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<title>CO IDZIE</title>
<description>Aktualności z CO IDZIE</description>
<link>http://www.coidzie.pl</link>
<pubDate>Tue, 23 Jun 2026 21:01:56 +0200</pubDate>
<item><title><![CDATA["Muzycy też grają w szachy" po raz czwarty]]></title><description><![CDATA[<p style="text-align: center;"><img src="db/Magazyn/IVMTGS20261.jpg" alt="" width="350" height="197" />&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<img src="db/Magazyn/IVMTGS2026.jpg" alt="" width="350" height="197" /></p>
<p style="text-align: center;"><a href="https://www.chessarbiter.com/turnieje/open.php?turn=2026/ti_3520&amp;n=" target="_blank">IV Turniej "Muzycy też grają w szachy"</a></p>
<p>&nbsp; &nbsp;Janusz Niżyński, polski pisarz i publicysta, w swoim autorskim "Kulturalnym zakątku" snuł w swoim czasie rozważania na temat związk&oacute;w muzyki z szachami. Bardzo ciekawy tekst kończy interesującą refleksją : "Podsumuję więc swoje rozmyślania tak : muzyka klasyczna i szachy mają ze sobą więcej wsp&oacute;lnego niż mogłoby się wydawać na pierwszy rzut oka. Obie dziedziny wymagają precyzji, skupienia, lat praktyki i głębokiego zrozumienia. Obie mają swoją strukturę, język i matematyczne podstawy. I obie potrafią dostarczyć niezapomnianych wrażeń i emocji.</p>
<p style="text-align: center;">Zatem następnym razem, gdy usłyszymy symfonię Beethovena lub sonatę Chopina, pomyślmy o tym, że słuchamy czegoś, co pod wieloma względami przypomina fascynującą partię szach&oacute;w. A gdy będziemy przesuwać figury po szachownicy, wyobraźmy sobie, że komponujemy własny utw&oacute;r muzyczny."</p>
<p style="text-align: center;">Dzisiejszy turniej upiększyli swoimi występami pianistka Justyna Meller i akordeonista Przemysław Wojciechowski. Fundatorzy nagr&oacute;d zadbali o puchar i dyplomy dla każdego uczestnika, a gospodarze przygotowali słodki poczęstunek. Turniej wygrał faworyt, gitarzysta, Maksymilian Piruta, wyprzedzając brata, Michała.&nbsp;</p>]]></description><link>http://www.coidzie.pl/?module=article&amp;modId=872</link><guid>872</guid><pubDate>Tue, 23 Jun 2026 21:01:56 +0200</pubDate></item>
<item><title><![CDATA["W trzeci rząd Rycerz zakoliwszy wpada, ale na inszej coraz barwie siada" - Kuba ponownie wygrywa "Kochanowskiego" - "Piątka" Mistrzem Brzegu Szkół o pół punktu przed "Nowym" !]]></title><description><![CDATA[<p style="text-align: center;">&nbsp;<img src="db/Magazyn/KTGS20261.jpg" alt="" width="350" height="197" />&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<img src="db/Magazyn/KTGS20262.jpg" alt="" width="350" height="197" /></p>
<p style="text-align: center;">wyniki :&nbsp;<a href="https://www.chessarbiter.com/turnieje/open.php?turn=2026/ti_3377&amp;n=" target="_blank">XI Turniej pod lipami Kochanowski też grał w szachy</a>&nbsp;</p>
<p>&nbsp; &nbsp; &nbsp;Przy pięknej pogodzie na urokliwym, lipowym dziedzińcu PSP 3, dzięki nieocenionym staraniom Jolanty Mozolewskiej, odbyła się jedenasta edycja klasyku "Kochanowski też grał w szachy". Jan z Czarnolasu, jak go potocznie zwano, patronuje "tr&oacute;jce", a ponieważ napisał poemat "Szachy", nie mogło zabraknąć przed rozpoczęciem turnieju kr&oacute;tkiego choćby cytatu. "Rycerzem" nazwał poeta skoczka a spos&oacute;b jego poruszania opisał słowami zawartymi w tytule tego sprawozdania.&nbsp;</p>
<p>&nbsp; &nbsp;Jedenastu czołowych zawodnik&oacute;w w końcowej klasyfikacji zostało nagrodzonych bonami do sklepu Empik, wszyscy uczestnicy rywalizacji otrzymali piękne pamiątkowe dyplomy. Turniej podobnie jak przed rokiem wygrał Jakub Drozd z II LO udowadniając, że bardzo lubi grać w szkole, kt&oacute;rej przed laty został absolwentem.</p>
