Od momentu gdy do piłkarskiej elity po 20 latach znów dołączyła Legia Warszawa nasuwało się pytanie, co drużyna ze stolicy może ugrać i osiągnąć. Odpowiedź została bardzo szybko zweryfikowana, na boisku do ugrania jest niewiele, w obecnej formie drużyny Legii. Za to duży profit pozostaje z samej promocji Wojskowych do LM. Wielkie pieniądze za awans do elity europejskiej piłki pozwoli Legii odskoczyć czy zdominować rozgrywki w polskiej Ekstraklasie na parę dobrych lat. Jednak ku przestrodze dobrze jest pokazać kilka przykładów gdzie pieniądze nie szły w parze z dominacją rodzimych rozgrywek po awansie do elitarnej Champions League.
Gdy przypatrzymy się bliżej średniakom, którzy wywalczyli sobie awans do Ligi Mistrzów od powstania tych rozgrywek, to czasami łapiemy się za głowę i pytamy jak to się stało że oni grali, a naszej polskiej drużyny tam nie ma. Taki stan rzeczy bardzo długo miał miejsce. Mieliśmy wielu przypadkowych mistrzów takich jak np. Artmedia, Unirea czy Nordsjaelland. Poprzez rewolucję UEFA, która w Lidze Mistrzów pozwalała grać drużynom, które w najlepszych ligach Europy zajmowały trzecie czy czwarte miejsce, spowodowało że mieliśmy jeszcze większe problemy z kwalifikacją, a nie miały tego np. Newcastle, Betis Sevilla, Udinese Calcio, Heerenveen, Bursaspor czy wiele innych drużyn nie wymienionych wyżej. Dla wszystkich przypadkowych mistrzów, czy drużyn z najniższego stopnia podium w rodzimej lidze, Liga Mistrzów okazała się przekleństwem.
Pod lupę weźmiemy teraz przypadkowych mistrzów ze słabszych lig. Pierwszą drużyna będzie rumuńska Unirea Urziceni, mistrz kraju z 2009 roku. Klub prowadzony wtedy przez dobrze znanego polskim kibicom, byłego piłkarza, a teraz trenera Dana Petrescu. Unirea cieszyła się z bezpośredniego awansu do LM, a polscy kibice przełykali gorzką pigułkę w postaci kompromitującej porażki Wisły Kraków, z Levadią Tallin. Unirea w swojej grupie LM zajęła trzecie miejsce wyprzedzając wtedy szkockie Glasgow Rangers i na pocieszenie kontynuowała grę w Lidze Europy. szybko odpadła z Liverpoolem. Dwa lata po sukcesie w lidze rumuńskiej oraz dobrych występach w Europie, Unireę dopadł kryzys w postaci spadku do drugiej ligi oraz problemy finansowe ( nie pomogły nawet pieniądze za awans i dobre wyniki w LM). Klub nie został zgłoszony do rozgrywek drugiej ligi rumuńskiej, a ostatecznie został w 2011 roku rozwiązany i zniknął z europejskiej mapy klubowej.
