM0TpolHSNyqwCM1XMIpOMYtg/F8npFElKYtGLUFF5STbI9YnB/TeNfyNh+7cjOfvnk7H75sFcfGM2zK+blixTymY35Gon4W1wqsHe2wdrzLsl6NBY0C4+UU/UyQbtxNL+FhNBOgk/RSDmgUfYJG0KAbNOi6BaMewaRXZSaksqnm5cJejC3VIMvbMZYPMqxpp1hXj7OilWZZK8d5xTQr4j42p3ROb2vw1x+9CL55Gf/jj9byL28uhW9v4F+/tJ1/fO1SfnD6IFcvajFqa2QUhazQSGomQc3AY+rYtsA2BbauYWkSSwhsVeAWkoBhkQmGaKQzdAoFRutVFo0NHOh2awwq+XOgW41FaKTidHJpJlo1li+YYN5Im16tQLucpVvN0asXGGtXWTjWY9Wieaxbvojl8yfmoJtPhMgmw+SSYYqZGMVsbA66Y506B3fv4MJtG+nXinQreaZ6TSa7DaZ69XOgO9osOANrZr3EhTiNohP1coJGLUW7maXbytEfgne0XTwHuv3fB90PvOc+bj1xKYd2beDQrg3ccOwgHzr9EL/4znf5+h98kn46QTPu/Z1Mt+XXqbmd9t+MLYhbgqhL575TN/Dmlz/LyUv3M1LPMd4s8OFH3s3TD93DyokeK0danDfaZrqW444Tx/jrn/2IV595mu2rltFIRajEPBTDJpmhvJAwBGFVJWZpHDp/C68++xQvPPkwh3dtpp2PUo57KIdcZD0aMV2hEnZz2a7N3HbFYbYsmWailqadi5IPewmaOm4hsYWBrmooikRVNITQ3xb/DnQtgWk5bzi3rjrOBU3gURW8wrmyxzSDnG5QMTQapqDv0eh5FSaCgqVJk7Upyc6MwmVVyT0LPHzq0jL/z9cfAn7Dv/BvAPzstfdz96IQt3RVrq1rnGxYXFbV2Z83WWkYzFd8jEg3TWHQCwTYOTOPxfUCNbdGzaNT9BoUvDpplyRmKURMhZCpEtCdTNyvafg0pxDoEgqmcGQTcwhfty7wSBXPsPDkUx0gzh4yHqEMNT2BX6pENElIqARVhaCiEFAUorpGWDiOjriUpIQgLQUJUxC1VcKWSszSCZoCj6nitQQhUxLTJUkpGAQs7t60kJf2LePxpU1uSNjcHjb5+FiFl3txXmn7eW00wCvjAZ5dkOGuQZILkzZrox4WBFxUdElMCPyahltTMaWCIRQ8UpB0uaiGw1TDIVqJGKOVLO18hPFyhuWDNq14lICi4BHCaQmXGh5Nd24AhiSoS5KmQdKUJDSFqiXZ2W+xvVFmoCos9Jtsa+U4sKDJ6lyYga4wYlvcuGMb2ycmGIlFmS5lWdQqM1nO0Ij6qYY9lMMe8j6TjC3Ju3XKfpuK36bstygHbOo+i9GQyYKQypq4wqaUwq6y5JplOa5bWuT4VIKDUxH2TkQ4vxdnayvL+m6JldU0K6MetkR0ntg04DfPHIGvneCfv7WPf/jGGv7lO6vhJ8fgh3fxo8cOc2QkwUAq1DSFtK6SMnRCUsejGVimjumSGJbAGFoqLSmwhr8rn26Q9PuppVJz0F0yMcKisT5TnSr9cp52Lk0jnaAUDVGMBqkmo3TyGSbbNZbNH2XBaJtuJUurmKJTztCrZBk/C7prly5k2bxxetUCuWiAVNhLPhWmmI1TSEcpZeNz2e5Yp85F52/lwm0baZWytEvZOcvY26E70sjPzcSdBW+jEKdeiFErx2nUUnRaObrtPN1Wnn6nyGin9B+H7tMP38/NVxzm0K4NXLxzHTccO8hzj72XX33v+3zppY/RTcdoJXx00z46KQ/NhO3ICwEn0y26hNONZqrE3RYP3nmKb3zp01x5eC+9SprRWo6PPnmax++9naVDaeG8sQ7zGwUevPlafvPLn/DS+x9n45KF1BOhOeimfSpxl0LMcqrLEUPjyO4d/MFzT/P84w9zYNs6Wrko5aiHSthNzutkupWwm0vP38Sp45ewbdl8pupZesUEhYjvDHSlA11VlXPhgHY2JEIoqJrqOBhMgdQFlpS4h5mupQ9X+2gOdANS4BUqbl3DZ2jE3AY5j04jZNENmQxCBl23wkRAsCRhsialsS2lcElJcvuEi8fW+PjUTWv4zc++CPwr//wP/53nrzvADQMvV1Z0Lk5ZHMgG2Zp0scSnMmZa9PQwZdVHQXrJGR7Spk3KNEgZGilLEHOpxN2CqEslZKsELYHfUvHNQldKvFLgEiq26kDXFA6UTKlgayouTcUtz4RLPxNuXeAxBO65jF/iUQU+IfEK53OvkPhUiV/oBIVOUEh8wjmsTEvBZQkChoZPF3h0gc9wWrWDQpAwdMq2znkpL0daSS4vxjjmt3miludL42Xe7AV4q+vhza6Lb0zE+PzSBve3UmyxVaYNlY5UyA0zcu9QPjGkgsuQxH0eSpEwzXiUajhAMx6mX0jSK8WZquVZ0m3QjEbwKwq2ouBSVdyqwJbSOZBMiU8XBDWViOkMwI9pgsX1GvuXr6RimGQUQVZIMrpOVpUUFI2yNLl42Wou27CVjGaQdemUAm6ybpO4oRKzVKKWSlhXiWk6adsibRtkbIO8y6Tktqh5DMbDOhsKJscn/Lx7Y4kn9o/xsZu288yJTTx5YIb37Kxx0/IoRyeT7B+U2dYpsirnYWfB5EN7JvnbD10CXzwObx7hn767l3/58UH4s9v4t5+c5uPXbGJzOkBfVakrgqxwdPagVPFKDVszMAwdzZZopkDXJbomMISTmNhC4DMsEj6fsz0in2esUWPRWJ/F4wOmOzX61TytQoZ6Lkk5GaUYD1NORWkVM0y0qyybN2BmrE2vmqVVTNApOYsex5plFk+OsHrxfNYsWcDiyRH6tSKpoIeY3yaXDFPKJebkhVI2TiWfZKRV4cD5W7nkwvPpVQv0qoWhtNBkut9g3lDPnc10+7XsXAvyLHQbxTiNSpJmPe0Adxj9bpGRbomRTpFB02kJ/ncz3RsvPzSX6d58xWE+8vij/NkPfsDnnv8I7XiERsxDL+OnnXTTiFnUwybtgE7Dq1F0CzK2JKIrxN0mj9x/F1/7wie57MBOx/7RLvOJDz3BI3fewvKxDitH26wcbTO/UeD0qRv5zS9/ygtPPMr6RfOpJ0IUw85s3LRfEHUpRGxJQJdETZ2jey7gU88/w7OPPczezatpZiOUo16qEQ85rz6X6R7dvYXbrjjMjuULmKim6eRjlONBYh4XHnk2dFWk1FBVgaqqCCHOineGrkeTc7D1StUprqgqESGIajohyyRsSQoBnWbUYLrgZUU9xup6nPlhg0mfYEnEYlXMZGNMsCctOF63uLFvcP08P0+f3Mj//P//lF9/49Mc6oQ4nFXYmzbYEvawPhJixq8x4lWouxTKlkFauklKm5ThIqGZJEyLuGkSNTVCLoWgSyHkUgm6JH5L4jUEXl3glxKfFHiEiktV3hG61lDjPTvOga4hcBvC+bOm4hbyHcMjNLzCxCOcwpxLSixdYBgqxhDYHinwDOUMr3Tkj4hpkjI1KoZCXyqMKwr7ggE+tmSary9s8sf9GD9o+flhJ8j3poo838pyqdtipVDp6wrV4bCewFC7dmkKhlTwu00KiSilaIhmPEI9GqSVDNMrJOiXEsxrFFnSaVANBZxMV1WwFef/Z2saluEcvLau4pYKXk0QsnQ8ikIpEuXwjp300jmiqkFUmoSETlyzSUubqKKytNXjxkOHyXvcRIRCVBNEdUHM0giZAr/mtGGHdZOEZZMwdZKG44Sp+mzaQRfzYjrbKzp3r8vxsw9fwT/8ySv8v7/6Mn/51mf51SdP8/nb1vDojgynVhS5fH6LnbUY2/Iar920nb9/7Rb++fXL4ZuXw0+vhV/fAr9+mP/6uXu5b9sEE4ZCW9i0zTAl1UNSdZpC/FLikQaWZmIYBtKUyCF0NU2gSXUOvB7DJOb1Uk2ege7CkS6LxwfM7zUY1Aq0ikPopqIUkxEq6RitYoaxVonlU10WjzUZrWYYlFMMyilGKmlGGgUWjvVYvXg+65bNsGRqlEG9RCroIRnykE9F5nTdUjZOOZegnE/Qb5TZv3MLl+6/gH6tOFdIm4Xu2zXd2VVB/zvodlo5Oq0c7XaeXrfIoFti0CnSb+XpN3L0a2+Dbm0OunGefOBubrr8EJfs3silF27h1MmjfOSJx/jV977PFz/6Ir1UnGbcRz8boJPyUI9ZVEPGOdDNuiRhqRD3mDz58P185XOvcvCCLXTLKRaPtXntIx/k3Tdfy4rxLquHEsO8ep7H7riV3/zipzz36GnWLpymHg9SCNnkQzpJv0rYrRB2SfyGJO6yuWL/fj71/HM8896HuGDDKhrpCKWzoBuRDnSv2LuDU8cPs335AkZLCZqZCNVkiHTQj98wsIWBoepIIZHSiXOBey50Fd2RFyxNw28YBA2dkKET1nWimjMiMCGcSAuNiq3T8alMRwVLkhobSz729XOsSfuYcqss8pssD9qsCuis8ytsDQm2+xX2JRTuW5Xmtz/8CD9/+V5umx/nyprJmqDCcr+Lhb4gXVOjaivkLJWUpZEwNBK60wmXNAwSulONDxk6AZdCwKUStAUBU+DXxZwUcjZ0nSzWscFZ2hC+Q+jOhqE72b1HOxNe3bFRuaXj4vAI9Z1DlXgUHbei41IltlSxpYItFazhz3JJ1ZE6hv8mnyYJGgYBXZA0BEVDoyFMVpgWd1aSfGGmwbcmCnx3Is93J4q81slyncdinWowLgzqukJeOkW+oJB4VRWP6rgzoiEv1WyCQshHIx6ilQjRSUfol5IMKknmNYosbtco+30EFacd2oGuhqVrWKaGaTm6vqUpuDWVoJR4VYWIbXLy8CE2r1iGX1UI6zoRQyduOMP4Q4pCJ53ijqtP0M1lHE1c1wjrGhHLJGybBE2dgKET0A3nPaZLUqYgawsqXp1u0GJx0mRTXuH2tSn+8xfud4a5808A8Ntf89PnjvLswQp3rClx+XSFXTmbXSmVbz5wEH70OPzkbvj1ffAX7+Pvv3Efr16zmb2FCGOqQlMTND1+qp4AWWmTEJKQphIYHp62sDCkga5JNF2gGWegqw/B69KdYlo5HqedyzM+hO6SiREWDNqM1Es0SxmquQSFRJhCMkw1m6BZyjDaKLB8osPS8TaTjQJj1Syj1Qwj1TQjtTzz+m1WLpxi/fJFLJ0eZ7RZIRP2k474yKciZOLBc8BbyScZaVbYt30Th/fuYlAvMdIoz81emOw4k8ametU56M6uCpptjqjlo9SLsTlNt9XM0Gnn6XQKdDoFet0C/W7R6Uxr5Oi9HbqVfJJiJkYhHeXx++/kpssPcWTPJo7u3cKpk5fy/OOP8Mu33uKNl1+ml47PZbrdtJdGzKYaMmkFDOpejaLL6W4KSYW4x+KDj72Hr3z2ExzcvZlWPsaisRavv/Rh7rz6OMvHOqybGjjQreV54u7b+c0vfsozpx9i1dQ4tYiXcsgiF9BJeFUiLoWwLfEbgrjbxZUXHeC1F55zoHAaAAAgAElEQVTjg6cf5Pw1K6inwpQiHioRR9N1oOvhir07uPXyg2xbNo+xUpJGMkgp5icbDhByWdhSw5QaUkoURUEI4cBXCKTqAFiVCqo+zHR1FSkVbE0SMAzilk7S1EnrOkXDpG7ZtC0XA9PDhLCYMXXW+ATbo4LdMcnBrJtj9SSbo15mTJWFbpMZr4uFtsZiXWF3OsQ95y3gnkUF/uCiHn/51H7++0ev4h9euoWfPngZuxoRxgxB33RTt9zkDI2EbhAWGhFdIaIpRDWFuC6J6hohTSegSwK2QsBSCZoCvzEs9A1lBZ88A7g5+UAT2FLFEE5GOAtccxhOcc0J11lhS8fb65bvDF23UHGrEpfqXD1toeKSZxoxHClDDOcbO9q4Tw7nHeuSkK4RNwxKlpe+kGxzC25KeXi0EOMjvSJP1xJc59HYKhQmVYOaapAWCnGhEhIqfiHwqE4ruU8X5NNRZ2ttNEgzFqIVD9JJRegV4oxUksxrFJhp1agE/PgVBa8Q2Krj0zY1iW4INENFNxRMwzk8vIrTdOFRFfbv2MaxA3sJair+od0xaggShkZQVSmFA9x61XFmRnt4FIWYZRIyNPyaJGybhFwmPkPHpzsT7kKaSsJUybkE1YBOJ2ywIK6xPqtwzaIAb37gGPzjL/kn/o3fAvzrX/HTl6/huUtq3LwkzEVtH9syki0RhduXF/n581fy27fu47/90Sm+cN/5XLcgz0pbYUJRGBg6Dduk6nOTtgwSmkZUE4Q0SUBqeIWBLUwMqaNLia4LB7xvg66lS4IuF8VYjFY+z3iz7mS6EwNmRtuMNks0S2kq2Ri5eIB8IkglF6dZyjBo5Fk60WbZZIepdpHRapqRcoqRUpKRWo7pfpNl88ZYs2Q+y+ePM96ukov6SYY8ZBMh8qnI3MdyLkGtmGakXWXfjs0c3ruL8WaV0XqZqW6T8XaNsXaViU6FqV6NqV6N8XaZ0WaRbsUppjXycWr5GPV8nHopQbOapl3P0mkXaHeLdDpFep0i/U6JXqtAr5GnV8vO6dH1QhKlWkhRysYpZmK8777bufmKSzi6bwuX7d3MbVddykff/yh/+t23+Mxzz1AOuKhFbLppL/2sj1bC6wwaD7goew1yLo20rRHWFRJem+efeISvffoVDm7fQDUVZN6gzudf+Qg3XnoRS3sN1k8OOG+0zfx6gQ89cA9/+4uf8cEH7mfFaI9qyKAc1Mj7JGm3JGaqRHQVv1SIuA2uuGQ/r730HE8/fB9bVyygkQpSirgohzWyHpWYrlCL+rh8zzZuOXaAbcvHGS3GqMe9FCJu8lEvEb+NyxDo2rA7TSpIVUFXBaYqMVUNQ2gohoJiKmjDK7CtqXg0QcjUybo0qm6Drttk0jJZapqsMV1sMj3s0FxcZJuc8EluDUvuTNrcV4xwcybMbrfFcikYVwWjusHqRIRjgwbPXLSNv/n443znXRfxxuEePzxZ5b+8exn/8MwVfP3Gi1mfidJQFCqaJGfZxA2TiK4R0lRCwwciqAv8uuOZ9BkSnynwmQp+w1kt7x+2KQcU5+Fxa4qTqc4WxITEJzRcqkCqinNV1M4qjqhOZXq20GZoCrqmoOlO6JpThHvH0FRsXZyB+FAvts8qbBnC+Zpbcw4Cz/AgsIfSQ0hK0rpO1TJp2RYTmsl5qsF2r48NbpPFUmFaqnQUnaLQCWvO8B7fcHCPW1VwqQp+Q6eWTdLJpalFAnQiQdqRAN1kiH4uyqAcZ6qWY6ZZpRYK4lcUPKrEVp0uRNPQ0HSJZkh0XTrdiULFpQu8hsRSFGbGR7nm6GWkA368QhA0nVVQEdskZOpELJOrjlzCphVLsBWFsCGImRphXRLQdTymhstwwmtqBAxBRFfIenRqITeNiMVYQmdNXOVwVfDKVYv45z9/nX/jt/wbv+W//OBjvHjTeh7YmODKjsLeksLmkostBQ/bEwqH2zY3Lkpw2cDP+qjCQkth0m3Q83lpuryULS8500PKdhOSgqjLImS78FsWbl3H1jV0TTg6riYwh++Js8PSVPwum2w8Qb2QY7RVZ/5Ih5mxDgtHm4w2CzRLCSrZMLm4l3zCRykdpFVOMtrOs3iqxZLJFhOtHKPVJGOlBOOlBOO1LNP9Gkun+6xaNMGKBaNMdisU4l7SkTOr2POpCIV09Bzo7j9/K5ft2828doPxaonJdp2RVoXRVpWJTn1O4x1v1xhtVuhW8jQLaRr5FPVckmYhTauUoVPO0a3kaTeKtNolOu0yvXaFkXaVkWaZQa3kWN1qBRrlLLViGqVWTFPOJShl4zx2z23ccOwiLtu7maP7tnD7NUd58anH+PX3v8crTz1ByW/TSnjpZXz0sj6acQ/VkNuBrscgYwtStkZQKuTCfl758NN85VMvc2DrWirJAEune7zxyZe4/vB+lnXqrB3rsmqsw+J2lZfed5q/+9XP+cD997Js0KYS1KlFTAo+jZQtiM9CVygkfC6uuuwgn37xWd7/0N1sWjpNPRmgFHFRiRjkvIKYdga6Nx/dz5alY4yVYrTSASpxH4WYcxr63Qa2ITF0xx6lCwVTqFhCw1Y1LKEhdRWpK2iaAwPv8IGIGDo5TaFuSMZcNjMuFyt1m/W6i22Gh32Gh8s9Hm4JuXkw4+excpyn2iVujQfZIlTWWiYbU0kOjPS5bcMKPnBgGy8c3sprV27htYPz+fKBKm8dSfHDK+t8eleLgwmLgarQUBXKukZKN4hqGmFdEJQqQSkISkFAOyMdeHWB11DxmAoeU8FrOC3KjgtBOLKCKQi4dDzDApZbSuf6rKgIxYGuNQcVB7qu3wdd/XcfvLMfQNtwoDurF8+FpqDJ4WugqXgsHbcuHLuaqWNpGiG3i5TXQ1yTlG2LhttFVRW0FYW2olBTFMqKQklRSCsmYUUSEgoRXRAxJD5VcVwXQhDzuGgW0jQzMWoRP71YiE7ETycRZFCI0S/HGC+nmGlWqUdChITAq0rcQsceQlfqAqGp6LrE1jVcmsRlONB1S5VMKMiJSw4xv9fDK1TClkHQ0AgYGgFd4pMql+7dw6ELduKVCkFNJaw5Dg+/JnHpAluX50A3rCukbUklYNEIW4yEDJb7FS5MKTy5p8n/9eXTwN/yr//fn/Hqqd3ctarEDT03l6YVLsrq7Mh72FQMsT4XZE3KYmvFx9ZamIURnTG/RT/goeP3UnN7KNpeMpaHqGkR99jkY2GSgQBBlxuPaWBpTuHMOZjVd3zNbV3gd7nIxhPU8lkGjSrzBm1mxjssGKmfC92Yh2zUQykVoFmMM9pyoLtwrM54K8dILcVIOcFYKcFYPcNUr8rS6T6rF0+ycuEYk90K5VSQTNRLOhYkHQtQzMTmGFfOJeg3y1y4fRPHDlzIvFad0XKBiVaN0VZ1mOnW5zrUJrsN+rUinXKOdilLPZecg267lB3O6C3QbZRot0p0W2X6rQojrYoD3XqZXr10LnSrhRSVfJJyLsEjd93KNZfu48iejRzbv5U7rzvGx55+nD/7wff5zLPP0IwF6KUDDHKOZawedTm2lYCLkkcnZSrEDZWgVGjmkrz20vN84ZUX2LNpFdVMmA3L5/PGqy9y7UV7WNaus3qkzfJ+g2W9Op9+5in+7z/9Ex6/6w4WdRpUQwaVkE7eJ8mcnekKhXTQy3XHj/DpF5/liQfuZP2iCWoJP+Wom1rcIueXRHWFatTHsT3buPHoPjYtGTBWidHNh2mkg5QSfrIRLzG/C7+tYxlOE4DTYaZiSw230HAJDUN3Kt3GcHWPTwoCurNpIK2plKSga9tMuz3M1ywWC5M1uptdpptDbhcng25OJQPckQ1zulPmypCPDVLl5OiA9+zeyYN7d/DevZt4fM8anr94FZ88NI/X9jT58u4U3z4Q4/tH63xm14DdPklbUaiqKnlNJ6WbBFWnHTUoFQJCJSBU/EMrl1c6eqtbV7ENBdtQnMLfWVmtR1OJ+G3S8SAuQ2LrKi5Dx9QEmlDnWqF1oQ4Po38fuprufO2d4mz4unTHRaCrCobqQFcOQ9dVLENiD/+Oy9BwWSZeyySkS6JCIa9LKoakZeuUFIXxoI/1rTLrOjXG0kk2LlxCLZbApyisnR7jtiuOMtPr4FYUglKSCflp5JO0s3HqMT/9ZIRO1E8nEaCfj9IrRZmopFlQL9GOx4gbJm5FxSU0XIaOoUtn8pwhMYaHki0FHlPDa2i4h9r0hVu3cGjXLkKGQcjUCRoaYcsYQlewfc0qjl2011kbpSoEVEfbDRpvz3QlQUMSMwUpSyXv1qh6dZq6ysqQzbsW1/jU1efxpffs5R9/8y3+/pef4/51ZY6VdY5nXRzNeDmQ9bM5abE2H2Jzu8beyS4XTNRZ30gxErQYiYVoB33UvBYF2yJt2SRsF9lggEYhTbOYIx0KE3S5cOs6pnSAK4WCLtXfOWAtTcVlSAJuN9l4gmouQ79WZrrfYma8w3SvylizQKuYoJoJk4t6SIdsigk/zXycbjXNwvEGiyZaTLQKDGpp+hVHbx+pZZnsVlg2b8DapdNz0K3nomSiPtKxM5luMRNzXAy5BL1GiT3bNnJ4z/ks6DQd6DarjLVrjLVrTLTPzXRHGuV3zHRns9x+rUi/UaLXKDFolhm0Ks7HZpmRRpl+o/S7mW4ln6SUjfPwHTdx9eELuWT3eo5fvJ27rj/OSx94H7/63nf5/AvP002F6WWCDHIB+lkfjZibStBFzW9TGma6cUPFpyr0KwVe//iLfPrFZ9i9+Txq2QgX79rEVz75MU5csIM1gw5rxros6VRZPd7jDz/2PL/5+U945PZTzG9WqIVNqmGDgk8j7ZLELUHMkASkSj4a5KaTx/jkC8/w3rtPsWregErMSznqphKzyPgFEUOhnghy+b4dXHtkD+sW9Rivx+nkAzQzASoJP8WYn1zYT8Rt4DYV3JbEY8ph9d0Z2eeRGi5dzNmlXENt0mkmUPFqCiFNJWVIiqZO3dBp6RrjlsVyy2Kt22SL32KHX2e7T2Nv3Mc6WzJPVTk+Pc7jhw/wnv1beWTvOp7Ycx4fObCUzx4a482jk/zpVZP88kSbn1w9xfev28GhXJSWUCkJQVqVxDWDsJSEpAPe3w9dFVt3NEfHIeDMiPAbgmw0QDEVw+8yhld+gaGfmT0xC11LODapWSeCPSsR6E5xTTfOiiGI3x6GVDBVZagHO5quWwos1fneHHQ1J9u15LCAJ1XcmoZfE5RDfvavWsaifIIP3nySj95xLcuzHh45fgF/87U/4Dffep1Hrr2MVx8/zdaZaXRF4eCmdfzojS9w9UX7CagqMcOgFAvRLCZp52I0Yn4GqTCdqI9u0u+stymEmaxlmV8v0UnGSbvceIfygimdK7XQnMKqJgW25kDXbUr8loHf1LEUhcUT45y85BLibrejr+sSvyYIDFtmF4+PcuUlF5HwW3hVhaBQ5uQFtyGxDXkGuqYkagiSpkrGVskZCi1d4+J+h0+c2Mtnb9zEEwd7/NXX3sd//cpj3DDfxaGCwoVRwYFsgD2lMDvrQc7vpdg33uTQ/Dbbmkl29vJMhS0GAYum16DiMcjbBnFdp53JMNlu0ipnKKZjJANBfKaFJcTboHtuwdXWBbYucJkOdFORKMVUgm7F6QBbNNFlwUidiXaJdjFBLRuhEPOSDlqUkoG58Y6LJtosmewy0S7Rq6Sdmbq12Y3ATqa7ZskUKxaMMm9Qp5GPkY54SMecItqsvDCb8fYaJS7ctpFDu3ecIy+MtWtMdOtMdhpzme5Ep85os0KvesZhcXam263k6VUL9OtF+vUig0bJyXAbpbno1ou0qnmalRz1UuaMvFBIR3no9hu46pI9XLJ7PVce2sndN1zBR9//CL986zt89rln6CbDzlbRfMDJdGNuygGbqs+i5HHmsiZNgV8oTLXr/OGnXuHVFz7I9vXLKKdDXH1kP1/71Mc5unUj6/odVo92mF/Ls3XRFN967VX+6sc/4JHbTzHTrlMLm3Pywhx0TY2gplJMhLnp5DE+8dzTvOeOm1g+0aEc8VCOuinFDFJelaip0EiHuXz/Tq47upf1i/uM1WO0sz6aab8z8DzmpxwNkPJa+FwCl6HgMQRezdH9PIpTxPEYErfhfJzNzlxDjVHTFSxTxWdJgpYkbmukLI2i26TlMmjbOl1b0rVV2oZC11Joas71d2k6wT37z+f0wR2c3n0e7zt/KR/aOY/PHZzghyeW8ZPLp/nx8VH+5Ja1fPvWg+wtZKiqgpwiiCuSqNCG0FV+L3Q9s/ronGar4JcKUUuS8buoJ2O0simibtuBn6Jg6xqGJpFiqOlKB7j/UeienfWeHbqmOJm2JrCHP8tUnMKbLVRHWhjqvObQvuYMpVHIed2MZZMsLmf58KlruGHzcv76Cy/zd3/0Mh+4cjOfuuMwf/fGC/z4uYe5e896Xr7rBi7fuBJDUdg+M48n3nULo/k0EVUhJgWlaJBeLUMjE6YR8w2h66GT8NIvhOmVokzXcyyol+kkZqGrzWm6uiYQs3OWpepYyITzvvCaGn5Tx6UqtAp5Thw6RDrgd3zHc9KCwCMUepUiJ48cJBvxOvMmdGeEqV9zDnzb0PBYBl5D4tMUonND8VUqbo3JcJCrzlvB5+64hs/ffgEvnlzAn796PX/8gcv40m2b+MHjV/C1By/n5ZM7uXJhgSPzMtyzawEPXricG88bcGy6wjXLRtlcjjGwFPp+nbrPpOZzMZbPMVWvMVIpkol4SIW8xLx+fKaJLc8cPs57RD0Humdnun6Xi3gwRD4Ro1N2fLGLxrssGG0w1SnTKyZpZaOUYj6yQYtqIkA9FaJfTrNkqsvyeQPGO+Xh6psUnXqGQdOB7pKpHqsXT7JiwSjzRxo0C/E5eSGbCJ3TDjwH3e2bOHzhLqZbtTPQ7dSYmGuSOBe6/VqRdilLI5+ikU+dIy/0qgUG1SKj1SKjtRKj9TKDeolBvUR/CN12rfC70M0lozxw6jpOHLyAS3at46rDu7jnxiv5yBOn+fm33+SLL73AWCHFWDHKeClCN+2lFnVR8ltUvCZFt0baUokbKn5VYWa0y5c/8yofe/ZJNq1eRDHp55aTl/LGKy9w8eqVrGrVWTPSYVGrzPnLZ3jrc5/mP33v2zx0840sbNWohgyqQ3khaanETJWYIfELhVIywqlrT/DxDz/Fu09dx5LRJqWIm0rcQzFmEHcrxF2CSjzA4d2bufH4ATYuH2WkFqGV9dBIeagnfdTifurRAIWAm5BXc3RP3dE8vWI42ESouAzhXL0NMQeYuZBnCms+TRA0xLDCLMlYOilDIyEFCSmIC4WkUEhKlbAiyFkmh1cv4b79W3j39qWc3jifJ9aN8tqB+fzkus387KpV/OrWtXzm4BRXjxVY5HZRVCQZRRJXNMKKNicvhH8vdAU+oREQkoAUBKVCytapRv20k1FGclkmSiXyfj+e2QYAITGFOAe6pnAG/bgUJ2Z9vLp0tFipz47LfGfgzsoOHqHiUhQauSyLJ8YpJuL4dc1pqNCk49Md3iiCuo5fSFKWxXgsxMFlC9g71eE9F2/j9L51fObWI7xr3Qhfee81fPaOo3z+zpMs8eiMS4VnrznBey47hEdR2DJvnNM3XkMnHiYmFBJSUo74aVeS1FIB6jEPI6kgnZibdtxNPx90oFvLMa9aoJdKkvX48AkdW5UYwwxPUZXhcHtnzKepOgVDz9Bt4VIUepUyd91wA4VIGLeqOF17w3CrCtVUgntuuYFuOYNfKESNWegOD3lD4jIdzd0rnEE7cUOhErCZKkQ5r1Hg+OrzeP76o7x+1wFevmaGV05M8vrVy/jLZ6/nt2+8l39+8wn+4sUbOb2jy+3Li7xv30I+eMV67t25gHdtmMfl8zrsaBSY9LnouDRaXoOxRIS1IyN0kwmKIT/FqJeYxyJkuwlYNm7dmIOuoUsMTcwVQs/W621d4LUsIr4A2ViUdqnARKfOwvE2C0YbzOtWGSlnaOdilGM+ckF7DrqdfIKZkTZLJweMtcp0qlkalTSNWoZuI8dkt8LiyS6rFk2wcuEYC0ebdCspcnE/6ViAdCxAJh48k+1m43TqBfZu38iRvbuYalQZLReYbNcZ79aZ7L0zdHvVAu1SdigxpGkVM7SKmblsd6RSZLxSZLxaYqxeZrRRYdBwimjdepH2WdmuUi1kKGZTZJMx3n3qWq48tJuDuzdw1ZELuefmkzz3vtP87Fvf5MuvfIypao7xUpyJcpROyk0t4kC37DXIuzRH09UVfIrCsslRvvrZT/KRpx9l46qFFFN+br/2ct545QUuWrWC1a06a0baLG5X2LNmGT/+yhf5s++9yYM3Xc+CRoVKyKAc0sl5zkA3YjgNCJV0nHtuvYGPP/sB7rnpGmb6dYphF9W4j0LUJOpSiHklpWSAi3dt5Lpj+1k902VQDQ2h66aZ8NGI+6jH/JRCPqI+k5BL4tXVuXZXt6rgEk6BQJMKuqai6yraMHRddfrLVRW3ouBVVWfNjaIQFCphqREUOgGh4VMFfsX5nl91fJ4RKVnTrnLHjjW8e8syHl63kCfWz+PTh1bz41MHeePQGj68vsPFGYMxRaElJBlVEFclEUUQVAQBVSUkhpmufAfoShWfEIQUjYiqE1EkGcOkl4gyXc4yXcowlc8yXSrQiEWIaBqeoTtBVxS0Wa1Ok3PQNWctU2+DriYdB4gmnaLj2YU1fRa6upPRejTJrk0beO+993D4wgto5bPE3TZRl0FACjyKM8ErqutEpWRxo8zOkQb7J9rct2sDD56/mttWjvLz99/Je3ct4cTSOrdtnMfPP/I+njy8l7t3buapE0f53CPvoWBIJtIxPv/MB/jS88+yqNUgqigUg16qmRC1ZIBq1EU/FaAVc9OKWXQyPrqFMOOVNJPlLINsmmIgSFAzcKuOS8EYZnhyKMG4dA1bE1hSxWNIfIaGS1FYODLg0XvvpZpM4FIUAkPgBjSBV1UoxaI88eD9rF08D5+iEDN1wppGYLYtWxO4pMAtnRtKzJRUwm4GuSjLOgXW9cocWDKPh47s4YNXbuXJi8f4+BXTvHlqE9++YTN/dPUyvvOuNbxxw1I+dEGb965vcseaBjdu7nLN2gFHFrTY0SqyoVpkXiREz2PR89nMS8YZTyYp+7zUIkHyQZfz+rgs/C4Tt6ljaLP7A3UMfRa6KoYQGFI42a8u8Jg6Ia+HXCxCq5RnrFVlwWib+YMG090qoxUHuqWol3zIRTURoJYM0iummBlps3iix2SnSreWo15OU6uk6dTzjHcqzEx0OG/RJCtnxpmZ6NCrZckngqSigTnwzsoMxUyMdiXPBVs2cMkFOxmrlhmpFJls15nsNodxNnRrQ+jm6ZSztItpWsUUrWKaZiFFu5ShXckyqOQZrxQYrxUZq5cYa5QZ1Iv0agW69SLdeoH2O0H3gTuu58Rlezlw4WauPHqAe05dz/NPPMpPvv5V3vj4S8xvlhivJBgvhmknXDQijrRQ8OhkXc4Qlbih4lUU1s6f5ltf+CwfevJBzls6TjHt5+6bT/LGJ15g/3lLWdOus3bQZHGryIFN5/Hzb3+FX3//W9x//dXMr5WoRizKIZO0W5BwqcRslZCu4FYV6tkU9956Ey9/+GnuvvEaZnpNiiE35YiXUtAm4RZEPYJKJsjFuzdy3aX7WT3VY6QYpJv10k77aMb91GN+ahE/5bCflM9FxGUStAw8usAa2mA0XTireoQ6t7ZHnvWg2apjlrcUBVtV54pMriFY3ULHLTRsIRxIqQq2VAlrOhlVZU0uxZ2rl/Lg6qXct2wB71owwk3TTa4drbMnEWW5bjAhDJqqSV6YRIYFvIA441aYcy3oKn7Nqc77pPM6eBUFv6ISUTQSik5RtxiLRljZKLG8mWFxPcm8YpQFlTS9VISYpeGTElNR0dUzQ9otzblKOg/U7w9dqMMMeajjzsoPQ61WCpWQ38PxI4d47IF7OXH4Ihb0mhQjHvJBg4StE9ZMQqpGTCj0oh62jVe4fPkIm8tRnj6yjyf3n8+WhJtvPnQTfP91vvHUbVy1ssvPXnwEfv1t/uYrn+B9J/fxlWcfZVEhQ1FTeeWR03z/s6+xfmqCsKKSD3hpZiJOETbsopX000p4aMZctJNeuvkwg1KC0XKafj5FORIkaugEhOoAdTgYaFZmsQ3HaWCK4dQ5zZFzZsZGePyB+2lm03gV5dzXTKgk3S4euOUWDm7bhn84NMhZ++TIR0Eh8EvNmeNh6RTDbnr5CNPNNMu7BdY381w0M869+3fy/qO7efrQSv7gqpV865a1fO+apbx19QL++KalfOXEfJ7e2eTBzR1u2zzg+q0THF7RY3EhxHjMy1TCz8Av6Xt0xkNhRkIh6l4P7ViYejxE2mcR8xkE/DputzNzxDCHDRGmgW5oTmIidXRpoQkTTWgYujOBLOxzk49HaRZzDOplFox0mN9vMtWuMFLJ0MxEKEY8lKJeyjEfjXSYXik1XMPeZbJbp1cr0ixlqRUzdOoles0y02Ndls1MsWxmioVTI3QbJfKpCMmIj1TUP2cdm22Q6FaLXLBpI4cu2MVYs86gVmGi3WSy02Ki3XQ+784W0iqMNp2utO5QT54bflNK0KqkaNXS9OvOsszZmJswVssyqOXoVXN0Kjla5ezboHv3jVx15cUcOLCVY5ft545T1/Lsk4/wo69/lS++9AIz7QpTtRSjhRCthE0t5EA379Ycu5ilkjCcbG7biiV8543P88TDd7NswYBSOsCDd9zA6y98kN3LFrKm02DdSIulnTLHLtjCr7//TX7xna9x58njTJaylEMm5ZBF2i2I2yoxSyGkO3pkM5/l/lO38OrzzzjQ7bcohtwUQ+5zoFvLRTh0wWauPeJAd7QUopvz0kn7aSWDNBNBB7ohH9mgl6jbwm9oeAwHuppUHc1OKOi6HMJXOQe6lqpiKcOPZwpKh3QAACAASURBVIeiYquO7cwWjtXKFE6F3q0JYqqgrCicFwlyrFvnqm6Vq9tltgVdTGkKo4pCX1HoqoKGbpLTnIwvqMm5hzUoHV+u482V+EwVr6HgHcojbsW5dYSkSkxTSUiFpt9mcTnF2kGRlb0US1pRFlfiLG1kGclGiFtOkceRD5ypUf9R2P5e6GpnoKsqCsloiOtOHOfhe+/g0r27mGxWKEd9FAIuSuEQxUCEhGaQ01U29itcNNPmqlVjbCmFuWXtEh47sJv5psLOeoqXbz/Bf/vqZ3j93bfy1cfu53sffpKr1yzlgokuX3zqvWwYtEkpCs/cczvHtm8iJgVxTaEY8tDNx6nEvFSjbtqpAK2Eh1bcTSflQLdbiNHNxejlk1RjYdJut5OFmgYeTTjNIfrQyaE57cAu3Wn4cAlnrux0t82HHn0vo7WKA1Vdm4NuSHMcC8f37+PkRRcR1Z2ll7PQjUiNkBBELYtswEcx7KeZDtPPRRivxFnWzbOhW2Tv/D6371rH44c388zhZbx+3UreumUVvzy1ml/duoo/PbWKrx9fwAe3NHh4Q4d7tk5x09aFbO5kKWkKZUtSdRtUXQp1t0bbH6DsdlHyuanFQ5TiIZIBF2Gfgc+j43LJIXQdn7LUBZohMHSBLvUhcB3o6rrAbeuEfW4y0TC1XJqRRoX5Ix0WDFpMd6r/W+h2S0nmD+osmugy1avTb5RolrJU8mlaQ6vWLHSXL5rHonlj9JplCpnYHHRnJYZCOkqlkKRXL7N74wYu3XchU73O/xHo9mrZIWCzc9uKB7Usg2qG/u9CN0splyaTiHL/vTdx5ZUXc/DwLo4dv5hbbr6KDz1xmh+9+XXeeOVjzLSrLOoWGeQCNGMWtZBF2WuSczlr19O2IGkJvIrCjvOW8/2v/iGn772VRZNtypkA73vgXXzymSfYtnCKFa2qk+m2S1xz8AL+4kdv8dNv/RG3HjvCaC5JOWiT9+mk3ZKE7bgRwoYzX7WRy3LvrTf9L9reO9rO+j7zfXvfvffe6+lHR71LCIQECIEKKkiAhBACAaaDqTbdWIApMsYYl5jg5CYu8bhM4m5PbE8c23HsZE0yyZ1MMpObuZk1M8nKzef+8b576xxKHHs8f/yWzjkULZ2z9dnf9/l9n+fhUx/5EO+++RTLuw13yo04S6FbiHLlnh3cfM0Bzl8+wVQlyqAQoJcN0M2E6aTD1KNBKmE/pViIhM9yE8I0GUNxjQGiKLxlwl0MXU0Q3MdtSUIX3c/HR5LRJBldlNAFEUMUsBSRgObKBG1FZp3P5LJEiIOZCEdzcbbaKm1RpCGIVESRkiyTUxXiqkRYlce6bVASCSvy2DYaUhX8uruT6/MeQ4OyQFgRSGgSGUOmZCvMpANsbufYNiiwZZhjYyfJpnqC87oF5vJRUrobZuJIMqak/EKwfSfojo4iu3KFIgjkkjFuPXWSJx64l+P7LmemXqISCVAOh6jF4nSSaUqWQ1kWOK+a4fR589xzyUr29rMcGNZ5+LJLmHV0dk93uWSqxYkta/nWh17gqy+c4dVbb6IoCDRkgQ/eeyuPn7qKmUyUx04f49bDe4jLAnFZoByxaWUiHnQdupkQnbSPTtKhm/bTK0ToFxP0i0m6uSTVWJhiMEhEVQkqiuewc99EDW+l0JCFJdA1BIFl/S5nn36K6WaDsCIT1dTxzy6quTkNu7ds5rZjx0iZJiFRJKZpxFSVqKIQUxWyfptyNEgzFaGTidDPhpksxlndyrJtUGT3fJM7Ll3LB46dz0eOr+ezN63nm7et48d3bOJP7t7Gz+46n6+fWMPHdk/xwsWzPLlrDTdtWWA2aJITBLKySlpTSenuDnDG0EkZGglLI2brJEI2kYBBwNFwLA3LVDEMBU1XvMorEUUT0TUXum4Dy6JJ14Nu3pt0pzp1FoYdlg/bLOvV3xG6g2qGlVNtVk33mO5U6dbyNEoZqoUMrWqBTr3I3GSX9avm2bR2OWuWzzDs1Cgtgu7IClzOJagUkvQbFXZfsI1jB/Yz223Tr5aZbjfHwP3loJtlUDt3hvXcOOhmUMu9PXRzqTiPvOcOTl5/kMNHd3PNiQPceddpXn7hDD/49tf47EdfZa6WZ+N0k4lCiHbCpB42KFkKeUsmY7jV6yldwhYELt28ke/97hd58v7bWTnZpJYNcfbMe3n97Bm2L0yxplVhy6DJmnaZW47u4y9/9F1++PUvc9tVh5nIpaiELfJeFGHCEInpMhHVzahtF/M8fOft/MZrr3DvTSeZa1WoRH1Uog4lD7pRW6SSDXJw9/nceu1htq+cYqoSZVgM0s8H6aTDtJIhGtEg1UiAUixEym8T0BRsVUL31mAkSURRXIlBUUaBHjLy6MZWHAV7eNARz31NESUXupI81n59sgvPvCzT0VRW2hrn+XR2Bm12J0JstA06gkpD0KkIGjlBJiVKxCWJqLRUThhNueNJV3PTroKKSEgSiMkCKVWgaKrULJNhyMfGcordE3Uum25y0USD7d0SO9oJLuxlWJYNktMEorKIX1awBNndz5WlX0he0CTxLcB1ZQX36JJAIRnn5hPHefL+e7nuir0sb9dpxCJUQ2Fq4QidRIpWKEhZElmTiXLHRRt47Mj5HJitsmfY4H3HrqZt6tx37Chf/MhLXLlpGf/m+Sf43Jn38I0PP8szNx7llXtP88xtJ/hP3/m3/NX3vsqXXnuRVx97gLlyZgzdWiJAJeZQj/voZkK0kz7aCRe63XyYfjHOoJiim0tSi0coBAJEVQW/JOETvTBz2dtmGa+3jULtBW9lbIqnH36QYbVMSJbcWqRFPz9bELhg1Sruu+EGisGgO9mqKnEPvHFdIR80qMT8tFIhuukIg1yEmXKKVY0sW/tFLp6rccslq3j66q08f3gFv3Z8JZ8/tZavXr+OH9y+gz+6+zK+fvIC3ji4gVf2beDZK7ZxfOU0NVEgLUjEJY2IqhPSJEKeazGguglwjiHj2Cq2reK3DRzTxDQ0DENFGxlEVDcISlPFMXQlQUUWZRRFxNJlogGHQjI+1nSXDdosDNrMd+tM1nLu9kLM52aoJIO0slEGlQyrpjusmRsw06vTqxeoF9LUijnatRLdRonZic4S6E506xQzsSWT7ihXt1rwJt0LL+Dq/XuZ6bToV8tMtRrMdFrjX0fa7ky3xlS7zKCecyMevbr4Tjn1r4ZufwTdWp52NY9QL+Uo5dIUMkkeeeh2rj2+n0NX7uLY8Su4587TvPbB5/jJ73+bN86+wFQpw5b5LjOVGK24QcmnUHH0MXRTukBSF/ELAgd3bneh++5bWTGs0y7G+ehLT/PJs2fYOjdgVaPEln6D9b0a915/lP/80x/ww69/mVuOHKSfjlMJ2xT8OhlLIa67WlZEdfc0e5USj737Ht549WVuP3mMqVqBspc9WgwaJCyRiCVQSvm5Ytc2br/uCDtWzzBdjdLP++nlXOg2E0EasSC1aJBiNEjCZxLQFExvanGhK7he8jedxdPuOx1JlFA96FqSjC2K+GWJsKqQVhRqqsyUoTGvSazQZdYGbGZ1na6g0xA0SoJKRpBJCBJJwb1AeyfohhWZoKIQUSRiikhcFEgJAkVVpO83WR4OsjEZ5NJGisMTJa6eaXBkpsveXoXLegku7ibYWIlRdxSigoBfkLBF1X1D+SWg+3Y7urLkTrqGJFDNprnj1Emeuv9eTuy7nBXtOu14mFrQRzMaopuO04qFyMkCa8sF7tizkwev2smBFX3Oqxf58L330o9GmauW+e4Xfpu//fE3+fEX3uDeQ5fwp198g//vT7/Lf/3+l3jk5AF+5+wZ/sM3vszZB+7i5O4dzFWyJFWBnE+jkQ5RS/hpJHw0Ez4aMdOTF/x0ciH6xTj9YpJePkk9EaUQCBDXdYKShF8UcTzwjqzKlnwu+ManuFr/zs0bOfPehynHo4S9n1tQEsdPKTFD57bjx3jy7rspBAKEJYm4pnlHJ6ZJ5PwKjYSPTipILxNiIhdltpxmVSPHpm6BC6dr3HDRap64egeP7F3N/ef3eN9FUzx/0Qwf3bOGT+7byId3r+PMxat44tI1PLJnK7sHdcqSSFbWCYk6PtmVTHyeBGaOjA6qiKHLmIaMqakYso6u6hiGMYauPMqgUJZCVxIkFFnA0KTxpNssur1k84OWp+nWmKrnaediVOJ+SlGHeio0hu7KqTZr5yeYHzQZNEs0ShnqpRydeoles7wEuqsXppnsNZZMupl4kEI6SjmXoFZM060W2bdzB0f3Xs5st82gVhnDdjTxjqA726svge7i2p13gu5imWFQy74DdPNpSrkUj973Lk4e289VRy7j1HVXct+dp/nEB5/np//u27zx4vMstMpsXzXBTCVGO2FSC2mUbZW8eQ66CVUgJApcf3A/3/vdL/Ce225grlVkulngjY+8wAeffg9b5gas79fZMmiyvlfloZuv5T//8Q/4/u9+nhsO7qU3hq5BxlI96GpEVPdGd6rV5H0PP8jrr5zl1hNXMVnNU444FEMWeb9K3BSIWIJ3kXYht584wgUrppipxRgWg3QzATrpMO1UmGY8RC0ephAJEDU1HNl9samiqz2K4rkJbQThN+u67whdLzxnBF1HFAlKkps2peikZYWqLNGRRQa6wtCxaBs6dVmmKIluNZEkEhbdFbPYz4FuVFZIyDJZWaIgiVQkga6tsSEXY08txpFulJvmU9y1rsidq0vctqLOtVMFDgwSXNZNsqOTYRi1SIiuFmxLyi8M258HXVUSMESBbqXMA7fdyvvuv5fjl1/K8maNXiJCJ+KjGfXRSPipxn1kTJXzZ2c5vXc3tx3czqGNCwyCfp668TTr2m18gsAV27fw/S98lpcfuo/luRQPX3OIMzdfx5HNK5lOBpmMBljIJukEHQq6QkaVSKoyOZ9JPRmkngzQiPtoxh2acYte2k3Sa2cD9AoxeoUE3VySejJGMRgkaZpEVJWA6F5WOuKiQB9ZxFJHu8huVsSdN17P808+TtTQCUkSEcWFbURRCIgig1KR9z/4ANcfPEja04wjikJc00joOklDoRCQqMdMOqkAg2yYyVyMZeUcq+tF1jeKnDeocmLneh49sZe7d29iRynMprDCloDC9qDOzqDOzqjFBWmbC6p+zm9EWJ50KOui62xUTBxJcXVo1TU5jOI9R+4yXRbQRAlV0FFlHUM33VhHVULWRFTdfcKRRRlZ1LzLNAVFdne5Q45JNh6lUcj+i9AthC2qiQCtbJR+Jc2KyRbrRtBtlGhX8jTKeVrVAt1GkZlhm7Ur5tiwetkYutVCilTUP55yF+/ptsp59uxwL9Lmep23QHe22/aiHt8K3YHXCvx20B3WckzU3Uu0yUaeiXreA+85eaFTzSNUCxkqxQylfIpH3/0ubj55JSeu2cfpk0e5/47TfPzFZ/nR17/C6y98gDWDFhesmGCqFKEVN6kGdcqO6gXdSKR0gbjqri/ddvwavvtvv8D9N51grlVkw1yfz7/xGs88fA9b5iZYP2ixqd9g47DJU/feyt/8yQ/51ud/i+v27GIil6IWcSj4DDLmCLoKEcWtNF8+0eeZRx7m9Q+f5Y7rjzPbLFOO+igEDXI+lYQhELME6tkwV162nTuuO8L2lVPMVGNMVcL0sn7aKT/tZJBWIkgzHiIX9hHSZWwvrEUWBAQPuqK06Hg67wi87wTccxsPEpoX5myLbspVSFEIqRoRSSYlCOREgaIqU9Q0CoZKQZdIqa6116+4OnZAEglJMgFZ9HZtl0I3IsvEJYW0rFGQFaqSQE8V2ZIJcXyuwj1r0jyxvczZvW0+cqDDhy5v8+zOHrcty3J0EOXgIMEl3TTzST95TSHo9YAZiiu1vC1cPRirb/q6/g7QVbwVM0sQmGw0ePTuu3n6vns5fukuljeqDFJROlGLTsJHNx2mEvWRNDWWtTusn5pgbb/GinqJim2xrFShGgwSVRUyPouJQpl2JEFGVMkKMllRJCG4Gbppb+pPyRJJWSalaiRVnZRlUIw4VON+6nE/zWSARtymlfDRTQdpZ4J0c1F6+TidbJxGIkI5HCTr2ETfBrr2CLqaOIZuQJE5ffQIT737XnKBgOs40xTCuqvDhxSJnN/HZKVMJ5UkbZqkTJOYonjSgk7G0SiFVMphnXbSYZgNM12Is1DJsLpRYG2zwOZBlat3rOehEwc5tnUN81GHgSEz0FQGksxQEGkLAg1RoGkLNP0CDVuiYLqpbRHNwJG8/WhvTc2QXei6gUSjdTAZTTZQZR1d08fQdZPWJBRFRBJFFElFlTUUSfZWDgVClkE2GqKeSzPRrDLvyQtznTqTtQLtXMJNAAxZlONBWtk4vXKW5RNt1s5NMD9oM2iU6VYLtCvFsaY71W+yZvnMGLpT/SbVQopY0CIRdsjEg+PthVI2TrtSYPcF27hq3x7mep2xpjvVajDdbjLf6zA/6Ljg7TWYale8y7DsuBG4XXmrvDCs55ho5plsFRk2CwybHnTrefq1Ap3KIuiW8ikXuvfdxq03XM11x6/gxuuP8MBdp/nYi0/z42/+Hh9/9hnWDFqcvzDJVClGM2ZTC5qUHZ28o5GxFJK6TFQVCSsi99xwiu98+Qvcef1VzLWK7Nq0iq9/+lOcue9uts5Msa7XYV2vxbZlk3zo6Uf52z/7CV/+jU9w1cUXMJlLUo84FH0aGVMiqYnEVFenDEgCK6cHnHnkQV5/5UXuPHUN8+0S5ahNIWSQ96mkTZGMJdFJh7ny4m3ccfwwO1bNMluJM1kIMMz56CR12gmDTsJPKxEkG7YJGG6RpCqLCIKAILr17IIkuscLN5dF9yiiNJ58F0+/56Zg7/JIPJec5XjOsJDnIhvt2EYUkZgmkzBUkrpCQpWJKt4OrneCkld+6a2EBWWJsOSeiCSSlGVyikZJVumqEgumwJFWmMe2FnntihJfunsTP3jmAD89s5fv3XcBn71uPY9srnH90OHYRJh93RTrclFqpk5EdFswdM+6qy5aeh9p1rIkjo0ThiShC66GaYhLJ2Nddu2irqvNjWucbjR55I47ePLOO7h+z2Wsa7cYZmI0YxbdRIBePEzJMYkpEnHbJKRrBER37zmmmYQklahmENNMIqqGKQj4RZGophOQJKK6TkRz6+RDukbEMIjoOhFVI6pqRBWNmK6TC/mpxILUk2GaqTD1mI9G3E87FaKTjtDNROnn4vSyMZqJINWIQ94xiSsaAUH0dF3v0mwc6CNiKW5GR1zX6SZTrGt1KVg2AU3EUQUcXSRgSIR0iZimkNY1So5NWtNIKDIJTSGmKyRNjZSjkQ1oVKMOnVSAYTbMfDnB8mqSVc0MqzpZNk6UuXL7Gm49vIstwzo1n0LJUimYFmlZIyWqJASZuCCQUQUKtk7OckibFknTJKQo+EWR4MikIo/WHJdafRffbWiagqYp54LLF0tv0iixT0CX3dCiqGWQDQeppBL0q2Xmeh2WDXrMdlv0KyWauQzFWIRM0E8pHqWRTdMrF1kY9lk9M8V8v0u/WqZdzNMtF2mX87RrBSZ6DdYsnxlrutODFtVCinjIJhowSUX95JLh8aTbqRa5eOvm8UVat1wcQ3e202RZvz0+870WM+06E/Uy3WqORiVJvZygXnY70lo1F7q9RpZePcOgk6fXK9Dp5um3cgyaWQb1Ar1KiXa5QKvk7ekWc8kxdG86eYRrr9nHDSev5IG7TvOJs8/wR9/6Ch9+6knWTXTZOj9kohChmwrQCNsULY2crZC2FBK6REQRiCgSD932Lr75xc/zruOHmKpl2XPeOr7zO7/Nk3fextbpKTYM+qzvt9m1fgWfeuV5/u4vfsbvfPJVDu/YynQhTT1sU/Rp5GzXZ74Yumvnp3j2sYf5tZef59YTR5lrFanEHAohg5yjkLGkc9C96DxuueoKLlo7z1w14UHXppsy6KQsugk/rXiAfNghZEr4dPddWRZdyAr/G9CVPGlCEc9NDCPo+j0rblARxyesyoQ1t649rMqEZJGgB9ug5Jof/IqX+SC50+9i6KYlibysUFNUJnSZbTGNW+ZyPHdRk8/etpz/8uUn4f/+IvzZZ/jvX3iCP3jyMB/aP8UdC2FOTUe5cphmey3NZDRAVlMJefrkCLya7O4Zq6KAtsj+qUiLTBNvA93F4DVlCb8kMVmrcd+NN/K+u+/i9P59rO+06Kci7p5sxKHqM8joMlHZNcTYspvD68gKAVXHp6gENB2forkTmiLh1xQChoZPlQnoKn5dxVFlAqZOwNTwqwp+1e2DCypu+Hzab1OM+KklQtQTIepRF7rNRIBWMrQEuq1kiFrUR2EEXfHtoCtgaAKW7DrPYrpGXJJJSQoZTSeqSgRUgYAhEbQUQoZMVFdImRp52yBtaCQNhbihENNlYqZCwpTJOAq1mKvpDrMRZssJFqopVrWyrGhnWN0tcOC8VVy+YYF2zCFvCmQMibiqEBFlwoJMSBAJCW7dTlJXSBoWcd0gpuskLIuEZRHSVCxv39yUZCxFwVSVcxkcHlj/NdCVRO+1L0v4NIW4Y5GLhCgn43TLRaZaDeb7XWa7bXqLoJsNBynGo9QzKTqlAssGPdbMTrNs0KNfLdMq5NxTytGpF5l8E3RnJzrUSxmSER/xkE06FjgH3UKSZjHLBevXcuzAfmY6LdrFPMN6lel2i9lui9luk4Vhh/l+m7lfAXR71Tz9aplutUSzmEOolbLjSfe9976LG649xDVX7eXUdYd58O6b+PUPfYCffPurvPz4o2yenWDr/ICpUoxBNkQ1aFKydRe6pkxc9SypqsTj997N1z//WU5ftZ/peo6956/n25/7LR6+6QY2TgzZMOixcdhl//kb+dyvvcp/+4uf8dlPfJhD27cwmUtQC1kUHJWcrZDSJWKqSFB016A2rpjjucffwyc++AFuuuYQ0/Uc1biPYtgk6yhkbZmMJdFOhTh6yfncdOVetq+cZlktyWQhQD9j0Usb9DMO3eQ56EYdlYDuJm2psowkSgii9EtDV5a8bFnNdSmNoGvLroPNkQQ3glGWXEODIuFTRNeGrCwCrOx+Pv74bSbdqCSREyWKokxL1Zi3VPbXojx+Xo+PHZ7h3589CP/t28DfAn8Nf/01/uyjN/HG8VkeXJvgppkIV02k2NXMsDwToeoYhBW3Bt1QXfDqntb9i066qui6lAxFxlLc5oZmJsO7jh3jzLvv5UYPuoN0lGbcphWxqfoMCpZOQlMIjgLVZQnF+71NVcFQZXTPuGHripuPoSvjoJVRWIyhy1iGgqXLmIq7tudoCgFNIW7p5IM2lViAeiJINepQizo04q5bsZ0Kj6HbToVpxAMU/RYxRcXvuRDfDF3du0gLeKHrMUUhZ1mkNY24IhFRJSKmStCUCeoSUVMlYapkTJW0pZIwZBKWQsyUiBgSSVsl72iUAgbtRJBhLsZMJcl8Nc2KZpZV3Txr+hXOXxgwX8uRsxWSmkBMcduo/aKMX1QISAohVSKsi4Q1iajqNp6EVZWEbRMzTS+/WHKNPYqCrapYmjqGrqYp/2roioK7Hmgosgtd2yQfDVPzYDqsV5nttpnrdehVSjRyGQqxCPlImEIsQjWdpF3MM9frsGZ2mhWTQyYaNTqlAu1inmYxS6uaZ9ipsWrZFJvWLmftilnmJru0qnky8eASeWEE3XY5z/lrV4+3F5r5LBONGlOtBlOtOtOdOgsT3XGFz3SnzrBRplv7JSfd2qJJt1xwL9LKhfQYuqeOH+TqI5dx3bUHeOCum/jES2f4ybe/yoff9yTbFqY5f/kkk8Uog2yIesSm4hjkHZWUIRJT3ISkhKnxzMMP8dXf+Qynr97PbLPAwYu28u8+/2nuu/5aD7p9Nk50ObzzPH7vt1/n7/7iZ3z6Yy9z4PxN9FMRKgGDvK2Qs2QX6JrkQlfxoPvEe/j42ee48aormK7nqcQc8kHdWzOTSJsirWSQa3ZfyM1H9rF9hQvdibyfXtqkm9LpZxw6CR/NWIB8yCZqKQR0CUsW0CQJWZAQRRlBlhBlCdGr71kMXVlaqvG+WV5QFff2dxTUPS519P6iLil69L62uInBViUvZMdrZBAFgppCSFNcfVcQ3L1OWaIgK1QUhY6mstyncu1kjmcuGvL61TP87PVT8E9/zP/iH/hH/hf89z/kx6+e5GOHmjywKsLNs1GODOJcXE+xIhOhZmtEFgPXg+7iyVXxHjvVRZOu6RlFRpPtkks4b9INKgqlaJSTBw7wzH3v5uaDB9jQbdONh6hHLZoRm0bQphpwSFsGfsm91HG/r+cmrdGbnapK6KqEqbuANTTJPd7nqi6i6ZIbxCMJ40JKv6YQNVQyPoNS2EctFqAadctNXZnBhW4vG2OQT9BJRyiHTPKOQVI3CIruBoMtCGN3miELbl+a4hZgBhRXf4/IMjFZJqFIxHSFqKURNhW37djQSJsaeVslZ6kkdNf2nrJl4qZE2lIpWDoln0E7EWKYTzBdTjNfy7KskWNlu8jKdpnpSoZy2CauS4Q8Z6KjyFiijCUq2KJCyNSJ+XUvl1clKCvELQu/onivP/e/CWg6QdMkaFmEA77xlGtoyvj1PQLv20FXEt1J15UXZAKGTsw2KcQi1DIpWoUcw3qVuW7HnXSrJSqZJPl4hEI8QiERpZJJ0i7lme22WTs3w4rJIVOtxhi6rXKeZiXHoF1l9cI0G1YvY+2KWZbPDuk2SmTiQeIhm3jIJhMPjh1p3VqJnZs3ctW+PUugO9msM2xUmOrWmZ/oMD/sMDtoMd11TRntWvYdodtvuoDtt3N0u3nanRz9Vo5hK8ewXqRfKdOpFGmXCwiNcp5KMUO5kF4C3ZPXHuDBu2/ioy88zR996yu88tQTbJmdYPvK6fGk24g4VHyLoOvlLmR8Fq+ceZqvfu7T3HBkLxOVNEd2nc93Pv/b3Hn8KJunJtkyNcmmRGL70AAAIABJREFUiS7X7N7Bt7/w2/ztn/2E33z1JfZtXU8vGaEaNM9NuoZEXJO8fAEXus8+8R5ee+EMp47sZ6ZRoBSxyPiUJdDtpMNcu+cibrvmIDtWzTBfSzDI+ehnLNoJ7ZymGw+QDZiEdQm/6sLPvaWVkBZDV/7FoDuWFyRhPOmOAGtI0viM0rtGmQaWV11tSW4GgiW5weKOIo+n45CuEJSlJdDNSRIlRaahSqyMaNy8usbTF3f44J4av/fYTvh/v88/8c/8E//I//jLr/PlR3dz5sIkdy0EuWEqzOF+gouaGVbk4lR9JlFNwvRCakbQXazPjh85vcvCd4KuKooogvuoackyIVUl5ThcfdllPHv/fZzev48NnTbDdIx61KQVsWmFfWPoBmT3SUGSBKTRG5riddd5bkHTCyUyvCnX9KZcXZXGmQ+65uYi67KArbl7zRFdIWmp5AMWlYiPasSmGrGpRc9Bt5uJLtF0c7ZBQtFdTVcQlkBXl4Rz5ZyygE924efC130SDGsSYVMhairEdYW0plI0NcqWSsGUyRoiGV0grQukDIGcqZA3NMp+i04ywiAXZ7KYYq6eY6FZYlm