Izjava jednog navijača Hrvatske nakon ispadanja sa Eura je izazvala pravi bijes kod susjeda: Vrijeđaju ga da je Srbin jer je upotrijebio jednu riječ
Sinoćnjim utakmicama između Hrvatske i Italije, te Albanije i Španije, dobili smo epilog i u grupi B Evropskog prvenstva.
Španija je pobjedom potvrdila prvo mjesto u grupi, dok je Albanija porazom završila posljednja, te su oni siguran putnik kući.
U drugom meču, koji je bio dosta uzbudljiviji, u direktnom duelu za plasman u osminu finala, snage su odmjerili Hrvatska i Italija.
Prije ovog meča, Italija je imala pobjedu i poraz, dok je Hrvatska imala poraz i remi.
Hrvate je pobjeda definitivno vodila u drugi krug takmičenja, a ispustili su je u posljednjim trenucima meča, kada je Mattia Zaccagni na efektan način matirao Dominika Livakovića.
Po prikazanom na terenu, Hrvatskoj je to bio najbolji meč na turniru, ali su bez važne pobjede ostali u samom finišu.
Dakle, iz grupe B, u drugu fazu je prošla Italija sa četiri boda, dok su na trećem mjestu "Vatreni" sa dva boda.
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)
Hrvatska još nije definitivno okončala prvenstvo, jer će morati pričekati rasplet u ostalim grupama, kako bi tražila prolaz među četiri najbolje trećeplasirane reprezentacije.
Na aktuelnoj tabeli najboljih trećeplasiranih ekipa je na petom mjestu, a da se nađe među 16 najboljih ekipa, biće joj potrebno pravo čudo.
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)
Da bi se Hrvatska našla u osmini finala potrebno je da: Englezi pobjede Slovence minimum tri razlike, da Danska pobjedi Srbiju, Turska Češku, te Portugal da dobije Gruziju.
U slučaju da Slovenci izgube 4:1 od Engleske, zbog iste gol-razlike, gledao bi se zbroj žutih kartona, a tu Hrvati vode sa tri više od Slovenaca.
Dakle, kao što napisasmo, pravo čudo treba da se desi pa da Hrvati prođu u knock-out fazu.
Današnji program
Danas ćemo dobiti epiloge u još dvije grupe, i to grupama C i D.
Na programu od 18 sati su mečevi iz grupe D. U Dortmundu će snage odmjeriti se Francuska i Poljska, a u Berlinu Nizozemska i Austrija.
U ovoj grupi je dosta toga otvoreno, pa se može desiti da Austrijanci čak završe na prvom mjestu. Naravno, za to im je potrebna pobjeda protiv "Oranja", te poraz Francuske od Poljske.
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)
Svakako da se očekuju prolazi, sa prve dvije pozicije, Nizozemske i Francuske, ali tu će bitnu ulogu igrati gol-razlika. Ona je trenutno na strani Nizozemaca zbog jednog postignutog gola više.
Sa druge strane, jedino reprezentacija Poljske nema ama baš nikakve šanse za plasman.
U terminu od 21 sat, u Kolnu će igrati Engleska i Slovenija, a u Munchenu, Danska i Srbija.
U ovoj grupi, ništa još uvijek nije jasno, osim činjenice da Englezi ne mogu ispasti. Oni su pred posljednji meč prvoplasirani sa četiri boda, Slovenija i Danska imaju po dva boda, dok Srbija ima jedan bod.
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)
Našim istočnim susjedima je ovdje potrebna pobjeda, ali bi se i sa bodom mogli naći u osmini finala među četiri najbolje trećeplasirane ekipe.
Sa pobjedom, Srbija bi dalje išla sa drugog mjesta, ukoliko Slovenci ne pobijede Engleze.
Da bi se našli među četiri najbolje trećeplasirane ekipe, potrebno je da se ostvari nekoliko scenarija.
Prvo, da Englezi Sloveniju pobijede dva ili više golova. Potom da Portugal pobjedi ili odigra neriješeno sa Gruzijom, te da Turska pobijedi Češku.
Osmina finala
Kada je riječ o osmini finala, prvi mečevi počinju u subotu, 29. juna. U prvom poznatom duelu, od 18 sati, na Olimpijskom stadionu u Berlinu, igrat će Italija i Švicarska.
U drugom susretu istoga dana, ali od 21 sat, Njemačka će igrati na Westfalenu u Dortmundu sa drugoplasiranom ekipom grupe C.
Reakcije na (vjerovatno) ispadanje komšija
Nakon meča, jedan ljutiti navijač Hrvatske, je, reklo bi se, u malo pripitom stanju, otvorio dušu.
"Dok su druge reprezentacije trenirale, mi smo išli kod pape. Mislim da je rezultat čak i bolji nego što smo zaslužili, možda smo mogli ići u Međugorje da proigramo malo, jer smo bili šupljiji od švicarskog sira. Nismo zaslužili da igramo sa Švicarskom", kazao je jedan navijač.
U reakcijama na njegovu izjavu, dio korisnika društvene mreže X se slaže sa njim, dok je kod dijela ljudi izazvala bijesne reakcije. Neki su išli toliko daleko da su ga zbog toga što je upotrijebio riječ "švajcarski sir" nazivali "trofaznim", odnosno Srbinom.
Način na koji je komentarisao voditelj javnog servisa Srbije, odnosno pristrasnost, izazvao je bijes u Hrvatskoj.
Nakon što je penal Luki Modriću "skinuo" golman Italije, komentator je to ispratio riječima:
"Brani Donarumma, brani Gianluigi Donnarumma, najbolji golman na svijetu. Po izrazu lica Luke Modrića vidjelo se da ne vjeruje sam sebi", u punom uzbuđenju je govorio.
U nastavku akcije, Hrvatska stiže do gola, a komentator RTS-a, bukvalno u nekoliko riječi to "dočekuje".
"Modrić je tamo, Hrvatska vodi 1:0."
A onda stiže taj pogodak Zaccagnija u posljednjim trenucima meča, pa sami poslušajte reakciju komentatora RTS-a.
(Ajdin B.)