W poprzednim sezonie mecze Szarotki i Gorzowa nie doszły do skutku. Gorzów oddał dwa walkowery, dlatego też było to pierwsze spotkanie tych zespołów od ponad roku. Przed tą kampanią drużyna z Gorzowa została jednak poważnie osłabiona, ponieważ trzon drużyny odszedł do pierwszoligowego zespołu z Poznania. Te braki były widocznie już w pierwszym spotkaniu, choć Szarotka potrzebowała dużo czasu, by na poważnie wejść w spotkanie. Pierwsza tercja, mimo znaczącej przewagi górali, wygrana tylko 3:2. W pozostałych dwóch udało im się wejść na wyższy bieg i spokojnie wypunktować swojego rywala. Ostatecznie zespół z Gorzowa uległ bardziej doświadczonemu rywalowi 2:13, choć wynik mógł być zdecydowanie wyższy.
Wynik:(0:0, 3:2, 1:2, 0:1)
Pojedynek beniaminków, którzy w poprzednim sezonie, grając jeszcze w 1. lidze, podzielili się punktami (6:7 oraz 4:3 d.). Podobnie jak w poprzednim sezonie, tak i teraz było to wyrównane spotkanie. Kraków do 49. minuty prowadził 3:1 i wydawać się mogło, że ma wynik pod kontrolą. Nagły zryw Niechanowa sprawił jednak, że w niespełna 4 minuty nie tylko odrobili straty, ale też wyszli na jednobramkowe prowadzenie. Goście, nie mając nic do stracenia, wycofali bramkarza w końcówce spotkania i za sprawą Michała Karskiego doprowadzili do dogrywki. Ten sam zawodnik w pierwszej minucie dodatkowego czasu gry zdobył zwycięską bramkę i dał swojej drużynie 2 punkty.
Najlepsi zawodnicy meczu: Dawid Bartłomiejczak (Niechanowo) oraz Piotr Szlachetka (Kraków)
Michał Karski, Smoki Kraków: "Do Niechanowa wybraliśmy się mając w pamięci porażkę z zeszłego sezonu, która kosztowała nas bezpośredni awans do ekstraligi i z jasnym celem wywiezienia 3 punktów. Wchodziliśmy jednak w ten mecz bardzo mozolnie i szczerze mówiąc, gdyby nie nasz bramkarz - Piotrek Szlachetka, to po pierwszej tercji moglibyśmy zapomnieć o korzystnym wyniku. W miarę upływu czasu nasza gra wyglądała jednak coraz lepiej. Widać było więcej spokoju, zaczęliśmy też wprowadzać w życie schematy z treningów. W trzeciej tercji, przy prowadzeniu 3:1 pozwoliliśmy rywalom strzelić 3 bramki, głównie w wyniku indywidualnych błędów. Przed następnymi meczami na pewno musimy mocno popracować, szczególnie nad unikaniem nonszalanckich strat w środkowej strefie boiska. W końcówce meczu, przy jednobramkowym prowadzeniu, przeciwnik ustawił się w głębokiej obronie, co po zdjęciu bramkarza, pozwoliło nam wykreować kilka świetnych sytuacji i strzelić wyrównująca bramkę. W zeszłym sezonie przegraliśmy w dogrywce na terenie Błyskawicy po moim indywidualnym błędzie. Tym bardziej cieszy mnie, że tym razem przesądziłem o wyniku, ale w drugą stronę. Muszę jednak oddać, ze podanie Maćka Tomalaka było jak zawsze, pierwsza klasa. Przed meczem bylibyśmy rozczarowani dwoma punktami, ale myślę że młoda drużyna z Niechanowa jeszcze nieraz sprawi kłopoty bardziej doświadczonym kolegom, a my z przebiegu meczu możemy być zadowoleni z końcowego rezultatu. Przed sezonem doszło do nas sporo zawodników, praktycznie w każdej piątce doszło do zmian, ale chłopaki z marszu dobrze wkomponowali się w drużynę. Wierzę, ze będzie to również widać w naszej grze w zbliżających się kolejkach."
