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[
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"url": "/o-seminari/",
"title": "O semin\u00e1\u0159i",
"content": "<h2>Pro\u010d \u0159e&scaron;it pr&aacute;v\u011b M&amp;M?</h2>\r\n\r\n<ul>\r\n\t<li style=\"text-align:justify\">Jako jedin&yacute; koresponde\u010dn&iacute; semin&aacute;\u0159 vypisujeme <strong><a href=\"http://atrey.karlin.mff.cuni.cz:6282/zadani/temata/\">p\u0159&iacute;sp\u011bvkov&aacute; <strong>t&eacute;mata</strong></a>.</strong>\r\n\r\n\t<ul>\r\n\t\t<li><strong>\u200b</strong>K nim&nbsp;n&aacute;m m\u016f\u017ee&scaron;&nbsp;v pr\u016fb\u011bhu cel&eacute;ho roku <a href=\"https://atrey.karlin.mff.cuni.cz:6282/co-je-MaM/jak-resit/\">pos&iacute;lat</a>&nbsp;prakticky jak&eacute;koliv souvisej&iacute;c&iacute; <strong>p\u0159&iacute;sp\u011bvky</strong> a&nbsp;reagovat na p\u0159&iacute;sp\u011bvky ostatn&iacute;ch \u0159e&scaron;itel\u016f.</li>\r\n\t\t<li>Funguje to vlastn\u011b jako<strong> skute\u010dn&yacute; v&yacute;zkum a </strong>jeho<strong> publikov&aacute;n&iacute;.</strong>&nbsp;</li>\r\n\t\t<li>Pro ty, kte\u0159&iacute; cht\u011bj&iacute; v&iacute;ce podn\u011bt\u016f, nebo si netroufnou na pr&aacute;ci na t&eacute;matu, <strong>m&aacute;me i</strong> <a href=\"https://atrey.karlin.mff.cuni.cz:6282/zadani/aktualni/\"><strong>&uacute;lohy</strong></a> &ndash; stejn\u011b&nbsp;jako <a href=\"http://ksp.mff.cuni.cz\">ostatn&iacute;</a> <a href=\"http://mks.mff.cuni.cz\">koresponden\u010dn&iacute;</a> <a href=\"http://fykos.org\">semin&aacute;\u0159e</a>.</li>\r\n\t</ul>\r\n\t</li>\r\n\t<li style=\"text-align:justify\">Jsme <strong>mezioborov&iacute;</strong>, tak\u017ee si u n&aacute;s ka\u017ed&yacute; najde to svoje. Nav&iacute;c je u n&aacute;s <strong>dovoleno \u0159e&scaron;it probl&eacute;my</strong>,&nbsp;a\u0165 u\u017e v t&eacute;matech \u010di v &uacute;loh&aacute;ch, <strong>r\u016fzn&yacute;mi prost\u0159edky.</strong>&nbsp;Tak\u017ee pokud t\u0159eba nev&iacute;&scaron;&nbsp;jak teoreticky&nbsp;vy\u0159e&scaron;it fyzik&aacute;ln&iacute; &uacute;lohu, ale um&iacute;&scaron; \u0159e&scaron;en&iacute;&nbsp;naprogramovat, tak sm\u011ble do toho!</li>\r\n\t<li style=\"text-align:justify\">Na na&scaron;ich <a href=\"https://atrey.karlin.mff.cuni.cz:6282/soustredeni/\"><strong>soust\u0159ed\u011bn&iacute;ch</strong></a> ti m\u016f\u017eeme nab&iacute;dnou skute\u010dn\u011b&nbsp;<strong>&scaron;irokou &scaron;k&aacute;lu z&aacute;\u017eitk\u016f</strong>.\r\n\t<ul>\r\n\t\t<li>M&aacute;me p\u0159ipraveny &uacute;vodn&iacute;, klasick&eacute; i tajupln&eacute; <a href=\"https://atrey.karlin.mff.cuni.cz:6282/soustredeni/#prednasky\"><strong>p\u0159edn&aacute;&scaron;ky</strong></a> ze v&scaron;ech t\u0159&iacute; obor\u016f. Krom toho p\u0159edn&aacute;&scaron;&iacute;me <strong>i na po\u017e&aacute;d&aacute;n&iacute;</strong> &ndash; sta\u010d&iacute;, kdy\u017e si vybere&scaron; t&eacute;ma, kter&eacute; t\u011b zaj&iacute;m&aacute;.</li>\r\n\t\t<li>P\u0159ipravujeme <strong><a href=\"https://atrey.karlin.mff.cuni.cz:6282/soustredeni/#konfery\">konfery</a></strong>:&nbsp;Skupina &uacute;\u010dastn&iacute;k\u016f pod veden&iacute;m zku&scaron;en&eacute;ho organiz&aacute;tora \u0159e&scaron;&iacute; zadan&yacute; probl&eacute;m&nbsp;a v&yacute;sledky pak ostatn&iacute;m&nbsp;prezentuje na <strong>mal&eacute; v\u011bdeck&eacute;&nbsp;konferenci</strong>. Pr&aacute;ce na konfe\u0159e je velmi podobn&aacute; skute\u010dn&eacute; v\u011bdeck&eacute; pr&aacute;ci. Pod&iacute;vej se na fotky ODKAZ</li>\r\n\t\t<li>Na ka\u017ed&eacute;m soust\u0159ed\u011bn&iacute; na tebe \u010dek&aacute; velk&eacute;&nbsp;mno\u017estv&iacute; <strong><a href=\"https://atrey.karlin.mff.cuni.cz:6282/soustredeni/#hry\">denn&iacute;ch i no\u010dn&iacute;ch her</a> </strong>ODKAZ NA FOTKY<strong>, uvnit\u0159 i venku.&nbsp;</strong>Jsme&nbsp;dob\u0159e materi&aacute;lov\u011b i organiza\u010dn\u011b vybaveni&nbsp;na <strong>n&aacute;ro\u010dn\u011bj&scaron;&iacute; outdoorov&eacute; aktivity</strong>, jako je nap\u0159&iacute;klad lezen&iacute; po skal&aacute;ch. A n&aacute;&scaron; t&yacute;m um&iacute; p\u0159ipravit i hry, kter&eacute; pro\u017eije&scaron; v&scaron;emi &scaron;esti smysly.</li>\r\n\t</ul>\r\n\t</li>\r\n</ul>\r\n",
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"title": "Semin\u00e1\u0159 M&M",
"content": "<p>V&iacute;tejte na str&aacute;nce semin&aacute;\u0159e MaM!</p>\r\n",
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"url": "/co-je-MaM/uvod/",
"title": "Co je M&M?",
"content": "<p style=\"text-align:justify\">M&amp;M je mezioborov\u00fd koresponden\u010dn\u00ed semin\u00e1\u0159 pro studenty st\u0159edn\u00edch \u0161kol zam\u011b\u0159en\u00fd na <a href=\"/media/ilustrace/temno.jpeg\"><strong>matematiku</strong></a>, <a href=\"/media/ilustrace/fyzika.jpeg\"><strong>fyziku</strong></a> a <a href=\"/media/ilustrace/elektro.jpeg\"><strong>informatiku</strong></a>. Ro\u010dn\u011b vyd\u00e1v\u00e1me p\u0159ibli\u017en\u011b sedm \u010d\u00edsel \u010dasopisu, ve kter\u00e9m najde\u0161 <a href=\"/zadani/temata/\"><strong>t\u00e9mata k b\u00e1d\u00e1n\u00ed</strong></a>, dopln\u011bn\u00e9 o zaj\u00edmav\u00e9 \u00falohy a o <a href=\"/clanky/uvod/\"><strong>\u010dl\u00e1nky</strong></a> jak od n\u00e1s, organiz\u00e1tor\u016f, tak od v\u00e1s, \u0159e\u0161itel\u016f. \u010casopis je zdarma.</p>\r\n\r\n<p style=\"text-align:justify\">M&amp;M je taky <strong>sout\u011b\u017e</strong>.&nbsp;Za v\u0161echny&nbsp;p\u0159\u00edsp\u011bvky k t\u00e9mat\u016fm, \u0159e\u0161en\u00ed \u00faloh i \u010dl\u00e1nky ud\u011blujeme body.&nbsp;Na z\u00e1klad\u011b z\u00edskan\u00fdch bod\u016f sestavujeme <a href=\"/zadani/vysledkova-listina/\"><strong>v\u00fdsledkovou listinu</strong></a>. Na nejlep\u0161\u00ed \u0159e\u0161itele \u010dekaj\u00ed <a href=\"/media/uploads/2015/12/11/odmeny2015.jpg\"><strong>knihy </strong>a <strong>deskovky</strong></a>. Autor nejlep\u0161\u00edho p\u0159\u00edsp\u011bvku do t\u00e9m\u00e1tka si bude moci&nbsp;<a href=\"/media/ilustrace/dort-plech.jpeg\"><strong>smlsnout na</strong> <strong>dortu</strong></a>. Taky se m\u016f\u017ee\u0161 dostat na <strong>Matfyz bez p\u0159ij\u00edma\u010dek</strong> (viz n\u00ed\u017ee).&nbsp;A hlavn\u011b, p\u0159ibli\u017en\u011b dvacet p\u011bt nej\u00fasp\u011b\u0161n\u011bj\u0161\u00edch \u0159e\u0161itel\u016f zveme dvakr\u00e1t do roka na <strong><a href=\"/soustredeni/\">soust\u0159ed\u011bn\u00ed</a></strong>.</p>\r\n\r\n<h2 style=\"text-align:justify\">Jak se zapojit</h2>\r\n\r\n<p style=\"text-align:justify\">V pr\u016fb\u011bhu \u0161koln\u00edho roku vych\u00e1z\u00ed zpravidla sedm \u010d\u00edsel \u010dasopisu. V nich jsou zadan\u00e9 r\u016fzn\u00e9 podn\u011bty k p\u0159em\u00fd\u0161len\u00ed. Pokud t\u011b n\u011bkter\u00fd&nbsp;zaujme, pokus se k n\u011bmu<strong> <a href=\"/media/ilustrace/poslat.jpg\">n\u011bco napsat a poslat n\u00e1m to</a></strong> \u2013 podrobnosti najde\u0161 v sekci <strong><a href=\"/co-je-MaM/jak-resit/\">Jak \u0159e\u0161it</a></strong>.