Язык разметки гипертекстов HTML. Савченко В.Ф - 12 стр.

UptoLike

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ВПИ ВолгГТУ | Волжский

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Подытожим все, что мы узнали с помощью примера. В этом примере и
всех последующих будем опускать парные метки <HTML>, <HEAD>,
<TITLE> и <BODY>
<H1 ALIGN=CENTER> Привет! </H1>
<H2> Это более сложный пример </H2>
<P> Абзац можно выравнивать не только влево, </P>
<P ALIGN=CENTER> но и по центру </P>
<P ALIGN=RIGHT> или по правому краю. </P>
Браузер отобразит этот документ на экране следующим образом:
Привет!
Это более сложный пример
Абзац можно выравнивать не только влево,
но и по центру
или по правому краю
Внимание! Дополнительные пробелы, символы табуляции и возврата
каретки, добавленные в исходный текст HTML-документа для его лучшей
читаемости, будут проигнорированы WEB-браузером при интерпретации до-
кумента.
Проверь себя:
1) Чем отличаются заголовки разных уровней и как их задать?
2) Для чего предназначен тег <P>?
3) Какую дополнительную информацию несет в себе параметр ALIGN в
тегах <H>
и <P>? 
    Подытожим все, что мы узнали с помощью примера. В этом примере и
всех последующих будем опускать парные метки , ,
 и <BODY>
    <H1 ALIGN=CENTER> Привет! </H1>
    <H2> Это более сложный пример </H2>
    <P> Абзац можно выравнивать не только влево, </P>
    <P ALIGN=CENTER> но и по центру </P>
    <P ALIGN=RIGHT> или по правому краю. </P>
    Браузер отобразит этот документ на экране следующим образом:

                                    Привет!
Это более сложный пример

Абзац можно выравнивать не только влево,

                                  но и по центру

                                                        или по правому краю



    Внимание! Дополнительные пробелы, символы табуляции и возврата
каретки, добавленные в исходный текст HTML-документа для его лучшей
читаемости, будут проигнорированы WEB-браузером при интерпретации до-
кумента.
    Проверь себя:
    1) Чем отличаются заголовки разных уровней и как их задать?
    2) Для чего предназначен тег <P>?
    3) Какую дополнительную информацию несет в себе параметр ALIGN в
    тегах <H> и <P>?