9yCCXoBAwieruLrtf89Ll5BF0NWxJJeq4SWFRSyOiaUQ0nUwoSCYSIuZ3CFg6Eccm4Q8Qtm1Ctk3QsdFUN7Td0NUxWN8MXdWr6hEEYfza12SRkOMQ8znELGMsLzTzWQa1CrPdNtPdFt1qiXI6QT4eIRcLU0rFqWSStIo55jzoLp8YjKHbKuRoV1xNd9ipsWb5DJvXrWDjmgVWL0zTb1XIxIPEghaxoEU6FnB3dXPuRdqFG9dz1b49zPe7tIv58SXasFFhslNjbthmbth2odv710F32MrRa+XodHJvge6gVqFbLf3L0L3u2gPcf+eNfOzF9/PH3/kaZx99ZAzdiWKMXjpALWhS8RlkLcUNpfF016zP4rUPPMtXP/cZTl25h14hxtFLt/P1T3+KW44cZMPEgA2DARuGHU4f2sMPv/Fl/vpPf8gnX3qGS9evpB0LUg87nqYrjy/Swl6y/pbVCzz35Hv5yPPv57pDe5isZlxpwa+ONd20KdLNRDi5fxe3HzvMhSunmavEGeZ8DLI2naRGM6bSTfppRv2kLJWQ4tqMLVFA96ArC788dEcXabry1kl3MZR0xX1M1mR3WrSFc8cUBGxBwicrBFTVlRwkgaAqE1IkQpJIWJKJKTJpRSKvSpRVgY2FAPdfNMETl9Q5szPJS3tKfOPjD/EP//NvgL/nW7/+OC8cmuT+tT5umw9x/VSMg4MMO1oFFnJpSn4fYU3B1Nxp11DdCc5Q5PHGwrlJV3JddyPoCq6k8OajKxKOqhKQZSKaxpFdu3jugQc4tXcPa5p1hukY7YRDO+rQDDpUAhZJXR1Dd2TDlhZ9zxWvJsZS3EZiy/s+j54UDEVEU87VBFmexONT3d61sCoR02XSjkYpvHjK9VOP+WklQ3QyUTqZKI14gFrUR94xSajurm5Qll15wZtyR7kLljR6knFNEudkIgG/LhI0JCK6TFJRKKoaVV2nbmrUbZ2qpVEyFfKaSNGQKOgKeU2n4nfop+IMs0kmiimm6lnmGgUmC2kqQYeo6uZvmKKArbo6qiPK2IKKTzQJ6z5SgQDpoI+opRM1DGKWScQ0yEXD1Ao5StkUiWCAiGnh03SM0WtUU1zw6iq6ro5lhiXTrbeto6oymur++6aqEPb7SAT9JHw22XCQUiJGI5ehVykx3Woy2W7QqhYpZZPkklHSsRD5VIxiJkGjkGWu21kC3V6lRCufo1nK0q4XmejWWTk/ycY1C2xcs8DK+UnatQLpWIB4yCYRdpbous1SjvPWrObKy3ezbNCjUyow02kz22kzaLjND9ODFjODFtODFpO9Br1mmdYvCd2JRolhvUqvVqZTLSHUy/lF8sIt3HD8ANccuYzrjl3BfbffwCfOPsOf/P43eeKu21k32WX7yikm81F6qQCVgEHJ0claKildJqG5F2n5oI+PPf8cX/y/PsXx/bvol5Ic33sxv/upT3Li8l2s67fZOOywcdjijmOH+dl3v85f/fQP+egHnmbnmmU0YwHqEYdSQCdry6QMiagiEpJEorrMBetX8eL7HuW1F85wbP+l9ApxShGTfEAja8ukTZGsLS+C7iG2LUwwXY4xzPkZZH10UxbNmDvpVoIWUS820hlVkI+hK70FuovBK/0L0B1bYd806ZqLLiXGxgPFnRY06Vx0oiW4dlxHdGti/LJyrsFXcXMYIpJMWJKJqyoZVaagyVQ1ge3NJI/sXcF7L67z3s0hHlplcPOWKj/6xm8Bf8dvPnYd96xPcMesxqkZPyfmUuzrZ9hWzzOXSVFwfIRUBVMXx8A1vSAgXRTRvO60UQHhaG1M9xx5qneJooqurqcInq4ruRdpcdPk2OWX88JDD3Jqz2WsqBTpJYL0syFaMR/VgEk5YJPQVXwjx5/qupvcnWlPY1RldNW1bVuqm8ZlSa5JwZJFLEUa1wPpsqfnKvI4ejGgiYQ0kYQpk/PrFAM6lZBJzZt2m4kgHW/abafCVMI2eccgprgrY37JjWc05XO7raNyTnP08Sg4XnWzMYK6TERXSakKBUmiJkq0ZZEpW2dFLMhMyKZtytQthart5k8UFYW6YzNMJZgspJksZZgsZxgW0zRiYdKWRkTzXGSKG0dqKxK2IGELCn7JIGEHyARDJH02McsgYugENZW4zyYR9JGMhkhFQwQtg6jtEPH5CNo2jmVgGhqqB13D0DAMbfzEMYKuKAroukooFCAU8hONBIiHA8TCfrLREJmQ35t0Y9SzKbrlApOtOpPtOu1KkXImSSEVIxsPk42FKaTi7qTbG8kLA6bbDfrVMs18lno+Tauap9+qsDAzGEN3xdwErWqedCxAIuwsgW4xE6NVzrN19UoOXbaL+X6HdjHn2X+b9BtlBu0KU/0m02+Bbo5GJU29kqReTr5F0x02XdB22zl67TyDVo5BcwTd2jtA957T3Hh8P8eOXMr1xw/w4J038smzz/Env/9N7r3xBCu6NXaunGK2GGWQDFD26eQsjaxlkNJVErpCWBaoREN87Pln+cyvvcaRPTsY1rKcOryfL73+CY7u3Ma6boXNE1W2TtV5+Obj/OWPvsdf/ezHvHLmSbatmKEW81GO2uSDOmlHJmnKxDRx3HN14cZVvPj0I7z6/FMcvXwnnVyYSswiH1DH0M05Cv1cjOuvuJQ7jh92A2+KMQa5EL1MkFbCoRn304z5yTkaQcVtibUEAUN0o+lkUUIURbcN+B3Omy/SljjXRlCS3PCYUdWN4dW6q5IXDendEmuLwDuyFDuKiiMr2KI77dqyiE9xWwUimkZMVolJCglJJS9rVGSFliJwea/Ek/s3cvuGMjfNmNw+KXBiyuLTZ27hH/76+7z+7it5dGuJO2d0rpn2cWxZhj2DHFsqWWZTSSq2n7imj0skrZG2LLlvSoYkLNlJHksqXqC3OloZks4dRXJbI/ySTMqyOLTzQl54+AFuObSPdZ0aw0yIbiZAI+ZQ9lvkbYuI6v75NUkaSwsjXXf8+6oysqGg6u5Nu+PJNaYiu5dtmhvDqXruKldqkLAMBccQ8RsCEVMkZckUfSoVv04jbFGPODSiPjrJEJ1kiGbMTy1skffpxHSFgOxehpqi4E6Eiuw14C6tqxl9bKvulkpC0cjLBk3NZEKXWeGX2BKXuShrcOUww+5GlPVxlUm/RN3RqGgyLVWk4zOYTMeYKWWYr5aYLuToJuKUQwFStkFYc91kPk1w7wC8nXNLFvGrMnHHJhMKkvL5iJoGAVUmZGhEHZOI38IxFSxdwm/qxEMhEpEQpWKOqakJcrkMtm1iWQamqaPr6luf7FQJw9YIRfwkkhFSyRCpeIBU3Ecq4pAJOuQiAYqJMNVsnFYlS69VYaJVo1cuUk0nKcaj5CIhcpEQpUScViHL/KDN2vkpVkz1mWxV6ZRz1HNJ6oUUzUqOfqvCirkJNq1dvmTSzcSDJCM+khHfkpLKRjHDltULXLX/MhYmunTKOWa6DWa6bjnlsFNjoltnqt9kqt9ksteg36qM83CblQyNSppWLU2rlqJVS9GpphnUcwwbeYYNd1d3ollg2Mi7dT41d9JtV4pLofvwXae44fg+jh+9jBuuPcRDd93EJ88+x0+/8w3uu+kka4YtLlwYMlOI0k/43SnX1MiYOildI6EpBESBZjrBx1/4AL/+4bPsv3grE/U89998A//m1z7KwfM3sa5bYeOgxLbpBk/ccYr/+MPv8hc/+gEvv+9xNs9PUI85lCIWWb9KypK8fjR3VzVp6Vx83npefPoRXnnuca687EI6uQiliEEuoJBzFLKW26s2yMe5/opLufXqA2ydGzBVijPMh+llgjTjDo2Yj3rEIWupvzLovjkQ552gq8hePbUgjuvIR2tYi6FriiKOrOCTVWzR3XxwZAm/LBOQJGKSSkLRiAkSWUmmaRg0RIEDkw2ePrCFOzZWePbyAfevDnJ6xuY9l/R55dQ2Xr1uK791aiv3rohwVd/i6ukEe3tZtlWyzCcT1AybuOyuXLmP6pJ7qbcIupqn7WreI/6oFVaVJU9aWbSr7B1NEtwMCkmkX8pz76kT3HrVQdb2G/QyQRoJi1rYouy3yFoGYUVxoSvL5+I1FfEt0JW8tCtDcd1/puxJNl4egHskdE0aQ9c0ZGxDxKcLhE2RhCmRdxRKPo162F4C3W4qTCvuPoEV/G+FrvlzoKsrrmEiokhkVJ26bjHrs9lRinDLhg7vP7yC9x1d4LkTm3ni0BquW5ZhZ05nTVhn1m8wG7aZjQeYybjQna0U6SUTlP0+0qZBTFcJqu6dhE8TPei6qWe2KhHQVWKORSYYJOk4RAwdnywSc0witoHPUAj5TQKOjt/UXR02FCSdjJNMxgmFAkQiIfx+Zzzljl7zguBmlBimimVrBII28XiIRMxPIuYjGXNIRxyyQR+ZsJ98LEg5E6NVztJtlhi+DXTz0TCVVIJ2Mcdcv8Xa+SkWJroMG+Vxg0O9kKJRztJrllmYGbBh9bIlmu4o3nEE3ZEVuJKNs2X1Atce3sfyyR6tYoYprwX4VwXdEXCHjRyDenEsL7QrRVfTHa2MPXDHSW44to8TV+/hxusOj6H7k29+lbtPHWfT3IDtC0OmcmEXurbmtiMYKmlDI67K+AWBiUqR119+iY+f/QCX79jEVLPI0w/ey2dee4U9G1ezrlthXbfABbNtnnvgNv7jD3+fP//hv+flpx9n/XSPSsSmGDJIO7LrLtMEIopAQBDIBxyuuGQ7H3zmCT545lEO7Tqfbj5CIaSR9cvkfed03RF0bz6yj63zA2YqCYb5MJ2Un0bMph51qIUsUrr0K4Hum887QdeUvLpqycvh9Vat3gJd759booQjKTiSPNaEHVEkMLIHSwpJWSUrSdQ1hYYocPv29fzha0/yF596kv/5tQ/xoSumub4j8N71cT5+eIZndzZ4aG2GEy2NI02dw50QlzeSnFdMsyweo2EYpGSFgKp4K0TuI7IlucB116NcucFcdCxvvUuVxDGEVO+yTfW0bEdVsBWRqKVx6sgV3Hz0AKu6NXrZEPWYST1iUQ05pE2NoCR5k66MOKqD19y9UVEUkATvck11v3fji0nFlR1UVR4H0I+Aew66rnxiawIhUyZmSmRshbytUg0unXR76QjtRJBG1E/Rb7jVUZKAT3QddpYkYciy93MTluTsjgDsV2USskJB1enbFst8Mnuafj50dBX/9Svv5+//6ov87Z9/if/wex/kN+64iPs3ZDnUdNiW9bG5mGRjOc1CMcl0Pkk3FacS8JO3LJK67lqKZTdQyedFTVre2pxPcyfamG2SDvhJ2JZrSdZVgoZK0NAIWho+S8U2JKIBB59hYGkag36XUjGPz7Hw+50lWu5btHVNxrRUQiEfybg75abjAbJJP7mYn0zQIR1yyEb8lNMxGqUM3UaJYbNKr1xaAl13yyFNu+RCd92yaeb6rSW1OfVCirr3/1g23WfD6mXjtbGJbp1yLkE6FhhDt5SNUyumqWTjbFu3kmMH97J8skcjn2KyVXVLKH9F0HUnXM86XHsTdOul3NgG/MDtLnSvP76P0yev5KG7buL1D36AP/rmV7j9xFVsWzHN+fN9pj3oVnwGOUsjpaskNYWY4sY6zrXq/OarH+KjLz3Hrm1rmW6XeP6xh/nMR17h8g2rWN+rsqFXZOdCj5cfezd/+ePv86ff/31eePw9rJloUwzoFII6GZ9C0hSJKq4l1icIFEJ+rrz8Yl56+lFeeOph9u/cQicXphjWx5PuSF6YLKW4/opLOX14D1vnB0yXEwxyIbrpAM24Qy1sUfRpxBXXaOCI7sWV/gtAd/xY/TbQHeU1KJ6LSxddOWFU6GdKkndRJmKN4iHflHNgepdTpiBieyaA0Z6vXxAICSJR0V28L+kKJUlgZSLER249wV9/4aN87YlTnD28mke31bh3WZCnNyR49eI6Z7YUuXUqzJGqypVNkyOdKLurMbYV06xIxKhpKmnvosgnuhsdI5vreILzthpMedGlkejV8Sijep+Rni3haIpb3qjIGLJA3G9x6sgBrj94OQutEr1siEbcohYxqQYdUrpKUHJ3RjXxnFwzljW8NzZ1dJvuXUSOvo+qB11VEZdWLC0Cr665fw6/LhExZBKGTN5RKQdMamGbZsxPOxEcywvVkEnR58ppYUnAL7rbC7YH+9EbqSG6x5a9Ak7ZtQQnJImKoTMVsFgXlbm8IvHKoT7//NNfB/4H8I/A3/B3X3uWN05McWqZyYUVg+2VFFtrGVaVU0xmYzSjQUo+H1nDIqkbLnQlCZ/krqvpHvj9pkzE0QlbKjHHIOE3SfoMIqbm1gFJAkFDJeIzsXSZcMAim4gRsm38lkk46Cfgd7Bt0w23eZO0I0niOeiqMralEgsHSCfCJKN+UlEfubiffCxALuwnE/GRiwYopiI0vUl30KzSr5SpZVIU41Gy4eB40m0Vssz2GqxfmBlPuu1SllYhTS2fdANsGqWxprtp7XLWrZxjqt8cQ3eUwTBaGavmEmxbu4JjB/eyYqpPs5AeT7qTHnAne42xpjvVb/5c6HZrGTfwxgPvRLPgQTdDv1ZgUKvQr1fo1coj6GbH0L3+6j1cd81ebrr+CA/fczNvvPwCf/TNr3DLsSs5b2GKC5YNmC1E6SV8VPwGeVsnbWgkVJmY4tasrOh3+PTHX+PDzz3NBeuXMdUs8uEzT/GbH3qJS9etcOWFfpm9G+b4+DOP8Jc/+h4/+tbXeOr+u1nWrlDyoJv1qyRMkYjiWmX9gkApEuTqK3bz0vtd6F6+fSOtTIhiWCcfUJfYgKfKaU4f3sMNhy5n00yX6XKCiUKYdtJHI2ZTC7sGjP8d6J67uf050PUydk3BXQnzmyZBw8QnyjiChO1NwO8MXWEcI2hLb4auTEpRyckiXZ/J7okOd1+0kUd3r+f+84fcOBfnxskgd85FeXAhwaOr0jyxocLtcyn25SUO1k0OdaJcUo1zXinNQjJKWZNJigJhSSa4KGPA9i4ER9A1FBe2Pkl0v4eC6xqM2zoxSyOsy96RiBqKe9Ejy9iSSNTUOHzJhZzYu4uV7QrDfIRW0kctbFJwdBKqdG7SfbPhQhLGpgtNkcbAHUFXkyVkTUbR5bcFrqaKXo2Qu93gaBJh3XWB5WydSmipvNBOBMeXu0WfQcbQiEhuYL9PFPEpKrasYEru9oDlXchasvtGaclui0RSkaiYGlN+nc0plStqEh/YXeD/+foLwD/xDwD8A3//rRf51PEW180L7KjrXFRNcF4lwapinEEySC3ko+g4pDWDuGoQljUCkmvhtWUZTRCxNZmI3yAVcYj6NOI+nZjj/lwSPpOYbRHQFcKWTsgxyCQjxCI+4qEAmXickM/B71hYnoa7eEVsiY7vyQy6JuMYCtGgj0w8TD4ZJp8MkY/7yUf95MJ+shE/uViQYjI8hm6/UWZQrdDIZchHw6SDforxKOVkglomyWSryvqFGVbPTjDZqv5c6K5fNc/8VI9GOTuedFNRP8VMjEo+SbOUZfOqZRw7uJeV0wNaxQzTnTqzvSZT3TrDTo3JXoOZYZuZYfv/DHTH8sLtJ7nx2v1cd80ebj51lEfvu41PvfIiP/nmV7nt2qNsXzXHhcsnmMlH6MYdyo57kZYxdZKaMpYX1s9M8juf/Dhnn36M89bMMdsp84kXn+Pjz53hkjULrOtV2DyscHDrSn7zg+/nr37yB/zh136Px+65ndlG0V1A9y7R4rpAVHWLFwOCQD0Z5fjBPZw98xgvvu897DpvLY2Un2JYJ+uTXU3Xc6RNVzK866orOHXgMjZMdTxNN0Qr4XjQtcfQDSoSPsmt2TFEEU38PwddW5KJ+f1kQmGiuklAcMFreV73fwm6o7/Qtpc1EBIEIoJEQpLIywIrcgmuXrfAybWz3LCqw+nlRW6aS3DbQpIH1td5fNsMT+9YziNbp7htrsC+gsSeisbeZpAd1Ribi0lmEyHymlukGRVlIqJMSJLxSdIi6LpTrqUK+FTP0iyJxBSFWjjAZCnFoJCk661aFQM6OUcmaciEdcMNe5FFNs0MOXHZRazvN+gl/bTTPmoRi4whE5XcPjlHUTEkr6NttMkgnnO66Yo0NmiYgvurIouImoSkSW7c4Pgs1Zhl1dWdLVUipKvEDJWMY1IJOTQirubfigdoxQPUIjYlv07eVkkqMjHJNT0EZQW/6u7BWqKELbmXnX5VwZZE4j6HZMBPMR4hHzCoOBoTQZVNKYX9dZH71/v50UdPA/+Jfwb+y5//AZ+950Let0bjRFfm0laMiytRzitFWJEN0onZlP02ecsmqRjEJJ2wpHrQVdAFAVUQScdCpBI+UhGLRMAg7qjEHJW4pdDMpSgn4+SiYdqlPKVskkjQwWcpBGyTqN+PrWtY3qbC4lWx0RPE4te9LIuuQUURCfksMvEwpXSUcjpKIR4gG3bIhBwyYXfSzSdCNEoZOvUivVqJXqVEPZsmFwmTCQUoJWKUk3Eq6TiDeom181OsnZ9iutOgW8nTKmSo5ZNUCynatcKSIPNNa5ezfHY4vkyLh2ySEd84bayeT7Fl1TKuObCHhYkuzUKayVbVhW6v8SuB7qCeG59+rUCvUqbrWYGFajFFuZCkmEty/+0nueXUlVx3fB83nzrKY/ffzhsedO+47mou3bSGHSummMyF6cR8FB2djKmRtjSSukJcUwiKApsX5vjcr3+SDzz+CFtWTbN8osmnPvwSHzvzFLvWLGNTv8q2qQYnLj2PL33yFf7mT37E97/yZR65613MNArk/Sq5gEbKlojpbuV0RHUnqHY2xY1XH+TlM4/x7KP3sWPdAvWkn2LYIOO4sM3aMjlbZrrsQvfGg5ezebrLVClKPxvwJl3Hm3Q1EqpX5ihJOJ5JQRUlJFFClH6OvKCcq/R5W+jKbnGjJrpV466vXSRkaKQDARKmTcCbdi1Pfngn6Fpe+4TpQdcnupNWUBCJiiIZSWB9pcDNF27l+nXLOLWyzy1r29y3tcdD5/d574VzPLt/G2eP7OLxi9Zxy0KNPQWFS8sGu2pBLqjFWZWN0A6ZJDWRiCwSkVzgBmXZrU1ftPuqKwI+1W0XTmkynXiYhXKe9f8/b+8ZZ9dZnuuvvtZua+3ee6/TuzRNM+q9d8m2ZLnIsixZki1btmTLDblj3AuYEjiGQ0IHGzCYBAgcSCOBUJKACRBIQnKSHMiBcP0/rD1bxTIm/JPz4fmNx7I/aM2eaz3v897PfTeKTNfSDKUDtMIuqn6dvEcm65ZJuzRiLjcxhwO/INCdiHLZisXMtqr0JALUox7KARdJQyEo2S8Wt6JgKOenWHS0v+1FDLUNY0OU0AQbApIq2WqKc16AnRdhezQktUNHnZqE11AIGgoJt0HW66Los+e6Jb+LvGWQdWskDZG4LhFT7aWGjMdFwuUg4tAJGSoBTbbNjFR7LDM7NMR9J0+ya/06ztx6M1uWTpNxCvQFNGaiOtsKGkcHDT58Yin/+BcvAH/Pn7z8dm4e83EkIbA3rbGxEGRdzs/ilMVI1EPN5yTrNkg6DUKyQkBS8EkKpijjkWU8qkolm2FydJBGMUEi6CZiGQTdGiGPTsR0UExEiJhu4n4v+WQMr8uwF0x0GYfajpgXhc5ChK4pZ8c47QvTC61OVcWeZ1sug2TIRzrsIxfxkw1bpP0eUpZ9mZbyW2TCfsqZOK1Slu5ynmY+QyEeIR30tS/SfOQiQYqJMF2lDJNDPUwN9zLYLNMqpqhmYudBd6i3wfT8IRZNz2PJzDjzhnqo5JPEgmZHqzuXHlFKxVg2PZ8rd29juKtGJR2ju5yjr1akr1H6NdBNUyumqBbjVAqxc6Abp1lK2PPb14NuMUOzmKFhz3QTFLJxsqkop24+yKEDl7L/qh0cvf5KHrjrJB9859v42ude4ci+PWxaNM2qsX66Yt621Eon6tQIOxVChkzIUHEKAksnJ3jpgx/g4TfdzfRID+P9dT74jqd57t47WDXcw5JmiTUDDY5espEvfPR9/PR73+Krn/s0p48forecIGlKpCyVqFMkqAn4dRGfLmJpIq1CihPXXs47Hr2PR+++leXjA2d9F0xbMtaBbi7OjXt3cvTSbSztbzCQ99OTsWjEPJQCrvYvlEnOcuFVFdsQRdfQRNueTpLm9LmvD903Krlta6i3b7ldkohbFLBEgajTIO5x41NV3JKdSzbXqb1ezc1PnZK9EuxuH/t9okREEBlPpjm6ciU3rVzCLSsXcMuqCU6uGef2NaPcuX6cM5uneWj7Yu5aPc61QyU2ZTxsKJisLflZVgoxkvCSdSsEdRGvJmGqCm5VtqVjmoSmSSianfbrVESCskJRdzCdTrCpr8a6vjzLGlFmc37Gkx6kGyJKAAAgAElEQVT6Qzp1S6HglkkbMmHFjhmKGTphSaTu97Fj4QKmWhXqES/1sIeyz0VSl4mqdiKGY24DTbMheu5LTZmTo7VhoKkymiqjKpK9FXWhH3J7PVWRRBRFRG1vqTlVCa9Dxu+QCbs04qZG2tTJ+QzylkHKkEmpEklFJK0p5J0GBZdB3e+mGXTTDBl0RwxaEYOiKZNWBbKGwROnTnN835Vkgn76ijl6UkGqAZnegMpkxMOauItru1zcviDJswdW8Kt/+SJfeP8d7Mlp7HIKrPUIrE45WJX2MhP3Mhj0ULWcpAyZhCERlO25sleSsGQJr64x0tVk69pVrJqZZKhaoBQPEfO6CLjsFF/TbWA6NLyGhluVMRQRj0NDbydcq+pZqGqqjKGrnWd64curs3Upi50Gw3LqxP0WyYBFJmBRCFkUgz4ypknGNMl6veSDAUrxKN3FPL2VIo1CimIiTDrkJRmwxxC5aIBCPEirmGBquIvJoRZ9tSyNfIxKOkQpHaaQtqE70F3rQHfxgvmM9Lc6nrpz0E1F/eRSEYqpKEun5rF3+yb66yVKyYgt6yrn6KkV6GmU6O+qdqA7p9Otl1PUSnGqxRiVQpRqsQ3ecpxWKdGO5jmbGtGpudSJYpJaIYFQLaQo5hM2dI8f4LprLuHA1bs4ev2VPHzmNB9/77v56qc/yXWX7WbLkhlWzxugEfZQDZmkPYbthmRIhAyZoKGgCgKrZmf4zMc/yv13nmZ8oIupgSaffP+7eOqeU6wc6mZxs8S6oS5u3LuVL33iA/zTq9/hK698ilPHDtDKRUha50PXpwp4VQFLE+kqpjlx7T7e/pZ7efj0TSwZ66UQcr8GukmXzGA+wY17d3Jk91aW9Dfoz/vpSrmpR10U/S7KAQ/VkI9S0EvM9BB0O/FoKqootC8I/nug62lDN6SrhBy6baenKLgkGYckn9fRXVhGW2zvlAVbUdCGrleSiIkqLa+fLf19HF22kJPrlnLbhkWcWj/D6bUTnF4zzoklg9ywoIeDIxUuq8bYkvOyvmiythJkaSlEX9hJyikR1NqGO6qMSz3b4eqqDSpDtZ3SopLATC7J3rFe9o7W2DWcZftAis2tDEvzYcZCLlqmRtGpkVZUwqJtXpQyNPIOnYbXZNv0OIv7mtQjFpWAi6LlIO1QiaoyXlmyNcGvA125vYRxLnTPdmJiu17b6c51aaoqord1yF6n0l7PlYm5VdKmZithDJGMQyan21U0FGpOjW6vi+GoxVjczVTWYmHBYmElwGQhSMPUqLmcXLV6HUuGR/G0f+4JQ6QSUGn5VYZ9Thb5Na7uMrm26eDwSIAff/EpPvXEVezNyhzOu9mTc7IqpbMo4mDEq1F3KuSdKjFVIKIIhOT2KU0QiLgcTI8McPmOLezYuJYVC8YZLOeoJMLEvW4CbgO3puAyVDxODa9Dx63JtupEk3EYCpp6jpvY3PKJdr7L2GtPDXN/Zn8+PA6NiGWrFDJBG7qloJ+MaZEyTdJei2zATykWoVXI01st0iykKaeiZMI+UkGLVNDqQLerlGRquIuJwWYHuuVUgGIqRCFta3V7m2Wm5g2ycGqM2clRhnobFDMxEmEvAdMg7HPZ4ZTJMMVUhCUTo+zbuYXBZoViwh5h9FTyr4HuQHeN3mbZ7nQvgO4ceKvFGM1igq5Cku5iip5S+vy6GHRL+QS5dJxTNxzg0P7dHNy/mxuOXM1DZ27nIy+8iz9+5WWu2r7Z7nTnDdCd8FMOuEg4NcKGSsiQCOoSQV1GFQQ2rVjO73/qRR66504WjA6wYKSXlz/wAo+cuomVgz0sqpfYMNLHLVfu5Kuf+jD//P3v8NXPfZqTR66hkQmR9imkLO086FqKgKVJdJcynDi4j+cfOcMDp25g4XAXuYDTtnU8F7pOmeFiihsv38XhXZtZ2oZuI+6kGra1oCW/m3LAoui3N2USfi9eQ0eT/js7XfvSyZTsObKlyngU+3LJaHezZ2VWtvRKlc5+b/sfzIne7W7XJQpYskxYVkmpOg2Xi+XFHHvG+rl20RjXLxnj+pkBrhgoc0krze5Gkt21BFtyAdZnTFZkXawo+liQ9VGzFOK6QFCxo4Xc7RXbOTMXQxYw2ltPcUNkKh/hmpkBjs32ct38AgcnsxwYz7Kvv8C6XIh5pk63LtMwVKqGQV6TyWgCFZdMxZDoMg3WD/awuKtCK2JR8jnIe3SyLp2oKmO2JWoXQlcQbBcr9RwfiAs73YuPFeailGzoam2DHF0S8OgiPkMi4JCJezRyXoOMRyXtkCg4FQq6RNmQaTkVBtwq40EHs3EXyzJu1pVNNlTcbO0JsboZYn7USVmVGIzF2blsJSNdXezeuIHFQz1kPRJlj0RdkxjURK7oDfO509v5y8ev4dvvuYGvPL6PL9y2le8+dpR//NhjvPfmS1iSMGmoAiVNIKlKRFWRkGz/nIKajF8WyUcCrFs6y94dm9i+aTVrFk0xVM2TCVgEnCpW24nNZag4NXtc5D7Hmc3Q5bbh/PkvMOWckULHV/ec53ney04W8Bgq4QugWwz5yXi9JE0PScsk6bPIR8O0ijl6ayW6ShnKqSi5aIB0yEsqaJEJ+yjEA3SXU0wOtRgfaDDUKtJdTlHNhDrQnet055zGzt1KS0Z8+D06Ia/zbCJwKsqi8RGu2LWV4a4ahXiI7lKW3mqhIxmbg25fe8Z7sU53bhW4WozRLCToKqToLqbpKWXoLWc71dM2QG8Wk9TPQjdJPpPg9mMHOHzVLg7u383xY9dw71238rvvfp6vfPZT7Fy9gg2zk6waG6AnGbCXClwaYV0lqIsEdZGAJqMLArs3buDzn3qJ++64ncnBPpZPzeNzH/49zhw7xNLeJovqZTaODnDHwcv5xhc+xb/98Lt86eUXObZ/D9Wkj7hbOAtd/Sx0PYpIXzXP6aPX8NaH7+Hu49cx3V/vbK+lLK3jpZtwSIyU0ty0bzeHdmxicV+d/pwN3UrIQdHnoOR3U21npOWjYVIBPy5FQRFFJEFEURQkRbZ/0X+Lej3ouiURU7YTITxy26lfljFE+yLtXFlU58Pe/jon15oDoFOyu2dTtuVdYdlOoyhIAj0eg/GEn+mkn0m/wZhbYjbkYk0mwPp8kHUZH6syJsvyHpYUfUykfTR9BnFNJKQqmPI5wJXstVanZOdneVWJZsjJZVPdnFg5yK2LqpycyXHTVJxrBwPsqXjZEHOwyJSZMERGDYEJS2E2arCy6GNNKciEX2XALbC8mmFxI08r5KHsd5I3DdIOjahmJ2UY7Z3+8zrdc8YEF0L33Jnj64F3DrqyMueNYXsmWJpI0KkQ9+hkPBolv4tGwE3No9J0q/SaOkOmyrRfYllcZ0POxY6qm0vrTva1nFw9YLK94WJZQmHUlKgbCl3RKJlgiJ5yiWo0SEQXyLokqoZGUxLYXPbz4i2b+PP7d/FH92/nf7//Vj5zw0qeXt/NN952Cy8c382SpI+GKpBXxU7cUFiRCOkSYYdC0nRQz8RYMjnCzo2ruHT7ejYum7VDWyN+Qm69A12HZo8U3HMLL6pkO8gpc8ZA8jnPUb6oTO9isj1Fsbf+TIdG1Gfa4JyDbthP1u8jbrpJ+ix7HTgWplXK01cv01XKUEpGzoNuNuK/KHSbhTiVdLAzXmiUswx015g/3Hue/0KrmicR9uJzawRMg2TERz4dpZSOsbgN3aFWtTNe6K+X6G+W6W2Wz5OLzXW6zUqaejlBrRR7jQdDs5ikq5Chu5ihp5Slt5w7W9UsPdU0rVKKeiGJUCulKRds2djpo9dw6IqdXHe1Dd0zd9/K+979Nr702U+yfeUy1kzPZ838Qbpi3vZmjoOoU+tA169KuCWBA3su4/df+gS333Sc/lqFXevW8KUXP8bt117DbLPG4kaVrfNHue+GA/zt177Mz/7ue3z+pY+w/9KtVJM+UpZMytKIOM7vdD2KwEC9yJ03HOStD9/DHccOMNlbPTvTPUculnCIjJYz3HzFJVy3fSOz3RV6s17qMYcN3faaZzXopRr201cpkwz4MEQBRRSR2/lmovzbAfeNoOtp/33ciq2rdMgyRrtru1jc+5xcR9ckdFXsdLtza55uVcajK/h1lagskRQFCqpEt99Nf8BDS5eoiQKDHo2FSR9LMz5W5PwszVnMZl3M5r3MS1m0gi7STo2obuBT1M5YwdF5WUh4ZJmoU6c/5mFtK86141luW5Tj9Eyck1Nhjg1bXFPX2ZtT2BwQ2BIUubLk5vhIhIfWNHjn5dM8vWOc/T0RZrwCayoJljeLNANuKgFXG7oqYdk+ETjaf/9zoduZJ4pC23znPwddWRRsH4e2QbtDEXApAn6HTMLrJBc0KQc9tKJ++mMB+kMehvxOxgIuZiJO1mYMtpacXNHj49CQj8ODLk7Mt7h9gZ/jYyb7agarYwp9hkBaEvDLtretXxWJOAXSHo2cplGVBFYXAjx/1ULetqXOM2uKvHTNDPeMR9ibFbisaLAu5WDUI9M0RDKKQEyViRkacadB3G0Q9+hkA25auQRLJ0fYvXk1l25bx8ZlM4w2SpRiQaKWE6+h4lQljPZq92ug29Evy6iK/Jpu98LTwvkQPgvduU43FbBI+T3kgyalSIB0wEfc8pDwWaSCPnLxMPWSrdNtFS8O3WIiSE8l3RkvDDYLNAtxyqkgxVQ7fqeUob+r2oHu4gXzmRjtp7teJBnx4XNr+NwayYiPUtaWmi1trwEPtaqUU1G6yzkGGuWOTvei0K1mfg10U3QVsnQXs/SUcvSW82ermqO3mqFVTtMophDqpexZ6F5/Ndft3c6hq3dz/Oh+3nTXrbznnc/yh698kkvWr2b9zATrp0ZpRi2qIQ8Z00nMZZyFriJiqRInDh/ilRc/zskbjtJdKnLtnkv5/Mc+yk379rKgVmVJs86u6Qkev/1GfvC1L/Mvf/vXfPajH2DvtnVUkz4yPoWkaasXgnp7nqsKmKrIULPCPTcd4q0P38PtR/Yz1V+nFDHJ+AwS7cWIOeiOlTOcOrCPI5dsZbpZpJV0U4vqVMNOqiEPlaBJJWhRiwRp5bOE3E7c7SBGWbblYoL03w9dhyKgy/btuyK9FrgXQldT7cufjn+rLOBS7WOjpWsEZYmoIJCSRMpOnbrppOrQKCoS3ZbBRCrAgqyf2byPhTmLmZyb6bzFSNKk6jVIOXRCsoopKbbfgiq2daa2wYtXkok5dAYSFpt6UxyeznFyQYxTEz5OT4c5NeHnxLDODd0qN/e4eOfGHj51zSQfvKTCF4+O8bVTK/ny8dU8trLBmqDA2mKEla0SrZBFye8k59FJGQoRxYauLraVBv8F0D13meJi0A04VYrxILVUlJ5sgv5MnKFkmMl0hKmYj6mwyeKYg+1VF3u6PFw3HODkgjAn5ju4Y9rNo6tCPLkywr0zMY6PpVmV8lBWBEKigF+1LTn9mkDMUEirBkVJZmHK4tE907x1Rw9vX9fgf24Z5EjFYFdSZktEYW3MxZilUpIE0pJIXFOJOxwk3C6SpoOEqZHxO2nmoiybHuGSLau4ZOtq1i+dZl6rQi0VJRkwCbgMHHNLLe1TkmPuM3TOurSqnOMgd5GxwoUnMfvPbBXI3KWk32UQ87pI+TwUgiaFkJ90Ww6W8FkkAl5S0SCVfJpGMdvxU8hG/OeMF2zo9lYzTI90MzHYZKCRp1VMdKCbT0VoVHIM9zWZN3QWunNR7KmoH59bw+/RSUX9FDNR8okwi8ZH2Lt9U6fT7a0WzttIm9tG+82hm6arkKO7mKenVKC3XDxblRw9lRRd5TStcgqhVsxSyiYpZhKcOmRD9/DVl3LzsQOcuetW3v32p/nSK5/iiq0b2bFiMZtm51OP2KGOGctJxGG7GwU0Ga8iEHBonDl1ks9+7KPceO0BWsUcJw5fyxdf/BhH91zCVL3K4laDnbNTPHfvbfzwG3/ET7//bT75ofeyZ9taygkvSVMiYSokPApBra0BVUW8qshYd517TlzPsw/exanDVzE70KQcNkl5tbY5jkisbe04Us5w5/X7uWnfbsZrORoxD9WIg2rYRTViUg5blIJeqtEQ6aAPS1dxKIqdCNHW6M7Jit6o5LY8yYZtuxQB6QLodkIMVVvj6lRtzavWnt/O5VCd9W84O1pQFAm1bcaty2cdrByKiEOT0HW7azFFgYAoEBEF0ppMyW1Q8hhU3BpdPgfzUn6m8yGmsl6m8xaLSn6mCwEG4yYlj0bKoRGWFSzRXiN1qrYzmrMdT2MKIjFNZSQdZPdYnmOzaW6fjXDHpI/Tk15OT3p407SD5zfk+MKxGX7wwDb+4vg4f3hVgb89Pcrf3TnD35xewYtXTrEtprI6E2BVs0BX0EPZZ5Dz6CQNjZCq4pZEe9wjtp9xe/337CXZa0cx50JXmVM4zFlMSmclZvY8uG0OL9lrzn6nQiURoDcVYSQVYizlZyLpYzbpZ0ncYmXKzZqUwmU1g/19Jgf7XdyxMMxtk07untZ5ek2Ad29K8PyGHM9t6+O6kTQtXSAuiwRlO4bJrwqEdYWorJOVJAZ9OidW9vPc7nncP5Pn+XWDHOsKsrfs44pmim2lBP2mRlYUyDtU0k4HCZeLpGWS8rnJ+p3kQx668jGWTAywa8NyLtu6hg1Lp5nXVaWVT5AKWvjdGg5FRGt7JDvOfXGr7UvS9kz3wlGC/IbQPeut4ZBFLF0hYjrIhOzxQi7oJR3wk/R7iXlN4gEvyWiQYi5JtZCmnktRTkbJhv2kg15SgTnohuitZpke6WFyqMVAI09XKUklHaSQ8JNPBmmUUgx2V5g/1M2iyVGWLJjP7MQIQ30NcqlwR72QjPjJJSMUkhEWzR/uzHSLiTC91QL99VLnIq2vVXkNdBuVDPVyklopQaUQs53G8jGqhXgbupmLdro9lRxdlQytSoZmOWtDt5JPU8wkuOnQNRzcdwlHr7mCUzcc5r7Tt/Lutz7Jl15+iau3b2H3mmVsWjJJNW7ZoDMdRAwVfzvJwJRFwi4Hj9xzF5/64O9x3eWX0SqluO3mQ3z+Ux/h0N4dLOhrsGiwi53LF/L2R+7lh9/5M/7+B9/kxQ+9h91bVlCMe0laKkmvQsQpEtAk/IqCT5LwyyJTg13cfeoobzlzihuu2M1MT41a2CJj6URdEkGHQMghEHEIjDUL3HnkGo7u2cFYLU8jFqIW8VEKuSmG3RTCFoVQgHw4RNznwuPU0DQNQVQQJcX+hZYEO2L6dWoOuIomd74XJMEuVURU252qaPsruAQ7FVjTBLtUofNBn7tpPy/GvQ2YzjFPs7uRuc5zblnBVhXYv0wu2TZ7D6kCcU2kaDooeB0U3DJNr8ZY3MtMPsRkxst0IcBsMcRUPsRAzKJoasR1iYgq41ckTNX+5dTbjmimZCd4ZF06C8sJ9owlOTLfw+lxk7vnm9wxpnBmWuWFHQW+99BG/vnJbfzzw6v5m+N9/MX+HD++uck/3dHLj+6Y4as3rObynIfVSR/Lqwl6Qw4aQQd5j0FU1/BKGoYoo8py27f47PbT65kLXVhq+wRxUQlee0ZtCXZ5FPsirRZ0MR33sSLpZEfNy5U9EQ50pzjYFWd/083+msLBmsKxPg8HWxq3Twa4Z4HFQ4tN3rouzAvb07ywK8cLe5rctTzPfJ9EWtQJCQZ+QbCz7zQVv6qQ0mQqqsjKbIC7V49w96ohHt0xy4HhAru6UmxpZhmPWlTdKnmHTMapkHLqJFwOEqZJ2m+SD7kphD000iEWDDbZvW4p+3dvYuuqWcZ6KtSyEVIhD5ZTxtAENN3extMvKE2xJV9zGubXW3G/2POX292uKrSfqSoTMZ2kgxbZkEk+6CXr9ZK0TGKWh3jASyoRJpdP2t1uJk05ESMT9JPye0n5vWRDAYrt5Yip4R6mhnsYbBboKsepZIIUEl5KKT/1XJieapqJwS4WT4ywbGo+M/MHGeytUshE2xtpXuIhP5l4hGIqxvLp+Vx7+SVMDPZQzcTprRboqxXprubprhc7a8Bz3gutap56KXPOgkSKSj5JtZCiVrTntXNysd6KHcPeW2krFypZmpUCjXKeeimHUC1kqBYyHegeunIPN1x7FSePHeLMbSd41zNP8PlPfoyrt21h67JZNi+dop7ykQ+6iDlt53u/ptjmGapM3PLw2L1v4tMf+gDX7dtDq5TknlPHeOUTv8eBS7eycLCLxUPdXLZ6KS88/WZ+9Fdf48evfp0Pvf95tq5bTCFmkfYZJC2ZkGEfyfyKgleys6UWjvZx18kjPHTXCY7s3cF0V4Vq2CRrGcTcMiGXSMgQCBkCk71V7jx2Ldft3sy8eoFmImznXEU8FMNuihEbumm/j7Bp4HGovxV0zx0nzJWgCAiaaIO3LdBXRTs/zJB/c+ie110oEnL7v5+bsXY2xNSzHYxTsUcyPlkgJAvkTYOC10HOKdKwbOhOZQNMZH1M5f0syAeZ6EBXJ6KI+EUBXxu6TkXAoci4JLuLDioCVZ+TpaUIlw+FODbq4sy0n4en/bxlkckHL6/w6ps380/P7OYnD6/hR3fP8M3DDf54T5xvH0jz6vEyP7hjhi/fsIrLc26WhA0WF4L0hTSqXo2cWydm6HhlHUNUbOieAwD7BCK9IXDnoPt68ju1rYyYWzAxJZGgZs/Bj87O4x371vChQ2v47PFNfObQRr54fCefO7qCj18zzpOrypwa9XK0R+fWeSZ3TZk8uMjiqZVB3rUhwft2FnjXjgoPrm2wIu2mICpEBJWgaEPXUhT8ikJclcjJAl0OgSVJD9u70uwbq7KmHGEq4aXP56RsKFQ8OnmnStapkjWdpEwHCY+LtNdFxu+gGLXoykWZ6q9z6YblXL1jPVtWzjIx0KCWjZIIurCcCoYmomkiSudzZ5emnr+t99tAV2lD15DtpZmQ27CtHMMmxZCfnGWRdLtJee2LtFw8QimXopbPnAfdpM8i6bPIhYMUY2FaxQzTI70sGO1juKtEq2RDt5j0UUz6qGZDdJdTjA+0WDwxzJLJeSwY66e/u0ylkGxvpXls6Cai5BMRVs5MsP+ynczra9FVytqLEW3odp0jG/vPQvfcNeCO6c2F0J3rdAvpODcduobrr76cGw9ezakbDnPv7bfwO88+we+/+FGu2LKRLUtn2bJsmlrCSzHkJum2Le78qn2B49MUMkE/Tz14P5/+0Ae5bt8euippHrz7Fj7zsfdzxY71LBzsYtloH1dvWctHfuc5fvLdr/P97/wJ73/PM2xaPUMu4iHl1Yh5RKIuO+vJK9k5UyFNYen8Qe689XoevOMmju3bxYLuKpWgh6zXIOZRCDlFG766wLxWkdOHr+baHRsYq+VpJSM04n4qUbMD3XzIT8x0E3CpuA0FTdMQ/5PQFWXhbHcrCUiygKiKNnTb4BUU+98rsr2W+ptC97zjmyIitX8xjHMMaOagq6u20sCp2DExXtlen055NHJeB2lDpGHpjCZ8jKf9TOQCTOT8TOYCjGdD9Me95Dz2WrRPtFM0PGrbgFtT8MgSQU0irgs0LJ2lKZPLulzcOu7lHZsqfOTSPl7a1+Ibd8zys7fv4edvu5SfPLCC750c4w92hvjgQoFv7E/x49P9/PVtC/jonvnsK3pYFnOwOO+lP6JSMmWyLo24w8B3LnR/y063Y7J+kZJle7HCIwj4BQmfJBFVRHrcDs6sWcwPnryVb5+5hK8eWchLO/r4whXjfP+e9bx6/0Y+ec0EDy9KcMuQi9vmWdwxbnLHfCdnxh08OOHk0Vkf9076uG0qzbqsh5oqkRAlQqJAQBLxyTJ+RSEk2ZuEaVkgIwtUHCJNU6XklEkqAlFVJq5pFE0HebdOxq2RtWzopiwXaZ+TXNBFMWLSykaYHe7i0g3L2bt5FVtWzLJguId6NkbM78LrUnHMQVe58M7Ajtu52LP9TaE7Z2tpyAIuVSTg1kgGTLJhi3zAR860yFoWGcsiE/B1gicbuQyN7FnoJrxtSVk4RCkRbXe6vUwN9zDSXaZVilPNhiil/BSTPioZe4FirLfOwvmDLJuez+z4EAM9ZeqlNImwRcB0dqCbjdnWjgf27u746fbXS/TVirQqOVrV/HkjhjeCbrWYpvmfgW69lOtA9/h1+zl81V5uPHg1tx8/wn2nb+V3nn2CVz7+YfZt2ci2ZQvZunwB1bhFIeQm5THs8cI50M2GAjz14P184n++jwN7dtNby/LYA3fwyQ+9wOXb1jLT32T5aD8Hd27ipfe9k3949S959dt/wnvf9SSbVs+SCblszwWnQNhhjxfsD6hMSFNYMT3GXSeP8MDp41y/ZzvTXRXbiMTvIOKSCBgCUbdEuD1euO3QVRzcuZF59TytRJhmPEA1alKMuMmHPOSCPmKmB68h4dJlNE1DklQkWbUBKQsomvyaklUJsTO/FRDECzS6ij1e6JTStoJUJBT1t4OuLAuvD11Faq9v2ltrLlHAlOyTQtSpkDZ1UoZE1aMxmvAzng0zng0yPxdofw3RF/eT8+iEVAm/LHccqxyqaCsjDJW4U6HgURgMuVid9rC7onF9r8oLO3r4i1Nr+d49q/inx9bz8+e28+/PbuNf37Kaf7h7ij/el+IPt/v4h9sG+e6Jfl7cWeLhyQSX5y02FoMsLwUYjKnU/Do5t94ZLzgkFaUto5tztLK/ns1KO9cw/o1q7uSgKhJy2/TGI9qdrlcSCUkiOUHgqmaO79x1JX/7ps383enF/PjWhfzwxCJ+emYFP3lwLV+9cRHPLE9yasjg1KiHk8Mubu5Tualb4kRL4kRT5samwYGGxcqYgy5DIqtIRGSBgCDglxT8ikZQUYkoMkFFxqcoBBQ7azCsivhkEVPVCeoGWY+DvOUkaxqkTZ2kRydtGaQsnbTPIB9y08yEmR5osHPNYvZsWsm2VYuYGemnmo4R83mwnBqabL+8z/Mjltsnh/Pcw17fsvTXdYm4+cwAACAASURBVLpzXsIOVcRyyER9TlIhk1zQS86ySHncpE2TrN9HIRyilojTyKbtdN9Ugmw4eBa6kRCVlH30nx7pY2q4h+GuEl3lBNVs6LxOt1VKMNQqs3DeICtmJpiZP8hQX416KU3Y58LvcZAIB0jH7Y20ZdPzOXzVXkZ7GhTiIfpqRfrrJVrlHF21QsfacS45ortepFnJUS9lXtPl1kppGqWUvZVWTtJdSdFTy9hVzdCq5GhWizQrBWrF7K+H7gN3nuLdzz3JH7z0MQ7s3sH6mYnOeGEOulGHRkBX2xEyEsVYhGff/BAf+R/vYd+OLQy2irzjmTfz8d/9HXauW8pUT40VYwMc27uTVz70Av/4/W/yvW/9Ef/jHY+zbvkkqYCDuMeGbsgQCOp2R+CTZUK6wurZce45dYz7Tx/n6L5dLJiDrs9x3kw37BCY31X6tdDNBd1k/BYx043XkHDrCrquI8kakqy8MXRl0YaoJiNIF1mOuMjoQVL/u6Br55cZitTR77ole6Ek4FBIujUyLp2Kx2A4FmAiF2EsG2R+Lsj8bIixbJiemJ+MWyeo2iYuHrl9idbO2wo7dVIumbpfZzLlZW3Kw86Cwp0zcV65YTWv3n8Z//zoTn7+9GZ+8exm/uPZzfz7Y6v46T2TvHpDFz+8scnfnxzkC3vL3NejcGVU4pKUly2lOEsLAYZiBnW/QdqpENU0fLLega4svRa6HfC+EWgv0rUp50DXLdrdrke2t7vigsAtC0d59f5r+eGb1vN/HljCrx5azi8fWsvPH1nD/35kHX924yTPLPZxx6DGqWE3Nw84OdKUuK4icrCocG1e4cqMyq6Mi8VhJy2nSlaRCIsCfkEgKKkEFAOfouFTFUxNwaGouGQJq50w4dVVPA4Hlq4Tc+gkXDoJt07SrZH02P4kKVMjYWrkgi5a2QjjPRW2rpjh0g3L2bZqMTMjA1SScaKWB9PQOivTsiK1NegXKVn6raA7p2DQFQFDFXEbEiHLQSLoJhv0krBMQk6DuOkh6bPIhgKU4zHq6SS1dNKGbijQgW466CMfDZ4307Whm+x0uuV0gFouTFcpyWCzxOyY3enOzB9kdLBBvZwhGvAQMJ1noZu0vReuumQ7w101SskIPW3vhbnxwrl+ur3N8utCdw68jVKKZilBq5ykqw3d3kaW7mqaZjlLq1qkUc7b0K0Vs5RzSYrpWAe6xw/u59QNh7n/jpO88+nH+MOXX+Tq7VtZOTHK1uULaKT9lMIe0paTmFPvQNcjCpTiUZ5/7C188Hfexa4NaxjsKvG+dz3Nh9/7drauWshUT5VV84e4df9e/tenP8I/fv+b/NXXv8y73vYIy2dHSPh0EpbSgW5Il/HJMl5JIuLQWL9kijfdfgP3njrGkT07mKwXzxsvhF0iYYf9/85rFTl58EoOzI0XzoFuKeIhF3CT9tqmzpZuW+FpmoYkn9/pnqdSaEN37nvVUDC9HlRdOR+usnB2o6wNTfsD+18IXaEdoinZt8Za26XsbB6bgEeT8BoyUYdCyqFSchsMxQLMz0QYzQQYywcZz0UYy0RoRX0knTo+WcKSVTzynGTMhm7EqZEzFbqDOguSFutSFltzKs/uHuMbD1zNjx89yL88cRk/e3Ij//7EGv7jqXX8+1uW89O7xvn+jS1ePVLlBzf18dVrhriv18NmQ2BnIsjmfJJF6SDDMRd1v+1zEFLk8zvd14Hub9TdvgF057b6HO1TQlgTeHL/Tn706HG+/6Y1/Pwty+DJ1fDkJn757Fb+z5Mb+dZN47x9iY97hjTunGdxYsDNwarEFRmBnWGB7X6RzT6B5ZbMuGXQcOpkVImoJBAUBIKiik8ysGQdj6rh0FR0VcGpiJhzG5i6hMdQMHWFqNMg5jKIuzQSbpWERyFpyiRNhaSlkQ04aaRDzO8qs23FDHs2rWTn2qXMjAxRScaJmG5MQ0OXJRRZssH6Xw1dWezMiHVFwKEK+NwqEb+DRNAk5rMImS6iloeI6SYd9FOMR6mmbOhWkvHOeCEd8JHx+8iE/HSXc0wMdjM51M1Id5meapJaLtzpdMtpP418jKFWmQWjfSyeGGV2fIjRwQbNSpZkxEfQchEL+kjHwpRScZZNzeeKXVsZ621SScforRboKedeA925jTR7OSLXGS9U8slOVQsp6qUk9XKCRiVJs5qiWbVDKpvVFF21HM1KkXopN3eRlqLUduy54fB+rtt/OTcesqF75rYTPPeWB/nyyy+xfdUSJvsabFoySSsdpBT2kPE6iTpV/LqKpdqpqPlIiGff/BDvfdtzbF6xlOHuCh/73XfzvuefYu3sONN9TdYtmM89Nx7mTz//af7h+9/iO3/+Zd75zJtZNL+PpFcjbWlEnCJhQySkyfjaM92YS2fj0gXce/pG7rn1CNfu3sRoNUsp6CbjtS/SIm6JuKkQ1AVGG3lOHtzHge3rGa1maSVDNBNBqlGLUthDPuAh4/UQdhqYut3RKYpy3njh3EsFSRGRFRFZkzqdrsNpUC6XMC2PPWJQ7IszqW0/aHvztl2xJHttVVXmvFyFji5SbR/PlAugq5wLizbM5bY0xxBtDavecd5qh0NKIoY8N98V8Wh28mxYEym4dAajQeanI4ymA4xkAgyngwwkAlR9HuKaik+SMGXb6MbVjhM3FZmIoVC0NLoDGqNBnZUJF+tTGrdM5vns8a389Nmj/OtTe/n5U5v55ZPr4Kl1/PKR5fzL3ZP88OZuvnt9nr8+2sWfXz/LUxNptrsE9mRjbMgmWJgMMBxxUPfrZN0aflnClDV0SbFDQKWzoxxJtp3dxHN/Jr8GBOd3Y+3xwpyYXzkLXU0ScGoiUV3h+aP7+fvn7+T7927h3x5aBk+v5FdPreYXz63n50+v43snp3jfihD3DWrcM+rlln4P+0sSuxICayyBlU6BVW6BhS6BBUEXQ0GLqsdBzqkSEQUCgoJPNjBlHaeqYmgKhirjUEQ86twsXcCliZiaQtgwiDl1Ym6dhFsj7lZsK1NLI+XTyQScVBJ+hht5Ni6d4rJNK9i1fiVLJuZRz6WJeE1cuoqhKqiKgiCLCIp00RIVqfNZe039Oui2dc/KOeC13Cohn4OQz0nI5yZgOfG5dQJunVTITzEeoZyMUcskqaTiZEJ+4j4P6ZCfTDhALhqiv1ZiYrCbicEuRnoq9FRT1HMRyukAxVSQUjpILR9jsFVharSPRROjzIwPMzrYolnJkokHCXldRAMW6ViIQirGwvERrrxkG2P9LSqZGH31El3lLK1K7qLQbVXzNMoZGqUUtUKKSj5BOZegnE9SKaSoFpPUy0malRStappGW1rWqmXpahRpVPPUSlnqpawN3XLW9qY8fPQaDly7j6PX7+fWG9vQfegB/tfLL7J+5QKGWnnWLxqnJxOlEHSTsFQiHpmgQ8Mj2Y75lWSctz36CO9+5ik2LF3MgtEBXv7Q7/KuR9/M+ulJFg72sXZ2mgfuPMXXvvJF/v77f8W3/vTLPP/oAyzoq5MxNbKmRsxpu/gHFImAJBNUJJJug81Lp7nv9I3cd/o4+y/dzEAtQ9Zv++/G3BIxUyZhyYQdAqONLLcc2MM129cyXEnRTAdopoNUYl6KIQ/FoEXO5ybqUvG6ZFyGgq6oKJKGLKvtOZdwEfiJ9phBlXE7XTQbTXxen50VpSqIqoIoS7YRy1wq7pyHQrvznZtFdnbbpbNpuuo5HZwkna+IuNCrV5UEdGluffhs+rDeLodkL2D4dZmILpN3GfRF/MxLRxhLBhlO+xlIBeiOBiibJjFZwycpuBQJpybhVGwNq0+WiakyeadKzdTo98ssjMmsjhtsCKuc6E/yZ7dt52fPXc0v33YZPLOdXz2+jl+9eTk/u2eCfzzZy18dzvL1a2t8/chyHuiNss0hcHUlw7p0hIUJi+GIQcVUyLjtkZVb09EUFUWy1QtiW4InKuf8s/r61poXs9pU5LMvJlVu2zoKc6cGEVMUiYsqG8pFnts2wbdPbeWf7lrG/31kml88PcUvn5nml08s4sd3TvHRNWEe6ha5r8/DyW431xQldqQE1kZEVloyKy2VdXGDbY0w62ppprNJRnMJiqaLqKoRUHT7NNF+QXZWvNsXow5VwqHZvrwhRbVHDG4HSc/ZjjfuUYmbKtmQi2oqwEAtw+rZeVyyYTm7Nqxg+YJxmsUsQcuFYciomoKsSgjty97Xq9fVpF/wrM87RbRPepLSVkdoAm6Xit/nIOhzEvA68Ho0LKdC0KOTDJkUYkFKyQi1bIJKJk42FiDidxOLeElEfeQSYfqrFcb7u5kY7GGku0ZPJUs1E6aUDtuZZ+ko5VyC3maZybEBFk6NMTMxwvzhXrrrRdKxAAHTIBrwdBKBF4wPc/kl2zpm5zZUszQvgO7ceKFZzdlz20KceiFONWdHBZXySUr5FKViikoxTbOUobuco6uUpVXO0qzmqdfz1Go5qpUM1VIaYa5FLqWjHD5yDQcPXsGRQ1dz6qYjnLntBM8/+jBfevlFtq5fwry+CusXT9BKhSiFPSQtjbBbJmCoHeh2F/O8+5mnePvjj7JqZprl0+N85sMf4O0PP8i2xQtZOjrE5mWLefzBM3zzz77C3736bb7+lc/zxH13Mt1bs535Tb0D3aAiE5Bsn96k22Dr8hnO3HaMB+86wf5LN9NXTpH1O2z/XbdEyCkSdgkkLZmReobjV+3mys0rGS4naaR81JM+ylGTQshDMeQh53O9IXTnwHhe6q9qJ/f6TIvuZougP4AoiPbxrA3dixmtdOr/IXRdioilioQ0iZzboDfiZywVZiQZYCjloz/pozvip+TxEFM0/LKCW5VwGRIuXcQtC3hlmaiikDVkyi6JXr/MfL/EwqDBqoDBKofA3SMZvnX3pfzi+UP836d28fNHV/GrRxfyv+/q45v7U3ximcIXd5X5+NYhDgQlLgvqXF3PsSYdYiZhMhJ1kDME27LQoeFUVVS53enKvzkIflvoumRbNpYUdaqCwBpL5Pe2jPLj0yv5+Ztn+NVT8+GZUXh8Hj97YJIv7EzwVL/Ag106J2sODuZk9mYltiUktkSc7Ej52VHysaM7wvpmksXlNJOVHM1wgJxpeyl7NR1TU3C2/RAuLIdmR8UHZYWIodn6XLdOzKkSd8okPGpnvFCOeekvp1izYJRLNyxj9/rlrJyZoLtcIOx143Ko7ecovf6zfKP6T0LX4ZDxWjohv4uA14HfMvB5dMKWg6jXSSbso5SMUEnHKKWipCM+OzY96CEWscgnIheFbi0bppgK28sO6SiVQoquepHxkb4OdKfmDdLfVSUZ8RHyOkmEvSQjPpIRH9Pzh9h36XaG+pqUcwm6agVa1bxd9RzdjQK9rRK9rRI9zSKtWo5WOUVXMUG9mKCWj1PJJykXUpQL6TZ0kzSKKVrFNL3VPF3VHM1ajno9Z0O3mrWhWyumqbahe/31+zl08EqOXHcVt918lDO3neDtT7yFL3z6E2xZv5ix3gobFk/QTAUpR0wSpkrYJbWha4v/B2oVXnjrszz75odYPj3B2iUzvPyh3+OpM3ezY+kS1kyNs2fTOp5/4hH+5i//jB9991v86Rdf4eE7b2Wqp0rOa5A1daIumbAhE1Bk/LKMVxTIBUy2r1rMmduO8cBdN9vQraRIew2Spm0FGXIKxEyJhCkzXEtz7PLtXL5hGUOlBPWkRT1pUYq4KYRcFMMecj4nUZfy6zvd9gxXlIROOKLaXlaIBoMM9fYSj0bO3gKrbc+GXzMH+38KXdleOw62odsd8TGSCjGc9DOQ8tKXtOiKeCm6XcQVlYCi4NHspFy3JuJRRQKaSkxVSKkCeV2gZcoMelTGTQcrQj5We3S2eAQeW9zNt++6nH99/FL+7bHV/OKJaX5yR4NvHyrxR5fUeHlTDyerXna6BPYkTPb3lFka87Io62Mk6qDklojrIgFDxaVpnU73wtnsG8mafqtOV7H9gxOyQUt1MKkInBkp8m9vuQLesZ1fPTPFfzzSy3880M0vHxji2wfyvHdS4ZGmwD0Ng5vLBtfmZC7PSlye97K3HGFbyWRD1c2ykslk1k9/IkQt4KXo8xNzevAbDixDw912/jq3XLqC21AxNQW/IhPWVWIug5hbI+pUiDol4m6VpEcj63NSjnrpKyRZPT3KpeuWccn6FaxeOEV/rUzU58FtqLZqow3PX/s8/39CV1bbnstOBa+lE/Ce7XYDpkHINIh4naSCFvlYkHIqSiEZJhX2Eva7CPldxMJvBF3be6GQjlItpGhV8x3/hdnJUabmDTLQXSObCHWsHRNhL7GgyfzhXi7dsYnBnnoHut31Il31vD0SqOfobuTpaRboaRZo1XN0VWy3sEbbLaxasLvbSjFDuZSiUkxQLyRo5BO0iilalTSNWubXQ/fIof0cPnAFR69rd7q3n+Cdzz7OKy99mHUrFzDaU2L9onG6MxEqEYukpRFyy/h125FKFwTm9XTxnmef5umHHmDtolku2byOz33sQzx+9x1sW7yQ1ZPj7Nu6iXc98zjf+9af86Pvfos/+oOXuffkjYzV86Q9KhlTI+ySCRgSfk3Gpyr4NZlSLMCu9cs4c/sN3H/nzVy5awN95RTpuRDLdpebMCVibpGReobDl21mz9rFDBRiNFImzbSXUsTVhq6bfMBF1CXZ0