<p>&nbsp; &nbsp;Drużynowo triumfowała PSP 5 (14,5 punktu) przed II LO (14) oraz PSP 6 (13). Po doliczeniu punkt&oacute;w z "plener&oacute;wki" u Herberta okazało się, że Mistrzem Drużynowym Brzegu w sezonie 2025/2026 jest PSP 5 (28,5 pkt.) przed II LO (28) i PSP 6 (23,5). Zesp&oacute;ł z Robotniczej i Oławskiej grał w składzie : Dawid Pawłowski, Jerzy Rudyk, Jan Bielski, Mikołaj Nyczaj, Szymon Sokołowski i Anna Oż&oacute;g.</p>]]></description><link>http://www.coidzie.pl/?module=article&amp;modId=871</link><guid>871</guid><pubDate>Tue, 16 Jun 2026 22:52:28 +0200</pubDate></item>
<item><title><![CDATA[Szachowa trzydniówka Powitanie Lata w Miejskiej Bibliotece. Zapraszamy od 16 do 18 czerwca od 16ej do 18ej !]]></title><description><![CDATA[<p style="text-align: center;"><img src="db/Magazyn/KSBIB2026.jpg" alt="" width="250" height="354" /></p>]]></description><link>http://www.coidzie.pl/?module=article&amp;modId=870</link><guid>870</guid><pubDate>Mon, 08 Jun 2026 20:56:06 +0200</pubDate></item>
<item><title><![CDATA[Nasz kwintet grał w Brzegu i Namysłowie ... Co zagrali ? Zobaczcie sami !]]></title><description><![CDATA[<p style="text-align: center;"><img src="db/Magazyn/NAM20262.jpg" alt="" width="200" height="267" />&nbsp; &nbsp; &nbsp; &nbsp;<img src="db/Magazyn/NAM20263.jpg" alt="" width="200" height="267" /></p>
<p style="text-align: center;"><span style="font-size: xx-small;">runda piąta turnieju : nasz eksportowy duet niestety ze stratami ... z zyskiem zagrali Bracia Kuba i Dawid Pawłowscy, wyższy ranking osiągnął starszy z Nich ( na zdjęciu Romana Michałka z prawej)</span>&nbsp;</p>
<p style="text-align: center;">Szymon : <a href="https://www.chessmanager.com/pl-pl/tournaments/6361653037891584/players/5992092774039552">https://www.chessmanager.com/pl-pl/tournaments/6361653037891584/players/5992092774039552</a></p>
<p style="text-align: center;">Magda : <a href="https://www.chessmanager.com/pl-pl/tournaments/5123542357901312/players/6735166261297152">https://www.chessmanager.com/pl-pl/tournaments/5123542357901312/players/6735166261297152</a></p>
<p style="text-align: center;">Antek : <a href="https://www.chessmanager.com/pl-pl/tournaments/5123542357901312/players/6283224766611456">https://www.chessmanager.com/pl-pl/tournaments/5123542357901312/players/6283224766611456</a></p>
<p style="text-align: center;">Dawid : <a href="https://www.chessmanager.com/pl-pl/tournaments/5123542357901312/players/5350750075092992">https://www.chessmanager.com/pl-pl/tournaments/5123542357901312/players/5350750075092992</a></p>
<p style="text-align: center;">Kuba : <a href="https://www.chessmanager.com/pl-pl/tournaments/5123542357901312/players/6517080723685376">https://www.chessmanager.com/pl-pl/tournaments/5123542357901312/players/6517080723685376</a></p>
<p>&nbsp;</p>]]></description><link>http://www.coidzie.pl/?module=article&amp;modId=869</link><guid>869</guid><pubDate>Sun, 31 May 2026 11:15:01 +0200</pubDate></item>
<item><title><![CDATA[Bartosz Polniak triumfuje w czternastej Partyjce w Bibliotece]]></title><description><![CDATA[<p style="text-align: center;"><img src="db/Magazyn/PB20261.jpg" alt="" width="300" height="169" />&nbsp; &nbsp;&nbsp;<img src="db/Magazyn/Turniej-Szachowy-Partyjka-w-Bibliotece-2026-plakat.png" alt="" width="200" height="283" />&nbsp; &nbsp;&nbsp;</p>
<p style="text-align: left;">&nbsp;</p>