</p>\r\n\r\n<h2 style=\"text-align:justify\">Soust\u0159ed\u011bn\u00ed</h2>\r\n\r\n<p style=\"text-align:justify\">V\u017edy na podzim a na ja\u0159e p\u0159ipravujeme pro na\u0161e nejlep\u0161\u00ed \u0159e\u0161itele t\u00fddenn\u00ed soust\u0159ed\u011bn\u00ed. To se obvykle kon\u00e1 n\u011bkde v bl\u00edzkosti p\u011bkn\u00e9 p\u0159\u00edrody. Soust\u0159ed\u011bn\u00ed je \u010d\u00e1ste\u010dn\u011b <strong>odborn\u00e9</strong>,&nbsp;m\u00e1me pro v\u00e1s p\u0159ipraveny <strong><a href=\"/media/ilustrace/prednaska-KM.jpeg\">p\u0159edn\u00e1\u0161ky</a> </strong>ze v\u0161elijak\u00fdch tradi\u010dn\u00edch i netradi\u010dn\u00edch z\u00e1kout\u00ed nejen matematiky, fyziky i informatiky. Dost \u010dasu je v\u011bnov\u00e1no i zaj\u00edmav\u00fdm a <a href=\"/media/ilustrace/behaci-hra.jpeg\"><strong>z\u00e1bavn\u00fdm hr\u00e1m</strong></a>, venku i uvnit\u0159. P\u0159edev\u0161\u00edm je ale soust\u0159ed\u011bn\u00ed p\u0159\u00edle\u017eitost, jak <a href=\"/media/ilustrace/lidi.png\"><strong>potkat fajn lidi</strong></a> s podobn\u00fdmi z\u00e1jmy! M\u016f\u017ee\u0161 si prohl\u00e9dnout fotky z p\u0159ede\u0161l\u00fdch <strong><a href=\"/soustredeni/probehlo\">soust\u0159ed\u011bn\u00ed</a></strong>.</p>\r\n\r\n<p style=\"text-align:justify\"><a id=\"prijimaci-zkousky\" name=\"prijimaci-zkousky\"></a></p>\r\n\r\n<h2 style=\"text-align:justify\">P\u0159ij\u00edmac\u00ed zkou\u0161ky na MFF</h2>\r\n\r\n<p style=\"text-align:justify\">Matematicko-fyzik\u00e1ln\u00ed fakulta Univerzity Karlovy se rozhodla \u00fasp\u011b\u0161n\u00fdm \u0159e\u0161itel\u016fm na\u0161eho koresponden\u010dn\u00edho semin\u00e1\u0159e <strong>odpustit <a href=\"http://www.mff.cuni.cz/studium/uchazec/prijriz-bc.htm\">p\u0159ij\u00edmac\u00ed zkou\u0161ky</a></strong>. Konkr\u00e9tn\u011b se to t\u00fdk\u00e1 t\u011bch \u0159e\u0161itel\u016f, kte\u0159\u00ed z\u00edskaj\u00ed za rok alespo\u0148 65 bod\u016f. Ti od n\u00e1s dostanou \u201eosv\u011bd\u010den\u00ed \u00fasp\u011b\u0161n\u00e9ho \u0159e\u0161itele\u201c, kter\u00e9 pak mohou p\u0159edlo\u017eit fakult\u011b.</p>",
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"url": "/clanky/uvod/",
"title": "\u010cl\u00e1nky",
"content": "<p style=\"text-align:justify\">V M&amp;M&nbsp;publikujeme&nbsp;\u010dl&aacute;nky &ndash; stejn\u011b jako v opravdov&eacute;m v\u011bdeck&eacute;m \u010dasopise. Setkat se u n&aacute;s m\u016f\u017ee&scaron; jednak s \u010dl&aacute;nky od organiz&aacute;tor\u016f (v r&aacute;mci n\u011bjak&eacute;ho seri&aacute;lu, nebo jen tak), jednak n&aacute;m m\u016f\u017ee&scaron; poslat&nbsp;\u010dl&aacute;nek ty s&aacute;m.</p>\r\n\r\n<p style=\"text-align:justify\"><strong>Organiz&aacute;torsk&eacute; \u010dl&aacute;nky</strong></p>\r\n\r\n<p style=\"text-align:justify\">Organiz&aacute;to\u0159i&nbsp;t\u011b&nbsp;ve sv&yacute;ch \u010dl&aacute;nc&iacute;ch obvykle&nbsp;cht\u011bj&iacute; nau\u010dit&nbsp;n\u011bco, co by se ti mohlo hodit nebo l&iacute;bit.</p>\r\n\r\n<p style=\"text-align:justify\"><strong>\u010cl&aacute;nky od \u0159e&scaron;itel\u016f</strong></p>\r\n\r\n<p style=\"text-align:justify\">Ty s&aacute;m n&aacute;m tak&eacute; m\u016f\u017ee&scaron; zaslat \u010dl&aacute;nek k publikov&aacute;n&iacute;. Krom \u010dl&aacute;nku k t&eacute;matu (kter&yacute; spad&aacute; do <a href=\"/zadani/temata/\">jin&eacute;&nbsp;sekce</a>)&nbsp;to nej\u010dast\u011bji&nbsp;bude&nbsp;nejsp&iacute;&scaron; \u010dl&aacute;nek o tv&eacute; <a href=\"/soustredeni/#konfery\">konfe\u0159e</a> ze soust\u0159ed\u011bn&iacute;. M\u016f\u017ee&scaron; n&aacute;m ale poslat i&nbsp;pojedn&aacute;n&iacute; o \u010demkoli jin&eacute;m, o \u010dem si mysl&iacute;&scaron;, \u017ee by to mohlo ostatn&iacute; \u0159e&scaron;itele zaj&iacute;mat.&nbsp;My pak tvoji pr&aacute;ci&nbsp;zredigujeme a otiskneme.&nbsp;</p>\r\n\r\n<p style=\"text-align:justify\">Proto\u017ee v&iacute;c hlav v&iacute;c v&iacute;,&nbsp;m\u016f\u017eete na \u010dl&aacute;nc&iacute;ch pracovat i ve skupin&aacute;ch &ndash; stejn\u011b jako p\u0159i \u0159e&scaron;en&iacute; t&eacute;mat!</p>\r\n\r\n<p style=\"text-align:justify\">P\u0159i psan&iacute; \u010dl&aacute;nku do M&amp;M je dobr&eacute; m&iacute;t na pam\u011bti z&aacute;kladn&iacute; <a href=\"/clanky/jak-psat-vedecky-clanek/\">z&aacute;sady pro psan&iacute; v\u011bdeck&eacute;ho&nbsp;\u010dl&aacute;nku</a>.</p>\r\n",
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"url": "/archiv/temata/",
"title": "T\u00e9mata",
"content": " <h2>Tady se pracuje</h2>\r\n <p>\r\n Na t\u00e9to str\u00e1nce velmi intenzivn\u011b pracujeme.\r\n Za do\u010dasnou nedostupnost se omlouv\u00e1me.\r\n Zkuste p\u0159ej\u00edt na <a href=\"/\">tituln\u00ed str\u00e1nku</a>\r\n nebo se pod\u00edvat na <a href=\"/zadani/aktualni/\">aktu\u00e1ln\u00ed zad\u00e1n\u00ed</a>.\r\n </p>\r\n <img src=\"/static/404.png\">",
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"url": "/archiv/ulohy/",
"title": "\u00dalohy",
"content": " <h2>Tady se pracuje</h2>\r\n <p>\r\n Na t\u00e9to str\u00e1nce velmi intenzivn\u011b pracujeme.\r\n Za do\u010dasnou nedostupnost se omlouv\u00e1me.\r\n Zkuste p\u0159ej\u00edt na <a href=\"/\">tituln\u00ed str\u00e1nku</a>\r\n nebo se pod\u00edvat na <a href=\"/zadani/aktualni/\">aktu\u00e1ln\u00ed zad\u00e1n\u00ed</a>.\r\n </p>\r\n <img src=\"/static/404.png\">",
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"url": "/jak-resit/",
"title": "Jak \u0159e\u0161it?",
"content": "<p>\u010c\u00edm se n\u00e1\u0161 semin\u00e1\u0159 li\u0161\u00ed od v\u011bt\u0161iny ostatn\u00edch sout\u011b\u017e\u00ed, jsou <strong>p\u0159\u00edsp\u011bvkov\u00e1 t\u00e9mata</strong>. Jedn\u00e1 se o simulaci v\u011bdeck\u00e9 pr\u00e1ce ve smyslu, \u017ee zad\u00e1me&nbsp;jist\u00fd&nbsp;okruh&nbsp;probl\u00e9m\u016f, nad kter\u00fdm m\u016f\u017ee\u0161 n\u00e1sleduj\u00edc\u00ed rok b\u00e1dat. O v\u00fdsledky sv\u00e9 pr\u00e1ce se pak pod\u011bl\u00ed\u0161 s n\u00e1mi a s ostatn\u00edmi \u0159e\u0161iteli a my tvou pr\u00e1ci ohodnot\u00edme. V ka\u017ed\u00e9 s\u00e9rii b\u00fdvaj\u00ed t\u00e9mata roz\u0161i\u0159ov\u00e1na, nav\u00edc jsou n\u011bkter\u00e9 zadan\u00e9 probl\u00e9my omezeny term\u00ednem odesl\u00e1n\u00ed, proto je pot\u0159eba sv\u00e9 v\u00fdsledky pos\u00edlat u\u017e&nbsp;pr\u016fb\u011b\u017en\u011b.&nbsp;Na ka\u017ed\u00fd ro\u010dn\u00edk t\u00e9mat vypisujeme p\u011bt&nbsp;a\u017e \u0161est.