NVt6KqyhiTa6bOyIiBpkn3kOge6umznmaVjUeYPD5OKRd9QVN7pkpWzoYlzVoS6Inc2p/5LoSu2RwyqgF+TyFkOeqJ+BhMBhlIBBjvQtSibLpKGQUjTsAwJj0PCY4iYqohPkQlLIglZoGAItEyFPqfKkFNloc/DupCHjZbEroDE44tq/PGxxfzkwVX8/Kll/NtjC/nxXUt4ZdsAdxQsNusCG10il2XDXN1fYzbqYmkxyFjCTcVUiGkifl3BqWpnO903uMD5TWrumXag256hO4WzF2luTSGmGtQNN4OKzCVxD9+88zJ432F+8dx6fvbgBD9/0xD/encvP7ypwVd2J/jdhW6eGtZ4uN/J7S2J410KtwynuKoZZVPByeqywUxWZzTuohHwUPA4STldxFwmIZcbn7NtLu7UsVwGftPVgbDbUDENFZ8qE9BlQg6VqEcn4lYJu20LyqRHJ2M5KYd9dKVjLBkdYPfqZexes4K1C6cZbFRJBCwsh24nNCv2ZdqFn9Vzm4HX06NL8uv/HM69SFZUsQNdy9TwmTpBn5Ogz4nf1AmZBlGfqwPdStq+V0qFvZ1ONx71kouH6auW29DtZrSnTlcpTS1rjxcy8eB50B0d6GJmYoTZyVEmRvvpa1XIpyLtNWBfJ6hydKCL7ZvW0N9VpZxLdLrcrnqOrnqG7kaOnmaO3laenmaOVj1Dq2ybkrdKKWqvgW6SajlOoxinWYjTKiZolpPUqylqtWwHurVy5nzo3nBoP9cfuIJjh/Zz6uaj3H3bzTz/zGN85qUPs3LpOKPdJTYunrChG7XIBhyEXHagn7sdRzM12M97nn2a/4+3947S+yDvfH+9/97ee+/vO32kGbXRqIw06sXqluQm25Js2ZYtWcWS3CsGYzCYaoqNEwi9BAKBEEhIwgaWAIFNCCZLSHJyb/buzb139+xu8rl//N4ZaeQCm6ZznqOZI805mtE7n3l+z/N9vt/nn36KrWtWcduNh/n2177Msw9dYv/6GbatXMEtB/bw8gvv5uc/+VP+5md/xre//mUePnMXi+p5cq4XLhm3ZYKaQFCTCRkqYUOlloly0/7tPP3IOZ588F6u37OZwUpqIXQtgaQrknQEFjVz3H5wB9dtWctYNUUr69LO+ajGTSoxi3LUohS2SDoyAVvG0i93unPQlRQBQZP6l2Ue6HSlH6cuy1SyaaaXTVLOpVHF/q1/3+jmNSPbVdGLC59Lqv33gK7o+TwENJGC32QgEWIkHWI0F2Y0F2Qk56cbd6n5LLKmTsxQ8ZsiriXi6guhm1EEirpAyxIZsVQmXY3ZmM3BUpBDWZVDSYFbMwKPDhr8xs48v3d8iO+fXckn9w5we0xhpySwxZDYZCscKCa5aaTBVNxgfS3KoqRFzZVJ6SJ+RerPdDVk0TuH/lXUCf8S6GqygKOrxFSdkm4xYKnMhjQen27zkf3jfPq6Qb5yqMPPzk3xfz85zd9eWsRfnu7yg6MlvnFtgq8fzPLZvQle2p3jpYOLOdYLs6Oks6Gis7poM5H20Ylchm7Ccr28OMsg4ncI+R2CrkXIZ+O3DRxDxZ6DrqYS0mUipkrM0Yjayjx0s7ZOwWdRjwYZyCZZNz7C9Vs3cv32zVwzs5rJgS65SBCfpqDNLXav0jYvtGj814Guqr4auuGA6fnb+gwSAXtBp1vNJsj0oZuI+kglAhTmoDs62Iduk141Sz0XpZyJkIkHKecSNCs5OvUii0e6rFq+mOlli1gyPshgu0oxE/PmxBEfyYiPVNTP4pEu+3dtZbhbn5/pdupFus08vVaOoW6RwU5hvrqtHL16ll4lQ7uSpl3JXAXdNI1aknY1SaeSpFdL06mnaTXSNJu5hdBt9OUPlVyCM3cd59Ttt3LmruPcf+4eHr50lhfe8xxf+8pnWb9mgrF2kWvWLWeomKCRDFKK2sRsz1vV6XsLrJ5YxK+//708//STbFo1xcmjN/Gd3/1tnr5wjr1rV7N9eorjhw/w8Rdf4Oc/+RF/+5d/znd+76s8ePoOhooJ0qZIxpY9mJt9VyZdI2go1HNxjt+wl7c8dh+PXLiL/dtm6JWT5IKGB13bGy/ELIGELTDeyHJ031YObVrNeC1FK+vQSFtU4gaVmEkxrFMMG6R9Mj5L9OJoJAVFUi9DVxYQ1DkfBe/RzFBlzH4WVadcZM3yJXQbVU/9IM6dUb4auILsdc3yVZc/mir9m0LXED0XLb8qkPMZdBNBhtNBRrJBRnN+hrMuzbBO0VTIGlofugKuJSyEriyR1yVKhkDTFBh3VFYEVXYWHO5enOaRVWnuX+JyacTggZbCfVWBe0sC95RUbohKbNYE1soiM5rOGl3jmlyCA90ikyGF2WaMyazX6aYNiaAmY6s6mqx544VfIg/7l0B3TnqnaRK2pRM3LAqWSd0nszSgsCEoscH1onMOOgJvX5zilYtr+Psn1/HXl8b4q3MNXjmV46/Ol/jz8zX+w/kxvnhiBTe3LHaUddaXDdaWgkymgwzE/NT8DgXHJWE6BHWDkG0SDbhE/A5BxyToWgRdC79t4LcMgrZB2NC95sNSCVsKYUsm6sgkXY2MZZB3bWqREIPZNGtHhjm0cZbDWzaxa2Y1K4YHKcWj+DQv2UUVhf5o5fLFnhd71E9W/leBrqfOsW3VGy/4DUIBg4DrOX5FXJ243yQb9lGMhyinopRSkflOdw66xXSMkWaD5WNDLB8bZHKoxVCjQCMfpZQOeR652XhftpVn0fBl6E6ODTLUqVHKxokF7Xnjm1TUz8Rol4N7dzDUqdGq5ud1uJ1Gjl4rx8hAmV7be3uwU2CgnWegMTde+BdCt17JUitnKBeS3HvPMe658xbO3X2ci2fv4pFLZ3jxhXfx1S9+muklg0wOVNk9u5JeIU4zHaIcc4laEj7ZW0AYgsCayQleeve7eOujj7B++VJOHb+V//A7v82T58+ye2Y1O9es4p6jN/GlT32MX7zyI/7mlR/zR1//EhdPHqedjZIwRNKOQtiUiNgqIV0hoCkEdZl6LsGJI4d4+pHzPHjmDg5sWcdgKU3eb5J2VBK2TMQSiNkicdvrdI/u28L+2RWMVuK0szaNlEklrlONGZTCOsWQNw8OWN7llSZJKJKCJPZlM4oHO7H/4lMUqQ9dL49quFFj7ZJJFnc7+HUNrZ9Qq8heZ7ygy53T+ipXw8Azi1b7sq8r7R0lSVwokboKuvLcN0tfmD5Xnm7Xk5Ppsjjvx5BzDdqxIIOpEMOZCMO5EAMJm4ork9EEUrpMVJcImhJ+S8Kni/gVkbAsE5ckyoZC05Hp2QJTfoXtaYuTS9J89N6tfPe9Z/jeu+7kK2fX8+LONo+PhLgrI3NDRGarI7JKFZnSFKZ0k+WmxuZclK21JIuCChvbaVYUozQCupcEbGhYstS/RuuPYV7PQ+E14HpZgvdq6KpXfqwoeKGfsoRtqri2RtIxKft1an6BsZDO8qDJyoDCSlNgRpbYLgs83HX41rFx/v6xVfwfD3X4xfkEPz8f5ifnEvzo0ggfO9TicEVie91ipuZjqhhkLB2iGfNTCjikbYeYYRO2LMKOQdA1CDgmfsfA75gEXJOAzyDkt4j4LcKWTthcCN2Yo5B0NNKmRs4xqYYD9DJJVg332De7lv0b17NjzTRTo8NUkgmChtZPuvZe57os9T0oxHmFjSa/PnQXvH6vrCten6LUP3dXRTRdwnFU/H7dW6D5DPyORtDRCTk6Ub9JKuwjHw9RTITJx0Nko36SYZdU1E+mr14YbtZYPj7E8kVDLBnpMtKp0iqlKKUj5OJhSpkY1UKSZiXL+HCb6eXjTC8fZ+niAUYHa1QKCWJBm4jfJBqwiAVtRgda7N+1lV6zTKOcZaBdptMo9KFbYLhXodfK02vlGewUGWgXvE63mqFTzdAqpWiWMzQr3nFEo5qhWUvTqqZoVbygyk4tQ6ueodnI0WwUab4WdM+cOcY9J49w5tRRzp+5nUfvP8PHXnwfX/38p5ga7bCkV2PfpjWM1HLUUyGKEYeoKeFXZBxBRBcE1i1dykfe/W7e8tBDrJ2c5OztJ/iDr3yFh8+cYdeGdVwzu5ZL95zgG1/6DH/9yg/5xU9/wLe++nlO33YjjUyEtKuSdFTChjJfIV0mamm0CxnuOHI9TzxwHw+ePsnBjbMM57IUHJu0ZZCwNaK2RMyWSNgi480sN+/dxK61kwwWQ3SyBp2MRT2uU4uaVMI2paBN2tYIWyJ+XcaURGTBE+DLah+Wkogsyyj9eZiueNaKIcdkgM6muwAAIABJREFUUbvN+olJVvSGiOs2tiBhCDKaJF8h5u8vcGQRrW8xKEnSr1SyLF9Vrz8zfm3tpISmStiKQFAVydgG7ViYoUycoWyCXipCPWCSs2TSppe+HFAEQqZEyFIIahJhWSQqSKQEkaqu0LVVxnwis1GF29tJfv3kDP/wnz4B//gP8D//C//w3Zf44ul1vGVFirtzMtdGRNbYAst0hWWGwRLbZMLVWZePsL4cY1nSZUunwrJcknrAIWN657A+1ftaezK9hSnJczN1vQ+JOZmT93X2xj96P/Z+znbw6vh1vb/81QQBW9PwWTpBUyLuipSCAt2wxHDEZjzksDSsMRWUWBtx2Rz0cY0pcLFl8K0jHf7uoWF+cSnPT8+H+el9af7i0gjvXBfjQFFmZy/KmnaU8aKfkVKCei5GMREhHQwSdVzCtknE0Qk6Gj7XxOcaXvk0XJ+K40r4HZmwoxGxvYpaGnFTI2HpnnTMlMm5GqWwQy0RZPlQk32b17B/63p2zqxmetEo1VSSoKFhCgKmJHmm+X3v6MvHN68/0/1V/EfEBeoeEd2UsR0V16fhc3UC9uXyWxphn0U85CMbC1KIBedDKbMRP7lIgEI8RCkdmV+QLV00xOTYACO9Bo1KjkIySiEaoZyOUcnFqZdTjA43mFoxzPSKEZZNdBkdrFAtxkjGHCIBg4jPIOwzGe622L9rGwOtMuV8jIF2kW4zR7ueY6BVYaBd8Wa8/QVbt1mmV8970C2naJeSdCvp+epUswt8GZqVLO1agXatQKtWoFW/XAuge+7MMe664wbuuesI507fxmMPnOETH/kAX/nsJ1g22GSyW+XgtvUsbpepJYPkQxZxSyZwBXRnlizh19/3Pt784INMj49z6e67+eYXv8j9p+7hmg0z7N08yxMXz/Ct3/4Cv/jpD/jFX3yfb/zWpzlx5Frq6RBpn0bCuQzboCYRUL1tdq+c96D74HkeOH0Xe2ZWM5RNUXAs0pZOwtGI2zJRU+hDN8fNezayfXqMgVyQTtaah261D91K2CHrM4hYXgS3JUlokgfXeU+Ffl6a3JeBqZKAoQjEQz6WDg0ys2SS6ZFRCoEwrqhiiLLnyXsFEL0OS0AVBBTh3x+6liriyiIJXaUeDtBNRmklQ1RDDiVXJ2NKJPR+1L0i4FMFArpESJMIKxIJWSUrKVRUibYhMR6Q2Zh2OD81yHdeuBf+14/5R+CfgH/6+z/mq/dv4akVcU7VLPbHFaZdiQlDZtLQmbB1Jv0G6/IRVueCrC5G2TXSZjITp+a3yZgKEVW6Arriq6B7Zc1rqJXLV3y67EWxq+IbQFf2xgqGKOJqGkFLI2IKpG2BclCkEZYZDCksj2msS2msT2psTPnYXYhzQz7I7XmJty3R+dYteX5yrsoPT8V45VKVPz0zyqOLLK6rO1wzlGTtQILF9Ri9fJRaNkIxESYTCpLwBwhZJkFbJ2BruI6B6+j90nBdFden4HdkQvZcl6sSNb0RUNzUSFkaaUsm56qUwg6NZIglvRq7N0yzf9ssO9evZWbpBM1CjqCpowsCxi+BrnyVpOxXhe5CRYSAbkivC92gYxDx28RDftLRAPlYcD6Uci4NOB8LUkiGadcKLBkfZNni4XnoNis5CokI+UiYcipKOROjnI8xMlhjemqU1SvHWD7ZY3SwQjkfIRGxiQQMogHvyWGo02Dvzs0MtCpUiwkGOyV6rRydRv6ydOwK6PaaZbp1b5nWqaRolZO0y6nLdRV05zS/rwndRjVHrZyhlE9w5p5bueP4YU7deYSLp0/wxP1n+cyvfZjf+uRHGanlWTHc4vCODYw1CtRTIUrR1+50P/r+9/PEhQtMj4/z+H338btf+ALnTpxgx7o1XLt9M297/EG+/fXf4hc//QF/9ZM/4auf/w1uOXgNtZQH3bglz0M3oHp5YiFdYaxV497bb+XNj17k0j0n2LVmJcP5NAXXJG1pJGyVuCWRdGSStsjiRo6jezezfWqUwbyXBNxN2zRiJrWIQTVsUQu7FAMGMUfBp4jYsoSpqCiS6AFX6ocgipfPTrU+dJORAMvGBlm7ZIKZyQlamQw+RcWUZG/5c9UoQBE94Mr/3tDVZExNwpIEQqpM0e/QjIepx0PkAyZpSyZlSkQ1kbAqEtIlXFkkoMmENImIKpNUtMvQNWXG/RKbkyYnRwr87jNH4L9/j/8F/CPw3/7mW/zmudU8vjzCibLB7rTBypDGYkdjwjZZZOssCZjMFKIsS9nMNjPsnxxicTpK1WeRMRWimoxfk9EVz7RcunqkMGdKLl6OYL/ydFpVJG+x+StA1xIFArpKxFRImQIVn0AvIrM4rTFTVtnX0jlU1zlUtzg6nODGXowb6xFubzpcGFD4yNYof3Rnk++dbfC9My0+u7/I2a7JtRWXTa0wqwcTLGolGG1kGCinqKfj5CNhYq4Pn6F5s1vXwLHnSse2NRxHxXVV/I5CsJ9U7KUVq0R1hZihkrTUV0F3ccu7Stu/fQPXbFzHhpXL6VXLBC0DTRAwZAlD9vYSrw3dhTal/xadbthnEQ04xMN+0pEA+T54r4xgz0UD5BMhWpXca0I3n4iQC4copaKUMlHK+RjDAzWmlg+zeuUYK5YMzEM3HraIBLyAymjAZrBdZ/f2jQy0KtRKSYa6ZQbaBboND5ZzNdCqvBq6VQ+6C6qSmfdlmFNSzB1cvCF07737Fu44fpizJ2/hgTN38sSls3zu117i8x/9CL1iipWjHQ7v2MBoPU8zE/Gga3i5Wb7+49ymlSv59fe9j0fPnWPVokU898QTfP3zn+fMbbexe+N6rt+9g+effoz/+Ptf4xc//QH/+c+/x5c+9TKHd22ikQmT8evELa/DnauAKuFXBMZbdc7ecYynH7nAxbuPs3PVUnrpGAWfQcbxxhIxQyDlyKQdiSWtArcf2Mq25SMMZkN0Uw7tpE0tYlAJ6VRDBpWQSTlokHQ1/IqII0mecbYoebaO8quhOxfZnQj7WTY+yMyyCdYvX0orl8OnKhjywmOKBeMFSfwXdLrSL4fs1fPNPnQ1VUaXBHyySMI0qERDVOIhkq5OzPBOriO6lwAS1BUCquzN0jXPUjOpeBHqNV2l62gsCcrsiIicKBu8Z3+Vn3/jzcA/8E//67/y/S+9iZdv7fHAYpdjJZ3tKZNlYYNFrs6kYzFqKEwETdaX4yyO6WwZKHFg2QjjqQglWyNnayRMlaChzkNX7M/K36jmlkOvjui57Bl7OY7GGy9Y/ZluQJVIGCIlW2AgKLAiIbKvqfHAtgLvvL7Hm3e0eMuOAd5xoMfFtQmOD0a4retydtjlbTNJPn19k2+eGuNT15V4dLHJzSWV7RmLza0IU60Qi5oJlg1WGS4nqCaCZEMBwpaNrevYpoZl6limgW154J3rem1LwbWUBZ1u2FAWQDdlSmQdhWLIppkMs6hZZNuapezduo49W2eZXbWcgUaVsM9GEQRUUcSQZQzJe3qYz42b+2EuvzF0Xz+eqp/qIYuomoRhyli2B92AzyDoGPOjhZBr9jtdnwfdfqe7YMQQDZCLB6mXMiwZH2TJ+CAToz1GB5o0Ktn5TreQCFNKR6kWkwwP1FixbIhVU6OsXDbE2FD1ik5XJ+I3ifgtBlp19uzY5EG36EG32/R8EuYOJea63MtVpNvwwinnotfnqlnNzFs/tqp5TwnRB2+nUXyDTvfkzdx17DDnTt7Cw+fv5k0PnOfzL7/Ipz/8Au1cnFVjXQ7v2MBwNUszE6EQXghdSxDYMTPDb3zgAzx85gxrJib40DvewVc+9SlOHz/Gvi0bObJ/N+9/25v54be/yS9++gN+9uPv8NmPfpD929fPjxeSjvfTPKB656tzHe/ibotzdx7jTY+c48LJW9m2coJuMkTBp5FxFBK2REwXSFkiWUdmRbfE7fu2smVykMFMkG7SRytmUw8b1EIGtbBBNahRCWqkXY2gIuNIEqYgYYgSWv+bVhRFRFFaAF1TEUlFg6yYHGZmxQQzyyZpZDO4/e5MVoRXQVcRBTTRcwP7t4audAV05x4ZdUXyTno1lVwoQC4SIObonh5a98Y4QVXGr8gEFC8N5Gro1g2VnqOxJCCzzS9wW0LgmRUSv//0LPzdt/inn3+db79zHx86WORMR+DGtMjGqMayiM24qzNu6oyYKhMhk5lyjPGoxu6JNtetmmBJPknZMcjZGinHIGioaLLgifklaUF3uwC4omeerfW37/NPAfKroav3kzfUfrinKXguYzFDoeDIdPwikzGZXSWVB6dDfOmR9fztN57m//z2R/m7r7zAHzx7gGd2RrlvaYB7x/2cG4vwxKoi793d40PXdnlsVZjbujo3NELsKkfZUA+zqhVhcS3JaCVBNxuglYlQikUI2y62bmJZ/TJMbNPCsU0cW/c6XkvFNb1ON2yrRB2dqKV50DW1K6CrUgzZNJIhFrVKl6G7bQPrV6+g16wScEyUfgqyKon/6tCV/jegG3QMQq6n2kiGfBRiQUrJCNmIn3TIJR1y5zvdeinN5NgAS8YHWTTcYXSgSbtWoJSOU4hG5qFbKSQY6JRZOtljesUI08uHGR+uUS3GSMVcokGDiN8kFnQYHWiz75otfclYim4zT6eRmYfuXF0J3V67RKeVo1lPU68mF9RrQXcOvK8D3SylfIp77zrCXUcPcd/JW3nsvlO8+YHzfOHlF/nEC++hW0iwetEAN+7ewlAlQz0VIh+yiOgiflnGJ0m4osiejRv5xIc+xEOn72V2+Qp+7b3v5Usf/zj33Horezdv4Ph11/Liu97Oj/74W/zNK3/KKz/+Dp/8yPvYtWkV5bifjE8jYb96vBA2FFaMDHLfydt56uGznLvjCFtXLKKbClPwaaQsibglEtcEkrpAzpGZHqhy257NbFrUYTgTpJcM0IzYNCImzahFM2JSCylUgipZVyesKvgkGVtUMCUZrR986C3EZObC+nTFi3rJJsKsWDLCzNRi1q2YpJFL42oymiK8IXR1+VeHrgf8y/UrQ/eKvyP1jUwURcKUvB+Sccci6XcJ2yoBQ8KveVdrnhJFIiArBDVtAXSzskJNV+jZCuN+ndW2ydGEwcd3p/njx5bzsw+f4u8/ei9/9d6tfOvich5b7HBtSGAmILM0bDPhmIxrCsOmwuKQycpcgKUZl+NbVnL9miWMpyJUfSZZSyNhaQRNDV31RiSyslC9MDePVEVvTq5faS4kX7kMEq+CrjQf7qkrIrYk4FclUo5GM2gw5BeZiskcrmq8Y0eBP/vMGfinHwL/A/h/+a9/8kE+ce8Ab98Y5P4Jh7MjYS5MFnh4TYP7pwvcNRHk+kGXvfUoG3MhVhd8rGmEmWpkWdYqMF6L08vHKMUiRH0BTN1ENwxM08IyrD50rX7nq2Jb2gLoRmyNuGMQN71lWtJcCN1aIshgOc2GFYvYu209u7dvZHbNSnqtGq6leUBUJbS+1vxXge6rtOb/CtC9csyQCHqALcRDZMI+0iGXVNAhFw1QTEWpl9JMjPZYumiIidEeY4Mt2rUi5UyCUjxGMRnpQzdOu5ln8XiLlcuHWbVihImxBo1KkkzCRzzkKRfCrsHYYIeDe7YzNtikWkzQrufoNDJ06nm6jfJ8esQbQbdajs9XvZyaHy3MydfatSKdRol2vXj1Ii1PrZSnnM9w6sSN3HXsEPfdc5RH7zvFmx44z+defpGPvf899IoZ1iwe5MjurSxqFGgkg+SDNiFNxN/vdP2KzL4tm/jYB9/P/afvZuvMKj750of57K+/zOnjRzm0cxt33Xw9H/3gu/nRd/+AX7zyA37yw2/z6x98J1vXLqMY85Hx68Qsr/PyyV56gU8WiFoa0+PDXDh5G49evJu7jx5mdskw7XSYgl/3DiNMgbgukDAE8q7CqqEGx/ZsZv1Ym+FMmG7CTyvi0I7YdKMO7YhFPaRRCWnk/F4Khl+UcUQFU1wIXVn2YqnnoSt70F2+eIiZqQk2TC+lWczi6q8PXa2/DPpl44XLgBVfBV1REuZLmu9opflvFkkSPYtIUUDqdzWy0veEkLx5niVJBAyNsGMRMDV8uoSvv2hzJBFXEvHLfameJhJRJeKKSkZRKKsyHVdjxG+w1LK4rZ7gD86t50+enOX7bz7A//PynbzyzEb++OJ6npiIsssSWWsqTJgaI5rMsCIyZEqMBXQmEzaryjHuPbCF62YmGU0HqboGeVsnYShETB1bk1Flz2VM73fruiJ50FUkVMnrcE1ZntfeeoZClyVNiuRlf2mKp8U2+uA1NQmfJhFWZQq2Ti9kMuwTmQqL3FRTedfOHH/2mxeB/8z/wPv1T//ld/nmW2Z41wYfD4wZXBiP8cjqBqeX5jkxluDoeIIDgzGuaSbY1kizoRZjTTXC6nqWNb0K49U47UyYejpGNhbBZ9sYho5pGH3o2jiWjW2aWKaGbRv4bW/ZFrQ0wqZGzDGI2wYxSyNuqqRNhaytUQzaVKM+WpkIMxND7Ns6w55ts2yaWclwp04s6GJqspfwoEjosoza9ypW+gnY8zJFSVogVZwz5vfCVl89VnhD6Loqfp++ALpzFXJNEkGHbMQ/v0RLBR1SQYdCPEQhGaacSzA22GLxSJcl44OMD7VpVfOU0nGKyRjFlAfdcj5Oq55lfKTJymXDrJ4aZXK8RauWJpsIEA87xEMuAVtjuNfiumt3MzrYolJI0m0W6TTyNCoZOo0CvXaZgavKg26eZj1DvZKiWk5QLXlVK6VolLI0y7m+v26edi1Pp5b3Ai371ZeMXYbunbddxx3HD3PfqWM8fN89PPXgeT71kQ/y0RfeS7uQZf3kIo7s2MySRpFmPEQu4BBQZfxKX6urChzYuZmXP/A8504fZ/vm1Xz6Yy/xqV/7MKdvu4Ub9uzk1PFb+OSvfYg//ZM/4uc/+yE//v4f8sF3P8O6FeNkwhZxVyFiiQQ1T1fqSl5FLZ01k6NcOnUbj1w4yV1HD7FmyRCNbNhzGLMlEpZIwhKJWyIZV2HVcItbdm1hZrTLUDZGK+mnFXPphB06IZtWyKIetiiHTXIhg4SlEhQkfIKCJchogtQHl7RAMmaoEoYikkuEWTE+wPqVk8yuWkaznMMxVHRZXNA5yP3ljiZLnmTsl0DXmyG/tn+AIImvKkmREVUZoX+qrM4dWQjC/CWX2l/kqaKAocjYuoZrGvgMHb+i4JNlXFnCkfrglSV8/Yy0gCIQUURSqkLJ1Gi4OkN+lRV+kZ05nSc21Xnx+mG+fn4d/98nzvPpmyd5aiLFTTGNLbrCWt1hsaIxoAj0dIEBU2DYpzIesdg53uHCDbs5uHYx44UozaBN0dHImN7M0q8qOIrSv6K63K2q/Yunua71yj9bkPclCWh9z2H9CicvS/Xg6xgSKU2haRkMBA1GQyIzCYXbOxbv2h7n+x85Cv/zB/wj/xP+8b/x9z94iS9enOC5NQEeGAlw/+IM79g9yolFQa7ruBwaSLOnm2NzPc6WVoqtnRwrCyHWVhOsHyixvFtksJigngmTjwcI+XRsU8YyNRzLxjK8MYNrOziWjWs7+F0Xv23iM02ClkHYNojYBhFbI2brZCyDrG1Q9NtUQg6ddJjZiUH2bVzF7k2r2TYzxeRQi2ws4FmYyl76tKIoyP2nrivflkUZWVCQRQVZVi4DWBURVeEq4ArzBv6ycrlr1lQJ05CxLQXHUfr6XK/bvbLTDbkmMb9NKujMd7kJvzUP3XwiRDmXYHSgycRoj8mxARYNd2jXPMvGuZrzYPAOJDpMLx/rQ7dDq5YjlwwTD7nEgi7RoMv4SI+DB3Yz0KlTLWXptqq0G2XqlQytRoaBbpFep8BgrzT/dq9dotsozy/MasX05SqkaRSytCt5urUC3ZoX4dOupGjVMrTqOZq1XN9l7Aro3nH8MHccO8SFe4/zyIVTvOmh+/jkSx/gYx94H+18zoPuzi0squRoJcLz0A1q3ubfVQQO7d7Gyx94ntN33cLea2b53Cd+jY9++H2cvu0Wbj6wh4v33MnnPv4y/+kHf8wv/vJH/PA//j7vftsTrFjUI+HT+tCVCOkCQU2Y73bjjsHGlUt44N4TPHrxbk4ePcTqyUEqST8Zn0rGp3oxP6ZI3BRJWRIrB+oc2bGRdWM9hnIx2qkArZhLK2TRDlo0Qxb1iEUlapEPmaRdnYis4hMUbEFGF+V+YsHrQDcZYWrRIOtXTrJ+eimNUg5bV9Akob+E++dBdw64c2MCUfSWeV4kkDRfV0JXUvrQlfuLEtGTTMmC162rfeXEHHTnylYVXEXGVSQc2XvctiUBRxZx+v+nflkgLEskZJm8plA2ZVqmyFK/wjVlPzcPBLhr1OHZHTX+8IlDXFySYJctsEEWmFE1lqk2w6pGWxfo2AIdQ2DAVRiL2BxZv5xLN+3jwOrFLC7GaQZtCpbnvxDRZQKajKspGPIVYNWly2bZmoSmia8aH8zBV1M82F5dRr/rdXSRjK7Sdm0GgiZjYZnVUYmbqhoPr3T4+LnV/N33Pw78d/7LK9/lYw9t5+27Qjy0SONMz+FkN8TF6SJHxwJcPxjk0FCO7Y0k6woBtjRTbGpnWF2JsalXYMNQheWdIsPFhLcTiQeIBix8ro5laliGiakbl8cMfei6lo1rGrimSaDf9QYMlZClknAM0qZO1tYpBRyqYZdOKsS68QH2zE6ze9Nqtq9bydSiIQqJED5dwFK9CPoFoO3/LooikvD60JU08TWzAeegO6cg0TX5DaHrM9X58UIsYJMM2qRCLqmQQ6L/fibiI9u/OBvq1OYXaeNDbbqNEsVMjFwyTC4Zngdvq5rvnwKPs2pqlKWLe3Sbhb7pjUM04Hn6jg13ObB3J712jUoxQ7dVpdOs0qrn6bRy9DoFBrrFN4TuAiPzkhew2ap6Meudeo52LesdS1wN3Ua1QL1coFLIcuLYIe44doiL997GoxdP8cxj9/Pplz/ER97zPPV0kjXjI1y/ZQMTtQLNRJhcwCWgSARUGZ8s4tdEbrp2Fy9/4HlO3n4jh/Zv4zc/8xu89L7nOXX8Fo4dPsBjF8/ypc/8Bn/+o+/2oft7PP/Wx1g+3iHh14j7VA+6hkBQ866hfLJEwrXYvGoZF+85zv1nb+fEkf1ML+5RSfrJ+rV5l7GELZF2FdK2zFSvzg3b1s9Dt5MO0oq5NIMWzYBJI2hSj1hUYzaFsEXGZxLTdHyCgiOq6H13qzeC7srFQ33oLqFezGBp8mWp0j8DunJ/HumpDhQ0TUFRpHn4XunwPwdeSZaRVNm7musfd+j9mls6Gf2ZqC5LmKqCrWuYqoIuiTiKhC2LWP2zYUsSvIh32Qu49EkCIUkiLitkFYmCKtDz6ewfafHA7rU8uXclj20f5ulrRnnu4BIurm5woltgs99msaAwrBi0NYW6JdBwBZqWRFUTGAhZ3HnNBi7ctI+DM0uZLCeo+XTylue/ENUlApqMT/esD83+klKTBe//QJXQZM8z4fU6XVX2fGmN/khoLsNLl0VMTcTRBHK6Rs/vo+M3GApILAsI7C9oXFwe5tFNRb763J3A/8XP//DjPHugwaWlAnd3RU60XI42g9wyEOLISJAbRxMcHi2wd6jItnaaza00mzoZNnZzzLQyrOnkmaxnGCrEaWej5CM+Yn6TgGtgGSqmoWPoGpZpYBo6ju3Nd23TwDJ0HNMbNbiGit9UCTveoUTS1Mg4OqWQSyXi0kqHWDPeZdf6KXZtXMWO9dOsXjJGKR0hYCmv2enOAVcQBSRBekPoKqrnundlGKsoC/NZdaoiYegKpiFjvQ50XUPpH0jYxAI2iaBFMuSQDDmkIz5SYZdM1E8mFqCYjTPSa8wv0sYGW/SaZUrZOLlkmGwiNO+T26rmPdObFeOsWjHK0sUDDLQ9QEcDNtGAQ9A16bVrHNi7k4FOnVI+NQ/dTrNIt53/laC7sPI0K0VaVe8gol3P0aplaf4y6N5+9CAnjh7k/rMneOKBMzz31CN8/qMf4f1ve4ZSLMLUUI/Dm9axrFmmlQhTCPqImDohXfW0tIbCkYO7+cgL7+TO49dz5IY9fO23PseH3v12Tt/mQfdND17kK5//JH/x4+/x1//5x3z/O9/kuTc/zNLRFqmATrLv0RvU+iJ9WSSgyqQDLjvWTXvQPXM7t924j+mJAWqpIFm/Z3iTtCUStkTGp5J1VaYHG1y3eYa1Ix2GsjG6mVAfuiYNn9HvdG1KYYNC2KISD5JxXFxBxpVUVKE/H1XkeSBeeZGWTYSZnhie73TL2QSmIs4b37zW+elrHUdcnuF6CgUPtiqapiDLogfeuSVHH7avFbMiK94Lvl4osHR4lHouT9D2uiRLV9FlCUtTCTg2AcfGMXSv45W8BFdTFi+XImLJAo4s4JdFwpJMTJTJyDI5SWSmWea+fVt58oZdPL5/lsf3TPP4ruU8tH0RD2ye4N4VE6wPhxmRNbqaQU1XqDgiVb9I1ZLIqwKL8zHOXb+HCzdfy+HZFSwqRKm6MnlbIG2KxE2ZkCHjqpIXpaN4Zt+6JMy/PxdVNO87cZUWV72qu9XlvmpBlbENGb8mkNdVen4fvaDNYEBhkS1wYlGZ33/8CC/etJIXj83yi99/ka88fZS3bCvy6LSfU4sCHOtEuamd4PpumH1tl329KIfGSuwezLOhHmNdNcrmXp71nQxL8gHWtHMsa+YYzsfp5eKU4kHSER9Rv43PNjANDdOYk4/p2JYnITNNDV1XsQwNx9TwWSp+Wydoq0QtjYSpkXFNShE/xZBNOxth1ViHPRtXsWfzGravX8n0xAjFVISIz8DWvLm4/DoqGllUUAQVWVT6r8m+tany2uOF+QMKxVti6pqCoctYpjLf6bq2umCWOzdiCPu8Y4VY0CYZ8ZEIuyRCDomwSzoWINs3tBnpNeYXaSO9BgOtCpV8kkw8SD4VmYdus5LzoDs1zvTyEZZNDDLQLlEQF7yxAAAgAElEQVTOxUmEffPjhcFug4P7dzHYbVAupOk0K7QbZdqNwjx0B3ulX9rpXg6nzNOoetaNzWqOZi1Ls5ahWU/TqmdfH7p3HD/MHccP8cD5O3jigbO8882P8+VPfYy3P/EoCcdiolXnwOwaljbLtJMRSuEAUcuYh27YVDlycA8feeEdHL/5Wo5cv5tvfPU3eeGdb+XsHcc4ecuNvPnhS/zmpz7Kn/3wO/zVz/6U7/7R13jTI+cZ71VJBnQSczNdfQ66An5FIhf2s3fzOi6dvp1L997GsRv2Mr2450F33mVMImYIZFyFnF9n1XCL67bMsHqwxUAm+rrQLYZ0SlGHgWKGajSGX1RwRRVN6HeO8mXo6pqCrnhyskw8xPTECLPTk8xMTVLJJbE0GV3+50NXFAWi0TB79+5m48ZZ8vkspql7AO6HCb4edCVJwNRUTh47xvNPv4VdGzdRTqcJuy62rmEoMpamEgn4CTg2lqZiaeo8lExVwlQ9DwpDETHVK6GrEBVkUoLIYCTEDauXc+ngdi7s3silHWt4aOcaHt61hgd3TnFmdjEnlo0xm4ozZlu0NI2SJpM3RXKWQMGUyOoCy+t5Lt56mPuOHOTgzAomSkmqPomCLZKxJOKmRMgQcTURUxEw5ctlXQXhK0H7WtD1Ph/J65j7uW+OIRMxREqGzoDPz0DIZTCgs9iVuGWkxKfv2ceLB9fw9k2DvGvfCG/d3ePZbU0enylwYjzKgXKAfZUoe+pBttctttWDbG+l2FCLMFuLsnUgy4ZulpW1KMtKYVa3c0w1C4wVknTTEUpRP6mgQyzgEA442JaOaSj9LlHBNNT5MgwNs69ocC0Vn60SsFXCtqdiSLsGxaiPUtSllY2wfLDONeun2LN5Ddtmpli5eJhWOUsiaOMaCqYmL+hy/zWgq6heU6KpMqah/OrQDXiWj/GISzziEgtfNjHPJELUimnGBlvz0B0daNJrluehOwfeObex8aE2K5eNMr18hOWTgwx2ytSKKTLxILGgS8hnMdhtzHe65UKadqNMs1ak1bg8XngVdFslOvXSa0K3Uc1Tqxao1XLUajka9SyNeoZG40ro5mnU8giNap56OU+lkOHkiRs4efv1PHjfnTz54Fne9cwTfO1zn+TxC2cJagpLe20OrF/NknqRbjpGJRoiYur4FRm/KhG2VG45vJcX3/ccN123i1tv2sc3vvpFnn/mKc7ecYwLJ0/w3FOP8eXPfYI//9Pv8vOf/ZBv//6XeejCSbq1DFFHJu4qhE2BsCnMKxhsQSAT9LN/6ywXT93G+btv5dbrdrNycY9aKnCFtaPnHZByFbI+lemhJjdsXc90r0EvHV4A3abfGy9UQybliEk55jJQzNBOZwgrJragYMhKH5wLoavJXsdUTMdZu2yc2eklrF62iHwyMr+o+edAV5ZlBEEgm03z7LPP8Mwzb2Z2dh22bc5LfV4PurKqIIoCQdvm7U8+xfve+ja2zayjkS8QDfixDX1+rBD2+/BZZt+7QFywXFpgoq1KHnQlmbCoEhMUCqrJTLvN0Y1rufeaGS7snuXSznU8tGOGh3au5eL2Ke7dMMHFLdPsauXp6SINXaakS2RUgZTmdbFJXWAoG+HMTQe4cOt1XLtuJUsrGWp+iaIjkLW9ROegLuLqApYqYivSfDn9mktDnjt8uLp09crP7zJwbV3Fb6nEdIGqadBzfHT9Lj2fziJXZlPS5E3blvCFW3bz4vYJ3r2jzXN7Orx9xxiPrOty42CIbVmHncUY26tBtjf9bG/F2NpKs7mdYHMnxWw7ydpmgrXtFFP1OMsqMZbXsiyp5hir5BgoZmjkUmSjIcJ+G8fS+tCVvE7RULAMBdPUsGwD0zSwTBXTkHEsBb/jQTdqqCQdnULYpRTzUU8HmeyW2TGznD2bV7N9/UrWLBlluFUhFfERsDQM9d8AunPA1dX/TejahAPGAvDGIy6JqI90PEAln2R0oDk/0x0bbNGpFyll42TiQbKJ0ALojg40mVo6wqoVo0wtHWa4V6VaSJJLRkhFgkSDDt1Wle1bZhnsNqiWsv1Ot0KrkafdzM53u17l6bZzdJsF2rXigmDK14Nus5mj0czSaGZoNXO0G/nLkrG5W+FqIcWpO45wz+038eC5u3jTwxd49zNP8jtf+DQPnT1FWJNZNTzAwdk1LK0XGMjEqMVCxAzNO45QRKKOwW03HebD73mOG669hrtuu4lvfu1LvPWpRzh94lYunb6Ld7zlSb72pc/ykx99j7/8ix/wB1//IhfuuY1GNkbYlIg5KmFT6gv2ZfyKiC0K5MJ+Du7YxKVTt3H+rlu49eAOpsbaVJMBsn6dlKuQsGXilkTa9aJMVvRq3Lh9PVO9Gr1UiIF0kHbMoRkyaQZN6iGTSkinEjEpRx2GKzkGi0WCiu5pdRWln+S7cLygiF7n1Czn2TC9lNnppaycHCMWsFFFb16o9eeJ8zV3NfUG0BVFT7lQLhd57rm38fa3P8vmzRsxDL2vXvBGHULfi+DKEiUJWRTIxKO8523P8vzTT7Nl9Wrq2bQXv61rWLKMq2lE/D4CjoU59wNEETFUT0JlajKW3j8bViUvxl2SCEkKYUGi5vrYt2wJt22e4eTWac5sX8vFHbOc37SKUzNLObV+Kadml3LvxmXsbOUZMCXqhkxJV8ioEglVJK6LRBWBot/k+L5ruP/ELVy7YRWTtQy1gELRFck5EnFDIKR5PsA+VfQUMoroJU/3y5G94Ey9D1hd6dcccNUr8sb6s11TFXFMlYCleRFGpk7DMmm7Nm1HY8gUWWqLXFozzudvP8j7ty3mbVsavGVHm6e2jHNx7SDXDybYnA2yIRNlJhNgYznItnqUrY04s9Ug6yohNrUzzHZyrG6mWVqOsKQaZ7pdZmawxeJqnm42TiUZJR0O9KGrYuoyhi5hGgq2rc2XaeuYlo5pqRiGhGXKOLZCwFKJmCpxRycXdilEXSpxH4taRbavW8HeLevZObuatcsnGG5VSUUDBGwdQ5VR5DlTpqtLngeuN8+VLkNXeX3oSoqIoau4joVheN26bSk4tozvCuheqdUNuSZhvzWfLHE1dFPxAIVMjF6zzOT4ABNjPcaGWrTrRfLp6Dxwc8kwhXSURjnL2GCLlctG56E7NtSgVc1RzMRIhP3zM93tW9bTaZapV3IMdqv02hU6zcIV0C3S6xTptr0In26jSKdW8IIpi+nXGC/kqfeh22oWaDcLnpdD04vtaTdeC7rHb+b07bfy4Nl7ePrhS7zn2af52hc+zSPnTxPXFVZ2mxyeXc3KRpHBVIR62E/K1AioMo4kkA76OXX8KC+9+13ccvAA50/ewe/9zm/x7NOPcc8dR7nv3rt4x1uf4ne+/Hn+4sff52f/6ft888tf4O6bb6QejxDt+4WG+gnDAdU7jvArAqV4kEPXbOLiPce5cNfNHNm3iRXDDSpxf/+KTSVhqyQslZSt9aFb58bt61jeLTGYCTGU9NOJWjTDBo2wQT1qUo3oVMM6lYjFQDHFUKVEQNWwJS+ZVZMEz+axr2eUJW9xYyginVqJTatXsH5qGUtHhwjaBoZ82TLPu3H3as4rV3sD6AqCp1Lodju8853P8eyzz7Bt2xYMQ5uXkS3YMl/1sZIo0KwUeeH553j7U4+xY91qWtk4GdckpKo4guCFHPodfJb+2p2hJqHrMpomYih9nbTkabH9gkArHOCmtVPcsWUtJzZNc3LTas5uWc/p9au4a/VyTm9Ywz2zq7h2tMNkxKGpec5keU0lpSrEFZmYLhLTZTKOzZ71M5y//WYObZthopmhGtIouDI5RyFlSsQ1kYjqBZQGFU++Njfrd2UJV5awlf744fVK85Zmej+h1jYkLEPCZ6hELZ2UrVN0dGqmRttUGbRUlroGdy8Z4aWje3nrNUt4YlOXx7cM8tjWRZxbO8T+Zpx1SR/Lgy7LwgFmshE2l4Jsq/rY0QqxrZVgQz3JhmaOVbUUU7UYy2pJppoVVnfrLK0WGM6laGbj5JNhwn4Lv2Vg6wq2qWKaKpatYTs6tqNjWgqmpWCY8nzppjeXjlqaB92gTSniUo25LG7k2b5mOXu3bOKajeuZWbGM0V6LdDKC39GxdBntqnP1K32b3+g44rWOJeaga5o6jmN5/35TwTEVHFPCZ8rzoL36SCLkM4mGbGJhh2g/qicasuehm02FadULTC4aZGJ8gLHhNu1GkUJfvXDlIq1eyjA+1GZq6Qirp8ZYsWSI8WGvM/YUDC4BR2egU+ea7Rtp1QvUK2mGehV6HW+e22nl6LaLnla3U6XXrtJt1eg1yvSqBVrlLI2+VKxeydKo9nW5FW9mW6vlaLVKdJoleg2vuvUSnZpngLMAuvccv5l7Txzl4fOnefrhS7z/uWf48mc+zkNnT5G0dKa6DQ7PrmaqWaATC1AN+UjZBn5FwhYFMqEAp44f5YPvfI7j1x3mgTOn+MZXv8hzzzzJmbtv58KZk7z7ubfwja99iVf+7Pu88uM/4cuf+Tg37bmGUshP1PAubsK2Ng9dv+KpGDrFFDft386Fu49x7sSNXL9rlmVDNaoJPxm/TtJRiVsKMUMmbspkXY2Vg02u3zrDsnaRgVSQgbhLO2LOQ7cWMfrGNzrVqE2vkGSgVCCoG9jiq6HrHUl4m19Lkxls1dg6s5LZlcuYGOrhNzUM5TJ0X9Mf4DUMb66G7tjYCM8//w6effYZNm6cRVEua3dFUezHxF8+E/Y+XkAUBFYuneBjL32Itz35KDvWrVoAXbsP3YjPwTE1FMUzm369R3NDEXFEoX8wIeEKAt1klFs2zXBi6wwntqzl7q3ruGPtFMdWTHDjxAj7hlpsrOVYEvXT0kWqukRRlUgrEnFFIqZIxHSRhKkSUWRWDPY4d/wmDu9Yx0Q7Sz1mUAwoZH0KKVshZsr9yCaRgOa5n7mKl3BsKxJ230HtV4WuoYrYhoxtyriW93iecDzoNm2dAVNh1FCY8ltc1yzw/ht38uyu5Twy2+WxzcM8tm2Cs2sH2V0LsiqiMulTGHNkJgIia1Iqmwo6WyoumyshZoohNjWzzDRSLC8FWZQLMNUss3FsgFWdOuPlPK1cglwiRCRoE3QtXFPDtQ1sS8MwFQxTwfr/aXvP6Ljv+9zz3/v0XjCD6QWD3kgCIFjAXsAuip1iE5soNlGN6hTVa9RluVu25HJty7ITy3FsX8e+jntkO7ZjpWx279azZ/dusr6b5H72xX9mCJCULPsmL34HBHAOCBKDzzzz/L7f57E1LFu9OnRNmZCpELFUkl6DzpBDPmwzUEyyZsE8tq5dw9bpNaxcNMlIX4OOZMSFriajqzK6prhLOP8G0JVVCdPUsW0T29JmQddjXIKu15yteoNeg3DABW+r0qelehNRH5lUmO564feC7uL5IyxbPIeFE4PMGeqaBV2frdGoFdm8YRU9XYX3gG6enq4i3fUijVqJnmqB3nKORjFDrTUuVuygUnIXImqFDsrFDorlDqq1HLVKpwvjUrYd8/iu0L3//M08+cC9vPLME3z5s5/i/OkTJCydye4au1ZNsbBRoCvqpxDwEDNde8ESBDLhIDffcIyXnnyc4/v28uh99/DNt97kqUcvcuvZE9x56xleeeFpvvutr/G3v/4Z7/ziJ7z56VfZuW4NHV7bjavzmgRtdRZ0/arAcL3I8X3bue3k9Zw7uofdG5cy1lukFPfT4TeI2ypR0y2zTNoaaUdlolFi3/plLOgp0Ih76Y7Y1EMudCtBV+GWwy3Fa9PIxOgv5glo+lWVbit7QRYELE1m7mAvW9YsY/XU5GXQldutBK3TshkubYq9O3TnT4zx8ssv8ugjD7FwwXwUxa2rEQVhlv97CbwKiiIjCQLbt2zkq298nqcfusCGJnRTHpOAqmKLAh5NIeL34LF1VE1E1WaDtj1qpYoYsui25IoitiThCAKFoI9ti8fZv3IhuxfNY8tQD1OZJHODXvpsnS5DpiALdEoCWVkgo4qkFJGYLBKWZcKqRFgViOpu4Wg1EePYzi3s37KK8e4s1ZRFZ1Ah7ZNJehWitoxfd9eU/bqARxWwFdfjbVkG5u+ArqWKWKp76WaqIh5DwTEUvJZK0FaJOxo5j07NUulWRSY8Jhs7kxzsLfLUtct58pqF3Leyn4vTo9y3bh43L+llez3IdM7Ltr4sd25dxiP713F21SBb6j6WJ2XW5nxMV+KsKiVY0BlibtpmOOVhbj7N4kaZyWqBuaUc3Z0pcqkIiYjvUjeaoWBbGrohoxsyhqmgGxKmpWA72izwWoZM0FQImTIxRyMTsskGTXo6YywbG2LzqhVsnV7NykWTjA70kE3H8HvcKiBdVVCbrdb/FkpXaULXstwnDdtUcEwZx5Dwmkp7VKw1LtZWvh6jbS/MPNGQ2yDR2RGlt1FibE7/+4buwokhli2ew9QCN8y8uzpb6dbKOdasnKJRy1Mppt8Vut31Ao1aga5qkZ5qgf5KnkYp66rdQocL3WIHlYIL4WIxTaHUQaXWSaWSpVq4ZEHUm/AVWhmQpc4kNx2/nttOHeeBO2/liYv38MITD/OlT7/KrSePkfJYTPZ1sXv1EuZ35WgkAhRCXkK6jEcWsQSBzmiYO86c4qUnH+eGfdfx/OOP8s233uSxh+7l9nMnuef8OT700jN879tf5+9/8wt+8/Mf8/lXP8rWVctJOSZhXSHqGIQcV+n6FDddLKhLjPXVuWH/Dm4/eT1nD+9i+/Qi5nTl2vZC3FaINpVu3FRIOypzqzmuW7eMye4CXTEPXSGTakCnEtAoN6HbAm8pYtObS9BfLBDQdCxRwpTd8a826KRmZKAk4LV0JucOs3V6BWuWLGCkpwuvrjRHkqR2pOC7ncuh2wKuIAhMLV7IKx94iQcuXmDB5AS6prhLGk3YtqyFSzZDc9RMEbl+/17e+tIXeOzC3axftoh6R4wOn01AU7ElEa+hEvQ5OI6ObiruuqYuo6lu3U8bvqp762+LIrYoY0sqjiQRtw16M1FG8wmGkxF6/B7qhkZFU8hKAp2qQEoWSEgCcVkkrsqEFZGgLBFUFYKqREhxoRs3dDJeh22rpji6ayPjPVnqKYtCRCMbVEj5mrVNhkhQbyldd5rBUi6NjZmK2Abr5arXaqpiVxmLWLKIR5Xw6goBSyXiqCRsmZytUDUkejWRqYifjbkk11YS3LpkmD/auZKHNk5y3/QYd66Zx8kFXWyr+bmmHuLowi6eO7md73zwIn/yxE1cP55nbc5mfSnM8s4QizNhxtMB5nV4GU566Qp7mSh3srhRYTiXoZqO0pkMEwt58VkGHlNr+rpyG7oueOU2dC1bdZWuIWHqIl5dJGjLxH0GmbBDNmzRyEZYPn+UzatWcM3aVaxavIB5Q30UOlME/RaOqaIpzUaO1ix407P9faHbAq+qyZim3rzwaypdS8FryfhMBa+pXqFyA83WjKDvSvDOhG5L6Y7N6Wd4oItGLU8+EyObDM+6TKvk021Pd+miURZPDjM22ktvvUAuHWsqXZ1KqZNlU/OplbNUimn6ugt0d2WvqnQbtQL1SqEN3Z5yjkZrgmEGdMuFNMVSB8VKhnILui0VPBO6XeVO6qUMlXyKm45fz+2nb+DiHbfwyL138PRDF/j0R1/h9OEDRG2dxcO97Fm7lHmVDqpRL4Wwl4il4VXcWMdsJMTd587y4hOPccP+fbzyzFN846tf4rEHXejef/dtfOyDL/CD736Tv/vrn/Prv/whr334ZaYXT5K0DcK6QsTRCdkaAU3Bp4j4VZGIpTI51MMN+7Zz64mDnD60gy0rJxjt6qQU9zehqxK1FCK6RNJW6fBozK3m2LN2CfMb+VnQLfvVK6BbjtgMFDtoZDvwqxqOrGCrrk0giVITumIbuiGvzbKFE1yzdjlrlixguLuOt7kCrDXrT967EvxK6LbeTq9eyYdefomL997DkkUL0Jo+sTJjfG2mpys1WyoMTeboof189Y3P8+h9d7F2apJqMkyHzyFgaC5wDBWfx8S0NTRTRtGbHm4zGGam4tUkAVuUMEUZU9awFBWfJhMxRdKWSEaTyGkyBU2hoCkubHWBiOIuU4RkmZDSXBNXJHyqG9kZlAVCikjKtkiYOsvmDnBw6xoW9ufpTlpUIir5oELWp7jz15ZEzBAJKgIBRcTf9JodScSWXJBeDbqWKmKrEh5FbB43Zc2WBXy6QtBQSNkKaUMiZ4jUTIm5IZvpYpottQwbCkF2d2e4sH4hD2yc4o5V4xwbb7CjO8nmgpft3XGOLWpwbt1cHt63mmePbuLA3CJr8gE2NbIsL6RYWsywoJBiNOPeKfQlQszNpRjJJGnEI1TTUQodMZLRAEFPS+mqs6Cr6RK6IeF4dGxHa6vdFnQdXcRvyUR9Ogm/TjZiU+0IsXjuANesWcXW6dWsXbqYiTlDVIpZIiG3jl1TZExDa6td+Q+A7szLtHeFrq20oXv5Rdrvgm4i6mtDd85wTxu63fUChWyCbDJMKup3Z3rjQYrZJP2NMpNjAyxZOMyi+UOMjfbQ3yhRzCaJh3z4bI1CLs2iybmU8inKBdde6G4q3e6uLD1t6JborrszvO8J3WIH5WKaYrmDQjVDsdZJuZqlWslSnwFcV+lWctTKnVQKHdx84jDnm9B97MKdPPfoA7z6ygvccGAPYVNlzYJ5HLl2PWO1LIWQRS7kIWpreGS3H60zGubuc2d5/rFHOHlwP594+UW++dabPPHwBe645TQP338Xr338g/zoe/+Rv/nV2/zyp9/nYy8+y9J5IyQsnajp1pEELKVpLbjQjXsMpuYOcsP+HZw5spcT113DpuXjjHZ1Uk4Emp6uRqwNXY2sz2C8q8DO1Ytc6EavhG65eZlWjdqUow79hTTlRAyfouJICpbijlS11aUouOCVRBLRENMrlrB1eiXrli1mXn8vfktvRw8qM6p63i90JUlCEkW2btrEB198kQcv3MeC8TF3dXeG6p69tunuzauaitcxObx/L1/5/Od45N47WLN4PpVkyLUXTANTEbF1BcfR0QwJ2ZBQ9CvthZbFoIkCliBiCDKGrGMoKo4mEdAForpAWpPoUCQyivs2JgsEFAGfIuKTVTyygiM18xwUCUeV8WkSQUkgrEqkHYeYoTJc6WTb2sUs6M3Rn7Soh1XKAZmcRyLryKRNiYQmElVFoqpEVJXwiwI+QcArugE9l0PXUkRsXcKjy3hVGV/zuJMPImHLIKLJdKgCWU2kZEr0BQwmO8KsKCWZriTY3p1ie1eKnfU0u7sy7G5kuWvdIo6Nd7M2ZbF3IMuZlUPcND2H2zdOcNv0OJtqcRYkPawsdTA/HWM8k2Y8n2UoE2dOPs14KctQOspAIkJ3IkIlGSETDxIJ2AQ9Nh5TwzKU2UpXd60Fj9fA8eg4Hr3t71qGu8rstSRCHoW4TyMbtSl3BJkYbLB51Qq2rFnF9LIpJueNUK/kiYV92E3oGjOg+4coXVmVZpRRSv8u0M1n4zRqeUaHuhmb08/IYIPeRolSLkk2GW7XqnfEQ3SmotQKGcZGelg8OcTUghEm5vYx2F2hVsiQjoXwOwb5bJL5Y8Pks3HKhSSDfRX6enLtMbHeRp6+7iJ93WV6utxttd5acRZ06yU3wKZWzlItdrjWQrmDfDVDvpqh1IRuC7aNihuQLlQreSrlHOVSJ+dOHOW20ye497ZzPHrhbp57/GE+9vJzHNm3C68qsGFqkuM7tzBWz1EIOWQCNiHLha4pCGSjIc6fOcXzTzzKySOHeO0jH+SbX/sKTz36APecv5knHr6fz37qY/zk+3/OO798m7/66ff50PNPs3hkkKTtxtWFLRW/LjetBTdPNxWwWTo2zLHrtnHywE6O7NrE5hXzmdPIU0kG6PAbJD0aCVslZrr2QsZjMtFVZsfKRYzXOmnEvNTDJpWgTrlpL5TDBtWoRT3uUE/46e1MkgsF8SkaluiGPOuSiCq7TRByc63WUiXqxRzbN69j24bVbFq1jIWjw0S9DrootMslrz6Oc+VpXYTJorsTv3vbNXzoxed44uL9jA0MoAgCmiQ12yjkS6M8zTE2TZYxNJVwwMOJI4d44zOv88AdtzK9eJJqMtKOSTQVEUtXsUwdRZORdAlFb1omqhtSoigCiuKGtyuS0Pz3SGiygq4o2LqMV3d/NhFFIiKLRCSRiCwRVtyCUkcRsWQFU5YwJHfDzWouJ9iKiE8SCGsSSVsnZWnUYj42Lhxh9WiVuRmHvoRGI6JR9WhULIOCrdFpSmRUiaSmEtEMfJKKX9LwCyI+qbnQoYkYmoChCViahKOp+HWVgCriVWR8qoJfFvGKAgFDJ6xr5FSFsilT98hMZPys78+zob+T6VqCNbkgK9J+FgZMxmyFUUvi+vmDXLh2DScXDXPj4iFuWTfJTdPzuXXDQk4vn8vSTMid9Y2H6An56YlE6E+l6E0nGcylGe5M0peKUg56qEQD7lZaxEvYZ+KzDBxTx9QVNE1CNxR004VrS+E6Hg3Ho7ctBtOQsQ0Jjynjt1Wifp1MzEM5E2ZsoIv1y6bYsGIpa5cuYnLeMPVKjkjQg6W7m5WaKrZD7i9vgWi1/74ndJVLaWRt6Fo6lqW6K8CWjNeW8c6A7lXtBa9ByGe6ixLNEw06JKN+Cp0JuuuFq0A3RTYRIRH2ui2/UR+dqTC1UgcTc3uZWuBaDJNj/Qz1VqmXsqRjQXy2Ri4TZ2LeYBu6A71l+rqLzc2zFnQL9HUX6Okq0F1v5utW8jTKnW5ubnk2dEvNS7RiJUOpkqFcac3m5qhX3JjHRrWAUKsW2tA9c+IY507dwB23nOWR++/lyUce4JUXnuHw/j34NJkNSxdxdPtmxmp58kGHtM8hYpv4VBlDEOiIBLnl9AmeefIRThw/xGde+zhf+8obPP7Q/Vy463b+6PGH+cJnPsVPvv+f+M1fvc1Pf/RdXqbsE9cAACAASURBVHjqUcZ6GyQsnZiptXvRgopMQJXxGzLJkMOyyVGO79vGjddt5+C169m8fAHjPRWqqRCZgEnSo5Jw3DndpK2RNA3mlsvsWbOcsWontajtXpiFZl+g1WIudBupEI10jA6vD6+kYYkKegu8zdxWrVln7lFEJkf6ObhrK5vXLueaNStYs3CSXDiEKYro0qVNtta5cgj9UpWP1MxqkJrjZIf2bufjH3ieJ++/j7m93ShCUznLMoqiI0kKoiAiCW6rqyYJmIpExOdw4+GDvPH6p7h4+82smRynnowSt1V8hoityFiqjq4YKKqGqMnImnTp5eVVcnkV1Z1wUJrZBq2tLo+m4JPl9vFKzXhPWcKRpSvDZZrHlN3pg4AqEDdEso5MwZFYUEqyuifPnKROf0qiP6Ey4DEYMm36vTo9AZEeRySrioRVg6DpIWg6+GUJv+wuPhi6iG4IGIaAx1TwqSYRxSAuKYQVi7BskJIVUqJATFVIGjZlw6DLozEU1VhaDrC2K8baepS1lRiLEl7GQjZDjkmvodMwVRqOwry4j03dRQ5OjnB69RRn1kxx0/RSDk6OMCfqp2CZVP0+MqZBzuslHwxSjMYoRsKUwj6qiTAdfovOqI9M1Esy5Ia++Bwb09TdBRxNQTc0DNvAcFzItsbHbEfHsjWMlto1NRxbx+sYBBydVNRHsSPCaE+V6SULWb9iMWuXLWTRxCj1SifRsIOjuxuHuiKgNdPaZj4OLg9deq/TDstXJQxLxbTcSQvbVvBYMh5LdH3dqyxHtPIYgh6zuRJst0804CUZDZDLxNpKd95oHyODDbrrBUq5NJ3JGImwj2jApiPup5CN0FVJMX9eD1MLhphaMMTkWB/DA1Xq5QypiA+frdKRCjM61E256cX2dBWbJ09vPUtvVyd9jVy7Cbi3K0t3PUdXNU+94q771ituu2+1lLni1MoucLuqOWqVPNVKnlq1QL1WROiqFalV8pQLGU7fcISbTh7n/M1neOjC3Tzx8EU++OKz7N+1naCpsXX1Mk7s3sZEV5Gs3yQb8hGxTbyK1Fa6t509yWMP38/xIwf48huf4ytf/ByPXLyXC3fdzrNPPsobn3udv/zh9/jNL9/mxz/4c556+AKD5QIRTSZmqG49jyYR1lQCmoxPl4gHLFYtHuP04T2c2r+D/ddMs2nZJBN9VWrpMB1+g4SjELMkoqZI2mOQtEzmVSvsWbOCeZUMtah1BXSrUYtq1KIWs6nG/RSjAZIeD15ZwxAkF3aiW2OutuIBRYGwY7Jh5RQHd25ly/QKrlmzgs3LllKMRdFbc7jNmdr3A91Wf5okCFiqzJEDu/noi8/y+H33MKenG01wP+d+LQ2pVREvuJXtLfsh5vdw4uB+3vzM69x3600sH59DNRkm6dXxGxKWLGJIKqqkoagakq4gqsJ7QlduZgPLsoCqXFo0cFTZHSNrHkcU28eWxPeArpvb60JXImsrFCyJnpDJZGeUeQmLkZTGeEpjMiCwLCQxlZRYkBRYFBMYCQqULYGMJRHTJCKqa1UEteYrJFPAZwqETYWoppNRbIqyn4oRpqx46FI0umSBhirSZyoMejTGYw6rShG29KVZUw6zMG4wNygz6JXpsSXqukxZkyloMp2aQF4XqOoS3R6DufEQa7ur7J4/l02DPfSFvBQ9DkW/l7RpkPV6STkekl4vab+XbMBDLuIn6bdIBR0SQZuozyDkMfE6bnh5a+VXNzVMx8T2Wu5ShKngeAwcj9Gc3VUxTXfSwbF1fB4XuomQh85EgP6aO0e+ec0yppcvYmpyLl3VHLGIF5+tYGsChupCV1PFWY+B3wXad4Vuc8TNtjU8jupaC7aEz1auaAN+N+hGA24EYzzkIxkN0JEMUS1lGOqvt6cXerqKlPMddCZjpKJ+khEvHQk/uY4Q9XKKeSNdLGoGmS8Y72d0sE53LUcmESLoNcimI8wZ7qGYS86Cbm9Xnr6GC9z+7jz93fkmfN3sBXeSIdeG6h8E3UalQFc5T7WQnQXdi/fcwcP338OHX36efbu2EbYN9m5ex5n9u5lXzZEL2GSDPqKOq3QtQaAzHuH8Tad59MEL3HD0IG/98Rt8+Quf5dEH7uP+u8/z3FOP8ebnP8PbP/oL3vnVz/jB977F/XfeQqMzTUiRiBlu/5NXFgjKMn5Vwm/IpCJe1kxNcPLQLk7s3ca+LWvZtGySyYE6tXSYtE9vb6PFLMmtMLEM5lXL7F69nHmVLF0xZxZ0XS/Xah6bYsS1S2KWhU81MEWlXSLZGvvSJReoHfEIB3Zfy8Fd13LthtVsWLGEHdNraGQzWGIzSUx+/0q3BV1NFIn4vZw6fogPPvc0T128wHh/f/N7aE0sqEiS4m7JCWK77NKUBdLBAMf37eNLr3+K+265iaVjo+RjQWKO1oauJsqokoYkKwiKiKiJ7wldqfkSU2rmG+itDAPlUvauI7lbg5bgHlO8SoziFdAViRsyGVuh0xCpODKDYZvxmI/xuM1UQmZzWuBQl8aNC6KcXJJh/7CPrV06q4sq81My3QGRnC2Q1EQSmkZcV4gZbtdZ2lTIaAol1WJIC7AwEGJVKsqqVIBlUY1VIYF1EYF1HQ5bK1F2dKfYXImwKuNlcdxkxCfRcETKhkinItKhSiQVgZgqENdEkrJAWpFISgI5U6MvHqE/EaXs81DweSn4/XR4PaR9PqK2TcznIxUKkgp4SYf8xLw2UY9F2DEJ2jp+28DTbIwwTR1dV90NNI+JbusYpoZl6e1jGCqarrgRirrsZjLYGiGvQSLsJRv301vpZPWi+WxcvZT1K6dYunCM3kaJZNyP31FxDAlTE9DaPv4l4M6MFX3f0FVEjOa4m9fR8Tsaflsh4Mj4LeUPULoeklF3OaJcSDPUX2fOcI8L3UaRSqEF3QCpqJ9MIkBnOki9nGLOUJWFE31t6M4Z6qK3q0AuHSXkM0kngwz115v2wgzoNgpt4A70FBjoKbTB29twbYauGfU77we69UqeWiVPvVqg62rQPXvjMc7ffIZ7zt/SVqeH9+8hFfBxZNc2br5+H3MqnU3oeglbBj5VxpYECqk4t56+kScefYBzZ07wtT/5Em987nUevv+eNnS/+uYX+OXbP+bvf/NL/vxbb3HzyaOUk9G20nVXfwX8UrMF2FLIpcJML5vkyJ6tHN25hT0bV7Fp2SQLBruopkLtXrUWdJNN6M4pl9i9ejlzyh1UwpeAO9NeqERMyhGTfNgm4dHxayo+zXBzF4RL7QtSs0VClQTq5RxHD+zh0J5tbNuwmo0rl7J7w3q6O7PYkvx72wut2V9NFOmIR7nl9HFefOoxnnnoARbNGXE9XUVClEQEQUYUZSRRRpFkVNEtvHRUiUwwyA3XXceXXnOhu2RshGzUR9hW8OluXKMuKSiiiijJLnSVS780LfjOOk17oX25JrkQtRQRW750WrGQrdOKUGxFKrYBLAsudBWJuKHSYap0GhIlS6HHpzPiNxkPWqyOKRwsCzw2neBrj+/gZ198kC89fogHd/Rz55o8x+ZFWJ3X6fUL5DSBrKrQocikNZm0KtGpSxQNiV5LZXnQ4PruCA9tHOTpg8u5fX0/Z8YDbs/ZvBTnxnIc7I2zqdPLsrjJZEhjyCtT96iULdXdptNUYrpM0BAI6iIRVSGiKIRkibAskzQN0o5NyraImwYx2yRimYRsi4jXSywYIuTzEvTahHwOQY9F2OsQsE38loHPNPDaVhu4uq6iGxqqoaIaKoautT/eSqDTNAVdcyMUTUNxV5sdjUTYS2ciQHcpw4oFY2xctZQNq5awYvEEI4MNsqkIAY+OY4iYmoCuuq9iXIC2loDeP3RnHkOX8VgafsfAZ6v4LJmAJeG3ZLym6s5I6/Ks8bFWSeXlJ+J3iIfd5Yh6pZORwQajQ90MD3TR2yhSzqfpTLn5C8mIj2TUSyYZoFpMMDpYZeFEPwvG+5gc62PucIPergKdqQiRgE06EaRWzpLLxNrQ7W2UrgrdgZ4CfV2d9DZHyN6P0p0F3nKOrnKeRqVAd7WI0FMu0F3KU89nOXnsek4eO8wtZ27k1rMnOX/zGR578ALX7biWdMjPqYPXcffJoyzorZILOqT9DlHHxK8pmKJAMZ3gltMnePLRB7nz9nN8/atv8vlPf5JHLt7LA/feyYvPPMmf/vGX+PXPf8rf/voXfP2tL3HswG5ykQBRXWnbCz5FICA3L9IslXI2zoaVi7l+1xau37aR3RtWsnGpq3Qrzdr2+Ezo2poL3VKR3auXMaeUptLaPJs5JtbaSAsbZEMmUVvFq8g4io4uK0iC2Iau0Fxq8Do6a1ct5eTxQ+zbtZWdW9Zx7brV7Fq/juFqFUeW0ZrjZe8Hui3wqs0c3FK2g9vPneT5xx/mmYceYNXCybbSlWUZUVAQJQX5Muh6VJnOYJDju3fz5ddf4+L5W1gyPuq2E9gyXk1oKt3Z0BWUy9XKe0NXbcLUlAWsGcecAd1W3OK7QdcW3NXiiCqRVCXypkrZ0qjbMsN+nQm/w3RE4XS/zOfOjPCPP/0I8D/Ab3/DP3z7Q3zi5FLuWZZme1llnl+gZogUNIVOTaXT0OjUFAq6QJcjMR5V2dop8PDqFD984QD/z1+/wT/85Av82Yun+PjReTw9XeCuyRR7SxbTKYOpmMG8kMaAV6bL0SmZOhlNJ67qhHUVvynh1yUCqkZQ0/ArrrcdUFUCqopfcadufKqMT1PxmAY+j4dAIIDH8eD1eNwmCMdD0OvDMUy8hkXAcfA6VhOqivtWV1F0BUVXUBW1/VhSVaV5VFRVbq9vm5qE39ZIhDx0RL1UOhNMjY2wcdUSF7pT85kz3EM2HSHg0drQ1Zo/X1luKdzf32KQmq8GLV3GY2r4bB2/pRKwZIKWRMBU8DbDy2eeFnRnqtyI32lbDLGQh0wqTFc1x2BfjbkjvQz21ehtlKgUOsjEIyQjPjcKMuYjmwpQKyUZHaywaP5AE7z97thYd4lCR5xo0CEVD1DoTJBJhakUO+iuuyrWtReuDl13WaLY9nTbl2jvAd1aOUv9CuhWCnSX89QLWW48eogTRw5x08kbOHfqBLeePclDF+5h746tFJIx7jx9govnTrJspIdSxEeH30PENtvTC+VMiltO38gjD97H3Xfcwp+99WU+99onePyh+3n4/nv4yAde4M+/8TX+5lc/551fvs2fvPkf2HPtRjJBH3FTmwXdoCzjV0SCtko1l2TTqimu37WZw9s3sXv9CjYunc9EX5VKMti2FyKGMAO6JiPFArtXL2NeJUM1bLaVbSViXlr/DekUQzrpgEHYUnAkEVNSUGUFuQlHQXKXFmRZoCMd49CBPZw4dpDrdl7Djs3T7Ng4za7165gc6MeRZdcLli8vlHxv6LYCxrurZW4/d5JnH3uQFx57hK1rVqMKAmoz1Ma1F1QUWUWVldnQ9Qc4vmsXX/n06zx4560snZxDJu7H57i1O6YkoApuilQbuvIMm+Mq4G3ZC7J0qYFCa1ot73XeHboitiDiFUXCskRCEckZCiVTpWbLDHgVJvxepmMat8/38M3H1/PP//u3gH8C/hn+v7/ji/ft5Pz8ENszAkuDAv2WRF6VyOkqOdMgZyhUbImegMjClMTBXokP7ynxf3zjIeDvgd/Cv/xnfvXp+/jUni7umR/kupLGdMpgcdxkbtSgP6DTZemUdZ2MYhBTdIKahs+Q8WgiPlUhoGv4NfeJupUD4ZHdlXhHlXF0DVPX0A0Dy/FgWDam42B7vHg8XryOF0sz8Oo2PtPCMY22p6tpCqquIGsykiajyEqzkfryhugZrRmqgM9SiAUsEkGLQjrCwjmDrF8xxfSKxSxZMMac4R7y2ThBr34FdBXFbS1pN0j/Hv6uKLkxmo6u4DE0fKZGoAVd04Wu39LblkKrPaLVDBxwjFmebizodU/ISyYVplxI099TYd5oH0P9dfq6yzOg6ycR9pCKe8kk/VQKcUYGykwtGGxfpM1t2gv5jhjxsIdUwr2gy6YjVIoddFVzdFXd2dyrQrcV7VgrtKHbms+9GnDbKricoavUSU+pQE+5QG+liNBdLdKoFKgVO7nh8F6OX7+XU8cPcu7UUW4+cwP3332efTuvpbeU5+Hzt3Lx3GmWDvdRiYXIhv2EbR2rqXCqnR3cduZGHrpwN/ecv5lvfPUrfO6TH+eJBy/w2MX7+ORHP8j3v/Mt/v43v+KdX/2ML37uVbZMLyfpNYmbKlFDJaBK+FSRoOpWgIdsje5ihmunl3No+0YObV3PrvUr2LBkgvHeCpVksLkG3KzqmQHd4UKeXU3o1iIWlbBJJWxQmZm5EDYohHRSAYOQpWBL7sWZIsvIktQugRQE921fXxcnTxzm+JF97Nm+mW0b1rJ93Vp2rptm0cgIHlVrXnpJ7wldsb0K7KppXZHwWgZDvQ1uOXWMP3r4Ii8++RjX796JpchNq0Ns+rkKiqSgSLLbeyZL2KpM2u/j2J7dvPn6p3jorvMsm5xHNhYg7NGxVXf6QhUlFFFBkhQEybUsWqNrM1srrgZdqan2VdkF/XsBt1UG6TY9tMLDRUxZwpEVvLJCSJGJqxIZTaJoyFQdmV6fwGTAYWPc4OyIyefvXMw/vvMG8E/8C/Av/9dveO2WjdwyYrMzJbAiJDNoKRRUkawqkTUUOk2Zuk+lPyixKC5zst/ii8d6+a9/+Rz/jf/Mf+FfAfjXn3+F796+mAcWhdhbUFgbV1gYMRgJ6XR7VOqmQVk3yKg6cUUjrKr4NQWv6jZaBAwFv+6+76gSHk3C1qTmE46IrsooioKiqqi6iaIbKJqOphsYhoWpm5iqgaNbmKobYO44FpZloOsqqia3Mw2UGfGi7VHDZgmp2lzb1jXRXQv2GsT8JrlEkIWj/axbvoA1SydYvmguk/MG6Cp3Eg968egyliahK801dUVy7S6lmaY3E7zy+1C6soBtKK7SNVVX6ZoqQVMhYGn47Uv+7UzouiDWCXlNwj6rqXTdEsl42Ec6GSKfTdDXXWHOcC9zhnsY6K1RLWbIpeOkogESYS/JqJeORIBCJsJQX4nFk8NMLRhhwfgg80Z66O8pU8qliIe9pJNB8tk4nR1RN7CmDd0CfY0C/d1FBnpKzVOkr5Gnp56nu1ag3hwRqzSXI6rtk3ZPqYOulhouZekq5WiU8nSXC/RULvN0jx/ewdFD2zlxdDc3nbqec2eOcN9dt7Bn2yaG62WevOdO7r/pNMtHhqgmonRG3F9oS3bTsyrZNHeeO8PjF+/loXvu5Ntv/TGf/8THePLiBZ566CKfefWj/OA/fZu/e+eX/OZXb/PZV19h4/IFJB2dmKEQ0RX8moxfV/Dp7gM66hj0l3PsWLeCg1vXc+CadexqKt2xnjKluN9tEDZFoqZI3Jbb9sJwIc/u1cuYW87MqFzXKbdshrBOOWrSGdSJ+0yChurGBDYhI4ouaFuBM5IksHDBGGdOHef4kX3s3b6ZnRs3sG3dNNun17FgeARb1V1AXwbdqx1ZVtwGVskFUtjvYd5QHzcdv55nH32QV559mlPHDuO1DNfzlSVkcfaRBBFFktEUmbDf4dDenXzhtVd5+O47WTI2l0I8StS23CcS0T2y6OY1iKJ7ZiunmUe6+i9X8xdSbbXvXnZaiyGtmiK1GQKkyxKGJGPLCj5FIaRIJBSBnC5SsSTqXoHBqMDisMm1cZPjNZEH1kb4wSuH4f/8SwD+px/+MY9s7OVkXWJHQmCxT2bA0qlZGjldImMrZG2Jul9hIKiwPG5xquLwhevK/NP3LgL/I/+3i1z+y7df5RunJ7g4GWRfXmFtTGFRxGQ0YNJlKlRMg7JlktU119PVNMKaRlBXCBgyflPG29wIsw0RSxcwdBFNd6c+JFlwK55UFbf80f2zpmlomta0B9yj6xqmpbftBU1T3vuCsykG5FY1lCKi6hK6JeP1GET9NrlYkLHBOmuWjLFmyVxWT81hamyQvnKBVDCAT1NwNAWj6dVrrbldpflzbI0NzthWEy+D76zxQkVo9qKpeO1LF2YBUyNgXbo0a6WMXYKuRtCjEfaZs07EbxELeUnFQxQ6U/Q2KowM9jB3pJ+h/gb1co5iNkEq6ice8pCM+OiIByl0xOnvrrBgYoRFk3NYMDHKvNE+BvtqlAtpoiGHdCJIoTNBZ0eUSrGDRi1Po16gp16kv1FmoLvCQHeFwZ4q/Y1yu469p1agq9zZXu1td6UVklQKcSqFBJVCkloxQ6OSp6ucp1bspKucb1sMQlc5T72Uo5LPcPjAtRy8bgvHD+/k9IkDnD15Pfecv4lr1q9moF7kqQt3c//Z00yPj9FIJ8iEfEQcHUdxN9JK6SR3nD3Fo/fdwxMX7+M7X/sqn/rgB3jswr08/fADfP61V/nRX3yHv/nrX/BXP/sRH37pKZaOD5FwNKKG3IauV1eaRybqMRisFdi2djn7tkxz3eY17Fy3/AqlGzEEIoZAwlGImypJ02CkqXSvgG6wtfprUI4aZAMqUY+O31Cwm9BtXSKIsjtSJQgChq5yzZb1nDt7I0evv479u6/luq1b2LlhPdun1zF/cBhb1V0Fq8i/E7qieCmjV5NFMskYk/OG29B96eknuPOWm0hEwi50JfE9oRvxO1y/bxdffO1VHrrrDqbmzaGYiBHUVTRBaK4SS1dAd3ZH2/uHbiuc/fIz8wb8cuhakoRHEgkqInFNJKO7I2BdjkivX2A0KrEkqLMtpnE0L3DzsMRLe+r86ktPAr/l7a99guODcfamRTaFBRYFJAYchbqlUTBVsrZK1laoeGQGQwqLwyb7kgZPTXh56/al/O0PPsN/47f863/9X/ju82f52JYKtw962NkhszqisCBkMuq3aFg6VVOn6pgUTIOMqZM0DWKGTshoqjdTwWdIeAy3Vdg2RMxZ0HVfPaiqgiLLsyCrqqqrgttHnvVKYyZwpRlPYjNf+ktyM1SpddmlCmimhN9nkor4KKWiDNXzrFw0wvSyeaxZMpelE8MM1iskA348qoyjKZc65Joln5r87wFdbdbI2B8C3b7uKqNDvYwO9TLY36CrkqeYiZOK+kmEvSTCXlJRP6XOJP3d5TZ0F03OYWxOP0P9daqlDImoj2w6QjGXbHu6/1bQrRZT1Eppt6CykqMlamd5uvVSrg3dg9dt4bpdGzhycDsnj+/j9ImD3HXbGaZXTjHUXeGZh+7n4s1n2bhoAY1Ugs6gj4TXwtec0y0mE5w/fZJH772bZx95iO/+6Vt87MXneeTeu3n2sYd547Ov8ZMffJff/Opn/OWPv8eTj97LYD1PzFaJWxphXcGnyXh0Ba+huj8MW6WvmmPr2mXs2byGXRtXsmN6WRu6tXSYzpDdntGNWRIxQyZtW8ytlNm5aikjxRRdMacN3VLQHRkrR03KEYOMTyFia/h1+arQlWV3Tdfv83DwwB7OnTnBscPXcaAJ3V0bN7Jr/cY2dGVF+Z3QlSQJQRCbSlfANlRyHUnmzxnilhuP8NxjD/HyHz3JvedvJZOMuyNl0nsr3XjQy/FD+3jzs6/z8D13sWRsLtlwkJChoTVHyzRZRmlaFC3oXv59vV/oXnWu93dC191IiygCaV0gbwp0OQL9XpEBv8h4VGV1zGBbWOJoWuCWHokHF/v4yMnF8Nuf8auvf4R9FT+7kibrwyrzAyJ9jkjDMSk7Jp2OTsFrUPWpDAYVJgIm6z06x6IC9wzYvHbbLvjHd/jn//cXvH5+I08sTnO228v2lM6KkMb8oMWw36Lb1qkaGl0ei6rHIueYZByLhKW7uc+mQtBWXbVryjhmE7qGiKbNhK6IqirNC7BLsL3ycrW5lXgZWFvQbX1OVeVZQHYbSS49VjVTwuc1SYQ85BNhBut5lk0OsWHlBOtXzGfVonnM6+shFQy4q9ma3G4MMXTZBe+/A3T9pnbFyNgfCt2RwR4G+xo0qpegGw95iIc8pGMBitkEAz1V5o8NsWhyDosXzGVi3iAjgw1q5SypuOvnFnNJOpKhfzPoVotxaqU0Xc3V31oxS3e1RE+t1AZuT600G7r792xi17a1HD20nVM37Of0iYPccetpVi9byNhwLy88+QgP3HaOLUsW05NOUooESXosfIq7kVZMxDh/6kYevON2Xn7ycX7wzT/jYy89z+MX7uXFpx7nzc99mp/+6Hu88+tf8OMffIeL991CNZ8g5nFDmEOmgqNJWJqEx1QIegyCHp2BeoFr161gz5a1bF+/nG1rlrB+anwWdKOmSFgXiFsyCUsj43EYr1fZtWoZo8UU9YjlZugG9banWwzrlCI6GZ9C0HBzAa6ArnSpAj0WDXPs6EHOnDzGscPXcWjvdq7beg17Nm9i14aNDFbrGLILMUG6FEjTCrNpRTLOimWURERBwGPp5DqSTIwOcu6Gw7zwxCN8/AMvcsfNZ4mHg+4Egzhb6UrN91VZwVAV4iEfRw/s5c3Pvs5jF+5lat4c0gEfAV3FlFtBPG6AjyA0L+WuAt13u/C72nzm7zqtdthZ0BUFwpJASnOh2/BIDPokhv0yC2IWGzIOu5Iqh1Myp4oy986zeX5XjX/4xpP89GN3cNtYjgPFINMRnXGfRL8j02WbFEyNrK2T9xhUvSrdjsCgqbDUsrmhw899PUGe3TjCP/3VV/nt//ynfPzkFE8tLXGmEWRrUmdJQGM8ZDEYMOj2aDQsg26PRdVjUnQMsrZO0lQv5T47bk6Iq3Rb9oKApruRmYrSfFJ9F/vmyifiKydJZr7fejKb9TlxhtJVBDTTtRfiAZt8IsRALcey+UNMLxtj3fIJ1i6ZYKy/l85oBL+hYasytiZj6Uozbc5Vupo829eVFBFRddsjZl2gtf5uWURVRbcB2FTwXAW6V5tc8NvuCXkNQl7jEmyDDrGgQzToIZ0IU8p30NddZWSwh5HBHgZ6u6iVsu7FWBO4yYiPbDJMZ6bkewAAIABJREFUMZugr1FiYt5gW+lOzBtkdKibWjlLOhGkmEtSzCXJZWLUylm6qjk3dLxepK+rNAu8M6HbXc3TqORopTO24VtMUS0mqJfTdFUydFfdEsvuavGKMwu6u7atZde2tRw+cC0nju7l7MnrufPW0yxZOMbYaB8vP/s4j91zBztWraArEaMUDtDhtQkoMo4gUEkmuPPkjTx4+218/Lnn+PF//GYbuh945im+9uYXefsn3+edX/+CH/7Ftzl/243kOkIETYmI7bZGmKobNO2x3dbTsM9itK/OtRtWsmvzaratW87WVYtZPzXO/P4atXSYTMBsQzdqugHZKctktFRkx4oljBRT1CIW1abKLTcDzIshnWJYI+2VCOgSXk3CbrYLKPIl6ErNi7R0OsHpU8c5d+YENxzdz5H9uzm0awcHt29j6+o15GNxt8xSlpsXVL8bupLkfj7gtSnns4wN93P22CFeevoxPvWhVzh2cB8eU28valyudFXZnbQwdY1owMPRA3v58mdf5/H772XF5ASdkSB+TcGQRLecUlXRFBVRkJozv384dGfWtlx+3g26pugGowclgYQmkNEEarbotvCGTRanvGzKO+zIGOyOG+yNK1xYmOSdz9zMP33/Wf63Ny/wpZvXcbw7xAJdYFQT6DMUqoZBTtfpMA2ylk7ZVqkbAn26zJQnwG1DFT5x7QI+e/1yfvL8KX7xsbM8urbAfXNSnOmJsj1jsyJiMD9qMBhW6PEp9HlMuj0mNcegYGlkLZWkIRPVZUKWRqipdB3dBa6lC+jabOhKzf/Tlo3wu6Arz1SXs1TkJejOemJrebqyiKQKqIaIY2tEvCa5eIjecgfzR7pYtXiEdcvGWbNkgonBfoqpJEHLwKOreE0N+w+E7swnCk37/aDbmtd1JxcuQTfsM4kGbGJBp3mRFqHQmaK/p9aGrmsv5Chk4u0W4WTERyYRophN0Nt1CbotpTs80EWtnCWbjlDoTJDLxCh0JtrTBo1ant6u/17odtBVybah26gU2iq39WehXm5Ct5Bl+zWr2LVtDYcPXMvxw3s4c+Mhzt98koXjo8wZ7eWlZ5/gyQt3s2PVChrxGKWAn6zXIawq+EWBejrFXadO8sgd5/n0Kx/gh9/4Oh9+7hmeevAiH33peb751lf4xds/4p1f/5xv/dmfcPDgNlIxh5AlEzTdiwlDEdA1Eaf5EiUWchgf7WP7ptVs37iSbeuXs3X1FOunxpnoq1JNhejwGzPsBZGEpZEwDfqzGa5duojhfNKdXghoFP0qxaBGOeyOihWCKilHxK+LeFQRU3Jv3NUZvllL6XZ2dnDbLWe5+eyN3HB0P0cP7Ob4vr0c2bObbWumSfoCaKKIpmlIqvK+oSuJAtGQn3q50ITuQT747FN86sOvsPOaTZdaJy73dAVX7UqChKlrxIJeDuzezhdee5WnHryfNYsWkvZ78SrudIPH1HFME1M3cJuHFXfu9w+ErtjuzZp93gu6hihhCm4yWESVSesiFUeh26cxErZZlHSYzmls7lBZHzTYGLb4wQu3wa8/yf/62mn47hP841sX+PWLJ3j1+BY2ZhJ0izIFSSaraqR0jYyhUTIVapoL3WFFY8qReHbLGO+8dBM/efg6vnBkgtv7DM7UHG7qj7On6GN1ymJh0mAoJtIblBjwWfR5TWqOTtFUyRgySV0koksETYWgpeA3JBzNBa6pXQnd91K6l/vns6yF5mSCcrmPO1MNy27luSqJyIqErIpopoRja4Q9Bp3RAPVcgrn9ZVYtHmF62Tirp8ZZODpMLZcl4rHx6KqrdJv2wu8L3XbxqiKhadL7hm5rScJjKFco3Zlq110DjrQv0oYHexgZ6mV4oJueepFSsxG47elG/OQ7YldAd3zuAEP9deqVLPlsnFwm1oZuuZCmVs7+d0G3VkpTKyXpqmTcnrXypaWI2aeA4M6TdVItdXLNxuVs3bSCQ/u2cvTQDo4e2sWZGw8xf94gCyZGePm5J3nigXvZumoZjY4kxXCQtGMRUhU8oki9I83dZ07xyJ3n+fzHPsr3/vQtPvLic7z49BO89tEP8e2vf5W/evvHvPPrn/PlNz7Hxg0riIVtwl4dvyHjVUVs2U2I8lgKAa9BOupncu4A2zetYdv6lWxfv4Lta5eybvEYYz3ldvZCvLUCbOskLIOEqdPXkWLL1ARD+Ti1yCU/txQ0KIcsiiGLXEAnbrtjah7ZXVPV28pCQlIuqdFKucCdd97C2bM3cuzIPo4c3MORPTs5tncPO9atI+o4riKVJKQZubczodseGWuO/LgPXIFo2E+9nGd+01744HNP88kPfYD1q5a3080un15QJAm1mT7mtU3SsRD7dl7LF17/JE8+dJHVUwuJex08qlu9bmoauqo2B+0VFMVdKf6DoCsLzeUK94jqpfO7oSvhSBJBVSZhyuQ9GlWfTl/QYE5YYXFCZiokstAU2Rh1ePO2PXzrrk1859R8+NRhfn7nKH/zxDR843m+ctcpBi2TjCiQ1VWShkLKVMjZGmVbodtQGJIV5kgC9y4Z5DcvnOPtB3fzofUl7hl0uLFkcrjkYUuHycq0yaIOizlJmYGQRL/PpMdrUnV0crZG2pSJ6gJBTcRvKPhNFa8uty0xU3W3u2Yp3eadgKxI7cuy1mmVisqK7EJTaWUYyO3kLlkR2x+ftZYti0iq1Py6bsKXqokYhozP0Yl4LVIBD/l4kJHuEisXjLJ2yTirFo2zeO4IveUiqZAfn6k1v/dmmL3WHO2TJHRJQm1e7kmqhKCK7S3G1pEU9/uQNAm1CV3bUvF5mj1opupepF0GXseQ8TTr5H2WSsirz4Ju2Gc2oesnk4pRzmfo7SozMtDDnOE+RgZ76GtUKOVSpONBEhEvibCHdNxPPhOlt1FgYmyARZOjbaU71F+jq5p3VW5HlHw2Tj4bp5RLUStl6K7l6e0qtaHbAu/7gm6xg3rTz21UL4NuJUdXxf1YvZybDd2N00vYOD3FoX1bOXJwOwf2buHUDftYODHIiqn5vPzcUzzx8H1s27CGWi5NLh4i6XPwawqWINDId3LX2dNcvP1WvvjJT/Dtr/4xH/3Ai7zywjN8+tWP8t1vfZ1f//yn/P/EveebpXWV93vnvHPOoXbtvWvXrpxTd1XnDLQ0NA2dGzoHMgYURQWxQYIEUYKgjIpZDKNjGBVzwjA6M+e5znlxruv8B+ft57z43XtXVdONOPOc53mxroJuWquruj/3ur/ru77rP//tj7z6ykts3LCWUMgWK4OWCEMPKP4xREshFjCpZONsmJ9k3zU72HfVDm68ejs37trErqUZZgd6aRUS5EOm3+mqpB2XlGWRtU2Gi2muXTfLeDXpW8Qc6nGHRsylEQ3QE3EpRlySnkFIV7ElCVdTMVUFtTNQ0tQudPvbTe597zu5864LnDt/gtMnj3D28H5uu+Uoh67fQzIcEBKAIqFcEji+siRZFgsXnXg8RSIVD9Kul1k7PcI9507y3Mcf5ZXnP8mmxQUU37mgrYKiAJqhCtkhEfYopuMcuvF6XvvKq3zsoQ+zY/N6kmEPS5UwNR1TN4T/WF0+3S77A7/Og+FNfuJ/IMz6SvKCpi7fiLNlGc+HbshQiFkyGUemEtToC6mMBCWmogaTjs6sLrHNlbh3Isczm2t847o6/3nnKP/XnT383/eN8v88fZCv33OAUVenoEjkDZm0KZO2ZHKuSsEzqNs646rKnKzx5O6d/O2R2/jpXZt5eXeZj85GOF1S2Z/V2BE3WBs3mc+4TOdMhuMq7aBDw7OoODoFTydpa+JkkKngWTqeqePoKq6piU5RE3fYdEOks6n+DTpNl5ZhueJrtDKT9krViVfsDtX8XyvpyyUbEqopYxhiIBZyTGKeQz4WppyIMthTYvP8NLvWr2X74jwbZycZadYoJKKEbB3X9E8eWcK9YCkyAUUVOSKK7Mc+qqv+P7ulSeKjoaDq/luqaxAN2kQClvDrWjpRxyTqmIT9AVrA0XEdHc81CLoGUc8gGjBXdbzJiEMuGaGcS1OvFBhq1ZkeHWJ2YoTJkQFG/PPpuXSEdCJIOuFRzEfpqSQYGqiwZn6YdYuTbFiaZu38BOMj/Qy06jSqBSr5JJV8kp5imnolR6u3xGBfD8M+dDv19qG7+jpE52O7UaHtn3VvNQr01Qurobtr21q2b57n2KE9nD15gMP7d3P25AE2Lk2yffMizz39OE88/ACH9u6mXS1STkQoRIOETbFUMNzs5f333MlD738f3/ziF/jxd7/Ny88/y0vPfYKvffFz/ObnP+E//vIGf/rtr/jExx9lYW6SeMQTGyq2TtAQp38CqkzAlIkGTOqlDFuX5th71Tb27trGDbu2csOODexcnGa6v4e+fJxc0CBhyyQsmbRjkbZt8p7NUCHFtetmmaxl6Anr1GI2vTGbetShN+xQCdkUIy4JVyeoiUhCV1MF4PzXQkVTu5ruyMgg737PXdx51wUu3HaK0ycPc+7oAc4fO8yhvdeRT8bQ5OXhwhWhq8hd4CqKuC6cT8Vo95ZYmBjm9lM38+xjD/PZ555laW4KSZIwVXUVdLuvnr4rIR0LUc6lOHpgH9/48he4+MD9bF63hmQkgKMraJ0OufM5qSvqfzF0XVnkNYRMhbAptPisJVG1JAYtmVFXZ8TSGFUlFnSJd8738uiWFk/Mhvni9gj//I4Ab9w2zP/75ffx6eO7aUgSBVkmr8lkDYWMqZA1FbKGQlGVaEoKQ5LMO2dG+fV9R/jj+3byq9sXeGlHiTubHgeyBusDEmOOwkjEZDBh0AxrNAIWFUcjZyqkbZWYKRM0JDxTwTE0XHPZbtXZvDP+N0LXNMTDIOSYxD2HQjxCKR5moFr0obvIjqUFNs9PMdbXSzmdIBawcU0Vxz/9buhiscNVVGzF92LrKqrx1tCVfegaunAwBN3lTbOoYy53ux3ngmvg+XUl6CbCDvlUlHIuSTWfor9eYXyoxdToABPD/aLT9aGbSQro5jMhquU4g+0y87ODrFs70YXuxGiboXaTvt4StVKGnmKaWilDo5rvQrfT4b6dTndl/UPQFetsReo9JTavn2bLhhmOHryW08dvYv8Nuzh58z4W50fYsWmRTz35MT5+8QEOXb+bgWqRaiJCPuQRsnVsTWKwWePeu2/n4oc/wLe//mV+8J1v8pkXPskrn36Ob3/9y/zh1z/nP//tj/z6Zz/mwQ+8l3ajp/uNCdk6QVMjoIkQbM+UiXoGfdU8OzasZc+OzVy/cyt7d27h+m3r2b5mkqlWtZsyJjpdhbRjknFMikGXwXySdyzNMFUrUAlq9EQtalGL3ohNLWRTDlgUwg4JVyegykL7vAx0VaVzpXeU97z7Lu644zwXbj3JmVNHOHfsEBduOcL+PbvJp+LoqozkD+CuBF1Z9k+cqOJEjmdpVLJJ+nuKLE2Pccfpm/nEYw/zmU99gnXzM8vQXemn9bXgThZCOhaiVspx86Gb+Oqr/8TDD36Q9WtmSUYCeKaG3hm8acKy9L+r07VkEY7jaLK4EGupRE2ZpCFR1CTausqAadA2DQZ1hTFN4uxsP586sIUXrx7i1Wub/OjoEP/+gd389YnbuHW2TUOSKCkyRU0lb2qkDYWMoZAzVHKqTEXVaEoy+6t5fvLu/fz1Q9fyxl2L/OjEPC/vXeCeqRrztkTbUKjaKuWARtFTKdriakXaVolZKiFTXpYSTJHuZepyN6XL0CR0/X8vdMU2mEk84HahO9hTYv30ONsX59mxtMC2tXNMDfRRzaZIhFw8U8WzNSxThNgbqoylLZ9o13UVTVeXJaSVGr4qtH1FV9B0GctUcGytC91YwCbmWoQt0fGGO37dgEXAM/9Op+uST0UoZmKUc3H662VGBxpMjrQYH+p7M3TjHtl0kEopxkB/idnpNktrBHQXFyaZGh9gdKhFu1mlXslRK2XoLWdXdbortdwraborodqpDnjfNnQFeEusWzPGlg0z3Hz4ulXQHR+us3Vpjk8+/jBPfvQBDl57NYOVIrVkjGI4QMjSsVSJ/nqVu287x6MffYDvfvNrfP87r3Wh+91vfk3k6P7tz7z+o3/hXXfeSm8hS9QxiXl2d5rpGoovsAt5oVUrsGVxjut3bWXvrm3s3bmFazevZfPsKBPNMs1crJu9kPE0Mp5BxtEpBmza2Ti7F2eYrZephnzgxmx6wxY9QZtywKQQskl6BmFDw1NlbEXGUlV0Tev6bVVFQpYkFuZnuPc9d3PXnRc4f/4E504f4+yxg1w4cYz9119LLh0X/60i+/7e1bpu9ySP4qftK2L7J+Sa1AoZ+isFlqZGufvcSZ559CIvPvMkS3Md6CrdeEdJFjYz2c/7dQyFXDJKo1rk0I3X85UvvMLjD3+ETUsLZBMRPFPD0nTfnytWU1VdlKxpbwldSZGuWFc636LqK0z+nSUKP7rSVhUhd+gylqHgWeLab0STyakKdVWlaVn0Ozb9jsGwq7G9kua+nQs8s2eeF/ZM8/I7xvj45hbHeiJMWzJ1RaKoauQNnYypkTI00qZGztDI6BppVaMi66yLBHnh8BZ+/YEb+Okdm/nR7Vfx6QNbONRIM6RJVP0siIQpk/A3HJO2QtzRhTXMVHEMWYBWVzBNZdWJI/1tQPetvmb/Jej6oUWqIaDrmiLjIBUKUIhHqCSiNPJp5kcG2Lpmlu2L82xZmGFuZFD8/fMsQq5BwNFFp2t0LkKvDLIXne5buVUUTVjGLFPBdXTCQZto0Cbqd7qdCnV0Xdcg4JkEPItwwCLiGUQ8Y1WXmwy7pGMe+XSIcj5Oq15kdLDO+HCD0cFehvp76a0WyWeipOIBUnGPbCrQhe7czDJ0162dZnZq2Iduj7j0UM7SW87S7CnQXy+vgu7YYPNNPt3Bvh7ajUrXp9v558t1uiurA92+RoFmbx5pOSmnzPq14+zYssAtR67n1PGbOLx/N2dO7Gd8uJdtS/M8++hFnnzow9xyw3WM1Sr0dCxjloEti8Cb20+f4MmHH+KH336Nf/3nb/HKS8/zuZdf4PvfeY2//OE3/Mdf3uA73/gKJ44cpJJKkHBtoo5JwFT91xwF1xKG81TUY6hZZfv6Ba7buYU92zdz7dYNXL1+nvWTg4z2FqhnIt0Q84ynCfg6KjlXo5kKc/WaaWZ6y5QDJtWwSS1qUQtb9AQtSgGTfMgWixGGhqcq2H5Hpqkqmq6j6Zq4eSZJbFxay3333sM9d93KhbO3cObkYc7efJCztxxm33XXkEnHhK/X7wIuB91OaImuq6iKOPEecUwahRwD1SLrpse44/QtfOLRj/LSs0+zMDWBLElYmrrqMKWiyN10spBrkU/Fup3uV77wCk8+epEdm9eTT8XwTA1TFVkN3ftqb7PT/Ueg2+1y3wK6lqp0X8ENU8EyFWGc11SSikrNtmkEHHoDFg3PYCRiMxW22JQPc2SoyPs3T/KJ67dyccciG0MWTUmipEhkNY20qRM3NaKmStRQiGkKUV0sY2Rlk37d4OyaQZ46vImHd0/z3g1DHB0qMhc2qGkyaVUhaiiELYmwLRG2ZUKWQtASDwfbVLD8W3LaCrheWv9V6K56U/hHoKv722iGuIEXckySQY9cNEQ5HqEnHWd6oI+ta2bZumaWzfPTrJ0Yob9aJhUJEnINPEtERJqGjOYPQxXdHwAa6qrP70qebH1FpxsO2kQDV4ZuwNdzA55JyDOJuDoRv9vtQjfikoq65FJByvkofb05RgdrArpDvQy1a/RWC6ugm0kFKBUiDPSXWJgbYmntBOsXp1hcmGR2aoTxkQGG+uu0ekv0FNP0lrNdgA75ixFjg03Gh/ouC91LO90ryQurqlnsdrrN3rzQdFv1Mq3eMksLo+zcuoajB6/l+LEbutru6GCNHevX8MlHL/Lsww9x5y1HmWv3UYuFKQY8YpaBK0n0ZFKcO3aEpy8+xE++8y3+9dvf5NXPfpov/tPL/Oh73+Zvf/o9//7nP/D1L3+BgzdcRz4aJm6bhE2dgCnub9mmmIAGLIVcIsRYu87OjYtcs2UDuzev55qNS2xfM8XCSJPhnlwXurmgIbbRbJmMo5J1FCohh+3T40z3VqgELMpBnZ6ISS1sUQ1alDyDXNAi4eqroGsqCrq2DF1VknANg33XXcv7772Hu28/z/kzN3P2xBHO3nKI07ccZv++PWQycSTZ17h05S2ha+gquipjqTJRz6KvVGCwVmbjzAR3nr6Fpx75CC89+zSbl9Yg+zfSdHX5kKWqLkM3HvIopOPUKwVO3XyY177yKk8//ghXb99MLhnFNdRlTVf5xzTdt+psriQvrNxa6oS0613oivPumiGyAnRDxjN1gppOVFGphlzqiQCVsEEtqNLyFIZsmRFbZsiWmHF11jomc7pOW5LoUSSymkxcU4kZwk0QsEVX6mkyAU0ibMjEFYOcpNNnaYxHTMaCFiOOwbAr0efq5E2DqK4RMCQCpkTAkfAcGcdf7TWN5Y7W0MWqr2mplwXvfwW6l3493y50ZUPIC5IqQm88SxfygueQjQQpxkIUYiFG6lU2z093wbs0Pc5QvUYmFiJgabiWugxdQ0Y2VRRTdLhvF7qab/e0LZWwZ74ldD179SAt7GiEXY2oZ6yCbjLqkE26lHJhmrUMIwNVxoZqjA3VGB64FLoumaRHMR+mv6+wSl5Yt1boujOTIwy3G/TVit0ut9UrfLXD/b1d4I4P9TE22LzsRtrKDvfSgdrloNtqFGk187QaBVqNojjB3q6XafeWWJod5uqtazl6025OHLqe4wev49zx/Yy2KuxYN89zjz/M8098jPdeOMfiyKCAbtAlbhkEZIl6Js1tNx/jU48+ws++/11+9M/f4ouf/wxffvWf+OmPvsff/vx7/vrH3/HVVz/Hje+4ilzQIWYoRAyFoN/pWoZ4WoZcjXI2zsxYm50b13DVpjVcs3mRazatZdvCBHODdYYqWerpMMWwTS5gdL26GUchYyuUAiY7ZyeY76tRC7tUggY9EYtaxKEasikEDHKeQcLVVkHXUtXulF/TVBRJIuw6nDh2mPveczd33nqa86ePcfbEEc7cfIgzx49y5MA+spmEGKJpvhXocpquDzPNX7V0dZVk0KWvmGW0Xmbj9Dh3nDjGJz72Ub7w0gscuuE6NEnAVe9ajDQRmKKpmLpCMh6knEtQL+c4fewgr33p8zz31ONcd9V2SukYQUtEQKq+na1jWZJVWZTS0aHlZStbx9L0NqG7EhICunK3GxcPh87vwYeUIWxVui6GUI4iUYmFGatk6UuFKAc1egI6DU+naak0TJWKoVDTFGqKQo+sUlI1sqpCTFUI66r4Hvr6pGtpOIaMp0sinEbViEkaMUkiJkkkVJWsplO1FIq2TsLQCRni11iG2CwzTf8B4S/LqIoI+9Z1xf/8xUdVl1aVpgsAqf6RT037O9DVZN8iJnU/CguZ8iYtWPbteZImLHuK0bHqSeh+lxlydOKeTTbkUYwGyYcDDFaLbJidZNviPFvWzLBuZoJ2o4dkJNAFrmWpGKaM5mvEqimjGQqa4csdbwHcDnS7gzRP6LbRgN09zxNyDIKOkDI8W8N1dNzOMM3RCbkGkRWdbiriko455FIupVyIRk+a4XaVsaFexoZ6xXHKar7rXsgkQ2RTIYq5KI1alsmxFosLE2xYFF7dpYUppscHGejr6aaC9dUFDAeaFYbby9CdGG51wftW0O2sAvf1FmjVO1Wkf0W1GkX6mkX6GiVajdJq6C5ODnD1pgWO3XANJw7s4dSh6zl37EZGGyXWzY7wwlOP8tzjH+N9t9/GhokxqrEghZBNzDYIKBK1RILbjhzhxY8/zs9++D2+951v8MVXX+FrX3uV13/6Q/79L3/gz7//NZ/79PNsX7eGjKMJ36MpEzRkApY/PTVlQo5GORdndrLNtvWzXL1F7I7v2jjL1tkxZlo9DBRT9CZDFEMWOU/venXTtoBuMWCwY3achVaNnqBNNWhTi7j0hB0qYZtC0CTraiQddXWn61vGFFVFUVVkSSIdj3D6+FHufdcd3HHrSc6dPsLpEwc5c/QwZ285ytEDN1FIp1EkSRyNvKzndcUgTBa3zQKGSi4aoFFIMtlXYevMGHccO8KLTzzG55//FFdv2YQpScKPq4rXfcXvwlVVwbIUkinRCdQLac7dfIjXXn2FF59+nOt2bqGcjBAyxDWLbuTiijVS5RKZoCMdXA6sf2941i11xRJHx2Wh+uBSO3ASQDMUceyzkAyydX6cDUNNWvEgFdeg4lpUXZuSbVG0xRpuztRJ6RpJUydmmoR0zb/0qxI0RHmGkKlsU5xkD2j+kFSRCGgKYUMjYhkkLIOcpZG2NKKGQtBQsY1O9yqLA5G62o08VP0Bq+6/cnfqSkPEK2VSvNVa9ZUyLboDLB+4sroiC0GVUAwJzVGxXIWgp5EMGuSCDsVwgFIkSH8px8LEMFsW59i4dpp1C1MMDTTJpqK4jrgsbNkquimjmRK6sVziMOllAu7fVP7x0o5XN2jjuYb4d1d0tlcqzxX6biTob6SFRSZwNu6QT3sroNvD2JAYcA22avRWc2RTYbKpMPlMlHwmSrmYotGTZ2K4xdL8JBvWzrBh7QxL85NMjw0w1F+jWS/QrGfpa2RoNTO0WyWG2jVGBxtMrIBuR2YYade78kIHuiuHaGITLU+rnqOvN0urnutWX6NIs1mm2RQnflZ3ulODArr7ruHmfQK852++idFmiemhOs99/BE+9dgj3H/XnWyemaQ3EaYQsonbotMthUOc2X8TLz/9FL/88Q/43ne+wVe+/Hm++dpX+PnP/pW//ul3/OHXP+f5pz/OmslRkpYYVoSNZejapoJra0QCBtVCkrUzw+zYMMdVm+bZtXGWHeum2TQ1zHRflXYhSS0RpBA0yQcMMq4mttIsmYytkHNUtk2NsG6J9KDaAAAgAElEQVSorwvdnrBDJWRRDlsU3wK6uqYJ4PrZCKVcmvNnTvCuu2/l9gsnOHvqMKePH+TUkYOcOnqIowf2U85lxbBMEtB5O9D1DJV8LER/JctUq8qWmTHOH9rPZ55+kkc//EFquQy2LA5QyrK4YCEpwusryxKuo5PNBilkgtTyCW49cYTXXv0Mn3z8Iru3rqcQDxA0xADL8DvN/9XQVVfIDIqy3A0amrgkUcnGuW7XZm7atZmlgTrNRJBqwKTkiCpYJjlDI2eoZAyNhKYQ1RTCmgCuKIWALso1FGy/Y7U1CU+VCeiK+KjJhAyVsKUTMzVSukxclwmpEp4uYxtis8owlFXQfVOS2oph1/8f0F0ZLqRqypveMDqv/LK/qKLoErqtYDsKQUcl7mqkXZNCyKMcDdHIpZhoN9i4MMXmtTNsWDPDzMQI1VKWgA/GTqe7Erh/D7qdz1kE8YjvaQe6Hc32rWB7OejGghaJkE06YpOO2d1Ot683ewl0e+it5shnomSSITLJUDeysa+3eFnozowNMDJQp9Uo0VfP/begu7Lj7b8Euh3w9jfytJqXgW5/vUx/T4FN82Ps3rKWI3uv4vD1uzh03U5uO3GQmaE6syNNnnr4AT712CM88K53ctXiGlq5JJVYgKRr4UkS5UiYcwcP8PnnPsnvfv4TfvC9b/G1r77KP3/nG/zy5z/mr3/8Hb//1c946mMXGWvViZkSCUdsgwUNSQSHmMLjFw9a1Iop1s2NsXPDPFdtmGPn0jQ7F6dYPz7ARL1Efz5BTzzQhW7W1QTITXHeO+9q7JgdZ9PYANWA1YVuKWBQDr01dA0/GUqSxfLBUH+Tu++4wD13nuO28yc4c/IQp245wMnDBzhx+ADHDuynkE4jSRKGpneHVm8Xuq1ylolmmU1Tw5w/tJ/nHnuEu86cwtMULEVcJlYU8Uopq8LBoCgCuplMkFIuTKOU4raTR/jWl17hU09c5JotSxQTAUKmjOMvfRgrAqr/V0G3E37eKfGXWIRvByyFzWtnuHDLIfbt2MB8q0ot4lAOGBRsnYItVnvTmrCBZS2dhK4S0VVCmiZutCni7prn2w1dXcY2xCUFS5VwVakLZE8TAA6ZGlFTI27KxAyZgC7h+JeOTUPBMNVV0O1U58HxdnIn/jvQ7Xi9O1d2O1eZFU08tITksHxKSTcVLFfDcVVCjkrMUUnZOoWQRyUWppaOM9bqZWl6jA0LU2xcmGFpdop2o4dYyMH1LWOm8Y9Bt5smp4uEMtsUwA14JpGwSzjk/MPQFcM0i3TYIh21yCYdSrkQrXpuFXQHmlUa1TzFTGxVtGM5l3hTp7t+zbSA7vggo4MN+ptl+hr/Peiu6nobxVXQFTkMOfqbeVrN0mrodsTfVk+BzQvj7N6yloN7dnTr3LEbmRtpsjg1yNMPP8AnH3uYD959F3s2bWCwlKUnESThWniygO6tR47wheef4/e/eJ0f/su3+eZrX+F73/0mv/rlT/nrn37Hb3/xUx66/z5682kipkTMlolYPnQNCc9QCFgaiaBNu6fAxvkJdq73gbt2km3z46wd7mO4kqWZiVKNeV15IeOopPxON23JFDydq+Yn2T41SsUzqQYtqiGbctCkFDQpBE1ynk7K0YhaBgFNXS0vKKLLUCWJNbNT3PvOO7n7jnNcOHucMycPceLYTZw8fIBzx2/m5oMHyCbiYntME6d0Vl+KWJG9oKiosozhQ7cQD9MspBlvlNg0NcKtRw7yzMWP8P677yRsGuj+WXdZFgMTSe4MvSQ8zxDQzYdplpLceeYo3/nKP/HCUw9z7fZ1lJIeQUPCVsUqsOF3bYYhNu1k2QetvMKZIP/XvLmKJjbtRLj25TvdThmajKMrhG2N7esWOH3oRq7fssRsQ9j7ip5O3tbImsL2ldE1sqZKxtSI6QpBVcZTxUFOR1VwJAlPlfA0ISk4poKlS9iGjK2Jjtf1Lzt0glbCjk7UFLkbQV+K6EDXNFUsU++C99K84M7v/7/T6Xb+fWWk46VJYp0ru5qvLeu6JM6uuwaBoOW/vmvYjo7rGXiuyINIWOIqdge61WSUoXqFhfEh1s9PsGFhmg3zs4wN9JGMBoWuawgbn2FIGOYK4OrSqs99tWNBRE0ahoZti+62A914LEg45HS7XcfXcTv/zXIZb+50w36nG7VIJ2zKeTFIG+grMzrQy0i7wUh/L33VPOVMjHwyTD4RopAMU87GaVRyXehuXJxlw+Isi3MTzIwPMj7cor9ZplHL0Kyn6e/LMtAqMdjfw8hAg4mh1mU13St1uv0NYQsTwM34YebpZZnh0k631VuiXS8z0Fti0/wYe7av46bdW9mzfR17d23k1KHrWTPRz6Y1E3zqiYd59tGLPPTe93Djjm3055KUox6pgENAliiHw1w4dIgvvvgCb/zq5/zkR9/jO9/+Oj/8wT/z21//jP/jb3/ilz/5IXedO00pFSViSURXQNfTxV+aoKGSDNoM9BTZODPGjrXTbFuYYPvCGJumhphr9zJYStNIR6hEXYohy5cXVNK+ppt1VHKOys7Zcd6xdoZayKHimVSCFqWAQTFgUAgY5AM6KVe/AnRVPyhaZvvmDdx37zu587YznD9zM+dOH+X08YOcvfkIt585yfEjh8km4siShK5q3fMqK6G7vNig+qu9EgFTpZSM0l/JMdWqsm1ugvOH9vPMRz/C4w9+mHwsIgZpkhhOiW5UDLs0TSEUssnnI5TyIfp70rzvrtN868sv8+IzD3PDNZuopAOELKnb6Vq6tirIpCtZ+CW/hQf37QBY8n3KmiIOZ2qdIBdf09VUoSvbukLI0kkELHYsLXDu8I1ct3mR+VYPzVSIYsAgaypkDJW0oZHWVVK6TEKTCasSniKJLtdQcXVxDj6oC13W1ZUuRBzTlxp0CcdUuuXZGgFbJWQJt4Jr+oDuQNd4K+hK/1Oge7kox8tDVwyoLEshEDBJpyKUShnK5SzxSADPMQgGHFzHEJkltkbSEhGn+ZBLMRygkojQKucZbzdYPz/J+rlJNsxNMzMySD4ZJejo/tfqzdBVNWnV538l6FqmP5DreHV94P53oZtJ2FQKkUugWxfQreSoZGIUfOgWUxGq2QT1cpbRgQaLcxNsWppj4+IsS/OTzE0Od6Hb1ys63XYrx0B/+U2dbsere+lyxKWrwB1N921Dt92s0G5WGWhU2Lxmgmu3reO6Heu5auM812xew+Hrd7F+ZphtS9N88vGP8olHPsqTDz7AsWt3M1DMUIkFSAddX9MNc+amm7rQff3H3+e73/0mP/7Xf+G3v/k5f/3T7/nBd7/Fzfv3kYkGiDgSEUcWfkhTIqhLhHSFiKGRCtq0K3nWTQ6zeXaMzTMjbJ4eYu1gnaFyhr5sjFoyRCXqUgrb5IMmWU9f5dPNOwpXzU9y45Z11MMuJVenHDApegZ5VyPv6eQDBmnvytCVFQnPNth77W7e9557uOPW01w4ewvnzx7j7MnDnLvlKOdP3MzBG/aSCIfFwoKidq1ZKy8yrAKwJNYtg5ZOLZdiuF5mur/G1tlxzh3cz+Mfup+De96Bq6qYsu8d1hR/C0g4C3RdIxx2yOcjFHNBxvpLPPDeO/jml17ihacvsvfqjfRkQ2SjNtlYnKBj4zkWhqHRCdqRlWX3gQDo35cVLpUiVsoRnU5ZlTopaJIfeuO/BqviYeMaKlHXIhP22Dw3zdmD+9i3bQNLw036s1FKQYO0IZM2FFK6SlJTSGgSMU0S+qsPXceHbFAVWm1H0/VsMUzzLLXb9VrGMnhdS8W1FDxLwjMlHOOtobtyoNYJDP+fBd03X4p4M3QtQyIY0MlmIvRUszTqJSqVDLGwS9A2CbiWSPdyVOKuQcbRyDoGuYBLLuBQioXozacYrFeYnxxiaWacpakJ1oyP0lcpkgi5uIb4Ohn6auiutKwt67erw9QFeIU8YZki6SwWDeC5Bo6tdesfhm7MJpt0qBajtOpZhvorjA4KCA731WiWslTScUrJCMVEmHIqSi2XpOFDd+3sOBvWznShuzA92oVuf7NAq5lloD/PYLvM8EAvoyvcC50ut1Mru903+XXrha6W29eb/TvQ7avS36zQapTZvjjFNZvmuWbTAtsWp9i+NM3+d2xny+IUV29ey7OPfpSPP/RhnvzoA9y8dw/tco5yPEg2LDrdYjjAqRtv4IsvPs/vf/E6r//kB3z/e9/iZz/9IW/8/lf82xu/5bUvf4Frtm4m7llEXY2ooxK2ZMKmSthUiZg6cdsgF7AYKGVYHGuzYWKIpZE+lkb6mOwtUE+G6E0E6U0EqUYdKhGHYsgk52pkXIWMq5FxDFKmxubJMQ5fvYNaLEjB0Sh5BgXPIO/p5DydfMgg5WlEbZ2grohoR7WzBiw0q2jA4cDePdz37nu487Yz3Hr+OOfOHuPMKeFcOHX0MNfu2knYc1dAV3kTdDs5u7L/6m0qChHXol5IM9qssGa0yc41E5w7eAMPvedutq1dQJMkAV1VWJUUTTgqVE3FMFTCYZtcNkwhHWRqsM5H7rubb3zhJZ578iJ7r95MORNix6Y1HNy3l1q5iGeb2Jbe/f11ZAXDMtEMXWzgdRYn1EvhK6+qTmcshjny6pIVlI57QZO71ilNFeuyjqkRDzrkIh5LE8OcvPFaDly1mQ1j/bRzMUpBk7SlkjQUErpK3FCIWSoRUyWgyziayF22DLGw4OkivtLRZBxDEZYxU8VZAV3bkLvdb6dsU8Y2JWFVNMQgzTSWJQbDUDF0BUNXhFVMW05ZUzWR7iVg6yfS/YPQ7eqh/m002c/uuBx0w0GTSilFs1dYlHrLafLJENGAScjRCLk6YUccc005BinHJO1ZpAM2+UiAnmyCgd4Sk0N9LE6NsjA+xML4MGOtOuloUDxwVP/haHSS0lYDV0Q4at3uduVDohPtaFv+nbZEmIBnduMel/XbS6DrGjiugeeZhIIm0ZBJPGySjFj+IC1AtRinVS8w3K6tgG4PfeUMlXSUSjpCKRminApTy8VpVnKMDTZZMzvO+jXTXV137cw448NN2q0SA60i7VaewVaJ4XaV0YFexgebjA/3MX4F6HZsY51ut9v11v14x1qevlpu+WxPvSAuAzdFvQm6O9aOs2vdJDuXptg4P8bWxSlufMd2Ni9Oc82W9XzqiUd46uEHefqRj3D+lsMM9pYpJcOkQyYhXaIYdjhxwx6++pkXeeNXP+MXr/+IH33/O/zyZ//KX/74W9741c/57HPPsn5mirhjEXcsYrZI+AobGhFTdJwJx6QUshkppVlo97I41GCur4fZvirDpTS1mEst5lJPeNRiDj1Rh1LQIGNLpD2ZjKeTsi2ims50q8Xha6+hno6RdRQKnt7tcHMBg3zYJOmK7iBiqTiqCKDRtWWNzdUUtq9f4n333Mndt5/l/PnjnD53lNNnjnLh5C1cOHkLW9Yv4Ro6aue6wxUGaEJmECdzTEUlHnSpF1IM1wusGa2zfX6IY3u28cG7znPdtq0Yvp6rdbsN//SLJrqKSMginwlTSIWZHujj4gfey2uvvsJzTz3KTXuuoq9W5Pzpm3nw/vcxNTqErakYmoKh62QzWYaHR0hncpiWg6oZyIqGouooqo4kK8Ip4deqhQpVYTnY55LBj6Z0M4g7euWqV1JNxjFVkmGHfDzA0sQAx/ddzYGrNrJhrJ+BfJycq5GyVVK2RtLSido6IdsgYGoCooZYWLBtFcfVxRDH0rHM5bMz4sc0nBVSg6VLuJYvP5grAGuIlV7LVLEMkSvbAU+nDH+ZozPU0nQJXe/4nlfn4r4VZC99Vdd1FcsysCyj+6C/1BWgaxKeq5PPRmnWcqKzqqToyYZJhwxijkLMUYlY4s9y3LGI2gZxVycVtMlGPMqpqJAYWnUWxgdZGB9gbnyAicEmyUgAWxcRj5rSOaipXnZ4Zhha9+PKbt00VRx/s81zDVLJCNGIt6rD7dSqrtczxBDQ0wgEDUIhnVjYIB41SMUccokw5XyCZk9hVfLXUF+FViVNJR2ikg5STHiUU0FquSjNSoaRdp21s+NC0/Whu2ZmjLHhOgPtIgP9RQHcVoXR/hoT/UJaGB9pMTrcZHSoyfBAfbkuA91Lz/f01Up+rViWaAjYdmoVdLcujLB1YYQtCyMsTQ+xfnaE3dvXs2Fhkt1bN/CpJx7h6Uc+wtOPfIR77zjPRLtBMSm+6VFTohCyOXj1Dr762U/zl9/9il//4if87Cc/4Df+EO33v3idJx9+iIn+PkK6StQyiJhiG6wD3qhlkHRtarEAo5UsU/USk71Fxqo5RsoZ+rMxeqIO1YhNb9yjnggI6AZ0cq5CNqCQ8TSSlkFU02gXi9y4cxutQoqMJVMKGiugq5MPm6RDJsmARdTW8XT/JLXmr0BqCpYiMT8+xnvvuZN33nmeC+ePc/rMEU6fOsztZ05y1/kzzE9NCDh2B0hvBV3hXjAViUTIpV5IMtSbY26oh80zbfZuWcN7zh9n364d2J2LEYrUBXZnucIyFaJhm1w6RCEVYn5kgEc/9H6+8YXP8uIzj3P0pusYatW44/xJLj54P4vzM9iG5p/Z1tiwYQPvv/9+9t5wIwODw8QTKXTDEvCVVRRVezNoV9SVgLISvJdCV1P96EBDJRV0KMWCrBtrc/z6XRzYuYH1oy36s1FSpkTKUkm7OinbIGbrREydkK52HQqWKpFLxehrVAl4FuYK2Bq6jOsYpBIR4hEPQxUXQWxDxu10v35ewX8Fut0NtG5ne3novp2ut/M1MwwN09T9n1uGrtFxBbgaiZhHtZigWcvSX8vSW4yTi9okPI2IJRO1NeKuScw2ido6Cc8kFbTJhF3KqSj1QprhRpW50TZrJgZYmBhieqSfXDKCY6ii29XfLCG8VS1//mKtu6PpZtIxkokwwYD1Juiu7HQdR8d2dVxPIxg0iAQFdBMRg2TEJh0LUMzEqFdytBsV0XW26ww2SvSVU5RTQUrJAPmYQykZuCJ01y1MsTA1yuhQL4MroDvSqjLWrjHZbjIx1MfocB+jQ01GBht/F7qd6ui7nQHbKuj65907JQ3212j3VWk1ymyeG2LDdJv1023WTPSzZqLN9o3zrJsb55ot63n2sYvdTvdD77mbxalRqtk4uahD1JTIegZ7t27kyy+/0IXuz3/6Q377q9f5tz/+jl+//q889IH30aqUCGpKF7hhQyOoKV0QpwI25YhDMx2hXUjSzidoZWP0+rJCLebSE3VopkI0UyFqMZdqxKYSscgGRfBNwlKJ6Rq1ZJy92zcxUM6QNiXKIetN0M1FbFJBm7grMiAsTfJfif0/WJLExFCbd999O3fdfpbbLpzk7OkjnDlxiPPHj3Hh5HGmR0fEsOvv+HS70PUHaYmQQ6uSYbRZYG6owrqJOletneCeU0e5esM6bFnGkMUgSky6RVaCqkhYpkIs7JBLh8gng2yen+bphx/kq//0Ep/51NOcOrqfdqPCiaMHeOyRh9i2eQPJRJR4IoZlW1x73R4e/tjHOHf+Vg4eOsLV17yD3noTw7SRFU10vdqKnIZLoLty+i7yg1frfh13xMqf01UR7xjUVdJBh0o8xLrRNsf37OxCt5kKkfM00o4YCCUsjZipEdM1wqrIXA6qwvpVSEbpKWbxHAPLFA+UDkAdR+iK4YCF6csRHT3X8XMU/ivQFau+y1P9t4Lu5QB1ZX330g2vFdC1VBxbIejpZJNBaqUkrZ4MzUqKaiZMLuoQdzXiriEuFZs6cVc0Ex3oFhNhqpk47Z4iU4NN5sf6mRsbYHqkn55ipisviDDzZQnhzTYxuftx5c+bppAROp1uIh4iEQ8RDjmrgLsSvI6t4TgajqML58UK6CYjBqmITSYepJSNU6/k6KsVBfz6exmoF1dBNxe1KSY8arnI5aE7P8Xc5DAjgzUG2yUB3f4So/09jLd7mRrwoXs54F4Guh277UqN93IBOO1mVRy+9Esa7K8x0Oqh3Vdl48wAi+NNFkYbTA/1Mj/WYtv6OdZOD3eh+/QjH+GZjz3Exfvfy7aleWq5BMVEgLgtk3Z03rFhkS+/9AL/8aff8+tf/IRfvP4jfvur1/nLG7/lp9//Z24/fYJ8LNKVE0K6b2xXxdZQxDLIBF2KIZtiyKIa8+iJB+hJBKnGPMphm2rE9uWFQLdqMZdK1CIblEl7CmlXJ25oFEIeV62bZ7gnR8qQVnW6xbBFKeqQDZskAzZRR8czRKerKhKa/6SXJYnBVoN33nUbd91+ltvPneDcqSOcOHojZ44d5sLJW1iYniQZiRDyAri2g2WYaJqGruurh2mqOOeuKSKSMRGyafdkGO3LszBaZXG0ytaZQc4d3sfa0WEcX/s1dN+q5MNclgRcoiGbbCpIMR1mz7ZNvPjkY3z5sy/yTy88y62njtGs5jlyYC/PPPUY79i9i7Vr5zlwYD+RWJSNW7fwyKOP8q5338uJk6c5fuIUs3MLXalB1QzhCfalhU4yWRfC3S5W6eqQndflDmx1XV3d4fnxjgFNIWbrZAIms/01jl+3i8NXb2bjeLsL3Yyjk7I14qZK1BAP0aihEdZVQppwKoQtkdshJucapqGiayKUxrF1XFvvdrcBR+8CV+i5Src7NnwA25aGbWkYhtLNUTBMZVXpXS+rcDKIh4v/MF0FXWUVSDuwupzXtfP1Wu3TXdFBGgq2peA5CrGwSTkXpVlJUS8l6M0JTTMTtrvQjTsWCdciETBJhxxy0UAXuq1KnpFmlemhJjMj/cyODdBXKxN0TP9sj/aW0L30XlvHS2z6Ht1OVxuLBkinokTCbhe0K90M3U7X1vAcg1DAJBayiEcskhGTlA/dbCJEJZ/sQnegKS48tHsLNIoJigmPQtwlH3MoJjyqmTCNcpqxwSaLcxNsXJxl4+Is6+anmJ0YYnigSrtVoN0qMNRfZrS/h7H+GhPtBmMDDUYGV9fwQJ2hdi+DV+hyuxGOl4Sbd3MYGpXu4cuBVo+Abge8a0brrB1rMDPYw3irwtxoH5vWTjI51OD6XVt5/slHefLiAzz72EWeeOhDXL9rK735JMVEgISjkDAVNk2N86VPP8f/+Lc/8ttfvc5vfvlT/vDbX/DnP/yG737jq+zauJ6wr912ZIVV0DUN0gGnmxiWDegUfDiWog7liENv3KORDNIb97oSQy3mUo6Y5EISmYDsp45ZZD2TucEGcwM10qZEzlbFEM2HbjFikw2bJDxTnAvSZCxd7kJX8wGSSce5atdW7rhwijvPn+T8iUOcPLyPU0cOcvzQfrasX2Ko1aJSKpFKJIlFojiOg+M46LqOyHEQeqwsi4UB11TIxjya5QSjfVnmhks+dIfYu209vdk0liSCYjRN9i8TL+fpik53GbqH9lzD559/li995gU+9+Kz3HX+JPVKjgM37uH5555h/4Eb2LBxiUcee4TevgalWg/33ncfj3zsMU6dPsvhI8eYmJzGtBzR6apat8NVNBXN0NFNw4+EVLu6bec1dGWH1uneLn09VVVFdLu6TNBUCJky/eU0N99wFcf2bGfT+AB96TB5H7pJSyVuqERNlYjh/7kxNUKWuLPlmiLfttOtWuYydEXXqnTtYh3gdgZqHXmhE8+4DF3RXV7a5S7X8o9pmniQCB+24n+fLwOlFa/hl4Pu5TbSVFVZ7QqwZFxbJuDIJMIm1VyERilJs5SkXkhSSoZIhxwSnknSc1ZBNxN2yceClFNRmqUsA7UiE/01JgebTI/0M9DoIRkNEXItHNvANPVudeB7qWPhUu15pXshGLBIxEPksgmiEY+AZxL0M3Qvha7niNSxoKsT9nRiQZ1EyCAVMshEHXLJMJV88k1h461anmYxQTUTJh9zup1uTzZMs5JhbLDZdS+sXzPN0tykD90eBvqFvHApdMcHhZbbqVXQ7a+tci9cKfimE6LT2fbtyAqrOt1OzQxWmB+uMdFXZKK/ysxwg7mxfgYbJY7uu5YXn3mCJy8+wNOPfISnHn6QO04fZ6BWIhdzSHliG2xxZJCvv/IS/+ff/swbv/slv/v1z/jzG7/hj7/7Jc889jEG67WupBDyJYUueBWJiKGR9GxSnkbKVUi5CpmATiagkwsZlGIOtYSA7krwdqEblsgGZbIBnVzQJGmpDJRTbJ0bpRS0yFgKBX97LR8yxX21oEHcNQgZCgH/XlTXymOo6KbYUCoW0pw4doA7zh7nwsnD3H7qKCcO7mfd3Aw9xTxh18WxbCzdxLFsbNvGtgV0O12vuEsmoO6aCrmkR7OSYKw/x+xwgaWxClumB9m+MEkhEsLx5QXdh66m6RiGgeNY2JZGLOJQzEWp5uOcOXQTX/nsi3ztcy/z6svP8Z47zlEvZ7lp724+89kXOHfhFI2+Xu5/8IPcfvfdhJMJZhbmef8HPsRdd7+Tm/YfpK/VRjcsZEVHUZc7W1UX+q5uGkiyRLFUZGJyjGwujePa2I6FukLH1TS52+Vd+lqtGSqaLo44erZEORfm8L5dHN27k63Tw7TSEbKOSspWSZgKMV0R7hbbIOyYBP2/pK6tddO/DD9ycaVEYBqKyO3VpW51gNuB7qV5uF0I66vlhEu7XcMSHzW905muzNq4FEbaFTvGlVtdl/7zsgdWwMz0Lw4HbImgI5MKG1SzYimmUUxSzUQpxINkQi7pgCug62u6nWFaIR6iJ5ugUUwzVC8y2qoxPtCgv14ln04QC3tEwgHC4SDBoEcg4BIMeniug2HoaNqVoavrQgbrnOyJx0JkMnES8RDRiLdK210J3YBrEA5YxEMi5CYVtkiFTdIhnUzUIRMPUkhH6Slmup3ucH8vzWqWej7mQ9cmGzEpxN2uvDA22GTNzBjrFqZYtzDF4uxEF7qD7RKD7RLD7cqboDs23NetldAdWiEvXNrxXiordG6kiRDzSndu1mqUkQZaPXRqqlVmqlVmrFFgoq/CaLPCSKJz66oAACAASURBVKNCfyXHyUM38tIzT/DUxQd4/MH7eeIjH+Ij73s3cyNtUp5O3FKImTKzg3185ZVP8z/+9if+9Mav+f0ffskf3/glr//4e7zrjnP0FlIEVYmgIpYgVq5neppM2NJJeBYJTydmK8RshaSjkfJ0ciGLctSjGnHpjQdpJEPUE8FleSFiUoxo5HxdNxcyyAR0moUYWxbGmGqUqUYcip5BzlHJ++6FVMAg7lrEHHGrzdbExpiua+iaJq6jKhLlfJrTtxzi9jO3cO74Qe48ewtHb7yOTDSIo6vYmggaV2UZXVXFr9c1VFXxp8GaD18VQ5MJmiq9hTij9RzTrSJrhqssjfeyYbKfbWumqGWSuKqGpQmAiKQrsaLsOiaOqZCKBahXs4y0atx7xwW++rmX+ernPsNXv/BZ7r/3Hir5FHuu2s6XvvAKH/rQfRTLOQZG2zz5yae45rrdSLLEwOAg1+7Zw85duygUiyK8XVHFx5UHFHWRR2E5Fvv23cAHP3AfZ44fZ9e2bYwODhAJBcVyhSR1r9mqymqYqKrIaVV0GVWXsSyFWMjiht1bOXnwWrbND9HMBkk5EklLJmGqRDWFiKn6tiiDkCeSqmxbwzRXdKS+DtvpUlXfomb6ZWmry/RhrWvLixum/yrfyV8Q/7vSch6DL0lYloZpad0OX/YD5lVttcQgnAm6/9+KzrjzsVPqih9TFGFF0w1hUTMMFcNUME0J05KwTfGg8iyJkCMRD+oU0xF6iylqxTTFdIxMNEAqHCAWsIgHTBIBi2TQJhVyyEQ9yukYPdk4zVKa/p4cg/UirZ4CtVKOciZFNpUglU6QSEaJRkOEI0Fczxb2OMVPQFOXU9HU7tBZfA9MX7oJBkyiEZd41CPmd7srodv17/rSTzIaoKeQpreYppKOkY8FSEcdklGbdMylnI/TqGbprxdpN8s0yml6MlFKyRC5qEs6ZFFMBKnnE/RVc4wONFiYHmVpfpKl+UnWzIwxPTbAyGAPQwMlhtolhgcqjLZ7GBuoMT7YYHyoydhwo1ujQ3VGBnsZHqgx3O5dpesO9S9LDu2+ijhI2Sh1k8bazRIDfWIPor9ZoZNdvgq6I7U8Y/UCY/UCIz15hnoKjNYqtPIZbrnxel74+KM8eO87uf+eO3jv7ef54D13sGfrRgpBj6ghMhQa5RwvP/80//7n3/Fvf/4Nf/jTL/ndH37GN7/xKvv27CQdtIhqMiFZbGO5hoJjiBVMz1TFyWbXJOYaRKzOfrxG2jLIeTbFoEc1HKA3GqKeCNEbD3Q73UrYpBSxyAd14dcNamRCOuVMkOnBGpumhhkppil7BgVHI+dpZIM6yYBB3HNIBAOEXRtH19EVDVM3MVQdR5HRJYl6IcfJI/u59eRRTh25kQsnD3PkxmtJRTyxemosZxuYhubbiZYn05qmYJgalmlgyDL5WJgda6ZYN1xnvq/E2sEGC0M1FsebbJwfo1nKYysKtq6JawWGf11XV4T+psv0FNLMjg2w79pdfPKpx3ntK6/y9S99nm997Ut8+P33kk/FuGH3VXzri1/koQ99kHw+gyRJnDh/kpPnTqIZKp7nUG/UaPbVCYUD3Qu0l07bNd+xMDM7zcWPPshHP3w/H3zPu/jAPXdz5ugRxkcGcTxTXImVlld+NVXIKaoswNbJDVB9+cYxVHasX8O5ozewc2mIRt4j7UkkLImEpRLVVKKmRsiSCNkKIUcTG1S27g99RMTipaXovi9YERkMtiYcD53qelL9UhWp2yl3Ot5LyzJVbFPDMQ0s31uraf5iiSYh68tDU03zN7VsDctWMS1fkliRr9vpojsPiY5W3JEvTEuUYUmYtoRtS1iWhGNJBF2FcEAnk4xQLWWplrL/H2Nv/iTHfZ55dteV952VmXVn3ffRVdVdfXejgUbjvm+AIEGA4CHeIkWRlCxSpy2JuiXbsiWt5bFmY3Znrxl7JnY8M7ETjtj1esPrmNiYiN1/5rM/ZHUT0OHxD29UVnUFAkBHffKt5/u+z0M+k8Z3jSh7UBOPInAOE3Y9SyEf2BQDm1rWpVFw6VR8OuWAVjFDq1AgzGYIMi6uZ2I7OrajoagCKSFG7DAB+Ld4c8SeMKcXhBiyFMPQkrimgG2IR/LCYYd7NL8rJVClBI6lEuZ8OpUSo2aNXiWk6Jl4tkDgShQyOpWiQ6ueoVXPUC/5lAOHgmtQTJvkbI1y4NIsZmhX8iz1GmysjNjdWGZ3Y5mt1TGzcY/xoMrSoMSoX2SpHzIeVOcevU2mowbTUf2pmgxrjAdVRv3akczQ71QZ9RtH171OSL87T4ho5ei08nTbkW7cbf3ayNiT0O0W0/RDn34Y0CsFdIsBw3KBRpDm2ul9vvXRF3j5/h0e373Jw1vXeO76Za6fOcmwGpI1FOTFBQppk//hn/8Z/9//8/f8l//8d/zDP/wt//B//y3//J/9nLXJEHlxAWtuWKKLichfU0wcQfcwotkS49hiHCsVw0nFCaQUWUUkr8lUTJ2abVCzNaq2QsWSqZgSZTMCblaNR2WmyNkCOUekkbdZ61ZZqZdoOCqhHi1T+Fpkg+eqErYi4ugKtqYiCyJCMkUqnkBYjNZwK/kMz9+7yZuvPOLF52/z6ovP8uiZG1TyHlIiis2RxU8/jIfAFYQkhqEhyyKyLEbd0cICYcbl7oWTnFkbcnypyd64w+agzqwXcmx1SK8WIsVjCIl4BPDEQuShKyRQxCTlQpY716/w9iuP+fqXPuCXP/tj/sVf/Bn/3a9+yV/9z/+ST37/q5TzAc/cvM6//R//J779jW9QLOZJyileev0Vrt2+jqLJeFmPdCaN4ZokpSSxVIy4EGcx8fS41+LiAr6f5p133uZ73/s2H3/xPT768F3efOkhl0+f4PyZEyzPhqi6GLmtLS4cbXEdgfe3QDexsMDaqMtbj+9y9WCFRlYjUBfx5RiusIibSuCI8WhzUYqhS1Fn9LugmxRiJIX5a4kIulGnu/hUCYlfi9p5wqT8yamGJwH826CbTMajSPp4lBry26ArSPEjuEaLFYezvp8anh8C9zekDGGR1GGnKz0hM8gxLE3ET5tkfZuMZ5H17U+hqz8N3UNj8GzaIJc2KQUW5YxJM0xHh3KFDM1CgXI+R5B1cdPmUclKCkGMf5oq8TsMkeJz8EajYwtochxTi2PpKXRNQlVTTwFXVQVUOYmhChSyacr5gKLnsDrscWy2zKRbp5wz8S2BrCtRDHRqRZdqwaboGYS+QzWbppJxjw4KG4WAVjnHoF1lbTpgc7bE1ur4CLqTYf0IuqN+yFK/wnhQnUcB/dOh++l1jUG3wqBbptcu0WkV6baLUWJEqzjffvstI2P9TpWqp9HImLRyNs2sQ9k1qHkO1bTNSrfJS8/cZnd5iZMbMy6f3DsKuVsfdWmVsoS+w7hT58//9Cf8v//5/+K//MPf8fd/93/w93/3t/zwu59QzmaRFxYxkilMIXUEWE1MPJGNlkATExipxegrZWIBKxHDExIEUjIKnpQkcopEVhbIqQI5JUVWic/9F2JklBg5LUGgJchaEXSLnkKnmGZaK0YLFrZCVkmQVuOk9RS+IeMZKhnXJHAtNEVCSKUimWAOXd82uHnlPG+9+gIvPLjFSw/vcv/mZRphDmlu4HII3cRc80om40iSgKapKIp0tHkUX1zAt1TO7M64fmKDC1sTzu+scHprwuqwxva0TyUXIMTipBKJT3XRxRjJeBzb1Hnr1Vf45c/+mD/+/nf4yXe+xY+/921++uPv8/M//vFRZE+jXODR/bv8zb/7D/zgk08ohSWypQLvfvg+69ubSKqM5dvIpoqgScTFROTXKsSIpeJP6Y6qKnPnzi1+8Yuf8aMffY9Pvv0VHj57g24tTzXncO3iSR48uEm7UznqdJOJGLHFxfn/SYxkYvEp6C7GFkksLNApF3jl2etcPVil6stk1BiBEscVFqLDNCmOqyawlASGnPhHoZsSIx0+IUS+uIn4b4fpb9Nzn7w+XLQQhfg/Ct1UKkE8cZjw/NuhK0rxowM4UUpg2Sq2oyMrqTlUY090t/Gj+rTr/RS6srSIPPeL0OUEtqlg6RKmJmKoQpTEoInz9AbhqaBHz1IIHI2Mo5FzNfJphUrepFZ0aZXztEpFCpmAbM7DDxwc10A3ZGQlhSjFif9j0J1v6h1CV1OT6Eo8WrUWFyO/i7ker81B61gqvmsQpE3KxQzVYpa8azFuN9iaLLEzGzHplalkTcpZkzBjkE8rZGyRnKNQybi0wxydcp7Qtyl5FtVsmlrBp1MvMR11WJ30WZ30WV8eRiY2T0K3FzLqlVnqVxkPInP0fyp0nzwPG/Yi8PbaZbqtEp1mkW6rRK8dPjUu9tTI2KBbo2iJhI5M3hAIHZWCKRPaBgVDJWsonNpa48zOBrvLSxxsrnKwucqxlTHbsyX2d1bZXZ0w6da5dfEMP/vRd/mP/+Zf8Z/+/V/zN//xP/B7738eU5KQFmOoiQRqIgJtPczPwxMjqUETExGMkwtoiQX0+AJmfAEnsUg6FcNNxnATCdLJJJ6QJJ2Kk04tkhYW8IRFAmmRQF4kqyYI1ARpNUbWSpF3JcqezrCcYaVRoumbZLQEaS2Bo8XxDImCb5PzbGxdRlNEJDFFMhFDTMYQ44uIyRj7xzZ46YX73L11kbu3LnLj4mma5fw8WDOBkPzUEvBwZOrwoEE46owSxGOL6FKC1UGdawebXDmxxpX9Dc4dW2V/c8LGpI+rKQjxJMmkMNdTY8RjCRYXFgnSab73zW/x13/1r/nVz/+UP/3RD/jJ9z/hpz/+Pj/5/if8t3/+C3703W8R5n1ee/ER/+f/9jd882vfIJPJMl2d8fq7n6VUraDoKqqpkZJTUTyLECeWioAbTz09IJ/NBrz66iv89Kd/zI9//D3eePMxzXoOV0/hGwKdWp6L545zcLBDs1FDEoWjjldIJRBSiUjHTC0SS8w9G+Y5cTlb48rBDpf31wgdiZyeJFAi8HriAq60iK3E0cXId9lQUshStIn2u+SFROo3oZs6WvGNHcH0ELIRiGO/o9P9VHqQheTvkBeizLLYfIohmUx8qsnOZQJJTmLZGtVaiVo9xDCVyFv4CW36ELhPvhaBeXF+oLYY+U7PmxRFjB/NIB8eGKpSpH+bSvIod8w1Il+DKHtMxbcVAlcm68kUMjrNSoFqIUcxlyFfCMhk01i2hm7IiFKClBD7Dej+pq1nBF1ZSmAaIlnfIG1JaNI8dFaM4pQMOYWjy+Q9m3IhQ6kQUA1zNMoFyhmPVinPuNVkddBiNqgxbBQY1PN0KxlKvk7Wmuu3hYBupUCvWpzrwDrFtEkpsKmVMvSa5aOss0M/hVGvMu9yI+gOuyFL/SrLSy2mowaTYY3pqM7yUoPlpeh59L7qU9D9zYqgGh2aleYTC+VIRWiVj0ZzFw4XI7qtMr4cJ1BieNICRUum5lu0cj6hbaDHF6j4DpdP7nH/6kXuXjrHc9cvc/viGd55/SU+//artCt5DGGRwJBZH3V56/Hz/MGXv8QPv/NNrl44jRD7VFeTEouc2Nngq1/6kOPb60fywmHXqyUiUxMtFhmcOInFo7ITCexEAisew4wtYMYWsBMLOKkFPHEhgq6WINDi+FqcoqdEd8rAoFP0WGtXWW1XKHsarpbANhM4aiK6+3sW9pHjfeLoA3g4eF8OM+ztrbO/v8HJExucP7lLt1bCkFNoUmSd+Clgfn1j53DsJvowCokFyoHBwcaIi8dnXDi+xpljM07vrbLUbaBLIqmEQCIhRNthsRixxTiLCzGSsQTbq2v86he/4K//9b/iS+99jhuXz/PCc/d47aVHvPXqS9y6epGcZ/PBO2/zn/7tv+flRy+hGxanL1zkucePMd00ihadUEtSKuranjhtF4Ukoph6SiKpVsv0e13qjQr1Vol7d67x8z/8Ad/7xpe5eu6ATqPEZKnH9WtXOHWwT7VSRteUowSJ+PxDmUhFCxbJZBwxsYgpxJi2Q3YnHUJHJqslyKhxSrZE2VUI0xoFTyfjqFhqlKv1T4LuEwdsT3aSkpxEnv+OD2F7qOU+CePDSsSfgK6YRJz/Dg9vSLG5pruQOFyUOJxznU9qiHFUTUQ3ZCxbo1DMUK4UkJUUsfjCEWRTQmzeGSeeeu2wDs145FQ8clgT4ojJhfnyx6elzOGmi5EGbipJTCWJLsUjEOsijiniuxLZQCGX0SjlPSqFHNVykVzex/XM3wLd3+0lfCgvCEfSQYJhr87m6pBGOYdnalF23VxGtBSBwNbJBw6FbJpmrUS/VaNdLjJq1thcGrEx7jFuh3QrGTrlgNVhg81xh2GjQC3n0q0UGTbKR4Y3xbRJybOiw8JicJT0e7iyO+43jzTdpUGJpX45mmAYVJmOmkfQPQTvdFSPutzfAt2nO9jqHLgVOs0y7UZI54n53CfHxhZa9eLRqZqbWiBQYhQMgWbWYbVb5/TGjIPVFVb7bSatGjvTEQ9vXeMzz93jjUfP8fqj5/jm1z/ilz//I957+1Xu37jMzXOnOLe7xZntdTanA/qNkKJv4pkyti6ginEOjm/xk+9/h6999AVWlgaoQgJTFbF1OcpTEmLoyUXM5CJ2KkY6FcdNxrHji+iLMbSFRbSFBfTFBYz4InYyhivG8MUFcmqcgpGiaEuEvkY5o9MounTKAaNGgfVena1hi0rGwFZjuFaKtJYkYyvkPBPHkFCkaEheFOIkk9GWjijG0dQkjWaJlZUes+Ue27MlasUMhpxCEeZhk0IScT7fuLh42O1+2vUmkpFlZCq+gC3HGdYCNoZV1kcNVoZVJv0qtVIWTZaJL6ZYjAksxOdx6QtJYotJ4guRPeTJnWP86NufcOfqFWphnkoh+opWzmfI+w6BY/DO66/yV//9/8K9G3dRVYPNY3ucu3IV0/XQVANNElFTKdSUgJJKoQkChiShyxKiJCCKArIsIYopHNtiZXnCpcsX+OZ3fp9f/eqXfOn9z/HNj77Ev/yLP+fPf/YnvP/uZ7l6+RJnTh9w7sxp9k/sYVsmqWSMQ2ezlJSITHYScVKxBfTEAlXfoB8GdAoe43qe7aUWpzcnnN9d4dzeKmeOb3D6xBaNSh5VSiCL/3XoPrlJdjRbm1xE1SQyGZdSMUu9FtJu1aiUC2iqdATfZOIwE23x6e43GY909ieWQeKJ2JGmm0ylSCSS89ejbltWkmi6iKbLGKZC2rdJe9bR302Sk091w5KcPALvU/A9BH8qjpyMISXnZu3zMThZfNK6MoEmxtDESAfXpThKagFNWESXExhqEsdMknZSeI6Aa8l4tomfjmQFw1QwTAVFFeZ/l9jcSP13mLfPO3ZNl/A8k2LBY21lwP7xNdanA5qlPGlNxhASR+WqEp6lkfEsapUC7VpIu1xk3G6yNuyz3G3QLnm0Ci7dcsC0U+bU9jInN8Z0KzlapSytUpaMqVBwDSqBS9l3qOTSlPMepaxLzjPxbZVaMcOgHUkF42EY1aBypOlOho15/tr8PYMqS/0Ko36FUTdk2Hsauk+v91botqp0mhXajTKtRki7UZ4/D+c/j8bGFpq1HJ1miV67wrhRoFvymDSLHJ8NOLk+5sz2Kmd317hy6hg3z5/k6vzx2WsXuH/tPA9uXeKlBzd57cV7vPPaIz5+/02+8sFbfO4zj3j+1mUOdmaMe1VGnQqTUZ1BN2Q6rHL/9gWeu3WFcbdGJefSLGVol3O0yzkaxYBqYFHxTKqeSSVtUHE0yo5GyVQJTYOybVJ2TMqORTXtUA88mlmfTt6jV/IZVDKM6jlGjRz9us+wEbDUKLDaq7Her7PWrzOsF2iUPPK+gWfJZFyVrGdg6tJ8HCmOLKUiEw8hjiIl0NUUlTDD6qzPztaEnbUlSlkbTYwjHel+88SBeZhf1O0emsFE0wfJ1CKpxCJSfIFyoLE2qLDaqzIbVNha7tEoZZATMZKxOIuLMRYW48QTSYSYiBBLoSRF1KSAkRLpV6usj4Yc7K5z5sQmJ7ZX2Nucsjbp0akWeXTvLv/sT37JC889plAIsVwPM50mKYgokoyjyLiqQlpT8DQVV1VwVQVHlVFlgbRrEgQusibiZBzuP36Wj3//y7z8ymMm4yGWKuHpGhuTMa+/8Ihvfu0rfPLJH/C1r33MhfOnqVVKSGKCxOJ8TXp+ah8/1GBjC1hSgkbOYamWYdzIszlscHxlwMH6mP21EbvTHhujNqNmSMEzsNVUBF4h0g9TqXgUFJmcSwqpRRLCIikxdpSIIKSi2eBkYgFDFynkfcphjmolT6WSJ5/zsCwFTf00vkacjz/JQgIlFbmYCfH5uFd84ej3Gp/PUcfiiyQTifm4YHToKUkpFEVE0yRsS8W2VFxHx7bUKCInuXA0hiaKSWQ5hSynEIQEySfczkQhgSKmUKUUqpBATUZf2RUhhiomjr66R4sGKQw5iSEmMMQEuhhHn4NYFWNochxNiaNrMXQthiItzjf3IqvFQ/D/+g0gdpjVdljJTys+n2/WNYlC1qNdK7LUqTFolWiHOUq+i2+oOIqIJaWwZQFPV/AtDd/VyWdcihmXUuBSL2ZphXkqWZfQ1+lWMgwbBXrVLNNuhdVBg2bJJwwscq5KxpLJuSphxqIUWJQyDoXAIeMamEoKSxUo5316zQrDboXxoMx4UGEyjMAagbfOZFBj2q8x7VeZ9CpMehXG3TJLnZBRt8KwW2XQrdDvlOl2QrqdkHYnpNMO6bRCOo0y3VqZTq1Mpx7JDJ1WiW6rSLuRp90sstCq52k3ivTaFc7uLnOwucTp7QmXTq5zfm+FMztTLp/c4Nlrp3n+5jke3jrHw1vnef7mWR7eOs+DG2e4e/EY189scPPCLg9uneOzrz7LF9/7DB99/g2+8YXP8fH7b/HSC3c4f3aHvZ0Ju2s9tqctNkYN1gcNtscdNkct1vp1NkctdsYdNnoV1rtl1rplVlpFpo08y80Cs2aR9UbIRrPMerPMrF5mpVlj1mqy2mmxNuiwPmzNI4bqzAYhs2GBtVGJzUGNrUGdjX6dtX6N2aDJtFOlFeYI0gZB2iDt6KiqGH3dFlJIkogqCmhiCk1MYqoCmbTB6nKfKxdOcv5gh1rJR5fjyHPNLZWKPpTJw2TVQyPoeQpuIrUQGUUnI0ezgq+xs9Lj2HKPY9MuB1tTxu0QXYhO3mMLkedCPJZESqTQBAlbUbElCTOZQF5YoOia3Lt6hjdfvMsrz1/jleevcfvSAdvLI07v7PDFt9/ny1/4iMePX+T02dP0Bz0K+QyBa5F1TIqeQ961KPlpCmmHjKXjKBK+pXP39nU++87r3Lh/kxOXT7F57hgre+sMhx2ajTLDQZvxsMOo16TXKDPo1JlMBxzf32FlZQnLVNCkJI6m4JoqjimhqUlUPYUkRyODtbzHrFtj1i0wrKbphR7dokc779ErZRmW8/QKPuW0QaAJpNUkhhJHFRfnX7FTpJJJkok4h+GXCXGRlDTfPEsuIApRJygJMXQliWOruK6KZctoWhLdSGE7Co6j4LgquiUjq0mkOXhVIYaajDYWY/PonFjiiZGpo4rmVlNCAkFMIskCqqZgmhquqWKoYqTHSkk0KYkup1BkAVFKIckCsiIiSsLRRqQoCkiiiKbI2IaOa2q4uoyryTiahGMouIaCo8lYioijyTi6jKNKpBUJV5VwVBlLk7ANBV0VUZQ4srKArES5aoI4n02eyy9PSRpiPJIXxBjx1Dz+PbEwj4CPsTCvxXkKsioLeLZBmHWpZlwqnkmYtiikHQJTw1EkbFkgrcn4hkpgadHhnquT9QxyvkUx6xLm05TzDtW8RSNM0674tCo+3VqGbi1DteiQ81V8RySTlsn5KvlAo5g1KGYs8r5LIXAJHJNC4FIvF+g1qww6VZYGlSMJ4bCrHQ+qTPtVlnuf1rRbYdIpM26HjLtlJr0yo27IoBfS74V0eyXavSLtToFOq0ivXmZQrTKs1+g3K3RaRTrtPN1Wjk4rS6uRZSHyfIxW105tjjizPeZgY8DBxpCzOxPObC1x/fQWj+9c4OV7l3jp3iVevHuRB9dPc+fCHpf31zi3O+b8sQnXTm/y/O1zfPjZF/na773N13/vXb710Qd88rUv8OF7r/Lg/hUundvhxMaAnUmT7XGL3UmHrVGTWafCrFNhrVdjc1hnc1Blc1Bla1hjvVdmrRuy0a+wPayx06uy062x2amy3qqw1qqx2q4z69RZ7TVY7dZZ6ZRZG1TYGJXZWCqxMSyy0SuxOaiw3q+y3q+x2q8zaZdphgF53yHjWliagiIKSGK0TSZJMookoykSuiphmyq2pdBuVrh04RRnD45TKWVQ5cS8I0mQTCVICklSYvzoNP3wOorsjsaEJGERKblALq2ztdxnbzbi2PKQE+sTBvUihpxEiC8SW1iMXL9iCVKJOKqYQhNT0QdMEVDiC/i6yM0Lx3n9hdt85uEVPvP8VW5d3OfYbIlRo8aJ1U0+8/wjvvD+5/ngg8/x5puf4fHD+5w7eZxOvUKY9SllPMJsQDkXUPBdHE2h6KX54Sff4q//3b/hl3/x3/CHv/gjvvPTH/D17/4+3/iDr/LVr33El7/8RT7+6At86cP3+PBzb/POW6/x6msv8fjFhzx+/DwvvvCAh88+w6Nn7/Hig/u8/OAZnr1znVMnd6mGWYq+w0qnxdaoy6xXol92aedtWjmHemDSyNh0Cz6tjH3k3+zqAqaSQpXiKFISWZAQksIculG3mxRjpKQ4gpiYwyPq1pJCDFkRMCwFzZLRbRnVFDFsBSutYbkapqOimjKiJiApycij4TBD7L8yNnVobp4UEghSCkFKIatStN2lykhCEklIoikipq5iaAqyJCBIKURZQFJEUlKKlJgkJSYRZQFZk9ENBdvRSbsGftrEdzTSloJnq3iORtpWcUwZ11JwTRnHkEgbMp6l4tkqIV5cuQAAIABJREFUaVvBdVQMQ0JWYohKNPsriAukxMWndORfX4E+fD2e/E3oHtX8ZiSIcQxdxnc0ir5FOWMR+hYF1yRra9GkkCbhaRKBoZC1VbKuRt7TKfjRKFsl51IretSLaRpFh/q8GkWHRil6rBUcShmDgq9RDHTKOYtSxqCctyjnHMKMS72UpVYIaIY5urUS/WaFUafCuFdm3Ksw6VeY9qtMB5Gst/yPQHfSLTPpVRh1ywzn4O11S3Q6RbqdIr12kX6zzLBWZdSoMWiGdFp52q0c7WaWdnMO3U41R7uSpRnmOLHS4eRaj/3VLidXe5xaH3B6c8jFvWWeuXScF26e5cG1A26f3ebc9pgTK212Jw22hhX2lptcOrHC/asHvP/GC3z8+df58vtv8pX33uDj917ni++9ysuPb3P1/A7H13tsLVVZ75eZtYusdkpMGjmWqgGTepaVVoFZu8Bqp8h6L2S9V2KtG9VGr8RWp8hmp8Rqs8isUWClGbLcCJk2S6y0ysyaIZN6jpVWnvVegfV+nrVOhrV2lvVuntVOgZV2geV2kVEjT6PgkncdAtuOVnkFEUmQUSQVWVJRZRlNlTENFdvSMA2ZUjHL8b0tdjZmZNI20lzDFUURQRRJpOIkxUUEOY6oJEhJMVJSjIS4QCK1EG3uJKIuLeNoTNrRDWOt32Rr3KNbLWCrAqqYjLTLeRekytEguaEmo/A+S8QzUoS+zpntMc9d2+fhzZM8e/U453YmrHar9Eo5BqWQWbfLie11bt+4xOPn7/Hw3nXO7+/QaZQpZT3ygUPed8j5Ntm0RcYxyTsml07t89GH7/Gtb36VH//R9/nxT3/IH/3sJ/z8z/6Un/38p/zJn/4hP/3pT/iTP/oRP/3Jj/jx97/Dj374Hb7/vW/xg+9+kx9991t875tf51tf/YhPvvox3/7oi3zl/Xd5/u4Nlto1emGeabXCcq3EUtWnldVpBBoNX6Puq9T96LoZGJRdlbwl4xsSphJtpmmSgC7KyMlkFL6ZOjwsS0TAlBKkxDiClECQkySFGIKURNZERC2FYkoohoRqyqiWjGKKiJpAUkqQkOIkpcTR7G90kDSfx43/GnRjny4JxJJRWGRKTJCSEohyEkWT0BRl3rWqGJqOpqookowkCgjz90lKClFOIsrRjTspxhGUJIoqYFoKjqvheQZpV8U1BVxLJG1LuJaI7yr4aRXPVUjbEmlLxHcUgrRK2pFxHAldTyLJC0jqIqK0gCAuIsrReFpKjEWSxxNbeU+O2MUPZYXDmeRk7NNKRDBOinFMUyZI6xQyFuWsTck3KbgGeUcna6kEhoyniZEZj6ORT6sUPJ1SYBJmLKp5l3rRi2BbMI+qljdoFm1qeSOCccGlnDUpBTrlrEklZ81HyyxqeY92JU+7kqdXL9Kvlxg0y4zaIcNWkWGryKBZYNgqstQJmfQrLPdrv7vT7YSM2iUG7SL9duTbMOiU6LcPbSKLDJsho3qVYa1Cr5anWQto1QM6jSzteoZWLcNCKwyoF33qxQwnVtocrHbZX2lzctbh1HqPMxsDzm8vcefsNg+u7HP7zBbnd8Zsj6qsdQrMWjlWWzl2l2pc2J3y7NUDPv/aQ95/8zEfvPmYL739Ml98+yXef/sxb7x8l1tX9jjY6rM7qbLRL7DayTFt+ixVXUYVh6Way7jmMW0ELDezzNoRJNe6RdZ7RdY6edabGdaaGWaNDMv1LMuNHNN6nkk9z3K1wHItz3I1+vl6O8tGJ8Nay2O16bPWCpi1AiZ1n3E9YFjzaeZtip5DxrZwdA1TUdBEGU3R0RQt+lDLKUxVRJMTmFqKXGAym/aYDto4mkxycQEpGUcSkoipyJA6JSxEm0TiAkkhqpS4gCBE23iGlMQSkxRsnUGYY9Yss9VrsLPUYa3foBJYBJZM2pSwDBHbFKOVSFsil1YIMzrlQKNZsFhqZNlfbnHjYMa98xtcOznlYLXN9qDO7qDNqeUJxycjNpe6HFtf4vTujP31JbbHbfr1AvWiTzXnEmYsir5BwdMpZ2wa+TSVjM2oVWZnfYlTJze5euUUL7xwj3fffYMvfPguH/3e+3zt4y/wld97ny++91k++OwbfPDOq7z7xou898ZLfO61F3jn5Ye89fg53np0n1dvX+XW6T12xl26RY9h0WellGM1zDIpWQyyGl1fohtIdAORtpei7aVoeSJNT6KSjkyKXDWJrSRxZBFXliI/DyGOrQqYahJDjaPJi+hKItIv1QS6mkCVYyhSDENPoutJTEPAMFKYhoBppNC1BJqaQJHjSGIMUYwhCNGoVkpYPOp4jw7X5tHjQnK+QjxP6BWSkdwkS3FkKY6hSeiyjC7LGIocyVaSiJISUMTkkRetJB7++VHKRiq1OIdxEsOUsW0Z00jhmAJpWyBtRd6zrpnEs6Lnni1EoY5misASyDgSgSuRdgTSjoCXlrEsAUNPIsuRdn04i/yk65qYesIUPjl3VZv7Z8Tn7mKJVHweCX/4LW4Ry1TI+SZ53yTvqoRpgzBtUHQ08pZCzpTJGhI5UyFvKxTSCnlXoeRrlDyNcsaglnOo520aOYNG3qRZMGnkTVpFm2bBpFm0aRRcqjmbSsb8tbKo5z3aYZZuNU+/XmTUDCMoNkv0qll61Sz9Wo5+LcdSq8S4HTKdg/awlnvVI+iOWhFse60C/Ub+CNzDVpFhJ6pRo8ioWmJQKdKtZGlWPTqNgE4toFnxaJV9FlqlgEbBp1EI2F9ucmq1zcmVJgezFqdW25xa7XBus8/t0+vcO7fFtRMrXNgecmypwkY3z1o7y0anyKnVLtdPrvPo5lk+eP0RH775mA/eeMwX33jMx++8wvtvPuSNl27zzPUTnN0ZsjetsdUvsNbJsNJIM605TKo205rDtO4yaXhMmz4r7Qyr3RxrvTzr/QJrnRyrDY+VeprlWppJNc1SJc2o6jOq+IyLPsthwKyaYaOZZbuTZbsbsNnxWG95bHR81ts+Kw2fScNjVEvTLTk08h6VbJqCbxM4Jq6p41oGrqlFTk2mNC+Boq/SrnhsTlusDhpUfAtfE/E0EUcVsRURW5OwdeGoTC2FqSaxtBS2JpAxJAqmQmgpdDMus1qenXaFE706B+M2Z2Z9lmtZmoFOOS2RdwRyjkAxLRN6CtVApZU36BYNpk2fnWGJs2sd7p5e4+Hlbe6fX+Pa3piTkyaXt2Y8f/aA63ubnFjps7vc5dhKh+1Rle1hldVumXEjx1Ity6Di0w/TdEsuvTDNpJVnbVBlb63P2b0VLp/d4sbl49y5forn7lzm4TPXeHz/Bi8/d4uXn73JC3eu8vyNCzx37TT3Lp7g3vnj3Du3x51TO9w4vsGNY6tc2RxxMGmy2SmyUvVZq2fYaxbZbxfZa/lsVizWSiorBZFpLsFSZpGBt0A/vcAwm6IbpKjaCYrG3C1OFwkNmaIuUtQFiqZA0RHImXHS8gJZfYGiHaPkJig6cTL6AjlzgUBfJGMkyFkpclaKvCUQ6HECPU7OFMjO8/N8LRktZkgLmPIirpbEUZJYchxbSWDJcSwpunbVFLacOjoochURZ15pTcbTFbKWgacpmEISV5GwJQFDSBwFa+rJGFoiipZXYgsoyUUUOYGupLAMEUdP4WgJ0noC30gS6AkCI0HGiB49bZG0ukhGT5DTk1HN/405R6TgyZQyBsXAIOMoWEoSXUigpQ4P5+JIqTiKkEAREkfm5lIyWm55MpDycP5ckgQEIfJS0KQUjiYRWCp5W6Noq9FheNqg7GpHOwB5Q6JoKeQtibwrUXBlip5CyVcpBzrVnEk9Z9DMabTyOp2iSS+06ZcdeqFNu+jQLKZpFFzqeYdq1qKatajlbGo5h0YhTbsU0C1n6VVyDOoFBvUig3qBfi13BN1BPc9Sq8RSq3QE2MPrI+A2i/SbhaOY9W4ty6CeZ1jPM6rnGTSz9BsZ+tUsg3KOYSVPv5KhXU3Tqfu0Kz6N0I2g2w4ztEpZGsUsJ6Z1DmYtTkxrnJpDd3+lwdmNHjcPVrlxcsal3SUu7gzZG1fZHpTY6hfZ7oWcmnW4emKV56+e5p0X7/PBay/w4euP+eCVB3zxrRd45zPP8Mqjq9y7dpwLe2MOZk12RgVW2x7Ths20HtVyw2G54T4F3Keg282y2nBZqTss11zGFYdh2WZYcRiW00yLAbMwYL0asNXIsNPJsNPx2WqnWWs5bLTTrLfTzJoe07rLUs1hWHVphx6NYppq3iHMOpRyHrnAIedbVH2NRtakW3IZ1QKmrSzb4yonZi12l1pM63k6eZeaH01bhGmTghPlNR1W2bcoBxaVjE01Y9P0DdqewSjnslrOcKxZ5GQr5HS3zKXlNpdmXTbqPsOcSstPUXVjhE6Malqm7iu0Myq9nMaoaLDRynB8GHJho8szZ1d5+eYxHlxc59JWj4NpkzsnNvnMlfNc313j1KzPidUO+7M224MSG50cG908G50ca60Ms4bPci3NuGyxVLaYtgPWBwWOzRrsb3a4eHLKrcvb3L+5z7M3DrhzaY+b53a4c+EYd88f4/bZHW6d2uD2wSo3jk+5uj3iyuaAi7Mu56ctLiy3OD+pcWa5xslJhePDAicHJS4s1bg8rnBxlOdsz+NUx+ZkS+dYVWCvJrBTTrJTk9msyqxXVKZFnVFep5c1GWQthoHBOG+zlDfp+DLtQKIRCDS8JKN8ikE2zqQkMg0lRvkUvWCRdjpBN1DpBRpdT6EXqLQ9maYj0HYkOo5My5FpeyrtQKOWlgjtFJW0RDWtEtoSJVuk6mlU0gqhLRHaCqFtUrIMQtsktA2KpkbFtSi7FqFr0Mi4NDNp6oFLzbMpWRolWyevK2QVkYKhUjQ1AlnAF1P4qoxjKGQcnayjkTFlCo5C0VWiOWZbILSSFI0EJTNByUgQWilqjkjdkaLHtEzDV2lkVKq+TMERKTkaBVvDUwRcMYWdisoUkqhiEl0WMBRxDt8kmpRCkVIIYlSyLKKoMooiIcsimiJhKiKWLOJIAjlDpWRqlHWFqqNRSUdVdlVCVyV0FCquRtGRKaYVQl8j9FRCT6Xsa1QCnVpGo5FVaRcMuiWLftmhX3boliyaeZtmwaWRd2nkHeo5m0beoVlwaZc8OqFPtzIHYS0XAbJRYFDLMajl6FezDA/B2SgybpUYNgpHXe+oWWSpFT0O6nl6zTydZp72HLr9Wo5hLceokqNfC+jW0vTLAaMwx6gcQbdTdWmGDu2yR7fq0yymWehWsnQrOZphhv1JlVOzFgerTU5vdDiz0eXMWpvLO0Oun5hweXfEpd0B57c6HJ+U2B5k2B5k2RkV2ZtWubi7xL0LO7x45zyvPbjO2y/c5u1Ht3j78U3eeOE6Lz97nvtXd7h0fMiptRo7owJrbY/lus1y3WZas1huOMxaaWYtj9VuwEY/x3ovy3o/y0Y/x1o3YK1pM2vYrDQdxnWbUdViVLUZVRyWKy6rtTTrjTSbTY+ttsd2O81Wy2G94bDRdFltuMwaaVbqaaY1l0ktzaDq0S+7dEo2naJDu2DTyJk0cybdgs64bLFcddhoZ9gdFDkxrXBsHLLbL7LW8BkWdDoZmW5GoR0oNH2Fpm9Q9w1qvkU1bVBNG9Q9g6av0gskhlmN5aLFdiPDyV7I6X6Zs4Myl5cbXFqus9vymBRk+kGStr9Iy4vRSidppVN0vBTDvMJK2WSz5XGsn+PSepPnzi7z8rUdHp5f59J6l1NLdW7vrfDixX2ubU/ZG1Q4PqpyMGmwNwjZamfZbkc3p+12hvV6muWyybigMi5pLDdspk2b1Y7H1iDL/nKFi8f63Dmzxt2zm9w8OePG8WVu7E25cXzCzWNjbu6OuLHV4+qsxcVJhfPDAme7Wc73slweFbg0LnJ+UuDstMC5aYEryyE3pxWeW6vzYFbi2ZUcD9cLvLCV49Gmz6Mtl4ebLs9vprk3s7k5cbgy8DjX8TnbznK2nedkxeVUw+egleZk0+FU2+Zsx+b6JMPDnTLPbRR5sFXkwWaR5zby3B47XOmanG+5nGnanKzbnKy7nKg6HC/Z7BVMdosG20WDnbLDVjXNWs1jteazXHFZqbgsl22WQ4dZmGZ1XrOSxyTnMcmlmeY9Jvk045zLSinDrBSwXPJYLvnMylk26kWWwwyDjMMwm6af8Rlko+r6Li3XouXadAOXdtamm3fp5mw6GYt+zmaQs+lnTXqBQseTaKdF2p5E11cY5HRGeYNRzmApbzIuOUxCl3HoMio6dLImzYxF3TepuAZFQyUjSwSSRKAo+JqCp8h4qoynSHhqVK4uYxkKlq7iWjpp28AxNSxdwdUUfFUl0FTyhkZo6dRsnZqpUHNUqmnt0/Kiqvk6tbRK3dNoBDp1T5//XKfq69R8hUYg0c5rdEsm/dCiF5p0ijrNvEY9Z1DPmdRzJo28Q6sYAbcb+vTKPoNqhmE9x1Ijz1Ijz7hZYFjLMqplGFYzLNWzjOpZRrUs4/l7hs0cw0aOpVaeUfPweZZhM8egmWfQyDGo5xhUMwwqGYblgH41oFcL6Fcz9CsZBpUsvUpAp+LRDtO0Sx7t0KNdClgYVH0G1YBuxefUuMqZWZNzW13ObHY4t9Xl4maPG8eWuHVyytXjQ67vDzm/VWd/Oc/OyGNnkGZrGLA/q3Blf8SDq7u8dv88bz64zDsv3ODdF2/x9sNrvP+ZO7z96DIPLm9y6Vib/eUCu4M8G+2AlZrDtGKxXLVZb3qsNtKsNtOsd3y2Bzk2e1m2+lm2elk22h4bDYPVhsG0YbDUMFiqW4zn0J7WdFabJhttm622y3bbZaftsNty2e347LR8Nuouq3WXWc1jpZZmWk2zVLYZlUyGRZ1BXqMfyAyzKqOswrAgsxyqbFZtjrd8DgYFTk5KHBvl2Om4bDYsVsoKk4LIOC8wzCQYZlL0fImOr9IMdBqBTjsw6GU0hhmJoR9juSAyK6lsN9Kc6OU5GIScGpQ4v1Ti/KTE8bbHSlFimEnQ8xbpeTFGQYphkKLjLDLKCKyEOutNh/1RjmvrNR4cjHl0ZsZz+1OurnY46IZcXx/y4GCTy6s99loFDvplDvoV9rshx1o5dps+Ow2P7UaarZrDrKizUtBYKWmsVDVmNZ31hslez+fMpMTl1Rq3dvrcPjbm1u4St7eH3NkecHenz92dHs9s97i70ebGcpVr4yJXBxmudtNc76W5MfC4uuRzeexzcexzZRpwfZLh+sjnhVmJlyc+b6zneP9EhfdPFvjmzQ7/4vOn+OlLK3x8Mc9n91xemhk8N9S527G403a50/a5Xne51rC52ja5PbB5duzwyizgg5NVvny5zY8erPG9ZyZ8dCbk/eMB7+26vLVh8dLU4PkljWcnFs+MXW73be50XO71XO70TK62NC60DM52HPYaFscaDrsth2Mth+Ntl/22z37T46Dhc6ruc1D3OVFNc7zqcqIWPR6rOOxVXParaU5UPE5UfE7Us+zVcmyFPmv5NLO8y0rBY6XgsVoKWC1lWAszrJezrIc+66HDaslmtWgxK5gs5wyW8wbLBYNJXmOcU5kUNKYFnWlRZyU0WSmZrBR1ZqHFWsVlveKxGqZZKaWZllwGJYte3mRYTNPPp2l5Ng3HpumlqbsuFcukYhnUHJOao1O1VUJHI+doFBydomtSdA0KjkHB0cmbGkVTp+raNH2HpmvQ8XW6vk4rrVH3IqjW/aer7ev0gqi6GZN2YNIKTJqBTTPQ6GQkenmFQUlnWDEZlE36ZYNOSadV0GgVdFoFk3bRoVNK0w09emGaQcVlVPVYqgdMGlkmzSzjRoZJPWB6WDWfSdVjuZFhWg8Y132WGgHjZoZJK/PEdZZpK8u0mWPSzDJpZliqByzVfIY1j1Etw6iWZ1jNRqCvZqPrSoZBJWBY8elXMvQrWRaGocmwYjMo25xZCjmzUuXMWp3Ta3XOb7a4tNHi2maHG8cHXN3pcmW7zfn1KqdWCuxPMhxf8jg2zLA/KXB1r8+Di5u8evsUbz97kXefv8aHL9/hS6/d58tvPsv7L17jpRt73Dw54sxqhb1Bjq2Wx2rVYq1mM6uYrNVtNlsea81ICtjpZ9jqBmz3Mmz3Mmy202w1DNbqGtOaxqiiMqroTGs2KzWblZrGRstku22z03bYadnsNC126iZbNZOdhsNO02Wz7rJWc1ip2ExDi6VQZ1TUWSpqjPIqo6zMJKeylJUiMFYtTtRdTjY8Dto+J3tZTvQzHGs77LZsthsma6HCckFgnE2wlIkz8OP0ghSdrEwnI9PLygyzIpNciuVsgrWixEZJYbdmsd8KONXNc6qT5cKowLlhjr2GxWZFY7UkM80LTHIpJpkUy3mJSVZgtaSyWTU51vY4Pw25udHg/l6fZ/eG3N8bcXO9w5XlJrc2Bzx7fJlrqx1OD0LODMocdIucaOU53syw13QjmNQdtqsmG6HGekljo6yxXpHYrCkcaxqc6qU5v5TlyiTPzVmVG2tNbq+3uLvR4t5mi3ubDe6t1XhmrcozqxVuTQrcGmW4NfS52Xe51XO5OXC4PLQ5PzC5MLK5MLK5Ona5OfZ4duzz0pLDq8seXzhZ4euX2nz3zpD//YeP+F+/cYNv3+rwwX6GNzZcnh/qPNPRudu2uNNyuNWyud4wuN42ud0zuD/QeWma5t2dHB+dyfGrN47xl793gb/84jn+8sPT/OBWnfd3dN5eV3h1JvLKusqL6zqPphqPllQej1UeLUk8WJJ4bqpxd2pwsStxritypqtw0NY43TE407E417E517I527A4U7c4XTc4VdM53TA40zQ50zA527Q413I5W/c4U09zuuFxspbmWOiwU7LZLtpsFHQ2CjpbJZPdisNuxWGnYrNdttgsm2yEBuslnfWS/v/T7V5LriP5vh68B70nQdB7b8tX0RXLrlq+luuZ6e6Z7h6/946joyNdKEIRegZd6Gn0FHqdTxfgWt2ztXXxRWYCJMBMZP7+JkGOi26A77IsWiw8k6Vvc1xyAsrB8zsru5xXwpxXIpyXo5yX45yV4pyUo8xLLrNiiFkxysyLM8nHGWfjDLNJ+tkU/WySXiZOLxOjk47QSQUC2UjZNJI2jZQT1FM2zbQTtJMurbRLJ+PSSdn0Uhb9tEUv69LJhr/RzUW+0c9FGOVDjPJhBvkIg0KMXj5OJxunmwvRKzj0iyGGfphJNcakEmNcjjIshen7YQalCAM/Qr8YY+DHGfpJRuUkk2qSSS3FtPYbUa2lmf0n5vUM02qKaTUViHAtzaye+fadeSPLoplj2cqzbOVZNHPMm8G5aS3NpJpiUs0wrWWZVnPMajmmtSyTapZJJcOkkmRaTTCuBntPwqjoMPJDjPwwd/0sd+M8N1OP3STP7czjYVrkcezxOCvyMPUOFLifZLkdpbjux9gPM9xNCtzPfB7mJd6edfhwNeD9xYDfXc/54e6Y3+/nfNlOeXfZ5+mkzn7ise5kuDx4Vxf1OCflCOfVGFetFOeNOBftJOt+llU3w1Un4LKV4LIW4rTqMC+bjEoGk5LNUS3KaT3OcS3EeTPCVTvGqhVjdRDci2qIi4rLuh5l00pwWY9xVomwLIWYF13mpRCLA0elEPO8xbJgc1SwOfMsNpUw+3LkG7t6jF0zzrYVY92McFULcV62OS2ZnBYNToo687zArCAzKwYe8LSgsSjIHBdkzgoKl77BVclmUw1x3Yhz205z20ry2Mvw0EuzrUfY1CNcVt2AWoizssOJb3FWdtg041y3EuzbSe77WV6NPd4vK3xY1ng/r/BuXuZ5WefjcZNPZ23ezCu8GHo8jTzu+zlu2mluOimu23GuW3F2zRjbRoSrisu5b3FZttg2Am6aLvfdCE/9GE/dKK/6SV4Pc7yfeHyaF/k88/g0yfFhlObDMMVzL86bdoQ3TZe3rYD3rRDve2FeD8O8GLrc9SzuehYvBy7Poyif+xF+37b4rqHxyzjEv58m+ffTKP/rdY7/7dbjf1ln+fsixM8Thz+NwnzXsfnUtPmuE+VTK8KbmsW7psNz1+ZL1+G7tsmPbYO/Tyz++0mU/2Nf4P/+39/z//yff+X/+jTgf15a/HOk8HNf5OeJyk8Tgz8ONX4ZGvxlYvOXicVf5y7/OI7xy1GU340dPg5MXnZU7lsKD22Nx7bBy47NU8vmsWHxWLd40bB4rJu8+E39qWnz1AzxWA1xX3G5r4a4rYS5LoW4LkfYlUOsfYONb7ArW2xKJtuSxXXVYVdzWVVDXFVcrioOl2WHc9/iomRzUbY48XVOihonvs5pyQjwDc5LOldlg6uyxVXJ5tK3uSw6XBZdzn2bk6LOSdHkqGCxyFossg6LjMskFWKUjjLJxhilw4yzESbZMOOsyzjjMEwbDFL6vzBKGwwzJv2MQT9t0E/rASmVYVpjlAtSHoNciGE+xKgQYeQFjPMhxjmHcc4NxLcQ5Om72TDdrEu/4DDwXAaey6QUZepHmBQjjIshRkWXkecyLoYYFyNM/BhTP8G0HGdaiTEtx5iUY8yqCaaVOGM/ytiPMinFmJRiTEsxpuU4k1IsOF6MMvNjzMpx5uXEIZWUZFFNsqynWTbSLOpfI+QEs0qcaSXOtBxnVoozLydZVJLMywlmpQRTP87EDzMpuYFjVwojDLMGw5zNqOBy24mza0fZ9eKsu1HW7Qj7bpzbTpzbTpJ9K8ZtN85dL85NJ8y+7XLdctm3o9x1kzz0M9x0ktx1Mtx1s1w3k2yrUXb1OLtGgut2ml0n8BI37TTbZpJVPc5lJcpZKcR5KcxlNcJVLcplPcaqlWDXy7Bpp1i3kqxagUe2rjhclCyOSgYz32Dum5zVIlzWYpzVHM7rLpeNMKtGmFX9MFnLNlclk23VZVsPc1UNcVFyOfVdjoo2RyWH03JQP/FsTosOJwWLs4LFlWey9Uz2nsW+YHHt2VyXXXbVELt6iG3NZV22WJUNrkr68konAAAgAElEQVQG557KWV7mypc492WOfZUTX+PEVzgvilx6IitPYuOr7EoG+4rNbS3EfSPKQzPOXS3EbS3ETT3MtmIdrm1yWba4qNpclG2uyjarisN1NcRdI8pDM8F9I8Z9I8ZdPcZdI8aLTpKnToL7ZpS7VpT7A7fNKDeNMPtaiJt6iLtWmNtmiJuGy3XNYVex2FUtdlWTfV3npqFz1zC5r5vc142DoNg81sM8NcK8bIZ4047wrh3hfTvMu6bL24bJU0XlRVnmRVnlRUXnsazxWNV5aBk8dExu2jrXDYV9TeG+qvK6pvNcVnlXlPhYkflUk/nckPlUF/hdW+b7rs7nusTHmsznps5zXeW5ofO+bvK6YvKipPFY1ngoKTz5Mm99hfeezNuMwPucyBdP5o91k19aNj/VDf5UVfl9UeBTUeBjWeJzTedzTef3NYM/1C1+Xzf5Xd3kS93ku5bDh4bFm7LGy6rCU1PisS7yUJN4rMk8NTTuqkE/nqoqT1WFp6rKY1nmsSLzoqrwWFa59zXufY27ksFtyWRfNNn7Ntclk2tf5dpX2fsqO09hX1S5q5jcVm3WJYt1yWRTslj7JldFnVXRYOXrXBRVzj2Fs4Ic4AXlhSdzVVS4KqpcFTVWRZOrgsFlweCiqHOal1hmRI5zCqc5nZOsyXHGYpGymSYdZimbadJiljaZZwwWWZNFRmeWlJklZRYplXlKYZ5UmKcUZmmZaUZmnJYYJSVGKZlRRmaSVZnkTCY5l0neZZp3mXtBamRWCDHNWkyzJtOczThrM8o6DLMOw2yIfs6hm7MY+WHGhRDDrM0k5zDNuczyDrO8yTRnMsvbzAsuCy/MohBh7kWY+SGmRTfYn/Acxp7NuGAzKbhMCmEmXpipF2FWjDLKuYxyLpOcyzwXZuFFWRQiLL0YSy8a4EdZlKMsyhEW5QjzUnCPiecwK4RYeGHmhRCzfIhJ1maWdwMKNuO8xiivMSwYCKOUziBl0k+a3DVDXDcdNi2Hdcth07TZNx3uWiHumhFuG2Ee2hEeOxEeOiEeOi6PnRD3DZe7ustjK85jK86LdoqndpoX7RQPtSiP9TgPzQQP7TS7RoKrWhA2rStR1pUIV6UQl77Dpe+yKodZVyNcVsKs6zGu2yk2jTjreoxVLca6GmFXdliVLM7KFsuizjyvcuY7XJRcziomZxWT87LJ5YFVyWTlm6yLGtuSEUzcUmD9L3yL86LJecnhzLcCD8+3ufQsLgsWl3mDy4LKuqCyy2tc5zV2eZVNUWdTMtiVda4rOtuSxqoos/JkrjyZVUFiXRS48gROCyJnnsK5J3JZEFjnBXYFgWtP5KaocFNUuS1q3JVM7ksWN0WN66LKrqiy9r5eU+KiKHNWUrnwNS6LGhtf59o3uPVN7nybm6LLvmiz8wyuPZ2bksFNSee6qLL1FXa+wtZX2BYDdiWNfVnntmZwWzO4qRrsKxr7csCupLApyWxLEruSzM6X2HoC24LAdUFmXzTYezrXBZXbosqjr/FQVHkoyjz6ErcFgX1eYJcVuM5L7ApBX69LMtuywqaisPJFNp7IdV7kLi/xkBW5Tws8ZAPuswIPOYEXBYGXnshTQeTJE3lRlLjLC9wVBG7yItdZiW1WYJ0X2eQlrrMit2mB26TIbUTkLibyMq3yOqPylBB5nZJ4l1Z4nZB4jIs8pBXusyr3aZnHjMLLtMJjSuYhKXGXknjIKNxlZO4yEvd5iduiwL4gcO0J7Isi10WRlSew9URuPOkb+7zIdV5gnxe5KYjs8yK7nMAuJ7LNS6yzMuucwjqvsMlK39jm5G9scgpXOY2rrMoqp7H6bT2vcpmXuczLXOSkb/UAiYuCyEVB4qIgc1nQuPJMLgsGZzmZ45zAUUbg5F9E1+Q4bXGcNjlK6iwSKsuEzDIpcZSSOU7LHKckjpLi/4dlUmCREpinRGYpkUlSYpJSmGZ0ZlmTedZilrGYpk1mGYt51maWtZimNKZpjXnWYJzWGadNRhmLUcamn7XoZi0GeYdRzmGSsZllHBZpl3nGYJ5WWGRU5mmNWVpjljKYJ01mGZNpzmCS1ZlktKCe0RilFEZpnXHWZpx1mOQcJjmXYcZilLGYpm3mKZtF2vlWLtIOy4zLIucwL1jM8xbzgsWiYDHLmUwyGrOMyTJrsUibzFMms5T+az2tM84oDFMyw7SKMEnaDOM2vYjJQ9PmtmWzaxqsahrbhsFN02Jf0bkpm9zVbB6bLo9Nh8emzYu2zcuOw4u6zctGiJeNME/1CK+aCV43U7zvZHjbjPOmGed1K8V9PcF53uI4Z3HmhTjN6pznfuUir3NZMFkVbVYll00twk0rwbYWYVMNs66E2JRddr7Jxje4LJmc+iZHRYPLksO6HOKibHFeNjkvGUH47htsfJNtyeS6pHPtq6wKClfewfIXLS6LJmeezkXR4NI3Wfsma99iXTBZFXSuigprT+G6oHJTUNkVVNZFlVVRYVuU2fkKu6LMxgsEZOtJbIsi+6LAtihyWZBZ+RrrosLOE7nxBB588YDMg6/w4Gs8lnQefI27osqNp7ArSOyLCjtfZu2JXBQEzn2Fy6LCylPYFlT2BZXbvMp9QefBD3Hvu9wWTe58nfuSzouayVPD5LGuc19Tua0o3JYVbstyUFYU7iqBh/ZQ07ivadxXNW5LMtclmU1ZZVNSWPsya09ikxfZFiSuPZWdZ7L3DG6KBvuCwp2nBhTkQHAP4rLOimzyCld5ja1nsPVUVp7M2le5LMis8zI3hz7c5VRusyr7tMQ+I7LPiNxmRW5zMrdZjYeCwV1B476ocp0X2eUFVlmBVUbgMitxVVBYFVQ2OZVdWmWXlLnOyGziAtuEwH0uEPbHrMBTVuIpo3GblrnNq+wLCtc5kX1G4DYrcZOWuE4Lwb1zEtfZoE+3BTEQ+rzI3pPZFGTOMwJXnsrW09jllQMqe09nm1PYZhX2eYVdTmSVCX7vVVbgPC1wnhG5zCqsMiqrdMBVWglIKazSKuuMziqtBWVGY5XR2OQMtnmDVU5hnVfZFDRWOeUbV3mFC0/hoqByUdA4z+uc53VOszonOZlTL3AGzjyd07zBSdbiKGNzkjY4T2ucZzQushrnGYWztMRpSuAsI3GWVf5L0T1KChwnBU5SEscphUVSZZbSmaQMpimdWUpjkTFYZk3mKZ1lxmSZNVlmjEA4MyrzrME0YzBJm4wzFoOc/W1je5JzWGTdQARTDsuEylFK4iSjskxKLJMKy6TGMqGzSGlM0wqTlMI4KTPLqEzTCuOkxCipMk5bTDIWk4zNOG0xzdpMczbLjMNR0mIRN1kmTOYxg2XC5Dhlc5S1WGR1FjmdeS4oF3mDZcHkOGdykjY5ThkcpXSO0wYnGZPjlM4ipTJJKQwTCqOEhtB1dTqOTtvSua1FeGjHuGmG2NYt7jphHjpR7hthHhoxntpJXnVTvOwkeNmJ89SJ8qId4WUzzutmgtetJK8aAa+bad62s7xsZXhqZXjRSvPQSrMphzkrWJzlbU6zwUS49MyDZ2lyUTC5LFpclUKsq1F29QTbWoxNLfCML32Xq4LBpuSyrUZYV8KsKmE2lSjbSoRV1WVVcVhVHK5KFivfYl1y2JQdrssW+4rFddliV3bYlizWvs2m5AQphLLLumiz9kxWBZN1wWLr20FureywL9lceya7osW2FLD3TfYl61+49g2uizo3nsYup7Ip6OyKJrcli/uyxWNJ54V/oGTwVDJ5Klm88E2eSjaPFZeHssNdyebGN4N7+BbXZZN1xWBTNtj6Ote+zk3R4N43eaqEeFGJ8lSN8rIa5akS4lXN5XXd5W0zxJtWiJcNh8eqwX01ENa7isJdWeG+rPFQ0XmsGTzWDB4qOre+wm1JY1822ZcO+AbXBY29p3Ffdrgrudx4FndFKxB6z+C2oHGb17grGNwUDG48k71nsivabIoWW99iU9RZeTrros6uFFzzNq9xm1MP39W5yevs8yY3eZt9webWC3FfDLj1HG48m21OY5tX2XkGG8/gKq+x9kw2BZNdweKm4HBXsLgpqOxzgXG681QeioFHfl/QuMub3OS+/ladm7zCbU7hNq+wy8nssnIgxnmZXU5iX1CCSMRT2eSkg5eqcZlTWXk6u2KQgvrKTcFkl9PY5TSuCxrrvMIqK7PKKlxmJC7TMpcZhVVG4zKtcZXW2GRN1hmDVUpjldJYp3XWSZVVUmGd0tikNLZpnX3O4jpvsc1pXOd0bnIGu6wRCHNW5zyncVbQOSsYnBdMTjM6Z1mdi5zFZd7ksmhwdXA8zrMmp2mD84zFVcZildS4TBtc5gzOsxpnGZXztMxZWuEspXGSVDhOSBwnJI7iIscJkeOkxFFC5iipcJTSWCQ1FimDRdpgkTKZxQ0WSZOjjM1RxuI4a3KcNTjJmpzkTI7zQW55lrGYZW2mWYdR1mFUcBjnHOZ5l0XG5SjtcpIOc5K2OcmYnGRMlkmdo5TJccriOGWxTJvM0gaztM40pTNJakyTOvO0zixjMMnoTDMG04zJOBWI/DRjs0zbnCYcjuMWJwmb05TLadrlJBXiKGMFQpvTWWR1lr/hOGcEUULGDEQ3Y3KcNlimdGYJnXFCZ5o0GSdMhLImUFIFKprItprjppHjvpPlppXgrp3krpPmtpVl38yzKidZlRNsqgFXpQjnXoirvMtVLsRl1uEsZXKaMjnP2JylbY7TDqfZEOeFMOcFl7O8zUnW4CilcZzROc2ZgQDnTE6yBqc5k9O8zUnB5bQYZpG1maYMZmmTaTKwmGf5EJtygm0lya6a4qaRZV2Kc+VH2ZQPVKKs/DCXxRBXfphVKcyq6HCRN1kXXTalECvP5sqzWfsuWz/KrhQP3s8shDjPOpymTC6yDpc593A8zHnW4SLnHvpncZVz2XgRVjmXq5zLuhBmlQ9xlXG4TFmcx3UukyabrMU6Y7LOWuxyDtu0wSqhcp0x2WctrrMm25TOPm+zK4bYFBxWOYuLtMEqZ7EtuOz8MFdFm4uCyVlG4yIXLIpVzmRbsFnnHbYFl30xzCZnss0GwnXrWdx4FtcFk21eY11QWBcUNoUgrF1nVDZZjU1OZ51RuUrJrA7HVimdddpgkzW5LjhscxbrjMF13mafs9lmDPY5m33eYZsxWKc01imDTcpmk3HYZB1WWYurnMmqYLHyLK4KJudZjdOkxFVa5Sops0nLbNMy65TEJqOwyehssg7rbIRVNsZVNspVxuEiaXKZsrhM2ZzFDS4SJqucw1lG5ygucxJXOInKnMUV1hmLXdYOROu/YJU2uErbrNM2m5TFLm2xTeqsYwqrhMplRuMqEwjheULmPKGwzgZjfZHVucjoXOYMLrMGVzmDi4zGxrO59ly2eZt11uQqrXGRkrlMyVykVU7SOicpjfO0znlS4zypcZnUuUrrnKVVzlIalxmLy7TJWUzjLKZxGlU4dgXOojKXcZWrZDDG24zFJmuyyulsMjrbtMk6ZXIW1zhO6syTGoukzjJlBB5YQgvmdNoO1mnS5CxpcJYwOI1qnEZULuMG66TNVczkJGawSOpM4wrTmMI8JrOIyMxDGouwyiIsM3MFllGJ47jMLCoxishMYyqzhM4kpjKNaUyiKtOYyShqM4wYjGMG04TJOK4ySSjMkjqzmM4wqjOKGQyiBv2oST9m043qdOIK/bhOP6YziOiMIzazmMss7jKKmgzCOoOwTs9R6TkKPUeh4yq0QzKdr4SVQ12hE5ZoRUTaYYlWWKLhiDRsiZar0LUVhrYW4OiMwiaDkEHP1uk4Mu2QSDsk0nFF2rZIzxUZhmSGEY22o9BxFDquSsdVaFnSN5qWRMeV6TgKQkUXKGsCdVuk49o0TIWWI9OLKLRdkbopUNVFfFXA1wRKmkBZF6iaAhVDoKoLNA+0DYHWb+ptQ6ClCbQ1gbYu0tYFOoZA1xToWQI9W6B/YOCIDFyJgSPSd0S6rkTLEug4Ei1bpK4L1PWgPY3qzGIG02jALGaySNjMYibTqMY0ov/K4bOzmME8orGIakxCMmNXYhpWmEdUZhGNcVhnFNLo2wo9W6ZnyXRNkZ4l0TElulZwrGMc2qZIz5TomzJdXaZvfkUJjmkiHVWko4h0VZGeJjIwJPq6FNR1gbElMjJFhobIyBAZaEG7b0kMbPGAcECkb0t0HImuEzzsviMycESGtsTAEhk4EiNXYuxKTFyBqSuwCAssIwLTsMAsIjCPiswjErOwxDQkMHFFprbM1JKZWhIzOygnpsjUEpk5EnNHZhFSWIQU5q7M/HDsyFU5chWOXJWlIzMzJWamyMwUmVoSU1ti6spMXYlJSGISlplGFGZhiVlIZOoITC2BuSWwsAWOXZGlK7B0BOaOwMyRmdgqI0tjaCn0TYGeITAwRUaOzMiRGdoyQ0em5wh0LYG+JTCwBIaWwMgSmTgS05DC2JEZ2RJjR/7GyJYY2hIjK2Bsykx0iYkuMTYOY2oGDC2BsSOyiKgsYjrTiMosqjGNqEwjKuOQzCQsMwkrTEIKs5DCLKwwDSmMHIHR4Tl2DPGwBkQGlsTIlpnYChNHYRKWGbnS4XlK9AyRvikzcpRg/A7jOP76jEMy07DMNCozD8sswgoTJ5ibLVukaYm0LZGOLdFzJIauwsCWGJgifUOkawRl3xAZ6CJjQ2RiSow0ia4k0lIFGoZI3QjWXkMP1nFHlelowW8bWDJdQ6Sri3Qtia6j0rEV2pZM25JpGiINXaCmidR0mbohU9NFqppAVROoGQItU6StizQ0gbomUddkappCTVOpGBJlU6RqilQ0gbIiUFFEaopMTZeD85pARZcoa+I3SrqAbwj4ukDJEKjaMmVLpKgJeIaAZwoUD3iGQNEQKVkKJV2irH3loHtqoHtBXcJXJUqKRFkWKUkCZVHAF0XKikpF1SjJMiVZpihKlBSVsipS1gPntqwJCOflMBflKKtanIKkUdZ1OjGHQdJlkHQZZ+K0wg5FUyanCeQ1kbwqktdECrpCUVeoaCJ1U6ZmSFRUgaomUjNEarpITRaoywINVaSpibQNkZ4tMQypDByFviPTd+RD/WtboesGVqMfDqxbUBoMwjp9R6VryXRMOSgNMbBupkRHl+joMh1dpq1JtLWg3TVk+obI0JLp6yIdVaCnH9qmTFOXqcoCJTGgIgtUFYGqIlJRDoOrCJTlX6koIlVRoCwIVASBmiRSlyVqkkRVFKmIIlVRoipIVASZmqTQkA3qskZNEmgoIg1FoiYL1GSBqihQU0Qq8m/vL1BTD3U1mFxVXaKmy9RUiaah0DE1mroSGCYjWBwdS6BviYwckaEr0bEDUfpqLDq6REuVaMsSPUWmK0t0JPFb2ZFEeorMQJcYGhIjU2agi/Q1kZ4i0FMEhqrISJMYaSJ9RaArCnQlgb4i0FMFerpA3xDoHoxwx5TomTIDXQiuaciMdImxoTBQJEa6zMgUGOoCfV2kbyj0DIW2KtNQJapqMAZ1XaRhSDQMiboeLMaaIVA3g/43DZGWIdDUBFq6SMtQaGgSNUWgroo0NCloq2JwPfUwP1WZhiTTFGUaokhVCp5JVRSoScE8bqoHNIG2IQZOhiZQV4L+fb3vVwejY4jB+cPzLCsCJUmgKgvUZZGGItJSZVpqIE4NQ6CuCVTVYN5VVYWGqdK0RJqmSOPAr3WBmhV8r2WINA2JkipQ0AQ8VaDyVdx0kZYp01BF6opAQxWC8VAEGopAUxHpahJdRaQpiVQEmZIoUVIlSppI+TAH6/KvY9LUZFq6REMNrlNTRKqqTFWRKEsCZenrWhLxRQFfCvpeFAN8SaByeCZ1UaAqBNetiBJlUaYsqRQliYIsUFJFyqpMSZHxZZmSpOApMnlVIqeKFDQZT1e+UdAlCroYYEh4hkxBl8hrIjldIG8K5E2RvCGS00WyukTBVMnpCnlDI28oFEyRvCHgWQIlV6DiStRcjbqrUncCg1DRBCqqQEWTaLsWbdei5Zo0bYO6pdMJ2bQcmXZYoB0WaDgCwkMvxmMvwctBinYoQjcaYpBwGKVdprkw01yMcSZGM2biGQK+LQcd0CQ8XaOoa5R0mbKhUDYVKqb6jaqhUlckmqpM21DomAo9W2HgagxclUFI+0bfUenZCn1HZRjSGUZNBhGDflinF9Loh3WGEYNh1AzOhw16jkLfVRm4WlC3FfqWTN8Kyp4pBVb4wFcRGP6LBxN4FYFVlmhbCi0zqLdMmaYp03JUmpZysMwiNT3w8OtGYFSamkTHUOkYKi1Npq0rNDWJmiZTliWKgkhJkvFFhYpsUpF1KopMRQ0selWTg8mqylS1wHIH1lukogcLp6IHlHWFiqFQM1Qapk7D0GhoKk1Do26qVHWJqi7SMMQgUjADT6Juit/61NIl2ppMV5XpqTJDTWSgCgxVgYEqMjEV5o7B3NGYORIzS2LmyCxclYWrMNaFwIs9eMVTW2Jmf/WOJeauzCIqMw1LjF2RoSPSNQU6B8EfWzJDQzoIuERPVehrOj1VpWccDIIm0dIVmoZKQ5epajIlXcbXpGC+6QplPThW0iWKqkBJF6kaIlU9MPh1TaSmSZQ1mbIqfyt9RaSkiJRUiYouU9UVqppyEAyZqizTtTRGEY1xVGeWMJkmTIZhjZ4jMQgrjCMq46jKKKLQdyV6jsjAlZnGVSZxmVFUYhRRGIYVBqFgbrdthYYtU9VF6geBbJsyXUuha8s0TYGGGcyrsirgKzJlw6BkqJQMgZIuUDYEyoZI2RQpGyK+IVI0RUpG0JeyoeIZCmldJquJFFURX5cp6zJlTaKqKd/mXFmVqCgSNU2hrik0NYWmIlOTVaqKiS8rFFWZiilTtyQ6XyNAS2bgavRdhYGrMAzLDMMSfVem6yj0XJWuo9CxFfquRj+k0w+p9GyZvqsyjhiMDs5T31HoGhJdTaKtirRUKTCwikRFlijJEr4s4qsSRUWhrOuUNJ2iopNXVHKaSl7XKBj6v5A3FDxTIadL5A2JvP4bDJGcKZIzpQBDIWeoZHWVtK6RNnXShkTOEvBsgVZS4bgR4bIXZ9WLcd4M/jR05GvM8zKLvMxxQeOooHPsGRwXDI49g6OCziKrcuzpLPMK84zMccFAeNExeeravOqHGYZ1hmGFUVRkHBeYJiVmSZV5SmeU1miEJGp24Or7qnCYtMqvC8EIBKFsBOJbM1WahkrTUGgaMnVdoGWJdByJth2U/5muK9N1ZfphlX5YpRdS6IUU+mGFQURjGNUYRDVGMZ1+WPl2vutK9EMK44j0jWlUYR7XmCc0ptEg57SMKxynNI6TGsuEwjKusIgrh7yTxiyus0iaHGccjlI2k5jGMK7Ri8p0QiLdsEgvIjNM6ExTQQL/JG1ynnM4z7ucZm3O8w6nOZtZxqIfVakZgadRUYVD2KQE0YAuUTPkoPzqvR5Es2qI1EwpwPhPmHKQBrI02qZKW1doGSo1Q/kmOE0zyDl1LZG2JdGwNJqWGizyQ4g+tgQ2OZfXjQTPnTTvO2netlK8biR4WYvxshblZS3CUzXMUy3Cy3qUl7UoLyohXlTDPNbC3JUdbnybh2qYp0aUp0aMl60Yr3pxHpsR1p7OSUphHpWYRCTGIYFlWGYZVZg4MgMzWGztg7Fq6XLgxeoSNeMgooZIxZDwdZmiFpRlU/1GxVIoGyIVMxib2m9FVxepmPK/UDYkyoZI1VKpWlrgRSmBIa1qAh1H5rqV5e28wPulz6fTKt9dNHg1ybFvhblpRdg3wty1ojx049x3Yty2Ity1Yzz24tz3Q9z1wtz1otx3k+ybca4bCfatNKtGnPOyy4lncVIwOS1YnOUtzgsWZ16wmTSMq9StIDT2DSVwcgzhG0VL/A0SniXjm8rB8dHwLJ2spZOzVDxLoWgq+KaCp0mUDuuzbCiBwTJkaoZK3dCoGyo1TaEsSfiiRFEKRH6UtDj1IqxLUVZFl8vD5tuu6nJdd7lputx1wtx3Yty3kzx0kty3E9y1Ejz20rwc5HjRTfPQTvDYSfHQSnNTi7PyQpxnbI4SOkdxlUVMYxbTmEQDJ6quBZ5wWRHxZIGCLFBUFQqaSlZRyKpyIKq6HHimv8EzZXxLpWgG/fcM+RsFU6RgCodSwrMUCqZK3lDI6hpZQyNnCPiOwCCjsunGeHNS4N15ljfncV4uw7yYObycuzyMTG66Cnc9nbuu8Y37nslD3+SmrXHXtbjr2OwbJrdtF+Ft3+B5ZPNxEuGxkeR1L8PHWY4vyxy/O/b4w2mZP5xW+XzW4NNZk/NiiJ4j0jGDMKulizRMhaal0bQ1GpYahEO2RtvR6To6XVejG1LphVTajkjbEQPxjCj0vyHTC8v0whLdkEg/IjGIygxjMoOY/K0+jCsM4zLdsEA/JtGPynRCAp2QQD8iMkkILNMiZwWdq5LNvhnjvpPiphnjph7mphHmthlhXw+xqzpsy4eXzT2Lte+y8V3WvsuVZ3ORNzjL6RzlNaZpmWlK+matrqphds0YL7txXnbjPHXjwb+0BimeJzmeZ3meJlmuOzFOiibjuEQvJNKxRRqGQE3/NSSu/aZdOyz8mhZ4PA1TonnwuBumFISZtkjbluhYEj1bom+KdAyRhhV8pm3JdGwpSNu4El1LomUZB5EWGdoCs5DAJmfweZThl5Msf7v0+Oe6xD/XJX4+yfD9PMYfj1L8uEjx+0mM74YRvp8l+eMixZ+OMvxhluDzJMbHUZiPozDfTeP8YZni+6M03y9T/G4e43kY5kXTZF/W2RZ1rvIaF1mVi4zMeUbhJKkwDgdzqXUIq2uaSM2QqJsSZSPIx5WsA7qIr4mUdPEgnAFVU6Z6MFB1Q6KmizS0A7pAzfyVuvWb0pLwZSkInQ+pmW5YYNeO84dVgx9XxYC1zw+rIp+OU7ybRXmeR3kzdnk7CfFhEed5HuXdNMz7aYSPywi/u4jy3XmcL6cJPh2n+XLavQ4AAA9eSURBVLjM8HGR4+NxgXfHeV4vMjwOo9x1Xe46Lncth4e2y307zL4Z5rLsMMno1FyR4lexNQM8819F17NEPEvCNyVKhoxvBAKStTSyjkLBlshb4iGUFihaEiVLomhKeIaIZ4iUvxokXQqiADlIb1QNgX5cZd1M8mpc4PUwy9thnBddM/gn3sDmzdjm7djm3cTm7cTl3STK8zTKu0mEd5MIz7MYz9Moz+MY7wZRXnXCPLXDPNQd9r7FtqBzlVODuZHXOM9pHGc0lmmVcUykZQcRnq8KlAyZnCKQUQTSqkBWFcipAvmvaU9NJK8HeHqQXimbMlVboWRIlM1gvpRMEd8SDoj4B6PlGRKeFqQnypZEL65wVXN4NUvx8STFx9ME708ivD+J8HwS5fkozLu5y8uRzpuxxauByVNP4/XQ5M3I4t3E4fXA4GVP4/XQ5qmr86JjILwbaLwbGDwPbL5fZvnpLMdfVjn+vsvzj+s8/9wX+bebCn+9afLzdYPPx3m2FZOjlMQ0LDN0FXrhQFT7h7IXVhlEDUZxk15EoR9TGSY0BnGV/kE4R0mNUVL/lbjGMKYyiCoMIhKjmMgkLjJLykwTEuOYwDgqMIqK9KMSg6hIPyzQCwn0wwKDcHB+mRS4LCjsqhb37TAvhzHeTpO8nSR5O07wehjnVT/Ki26Yh5bDbcNmXzW5Llvc1hxuaxa7ksaqIHOVV1h5Ohvf5Lrqcl112FZNdnWTm5bLfdfl5cDl9TDE+1GYD+MwHydhPkzDPM+jvD+K8XYR42kUY1W2mMZE+nYQ8tcNgYZ1KE2Bpv1r2TSDiKBlBRsiX2nbgWj37GATrW8Hm2dDW6JvBbnynh08k+Fho2nkSgxsmZ6l07cUhpbAMixwW9L4/SzNn08z/NtFjH+/iPEflwn+4zLJv53H+csyxM8zlz9Nw/w4dfhh7vDDwuWPyzA/H8f5cR7mDzOH72cWPyxMfliY/Lhw+XEZ4vt5mC9Th+ehxduuxeuOxWPD4qaksy0obAoSVzmRy5zCSUZhGpfph4LN0qp2yEPqEhVDpmRKlC2RshWE1752CLPNwAsr6QKVg+H6ujnz1Wg1DkJaNYPPlC2Bki1QsYKNjYohU9QMyqZGWQvG/6Js8P22wk/7Ij9tk/xxk+DHVZzvL6J8dxzi89LmdwuXLxObD2OT55nNh7nDh7nDp2WEL6cuXy5MvpyH+XTi8unE4dOxw+fjGJ+PEjwvY7xbRHg5dngxMHnoWdx3DO46Jvu2xXXTYtewuSgZjBIydUc4/Nagz74pULSCsmRI+IaEb4oH0ZXwDuF01pTJWhI5SyRnCuSMIIdZsEQ8U8DTBQq6gGcG4l0yglRWWRbwxSB/O4pq7JsJXg1TvBnGeD+O834U5v3Q5O1A521f5W1f5t1Q5nms8jzW+DA2eB4ZPI9Mnocm7wcmz0OL90ODtz2NV02V1w2d13WLh7IRvOfsiaz94F3wr/+gW/k6ZwWZSVykYYmUNAFPFcmqMilNIqGKpDSBjCqQ1YL+ZfVfyesCnnbYTDNF/K8G3AjG7qvoliyBsini64Exr+gyVUOiHRI48w1ejKK8W0b5cBzh01mcT+dxPp7G+HQS5dNxhI+LEO8mFm+HFm8GFq96Bi+7Bq+6Jq/7Nm8GNu+GJh8mJu8GOm/6GsLzyAgaPY2fjmP85SLGXy5d/r5x+cfW5R/bEH/fRPjzNsPPuxw/7/J8d5bmru1wmlWZRlWGYYV+SGYc1RhFVIYRlVFEYxRVGcQkhnGJUUJmGJcYxmVGCZlRQmGYNBgmDUYJg3HCZBw3mMQMJjGVSVRgFhdYJEXmCZFpTGASERhHBEYxhXFUYeiKDF2BWVRkHhU4igtcFTTumyFedMO8GoR5M47wcRnjy3GSj/MEH2cJnqcx3o0ivB2GedV3eNFxeGyFeOqEedG2uK0p7Csq26IWvGObN7grO7xohXnRdrnvmDz2LF6ObJ4mJm8mFs8Tm08jg89Tkw8TnQ9Lk3cLndcTjbezMI/dCJcFk4krMbClQDydQES7tkjPlYLNr5DMIKTSNgU6lkjXlr7RsyV6lviNvi3TtyX6jkTflhiYQb56ZEv/CZmRITPUBE7CIg9lgx/mSf56keJvZ1H++4XL/7gM8z8uI/z38wj/cezyj5nF3yYWP41sfpwY/LDQ+X6p8/3C4o/LMH8+jvGnhc2PM5WfjjR+Otb5aWnwp7nD9zObzxODj0Od557Bu7bBq7rGU1XnoSRzX5K5KUpc+yq7ks3KczjNGPRdkdrXHWpVoqppQQ7bVKiYIiUzWEQlU6BiHYT320ZSkGv/ylfPtW4KVA+Ly7dF/JBCxVbxZIGiouDpBr6hUbckjvIWn049frkp8eebFL/sI/y0C/PTJsRPK5cfzmy+Pzb545HNn2YOv59bfF46fDx2+HTs8uU4zOdTh1dzkbdLl99fpflybvPxROHLaYjvThI8zx1ejw1ejU1ejiwehyb3fZObvsl+YHPbtbjvmNw2LXbVEMusQdsKNqqqB2PjmQK+8XWH/ZDrNgI8I9gc+kqQu/y1XTBECrpAQRUoKELg7ZoivilQVoMNw6Yi0HdVNn6E50GaD4Mw73s27wc2H0cOH4cGHwY6H/oqz32Jj0OFL1ONL1Odz2P9cM7iXVvnbUvj08Dmw0Tn/Vjmua/zvmnwumbwVNW4q0jsKyLbisy2LLMpKWxKCltf5TInsUxKDGMKTUvGVyWyskJKUYjJEglVIK0JZHSBrCGS0YVv5PQgQvgaGXiHcfNMAe83kULJPGAEwl7VRbohiTPf4sU4yrvjKM+nIT6chfh4FuLTeZhPpyE+nwR8XNq8n+q8Hqq8Hhq8Gdq87FncN3V2ZZFXfYdPM5ePY43nkcr7oYbwYazzPNJ5N9D4+TTM31YR/npl8deVxt/WKn/fGPxja/PXTYw/r+P8eZPkT1dpPs4TbH2No5jMNKwyCavMYwazqM4sojOLBK/TjGIyo7jMOKEwTiiM4vI3holAcEdxg3E82KyYJywWCYNpLBDdeUJkFhf+RXTHMYVJTGUclRhHBGZRgWVC4qpg8NgO8TxL8TxL8DyP8XEZ4/NJjO/O4nw5jvPdSZIvR3E+LqI8z8K8Gzu8Hji86kV4M4jw1LN50bF4N0pwXTK5yqncl11eNCM8NF0eWw4PXZungcOrsc2rmc7bmc7zVOfzROfTVOPTXOd5qfD+SOH9kc7ricXrcZTHTpzTtM48pjJyZcauzDikMAmpjJygPXTlX9/ucBUGjvyNvnMQ2f8fhpb4XzK2RKa6yEwXuM6o/G6U4B8XGf7tKsE/zx3+27nB/3Rh8t/OLf7jxOSfS52/TRX+MlH5aazx41Tmh6XM90cKf1ho/Lhw+OUoyvcTg+8nKn85tfnlxOSnpcEf5xY/TE1+P9b4MlD42JX52NF431B5V9d4XZV5VRF5URZ5KKvcl0xuKy77UojjtEbHEYO3NQ6bPhVNpmrIVC3x19cUzV9fWaxZIk1bomXLh6gh2NWvG/+F6DoSni1RNCTKh1eDfFWkKAsssi4flmV+vCry522Wv1xH+ena5Odri192Nr9sbH5ZWfzp3ORPJwa/HFv8eGLxu1OLL2c2n08dPh1ZfDo2uR9IbOoS7xYRvpyH+Xhs8OUkyncnKZ7nLq9G+r+I7uPQ5nFo82Jk82po8eb/7ePMvto24jCqZWYky/IqAmGPDQ5LDJYtgbewNyRt0gAFY0sYmkOalJLS7fT/v32QIUlPTx/uGelFD3q455vffFLN4XQty0l1jG8WsgRFwbJtjKSrf5audS/dUeK1DaZHwrln0k64v58eJdwZqTFtJlvzKaUxPWo6LCsd3xXszOQ4Whqj/yxPXHWIqhbRukXsW0S+YLBu0l/XiesGccMgbmjJtS8ZNtLEtQxvSjrHFUG0nmLQUPR8g/6aor+S4uxpipOKxfcVwXej/28cLsgRFi/KioN5yc6MRXvCwc/ZLFqCOVMwJQRTUjIu9a+k+yVTtv6VdP+L+ZFwyymDRcekbCUjlY1JxWt/nPPuOIOtHPG2S7zjEm+liZ+nibsOccdh2EkTt1LEG4p+oDirWRytKl5XJIfzBi9LBr1ahjh0iQLJoK4Y1BUamoaWLNw+d/njIMvdnuLTjsanXY27fYPfv1HcHbjc7mX49SDPzW6R2/1ZLsPHvJpz6BYtmjlJMyeTk+usoJVXtAoWQdGk4QnCMUk4Jgk8QaNg4BcN/DGFP6aojynqRUngKTY8iw1PEXqJbO/5SrqemTzPE4SeTnvcZH8+zcnaBNHmBHHrEYPNAlEzT9TKEo+SyGWnyFXX46rrMWwXiJs5+qFLr57mrJbjzM9z9CzFaS3DT7tlXi9maRU1Xs2lOFkp8nY1x3E1y3HN5TTIchq6/LCp6G0I+oFgGAri0GDYEgxaBlHXZNBR9Fsu/U2P0/o4368+YncmTcdLJe9r1H+tOxqha9BIG8loICep5yR+VnxFIysfqGfEA42MIMhKgoyg/q8+auCadF2TfU/Sf5rntvWYu26eu47NX1uKv7cEf29J/uyY/NkR/N4y+DXU+RQafGxovA81rlsa122d67bifTPFO9+mV9G4qklun7vcdGx+btu830hx3bC49g3erelcruoMl3Wiik60aNJf0OgtaJyWNU7KJkclizdPbF6XXA5LOdpTGaoZwXJKJXPotMWiYzzMZBfsz+uCrfE0bbCSEay4giUnke/SqIx+L94vpTvnmsxaGiXbpCSTdNyczNILF/m4v8TNwQy/vRzn7lWW228tbg4lHw8EP+8JftlTfNwWfGjr3HQkH7ZsrrqSuKuIOzbDjsOgleK7NcHGuMZBWXLRzRN30gw7HpftCeJWjvMNl9MgzXHd4aie5qie4bjucuLb9HybyHcYrLucVQu8XS6wO5vDLzhUUjpPbO3/pauS7fY998lv8out+LSlMad0ZmWSeqcsjVmVtD7W0pLtyeR85+Rpnotqlne1FFfrgitfjhKt4KJhEDU0hqHO1abOj02Ddy3BZWhxGWQ4X3XY9jSOFhUXdWcURhTDIM2wliF65nK2kuLtkuDbisHLRZPDBZMXZcGL8udPz/dmFDuPXZpemmeOxYKUzAvJE9ti8l/SfWgjpIxRqv8s3fm08cCTLxJuaTRWKds6FdukWjA4WC7wplGk184R7bjEOzbRjiLeklw8V8RdSdyWDDuKYUsybJoMApNz3+K0muJVSbA9ofFy3uDcd4kDhyiQRIEialj8A/W8guiaqz9GAAAAAElFTkSuQmCC" /></span><span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;"></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;">З тих днів минуло вже 5 років, але
біль в серцях мільйонів українців не вщухає. Біль втрати рідних, а також
частини території України – і до сьогодні тривають бойові дії на Сході нашої
країни, де досі гинуть наші хлопці і дівчата.</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;">Українці завжди будуть пам’ятати ті
страшні події, які назавжди змінили нашу свідомість.</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: UK;">Україна була і буде величною, її
люди – волелюбними та нескореними!</span></div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-31517673166311558582019-01-21T07:39:00.001-08:002019-01-21T07:41:58.937-08:00Акція "#Обійми товариша"<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="UK">До Всесвітнього дня обіймів 21 січня 2019
року у Чернівецькому ВПУ радіоелектроніки відбулася акція «</span>#<span lang="UK">Обійми товариша». Організатори заходу
розповіли учням про силу обіймів у їх житті та запропонували просто обійняти
свого товариша, а потім і зробити загальне тісне коло в якому всі всіх обіймають,
посміхаються та неймовірно щасливі. <o:p></o:p></span><br />
<span lang="UK"><br /></span></div>
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<span lang="UK">До даного заходу також приєдналися інші
педагоги та адміністрація навчального закладу.</span><br />
<span lang="UK"><br /></span>
<span lang="UK"><o:p></o:p></span></div>
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<span lang="UK"><br /></span>
<span lang="UK">«Обіймайтеся! Даруйте свої посмішки та
хороший настрій, позитивні емоції та радісні моменти один одному і тоді нас
ніхто не подолає)))»<o:p></o:p></span><br />
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com1tag:blogger.com,1999:blog-6695048990066470637.post-77219422276228842902019-01-09T10:00:00.000-08:002019-02-14T08:10:38.690-08:00Участь у педагогічних читаннях<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="UK">Згідно плану роботи Чернівецького ВПУ радіоелектроніки
на зимових канікулах 08.01.2019 року пройшли педагогічні читання з теми</span> "Використання
педагогічних технологій як результат роботи над єдиною навчально-методичною
проблемою училища" на яких зі своїми доповідями виступали педагогічні
працівники навчального закладу. <o:p></o:p></div>
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<span lang="UK">В даному заході прийняла участь і майстер
виробничого навчання Пуюл Людмила Анатоліївна з доповіддю на тему: «Ігрові
технології для контролю якості знань, умінь та навичок учнів під час уроків
виробничого навчання» та продемонструвала одну з ігор «Хороші друзі» на
прикладі якої показала як можна цікаво опитати учнів по матеріалу з попередньої
теми, підібравши запитання з різних предметів для присутніх гостей. <o:p></o:p></span></div>
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<a href="https://drive.google.com/open?id=1IRlkIyTkYRpdojl3nSUbSf4oggNnlnwv" style="text-indent: 35.45pt;" target="_blank"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnwudgIg9OcweJLpHU43pWUWeQN3vzMYctVhrb4PPMLRXZlHW4t-pliTUKl5XdsuUhS0TrjmXvuCBSK17bIDG5Lt3WiJeJOxWYdPtODPovllPAsFoihzNBxI9hyphenhyphentR9-Gx-JG1M_RbJbNI/s320/%25D0%259A%25D0%25BE%25D0%25BD%25D0%25BA%25D1%2583%25D1%2580%25D1%2581+%25D0%25A5%25D0%25BE%25D1%2580%25D0%25BE%25D1%2588%25D1%2596+%25D0%25B4%25D1%2580%25D1%2583%25D0%25B7%25D1%2596+%25D0%25B4%25D0%25BB%25D1%258F+%25D0%25BF%25D0%25B5%25D0%25B4%25D1%2587%25D0%25B8%25D1%2582%25D0%25B0%25D0%25BD%25D0%25BD%25D1%258F.png" width="320" /></a></div>
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<span lang="UK"><br /></span>
<span lang="UK">Обговорюючи даний метод актуалізації
пройденого матеріалу, Людмила Анатоліївна прийняла до уваги всі зауваження та
пропозиції запропоновані учасниками педчитань.<o:p></o:p></span></div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-87095216887359954322018-12-10T15:20:00.000-08:002019-04-25T07:35:58.181-07:00Участь у конкурсі відеороликів про права людини «PROПРАВА»<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "times new roman" , "serif";">З
5 по 7 грудня 2018 року</span> відбувся конкурс відеороликів про права людини
«PROПРАВА», присвячений Всеукраїнському тижню права – 2018 серед учнів та
студентів закладів середньої та вищої освіти Чернівецької області у якому взяли
участь члени гуртка «Відеозйомки та відеомонтажу». Учениця групи № 17 Лазоряк
Анастасія під керівництвом Пуюл Л.А. презентувала свою конкурсну роботу «Права
дитини».</div>
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<a href="https://www.youtube.com/watch?v=suckmDTD8Rw&t=33s" target="_blank"><img alt="https://www.youtube.com/watch?v=suckmDTD8Rw&t=33s" 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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-51364924962444213542018-11-28T10:00:00.000-08:002019-02-14T09:30:22.352-08:00Проведення відкритого уроку з виробничого навчання майстром в/н Пуюл Л.А.<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="UK">27 листопада 2018 року майстер виробничого
навчання Пуюл Людмила Анатоліївна провела відкритий урок виробничого навчання з
професії «Фотограф (фотороботи)» 3 розряду у групі № 17 (ІІ курс) на тему
програми №4 «Освоєння процесів фотозйомки» тему уроку «Використання композиції
під час проведення фотозйомки». Методичною метою уроку була «Подання нового
матеріалу з поетапним закріпленням та використанням ігрової технології».<o:p></o:p></span></div>
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<span style="text-indent: 35.45pt;">На актуалізацію опорних знань учнів
майстер підготувала електронне тестування, де за 10 хвилин учні самостійно
відразу ж побачили свої оцінки. Під час пояснення нового матеріалу Людмила
Анатоліївна використовувала презентацію зі схемами та фотозображеннями
кінцевого результату роботи. </span></div>
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<span style="text-indent: 35.45pt;">Так, як цей матеріал учні уже вивчали на теоретичному
навчанні, то урок був побудований у вигляді діалогу, де учні самостійно
згадували вивчений матеріал, а майстер лише уточнювала, як Закони та правила
можна використовувати на практиці, де і в яких випадках їх краще застосовувати. </span><span style="text-align: left;"> </span></div>
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<span style="text-indent: 35.45pt;">Усе пояснення було розбито на декілька частин і після кожної із них проходило
поетапне закріплення двома способами: по 2 учні виходили до дошки де створювали
аплікацію з поданих елементів (фіксуючи їх на дошці), дотримуючись вказаного
правила, а решту учнів повторювали новий матеріал у вигляді усного опитування.</span></div>
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<span lang="UK">Для кращого сприйняття матеріалу була
проведена фізкультхвилинка, де вправи для виконання показували мультяшні герої
у вигляді анімації. <o:p></o:p></span></div>
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<span lang="UK">На загальне закріплення усім учням було
запропоновано створити фотозображення на ПК використовуючи запропоновані
елементи у форматі </span>*.<span lang="EN-US">png</span><span lang="UK"> і створити картинки на вказаний варіант
(було запропоновано 6 варіантів). <o:p></o:p></span></div>
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<span lang="UK">Навчальну мету уроку було досягнуто, тому
що на кінець уроку всі учні здали хороший відзнятий матеріал з дотриманням усіх
правил композиції та отримали відповідні оцінки. <o:p></o:p></span></div>
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<span lang="UK">Відкритий урок відвідали, як молоді майстри виробничого навчання та і досвідчені колеги, які на обговоренні уроку відповідно оцінили роботу Пуюл Л.А.</span></div>
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<span lang="UK"><br /></span></div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-45468189480900324462018-11-28T09:00:00.000-08:002019-01-04T01:45:24.057-08:00Матеріали відкритого уроку з виробничого навчання майстра Пуюл Л.А.<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="UK" style="font-size: 12.0pt;">ПЛАН ВІДКРИТОГО УРОКУ ВИРОБНИЧОГО
НАВЧАННЯ<o:p></o:p></span></h2>
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<b><span lang="UK" style="font-size: 11.0pt;">Група:</span></b><span lang="UK" style="font-size: 11.0pt;"> № 17</span></h3>
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<b><span lang="UK" style="font-size: 11.0pt;">Курс:</span></b><span lang="UK" style="font-size: 11pt;"> другий</span></h3>
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<b><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">Урок проводить
майстер в/н:</span></b><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;"> Л.А. Пуюл<o:p></o:p></span></div>
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<b><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">Тема програми № 4: </span></b><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">Освоєння процесів
фотозйомки.<o:p></o:p></span></div>
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<b><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">Тема уроку № 4:</span></b><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;"> Використання композиції під час
проведення фотозйомки.<o:p></o:p></span></div>
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<b><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;"> НАВЧАЛЬНО-ВИХОВНА
МЕТА:<o:p></o:p></span></b></div>
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<b><span lang="UK" style="font-size: 11.0pt;">Навчальна
мета:</span></b><span lang="UK" style="font-size: 11.0pt;"> Ознайомитись з законами
та правилами композиції, їхніми характеристиками та навчитись фотографувати з
дотриманням композиції.<o:p></o:p></span></div>
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<b><span lang="UK" style="font-size: 11.0pt;">Виховна
мета:</span></b><span lang="UK" style="font-size: 11.0pt;"> Виховувати в учнів
бережливе відношення до обладнання і майна училища.<o:p></o:p></span></div>
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<b><span lang="UK" style="font-size: 11.0pt;">Розвиваюча
мета: </span></b><span lang="UK" style="font-size: 11.0pt;">Розвивати навики творчого
відношення до праці.<o:p></o:p></span></div>
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<b><span lang="UK" style="font-size: 11.0pt;">Матеріально-технічне
і дидактичне оснащення уроку: </span></b><span lang="UK" style="font-size: 11.0pt;">комп’ютерний
клас, матеріали письмового інструктування у вигляді презентації, електронне
тестування, електронні і роздруковані зображення та переліки запитань для закріплення
нового матеріалу.<o:p></o:p></span></div>
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<b><span lang="UK" style="font-size: 11.0pt;">Методична
мета:</span></b><span lang="UK" style="font-size: 11.0pt;"> Подання нового
матеріалу з поетапним закріпленням та використанням ігрової технології.<o:p></o:p></span></div>
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<b><span lang="UK" style="font-size: 12.0pt;"></span></b></div>
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<b><span lang="UK" style="font-size: 12.0pt;">ХІД
УРОКУ<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><b><span lang="UK" style="font-size: 12.0pt;">1.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span lang="UK" style="font-size: 12.0pt;">Організаційна
частина – 3 хвилин:<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt;">1.1.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt;">Перевірка
зовнішнього вигляду учнів. <o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt;">1.2.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt;">Перевірка
наявності учнів.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt;">1.3.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt;">Перевірка
готовності робочих місць до початку уроку.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="UK" style="font-size: 12.0pt;">2.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span lang="UK" style="font-size: 12.0pt;">Вступний
інструктаж – 1 година 25 хвилин:<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt;">2.1.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt;">Повідомлення
теми та мети уроку.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">2.1.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">Актуалізація опорних знань учнів:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt;">2.1.1.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt;">електронне тестування – 10 хв.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt;">2.2.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt;">Пояснення
нового матеріалу з поетапним усним та практичним закріпленням:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt;">2.2.1.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt;">Основні поняття композиції:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-family: "wingdings"; font-size: 11.0pt;">Ø<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt;">закони композиції;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-family: "wingdings"; font-size: 11.0pt;">Ø<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt;">правила композиції;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-family: "wingdings"; font-size: 11.0pt;">Ø<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt;">фізхвилинка;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-family: "wingdings"; font-size: 11.0pt;">Ø<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt;">кадрування зображень;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-family: "wingdings"; font-size: 11.0pt;">Ø<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt;">помилки кадрування під час проведення
фотозйомки та методи їх усунення.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt;">2.2.2.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt;">Основні принципи фотозйомки цифровими
фотокамерами з дотриманням законів та правил композиції.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt;">2.3.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt;">Закріплення нового матеріалу у вигляді практичної
роботи (електронні зображення та презентації додаються).<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt;">2.4.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt;">Доведення до учнів норм часу та критерій