<p style="text-align: left;">&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; czoł&oacute;wka Turnieju - runda trzecia&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;piękny plakat autorstwa Janusza Falińskiego - pracownika MBP</p>
<p style="text-align: center;"><a href="https://www.chessarbiter.com/turnieje/open.php?turn=2026/ti_2919&amp;n=" target="_blank">XIV Partyjka w Bibliotece - Turniej o Puchar Biblioteki</a>&nbsp;</p>
<p style="text-align: center;">Turniej obfitował w nieoczekiwane rozstrzygnięcia. Bartosz Polniak skrzętnie wykorzystał słabszą dyspozycję faworyt&oacute;w rywalizacji i grając bardzo konsekwentnie wygrał XIV Partyjkę. Na starcie zabrakło tym razem pań. Mieliśmy za to międzynarodowy akcent. Wśr&oacute;d uczestnik&oacute;w pojawił się Białorusin, uczeń II LO, Hleb Kulhavik.</p>
<p style="text-align: left;">&nbsp;</p>]]></description><link>http://www.coidzie.pl/?module=article&amp;modId=868</link><guid>868</guid><pubDate>Sat, 30 May 2026 19:42:14 +0200</pubDate></item>
<item><title><![CDATA[Piątkowe popołudnie i sobotni ranek przy szachownicy ? Dlaczego nie ! Spotkanie klubowe od 16 i Turniej o Puchar Biblioteki od 10 w najbliższy piątek i sobotę przy Jana Pawła II 5]]></title><description><![CDATA[<p style="text-align: center;"><a href="https://www.chessarbiter.com/turnieje/open.php?turn=2026/ti_2919&amp;n=" target="_blank">XIV Partyjka w Bibliotece - Turniej o Puchar Biblioteki</a></p>
<p style="text-align: center;"><img title="Uśmiech" src="js/tiny_mce/plugins/emotions/img/smiley-smile.gif" alt="Uśmiech" border="0" />Zapraszam serdecznie Jacek Toporowski<img title="Zaskoczony" src="js/tiny_mce/plugins/emotions/img/smiley-surprised.gif" alt="Zaskoczony" border="0" /></p>]]></description><link>http://www.coidzie.pl/?module=article&amp;modId=867</link><guid>867</guid><pubDate>Wed, 27 May 2026 10:54:05 +0200</pubDate></item>
<item><title><![CDATA[Orliki nadal bez formy ! ]]></title><description><![CDATA[<p style="text-align: center;">&nbsp; &nbsp;<img src="db/Magazyn/XVHTGS1.jpg" alt="" width="300" height="169" />&nbsp; &nbsp;&nbsp;<img src="db/Magazyn/XVHTGS2.jpg" alt="" width="150" height="267" />&nbsp; &nbsp;&nbsp;<img src="db/Magazyn/XVHTGS3.jpg" alt="" width="300" height="169" /></p>
<p>&nbsp; &nbsp;Wzorowo przygotowany piętnasty Turniej "Herbert też grał w szachy" odbył się dzięki staraniom <span style="color: #ff0000;">Moniki Jurkowskiej</span> pracującej w bibliotece II LO. Przy pięknej pogodzie dopisała frekwencja. Rywalizację indywidualną wygrał dosyć nieoczekiwanie, chociaż w pełni zasłużenie, uczeń PSP 5, zawodnik KS Feniks, <span style="color: #ff0000;">Jerzy Rudyk</span>, wyprzedzając kolegę klubowego, ucznia trzeciej klasy PSP 1, Jakuba Nykiela. Podium uzupełnił ubiegłoroczny i tegoroczny mistrz II LO, Jakub Drozd (rocznik 2008). Zespołowo triumfowała PSP 5 - 14 punkt&oacute;w przed gospodarzami, II LO - 14 punkt&oacute;w. Kolejne lokaty z jednakowym dorobkiem 10,5 punktu zajęły reprezentacje PSP 6 i ZSE. Swoją obecnością sprawiła ogromną radość zwyciężczyni tego jednego z brzeskich "klasyk&oacute;w", <span style="color: #ff0000;">Magdalena Jurkowska</span>, kt&oacute;ra dokonała tej sztuki dwukrotnie : 10 i 9 lat temu. Dzisiaj pełniła obowiązki sędziego gł&oacute;wnego.&nbsp;</p>
<p style="text-align: center;">Dokładne wyniki :&nbsp;<a href="https://www.chessarbiter.com/turnieje/open.php?turn=2026/ti_2918&amp;n=" target="_blank">XV Turniej Herbert też grał w szachy - II Mistrzostwa II LO w szachach szybkich</a>&nbsp;</p>]]></description><link>http://www.coidzie.pl/?module=article&amp;modId=866</link><guid>866</guid><pubDate>Mon, 25 May 2026 23:47:37 +0200</pubDate></item>