</p>\r\n\r\n<p>\u0158e\u0161en\u00ed, kter\u00e9 n\u00e1m po\u0161le\u0161, m\u016f\u017ee b\u00fdt dvou r\u016fzn\u00fdch typ\u016f:</p>\r\n\r\n<h2 style=\"text-align:justify\">\u00dalohy</h2>\r\n\r\n<p style=\"text-align:justify\">V r\u00e1mci ka\u017ed\u00e9ho t\u00e9matu b\u00fdv\u00e1 zad\u00e1na jedna nebo dv\u011b&nbsp;men\u0161\u00ed \u00falohy, kter\u00e9 dan\u00fd probl\u00e9m ur\u010dit\u00fdm zp\u016fsobem rozv\u00edj\u00ed.&nbsp;Tyto \u00falohy b\u00fdvaj\u00ed trochu t\u011b\u017e\u0161\u00ed ne\u017e obvykl\u00e9 \u0161koln\u00ed, jejich \u0159e\u0161en\u00ed \u010dasto vy\u017eaduje bu\u010f&nbsp;<strong>hlub\u0161\u00ed zamy\u0161len\u00ed</strong>&nbsp;nebo&nbsp;<strong>n\u011bjak\u00fd trik</strong>. St\u0159edo\u0161kolsk\u00e9 znalosti by na n\u011b&nbsp;ale m\u011bly sta\u010dit. Odevzd\u00e1v\u00e1n\u00ed \u00faloh&nbsp;se&nbsp;omezuje&nbsp;term\u00ednem odesl\u00e1n\u00ed, pot\u00e9 b\u00fdv\u00e1 zve\u0159ejn\u011bno vzorov\u00e9 \u0159e\u0161en\u00ed.&nbsp;U ka\u017ed\u00e9 \u00falohy je uveden po\u010det bod\u016f za spr\u00e1vn\u00e9 \u0159e\u0161en\u00ed. P\u0159im\u011b\u0159enou \u010d\u00e1st z t\u011bchto bod\u016f lze z\u00edskat i za ne\u00fapln\u00e9 \u0159e\u0161en\u00ed. A naopak za velmi zaj\u00edmav\u00e9 nebo elegantn\u00ed \u0159e\u0161en\u00ed m\u016f\u017ee\u0161 dostat i bodovou pr\u00e9mii.</p>\r\n\r\n<h2 style=\"text-align:justify\">\u010cl\u00e1nky</h2>\r\n\r\n<p>Syst\u00e9m t\u00e9mat&nbsp;poskytuje p\u0159\u00edle\u017eitost pro podrobn\u011bj\u0161\u00ed rozbor&nbsp;dan\u00e9ho&nbsp;okruhu&nbsp;probl\u00e9m\u016f. V\u00fdsledek takov\u00e9 pr\u00e1ce v\u0161ak&nbsp;vy\u017eaduje o n\u011bco v\u00edc prostoru ne\u017eli klasick\u00e9 \u0159e\u0161en\u00ed, proto je tv\u00fdm \u00fakolem&nbsp;<strong>napsat&nbsp;\u010dl\u00e1nek</strong> zab\u00fdvaj\u00edc\u00ed se probl\u00e9mem, kter\u00fd sis vybral. M\u016f\u017ee to b\u00fdt z\u00e1znam o proveden\u00e9m experimentu, teoretick\u00e9m v\u00fdpo\u010dtu \u010di \u00favaze, napsan\u00e9m programu \u010di&nbsp;o dal\u0161\u00edch (podle tebe zaj\u00edmav\u00fdch)&nbsp;ot\u00e1zk\u00e1ch z&nbsp;dan\u00e9ho okruhu.&nbsp;</p>\r\n\r\n<h3 style=\"text-align:justify\">Jak na to?</h3>\r\n\r\n<h4>Vy\u0159e\u0161 podprobl\u00e9m</h4>\r\n\r\n<p style=\"text-align:justify\">Vyber si n\u011bkter\u00fd z <a href=\"/zadani/temata/\">navrhovan\u00fdch</a>&nbsp;podprobl\u00e9m\u016f, kter\u00fdm se chce\u0161 zab\u00fdvat, p\u0159\u00edpadn\u011b si navrhni podprobl\u00e9m vlastn\u00ed (to b\u00fdv\u00e1&nbsp;ohodnoceno&nbsp;bodov\u00fdm bonusem).&nbsp;Podprobl\u00e9m pak vy\u0159e\u0161&nbsp;podobn\u011b jako \u00falohu z \u010d\u00edsla.&nbsp;<strong>Podrobn\u00e9 \u0159e\u0161en\u00ed n\u011bkter\u00e9ho z podprobl\u00e9m\u016f</strong> bude bodov\u011b hodnoceno v\u00fdrazn\u011b l\u00e9pe ne\u017e souhrnn\u00fd \u010dl\u00e1nek kr\u00e1tce zmi\u0148uj\u00edc\u00ed kdeco. I \u010d\u00e1ste\u010dn\u00e9 \u0159e\u0161en\u00ed je lep\u0161\u00ed ne\u017e \u017e\u00e1dn\u00e9. Sv\u00e9 \u0159e\u0161en\u00ed pak hezky sepi\u0161, aby m\u011blo formu \u010dl\u00e1nku, a \u010dl\u00e1nek n\u00e1m po\u0161li. Vedouc\u00ed t\u00e9matu ho pak ohodnot\u00ed, p\u0159\u00edpadn\u011b zkoriguje a publikuje na webu \u010di dokonce v \u010d\u00edsle.&nbsp;\u010c\u00edm bl\u00ed\u017ee bude forma tv\u00e9ho p\u0159\u00edsp\u011bvku publikovateln\u00e9mu&nbsp;\u010dl\u00e1nku, t\u00edm lep\u0161\u00edho bodov\u00e9ho ohodnocen\u00ed dos\u00e1hne\u0161.&nbsp;Moder\u00e1tor t\u00e9matu ho pak ohodnot\u00ed, p\u0159\u00edpadn\u011b zkoriguje a publikuje na webu \u010di dokonce v \u010d\u00edsle.&nbsp;\u010c\u00edm bl\u00ed\u017ee bude forma tv\u00e9ho p\u0159\u00edsp\u011bvku publikovateln\u00e9mu&nbsp;\u010dl\u00e1nku, t\u00edm lep\u0161\u00edho bodov\u00e9ho ohodnocen\u00ed dos\u00e1hne\u0161.</p>\r\n\r\n<h4 style=\"text-align:justify\">Inspiruj se</h4>\r\n\r\n<p style=\"text-align:justify\">Velmi d\u016fle\u017eitou vlastnost\u00ed t\u00e9mat je, \u017ee m\u016f\u017ee\u0161 na \u010dl\u00e1nky ostatn\u00edch&nbsp;<strong>reagovat</strong>&nbsp;\u2013&nbsp;rozv\u00edjet je, nebo naopak bo\u0159it jejich p\u0159edstavy. Proto se hod\u00ed poslat tak\u00e9&nbsp;\u010d\u00e1ste\u010dn\u00e1 \u0159e\u0161en\u00ed, post\u0159ehy, nebo n\u00e1pady na dal\u0161\u00ed podprobl\u00e9my, kter\u00e9 t\u0159eba nezvl\u00e1dne\u0161 vy\u0159e\u0161it s\u00e1m. Takov\u00e9to p\u0159\u00edsp\u011bvky d\u00e1vaj\u00ed prostor ostatn\u00edm a mohou je d\u00e1l inspirovat \u2013 ostatn\u00ed zase sv\u00fdmi p\u0159\u00edsp\u011bvky mohou inspirovat tebe.</p>\r\n\r\n<p style=\"text-align:justify\">Proto\u017ee v\u00edc hlav v\u00edc v\u00ed, m\u016f\u017eete na t\u00e9matech <strong>pracovat i ve skupin\u00e1ch</strong>.</p>\r\n<!--\r\n<p style=\"text-align:justify\">Tak&eacute;&nbsp;se m\u016f\u017ee&scaron; pod&iacute;vat na <a href=\"/archiv/temata/\">\u0159e&scaron;en&iacute; t&eacute;mat</a> z minul&yacute;ch let.&nbsp;</p>\r\n-->\r\n\r\n<p style=\"text-align:justify\">Nad n\u00e1pady k t\u00e9mat\u016fm m\u016f\u017ee\u0161 p\u0159em\u00fd\u0161let cel\u00fd rok a\u017e do term\u00ednu odevzd\u00e1n\u00ed posledn\u00ed s\u00e9rie \u00faloh.&nbsp;Samoz\u0159ejm\u011b, \u010d\u00edm d\u0159\u00edve n\u00e1m \u010dl\u00e1nek po\u0161le\u0161, t\u00edm d\u0159\u00edve na n\u011bj ostatn\u00ed budou moci&nbsp;zareagovat.</p>\r\n\r\n<h4 style=\"text-align:justify\">Pi\u0161 hezk\u00e9 \u010dl\u00e1nky</h4>\r\n\r\n<p style=\"text-align:justify\">\u010cl\u00e1nek k t\u00e9matu by m\u011bl&nbsp;po obsahov\u00e9 a form\u00e1ln\u00ed str\u00e1nce odpov\u00eddat v\u011bdeck\u00e9mu \u010dl\u00e1nku. M\u016f\u017ee\u0161 se pod\u00edvat na <a href=\"/clanky/jak-psat-vedecky-clanek/\">stru\u010dn\u00fd p\u0159ehled</a> toho, jak by m\u011bl takov\u00fd v\u011bdeck\u00fd \u010dl\u00e1nek vypadat.</p>\r\n\r\n<h3 style=\"text-align:justify\">Pro\u010d t\u00e9mata?</h3>\r\n\r\n<p style=\"text-align:justify\">T\u00e9mata vytv\u00e1\u0159ej\u00ed&nbsp;prostor pro vlastn\u00ed tv\u016fr\u010d\u00ed (\u010dasto v\u011bdeckou) \u010dinnost, jej\u00edm\u017e smyslem je krom jin\u00e9ho p\u0159in\u00e9st ostatn\u00edm \u0159e\u0161itel\u016fm nov\u00e9 podn\u011bty a inspirovat je k&nbsp;dal\u0161\u00edm n\u00e1pad\u016fm. Krom\u011b samotn\u00e9ho <strong>b\u00e1d\u00e1n\u00ed</strong> je d\u016fle\u017eit\u00e1 i&nbsp;<strong>komunikace</strong> mezi lidmi, kter\u00e1 je obvykle zprost\u0159edkov\u00e1na&nbsp;odborn\u00fdmi \u010dasopisy a v\u011bdeck\u00fdmi konferencemi. \u010casopis M&amp;M je ur\u010den pr\u00e1v\u011b pro p\u00edsemnou komunikaci. \u00dastn\u00ed formu prezentace si m\u016f\u017ee\u0161 vyzkou\u0161et na na\u0161em soust\u0159ed\u011bn\u00ed, kde se tradi\u010dn\u011b kon\u00e1 mal\u00e1 <strong>v\u011bdeck\u00e1&nbsp;konference</strong>.