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hO7sdXs9WsNRgW9SwWwuhJbkxTopyjBQ+VYHPc5Bx71Fd+BjJ4ctNJs9QSF4tQXUZp5bfzPOlEvmt8odcAt7nA4967CigDhLn4ez3Et7cLq8MVxeaja30qpZEQgwEFQqeZwWx8zEnPoMVNP4CnPhrXfD1pq0cGm6kXMETWhb7Hv5dV+cZUtuIHGN3eu1ooA5m18KS2niPTNUjvYRFZWElmYBbtmQuysz7y5wSyA8gnk5JPNZvxMnWKz8PKLmGCU67aMjS8gYY5JGRkDvyPqK7iigDjdX8ET60mpXUupJFqV4LdEkSDdFHFC+9YyhbLqzFt3IzkenNrTfDWq6drerar/bFvLNqIhLx/YiqK8a7ePnztI6DOQe56V1FFAHCzeALu4ivGOrQRT3mrQanIqWhMSmIqQqrvHJ2Dc2efQVqf8IvdjXtb1NNRgUanZx2oi+yH91s34bO/5vvnjA7c101FAHno+Gc7adZ20mswCSy0iXSoZYrEpuWRAhaQeYS+AMgZABya1rjwY2o6RFpWq3sF3ZQ6eLWKMWxTbLt2+d988gDgcEZPPNdZRQBnaFZahp2j21nqeorqN1CgRroQ+UZAOAWG5vm9Tnn0rmoodK8U+PLXWNPllkGlxS2944RkjkkDjy4zuA3FD5jcdDj1FdtRQB55YG5vPiR40t9O1G0hd4LONt8fmMpCOCygMOVzyD3I6d9Sz8ELoWo2N5oF0lubfT106WK4iMizRqcoxwykOCTz3yRx1rr6KAOMPgSSE6K1lqMMbaddz3spntDJ9ommDhycOu0fvGwOegGeKiPw+kTQv7Og1WONm1ddWkY2mYwwkD+XHGHGxMqO56n1ruKKAOVuPBgvtW1+4vbyOSz1mxSykt44CjRqocbg+45Pzn+HsKTS/DviC202Sy1LxKl8qQNBbN9j2HkbQ8uH+cgehUdzk4x1dFAHE6d4Bl0y18LQQ6nD/wASNzI7G0bN0TEYsk+Z8vyn36DGAMVr+LvDkvifS4LGO9W0WO6iuWcxFy3lsGCjDqVyR1zW/RQBgab4ck07xVqGrrdQ/Z7q2gtktUt9nlLFu24bcQfvnjaO1J4i8NPr+paRcNcwJb2EskklvLbmQTh42jKk7hgbXPY10FFAHD2PgbVNNudIe28Qo8OlieG3juLMyFYJCNq58wfOgG0PjpwR1zFZfDu4t9O0Cwn1a3ubfSZp3KSWP+vSRXQof3nHEjc859O1d7RQBjeGdEn8PaQulyX5vLaBitqXjKvHDn5UY7ju2jABwOAOKzpvCEsvijVtbN/CXvbNbWGNrZj5BUMN+d+GOHYdAcHAIyc9VRQBy1h4Rlg0LRtDvb63vNNsLcQzwm1K/atq7ULfOQAOuMHJAPGKu+FNDvfDujLplzqa38MDFbZvJKNHFn5UJLtu2jAB44FblFAHN6h4cvNV1zSL26v4Vh0y4a4j8mArLISpUKz7iAuDyAPmwOlZDeAdSOxF1+LyodZ/taEvZbpCxZiVkbf82A2AQBgAdeg7uigDhtT8L+IPEPhq+tbu/wBPtLnUHjmdBau/lFChVN3mDONgycdSxFQXvgbV9astX8/V4bQ6ytvPNCbXzXt5YwnyB94zGCvTAPJ5659AooA5/UPD15feItC1b+0YVOlrKGjNsT5xkUKxzvG3pwMGsvWvA1zrGoa9M2p2qW+sWkVnJE9iXaJE3/MreYBu+c4O3ggcV2lFAGXNpl1HZ6XbWF6Iks5Y/NaeLzWmiVSCucjDHj5v05rUoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAy7/xJomlX8FjqGr2Vrdz48qGadUZsnAwCe54q+1xCtwlu0irM6lkQ8FgOuPXHGfqK5vxlpFnf+HdT0yOzhlvtYUwoGXJMhUKJCewQANntt45IzX8dLJo/wAO5ru3kZrvR44rm3mc/NujIyT/ALy7lPqGI70AdgzKilmICgZJPYVjP4v8NxxmR9e01UDbCzXKAbs4xnPXPGPWteGUTwRzKCFkUMAfcZrzHxSA3w0s5lH7u51yO5T3SW9Min8QwNAHp6OskaujBlYZBHcU6snU5r8arYW1pcxQxzrJv3w7zlQCMcj1rjbTxtrT+EfCusXRtIINUY/b77yGaO1yD5ahA2fmbC7iSBn3oA9IornfAusXviDwhZ6rftE09wZCfJjKKArsowCT2X171y2peONX0/S/EDPd2SajYarHa21u9ucvAzxqHK7sniQ/MMD5aAPS6K4m+1/xFeT6zD4etFnn0qdLdUdY9txJsR2DFpFKgh8DA4Izk9BNBquv6h4q1fSYbi1tBa2dvcRCS38wq8vmZViHAIBQcj1oA7CiuPbXdX1S48QQ6VJbQTaNtjCSxFxPN5YkIJyCE5CjHPU+1aWma82ueB4NetFFvJcWX2hFcbgjbc4PTIzx2zQBvUV5/p/ibXri28E3EtzaEa/gzotsR5Y8hpSFO71XHNU7zxV4vj0bxHrFvLpTxaDfzRvbm2cG4hjCk/Nv+QhSTnDZPoKAPTKK4SbxRr+srqcnhmxEr2EkcccUqx7ZnMaSMHLSKVGJAowOCCcnoNLxHqur2FrcXVpLBD5GlT3rwSw+YVkQAhSwYcHLD/gNAHU0Vw934n1S0i8GyPLEV1cgXey1ZyP3Jl+QKSRyMd+Oags/FerXj6r/AKTaRW9trK2KvJbukgiMSudqHJeUlgoXHvg9KAO/ori9D17WNY0q7mkljhFhqNzbXEqWjNK8cf3SsYyQ5yuRg9DxzxQl8Y6yPAOla3vs1ubjUI7aQpGZVMbz+Xu2qxKvtwSuTg5GOwAPQ6K4KbxZqr614gtrWezjt7C2tZYnvoHg2mV2Vi5bBIAUkAAZJAzVW98Y65BpXi42gWa50YwSWzzWjK0iSIGIePIOR83IxxjigD0eiuOsfFEt141uNPiv7W60qDSUvTLDHlmcuykBgcYwucAdTjNRaNr3ifWBompwaeraXqMfmXAby1+zo67kZW8wliOAwK89gvSgDtqK8xj8daw/hq1uvNh+3S60LBv9Bk8oRm5MOQ2cbsDP3uvGK9DvY76SOFbKeGFt/wC9eWMv8mD0AI5zt79M0AW6K8807xhrZ8E2XiG7a0ma9kW1jgjhKbJnuBEhyXwVxkkEjoORniXWde8W6JofiK+mtYlhsrUXNlcTomXYffjdEkPsQwx19qAO+orP09NTWUveXVvPA8alAkJjZW5znkggjHpjHfPGdrep6pa3whSA2unFQW1FYjcEHuvlrymOu8gr6igDV1HVdP0e3+0alfW9nBnHmXEgRc+mTxSWGr6bqvmf2fqFrdmPAkEEyuUz0zg8fjXBfEWG0Hwo1W6tL+TUfPktSbl7jzBJi5j6Y+Rep4UAe1ajeGb3V/iCdfu7c2FjHpxstiz7Z52L7skxn5QuOMNnPpQB21UH1rTIr2OzkvoFnkfykRnA3PjOwHoWx261gpqd/bXSwaNctr8IfbIjgAwjOD/pA+Q7f7pBc+tR6v4Xiuhp+i2ZdLY6mdWuZHcsUxL5pVfQtI3HoN/fqAdjRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcxqHg+W+1ifUk8T67aSSqEEdu8ARFH8K7oiQM89ead4g0J9U8OQ+GUeeSCYRx3VzM2W8lSC+W/id9uP+BE9q6WigDC8U2OrajpkGn6PdixNxMI7m4CBmig2tu2jsxwFB7ZrN13wNLrWhJpn/CQ38SwtHJAPJg2I8ZBTKrGDgEDgEdK6+igDntK0fUJVt9T1XUboak9miSQJs8m3lKr5jRgrnkr/ESOvHNVrDwFp9hZ6NZ/b7+e20cMbSKZoyofkLIwCDcy5O3PAznGea6qigDK8OaDB4Z0SHSba5uLiCEsUe4Kl/mYsRlVUdSe1J4j0CDxLo76Zc3Vzbwu8bs1uUDEo4dfvKw6qO1a1FAHL3Xgi3m1+bV7bVtUsJbpES9jtZVVLraMAt8pKtjjK7Tjpir9j4ct9P8AEN5rENzcmS6gigaBtnlIkedgUBQRjce561s0UAc/ceFIH1e/1G0vruxk1GJY7xYNm2XaMK3zKdrAHGR29wDWkNJtotDGkWu61tVg+zxiHGY0C7RjcCOB6g1eooA5iDwTaW0Hh6FNR1DZoP8Ax65MXz/IY/n+Tn5SRxj86wvDvh+TV18V2uoNqNvYXusSyNbSW5iW4hITkMy52tgg4PQds8+iUUAcvd+CLWbX5tXs9U1LTXulRLyCzlVI7kKMKSCpKnHGVIOPTrSy+FLi/t9UivNYuYo76N7URWscSrHb/MqINyE52sSTnqT6CunooA5a08IMbfQPt2p3DT6G7/Z2hVFWRcNGu8FTz5ZAOCOcmopfh/aSXkt7Hq+qRXT6j/aSyoYsxy+X5ZCgx42lOMEH+dddRQBz2meE10Zb4WGragjXd0905kZHAdvvcFehIzzz6EDiqv8AwgWn/wBhw6Wt9foqX41KSdWj8yafzPM3NlCMbscADpXV0UAcpq3gKy1e+1C8m1LUY5r1bcExtGBE0D742X5OoYnrkHP0q/pHhiLSNZv9UXUL65uL9YxOJ2QqzINoYBVGDjsOPQCtyigDIXw9AviqXxAbu5a4ktBZmBtnleWGLDjbuzlj3rN0TwNa6DNstNV1NtOjdpLfTpJVaC3Ykn5fl3EAnIBJAPOM4NdTRQBya+AbNdCg0gapqXkQ3/8AaCvmLf5nm+bgny8bd5zjH411TKWiKCRlYjG8YyPfkY/SnUUAcxD4F0tPBTeFJ57u608g7XldRKh37wQyqOQ3IOO1RyeBo7vw/e6TqGu6ve/a4vIe5mkjMqx/3V+TaM9zjJ4yeBjq6KAI4IjBbxxGR5Cihd74y2O5wAPyFSUUUAc/4i8H6d4j0u7sJXlskvHje5ks1jWSUowZdxZTnBArZks4rizNrdqLqJhhxMqkP9RjB/Kp6KAGoiRoqIoVFGFVRgAegqqLBxrR1D7bc7DbiD7JuHk53bt+MZ3ds5xjtVyigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM2+8Q6Npl/BY32q2dtd3GPKhmmVXfJwMAnueB61da4hW4S3aRVmdSyIeCwHXHrjjP1Fcf8S7Z/8AhDr8x6Ml/aOyzagElEcoiQqWZMg7mCrxyMY4qXx7fbfh7ca9ZHE1mkeoWrkYIKkN+qllI9GIoA62aaK3heaaRY40GWdjgAe9Z8XiLRZ9Kk1WLVrJ9Pj5e6WdTEvOOWzjrxWhDKJ4I5lBCyKGAPuM1478NdUB0LwfouqW32axdZ57OYkMl3OskmIz/dKglgDncQCCNuCAevWd5a6hZxXdlcRXFtKu6OWJgysPUEVPXHeKtZv9CS7TTpLOCK10x7qCFITI7yLu4ZFxsiAAG7jluoxznan49udN1HSZZ2gisL3SDfMhiY7Zd0aqpkzhEJkGWYYGOtAHoVFcdquq+IfD39i3Wo3mnzWEt4LfUZIbVk8tXJETrlztG4orE565qtrviXV7DTZNTtprf7LJrENjAGtmdvKMixO3DZJ379uOoA65oA7qiuFfxVqmpaR4j1bSHhSPRZpIUt7iBgbgxIrybskFM5IUY4xk5zgddpGox6vothqcSMkd5bx3CK3VQ6hgD+dAFyiuK8Ya7rWiWerXtjc2pjtEtjHHJblvmkk2MCQwzgYP41K+uatqdz4hg0ma3jk0XbEomhLC4m8sSHdgjavIXjnOTz0oA7CiuD0vxdqXiHVtBSykhtbTVNIe/ZZId7xurRqVB3DI+c9u1R6b4z1KfRtLNw1ub/VNXn0+J1iISJI3kBYjdydsfr1YdhQB6BRXIQa/qcWr+INCuXha6sbRL20uhFgSRsG4dc9QykcEZHpVePXdb/4SG7057q1ZItDTUUYWxB8xndcH5vujZ9eetAHb0V51pnjXVNQi8FYkjEus83mbKRVX9y0v7ticdVx1PHNQ6t451fTtI8XzI9tLd6VctHaRiA4MaxxuzSfN0HmYyMc47nFAHpdFcbr+q6/pJ0l47uyMd/qNvZgG2JIV1+ZvvDncDgemKS61rxA+p3miWQjkv7K0W4eaKFNrtI8gjBV5FwMRjdgnluCMcgHZ0VzcV7r1wmipcLBp13cwObuAoJtkigcKwbGM59e1c1YeNdZn0TwXqFzLbr/bUji6EVoz7AI3cbACT/Bjv1zQB6TRXHax4u8u/wDDj6Te28+najdyW87xwtMw2RsxChTkNlcEYOPwqlD4h8S6ppXiybSXtXu9Lu2isopbR181VjSTawLA7jvwOnQcc0Ad9RXJQeJLjWLaK80e6hNoNK+2Su8O472H7tevH3ZNw6jA6ZrM8N+Mr/xI2i6ckqQXt1pP9p3c/wBlZQuSqqkatwRlj82SML75AB6BRXPeENeutcsb9L6KNL3Tr+WwnaIEJIyYIdQSSAVZTjJxzWVfeKNRtPEviDThJCyWllDNZRLDmR5ZBJwfmwQPLz24ySeKAO2orz6Hxfq/9l+B72eWDGtgG7EdqzlcwtL8gBJ7Y7+tMbxvqcWj+Jr0eTK9lqcen2KvbtHzJ5QVpATk4MvI4yF96AO4tNVsL67u7W1uopp7NglwiHJjYjIB98Vcryu41TUvDGr+N9Z+0w3AsZLGS4QwbfOTy1DYIb5TtJI9wO1dNLruq6peeIodGlt4W0YrEizRF/Pl8sSENyCF5C8c5yfagDrqK87sPFuveJ9T0630iWxsYNQ0QairXFu0rwv5iqV4cBhycdOueelVD8Qdci8O6dq1xbWqm2vZrXWYkRiAkUmySSI54wPmwc8A0Aen0VyVv4lvb34kHRYPIGlJp73AkClnlkWRFOGzjaN+Omcqao6b4q1WXxDolhcTWsyanFc+cbeJjFDJGAQI5DxIMEg9eR26UAd3RXnSeLddbwdaar51p9pm1saew+znaI/tJgyBu+9gZ6/hV+98T6lZ+JNf07zYXW0soZbONYcySSyCTg/NggeXntgZJPFAHbUV5pY+PdShGh3WpyRNaXmgvqtwtvaOzBl2HauCcLhzyfTrzWiPFOrWlj4W1i6NvNZa5NBBLbxxkG3M65jKtn5gDgNkc5yMdKAO6oqrqUksOmXUsDKsscTOjMu4AgZGR3rgbHxzqV1aeDZWljVtWUvfZspFVQIGl/dsTj+HHU+tAHpFFcVouveJtXOh6pDpyvpWop5lwreWv2eNl3Iyt5hZiOAwK85yAvSp9P1jXNeg/tPSnsltU1J7ZradSCYI5DG77h0f5SwGMYwDnrQB11FcPF4j8SaqF1DRdPE9omoyWzwP5ahoY5Wjd95kDB/lLAbcY4wetSDUvE3/AAlv9hG90/zP7K+3bvsrbfM8zZs+/nb79f5UAdpRWD411a80LwbqurWBiFzZwNMglTcpx2IBH86oeGfEt5qviTU9LmeGaG1ghlSXyGt5Nz53KY3JJAwMOABzjkigDraKw/EGsy6dc6RYW2xbnVLv7OkkgysYCM7NjIycJgD1I9MVmXuta7pD2un3i2093f6i1vZzQAZMAiaTc6sVXf8AIy4zjofYgHVzTxW0Ek88qRQxqWeSRgqqB1JJ6Cs7SfE2ia9LLHpOqWt80QzJ9mkEgX0yRwK4vV9V8QbdN0vW9NgAu9bS2t5ZQhSaLYzq0kauRuUrnGQCUHQVYvfGF54a1bUNCnggnuAtrJYSxRCMOs8vk/vFyBlWyeCAR6daAPQaK5/Q7nxC2rX1vqtniwCI9pct5auxP30ZUdunBB44OKi8SarqVjrvh6xsZoI49SuZIJTJCXKhYnkBXkd1x+NAHS0VxFt4i1prPxQz3OnCTS79bSGSdDFGFKxszv8AMckCQ4AxkgDvWZqXjbWrLR/FsluYHm0Z7c28lzashkSVVJDJkYIJODjpjigD0qiuGn8QeJNH8USaVqDaZcx3mnT3ljIqNAsUkWMxyMWOUwy/Px34pth4o1SbWL3TjcQzKNGXUIrn7MyDzNxVgoJ+eM4BB/U9aAO7orzG6+IurW/w5vL/AMi1HiKyleG4iKt5SbSG8zbnO1kZMc9XFa97r/iO8l1iHQLVbi40qZLcK6RhLiTy0dtxaRSgIfAwOCM5PQAHb0Vx/iPV9e0yTS5YpbSGPUNRt7MQvCZGiV1+YlgwBYMDjHGMVBcal4rbxcPDsN9pcbPpr3YuWs3baRMEHy7xnKkcZGCT1wKAO3qK4uYLWMSXEqRIXVAztgbmYKo+pJAHuawvBOvXniHw79o1GCOG/t7ia0uVizsMkblSVzzg4zWF8QYE8RrNoAe8TyLY3QktreWTbcnIgBManABDMQf9g0Ad5LLHBE0srqkaDLMxwAKrabq2naxb/aNMvre8gzjzLeQOufqOKzfBmv8A/CTeErDVHUpcPHsuYyMGOZTtdSO3zA/hisb4QjHws0XH92b/ANHPQB1H9taX/an9l/2hbf2ht3fZfNHmbfXb1x70XWt6ZZXP2a4vYUnC7zFuyyr/AHiByB7niuTndk+NTSxJ5jr4YZlUfxH7QMCl+Esv234e22rMwm1HUJZri8lY4LzeYwwfTAAUDsAKAOmfxJocdtDcvrFitvNJ5cUpuF2O/TaGzgmrd9qFnplv9ovrqG2hyF8yZwq5PAGTXn8kth4s8Gatay6UtpaS67FZ3MKzbvMf7VEsrDAGMnJz1ySeKqjVL3QYH8FeIJ2mnSWB9Kv5P+X2ATJ8rH/nqg4I7jn3IB6krK6K6kFWGQR3FLSMCVIBwccH0rzXQvHmrXl/o1vcvaSNe391azR/ZnhCpE0ih0kZtrN8i/IMk5PTBoA9LooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxbzw/Jf3F4LnWL97C7ULJY4jEe3GGUNs3gMOvzZ5OCKh8VaS2vaONAjjKW10yLcyAYWOBWBYD3YDaB2zntXQUUARyxF4GijleEkYDxgZX6ZBH5iuVt/h5pUHguLws13fy2cD+ZbTu6Ce3cMXDo6oMMCTgkH06V11FAHK3fgaC9u7i5m1jVN93Y/YLza0Q+0RjdgtiPhhvb7u3+eSPwFp/mWZub2+u47bTn03yZzGUlhbG4NhAc/KvQjpXVUUAcXq2nfZPDEfgxLXVdWW8tXto7qdFdIVwFBlkAXG0HI43Hb3Na2o+FLPUNF07ShcXVtbWEsEsXkFNxMRBTJZWzyAT61vUUAc3N4NtJLnVHhvbu3t9WH+n20RTZKdu0sMrlGZeCVIz14PNdDDDHbwRwQoscUahERRgKoGABT6KAOPu/BV1rHh+6sNU168869ZZrkwRwqgkUqQFBQnaNijryB71Zh8JMZ5r9tRuLW/1C1ji1P7IEEc7qu3eAykq3JGR2x3ANdPRQBgQ+ErG11iw1G0nubcWFkbC3to9nlLEdpxypbPyLzntVSPwFp0egxaX9tvm+z3pv7a6Zo/NgnLlyykIB1ZuCCMEiuqooA5248JR3K3Ttqt+l3dlFuLqLy1eSJQwEWNhAT52PAzk5zT5vClvLrV3qgv72OW5sRYGNPL2JECxG0FCcgs3JJ61v0UAcxB4JtLeDw9Cmo6hs0H/j1yYvn+Qx4f5OflJHGPzqKfwBp9xZeIbZ76/xr0m+7kHlBxwF2qfL4GB3z39TXWUUAYmreGotYg0uKfUL2M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<li class="menu-443 menu-path-taxonomy-term-12   even  "><a href="/fizika/optika-0" title="">Оптика</a></li>
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<li class="menu-437 menuparent  menu-path-nolink   even  "><div title="" class="nolink">Решебники</div><ul><li class="menu-771 menu-path-taxonomy-term-134  first   odd  "><a href="/reshebniki/reshebnik-chertova-ag" title="">Чертов А.Г.</a></li>
<li class="menu-772 menu-path-taxonomy-term-136   even  "><a href="/reshebniki/reshebnik-volkenshteyn-vs" title="">Волькенштейн В.С.</a></li>
<li class="menu-1117 menu-path-taxonomy-term-834   odd  "><a href="/reshebniki/reshebnik-irodova-ie" title="">Иродов И.Е.</a></li>
<li class="menu-769 menu-path-taxonomy-term-137   even  "><a href="/reshebniki/reshebnik-saveleva-iv" title="">Савельев И.В.</a></li>
<li class="menu-770 menu-path-taxonomy-term-135   odd   last "><a href="/reshebniki/reshebnik-trofimova-ti" title="">Трофимова Т.И.</a></li>
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<li class="menu-768 menu-path-opredelenie   odd  "><a href="/opredelenie" title="">Словарь определений</a></li>
<li class="menu-1141 menuparent  menu-path-nolink   even   last "><div class="nolink">Справочник ВУЗов</div><ul><li class="menu-1142 menu-path-vuzy-belarus  first   odd  "><a href="/vuzy-belarus" title="">ВУЗы Беларуси</a></li>
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