оцінювання при виконанні практичної роботи.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt;">2.5.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt;">Пояснення вимог з ОП.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="UK" style="font-size: 12.0pt;">3.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span lang="UK" style="font-size: 12.0pt;">Поточний
інструктаж – 4 год. <o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">3.1.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">Організація робочого місця.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">3.2.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">Самостійна робота учнів:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">3.2.1.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">робота з матеріалами письмового інструктування;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">3.2.2.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">пошукова робота учнів в глобальній мережі;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">3.2.3.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">фотозйомка з дотриманням композиції;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">3.2.4.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">обробка відзнятого матеріалу;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">3.2.5.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">удосконалення процесу зйомки та прийомів фотографування.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">3.3.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">Цільові обходи робочих місць майстром в/н:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">3.3.1.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">контроль за самостійною роботою учнів;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">3.3.2.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">контроль за виконанням вимог охорони праці;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">3.3.3.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">індивідуальний інструктаж на робочому місці;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">3.3.4.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 11.0pt; mso-ansi-language: UK;">видача додаткових завдань найбільш встигаючим учням.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">3.4.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">Прийом та оцінювання виконаної практичної роботи.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="UK" style="font-size: 12.0pt;">4.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span lang="UK" style="font-size: 12.0pt;">Заключний
інструктаж – 10 хвилин.<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">4.1.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">Підведення підсумків уроку.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">4.2.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">Повідомлення балів учням. Аналіз допущених помилок та
методи їх усунення.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">4.3.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">Повідомлення домашнього завдання.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">4.4.<span style="font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">Прибирання робочих місць і навчального кабінету.<o:p></o:p></span></div>
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<br /></div>
<br />
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<span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">Майстер в/н <u> </u> Л.А. Пуюл <o:p></o:p></span></div>
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<span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;"><br /></span></div>
<div class="WordSection1">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/open?id=1zF7w0XA9H5FU93AqXhLXPjKYUXg7WoZn" target="_blank"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIVP131ZaLuc0P0-PHOvwbynWXDWBVmxEfj09U1fUIZ8smEOWwyY8NXzTL-ySOhiIXNYLTCar2vebeTCSaBH385Z4UJs0_sjhG8J6LlzmNMja_7SYNNm-9okyn1I8YfLdZ6ESLFUTYiOE/s320/%25D0%25A24+%25D0%25A34+%25D0%25B4%25D0%25BB%25D1%258F+%25D0%25B2%25D1%2596%25D0%25B4%25D0%25BA%25D1%2580%25D0%25B8%25D1%2582%25D0%25BE%25D0%25B3%25D0%25BE+%25D1%2583%25D1%2580%25D0%25BE%25D0%25BA%25D1%2583.jpg" width="320" /></a></div>
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<b><span lang="UK"><br /></span></b></div>
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<b><span lang="UK">Актуалізація опорних знань
учнів у вигляді електронного тестування:</span></b></div>
</div>
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<span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">
</span></div>
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<!--[if !supportLists]--><b><span lang="UK">1.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">Витримка - це...<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">параметр фотокамери, який налаштовує матрицю.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="color: #2c2c00; mso-ansi-language: UK;">інтервал часу протягом якого
світло впливає на світлочутливий матеріал.</span><span lang="UK"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK" style="color: #2c2c00; mso-ansi-language: UK;">можливість утримати камеру
на одному рівні.</span><span lang="UK"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">інтервал часу протягом якого наводиться
автофокус.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="UK">2.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">Фотозатвор - це...<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">пристрій, який дозує інтервал часу під час
якого світлочутливий елемент буде відкритий.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l3 level1 lfo3; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">пристрій, який дозує кількість світла, яке
буде проходити через об'єктив.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l3 level1 lfo3; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">параметр, за допомогою якого
налаштовується діафрагма.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l3 level1 lfo3; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">пристрій, який перевертає зображення у
видошукачі.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="UK">3.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">Вкажіть основні характеристики фотозатворів?<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">ККД.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Ступінь спотворення зображення.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Точність і діапазон витримок.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Надійність роботи.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">5)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Усі відповіді вірні.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="UK">4.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">За місцем розміщення фотозатвори поділяються
на:<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Фокальні та апертурні.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Шторні та центральні.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Шторні та центральні.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="UK">5.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">Які затвори називаються фокальними?<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Ті, які знаходяться в самому об'єктиві.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l8 level1 lfo6; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Ті, які знаходяться у пентапризмі.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l8 level1 lfo6; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Ті, які знаходяться перед світлочутливим
матеріалом.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l8 level1 lfo6; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Ті, які знаходяться перед кнопкою спуску
затвору.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="UK">6.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">Виберіть шкалу витримки:<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">6400, 3200, 1600, 800, 400, 200, 100, 50.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l5 level1 lfo7; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">8000, 4000, 2000, 1000, 500, 250, 125, 60,
30, 15...<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l5 level1 lfo7; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">3,5; 4,0; 4,5; 5,0; 5,6; 6,3; 7,1; 8,0;
10,0; 16,0...<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Вірна відповідь відсутня.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">
</span></div>
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<!--[if !supportLists]--><b><span lang="UK">7.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">Які види витримок Ви знаєте?<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Мала і велика.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Низька і висока.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l0 level1 lfo8; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Вузька і широка.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l0 level1 lfo8; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Довга і коротка.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l2 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><b><span lang="UK">8.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">Пріоритет витримки - це...<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l7 level1 lfo9; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">параметр, який налаштовує затвор.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l7 level1 lfo9; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">режим, який призначений для створення
ГРЗП.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l7 level1 lfo9; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">режим фотозйомки, який призначений для
фотографування швидкорухомих об'єктів.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l7 level1 lfo9; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">параметр, який налаштовує механізм роботи
дзеркала.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l2 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><b><span lang="UK">9.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">При роботі в режимі TV...<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l10 level1 lfo10; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">користувач встановлює витримку, а камера
самостійно налаштовує діафрагму.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l10 level1 lfo10; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">користувач встановлює діафрагму, а камера
самостійно налаштовує витримку.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l10 level1 lfo10; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">користувач встановлює сам і витримку і діафрагму.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l10 level1 lfo10; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">камера самостійно підбирає і витримку і
діафрагму.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l2 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><b><span lang="UK">10.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">Від чого залежить різкість кадру у режимі
Т</span></b><b><span lang="EN-US">V</span></b><b><span lang="UK">?<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l1 level1 lfo11; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Від величини витримки.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l1 level1 lfo11; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Від відстані до об'єкта фотозйомки.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l1 level1 lfo11; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Від реакції фотографа.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l1 level1 lfo11; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Усі відповіді вірні.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l2 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><b><span lang="UK">11.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">Що таке ISO?<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l11 level1 lfo12; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Це світлочутливий матеріал.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l11 level1 lfo12; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Це матриця.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l11 level1 lfo12; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Це параметр, який налаштовує чутливість
сенсорів на матриці.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l11 level1 lfo12; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Це параметр, який налаштовує величину матриці.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l2 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><b><span lang="UK">12.<span style="font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span lang="UK">Які недоліки високого ISO?<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l12 level1 lfo13; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">1)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Шуми і швидко зношується механізм дзеркала.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l12 level1 lfo13; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">2)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Швидко ламається матриця і механізм дзеркала.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l12 level1 lfo13; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">3)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Шуми і швидко зношується матриця.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK;">
</span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l12 level1 lfo13; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="UK">4)<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">При використанні високого ISO недоліки
відсутні.<o:p></o:p></span></div>
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<span lang="UK"><br /></span></div>
<div class="WordSection1">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="UK">Перелік запитань для
поетапного усного закріплення нового матеріалу:</span></b></div>
</div>
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<span lang="UK">
</span></div>
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<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Що повинно
займати 2/3 кадру при використанні правила
третин?</span><o:p></o:p></div>
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<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">У якому
випадку можна не дотримуватись даного правила?</span><o:p></o:p></div>
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<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Де необхідно
поставити основний об’єкт фотозйомки?</span><o:p></o:p></div>
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<!--[if !supportLists]-->4.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">В яку
сторону повинен бути повернутий об’єкт фотозйомки?</span><o:p></o:p></div>
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<!--[if !supportLists]-->5.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Де
знаходяться точки золотого перетину?</span><o:p></o:p></div>
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<!--[if !supportLists]-->6.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Скільки
таких точок є?</span><o:p></o:p></div>
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<!--[if !supportLists]-->7.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Що повинно
знаходитись в кадрі на точках золотого перетину?</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: list 14.2pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->8.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">А на скільки
частин поділяється кадр у разі застосування правила третин?</span><o:p></o:p></div>
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<!--[if !supportLists]-->9.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Де
знаходяться основні елементи на кадрі під час застосування правила діагоналей?</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: list 14.2pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->10.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Які є 2 види
правила діагоналі?</span><o:p></o:p></div>
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<!--[if !supportLists]-->11.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Що саме може
міститись на цій лінії використовуючи правило діагоналей?</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: list 14.2pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->12.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">А які ще
правила ми сьогодні розглянули?</span><o:p></o:p></div>
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<!--[if !supportLists]-->13.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Де
знаходяться основні елементи на кадрі під час застосування правила
діагонального золото перетину?</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: list 14.2pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->14.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Як
схематично зобразити ці місця?</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: list 14.2pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->15.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Що таке
перспектива?</span><o:p></o:p></div>
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<!--[if !supportLists]-->16.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Де
застосовується ритм?</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: list 14.2pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->17.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Чим
відрізняється верхній ракурс фотозйомки від нижнього?</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: list 14.2pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->18.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Які ще
елементи композиції ми вивчали на уроках теоретичного навчання?</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: list 14.2pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->19.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Які види
портретів ми вивчали?</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: list 14.2pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->20.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Як вірно
скадрувати людину під час фотографування?</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: list 14.2pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->21.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">По яким
лініям не рекомендується обрізати кадр коли фотографуєш людину? </span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l12 level1 lfo13; text-indent: -14.15pt;">
<span lang="UK"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 10.0pt;"><br /></span></span></div>
<div align="center" class="MsoNormal" style="tab-stops: 14.2pt; text-align: center;">
<b><span lang="UK">ПР на закріплення нового матеріалу<o:p></o:p></span></b></div>
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<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]--><span lang="UK">Зайдіть в папку під назвою «Закріплення
нового матеріалу».</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-list: l1 level1 lfo1; tab-stops: 14.2pt list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]--><span lang="UK">Запустіть презентацію під вказаним варіантом.</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-list: l1 level1 lfo1; tab-stops: 14.2pt list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]--><span lang="UK">На першому слайді вказана назва вашого майбутнього
зображення.</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-list: l1 level1 lfo1; tab-stops: 14.2pt list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]-->4.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]--><span lang="UK">На другому слайді створіть самостійно
кадр, використовуючи картинки з даної папки, дотримуючись законів та правил композиції.</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-list: l1 level1 lfo1; tab-stops: 14.2pt list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]-->5.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]--><span lang="UK">Збережіть створену презентацію, а також
збережіть другий слайд у форматі </span>*.<span lang="EN-US">jpeg</span><span lang="UK">.</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-list: l1 level1 lfo1; tab-stops: 14.2pt list 36.0pt; text-indent: 0cm;">
<!--[if !supportLists]-->6.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]--><span lang="UK">Скопіюйте ваше зображення та скиньте його
за адресою: \\192.168.4.9</span><span lang="UK" style="font-family: "wingdings"; mso-ansi-language: UK; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;">ð</span><span lang="UK">Матеріали на Пуюл </span><span lang="UK" style="font-family: "wingdings"; mso-ansi-language: UK; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;">ð</span><span lang="UK"> Відкритий урок </span><span lang="UK" style="font-family: "wingdings"; mso-ansi-language: UK; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;">ð</span><span lang="UK"> Практичні на закріплення.</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l12 level1 lfo13; text-indent: -14.15pt;">
<span lang="UK"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 10.0pt;">
<b><span lang="UK" style="font-size: 10pt;"><br clear="all" />
</span></b>
</span></span></div>
<div align="center" class="MsoNormal" style="tab-stops: 14.2pt; text-align: center;">
<b><span lang="UK"><o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="tab-stops: 14.2pt; text-align: center;">
<b><span lang="UK">Термін на виконання – 10 хвилин<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="tab-stops: 14.2pt; text-align: center;">
<b><span lang="UK">Критерії оцінювання:<o:p></o:p></span></b></div>
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<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Збільшення-зменшення
скопійованих об’єктів – 1 бал.</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-list: l0 level1 lfo2; tab-stops: 14.2pt list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Зміна куту
нахилу об’єкта – 1 бал.</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-list: l0 level1 lfo2; tab-stops: 14.2pt list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Дотримання
теми зображення – 3 бали.</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-list: l0 level1 lfo2; tab-stops: 14.2pt list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]-->4.<span style="font-size: 7pt; font-stretch: normal;">
</span><!--[endif]--><span lang="UK">Використання
законів та правил композиції – 5 балів.</span><o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-list: l0 level1 lfo2; tab-stops: 14.2pt list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]--><span lang="UK">5.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Збереження у форматі </span>*.<span lang="EN-US">jpeg</span><span lang="UK"> без допомоги майстра – 1 бал.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; mso-list: l12 level1 lfo13; text-indent: -14.15pt;">
<span lang="UK"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 10.0pt;">
<span lang="UK" style="font-size: 10pt;">Вміння користуватись мережею – 1 бал.</span><!--EndFragment-->
вчали??<o:p></o:p></span></span></div>
<br />
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="UK">Практична робота<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="UK">1.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Проведіть фотозйомку на вільну тему,
використовуючи правила та закони композиції, а саме:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">1.1.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Правило третин;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">1.2.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Правило золотого перетину;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">1.3.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Правило діагоналей;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">1.4.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Правило золотого діагонального перетину.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">2.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Створіть презентацію, використовуючи
власні фото та вкажіть назву кожного фотозображення і правило, яке було
використане під час фотографування та параметри камери, які були виставлені під
час проведення фотозйомки.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">3.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Знайдіть в глобальній мережі ще по 2 фото
і вставте у презентацію щодо кожного правила композиції.<o:p></o:p></span></div>
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<b><span lang="UK">Час виконання – 2 години</span></b></div>
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<b><span lang="UK">Критерії оцінювання:</span></b></div>
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<!--[if !supportLists]--><span lang="UK">1.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Вірне налаштування фотокамери під час
проведення фотозйомки – 2 бали;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">2.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Вірне застосування правила третин – 1,5 бала;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">3.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Вірне застосування правила золотого
перетину – 1,5 бала;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">4.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Вірне застосування правила діагоналей –
1,5 бала;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">5.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Вірне застосування правила золотого
діагонального перетину – 1,5 бала;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">6.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Створення презентації – 0,5 бала;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">7.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Використання глобальної мережі – 0,5 бала;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">8.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Правильний підбір фотозображень – 1 бал;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">9.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Художнє та естетичне оформлення презентації
–1 бал;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="UK">10.<span style="font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="UK">Передчасна здача роботи – 1 бал.<o:p></o:p></span></div>
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<b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 10.0pt;">Загальна
кількість – 12 балів</span></b></div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-39566830299387123012018-11-23T10:00:00.000-08:002019-02-14T08:15:45.590-08:00Проведення семінару-практикуму для молодих майстрів<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="UK">22 листопада 2018 року в кабінеті № 17
Чернівецького ВПУ радіоелектроніки відбувся семінар-практикум на тему: «Сучасні
методи проведення уроку виробничого навчання», який підготувала та провела
майстер виробничого навчання Пуюл Людмила Анатоліївна.<o:p></o:p></span></div>
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<span lang="UK"><br /></span></div>
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<span lang="UK">Відповідно до плану проведення семінару
Людмила Анатоліївна розпочала із повідомлення загальних понять, таких як: урок,
послідовність його проведення, методи актуалізації опорних знань учнів та
методи активізації їх уваги для покращення сприйняття нового матеріалу.