</p>\r\n\r\n<h2 style=\"text-align:justify\">Jak poslat \u0159e\u0161en\u00ed</h2>\r\n\r\n<p style=\"text-align:justify\">Sv\u00e1 \u0159e\u0161en\u00ed m\u016f\u017ee\u0161 poslat bu\u010f elektronicky na n\u00e1\u0161 e-mail&nbsp;<strong><a href=\"mailto:mam@matfyz.cz\">mam@matfyz.cz</a></strong>, nebo po\u0161tou na na\u0161i&nbsp;<strong><a href=\"/co-je-MaM/kontakt\">adresu</a></strong>.&nbsp;Pokud pot\u0159ebuje\u0161 k \u0159e\u0161en\u00ed p\u0159ilo\u017eit n\u011bjak\u00fd hodn\u011b velk\u00fd soubor, pou\u017eij n\u011bkterou voln\u011b dostupnou slu\u017ebu pro sd\u00edlen\u00ed&nbsp;soubor\u016f&nbsp;(<a href=\"http://dropbox.com\">Dropbox</a>,&nbsp;<a href=\"http://drive.google.com\">Google Drive</a>, \u2026)&nbsp;nebo n\u00e1s kontaktuj na e-mailu&nbsp;<strong><a href=\"mailto:mam@matfyz.cz\">mam@matfyz.cz</a></strong>&nbsp;a p\u0159ed\u00e1n\u00ed domluv\u00edme.</p>\r\n\r\n<p style=\"text-align:justify\">Pokud pos\u00edl\u00e1\u0161 \u0159e\u0161en\u00ed elektronicky, v\u011bz, \u017ee n\u00e1s daleko v\u00edce&nbsp;<strong>pot\u011b\u0161\u00ed pdfko s textem</strong>&nbsp;ne\u017e vyfocen\u00e9 ru\u010dn\u011b psan\u00e9 \u0159e\u0161en\u00ed. Ka\u017edou \u00falohu pros\u00edm po\u0161li v samostatn\u00e9m souboru resp. na samostatn\u00e9m list\u011b A4, aby si \u00falohy mohli rozd\u011blit r\u016fzn\u00ed opravuj\u00edc\u00ed. Na ka\u017ed\u00fd list uve\u010f svoje jm\u00e9no a \u010d\u00edslo \u00falohy \u010di t\u00e9matu. Na tvou po\u0161tovn\u00ed adresu ti pak budou zdarma chodit dal\u0161\u00ed \u010d\u00edsla na\u0161eho \u010dasopisu.</p>\r\n\r\n<p style=\"text-align:justify\">Ke sv\u00e9mu prvn\u00edmu \u0159e\u0161en\u00ed p\u0159ilo\u017e pros\u00edm tak\u00e9 sv\u00e9 jm\u00e9no, adresu, e-mail, \u0161kolu a rok maturity. Pokud chce\u0161 jet na soust\u0159ed\u011bn\u00ed, uve\u010f pros\u00edm i telefon. A neboj, tyto \u00fadaje budeme vyu\u017e\u00edvat pouze pro pot\u0159eby M&amp;M. Mimo \u00fadaj\u016f na v\u00fdsledkov\u00e9 listin\u011b (jm\u00e9no, \u0161kola, ro\u010dn\u00edk) je nebudeme nikde zve\u0159ej\u0148ovat.</p>\r\n",
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"title": "\u010casto kladen\u00e9 dotazy",
"content": "<p style=\"text-align:justify\"><strong>Jak&yacute; je smysl M&amp;M?</strong></p>\r\n\r\n<p style=\"text-align:justify\">Smyslem M&amp;M je pom&aacute;hat student\u016fm s nad&aacute;n&iacute;m&nbsp;na matematiku, fyziku \u010di&nbsp;informatiku&nbsp;rozv&iacute;jet&nbsp;jejich schopnosti&nbsp;a zprost\u0159edkov&aacute;vat jejich setk&aacute;v&aacute;n&iacute; a navazov&aacute;n&iacute; p\u0159&aacute;telstv&iacute;.</p>\r\n\r\n<p style=\"text-align:justify\"><strong>Jsem student st\u0159edn&iacute; &scaron;koly, posledn&iacute;ch&nbsp;ro\u010dn&iacute;k\u016f z&aacute;kladn&iacute; &scaron;koly&nbsp;\u010di ekvivalentn&iacute;ch ro\u010dn&iacute;k\u016f v&iacute;celet&eacute;ho gymn&aacute;zia:&nbsp;Co mi M&amp;M m\u016f\u017ee p\u0159in&eacute;st?</strong></p>\r\n\r\n<p style=\"text-align:justify\">Pokud t\u011b zaj&iacute;m&aacute; matematika, fyzika&nbsp;nebo informatika, m\u016f\u017eeme ti nab&iacute;dnout zaj&iacute;mav&eacute; podn\u011bty k p\u0159em&yacute;&scaron;len&iacute;.&nbsp;A&nbsp;pokud&nbsp;se z&uacute;\u010dastn&iacute;&scaron; n\u011bkter&eacute;ho z na&scaron;ich soust\u0159ed\u011bn&iacute;, pak i p\u0159&aacute;telsk&yacute; kolektiv fajn lid&iacute; podobn&yacute;ch tob\u011b.</p>\r\n\r\n<p style=\"text-align:justify\"><strong>Jsem u\u010ditel matematiky, fyziky&nbsp;\u010di informatiky na st\u0159edn&iacute; &scaron;kole:&nbsp;K \u010demu mi M&amp;M m\u016f\u017ee b&yacute;t dobr&eacute;?</strong></p>\r\n\r\n<p style=\"text-align:justify\">Jestli\u017ee nab&iacute;dnete sv&yacute;m student\u016fm M&amp;M k \u0159e&scaron;en&iacute;, m\u016f\u017ee&nbsp;je n&aacute;&scaron;&nbsp;\u010dasopis&nbsp;motivovat k dal&scaron;&iacute;mu rozvoji. N&aacute;&scaron;&nbsp;archiv &uacute;loh a t&eacute;mat m\u016f\u017eete pou\u017e&iacute;t jako zdroj n&aacute;ro\u010dn\u011bj&scaron;&iacute;ch&nbsp;&uacute;loh&nbsp;pro nadan&eacute;&nbsp;\u017e&aacute;ky. Na&scaron;e &uacute;lohy jsou&nbsp;\u0159e&scaron;iteln&eacute; se st\u0159edo&scaron;kolsk&yacute;mi znalostmi &ndash; s trochou p\u0159em&yacute;&scaron;len&iacute;.</p>\r\n\r\n<p style=\"text-align:justify\"><strong>Jsem rodi\u010d studenta nadan&eacute;ho na matematiku, fyziku \u010di informatiku:&nbsp;Je M&amp;M pro moje d&iacute;t\u011b dobr&eacute;?</strong></p>\r\n\r\n<p style=\"text-align:justify\">Jednozna\u010dn\u011b ano &ndash; pokud o n&aacute;s samo bude st&aacute;t. Prim&aacute;rn\u011b&nbsp;m\u016f\u017eeme Va&scaron;e d&iacute;t\u011b odborn\u011b rozv&iacute;jet.&nbsp;N&aacute;&scaron; kolektiv je nav&iacute;c velmi otev\u0159en&yacute; a dovede p\u0159ijmout&nbsp;i ml&aacute;de\u017e, kter&aacute; m&aacute; probl&eacute;m s integrac&iacute; do b\u011b\u017en&eacute;ho &scaron;koln&iacute;ho kolektivu.</p>\r\n\r\n<p style=\"text-align:justify\"><strong>Je&scaron;t\u011b n\u011bjak&eacute; dotazy?</strong></p>\r\n\r\n<p style=\"text-align:justify\"><a href=\"/co-je-MaM/kontakt/\">Sem s nimi!</a></p>\r\n",
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"url": "/soustredeni/",
"title": "Informace",
"content": "<p style=\"text-align:justify\">Pro na\u0161e nejlep\u0161\u00ed \u0159e\u0161itele po\u0159\u00e1d\u00e1me dvakr\u00e1t do roka t\u00fddenn\u00ed soust\u0159ed\u011bn\u00ed pln\u00e9 odborn\u00e9ho programu i&nbsp;nejr\u016fzn\u011bj\u0161\u00ed z\u00e1bavy.</p>\r\n<!--<p style=\"text-align:center\"><strong>P\u0159&iacute;&scaron;t&iacute; soust\u0159ed\u011bn&iacute; se kon&aacute; <a href=\"/soustredeni/pripravujeme/\">10.&thinsp;&ndash;&thinsp;18.&thinsp;10.&thinsp;2015</a></strong></p>-->\r\n\r\n<h2 style=\"text-align:justify\">Pro\u010d jet na soust\u0159ed\u011bn\u00ed?</h2>\r\n\r\n<h3 style=\"text-align:justify\"><a id=\"prednasky\" name=\"prednasky\"></a>P\u0159edn\u00e1\u0161ky</h3>\r\n\r\n<p style=\"text-align:justify\">V\u011bt\u0161inou t\u011b ka\u017ed\u00fd den \u010dekaj\u00ed&nbsp;dv\u011b devades\u00e1timinutov\u00e9 p\u0159edn\u00e1\u0161ky. Vybrat si obvykle m\u016f\u017ee\u0161 mezi matematikou, fyzikou a informatikou, proto\u017ee se konaj\u00ed t\u0159i p\u0159edn\u00e1\u0161ky z\u00e1rove\u0148. N\u011bkter\u00e9 p\u0159edn\u00e1\u0161ky jsou leh\u010d\u00ed, jin\u00e9 t\u011b\u017e\u0161\u00ed, obecn\u011b je ale jejich \u00farove\u0148 vhodn\u00e1 pr\u00e1v\u011b pro zv\u00eddav\u00e9 st\u0159edo\u0161kol\u00e1ky. P\u0159edn\u00e1\u0161\u00edme jak klasick\u00e1 t\u00e9mata, tak t\u00e9mata nev\u0161edn\u00ed, z\u00e1kulisn\u00ed \u010di dokonce obskurn\u00ed. Kdy\u017e bude\u0161 organiz\u00e1tory hodn\u011b prosit, mo\u017en\u00e1 se dostane i na n\u011bjakou \u010dernou magii!