<item><title><![CDATA[Wracamy na tarczy - Dawid w ostatniej rundzie spadł z podium - spore straty rankingowe w Oławie]]></title><description><![CDATA[<p style="text-align: center;">&nbsp;<img src="db/Magazyn/OLAWA261.jpg" alt="" width="350" height="197" />&nbsp; &nbsp; &nbsp; &nbsp;&nbsp;<img src="db/Magazyn/OLAWA262.jpg" alt="" width="350" height="197" /></p>
<p>&nbsp; &nbsp; &nbsp;Bardzo dobrze zorganizowany, stojący na wysokim poziomie pierwszy Memoriał Ignacego Florczyka przyni&oacute;sł wiele pięknych chwil. Bardzo ciepło wspominał przed turniejem swojego trenera organizator i jeden z sędzi&oacute;w, Wiktor Lech. Na starcie stanęło wielu wychowank&oacute;w Pana Ignacego, między innymi Dorota Kuzdrowska (na pierwszym zdjęciu w pojedynku z Antkiem Sokołowskim), Bogdan Żminda, Marcin Wybraniec. Nasi zawodnicy niestety nie błyszczeli, grali trochę bez wiary. Nie wykorzystał swojej szansy na TOP 3 Dawid Pawłowski (na zdjęciu nr 2 z Zosią Samol z Leszna w gustownej, szachowej bluzie !). Przez sześć rund był w pierwszej tr&oacute;jce klasyfikacji, ale niestety w ostatniej rundzie najpierw nie przyjął propozycji remisu, p&oacute;źniej podstawił lekką figurę i było "pozamiatane". Najbliższe turnieje już za dwa tygodnie w Brzegu i Namysłowie. Co pokażą nasi zawodnicy ? Odpowiedź poznamy wkr&oacute;tce ...</p>]]></description><link>http://www.coidzie.pl/?module=article&amp;modId=865</link><guid>865</guid><pubDate>Sat, 16 May 2026 17:39:19 +0200</pubDate></item>
<item><title><![CDATA[Zaproszenie z Oławy]]></title><description><![CDATA[<p style="text-align: center;">Pan Ignacy Florczyk organizował życie szachowe w latach 90 ubiegłego wieku i w pierwszej dekadzie nowego wieku w pobliskiej Oławie. To dzięki Niemu oławscy szachiści odnosili spore sukcesy. Jednym z pierwszych był udział Wiktora Lecha w finale Mistrzostw Polski do lat 8. Po nim przyszły kolejne. Pan Ignacy był instruktorem i trenerem a także sędzią II klasy. Przez wiele lat wsp&oacute;łpracowałem z Nim organizując turnieje w Brzegu z udziałem podopiecznych Pana Ignacego. Wielokrotnie odwiedzaliśmy też Klub Parnas w Oławie, gdzie miały miejsce szachowe wydarzenia.&nbsp;&nbsp;</p>
<p style="text-align: center;"><img 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" alt="" />&nbsp;&nbsp;<img src="db/Magazyn/IGNACYOLAWA2000.jpg" alt="" width="300" height="187" />&nbsp;<span style="font-size: x-small;">Pan Ignacy w otoczeniu brzeskich i oławskich szachist&oacute;w (marzec 2000)</span></p>
<p style="text-align: center;">linki do rejestracji :&nbsp;<a href="https://www.chessmanager.com/pl-pl/tournaments/6723186154668032">https://www.chessmanager.com/pl-pl/tournaments/6723186154668032</a></p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/pl-pl/tournaments/6406969321717760">https://www.chessmanager.com/pl-pl/tournaments/6406969321717760</a></p>
<p style="text-align: center;">Grają nasi :&nbsp;</p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/pl-pl/tournaments/6723186154668032/players/5116158458068992">https://www.chessmanager.com/pl-pl/tournaments/6723186154668032/players/5116158458068992</a></p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/pl-pl/tournaments/6723186154668032/players/5203065040928768">https://www.chessmanager.com/pl-pl/tournaments/6723186154668032/players/5203065040928768</a></p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/pl-pl/tournaments/6723186154668032/players/6293558210461696">https://www.chessmanager.com/pl-pl/tournaments/6723186154668032/players/6293558210461696</a></p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/pl-pl/tournaments/6406969321717760/players/6239654995165184">https://www.chessmanager.com/pl-pl/tournaments/6406969321717760/players/6239654995165184</a></p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/pl-pl/tournaments/6406969321717760/players/6207540450951168">https://www.chessmanager.com/pl-pl/tournaments/6406969321717760/players/6207540450951168</a></p>