Wynik:(1:0, 4:2, 1:2)
Derby Mazowsza, powtórka z zeszłorocznego finału, pojedynek na który czekał każdy fan polskiego unihokeja. W pierwszej tercji widoczna była zachowawczość z obu stron i wyczekiwanie na pierwszy błąd rywala. Co prawda to goście rozpoczęli stwarzanie groźnych okazji do zdobycia gola, ale jako pierwsi doczekali się go zawodnicy Zielonki, którzy za sprawą Antoniaka wyszli na jednobramkowe prowadzenie. W drugiej tercji byliśmy świadkami wymiany ciosów, w której lepsi okazali się gospodarze, skrupulatnie punktując swoich rywali. Po 40 minutach to Bankówka prowadziła 5:2 i pewnie zmierzała po pierwsze zwycięstwo w tym sezonie. W końcówce spotkania łochowianie podreperowali jeszcze wynik, próbując gry bez bramkarza, ale ostatecznie to właśnie aktualni Mistrzowie Polski wygrali 6:4!
Najlepsi zawodnicy meczu: Michał Sieńko (Zielonka) oraz Grzegorz Marszał (Łochów)
Jan Rydzewski, UKS Bankówka Zielonka: "Za nami udany mecz przeciwko Olimpii Łochów. Wygrywamy derby Mazowsza 6:4 i kompletujemy pierwsze zdobycze punktowe. Cieszy fakt, że pokazaliśmy się z dobrej strony, co wynika z solidnie przepracowanego okresu przygotowawczego. Wiemy jaki mamy cel w tym sezonie i chcemy konsekwentnie go zrealizować."
Tabela po 1. kolejce:
![](data:image/png;base64,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)
Fot: AZS Politechnika Lubelska
Wynik: 3:5 (1:1, 1:3, 1:1)
Pojedynek pretendentów do awansu, którzy w poprzednim sezonie stoczyli dwa bardzo wyrównane i obfitujące w bramki pojedynki. Choć teraz bramek było zdecydowanie mniej, to i tym razem było to spotkanie równorzędnych rywali. Jak się okazało, o końcowym wyniku zadecydowała druga tercja, wygrana przez przyjezdnych 3:1. Gościom pomimo starań nie udało się dogonić Zielonki w trzeciej odsłonie i ostatecznie spotkanie zakończyło się zwycięstwem Bankówki 5:3.
Najlepsi zawodnicy meczu: Adam Fliegner (Czerwieńsk) oraz Mateusz Moczydłowski (Zielonka)
Adam Fliegner, KS BIF Projekt Lokomotiv Czerwieńsk: "Mam trochę niedosyt tych 3 punktów, które moim zdaniem mogliśmy zdobyć. Uważam, że ten mecz dużo mnie nauczył, ponieważ mogłem podjąć kilka decyzji, na które jednak się nie odważyłem, a szkoda, bo mogły być kluczowe do wygrania tego spotkania. Jest wiele pozytywów i ci, którzy mnie znają, dobrze wiedzą, że z wszystkiego potrafię wyciągnąć plusy. Ten mecz pokazał, nad czym musimy pracować i wdrażam to do treningów. Zielonce gratuluję 3 punktów. Kolejnych już nie oddam."
Wynik: 7:4 (4:1, 1:2, 2:1)
Mecz między Politechniką Lubelską, która została przed sezonem wzmocniona kluczowymi zawodnikami z Sanoka, a spadkowicza z ubiegłego roku, Toruniem. Politechnika szybko zaskoczyła przyjezdnych i po 11 minutach meczu wygrywała już 4:0. Po tym kuble zimnej wody goście zaczęli powoli odrabiać straty i w 47. minucie udało im sie dojść rywala na jedną bramkę. Następnie wykorzystali jednak dwóch gier w przewadze i w myśl powiedzenia "niewykorzystane sytuacje się mszczą" stracili w końcówce dwie bramki. Dzięki tym trafieniom to właśnie Politechnika Lubelska wygrała 7:4 i może cieszyć się z pierwszych w tym sezonie trzech punktów.
Najlepsi zawodnicy meczu: Jakub Sujkowski (Lublin) oraz Jakub Nowasielski (Toruń)
Mateusz Gurski, FOGO TLU Kala-Izolacje Toruń: "Mecz w Lublinie od początku nie poszedł po naszej myśli. Gospodarze wzmocnieni zawodnikami z Sanokami to zupełnie inny zespół niż w poprzednich sezonach. W 1. tercji wyglądaliśmy na zaskoczonych bardzo dobrą grą przeciwnika, który w krótkim odstępie czasu prowadził już 4:0. Zdołaliśmy się otrząsnąć i wrócić do meczu, ale nie na tyle, by doprowadzić do remisu. Przy wyniku 5:4, w końcówce postawiliśmy wszystko na jedną kartę, natomiast rywale szybko nas skarcili i wygrali 7:4. Musimy wziąć się jak najszybciej w garść i wyeliminować błędy, które popełniliśmy w miniony weekend."