</p>\r\n\r\n<p style=\"text-align:justify\">Krom toho p\u0159edn\u00e1\u0161\u00edme i na po\u017e\u00e1d\u00e1n\u00ed \u2013 sta\u010d\u00ed, kdy\u017e si vybere\u0161 t\u00e9ma, kter\u00e9 t\u011b zaj\u00edm\u00e1, a oslov\u00ed\u0161 toho spr\u00e1vn\u00e9ho organiz\u00e1tora.</p>\r\n\r\n<h3 style=\"text-align:justify\"><a id=\"lide\" name=\"lide\"></a>Lid\u00e9</h3>\r\n\r\n<p style=\"text-align:justify\">Pozn\u00e1\u0161 lidi, pro kter\u00e9 je p\u0159em\u00fd\u0161len\u00ed obl\u00edbenou \u010dinnost\u00ed a pro kter\u00e9 matematika nen\u00ed sprost\u00e9 slovo. P\u0159edev\u0161\u00edm to jsou ale lidi, kte\u0159\u00ed se r\u00e1di bav\u00ed&nbsp;a se kter\u00fdmi si u\u017eije\u0161 mnoho legrace u <a href=\"/media/ilustrace/jidlo.jpeg\">j\u00eddla</a>, b\u011bhem <a href=\"/media/ilustrace/behem-her.jpeg\">her</a>, <a href=\"/media/ilustrace/vylet.jpeg\">na v\u00fdlet\u011b</a>, jen tak,&nbsp;p\u0159i <a href=\"/media/ilustrace/kytara.jpeg\">hran\u00ed na kytaru</a> nebo p\u0159i <a href=\"/media/ilustrace/sarady.jpeg\">\u0161ar\u00e1d\u011bn\u00ed</a> (pokud nev\u00ed\u0161, co tohle slovo znamen\u00e1, je na \u010dase to zjistit!).</p>\r\n\r\n<h3 style=\"text-align:justify\"><a id=\"konfery\" name=\"konfery\"></a>Konfery</h3>\r\n\r\n<p style=\"text-align:justify\">Konfery jsou na\u0161\u00ed specialitou.&nbsp;Ve skupin\u011b \u00fa\u010dastn\u00edk\u016f a pod veden\u00edm zku\u0161en\u00e9ho organiz\u00e1tora m\u016f\u017ee\u0161 zkusit&nbsp;pracovat na&nbsp;zadan\u00e9m probl\u00e9mu&nbsp;a v\u00fdsledky pak ostatn\u00edm&nbsp;prezentovat na&nbsp;mal\u00e9 <a href=\"/media/ilustrace/konference.jpeg\">v\u011bdeck\u00e9&nbsp;konferenci</a>. Pr\u00e1ce na&nbsp;konfe\u0159e&nbsp;je velmi podobn\u00e1 skute\u010dn\u00e9 v\u011bdeck\u00e9 pr\u00e1ci. M\u00e1me za sebou nap\u0159\u00edklad <a href=\"/media/ilustrace/katapult.jpeg\">stavbu katapultu</a>, <a href=\"/media/ilustrace/fotka_synteza.jpeg\">po\u010d\u00edta\u010dovou synt\u00e9zu zvuku</a> \u010di <a href=\"/media/ilustrace/tropicka-geometrie.jpeg\">tropickou geometrii</a>.</p>\r\n\r\n<h3 style=\"text-align:justify\"><a id=\"hry\" name=\"hry\"></a>Hry</h3>\r\n\r\n<p style=\"text-align:justify\">M\u00e1me pro tebe p\u0159ipravenou celou \u0159adu denn\u00edch i no\u010dn\u00edch her, uvnit\u0159 i venku, <a href=\"/media/ilustrace/strategie.jpeg\">strategick\u00fdch</a> i <a href=\"/media/ilustrace/behaci-hra.jpeg\">ak\u010dn\u00edch</a>. A n\u011bkdy tohle v\u0161echno dohromady. Chceme, aby sis mohl/a zkusit \u010dinnosti, ke kter\u00fdm se b\u011b\u017en\u011b nedostane\u0161. <a href=\"/media/ilustrace/lukostrelba.jpeg\">St\u0159elba z luku</a>, lezen\u00ed po skal\u00e1ch, <a href=\"/media/ilustrace/slackline.jpeg\">slackline</a> \u010di celono\u010dn\u00ed \u0161ifrova\u010dka? Nen\u00ed probl\u00e9m!</p>\r\n\r\n<h3 style=\"text-align:justify\"><a id=\"legenda\" name=\"legenda\"></a>Legenda</h3>\r\n\r\n<p style=\"text-align:justify\">Ka\u017ed\u00e9 soust\u0159ed\u011bn\u00ed m\u00e1 sv\u00e9 vlastn\u00ed prost\u0159ed\u00ed \u010di&nbsp;p\u0159\u00edb\u011bh, kter\u00fd&nbsp;j\u00edm prov\u00e1z\u00ed. U\u017e jsme byli ve <a href=\"/media/ilustrace/fotka_legenda_recko.jpeg\">starov\u011bk\u00e9m \u0158ecku</a>&nbsp;\u010di&nbsp;<a href=\"/media/ilustrace/fotka_legenda_nomove.jpeg\">pod podlahou obcho\u010f\u00e1ku</a>, <a href=\"/media/CACHE/images/Galerie/soustredeni_2/galerie_354/velky/0066-20141012_215253-0-m/da6c85f8ae3f1639f66b82954edb6a1e.jpeg\">cestovali jsme \u010dasem</a>&nbsp;a tak\u00e9 jsme bojovali s <a href=\"/media/ilustrace/fotka_legenda_tuleni.jpeg\">krvela\u010dn\u00fdmi zmutovan\u00fdmi tule\u0148\u00e1tky</a>, kter\u00e1 se nakonec uk\u00e1zala b\u00fdt filma\u0159sk\u00fdm trikem. Co n\u00e1s \u010dek\u00e1 p\u0159\u00ed\u0161t\u011b?</p>\r\n\r\n<h2 style=\"text-align:justify\">Absence ve \u0161kole</h2>\r\n\r\n<p style=\"text-align:justify\">Ne\u017e pojede\u0161 na soust\u0159ed\u011bn\u00ed, po\u0161leme ti ofici\u00e1ln\u00ed&nbsp;omluvenku od MFF UK. Jeliko\u017e je soust\u0159ed\u011bn\u00ed pln\u00e9 odborn\u00e9ho programu, v\u011bt\u0161ina \u0161kol na\u0161e \u0159e\u0161itele bez probl\u00e9mu uvol\u0148uje. N\u011bkter\u00e9 \u0161koly dokonce \u00fa\u010dast na soust\u0159ed\u011bn\u00ed nezapo\u010d\u00edt\u00e1vaj\u00ed do absence. V\u017edy je ale dobr\u00e9 se informovat, jak \u00fa\u010dast na podobn\u00fdch akc\u00edch&nbsp;\u0159e\u0161\u00ed tvoje \u0161kola, a p\u0159\u00edpadn\u011b se&nbsp;osobn\u011b domluvit s \u0159editelem \u010di&nbsp;\u0159editelkou.</p>\r\n\r\n<h2 style=\"text-align:justify\">Kapacita soust\u0159ed\u011bn\u00ed</h2>\r\n\r\n<p style=\"text-align:justify\">Proto\u017ee chceme zachovat p\u0159\u00e1telskou a komorn\u00ed atmosf\u00e9ru soust\u0159ed\u011bn\u00ed, zveme na soust\u0159ed\u011bn\u00ed zhruba dvacet nej\u00fasp\u011b\u0161n\u011bj\u0161\u00edch \u0159e\u0161itel\u016f koresponden\u010dn\u00edho semin\u00e1\u0159e. N\u011bkolik dal\u0161\u00edch \u0159e\u0161itel\u016f&nbsp;zveme jako n\u00e1hradn\u00edky pro p\u0159\u00edpad, \u017ee by n\u011bkte\u0159\u00ed pozvan\u00ed nemohli. Pokud t\u011b na soust\u0159ed\u011bn\u00ed nepozveme,&nbsp;nezoufej a zkus v p\u0159\u00ed\u0161t\u00edm p\u016flroce v\u00edc \u0159e\u0161it&nbsp;t\u00e9mata. Dostat se mezi nejlep\u0161\u00edch dvacet \u0159e\u0161itel\u016f je s trochou p\u00edle hra\u010dka.</p>\r\n\r\n<p style=\"text-align:justify\">&nbsp;</p>\r\n",
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"pk": 11,
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"url": "/soustredeni/pripravujeme/",
"title": "P\u0159ipravujeme",
"content": "<h2>Jarn\u00ed soust\u0159ed\u011bn\u00ed</h2>\r\n\r\n<p>se z d\u016fvodu koronavirov\u00e9 pandemie nekon\u00e1.</p>\r\n\r\n<h2>Podzimn\u00ed soust\u0159ed\u011bn\u00ed</h2>\r\n\r\n<p>se uskute\u010dn\u00ed 17. - 25. \u0159\u00edjna 2020.</p>",
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"url": "/soustredeni/probehlo/",
"title": "Prob\u011bhlo",
"content": "<h2>Tady se pracuje</h2>\r\n\r\n<p>Na t&eacute;to str&aacute;nce velmi intenzivn\u011b pracujeme. Za do\u010dasnou nedostupnost se omlouv&aacute;me. Zkuste p\u0159ej&iacute;t na <a href=\"/\">tituln&iacute; str&aacute;nku</a> nebo se pod&iacute;vat na <a href=\"/zadani/aktualni/\">aktu&aacute;ln&iacute; zad&aacute;n&iacute;</a>.</p>\r\n\r\n<p><img src=\"/static/404.png\" /></p>\r\n",
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"model": "flatpages.flatpage",
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"fields": {
"url": "/zadani/temata/",
"title": "T\u00e9mata",