![Znalezione obrazy dla zapytania unirea 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)
W sezonie 2004/2005 w lidze słowackiej triumfowała Artmedia Petrzalka, klub z przedmieść Bratysławy, której trenerem w tamtym okresie był dobrze znany Vladimir Weiss. Petrzalka w sezonie 2005/06 o grę w Lidze Mistrzów musiała walczyć od pierwszej rundy kwalifikacyjnej. O dziwo dotarła aż do rozgrywek grupowych LM, pokonując w kwalifikacjach takie drużyny jak Celtic Glasgow czy Partizan Belgrad. W pamięci na pewno pozostanie nam dwumecz z Celtikiem. Słowacki zespół najpierw wygrał 5:0, by drugi mecz przegrać 4:0, ale i tak zdołał awansować do następnej rundy w której wyeliminował serbski Partizan. W grupowych rozgrywkach LM przyszło im się zmierzyć z Interem, Rangersami i FC Porto. Tutaj Petrzalka po raz kolejny zaskoczyła piłkarski świat zajmując trzecie miejsce tuż za Rangersami, którzy wyprzedzili ich o jeden punkt i uniknęli kolejnej szkockiej kompromitacji. Warto dodać iż Petrzalka za swoimi plecami zostawiła FC Porto. Słowacy kontynuowali swoją europejską przygodę w pucharze UEFA. Odpadli bardzo szybko w 1/32 z bułgarskim Levski Sofia. Podobnie jak w przypadku rumuńskiej Unirei, tak i Artmedia mimo wielkich pieniędzy z gry w LM, nie utrzymała się na szczycie. Chociaż dłużej przeważała w Słowacji, zdobywając jeszcze mistrzostwo w 2008 roku. W 2010 roku Artmedię dopadło widmo spadku i od tego momentu klub przeżywa regres. Obecnie występuje na poziomie trzeciej ligi słowackiej.
Jak już wspomniałem wyżej, oprócz wymienionych przeze mnie klubów tak duńskie Aalborg czy Nordsjaelland, rumuńskie CFR Cluj, Otelul Galati, słowackie Kosice czy Żilina, to mistrzowie, dla których Liga Mistrzów jest przekleństwem niż drogą do raju, fakt niektórzy przez chwile bardzo dobrze prosperowali pieniędzmi z tych rozgrywek, jednak na dłuższą metę nie utrzymali się w europejskiej elicie, ani w rodzimej lidze.
Jeżeli mamy spojrzeć teraz na kluby z lepszych lig europejskich i przeanalizować ich pod kątem występów w LM, to warto na pewno wspomnieć o angielskich zespołach jak Newcastle United, który dwa razy występował w rozgrywkach LM (sezon 1997/98 oraz 2002/03). Popularne Sroki także nie uniknęły kary za dostojne życie na salonach europejskiej piłki. Wysokie kontrakty piłkarzy, oraz marnowanie pieniędzy doprowadziły Newcastle do skraju bankructwa, a także do sportowego regresu jakim był spadek do Champioship. Bliźniaczym przypadkiem dla klubu znad rzeki Tyne były drużyny Blackburn Rovers oraz Leeds United. Te trzy kluby teraz występują na zapleczu Premiership i ciężko powiedzieć czy wrócą jeszcze do elity.
Takich przypadków jest w europejskiej piłce od groma. Oprócz angielskich klubów upadki z tak zwanego wysokiego konia zaliczali: Deportivo La Coruna (mistrz kraju z 2000 roku, przez kilka sezonów cyklicznie grał w LM, teraz typowy średniak, tułający się w środkowej lub dolnej części tabeli).
![Znalezione obrazy dla zapytania Deportivo la coruna](data:image/png;base64,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)
Glasgow Rangers (do niedawna jeszcze 4 liga szkocka, po wielkich problemach finansowych, od tego sezonu znów występują w najwyższej klasie rozgrywkowej, na koncie mają 10 startów w LM).
![Znalezione obrazy dla zapytania glasgow rangers](data:image/png;base64,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)
FC Nantes (mistrz Francji z 1995 i 2001 roku,uczestnik LM, teraz również typowy średniak).
![Znalezione obrazy dla zapytania fc nantes](data:image/png;base64,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)
VfB Stuttgart (obecnie 2 Bundesliga, a kiedyś mistrz Niemiec z 2007 roku, oraz drużyna regularnie występująca w LM).
![Znalezione obrazy dla zapytania vfb stuttgart](data:image/png;base64,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)
Werder Brema ( mistrz kraju z 2004 roku,kilka razy występy w LM a teraz jeden z największych kandydatów do spadku w Bundeslidze).
AJ Auxerre (obecnie 2 liga francuska, kilka lat temu występy w LM).