Детальніше було розглянуто методи проведення нестандартних уроків, застосовуючи
ігрові технології під час опитування учнів. <o:p></o:p></span></div>
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<span style="text-indent: 35.45pt;">Про умови проведення деяких ігор було
розказано усно та продемонстровано у презентації процес їх проведення, а 5 ігор
було проведено з учасниками семінару, а саме: «Так-Ні», «Брейн-ринг», «Хороші
друзі», «Смачні фрукти» та «Лічилка».</span></div>
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<a href="https://drive.google.com/open?id=1KwhlKtfhU2Du5LTHLP-Pq2li9t4iLEX8" target="_blank"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDYRNkA4PgK_L1P5SVxX9DQEbuDpykltn0U0_mT9xe9-4ZRUwf7wg91kUqLSoxV9P8Ll6xJxBUGjjELEnULpgM7Pi1d4y7rLeEOlw2TpScWCq3lHaYnTJzPLyrtEMizf9eEarHv6hXDs4/s320/%25D0%25A1%25D1%2583%25D1%2587%25D0%25B0%25D1%2581%25D0%25BD%25D1%2596+%25D0%25BC%25D0%25B5%25D1%2582%25D0%25BE%25D0%25B4%25D0%25B8+%25D0%25BF%25D1%2580%25D0%25BE%25D0%25B2%25D0%25B5%25D0%25B4%25D0%25B5%25D0%25BD%25D0%25BD%25D1%258F+%25D1%2583%25D1%2580%25D0%25BE%25D0%25BA%25D1%2583+%25D0%25B2%25D0%25B8%25D1%2580%25D0%25BE%25D0%25B1%25D0%25BD%25D0%25B8%25D1%2587%25D0%25BE%25D0%25B3%25D0%25BE+%25D0%25BD%25D0%25B0%25D0%25B2%25D1%2587%25D0%25B0%25D0%25BD%25D0%25BD%25D1%258F%25C2%25BB.jpg" width="320" /></a><span id="goog_29856833"></span><span id="goog_29856834"></span><a href="https://www.blogger.com/"></a></div>
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<span style="text-indent: 35.45pt;">Учасники семінару брали активну участь в
іграх, розвиваючи свою професійну майстерність, а також відчули себе у ролі
учнів відповідаючи на запитання. </span></div>
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<span style="text-indent: 35.45pt;">По закінченні семінару усі учасники отримали
роздруковані матеріали зі зразками різних ігор, які можна впроваджувати у свою
роботу під час проведення уроків виробничого навчання у різних групах.</span></div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-86679427320318520002018-11-15T12:00:00.000-08:002019-02-14T08:27:10.898-08:00Участь у методичному тьюторіалі "Педагогічні ідеї та знахідки" 2018-2019 н.р.<div dir="ltr" style="text-align: left;" trbidi="on">
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У жовтні-листопаді 2018 року на базі Навчально-методичного центру
професійно-технічної освіти у Чернівецькій області відбувся методичний тьюторіал «Педігогічні
ідеї та знахідки» де взяли участь і працівники Чернівецького ВПУ
радіоелектроніки. <o:p></o:p></div>
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<span lang="UK">За участь та кращу методичну розробку з
професійно-теоретичної й професійно-практичної підготовки було нагороджено дипломом
майстра виробничого навчання ЧВПУР Пуюл Людмилу Анатоліївну (наказ № 53 від
07.11.2018) за «Збірку ігрових
технологій для контролю якості знань, умінь та навичок учнів під час уроків
виробничого навчання (з досвіду роботи майстра в/н Пуюл Л.А.)».<o:p></o:p></span></div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-38694500774556710252018-10-15T09:00:00.000-07:002019-02-13T07:11:08.005-08:00Участь в Всеукраїнській науково-практичній конференції з міжнародною участю. 12.10.18<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="text-indent: 35.45pt;">11-12 жовтня 2018 року в м. Чернівці
відбулася Всеукраїнська науково-практична конференція з міжнародною участю. В
даному заході прийняла участь майстер виробничого навчання Чернівецького ВПУ
радіоелектроніки Пуюл Людмила Анатоліївна, а саме в секції «Інноваційна
діяльність закладів освіти» де відкрила тему «Використання
інформаційно-комунікаційних технологій та ігрових методів для активізації уваги
учнів на всіх етапах уроку». Дані тези
були опубліковані в «Збірнику тез за матеріалами всеукраїнської науково-практичної
конференції з міжнародною участю», а майстер в/н Пуюл Л.А. отримала відповідний
сертифікат (згідно наказу № 73/од від 10.09.2018).</span></div>
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<span lang="UK">Матеріали, які були подані на конференцію:</span></div>
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<b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Використання інформаційно-комунікаційних
технологій та ігрових методів для активізації уваги учнів на всіх етапах уроку<o:p></o:p></span></b></div>
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<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Ми живемо у
світі з шаленим потоком інформації у вигляді реклами на телебаченні,
розповсюдження онлайн-ігор, електронних іграшок та комп'ютерів, які впливають
на виховання дитини і її сприйняття навколишнього середовища. Тому з огляду на
сучасні реалії вчитель повинен вносити в навчальний процес нові методи
активізації уваги учнів на всіх етапах уроку, оскільки мозок дитини,
налаштований на отримання знань у формі розважальних програм та ігор, набагато
легше сприйматиме нову інформацію на уроці подану із використанням медіа-засобів.
<o:p></o:p></span></div>
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<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Використання
на уроці презентацій під час пояснення нового матеріалу давно не викликає
великого здивування, але “сухі” презентації з використанням звичайного тексту і
картинок та звичний голос учителя вводить середньостатистичного учня у “режим
спокою” і не сприяє досягненню бажаного кінцевого результату. Для покращення
активізації уваги учнів під час пояснення нового матеріалу з використанням
презентацій необхідно, періодично, на деяких слайдах використовувати рухомі
зображення (*.gif), які зацікавлять дитину і при цьому зосередять її увагу саме
на цьому слайді та інформації, яку він відображає.<o:p></o:p></span></div>
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<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Щоб краще
активізувати увагу дитини, учитель може використати поєднання ігрових методів
навчання та сучасних інформаційних технологій, а саме, як комп'ютерних, так і
звичайних дитячих ігор, які нинішнє покоління учнів може навіть і не знати. Ігровий
метод навчання передбачає визначення мети, спрямованої на засвоєння змісту
освіти, вибір виду навчально-пізнавальної діяльності та форми взаємодії
педагога та учня [1]. Головною умовою використання ігрової технології в освітньому
процесі залежить від розуміння вчителем функцій педагогічних ігор, тобто
сполучення елементів гри та самого навчання [2]. Варто навести декілька
прикладів використання ігрових методів опитування вивченого матеріалу, які
неодноразово використовуються на уроках виробничого навчання:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0.0001pt; text-align: justify; text-indent: 1cm;">
<a href="https://www.blogger.com/null" name="_Toc477160529"></a><a href="https://www.blogger.com/null" name="_Toc473293355"></a><a href="https://www.blogger.com/null" name="_Toc473216577"></a><a href="https://www.blogger.com/null" name="_Toc473195248"><!--[if !supportLists]--><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">1.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Гра “Зізнання</span></i></a><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">”.</span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> Умови гри: Учитель пропонує тему обговорення, наприклад
“Текстовий редактор Word”, після чого учені, починаючи зі слів <i>“Мені подобається …, тому що …”</i> дають
свої відповіді по черзі, при чому повторюватись не можна, тому це стимулює
учнів уважно слухати товаришів та пригадувати все з раніше вивченої теми. Відповіді
учнів мають наступний вигляд: Перший учень: “Мені подобається текстовий
процесор Word, тому що я люблю друкувати текст”, Другий учень: “Мені
подобається текстовий процесор Word, тому що я люблю створювати таблиці”. І так
далі… по колу. Учні, у яких закінчились аргументи, вибувають з гри, а
переможець (або декілька учнів) отримує додатковий бал до оцінки за уроці.
Варто зазначити, що при цьому учитель має змогу проаналізувати в цілому рівень
знань учнів, а також вищенаведена гра навчає учнів висловлювати свою думку,
правильно формулювати речення, слухати інших; піднімає настрій і активізує увагу
щодо сприйняття наступної інформації.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt; text-align: justify; text-indent: 1cm;">
<a href="https://www.blogger.com/null" name="_Toc477160530"></a><a href="https://www.blogger.com/null" name="_Toc473293356"></a><a href="https://www.blogger.com/null" name="_Toc473216578"></a><a href="https://www.blogger.com/null" name="_Toc473195249"><!--[if !supportLists]--><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Гра “Так-Ні</span></i></a><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">”.</span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> Цю гру, яку часто використовують учителі у вигляді
письмових відповідей “так” чи “ні” на наведені твердження, можна використати як
фізкультхвилинку, а саме: необхідно розмістити учнів по колу або в дві шеренги
спинами до центру (можна опитувати не увесь клас одночасно, а частинами чи
парами) і зачитувати твердження, рахуючи до трьох після чого учні повинні, якщо
вони згідні з твердженням, підняти руки вгору і стати навпочіпки, якщо ж не
згідні – присісти та опустити руки додолу. Така гра підвищує активність учнів,
сприяє розвитку уваги та повторенню вивченого матеріалу, дає змогу учителю
виявити загальний рівень знань і вгамувати гіперактивних учнів (рис. 1).<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 0.0001pt; text-align: justify; text-indent: 1cm;">
<a href="https://www.blogger.com/null" name="_Toc477160533"></a><a href="https://www.blogger.com/null" name="_Toc473293360"></a><a href="https://www.blogger.com/null" name="_Toc473216582"></a><a href="https://www.blogger.com/null" name="_Toc473195253"><!--[if !supportLists]--><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">3.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Гра “Хороші друзі”</span></i></a><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">. </span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">До дошки викликаються двоє учнів при цьому один
повертається спиною до учительського монітора (проектора), а другий дивиться,
що там зображено та пояснює своєму товаришу починаючи з фрази: <i>“Дана деталь (програма) призначена для…”</i>,
і описує особливі (технічні, програмні) характеристики побаченого. Другий
учасник повинен, використовуючи три спроби, відповісти, що на екрані зображено.
Якщо перший учасник сам озвучує відповідь, то пара знімається з гри без
призових балів. Така гра вчить учнів висловлювати свою думку, правильно
формувати речення, використовуючи при цьому технічну термінологію та слухати
своїх товаришів (рис. 2).<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Отже,
використання ігрових методів у поєднанні з ІКТ викликає в учнів жвавий інтерес
та підвищує компетентність кожного учня активізуючи ініціативність, здатність
до співпраці, роботи в групах, вміння оцінювати ситуацію, логічно мислити,
відбирати й аналізувати інформацію та краще розвиваються їхні індивідуальні
здібності, оскільки учні не відчувають психологічного тиску відповідальності,
який властивий звичайній<span style="color: red;"> </span>освітній<span style="color: red;"> </span>діяльності [3]. Позитивні емоції після ігор
викликають підвищення активності учнів на уроці, створюють комфортний
психологічний мікроклімат, що сприяє засвоєнню нового матеріалу.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><br /></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Список літератури:<o:p></o:p></span></b></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0.0001pt 46.35pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">1.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><a href="https://pidruchniki.com/70163/pedagogika/igrovi_tehnologiyi_navchannya"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">https://pidruchniki.com/70163/pedagogika/igrovi_tehnologiyi_navchannya</span></a><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt 46.35pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><a href="http://ru.osvita.ua/school/method/technol/759/"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">http://ru.osvita.ua/school/method/technol/759/</span></a><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 0.0001pt 46.35pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">3.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><a href="http://npu.edu.ua/!e-book/book/html/D/ispu_kiovist_Ficyla_Pedagogika_VSh/760.html"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">http://npu.edu.ua/!e-book/book/html/D/ispu_kiovist_Ficyla_Pedagogika_VSh/760.html</span></a><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<b><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><br /></span></i></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<b><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Анотація.
Л.А. Пуюл. Використання інформаційно-комунікаційних технологій та ігрових
методів для активізації уваги учнів на всіх етапах уроку. </span></i></b><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Автор розглядає
методику застосування інформаційно-комунікаційних та ігрових методів на різних
етапах уроку для активізації діяльності учнів та підвищення їх компетенцій в
освітньому процесі.<o:p></o:p></span></i></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span lang="UK">
</span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<b><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Ключові
слова:</span></i></b><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> медіа-заходи, ігрові методи навчання, елементи гри, комфортний
психологічний мікроклімат.</span></i><i><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><o:p></o:p></span></i></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><br /></span></i></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<b><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Abstract: L.A.
Puyul. The using of informative and communicative technologies and game
techniques for activation students' attention at all stages of the lesson.</span></i></b><i><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> The author examines
the methodology of using information and game techniques at different stages of
the lesson to enhance the activity and increase their competencies in the educational
process.<o:p></o:p></span></i></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<b><i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Keywords:</span></i></b><i><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"> media evens, game
teaching methods, element of the game, comfortable psychological microclimate.</span></i></div>
</div>
Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-36267266346344278402017-12-12T02:31:00.001-08:002019-02-14T10:06:11.549-08:00Участь у круглому столі 07.12.17р.<div dir="ltr" style="text-align: left;" trbidi="on">
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Чернівецького ВПУ радіоелектроніки відбувся круглий стіл на якому зібралась творча група
навчального закладу, що є учасником всеукраїнського експерименту
«Стандартизація наскрізної соціально-психологічної моделі масового впровадження
медіаосвіти у вітчизняну педагогічну практику», яке також відвідали майстри
виробничого навчання та викладачі спецпредметів з професії «Фотограф (фотороботи)».</span></div>
<a name='more'></a><br />
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<a href="https://www.blogger.com/null" name="more"></a><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: RU;">Засідання проводила заступник директора з НВирР Писаревська Г.М. з метою активізації
творчого потенціалу викладачів та удосконалення і підвищення їх професійної та медіакомпетентності.
Галина Миколаївна звернула увагу на медіаінформаційну безпеку учнів та
формування на уроках здатності чинити опір деструктивним медіаінформаційним
впливам – психологічним технологіям впливу.<span style="background: white;"> </span></span></div>
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та викладача інформатики Пушкарьову О.М., які поділилася досвідом використання
засобів медіа на уроках та про сучасні комплексні медіафеномени, популярні в
молодіжному середовищі.</span><span lang="UK" style="background: white; font-family: "times new roman" , "serif"; font-size: 12.0pt;"> </span></div>
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<span lang="UK" style="background: white; font-family: "times new roman" , "serif"; font-size: 12.0pt;">На завершення обговорили
медіаосвітні заходи у складі плану роботи навчального закладу, участі у
всеукраїнських заходах з розвитку медіаосвіти та вирішили взяти активну участь
у даному проекті, впроваджувати їх у свою роботу і постійно приймити участь у
конкурсах, як по професії так і загальнорозвиваючих та відображати свої
результати та досягнення у звітах та на блозі.</span></div>
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<span lang="UK" style="background: white; font-family: "times new roman" , "serif"; font-size: 12.0pt;"> </span><span lang="UK" style="background: white; font-family: "times new roman" , "serif"; font-size: 12.0pt;"><a href="http://pysarevska.blogspot.com/p/blog-page_7.html" target="_blank">Матеріали круглого столу</a> та більш <a href="http://pysarevska.blogspot.com/2017/12/blog-post_7.html#more" target="_blank">розгорнута інформація </a>про даний захід знаходяться на блозі </span><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: RU;">заступника директора з НВирР Писаревської Г.М., яка була організатором круглого столу.</span></div>
<br />
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<span lang="UK" style="background: white; font-family: "times new roman" , "serif"; font-size: 12.0pt;"><br /></span><span lang="UK" style="font-size: 12.0pt; mso-ansi-language: UK; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: RU;"></span><span lang="UK" style="background: white; font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-54769976676668089032017-12-08T01:48:00.005-08:002017-12-08T03:22:27.524-08:00Стаття на тему: "Використання інформаційно-комунікаційних технологій та ігрових методів для активізації уваги учнів на всіх етапах уроку" Пуюл Л.А.<!--[if gte mso 9]><xml>
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<span lang="UK" style="mso-ansi-language: UK;">25-27 квітня в Чернівецькому національному
університету ім. Ю. Федьковича на базі факультету математики та інформатики
відбулась студентська наукова конференція в якій прийняла участь Пуюл Людмила
Анатоліївна зі своєю статтею на тему: «Використання інформаційно-комунікаційних
технологій та ігрових методів для активізації уваги учнів на всіх етапах уроку».</span></div>
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<span lang="UK" style="mso-ansi-language: UK;">Даний матеріал сподобався організаторам
конференції і тому був включений в «<a href="https://drive.google.com/file/d/0Bz5bcUVSkmsObkNvTlpVWFJINjA/view" target="_blank">Матеріали студентської наукової конференції</a>»
та опублікований на їхньому офіційному сайті (ст. 51-52).</span></div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-15359798842657118692017-12-07T23:05:00.001-08:002017-12-08T03:22:40.508-08:00Сценарій виховного заходу з патріотичного виховання<!--[if !mso]>
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">СЦЕНАРІЙ</span></b><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;"> </span></b></div>
<div style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">виховного заходу присвяченому українському танцю</span></b><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;"> </span></b></div>
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Мета проведення виховного
заходу: </span></b><span lang="UK" style="mso-ansi-language: UK;">проявити
цікавість учнів до український звичаїв та традицій, а саме до українського
танцю, використовуючи презентації, відеоролики танцювальних композицій, живе спілкування
з гостями та цікаві конкурси.</span>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Місце проведення заходу: </span></b><span lang="UK" style="mso-ansi-language: UK;">актова зала (прикрашена українським орнаментом), музична апаратура (у
нашому випадку – це ПК, до якого через підсилювач підключені колонки), засоби
для відображення презентацій та відеороликів (проектор, можна також
використовувати телевізор, або великий монітор).</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Дійові особи:</span></b><span lang="UK" style="mso-ansi-language: UK;"> ведучі
(дівчина та юнак), гості (у нашому випадку це керівник школи Бойового Гопака
ім. Дмитра Байди-Вишневецького Іван Тадейович та його учні), керівник заходу,
глядачі, які також будуть і учасниками конкурсів.</span></div>
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<span lang="UK" style="font-size: 5.0pt; mso-ansi-language: UK;"> </span><i style="mso-bidi-font-style: normal;"><span lang="UK" style="mso-ansi-language: UK;">(У
залі грає музика, яку перериває спір ведучих, що повільно виходять на сцену </span></i></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="mso-ansi-language: UK;">і
ведуть діалог між собою не звертаючи увагу на глядачів)</span></i><span lang="UK" style="mso-ansi-language: UK;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-size: 5.0pt; mso-ansi-language: UK;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Як ти мене уже
дістала зі своїми танцями!!!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Я тебе не
дістала, я просто тобі кажу, що я полюбляю танцювати!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Танцювати,
танцювати… А що ти хочеш від мене? Я ж не вмію танцювати…</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> А ти хоча би
намагався?</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ні! Не
намагався і не хочу!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ось з цього і
треба було починати! А через таких, як ти нам дівчатам інколи сумно на танцях…</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Може уже
вистачить сваритись, глянь, скільки на нас людей дивиться!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ой, вибачте
за невеличкий каламбур, по-перше: доброго вечора, усім, хто зібрався в цьому
залі! А по-друге, підніміть, будь-ласка руку, ті хто полюбляє танцювати! </span></div>
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<span lang="UK" style="mso-ansi-language: UK;">А тепер запитання лише для
хлопців: Відповідають всі гуртом але самі хлопці, ви полюбляєте танцювати???
Сміливіше!!! <i style="mso-bidi-font-style: normal;">(хлопці у залі відповідають
гуртом).</i></span></div>
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<span lang="UK" style="mso-ansi-language: UK;">Бачу,
не мало, а тепер окремо, запитання до дівчат: Відповідають також всі гуртом але
лише дівчата, ви полюбляєте танцювати??? <i style="mso-bidi-font-style: normal;">(дівчата
у залі відповідають гуртом).</i></span></div>
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<span lang="UK" style="mso-ansi-language: UK;">Бачиш, я так і знала… В останній час, чомусь дівчата більше полюбляють
танцювати ніж хлопці… Чому так???</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Просто нам,
чоловікам, більше до вподоби: футбол, баскетбол, бої…</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> А ти знаєш,
що деякі бойові мистецтва також походять від танців?</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Та не може
такого бути…</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Може!
Переконайся сам! Запрошуємо до слова керівника школи Бойового Гопака ім. Дмитра
Байди-Вишневецького Івана Тадейовича та його учнів <i style="mso-bidi-font-style: normal;">(у всіх регіонах України працюють Школи Бойового гопака, керівники яких
залюбки надають допомогу у подібних заходах, для того, щоб відновити культуру
та традиції нашого народу. Інформацію можна знайти на сайті: hopak.cv.ua)</i></span><i style="mso-bidi-font-style: normal;"><span lang="UK" style="mso-ansi-language: UK;"> </span></i></div>
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="UK" style="mso-ansi-language: UK;"></span></i></b><br />
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Так, цікаво,
а я цього і не знав… А ти знаєш, ще щось прикольне про танці?</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Звичайно!
Український народ протягом століть створював самобутню культуру, яка відбиває його
багатогранне життя. Одним з її найцінніших скарбів є танцювальне мистецтво.
Кращі художні зразки народних танців збереглися і дійшли до наших днів.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> А, я про це
чув, танці, що існують в Україні, можна поділити на три основні жанри.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ну, ну… Ану,
запитаємо у зала, які українські танці ви знаєте? <i style="mso-bidi-font-style: normal;">(Присутні піднімають руку і називають назви танців).</i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Бачиш, значить я знаю навіть більше ніж наші друзі! </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ану, давай, поділись своїми знаннями!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Український
танець займає значне місце серед культурних надбань нашого народу. Широка
популярність українського танцю в нашій країні та за кордоном пояснюється
невичерпним багатством тем і сюжетів, щирістю, життєрадісним запалом, гумором.
У танцювальних образах розкривається національний характер народу,
відображаються явища, взяті безпосередньо з його побуту та праці, рідна природа
тощо. Наявність яскравих побутових рис і особливостей, поєднаних з віртуозною
технікою, надає українському танцю своєрідного колориту.</span><br />
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> <b style="mso-bidi-font-weight: normal;"><u>Танець</u></b>
– це мистецтво, що існує в часі й просторі. Воно живе в момент виконання. Без
виконання його можна уявити тільки на підставі свідчень. Протягом багатовікової
історії народу танець збагачувався і видозмінювався. У ньому знаходили своє
відображення героїзм боротьби, радість праці, ігри, пов'язані з різними порами
року, ліричні мотиви.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Танці, що
існують в Україні, можна поділити на три основні жанри: Танці хороводного
плану, Сюжетні танці та Побутові танці. Поглянемо на екран: <i style="mso-bidi-font-style: normal;">(перегляд презентації: «Жанри українського
танцю»).</i></span><br />
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<iframe allowfullscreen="true" frameborder="0" height="389" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRmrp69tlG2P2GzdkyG4Sqri_9LzVVhXDhcO_f3YRf5be1gKe46Qxc_mNyLMVOsdU7xmM-etl2FsbYA/embed?start=true&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Згадаймо дитячий садок, коли ми всі разом
брались за ручки і наспівували: «… десь тут була подоляночка…», пам’ятаєте? Або
ходили навколо ялинки зі словами: «У лісі, лісі темному, де ходить хитрий лис,
росла собі ялиночка і зайчик з нею ріс…», було таке??? Це і є перший жанр
народних танці, який називається – Хоровод. А також, ще всім відомі веснянки,
купальські хороводи та інші танці, які також відносяться до Танців хороводного
плану.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> У Сюжетних
танцях, виконавці відтворюють явища природи, народний побут, теми праці,
народний героїзм.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Виконуючи Побутові танці такі, як гопак,
козачок, кадрилі, гуцулки, коломийки танцюристи відображають побутове життя
нашого народу.</span><br />
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Давайте
глянемо на екран і полюбуємось мистецтвом нашого народу. І спробуйте
здогадатись, саме до якого жанру відносяться подані вам танцювальні композиції.
<i style="mso-bidi-font-style: normal;">(перегляд відеоролика «Вірський Гопак»
(Virsky - Hopak _ Вірський - Гопак (ukrainian dance) [videosaver.co.cc])).</i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ну, хто
здогадався, до якого жанру відноситься даний танець? <i style="mso-bidi-font-style: normal;">(глядачі називають варіанти відповідей.).</i></span><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> А тепер
знову на екран: <span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">(перегляд відеоролика «Гопак» (Joshua Twitch Trepak)). </i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ну, а даний
танець, на вашу думку, до якого жанру можна віднести? <i style="mso-bidi-font-style: normal;">(глядачі знову називають варіанти відповідей.).</i></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Молодці, уже
і ви помаленьку починаєте розумітись на танцях, але якщо і не дуже не
переживайте, до мене теж не доходить з першого разу, відносно цих танців…</span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> А тепер ми
хочемо провести невеличкий урок українського танцю, де наша пара буде виступати
у ролі викладачів і продемонструє вам лише деякі вибрані танцювальні рухи,
Погляньте: <i style="mso-bidi-font-style: normal;">(на середину сцени виходить
пара або учнів або запрошених гостей з танцювального колективу і послідовно
після назви танцювальних рухів ведучими демонструють їх виконання. Даний
елемент виховного заходу дає можливість наглядно показати кожний рух від
найлегших і до складніших в живому виконанні у вигляді міні-уроку з
танцювального мистецтва)</i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Розпочнемо з
<b style="mso-bidi-font-weight: normal;">Танцювальних кроків</b>: </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Простий
танцювальний крок</i></b> – витягнутий носок, рівна постава, хлопець підтримує
дівчину <i style="mso-bidi-font-style: normal;">(виконання даного руху, надалі –
В.Д.Р.)</i>.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Боковий
крок</i></b> – той самий простий танцювальний крок, лише партнери повернуті
один до одного спиною, або обличчям, велику роль відіграє міміка.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> На кроках
закінчимо перейдемо до <b style="mso-bidi-font-weight: normal;">Танцювальних
бігів:</b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Найлегший це
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">простий
біг</i></b>, який кожен із вас виконував на фізкультурі <i style="mso-bidi-font-style: normal;">(В.Д.Р.)</i>.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Найрозповсюдженим
бігом, який використовується як основа багатьох інших фігур це – <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">бігунець</i></b>,
на його основу накладають багато інших рухів <i style="mso-bidi-font-style: normal;">(В.Д.Р.)</i>.</span><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;"><br /></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ви усі
полюбляєте трішки пошуміти, наступній танцювальний біг саме спрямований для
створення шуму, а називається він - <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">танцювальний біг з потрібним притупом </i></b><i style="mso-bidi-font-style: normal;">(В.Д.Р.)</i>.</span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Тепер
поглянемо на <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">“Вихилясники”</i></b> або <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">“Коверялочки”: </i></b></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">“вихилясник”
простий </i></b><i style="mso-bidi-font-style: normal;">(В.Д.Р.);</i></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">“вихилясник”
з вигинанням ноги </i></b><i style="mso-bidi-font-style: normal;">(В.Д.Р.).</i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Слідуюча фігура,
точніше її назва, вам уже знайома, це улюблена страва багатьох українців, а
точніше – «<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Голубець</i></b>». Погляньте: <i style="mso-bidi-font-style: normal;">(В.Д.Р.).</i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> А тепер
фігура лише для хлопців, угадайте яка це??? Так, це присядка! Вона розділяється
ще на багато підвидів: проста присядка <i style="mso-bidi-font-style: normal;">(В.Д.Р.)</i>;
бокова присядка з підніманням ноги в сторону <i style="mso-bidi-font-style: normal;">(В.Д.Р.)</i>; присядка з просуванням в сторону <i style="mso-bidi-font-style: normal;">(В.Д.Р.)</i>; присядка з виносом ніг вперед на каблуки і розведенням їх
в сторони на каблуки <i style="mso-bidi-font-style: normal;">(В.Д.Р.)</i>;
присядка з ударом по халяві <i style="mso-bidi-font-style: normal;">(В.Д.Р.)</i>;
присядка з ударом по подошві <i style="mso-bidi-font-style: normal;">(В.Д.Р.)</i>;
“повзунець” <i style="mso-bidi-font-style: normal;">(В.Д.Р.)</i>.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ну,
звичайно, для нас хлопців завжди найскладніше!!!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Для дівчат, є
також рухи, такі як: повороти, всякі прокрутки та різноманітні соло. Ви не
подумайте на цьому не закінчується увесь перелік танцювальних рухів, але для
тих забажає їх оволодіти і для себе навчитись даному мистецтву існує безліч
гуртків де професіонали діляться своїми знаннями <i style="mso-bidi-font-style: normal;">(соло виконує дівчина з набором певних рухів.)</i>.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> У мене
виникла ідея! Запрошую з залу дві пари, тобто 2 хлопці і дві дівчини! Хто
бажає, сміливіше!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Познайомимось
з нашими учасниками: <i style="mso-bidi-font-style: normal;">(запитують як кого
звати)</i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ваше
завдання спробувати повторити деякі фігури за нашими так званими викладачами!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча: </span></b><span lang="UK" style="mso-ansi-language: UK;">Глянемо на
нашу пару: Рух № 1 – найлегший: «Простий біг у парі з хлопком» <i style="mso-bidi-font-style: normal;">(«учителі» демонструють рух). </i>А тепер по
черзі і наші учасники: Пара № 1: (<i style="mso-bidi-font-style: normal;">перша
пара повторює поданий рух), </i>Пара № 2: (друуга пара <i style="mso-bidi-font-style: normal;">повторює поданий рух). </i>Молодці! А тепер, знову на нашу пару: Рух №
2 – «Вихилястик з вигином ноги». <i style="mso-bidi-font-style: normal;">(учасники
знову повторюють почергово подані рухи) </i>Бачу справляєтесь, а тепер третій
рух: «Голубець», <i style="mso-bidi-font-style: normal;">(учасники втретє
почергово повторюють поданий рух).</i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> А тепер, ви
шановні глядачі обирети переможців оплесками! Пара № 1 – ваші оплески! Пара № 2
– ваші оплески! Вітаємо переможців! <i style="mso-bidi-font-style: normal;">(зал
оплесками визначає переможців).</i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Бачу, що урок
не пройшов марно, не в ідеалі але уже чогось навчились, тому пара переможців
отримує приз. Дякуємо за старанність!!!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Для
проведення ще деяких конкурсів запрошуємо до нас Пуюл Людмилу Анатоліївну <i style="mso-bidi-font-style: normal;">(організатор даного свята)</i>.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Пуюл Л.А.:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Конкурсна
програма <i style="mso-bidi-font-style: normal;">(я пропоную, ще 2 таких
конкурси, але їх можна змінювати згідно до вікової категорії глядачів)</i>: </span></div>
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<br /></div>
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<span lang="UK" style="mso-ansi-language: UK;">1) Конкурс «Танець на газеті» <i style="mso-bidi-font-style: normal;">(з глядачів обирається 3 пари учасників; перед кожною парою
розстилається газета на якій дана пара має танцювати під подану музику; через
20-30 секунд музика припиняється і газету помічники складають пополам… так
повторюється знову і знову; пара в якій хочаби 1 учасник наступає на підлогу
залишає конкурс)</i>;</span></div>
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<br /></div>
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<span lang="UK" style="mso-ansi-language: UK;">2) Конкурс «Веселий танок» <i style="mso-bidi-font-style: normal;">(з гядачів обирається 5 пар учасників, яким до правої ноги
прив’язуються надуті шаріки, їхнє завдання – протанцювати танець так, щоб
лопнути шаріки інших учасників, але зберегти свої; пара у якої лопнули обидва
шаріки – покидають танцювальний майданчик, а всі решта продовжують доки не
залишиться 1 пара; рекомендовано веселу українську швидку композицію, типу того
ж Гопака) (переможці нагороджується призами за І місце, а всі учасники – чимось
на згадку). </i></span></div>
<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><br clear="all" style="page-break-before: always;" />
</span></i>
<br />
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Ну, як тобі?</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Знаєш, а
танці – це навіть дуже цікаво та весело. Мені сподобалось!</span><span lang="UK">
</span><span lang="UK" style="mso-ansi-language: UK;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Але танцю не
може бути без гарної музики. А ти знаєш які в давнину були на Україні музичні
інструменти? </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Я, знаю! Але
хочу, щоб мені допоміг зал: Хто назве, старовинні музичні інструменти? <i style="mso-bidi-font-style: normal;">(глядачі називають інструменти які вони
знають).</i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> Так, вірно,
глянемо на екран: <i style="mso-bidi-font-style: normal;">(презенація, на якій
зображені фото наступних музичних інструменів:</i><b style="mso-bidi-font-weight: normal;"> </b></span><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;"></span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="mso-ansi-language: UK;">)</span></i><br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<iframe allowfullscreen="true" frameborder="0" height="389" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSAwLlBQRoKznB5sg9-Ak9wUpIBUVeu7FW_sr7yWWGvvOj9A_je2ex0t4nSslU7v8IgGgrG32lXDXPn/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>
</div>
<div style="text-align: center;">
<br /></div>
<i style="mso-bidi-font-style: normal;"><span lang="UK" style="mso-ansi-language: UK;"><span style="mso-spacerun: yes;"> </span></span></i><span lang="UK" style="mso-ansi-language: UK;">трембіти, цимбали, бубни, тамбурини і звичайно
бандури. А ви знаєте, що любу сучасну пісню можна зіграти цими інструментами.
Поглянемо на екран: <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">(перегляд відеоролика «гурт Брати - виконання на бандурах мелодії
Children (Robert Miles)» </i></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведучий:</span></b><span lang="UK" style="mso-ansi-language: UK;"> На цій
веселій нотці ми хочемо попрощатись з вами! </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">Ведуча:</span></b><span lang="UK" style="mso-ansi-language: UK;"> До нових
зустрічей!</span></div>
Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-20539499249980392812017-11-16T07:43:00.000-08:002017-12-01T05:33:11.355-08:00План відкритого уроку з предмета "Технології фоторобіт" викладача Пуюл Л.А.<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">План відкритого уроку 3.24</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">з предмета «Технології фоторобіт»</span></b></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Тема предмету № 3:</span></b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> </span><span lang="UK" style="color: black; font-family: "times new roman" , "serif"; font-size: 14.0pt;">Техніка фотографування</span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Тема
уроку:</span></b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> </span><span lang="UK" style="color: black; font-family: "times new roman" , "serif"; font-size: 14.0pt;">3.24. Високий та низький
ключ у фотозйомці.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="color: black; font-family: "times new roman" , "serif"; font-size: 14.0pt;">Мета
уроку:</span></b><span lang="UK" style="color: black; font-family: "times new roman" , "serif"; font-size: 14.0pt;"> Ознайомити учнів з поняттями високого та низького ключа у
фотозйомці, їх призначенням та методами і прийомами, які необхідно застосувати
для досягнення даних ефектів. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Тип
уроку:</span></b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> </span><span lang="UK" style="color: black; font-family: "times new roman" , "serif"; font-size: 14.0pt;">комбінований.</span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Навчально-матеріальне забезпечення уроку:</span></b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> фотозображення (у вигляді електронної презентації з
роботами учнів) та електронний кросворд (оформлений в програмі </span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">HotPotatoes</span><span style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> 6</span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">) для опитування
пройденого матеріалу, конспект викладача, електронна презентація для пояснення
нового матеріалу, опорні конспекти учнів, перелік питань для закріплення нового
матеріалу у вигляді електронної презентації.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Методична мета відкритого уроку:</span></b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> Методика використання програми «</span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">HotPotatoes</span><span style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> 6</span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">» (для створення
електронних різнопланових тестів та кросвордів) для опитування учнів.</span><br />
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">ХІД УРОКУ:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Організаційна частина </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">(до 3 хв.)</span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">:</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">1.1.</span></b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> Перевірка присутності учнів на занятті.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">1.2.</span></b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> Повідомлення теми та мети уроку.</span><a href="https://www.blogger.com/null" name="_GoBack"></a><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Актуалізація опорних знань учнів </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">(до 12 хв.)</span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">:</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"></span></b></div>
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<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">2.1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Розв’язування
кросворду (2 варіанти для 14 учнів на 10 хв.):</span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Перелік запитань
до кросворду:</span></i></b></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Стратегія мистецтва направлена на об’єднання
глядацького сприйняття та авторського самовираження де головним являється сам
витвір (фото) це – … <i style="mso-bidi-font-style: normal;">(композиція)</i></span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Вибір точки зйомки при якому
перспективно змінюються риси предмету це – … <i style="mso-bidi-font-style: normal;">(ракурс)</i></span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Як називається точка зйомки на рівні
наших очей? <i style="mso-bidi-font-style: normal;">(нормальна)</i></span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Наша ілюзія сприйняття навколишнього
світу це – <i style="mso-bidi-font-style: normal;">… (перспектива)</i></span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Як називається вид перспективи, коли
предмети по мірі віддалення від місця зйомки сходяться в одну точку? <i style="mso-bidi-font-style: normal;">(лінійна)</i></span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Точка, в якій перетинаються паралельні
світлові промені після проходження через збиральну оптичну систему це – … <i style="mso-bidi-font-style: normal;">(фокус)</i></span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Як називається вид фокусування з
позначкою </span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">AF</span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">? <i style="mso-bidi-font-style: normal;">(автофокус)</i></span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">8)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Як називається режим фокусування </span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">AL</span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> </span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Servo</span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"> </span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">F</span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">? </span><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">(слідкуючий)</span></i></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">9)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Урівноваження по вазі різних частин
композиції це – … <i style="mso-bidi-font-style: normal;">(симетрія)</i></span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">10)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Динаміка,
розподіл великих і малих об’єктів форм, протиставлення<span style="mso-spacerun: yes;"> </span>ярких і темних плям на фотозображенні це – … <i style="mso-bidi-font-style: normal;">(асиметрія)</i></span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">11)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Характер
перетворення і чергування однотипних об’єктів фотозйомки це – … <i style="mso-bidi-font-style: normal;">(ритм)</i></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"></span></u></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Критерії
оцінювання:</span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">Оцінка</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">12</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">11</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">10</span></b></div>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" valign="top" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">9</span></b></div>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" valign="top" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">8</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" valign="top" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">7</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" valign="top" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">6</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" valign="top" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">5</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" valign="top" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">4</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.7pt;" valign="top" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">3</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.7pt;" valign="top" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">2</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.7pt;" valign="top" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">1</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.05pt;" valign="top" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif";">% вірних відповідей</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.0pt;" width="52"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">100</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.7pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">95,0-99,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">90,0-94,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">80,0-89,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">70,0-79,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">60,0-69,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">50,0-59,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">40,0-49,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.65pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">30,0-39,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.7pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">20,0-29,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.7pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">10,0-19,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.7pt;" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">0,01-5,0</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">2.2. Усне
опитування з використанням цифрових фотозображень <i style="mso-bidi-font-style: normal;">(на учительському комп’ютері показано почергово фотозображення
відповідно до яких, учні повинні розповісти які прийоми, закони та правила
композиції використані для створення даного зображення та придумати власну
назву для фото).</i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Викладання нового матеріалу </span></b><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">(з використанням електронної презентації) <br />
<i style="mso-bidi-font-style: normal;">(до 23 хв.)</i><b style="mso-bidi-font-weight: normal;">:</b></span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Закріплення
нового матеріалу у вигляді усного опитування </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">(до 5 хв.)</span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">:</span></b></div>
<div class="ListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo1; tab-stops: list 2.0cm; text-align: justify; text-indent: 31.65pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Що таке високий ключ у
фотозйомці? </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">(<span style="mso-bidi-font-weight: bold;">це техніка фотозйомки, яка характеризується перевагою світлих тонів над
темними</span>).</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"></span></i></div>
<div class="ListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo1; tab-stops: list 2.0cm; text-align: justify; text-indent: 31.65pt;">
<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Що найчастіше фотографують у
високому ключі? </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">(у
високому ключі найчастіше знімають портрети (особливо дітей і жінок), зимові
«сніжні» пейзажі, тварин, тощо).</span></i></div>
<div class="ListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo1; tab-stops: list 2.0cm; text-align: justify; text-indent: 31.65pt;">
<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Що забороняється робити моделі,
яка буде об’єктом фотозйомки у високому ключі? </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">(одягати одяг, тон якого темніший за її власний тон
шкіри та наносити яскравий макіяж).</span></i></div>
<div class="ListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo1; tab-stops: list 2.0cm; text-align: justify; text-indent: 31.65pt;">
<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Розкажіть послідовність
проведення фотозйомки у високому ключі. </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">(Спочатку вибирається світлий фон, потім готуються
софт-бокси максимального розміру, якими буде освітлюватися фотомодель та у
налаштуваннях фотокамери вибирається позитивна корекція експозиції і проводиться
фотозйомка після чого при потребі <span style="mso-spacerun: yes;"> </span>фотографії обробляються).</span></i></div>
<div class="ListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo1; tab-stops: list 2.0cm; text-align: justify; text-indent: 31.65pt;">
<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Що таке низький ключ у
фотозйомці? </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">(це
техніка фотозйомки, яка характеризується переважанням темних тонів над
світлими).</span></i></div>
<div class="ListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo1; tab-stops: list 2.0cm; text-align: justify; text-indent: 31.65pt;">
<i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Що найчастіше фотографують у
низькому ключі і чому? </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">(у
низькому ключі найчастіше фотографують чоловічі портрети і людей пишних форм, а
також проводять предметну фотозйомку та фотозйомку жіночих портретів у стилі
"ню", адже така техніка зйомки дозволяє приховати недоліки фігури і
одночасно підкреслити її красу, для цього достатньо лише правильно поставити
світло).</span></i></div>
<div class="ListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo1; tab-stops: list 2.0cm; text-align: justify; text-indent: 31.65pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Які способи використовують для
створення зображень у низькому ключі?</span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"> (для
створення зображень у низькому ключі використовують 3 способи: фотографування
при мінімальному освітленні, фотографування при нормальному освітлення але з
«недотриманою» композицією та за допомогою відповідних графічних редакторів)</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"></span></i></div>
<div class="ListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo1; tab-stops: list 2.0cm; text-align: justify; text-indent: 31.65pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">8)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Що таке Тубос і для чого він
призначений? </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">(це пристосування, у вигляді труби, яке призначене
для звужування потоку світла зовнішнього спалаху).</span></i><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
<div class="ListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 31.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0cm; mso-list: l1 level1 lfo3; text-align: justify; text-indent: 17.85pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Підведення підсумків </span></b><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">(до 2 хв.)</span></i><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">:</span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0cm; mso-list: l1 level2 lfo3; tab-stops: 2.0cm; text-align: justify; text-indent: 1.0cm;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">5.1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Фотографування презентації для подальшого опрацювання.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0cm; mso-list: l1 level2 lfo3; tab-stops: 2.0cm; text-align: justify; text-indent: 1.0cm;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">5.2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Оцінювання досягнень учнів.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0cm; mso-list: l1 level2 lfo3; tab-stops: 2.0cm; text-align: justify; text-indent: 1.0cm;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">5.3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Домашнє завдання: Записати матеріал в зошит.</span><span lang="UK" style="font-size: 14.0pt; line-height: 115%; mso-ansi-language: RU;"> </span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Вивчити матеріал нової теми. Самостійно сфотографувати
або знайти по 3 фотозображення у високому та низькому ключі. Додаткова
інформація по роботі зі світлом та моделлю можна прочитати в електронній книзі
«Фотосьемка Уневирсальний самоучитель» Стор. 113-124.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin: 0cm; mso-list: l1 level2 lfo3; tab-stops: 2.0cm; text-align: justify; text-indent: 1.0cm;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-list: Ignore;">5.4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt; line-height: 115%;">Прибирання робочих місць та кабінету.</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="UK" style="font-family: "times new roman" , "serif"; font-size: 14.0pt;">Викладач<span style="mso-tab-count: 8;"> </span>Л.А.
Пуюл</span></div>
Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-8979087964050021172017-11-16T00:06:00.000-08:002019-02-14T00:18:26.226-08:00Проведення відкритого уроку викладачем Пуюл Л.А.<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="UK" style="mso-ansi-language: UK;">Пуюл Людмила Анатоліївна провела 15
листопада 2017 року відкритий урок з спецдисципліни «Технології фоторобіт» на
групі № 16 з професії «Фотограф (фотороботи)» 3 розряду на тему програми № 3
«Технака фотографування» на тему уроку № 24 «Високий та низький ключ».</span></div>
<a name='more'></a><br />
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<span lang="UK" style="mso-ansi-language: UK;"></span></div>
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<span lang="UK" style="mso-ansi-language: UK;">Методичною метою відкритого уроку було
показати </span><span lang="UK" style="mso-ansi-language: UK; mso-bidi-font-size: 14.0pt; mso-fareast-language: RU;">методику використання програми «HotPotatoes 6» (для
створення електронних різнопланових тестів та кросвордів) для опитування учнів.</span></div>
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<span lang="UK" style="mso-ansi-language: UK; mso-bidi-font-size: 14.0pt; mso-fareast-language: RU;">Під час актуалізації опорних знань частина учнів розв’язували електронний
кросворд, а решта – обговорювали правила та закони композиції своїх власних
робіт, які вони відфотографували на виробничому навчанні на передодні,
уточнюючи помилки на продемонстрованих фото.</span></div>
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<span lang="UK" style="mso-ansi-language: UK; mso-bidi-font-size: 14.0pt; mso-fareast-language: RU;">Пояснення нового матеріалу розпочалося з Китайської філософії, де учні
самостійно охарактеризували знак «Їнь-Ян». Використовуючи електронну
презентацію і приклади робіт виконаних в даних техніках та демонструючи
наглядне пристосування та обладнання викладач намагалась донести до учнів
матеріал нової теми.</span></div>
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<span lang="UK" style="mso-ansi-language: UK; mso-bidi-font-size: 14.0pt; mso-fareast-language: RU;">Під час закріплення нового матеріалу Людмила Анатоліївна була задоволена
уроком, тому що учні з легкістю відповідали на запитання по новому матеріалу.</span></div>
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Люда Пуюлhttp://www.blogger.com/profile/11662873712074233100noreply@blogger.com0tag:blogger.com,1999:blog-6695048990066470637.post-29113365962766207752017-11-10T01:59:00.000-08:002017-12-07T08:06:38.515-08:00День писемності. 09 листопада 2017 р.<!--[if gte mso 9]><xml>
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9 листопада
2017 року <span lang="UK" style="mso-ansi-language: UK;">відбувся</span><span lang="UK"> </span><span lang="UK" style="mso-ansi-language: UK;">Всеукраїнський день
писемності. Учні та колеги нашого навчального закладу підтримали даний захід та
на навчання і роботу усі прийшли у вишиванках, а також прийняли участь у
написанні всеукраїнського радіодиктанту. </span></div>
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<span lang="UK" style="mso-ansi-language: UK;">Учні груп № 16 та 18, які навчаються за професією "Оператор КН; Фотограф (фотороботи); Секретар керівника (організації, підприємства, установи)" також прийняли активну участь у всіх запланованих заходах:</span></div>
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<br /></div>
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