"content": "<p style=\"text-align:justify\">T\u00e9mata jsou texty nejen z oblasti matematiky, fyziky a informatiky, kter\u00e9 popisuj\u00ed n\u011bjak\u00fd probl\u00e9m a jsou doprov\u00e1zeny n\u00e1vodn\u00fdmi \u00falohami. Va\u0161\u00edm \u00fakolem je&nbsp;zamyslet se nad dan\u00fdm probl\u00e9mem a sepsat va\u0161e \u00favahy ve form\u011b kr\u00e1tk\u00e9ho textu.</p>\r\n\r\n<p style=\"text-align:justify\"><a href=\"/co-je-MaM/jak-resit/\">Jak \u0159e\u0161it t\u00e9ma?</a></p>\r\n\r\n<p style=\"text-align:justify\">&nbsp;</p>\r\n\r\n<p style=\"text-align:justify\">AKTU\u00c1LN\u00cd T\u00c9MATA</p>",
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"fields": {
"url": "/zadani/aktualni-cislo/",
"title": "Aktu\u00e1ln\u00ed \u010d\u00edslo",
"content": "<p>Tady pat\u0159&iacute; aktu&aacute;ln&iacute; \u010d&iacute;slo.</p>\r\n",
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"url": "/zadani/vysledkova-listina/",
"title": "V\u00fdsledkov\u00e1 listina",
"content": "<h2>Tady se pracuje</h2>\r\n\r\n<p>Na t&eacute;to str&aacute;nce velmi intenzivn\u011b pracujeme. Za do\u010dasnou nedostupnost se omlouv&aacute;me. Zkuste p\u0159ej&iacute;t na <a href=\"/\">tituln&iacute; str&aacute;nku</a> nebo se pod&iacute;vat na <a href=\"/zadani/aktualni/\">aktu&aacute;ln&iacute; zad&aacute;n&iacute;</a>.</p>\r\n\r\n<p><img src=\"/static/404.png\" /></p>\r\n",
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"pk": 19,
"fields": {
"url": "/clanky/org/",
"title": "Organiz\u00e1torsk\u00e9 \u010dl\u00e1nky",
"content": " <h2>Tady se pracuje</h2>\r\n <p>\r\n Na t\u00e9to str\u00e1nce velmi intenzivn\u011b pracujeme.\r\n Za do\u010dasnou nedostupnost se omlouv\u00e1me.\r\n Zkuste p\u0159ej\u00edt na <a href=\"/\">tituln\u00ed str\u00e1nku</a>\r\n nebo se pod\u00edvat na <a href=\"/zadani/aktualni/\">aktu\u00e1ln\u00ed zad\u00e1n\u00ed</a>.\r\n </p>\r\n <img src=\"/static/404.png\">",
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"pk": 20,
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"url": "/clanky/resitel/",
"title": "\u0158e\u0161itelsk\u00e9 \u010dl\u00e1nky",
"content": "<h2>\u0158e\u0161itelsk\u00e9 \u010dl\u00e1nky</h2>\r\n\r\n<p>Na t\u00e9to str\u00e1nce se budou postupn\u011b objevovat r\u016fznorod\u00e9 \u010dl\u00e1nky od na\u0161ich \u0159e\u0161itel\u016f.</p>\r\n\r\n<p>Obsah:</p>\r\n\r\n<p><a href=\"#Flatland\"><strong>Ond\u0159ej Knopp: Flatland</strong></a> (ji\u017e brzy)</p>\r\n\r\n<p>&nbsp;</p>\r\n\r\n<p>&nbsp;</p>\r\n\r\n<hr />\r\n<p><strong><a id=\"Flatland\" name=\"Flatland\"></a>Ond\u0159ej Knopp: Flatland </strong>(15b)</p>\r\n\r\n<p>&nbsp;</p>\r\n\r\n<hr />\r\n<p>&nbsp;</p>\r\n",
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{
"model": "flatpages.flatpage",
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"fields": {
"url": "/clanky/jak-psat-vedecky-clanek/",
"title": "Jak ps\u00e1t v\u011bdeck\u00fd \u010dl\u00e1nek",
"content": "<p>Pro psan\u00ed v\u011bdeck\u00fdch \u010dl\u00e1nk\u016f byla vytvo\u0159ena n\u011bkter\u00e1 obecn\u00e1 pravidla, kter\u00e1 usnad\u0148uj\u00ed jejich \u010ditelnost a mo\u017enost vyhledat pot\u0159ebn\u00e9 informace. Na tomto m\u00edst\u011b bychom ti cht\u011bli uk\u00e1zat, jak by m\u011bl takov\u00fd v\u011bdeck\u00fd \u010dl\u00e1nek vypadat po obsahov\u00e9 i form\u00e1ln\u00ed str\u00e1nce.</p>\r\n\r\n<h2>O \u010dem ps\u00e1t?</h2>\r\n\r\n<p style=\"text-align:justify\">Kvalita v\u011bdeck\u00e9ho \u010dl\u00e1nku z\u00e1vis\u00ed hlavn\u011b na tom, kolik nov\u00fdch poznatk\u016f p\u0159in\u00e1\u0161\u00ed. Je velmi vhodn\u00e9, aby obsahem bylo jen to, co m\u016f\u017ee zaj\u00edmat ostatn\u00ed \u0159e\u0161itele dan\u00e9ho t\u00e9matu.</p>\r\n\r\n<p style=\"text-align:justify\">D\u00e1le plat\u00ed pravidlo, \u017ee jeden \u010dl\u00e1nek by se m\u011bl t\u00fdkat pr\u00e1v\u011b jednoho probl\u00e9mu. Pokud p\u00ed\u0161e\u0161 o&nbsp;v\u00edce probl\u00e9mech najednou, zamysli se nad t\u00edm, jestli by nebylo mo\u017en\u00e9 napsat&nbsp;v\u00edce \u010dl\u00e1nk\u016f. \u010c\u00edm stru\u010dn\u011bj\u0161\u00ed a p\u0159ehledn\u011bj\u0161\u00ed \u010dl\u00e1nek je a \u010d\u00edm v\u00edce nov\u00fdch poznatk\u016f na tak omezen\u00e9m prostoru obsahuje, t\u00edm \u010diteln\u011bj\u0161\u00ed a zaj\u00edmav\u011bj\u0161\u00ed je pro ostatn\u00ed \u0159e\u0161itele.</p>\r\n\r\n<h2>Struktura \u010dl\u00e1nku</h2>\r\n\r\n<p style=\"text-align:justify\">Ka\u017ed\u00fd \u010dl\u00e1nek by m\u011bl m\u00edt vhodn\u00fd&nbsp;<em>n\u00e1zev</em>&nbsp;(titulek), kter\u00fd dok\u00e1\u017ee p\u0159it\u00e1hnout \u010dten\u00e1\u0159e, kte\u0159\u00ed se zaj\u00edmaj\u00ed o&nbsp;dan\u00e9 t\u00e9ma. Nadpis je ta \u010d\u00e1st \u010dl\u00e1nku, kter\u00e9 si ka\u017ed\u00fd v\u0161imne hned na prvn\u00ed pohled. Nepodce\u0148uj jeho zn\u011bn\u00ed a dej pozor na to, aby p\u0159esn\u011b vystihoval to, \u010demu se v \u010dl\u00e1nku v\u011bnuje\u0161.</p>\r\n\r\n<p style=\"text-align:justify\">V&nbsp;<em>\u00favodu</em>&nbsp;bys m\u011bl popsat probl\u00e9m, kter\u00fdm ses zab\u00fdval, d\u00e1le na co a na koho jsi navazoval a tak\u00e9 pro\u010d ses dan\u00fdm probl\u00e9mem zab\u00fdval. V\u011bt\u0161inou je zde uvedena hypot\u00e9za, kter\u00e1 je dokazov\u00e1na v&nbsp;samotn\u00e9m \u010dl\u00e1nku. Sou\u010d\u00e1st\u00ed \u00favodu je i motivace \u010dten\u00e1\u0159e a prvn\u00ed p\u0159ibl\u00ed\u017een\u00ed podstaty probl\u00e9mu.</p>\r\n\r\n<p style=\"text-align:justify\">Za \u00favodem pak pokra\u010duje podrobn\u011bj\u0161\u00ed popis postup\u016f, kter\u00e9 vyu\u017e\u00edv\u00e1\u0161, a zd\u016fvodn\u011bn\u00ed tv\u00fdch tvrzen\u00ed.</p>\r\n\r\n<p style=\"text-align:justify\">Kvalita v\u011bdeck\u00e9ho \u010dl\u00e1nku je d\u00e1na p\u0159edev\u0161\u00edm t\u00edm, jakou m\u00e1 informa\u010dn\u00ed hodnotu. Informacemi&nbsp;v&nbsp;\u010dl\u00e1nku mohou b\u00fdt jak v\u00fdsledky vlastn\u00edho v\u00fdzkumu, tak p\u0159ehledn\u00e9 shrnut\u00ed a zpracov\u00e1n\u00ed jinde uve\u0159ejn\u011bn\u00fdch v\u00fdsledk\u016f t\u00fdkaj\u00edc\u00edch se zkouman\u00e9ho probl\u00e9mu. Takov\u00e9mu zpracov\u00e1n\u00ed se \u0159\u00edk\u00e1&nbsp;<em>re\u0161er\u0161e</em>&nbsp;a pokud podobn\u00e9 shrnut\u00ed je\u0161t\u011b neexistuje, m\u016f\u017ee b\u00fdt p\u0159\u00ednosn\u00e9 stejn\u011b jako vlastn\u00ed nov\u00fd v\u00fdzkum.</p>\r\n\r\n<p style=\"text-align:justify\">Je d\u016fle\u017eit\u00e9, aby v\u0161echna tvrzen\u00ed uveden\u00e1 v&nbsp;\u010dl\u00e1nku byla dostate\u010dn\u011b podlo\u017eena&nbsp;fakty. \u010cl\u00e1nek tedy nelze zalo\u017eit na n\u011b\u010dem, o \u010dem&nbsp;si jen mysl\u00ed\u0161, \u017ee by to mohlo&nbsp;platit. Jak\u00e1koliv slo\u017eit\u011bj\u0161\u00ed tvrzen\u00ed v&nbsp;\u010dl\u00e1nku by m\u011bla b\u00fdt podpo\u0159ena bu\u010f odkazem na literaturu, anebo&nbsp;d\u016fkazem&nbsp;\u010di experimentem. M\u011bly by b\u00fdt tak\u00e9 uvedeny v\u0161echny p\u0159edpoklady pou\u017eit\u00fdch tvrzen\u00ed a teori\u00ed a v p\u0159\u00edpad\u011b experimentu&nbsp;podm\u00ednky, za kter\u00fdch byl prov\u00e1d\u011bn.