![Znalezione obrazy dla zapytania aj auxerre](data:image/png;base64,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)
HSC Montpellier (mistrz Francji z 2012 roku,występy w LM w 2013 roku, teraz tylko średniak francuskiej ligi).
![Znalezione obrazy dla zapytania hscmontpellier](data:image/png;base64,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)
1 FC Kaiserslautern (obecnie 2 Bundesliga, kiedyś mistrz Niemiec 1997/98, oraz dobre występy w LM 1998/99).
![Znalezione obrazy dla zapytania 1. fc kaiserslautern](data:image/png;base64,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)
Hertha Berlin (również odradzająca się po spadku z 2012 roku, w latach 1999/00 występowali w LM).
![Znalezione obrazy dla zapytania hertha](data:image/png;base64,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)
AC Parma (w 2015 ogłosili bankructwo, a teraz występują w serie D, a kilka lat temu nawet czwarta siła w Serie A).
RCD Mallorca (w sezonie 2001/02 występowali w LM, od 2013 grają w 2 lidze hiszpańskiej).
![Znalezione obrazy dla zapytania rcd mallorca](data:image/png;base64,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)
Betis Sevilla ( 2005/06 występy w LM, 2008/09 spadek do 2 ligi, od kilku sezonów ze zmiennym szczęściem grają na najwyższym poziomie rozgrywkowym w Hiszpanii).
![Znalezione obrazy dla zapytania betis sevilla](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPgAAADLCAMAAAB04a46AAABcVBMVEX///8AlUzelQDXAT7cjwDflw3dkgAAk0jcjAAAjz/llQAAjToAkkX03r5olTnelgBaqXDe6drO5NOZyas9pGnB3cuEu46z18H//fnt8unm8+zemgC72sap07rjlQDD28UwoWLtyZf68OHfeUDgoBbYGUT89uz46dT57t3ntGcAizTXADzx1a7z2rfsxY3w0KPlrVbgnCLjpkPqv4Diojbmr1vouHHkqUvUACHVAC3248mGwp6nlSRmtIa/lRjPlQzdfB82lURZlT3KlRFdkCuNxaRKqXK2lR2SlSzfhjFJlUHecEDfkx5ptYhvlTeclSmvlSCUlS23zaqBqGK5rWCiwpbk2LXSqEvX27uylR99lTN7jx6kqmHcZijaN0T1zdXurbncVULdcSzcR0XbWTDfgjfbNEzlfpHcO17aRjLfVG/tprP76+/eZkPbQ0DaSzHnjpDYLiHdgRjjbIPzxc7aLFPoipzbLF6Lo1XSy53cUkjuD3v4AAAUYklEQVR4nOWd6WPaxrbAQRaD2KJ6SyjYxLg1GIyxsTHYkNRJWrvXjd20d+l7t7dxlrpb2iTvpctd/vqrOTMjzSIhEBgEPl8sS2LQT2dmzpkzZ4ZIZGJS07XJffnkpNzZR1omk530c4xdWgbSNN1Yn/RzjF1uLHg2u6Nr2dKkH2MCUjQ1tHfzFG5VdU3T0M2r6puY2yJvT/pBxi1FHcA1Y9IPMkYpdWr7lQbhtlTeKm5vTvqRrl/Wa5WYoesIaUwQQrqh79U7M+zKrBcbhu4g82LR6weZST/g9cj2nuEObcPraH/2OvmaKekaCX/YSaMyW+09E9N5zeqG1mzDcXOvYbVwvskbldlp7KW24UAbjVatjNkwLCpaB+uZ4oHu1Aek70z6gUck2zaUbuzWbO/cBgcp12N2F6C3Z0Lp+0zdemyHBxLBLSlXGDpC5XE/5eilTVu33pSslQJutYl9hm5MvWnbQ1SH2/IVF3ALvWLMBvku0bdRUS+5gkciHWrhjM4YHu/aZJ9yK+qOeILbL0ufziBFKVPcP6DtG7k6JZ7gkRb5WGO3Uq9NVy/X2ScjEdq+3VXnDc4qCh6/6EZ7Z1pUv2MKTrnh4YT2AI9UuAIsn+dgGvS+gzjvFDfVmseNvcAjDaEMZLTDPnpZb4jYGtrzurUneNmQijHq1/TEo5GaXcmt1tmzovuARw4QLcX2Y5sh9mPrBqPW9jNl3V3hz57/8cOr3+e2PrQumx9sbfz46oeff/tFvgtUjlqbO236Bi3zHtrqTr1yq0Vi5yOjKy38l+e//n54dHS0ZckGAZ+zDq0zh0ev/vhNKMwEi2YdlIqs19BDSl40aJ0kfXARiTX9tx/mDi3kOSoMnImFf/jjz47mW/jjOqnedaOnYZywdAi33QvtAzj959mvRxy0GziBt9jpJ8h7o6TrDdLkm2Nm6key1MW2BxegMgSHz38/FKC9wAn7r8/wZ3Z0ocIQJ1APYd8OnPzQgtRV6+DnrSMF2xMcsx++ekZnHLgZpl1Sfuia+TpUdIPry+oAXnruit0LHNB/IS2FM2FQ29Hu+NF6CziZiB991rDKzCt37N7guMaf4xdpcuWVjDCqPAtPpfM+BkwLmg88yHzA5y7z+EUe8N9RB8dgf8xkPgLqRWLXA5Y476FwP/CX+NNivDVLzPlYuXylxRsfKtBKPVXuU9XzUINcCvT2gScitp/lyHOorVr+pyDg73CB5tk/hRI7qi84cTGU5vf8cO4Mnh65V/bH+LWY55euF5+Sd/afrd/5IrMu7WnCAj2u0CItbtJBaabhhvYBXNPMD793ufiWfPDMqvICOViO1pjZegoB5yrhs0OggxZgvtv46eqtqHfyTigdL2+uri4Jt5bH7+ToFfc1pmwyJy6KxolfvnFOyPNYXgoKNym49uEGj63DrYT7NZw6+sMpVfEVJi5ZqY2/ovr9PqbZkn/HEX5ng+e/5bjzpnP7B/Tk4TP7W8LXxiPwrPbY6bdDpUpjlCtXcK570xxu84zVhK0NVmwYe/WKYMfnnAbNkZu6g/jaPt1wqvpPzr35M+f0ERuptkJox2u8O/nzEVepL52Aad45u8HO5h87J5/aCje/41r+1hYplnhuaHKQbkJ8daryDaEHPzMF8I2XUOO/Jc2ZaPby5QsRPP+CL+HoORQLjlvYfHUadoDQ4jNe4VxzJgb93