<p>&nbsp;</p>
<p style="text-align: center;">&nbsp;</p>]]></description><link>http://www.coidzie.pl/?module=article&amp;modId=864</link><guid>864</guid><pubDate>Wed, 06 May 2026 10:56:34 +0200</pubDate></item>
<item><title><![CDATA[Nasza dzielna Trójka walczyła w Pucharze Polski ! Magda pierwsza wśród Pań, Dawid trzeci w kategorii bez Elo !]]></title><description><![CDATA[<p style="text-align: center;"><img src="db/Magazyn/PPWRO26MAG.jpg" alt="" width="300" height="169" />&nbsp;<img src="db/Magazyn/PPWRO26DAW.jpg" alt="" width="300" height="169" />&nbsp;<img src="db/Magazyn/PPWRO26KUB.jpg" alt="" width="300" height="169" /></p>
<p style="text-align: center;">Szczeg&oacute;ły :</p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/en-us/tournaments/5388914608832512/players/5996809113305088">https://www.chessmanager.com/en-us/tournaments/5388914608832512/players/5996809113305088</a>&nbsp;<img title="Uśmiech" src="js/tiny_mce/plugins/emotions/img/smiley-smile.gif" alt="Uśmiech" border="0" /></p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/en-us/tournaments/5388914608832512/players/6003786111909888">https://www.chessmanager.com/en-us/tournaments/5388914608832512/players/6003786111909888</a>&nbsp;<img title="Mrugnięcie" src="js/tiny_mce/plugins/emotions/img/smiley-wink.gif" alt="Mrugnięcie" border="0" /></p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/en-us/tournaments/5388914608832512/players/5333853698916352">https://www.chessmanager.com/en-us/tournaments/5388914608832512/players/5333853698916352</a>&nbsp;<img title="Zaskoczony" src="js/tiny_mce/plugins/emotions/img/smiley-surprised.gif" alt="Zaskoczony" border="0" /></p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/pl-pl/tournaments/5388914608832512/results/7?classification=Elo%201601-1900">https://www.chessmanager.com/pl-pl/tournaments/5388914608832512/results/7?classification=Elo%201601-1900</a></p>
<p style="text-align: center;"><a href="https://www.chessmanager.com/pl-pl/tournaments/5388914608832512/results/7?classification=Elo%20do%201600">https://www.chessmanager.com/pl-pl/tournaments/5388914608832512/results/7?classification=Elo%20do%201600</a></p>
<p style="text-align: center;">O wielkim pechu może m&oacute;wić Dawid, kt&oacute;ry w trakcie trzech dni wypełnił normę rankingową na drugą kategorię (1800 pkt). Nie rozegrał (nie z własnej winy - nagła rezygnacja przeciwnika, kt&oacute;ry nie stawił się na pierwszą rundę) minimalnej wymaganej liczby siedmiu rund. To zdecydowało, że nie przyznano Mu drugiej kategorii :(. Także niewiele do wypełnienia jednej z norm na tytuł kandydata zabrakło Magdzie. Była jednak najwyżej klasyfikowaną kobietą. I to też się liczy. Dziwne trochę i smutne zarazem, że organizator&oacute;w stać było na nagrodę finansową dla najlepszego seniora, ale o paniach już nie pomyśleli ... Żałosne&nbsp;<img title="Dezaprobata" src="js/tiny_mce/plugins/emotions/img/smiley-frown.gif" alt="Dezaprobata" border="0" /></p>]]></description><link>http://www.coidzie.pl/?module=article&amp;modId=863</link><guid>863</guid><pubDate>Fri, 01 May 2026 12:48:54 +0200</pubDate></item>
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