</p>\r\n\r\n<p style=\"text-align:justify\">V&nbsp;<em>z\u00e1v\u011bru</em>&nbsp;je pak vhodn\u00e9 znovu shrnout hlavn\u00ed v\u00fdsledky sv\u00e9 pr\u00e1ce a p\u0159\u00edpadn\u011b polo\u017eit n\u011bjak\u00e9 dal\u0161\u00ed ot\u00e1zky souvisej\u00edc\u00ed s&nbsp;t\u00e9matem, jejich\u017e \u0159e\u0161en\u00ed by mohlo navazovat na tv\u016fj \u010dl\u00e1nek.</p>\r\n\r\n<p style=\"text-align:justify\">Na \u00fapln\u00e9m konci se pak uv\u00e1d\u00ed seznam pou\u017eit\u00e9 literatury a literatury, na kterou bylo v&nbsp;\u010dl\u00e1nku odkazov\u00e1no. Obvykle se v&nbsp;\u010dl\u00e1nku pou\u017eije jen odkaz, nap\u0159. \u201e... Jak je uvedeno v&nbsp;[1], m\u016f\u017eeme v\u00fdraz upravit...\u201c V&nbsp;seznamu literatury se pak uvedou pln\u00e9 \u00fadaje o&nbsp;knize, \u010dl\u00e1nku \u010di&nbsp;internetov\u00e9 adrese. Dodr\u017euje se n\u00e1sleduj\u00edc\u00ed sch\u00e9ma:</p>\r\n\r\n<p>&nbsp;</p>\r\n\r\n<p style=\"text-align:justify\">[#] Autor. N\u00e1zev d\u00edla: podn\u00e1zev d\u00edla. \u010c\u00edslo vyd\u00e1n\u00ed. M\u00edsto vyd\u00e1n\u00ed: Ozna\u010den\u00ed nakladatele, Rok vyd\u00e1n\u00ed. Po\u010det str\u00e1nek. ISBN.</p>\r\n\r\n<p style=\"text-align:justify\">Nap\u0159\u00edklad:<br />\r\n[1] O. Lepil, Z. Krupka. Fyzika pro gymn\u00e1zia: Optika. 2.&nbsp;vyd\u00e1n\u00ed. Praha: Prometheus, 1996. 167&nbsp;s. ISBN 80\u201385849\u201371\u20132.</p>\r\n\r\n<p style=\"text-align:justify\">Jednotliv\u00e9 \u010d\u00e1sti kr\u00e1tk\u00e9ho \u010dl\u00e1nku sta\u010d\u00ed odd\u011blit odstavci. Pokud se jedn\u00e1 o&nbsp;rozs\u00e1hlej\u0161\u00ed p\u0159\u00edsp\u011bvek, je lep\u0161\u00ed rozd\u011blit ho na n\u011bkolik sekc\u00ed s vhodn\u00fdmi podnadpisy.</p>\r\n\r\n<h2>Jazyk a styl \u010dl\u00e1nku</h2>\r\n\r\n<p style=\"text-align:justify\">V&nbsp;odborn\u00e9m \u010dl\u00e1nku je nutn\u00e9 se vyjad\u0159ovat p\u0159esn\u011b a jednozna\u010dn\u011b. Je pot\u0159eba pou\u017e\u00edvat spr\u00e1vn\u00e9 term\u00edny, aby byl \u010dl\u00e1nek spr\u00e1vn\u011b pochopen ostatn\u00edmi \u010dten\u00e1\u0159i. Pokud pou\u017e\u00edv\u00e1\u0161 pom\u011brn\u011b neobvykl\u00fd pojem nebo zav\u00e1d\u00ed\u0161 n\u011bjak\u00fd nov\u00fd, tak je pot\u0159eba jej p\u0159esn\u011b definovat. V\u017edy si po\u0159\u00e1dn\u011b uv\u011bdom, kdo bude tv\u016fj \u010dl\u00e1nek \u010d\u00edst. Na tom tak\u00e9 z\u00e1le\u017e\u00ed, jak\u00e9 term\u00edny pou\u017eije\u0161 a jak moc podrobn\u011b je bude\u0161 vysv\u011btlovat.</p>\r\n\r\n<p style=\"text-align:justify\">Aby byl \u010dl\u00e1nek v\u016fbec publikovateln\u00fd, m\u011bl by b\u00fdt naps\u00e1n bez jazykov\u00fdch a stylistick\u00fdch chyb. V&nbsp;\u010dl\u00e1nku, kter\u00fd je publikov\u00e1n, a tedy&nbsp;jej \u010dte \u0161ir\u0161\u00ed skupina lid\u00ed, pou\u017e\u00edv\u00e1me spisovn\u00fd jazyk. V&nbsp;M&amp;Mku m\u016f\u017ee\u0161 ps\u00e1t \u010desky nebo slovensky.</p>\r\n\r\n<p style=\"text-align:justify\">&nbsp;</p>\r\n\r\n<p style=\"text-align:justify\">Douf\u00e1me, \u017ee ti tento n\u00e1vod p\u0159i psan\u00ed \u010dl\u00e1nk\u016f pom\u016f\u017ee, a \u017ee i d\u00edky n\u011bmu&nbsp;na\u0161e t\u00e9m\u00e1tka z\u016fstanou p\u0159ehledn\u00e1, \u010diteln\u00e1 a zaj\u00edmav\u00e1.</p>\r\n",
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"fields": {
"url": "/co-je-MaM/kontakt/",
"title": "Kontakt",
"content": "<p>Sv\u00e1 \u0159e\u0161en\u00ed \u010di p\u0159\u00edpadn\u00e9 dotazy n\u00e1m m\u016f\u017eete&nbsp;pos\u00edlat bu\u010f klasickou, nebo elektronickou po\u0161tou:</p>\r\n\r\n<p><strong>Adresa redakce</strong>:</p>\r\n\r\n<p>M&amp;M, OPMK MFF UK<br />\r\nKe Karlovu 3<br />\r\n121&nbsp;16 Praha&nbsp;2</p>\r\n\r\n<p><strong>E-mail</strong>:<a href=\"mailto:mam@matfyz.cz\" style=\"color: rgb(133, 49, 1); line-height: 20.8px;\"> mam@matfyz.cz</a></p>\r\n\r\n<p>&nbsp;</p>\r\n\r\n<p><strong>Facebook:</strong>&nbsp;<a href=\"https://www.facebook.com/casopis.MaM?fref=ts\">Koresponden\u010dn\u00ed semin\u00e1\u0159 M&amp;M</a></p>\r\n\r\n<p><strong>Google Kalend\u00e1\u0159:</strong>&nbsp;<a href=\"https://calendar.google.com/calendar/embed?src=casopis.mam%40gmail.com&amp;ctz=Europe%2FPrague\">casopis.mam@gmail.com</a></p>\r\n\r\n<p>&nbsp;</p>\r\n\r\n<p>B\u011bhem \u0161koln\u00edho roku je velk\u00e1 \u010d\u00e1st <a href=\"/co-je-MaM/organizatori/\"><strong>organiz\u00e1tor\u016f</strong></a> k zasti\u017een\u00ed na koleji 17. listopadu \u010di jinde po Praze.</p>\r\n\r\n<p><strong>Adresa koleje:</strong></p>\r\n\r\n<p>P\u00e1tkova 3<br />\r\n182 00, Praha 8</p>",
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"pk": 23,
"fields": {
"url": "/odevzdat-reseni/muj-ucet/",
"title": "Odevzdat \u0159e\u0161en\u00ed",
"content": "<p>Svoje \u0159e&scaron;en&iacute; n&aacute;m pros&iacute;m po&scaron;li na n&aacute;&scaron; e-mail&nbsp;<a href=\"mailto:mam@matfyz.cz\">mam@matfyz.cz</a>,&nbsp;nebo po&scaron;tou na <a href=\"/kontakt\">adresu redakce</a>.</p>\r\n",
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{
"model": "flatpages.flatpage",
"pk": 24,
"fields": {
"url": "/archiv/vysledky/",
"title": "V\u00fdsledkov\u00e9 listiny",
"content": "<h2>Tady se pracuje</h2>\r\n\r\n<p>Na t&eacute;to str&aacute;nce velmi intenzivn\u011b pracujeme. Za do\u010dasnou nedostupnost se omlouv&aacute;me. Zkuste p\u0159ej&iacute;t na <a href=\"/\">tituln&iacute; str&aacute;nku</a> nebo se pod&iacute;vat na <a href=\"/zadani/aktualni/\">aktu&aacute;ln&iacute; zad&aacute;n&iacute;</a>.</p>\r\n\r\n<p><img src=\"/static/404.png\" /></p>\r\n",
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{
"model": "flatpages.flatpage",
"pk": 25,
"fields": {
"url": "/co-je-MaM/odmeny/",
"title": "Odm\u011bny",
"content": "<h2>Odm\u011bny za um\u00edst\u011bn\u00ed v semin\u00e1\u0159i</h2>\r\n\r\n<p>Ka\u017ed\u00fd rok oce\u0148ujeme 5 nejlep\u0161\u00edch \u0159e\u0161itel\u016f knihou a deskovou hrou dle jejich v\u00fdb\u011bru.<br />\r\nLetos m\u016f\u017ee\u0161 b\u00fdt mezi nimi i ty, sta\u010d\u00ed piln\u011b \u0159e\u0161it! :-)<br />\r\nN\u00e1sleduj\u00edc\u00ed knihy a deskovky si&nbsp;vybralo p\u011bt nej\u00fasp\u011b\u0161n\u011bj\u0161\u00edch \u0159e\u0161itel\u016f 23. ro\u010dn\u00edku semin\u00e1\u0159e:</p>\r\n\r\n<p><img alt=\"Odm\u011bny 2017\" src=\"/media/uploads/2017/07/28/odmeny2017.jpg\" style=\"height:585px; width:800px\" /></p>\r\n\r\n<p>M\u016f\u017ee\u0161 se pod\u00edvat i na odm\u011bny z&nbsp;<a href=\"/media/uploads/2016/11/16/odmeny2016.jpg\">22.</a> a <a href=\"/media/uploads/2015/12/11/odmeny2015.jpg\">21. ro\u010dn\u00edku.</a></p>\r\n\r\n<h2>Odm\u011bny za tituly</h2>\r\n\r\n<p><strong>&nbsp;Bc.<sup>MM</sup></strong> (10 bod\u016f) \u2013 <strong>propiska</strong><br />\r\n<img alt=\"\" src=\"/media/ilustrace/odmeny/propisky.JPG\" style=\"height:213px; width:300px\" /></p>\r\n\r\n<p><strong>Mgr.<sup>MM</sup></strong> (20 bod\u016f) \u2013 <strong>reflexn\u00ed p\u00e1ska</strong><br />\r\n<img alt=\"\" src=\"/media/ilustrace/odmeny/paska.JPG\" style=\"width:300px\" /></p>\r\n\r\n<p><strong>Dr.<sup>MM</sup></strong> (50 bod\u016f) \u2013 <strong>hrne\u010dek</strong><br />\r\n<img alt=\"\" src=\"/media/ilustrace/odmeny/hrnek.JPG\" style=\"width:300px\" /></p>\r\n\r\n<p><strong>Doc.<sup>MM</sup></strong> (100 bod\u016f) \u2013 <strong>deka</strong><br />\r\n<img alt=\"\" src=\"/media/ilustrace/odmeny/deka.JPG\" style=\"width:300px\" /></p>\r\n\r\n<p><strong>Prof.<sup>MM</sup></strong> (200 bod\u016f) \u2013 <strong>mikina </strong></p>\r\n\r\n<p><img alt=\"\" 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\" 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"url": "/co-je-MaM/mam-moc-casu/",