CRt/fIsr5mxx6BZLQ+kTlXPC9Z960dcbDmUozM6aNSxPn7wMNkAbHmqzH3/Pk8rtOWYE98VmaxnE0qYO/zFqlNwJVzGDITMdxk7ck2nzqltzl7nWT/+2mQd2wPzHI6oOTNjkjtn1fUsiboZIQw3EpNtFCP//+KN+NyvY/m8aVIHZiNvPiUKj7ExypZufkdrh4GdnTORe+vt2/9j3GHMC6L5yDqyHj12JTy65Yh+kH9LDq0mn3/wZm7jKgZ925u5rauYaVtzI//irThu2XqAXTky8SoGJkIjGWe+y8wTrW48fcu0Tvq0je9gUGaxmPRGehj7FkO+M5kHu/WUduzIcWpQw/8hJiI1bqaPqPA8z9w1rOjYg3ecTypJ/hyusv4ckY7eav4cd2hnz7Y5neMm7XTh35OBpic2XIThO2ntuKN/PMciMYQ7zLOGZXuSmBjtx3kCfnneC1nUPJj2S9NsYN07pj18gWVBJPC5F3kTvXx65l3DXTR//vLpu7zWhM9z4J4zyqGQJpvOplX8tYmr8ADYmkY/QGy8U9X1cCe+2f1bntjys8GYOcn/Bwp4ZxcwaTQfoUlq5oMN0saDcssqD3++376h4/wN8+WbyzdnQ3BbjuvV5eVbw9Ss8ozYFOQ9lbZrnQrinJTg6FCEkanVQq9uW+TkJ14gbc/QzUajEUOGYegeC3SIGOEKNfmKVeNdoXUD7da3y84gK7ue2Wk1PVYnIaMxPcpmUm6o1Hql5h5IyHaKLvBoP4SjUF85kDB0vUW1V8rs1Cu7zUY+1tjbbRW3y8QXLe005QVaxhT0abJkhdxEq86Stlou7up8gi9J1G20tkG3m1ILCVkQvT9pIg57D5TdaSGvxqwbTchSzhZ1Dn0q1ymU2gzdgMy3Ul3j1lhZegZB9pozi70NnHV2W6MRbv/cWyB5QzcxzqazxMiq6o1KvVjbzmS2d4qttqkzg4Z0E8eWsi0SuZzGno3KHtIMHHhdP6DYlg/W2pY79my52GbsOsLoZcsPmMpqzqSkm1Ytz9JVVVYPV/QMi2cqtHHrMdwf7BthmzkYTPCq8AyNFOqt3sYpW2uQF2QcWJ+aPsdFkixZSYb0eh+Ro84euRlNczUnsmnC3JKx32fArEO8fCNUCR8BhAQmjLbTQa8tLZ2e5Hp9BLq5UC9I8BdI3UfCXH41Ho8nqovkn9xq9+Kie0d8DyXIVA7xggR/qYAdbwr2uBrFUl2xDlfWUom0JYnq2rLwuR1ix6/XUS/qsesSWCUqt1YCHo9a3V41HqUSr14IN23CR9H1PZlZclbQXI8o03wEPJrKWeBRRxL3hbuyzV7BiWEFaVAJi9dIrrpf1RToOXEnkk1F47imE71Xxdpurzu/BqHcDrkuS1IW5Q7PWzzXQs/Pn2LSxKKl8dRp9+SkuwSvIr4k3cgWFRMpyN9TUB7F/xY6IjDtToeQ73Uyonz1yS1RPvm3dEfm38otX8H5Dsk0dvVD7iQI+PusXc9HMXlVtl9tyH6mX/SN9D23/iU/SuZf8i3fyHfsIJGbdqPKSpdcKipKYkHRX0K6JfU+nC8Bt3uckIE7spByLRy3c5bsczsufk/8PaXc9+Rbbks3ZPGUPIoJRgbI5XHB+32Ay7dQcPzMXkuGVPBIGp9ZkW/Mcr3E7fTA4GkJvIRNBYpJFYvoXCQPDo4H4mR6M7esSBczpC/4U3CmS45XHHcGkizIeo/hwd25XckDg8OSJLKQZrGakIUgpPlTwplq13koneV/DA3uxe1GHhgcbwVCA6SrcifQhyScDh6vNgPTMCx4CXlx0wGFzjlaQcFxYgTrlIKAR9Nr9vNimxYbHhw6W89cEpk8KDhMmUWGAI+mbT8OV3acCD8c+HpPboU8IDg8K9sABbdxeOa01MbjSqsnx7Ifh+dj0JDgftwyeUBwk1/2O7+6uoq78fTFKpMLzBC/f8c+sboI5mwRjk+hxPgaKwAvUrZUPgy4PzfNW9Irw4Bv67KrupAA35yJasfBU0pRM3YHikzZKsc9pTkMeD/cInkg8Jzlu0jrvAF8tV/wyAr+L37KLoLKO8HBNyGs4R/Q4ciDgCe+MrgWHgg8ch9DpuyrTWzLu0HBKbcftkAeBDwKizTEmwYFh0Kduo5XPyT/MrivDuD9c9OcVEweCFxT5zgHa+MR4rqnT9h/eElG4U/S1/QJPgg3Iz8IBP4oKa6XyS3Mz2Nbnj6Zn5/vF3wpjrt9+19ciT4OBO61JYsfeQDwJwVxce1iNZUCHyZt/e0H/H50bY0UZf0l1R1vrJIM0sY3B+Rm5LsSVD/gx1JN5zw3HGD0Bz9NxylAPJ4iI1Vc15OfDwwe/UtyUG66t0nho4HB00lse4YBv889Phuit5FWuDcw+KPC4NyUPCmR+4PfSkobJiwG1njc1jjsCXM8KPgj0Pfg+7e7kfuDf1mQ+tDFVJyAxOPpvsAv1taW4P41S6hJw2srkwOCB+V2JfcH/7TgsiQOh9QGMmf4hhT3XXhtV/KzgcCBWw+2X7/azv3Bj+UdLQB8QAdmUQbH457k14OAD8NN1/bx5P7gBalvCwQOlivFl2ANVCQXpjf4cNyM3PEdfMFxp64ugvQC7550SYEQXq4y8BN8XZxfaCndek9wwj3MWg6J3Bf8M7lTd8Bd2ng1XSXdNh6V2CPwHEypcS8qAtsnFT7tG/zW0NwyuS84ftVIAM8tLy/gNpvuLtBQ8sIJuOK3F5YTliO7gE/gN0FvWLgDc2nM9FHBQR3Rae0BPgpuibw/cOEG3mWlQsPLcDrNnwAhdr8qfhMGFw25N/houOn4hpL7gsOXCjcECzbKsyq1/sEJ9yjWYnLk4wJ3wi8Dg4+OmycPUNUDhpfFJt5/Vf88ycUMR0R+HKhzW0zYLqst9NHj9ll2wjlOiKkh/XZuo+WORNYpeQBztopd7jh1vakQOPyXnI2myf8gKRpYFzKh+jNnI+e2yVNDODCOHV/h7DgZheChKGvXuVNiBLp8CdiB+cIP/HT03DQ2XTj2dVnl4TiIl+d20b3gPTd2HYKsoiHHA/Iv/cC/SUpzfyMREpVXotNugxQlD2JQXx3aQoqv6/0MUpQ5zxGJ+3xEf8PSAcFJW+BMOcSeHvUGvy5uTI5Uchn8ScEl2DNweDkl3YCDpcl4T/Dr42Zz6yK5DP653K0vdE9O8Cxh/P7JCY2U+4Pjus73bkXFjMvgNZdMltEJyaYQyGXwh0kpB3Wxmk6DtYqnE3Fyqjf4YrfbxfHl+JJ1QDvTXaVTl8DdMnhGKSr5NYSXE2k6gZ5mo1a8D4HUt4ngrjlbIxUlg0YBv1fg9nWLjCa8DLHGh97g189tk9s5cgr4LcmFWUzRZFVLgX1VdRfwlhpd5sHHwW2RmwK5OmmIxH0sli9ud4ljZjVZcsqnqlfpkDyRStGqjnpOGkI+6hh+W0IkV8H/B5E0JU4GMme5XG4BbrhjHcGZ7Z7TxOPitshjyMmEVcDTX+mK1zqoAwNJAM6/e0hDba/EgPFxi+QuqSANZcJqUHCo6gn2XxlSLDxSQepj5MZZwIhlu7sk/+Boibjue0BwEnu0p8dxciPySP4ZLzdP7pbuheQ5q8FcVhJetjNBQOFFd3DCPc4lx7CvHEIlV/Ain++VW1lZxmls6e7yChE7e3nFFjD2iVU4XiR+3hr7KpztZTnBbuDj53bIXVM68TiOZUV4Zjaq2cv8sR1e3iYKdwOfBDcl1wr/Kz0PgONWzrL0A4aX2QiF/AhJxAX8dDLcts4fuoBD/il13wKBO2uxcN4P/DCgDB59Aj8nMok9HOn+kRI5gMP0C6nsEGUVhapMOWX/V7WzbyEBHGyjDH4vOSluu7Y/VMFhr1KyA/zq2pIshFI4T9ZfMbFT+yBbneyYIIFPkpstBxTJ6WIc/E68nguylznzpgYimHCliOCT5Y7QLU8Kn6ngsCrFYysysuCOB4cgW1W5ES88YzuSCuAT53Yhp+A0FqSuB15dWgIEC3xeCKtKE8MRshbZ3pGUByfcE978SiZn4GRLYl3ZDH2RLkGwPLOFanchF8nNr8JCQ3EGIUJ/vdTeEoUD/yIM3JTcSUmywSMHupvOWd5bNRdZSKUTKTx9HqcnBIG1547P74CHhFsmd8DJ2lD513kpOJ4UXOC9voSkcFhMzK1NtcFDw01/cJqRc+DkguRbEfDEWkQET4gz4qWG/NIYOOF2+63jCQhPzoMTtem7QopnFad7gHpz1QSdQU5XRX1ndGUtMgX/e5i4GfkjBZw0VKRxZg3nr8+z49X3ojjtZa0rtu8W2VJDMIYEPGTcPLkITvdhMCqeS2GyOdlvydD9IcQtrgD806RcESYubUYugUc6UGuRmufpIett8qrkLBYMHkJu2pwtchk8UtrDj6vpWj8d8Trd/CypvCcLPJTcNnlCBo8s/yNZAHRU9NmgrbNLsT9+qFy7HQ8pNyP/RBlq3E0/hGeG3+6teTb2ct0km1cUtK+jivsauU24Q7nnF2zjoW6Kfdey3I8+pui6sVfsKPDr2y2N7nRXSD7BBk4pvF0ILTclVx7uLrgstz4mFR52azQP6juZTqdc7nRqxdaebu9gmUw+IZZdLrrtWnRoZFd3aYZ3qXf+2RdJys7tVcnvVllIHrO5YBk85Nx0YCKR33Wibl9/5LCLUigkzSfOGE8CDz23K/ldPtwY//zecZJXM96SVk8WPvqTsOREBCejnZBvyltRyO/KcdZEp1avNPO6YYnWaLeKmb/JS+UE8L1p4GbknDutgiufWZRjxzz4lHCr5Ap4SjFnvcCB+5r3tBuRSOTDgU8RN42W2UGSocCb08QtkQ8DTrjD9fONPYUnHwJ86rgF8sDg2SnkpmF1mOwIDD6V3Bx5QHCibzR13A55MHAyFYumcjde2H/Y2FkOAB6NTDE3I/+rDNUPeHOauSl5Uk5D9QePH0OaydRy07C6TO4LHj8ukGSyKRY3cj9wwq1NNbcruQ94PDYL3Iz8y77BZ4XbhbwneHpmuGlKOYTL/cHT5uxwK+Q9wAm3OSPcMrk3eBrv6DpD3BK5Jzjhdt8meFoFlkgl7/UEf6jNHrdA7gE+m9w8uTv4rHJz5K7ghDu8P60+jNQouRv4LHPb5AkVfLa5GfkXyvk/97Ut9DQLkBfkDQ3WCy6bMMyYCNuYU/HYcGTGRCUfbHvk6RWZ/KZwc5t5g9wcbmdLayw3iZsnL98obod80O3Pp186ZBtzdNO4KfkN5KbkN5Cb6Tz49sjTKxb5ENtCT7N0jJvJbVnxSX75fwFJAn4bz/GvBgAAAABJRU5ErkJggg==)
Celta Vigo (2003/04 gra w LM i zarazem spadek z hiszpańskiej Primera Division, podobnie jak Betis od kilku sezonów ze zmiennym szczęściem w LaLiga ).
![Znalezione obrazy dla zapytania celta vigo](data:image/jpeg;base64,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Boavista Porto (2001/02 gra w LM, w 2008 zdegradowana za korupcję, do najwyższej klasy rozgrywkowej wrócili w 2014 roku).
![Znalezione obrazy dla zapytania boavista porto](data:image/png;base64,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)
Większość z tych klubów miała duży potencjał, i nie od razu upadła na samo dno, lecz następowało to stopniowo, a z czasem zachcianki prezesów i osób działających wokół klubu doprowadziły do sportowego upadku, z którego się już nie podnieśli lub podnoszą się w ślimaczym tempie.
Podsumowując, to pewnie żaden sympatyk Legii nie dopuszcza myśli o tym że Wojskowi kiedykolwiek spadną na samo dno, ale przykład Widzewa, czy teraz Wisły Kraków pokazuje jak ciężko cały czas utrzymywać się na szczycie z europejskich pieniędzy nawet w polskiej lidze.
Glasgow Rangers (do niedawna jeszcze 4 liga szkocka, po wielkich problemach finansowych, od tego sezonu znów występują w najwyższej klasie rozgrywkowej, na koncie mają 10 startów w LM).
FC Nantes (mistrz Francji z 1995 i 2001 roku,uczestnik LM, teraz również typowy średniak).
VfB Stuttgart (obecnie 2 Bundesliga, a kiedyś mistrz Niemiec z 2007 roku, oraz drużyna regularnie występująca w LM).
Werder Brema ( mistrz kraju z 2004 roku,kilka razy występy w LM a teraz jeden z największych kandydatów do spadku w Bundeslidze).
AJ Auxerre (obecnie 2 liga francuska, kilka lat temu występy w LM).
HSC Montpellier (mistrz Francji z 2012 roku,występy w LM w 2013 roku, teraz tylko średniak francuskiej ligi).
1 FC Kaiserslautern (obecnie 2 Bundesliga, kiedyś mistrz Niemiec 1997/98, oraz dobre występy w LM 1998/99).
Hertha Berlin (również odradzająca się po spadku z 2012 roku, w latach 1999/00 występowali w LM).
AC Parma (w 2015 ogłosili bankructwo, a teraz występują w serie D, a kilka lat temu nawet czwarta siła w Serie A).
RCD Mallorca (w sezonie 2001/02 występowali w LM, od 2013 grają w 2 lidze hiszpańskiej).
Betis Sevilla ( 2005/06 występy w LM, 2008/09 spadek do 2 ligi, od kilku sezonów ze zmiennym szczęściem grają na najwyższym poziomie rozgrywkowym w Hiszpanii).
Celta Vigo (2003/04 gra w LM i zarazem spadek z hiszpańskiej Primera Division, podobnie jak Betis od kilku sezonów ze zmiennym szczęściem w LaLiga ).
Boavista Porto (2001/02 gra w LM, w 2008 zdegradowana za korupcję, do najwyższej klasy rozgrywkowej wrócili w 2014 roku).
Większość z tych klubów miała duży potencjał, i nie od razu upadła na samo dno, lecz następowało to stopniowo, a z czasem zachcianki prezesów i osób działających wokół klubu doprowadziły do sportowego upadku, z którego się już nie podnieśli lub podnoszą się w ślimaczym tempie.
Podsumowując, to pewnie żaden sympatyk Legii nie dopuszcza myśli o tym że Wojskowi kiedykolwiek spadną na samo dno, ale przykład Widzewa, czy teraz Wisły Kraków pokazuje jak ciężko cały czas utrzymywać się na szczycie z europejskich pieniędzy nawet w polskiej lidze.