"title": "M\u00e1m moc \u010dasu!",
"content": "<h1>Z\u00e1\u017eitkov\u00e9 akce</h1>\r\n\r\n<p><strong>Letn\u00ed a Zimn\u00ed \u0160kola Matematiky a Fyziky (L\u0160MF, Z\u0160MF)</strong>&nbsp;- \u0160MFko je v zim\u011b t\u00fddenn\u00ed, v l\u00e9t\u011b dvout\u00fddenn\u00ed, z\u00e1\u017eitkov\u00e1 akce ur\u010den\u00e1 st\u0159edo\u0161kol\u00e1k\u016fm se z\u00e1jmem o dal\u0161\u00ed sebevzd\u011bl\u00e1n\u00ed. Krom popul\u00e1rn\u011b nau\u010dn\u00fdch p\u0159edn\u00e1\u0161ek se na \u0161mfku prob\u011bhne\u0161 venku, vy\u0159\u00e1d\u00ed\u0161 se ve sn\u011bhu, u\u017eije\u0161 si vesel\u00fd vnit\u0159n\u00ed program a taky se pobav\u00ed\u0161 b\u011bhem spole\u010dn\u00e9ho \u0161ar\u00e1d\u011bn\u00ed, leno\u0161en\u00ed nebo hran\u00ed na kytaru.</p>\r\n\r\n<p><strong>InterSoB -&nbsp;</strong>InterSoB je z\u00e1bavn\u00e1 a pou\u010dn\u00e1 jednodenn\u00ed sout\u011b\u017e st\u0159edo\u0161kolsk\u00fdch student\u016f, p\u0159i kter\u00e9 m\u00e1te mo\u017enost pod\u00edvat se netradi\u010dn\u00edm zp\u016fsobem do z\u00e1kulis\u00ed Masarykovy univerzity, vyzkou\u0161et si sv\u00e9 schopnosti v&nbsp;mnoha r\u016fzn\u00fdch oblastech, ud\u011blat si s&nbsp;kamar\u00e1dy zaj\u00edmav\u00fd v\u00fdlet po Brn\u011b a v&nbsp;neposledn\u00ed \u0159ad\u011b tak\u00e9 pom\u011b\u0159it svoje s\u00edly s&nbsp;dal\u0161\u00edmi&nbsp;t\u00fdmy.</p>\r\n\r\n<h1>Dal\u0161\u00ed semin\u00e1\u0159e</h1>\r\n\r\n<p><strong>Koresponden\u010dn\u00ed Semin\u00e1\u0159 z&nbsp;Programov\u00e1n\u00ed (KSP) </strong>- KSP&nbsp;je semin\u00e1\u0159 ur\u010den\u00fd pro studenty st\u0159edn\u00edch a z\u00e1kladn\u00edch \u0161kol, kte\u0159\u00ed maj\u00ed z\u00e1jem nau\u010dit se n\u011bco z&nbsp;oblasti algoritm\u016f, logick\u00fdch \u00faloh, programov\u00e1n\u00ed a informatiky v\u016fbec. Na sv\u00e9 si v\u0161ak p\u0159ijdou i&nbsp;p\u0159\u00edznivci matematiky (a vlastn\u011b libovoln\u00e9ho p\u0159em\u00fd\u0161len\u00ed), je\u017eto oba obory maj\u00ed mnoho spole\u010dn\u00e9ho.</p>\r\n\r\n<p><strong>FYzik\u00e1ln\u00ed KOresponden\u010dn\u00ed Semin\u00e1\u0159 (FYKOS)</strong> - FYKOS pro v\u00e1s p\u0159edstavuje mo\u017enost si zaj\u00edmav\u00fdm zp\u016fsobem roz\u0161\u00ed\u0159it ch\u00e1p\u00e1n\u00ed fyziky a proniknout do dal\u0161\u00edch, dosud nepoznan\u00fdch, oblast\u00ed t\u00e9to v\u011bdy.&nbsp;C\u00edlem FYKOSu je rozv\u00edjet fyzik\u00e1ln\u00ed my\u0161len\u00ed, proto\u017ee \u010dlov\u011bk, kter\u00fd se um\u00ed nad (nejen fyzik\u00e1ln\u00edmi) probl\u00e9my zamyslet a c\u00edt\u00ed touhu dobrat se k n\u011bjak\u00e9mu \u0159e\u0161en\u00ed, se uplatn\u00ed v\u0161ude, kde si schopnost\u00ed lidsk\u00e9ho mozku cen\u00ed.</p>\r\n\r\n<p><strong>Matematick\u00fd koresponden\u010dn\u00ed semin\u00e1\u0159 PraSe (PRA\u017esk\u00fd SEmin\u00e1\u0159)</strong>&nbsp;-&nbsp;\u0158e\u0161en\u00edm \u00faloh tohoto semin\u00e1\u0159e z\u00edsk\u00e1\u0161 mnoho matematick\u00fdch znalost\u00ed a nau\u010d\u00ed\u0161 p\u0159esn\u011bji a srozumiteln\u011bji formulovat sv\u00e9 my\u0161lenky a z\u00e1v\u011bry. Semin\u00e1\u0159 je dobrou p\u0159\u00edpravou pro \u00fa\u010dast v nejr\u016fzn\u011bj\u0161\u00edch matematick\u00fdch sout\u011b\u017e\u00edch i pro dal\u0161\u00ed studium matematiky, ale schopnost logick\u00e9ho my\u0161len\u00ed, kterou si m\u016f\u017ee\u0161 procvi\u010dit, se ti v \u017eivot\u011b bude hodit, i kdy\u017e se v n\u011bm t\u0159eba pr\u00e1v\u011b matematice v\u011bnovat nehodl\u00e1\u0161.</p>\r\n\r\n<h1>Pro mlad\u0161\u00ed sourozence</h1>\r\n\r\n<p><strong>Pikomat</strong> -&nbsp;Pikomat je matematick\u00fd semin\u00e1\u0159 ur\u010den\u00fd \u017e\u00e1k\u016fm \u0161est\u00fdch a\u017e dev\u00e1t\u00fdch t\u0159\u00edd z\u00e1kladn\u00edch \u0161kol a student\u016fm odpov\u00eddaj\u00edc\u00edch ro\u010dn\u00edk\u016f v\u00edcelet\u00fdch gymn\u00e1zi\u00ed.&nbsp;Spo\u010d\u00edv\u00e1 v \u0159e\u0161en\u00ed n\u011bkolika \u00faloh propojen\u00fdch p\u0159\u00edb\u011bhem. Sout\u011b\u017e\u00edc\u00ed ode\u0161le v dan\u00fdch term\u00ednech jednotliv\u00e9 p\u0159\u00edklady dan\u00e9 s\u00e9rie na adresu Pikomatu nebo je odevzd\u00e1 elektronicky. Organiz\u00e1to\u0159i oprav\u00ed do\u0161l\u00e9 \u00falohy, vypracuj\u00ed jejich vzorov\u00e1 \u0159e\u0161en\u00ed a sestav\u00ed v\u00fdsledkovou listinu. Na ja\u0159e se kon\u00e1 soust\u0159ed\u011bn\u00ed pro nejlep\u0161\u00ed \u0159e\u0161itele, v&nbsp;l\u00e9t\u011b pak t\u00e1bor pro v\u0161echny z\u00e1jemce.</p>\r\n\r\n<p><strong>V\u00fdfuk (V\u00ddpo\u010dty Fyzik\u00e1ln\u00edch UKol\u016f)</strong>&nbsp;- V\u00fdfuk je samostatn\u00fd koresponden\u010dn\u00ed semin\u00e1\u0159 Matfyzu, kter\u00fd spad\u00e1 pod Katedru didaktiky fyziky. B\u011bhem \u0161koln\u00edho roku krom\u011b \u0161esti s\u00e9ri\u00ed semin\u00e1\u0159e organiz\u00e1to\u0159i p\u0159ipravuj\u00ed i podzimn\u00ed a jarn\u00ed setk\u00e1n\u00ed, letn\u00ed t\u00e1bor a N\u00e1boj junior.</p>\r\n\r\n<h1>Datab\u00e1ze mimo\u0161koln\u00edch aktivit</h1>\r\n\r\n<p>Je-li Ti v\u00fd\u010det aktivit v\u00fd\u0161e m\u00e1lo nebo T\u011b \u017e\u00e1dn\u00e1 z nich nezaujala, doporu\u010dujeme nav\u0161t\u00edvit web organizace <a href=\"https://prostredoskolaky.cz\">ProSt\u0159edo\u0161kol\u00e1ky</a>, je\u017e zde p\u0159ipravila rozs\u00e1hlou datab\u00e1zi mimo\u0161koln\u00edch aktivit a akc\u00ed. Krom toho organizace po\u0159\u00e1d\u00e1 sout\u011b\u017e <strong>St\u0159edo\u0161kol\u00e1k roku</strong>, ve kter\u00e9 ka\u017ed\u00fd rok oce\u0148uje nejaktivn\u011bj\u0161\u00ed st\u0159edo\u0161kol\u00e1ky. V\u011bnuje\u0161-li se tedy mimo\u0161koln\u011b n\u011b\u010demu ve v\u011bt\u0161\u00edm m\u011b\u0159\u00edtku, nev\u00e1hej se do sout\u011b\u017ee p\u0159ihl\u00e1sit.</p>",
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