Ivica Zubac

Obrisan korisnik
Obrisan korisnik
Pristupio: 06.01.2014.
Poruka: 11.182
28. veljače 2018. u 09:05
Walton je idiot, a Zubo mora popraviti obranu.
allen
allen
Većinski vlasnik Foruma
Pristupio: 29.08.2006.
Poruka: 56.261
28. veljače 2018. u 10:15
blackmamba24 je napisao/la:
allen je napisao/la:
lik donese zaključak da Zubac katastrofalno šutira trica jer ima 16% prosjek za tricu...a ne uzme u obzir da ih je ispalio ukupno čak ŠEST!
to je stvarno ogroman uzorak i svakom treneru i skautu dovoljan da donese konačni zaključak!
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Pojma nemam da li mislis na mene ili ne ali ja za taj podatak o 6 ispucanih niti ne znam do sada. Postotak je nebitan vazno je to da mu Walton kao suteru ne vjeruje. Ne kazem ja da Zubac sa 25 godina nece biti dobar suter. Ali trenutno nije i ekipa se nece osloniti na njega da uzima te suteve. To ti je dovoljan razlog kod Waltona da ne igra neku vecu minutazu ili kao sto je netko rekao starta iduce godine.

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ma ne ti,nego onaj WC ili sta vec..
[uredio Dario_SNet - 28. veljače 2018. u 12:35]
Duje77
Duje77
Većinski vlasnik Foruma
Pristupio: 16.06.2013.
Poruka: 23.719
28. veljače 2018. u 10:25
Zubac ima potencijal da jednog dana bude dobar šuter, ali trenutno mu to nije nikakvo oružje, i premala mu je uloga i minutaža da uopće koristi midrangere, kamoli tricu jbg., i ne vidim šta je točno @whc krivo rekao.
Hala Madrid!
allen
allen
Većinski vlasnik Foruma
Pristupio: 29.08.2006.
Poruka: 56.261
28. veljače 2018. u 10:38
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

prošla sezona..ako sam dobro racunao 20-42 sut izvan reketa....pa nije to lose,ili?

22-43 mu je bilo sa udaljenosti od 3 i više metara + 0-3 za tricu...i napominjem to je prošle sezone(a navodno je poboljšao šut ljetos)

190-515..36.8% je sut Marc Gasola ove sezone sa udaljenosti od 3 ili više metara...šta reći na to?

96-249...38.5% šut Pau Gasola sa 3+ metara...

zubac je imao 47,8% prosle sezone...zasto onda veličat ove a govorit da je zubac loš?

ne kažem ja da je zubac bolji šuter od ove dvojice,al jebemu ako ti je šut izvan reketa u sezoni 47.8% to je sve samo ne loše!

30.6% šarić prošle sezone
36.6% šarić ove sezone

istina,oni su šutirali svi više trica nego zubac...ali svejedno i da malo umanjimo zubcu taqj postotak,nije ništa lošiji od ovih...
Baton
Baton
Mali dioničar
Pristupio: 03.08.2014.
Poruka: 6.644
28. veljače 2018. u 12:07
Tuđe je uvijek bolje, pa makar bilo i govno  
Bože, hoće li se nači čovjek koji će psihoanalizirati ovaj naš narod.
WHC9
WHC9
Potencijal za velika djela
Pristupio: 21.02.2017.
Poruka: 1.600
28. veljače 2018. u 15:30
allen je napisao/la:
lik donese zaključak da Zubac katastrofalno šutira trica jer ima 16% prosjek za tricu...a ne uzme u obzir da ih je ispalio ukupno čak ŠEST!
to je stvarno ogroman uzorak i svakom treneru i skautu dovoljan da donese konačni zaključak!
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Istina je da je premali uzorak, ali naveden je samo kao odgovor na teoriju da Zubac zapravo moze stavljati trice.

Nego, di je uzorak za tvrdnju da je Zubac zapravo dobar suter za 3 na ovoj razini, a da nije mokri san nekog ovdasnjeg forumasa?

[uredio WHC9 - 28. veljače 2018. u 15:32]
WHC9
WHC9
Potencijal za velika djela
Pristupio: 21.02.2017.
Poruka: 1.600
28. veljače 2018. u 15:48
I primjecuje se trend na ovom forumu. Uzorak je premalen iskljucivo kad je rijec o necem negativnom u vezi hrvatskih igraca. 

Forumas 1: Igrac X kroz zadnje 4 utakmice ima 15/6/3.

Sekta: Pa to je fantasticno! Mora biti starter, glupi trener, pod hitno trazit novu ekipu, usporedbe s buducim hall of famerima.

Forumas 2: Ali kroz te 4 utakmice ekipa preko njega prima najvise koseva, uzasan def. rating, bla bla.

Sekta: PREMALI UZORAK, PREMALI UZORAK!!!!! Kako se ista moze zakljuciti na temelju 4 utakmice?
baja1234
baja1234
Željan dokazivanja
Pristupio: 22.05.2013.
Poruka: 915
28. veljače 2018. u 16:00
WHC9 je napisao/la:
I primjecuje se trend na ovom forumu. Uzorak je premalen iskljucivo kad je rijec o necem negativnom u vezi hrvatskih igraca. 

Forumas 1: Igrac X kroz zadnje 4 utakmice ima 15/6/3.

Sekta: Pa to je fantasticno! Mora biti starter, glupi trener, pod hitno trazit novu ekipu, usporedbe s buducim hall of famerima.

Forumas 2: Ali kroz te 4 utakmice ekipa preko njega prima najvise koseva, uzasan def. rating, bla bla.

Sekta: PREMALI UZORAK, PREMALI UZORAK!!!!! Kako se ista moze zakljuciti na temelju 4 utakmice?
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Kao član uprave iste molim da se naše ime ne spominje na temama koje nemaju veze sa našim pulenom. Unaprijed zahvaljujem
[uredio baja1234 - 28. veljače 2018. u 16:01]
WHC9
WHC9
Potencijal za velika djela
Pristupio: 21.02.2017.
Poruka: 1.600
28. veljače 2018. u 16:03
baja1234 je napisao/la:
WHC9 je napisao/la:
I primjecuje se trend na ovom forumu. Uzorak je premalen iskljucivo kad je rijec o necem negativnom u vezi hrvatskih igraca. 

Forumas 1: Igrac X kroz zadnje 4 utakmice ima 15/6/3.

Sekta: Pa to je fantasticno! Mora biti starter, glupi trener, pod hitno trazit novu ekipu, usporedbe s buducim hall of famerima.

Forumas 2: Ali kroz te 4 utakmice ekipa preko njega prima najvise koseva, uzasan def. rating, bla bla.

Sekta: PREMALI UZORAK, PREMALI UZORAK!!!!! Kako se ista moze zakljuciti na temelju 4 utakmice?
Vidi cijeli citat



Kao član uprave iste molim da se naše ime ne spominje na temama koje nemaju veze sa našim pulenom. Unaprijed zahvaljujem
Vidi cijeli citat




Obrisan korisnik
Obrisan korisnik
Pristupio: 06.01.2014.
Poruka: 11.182
28. veljače 2018. u 16:51
WHC9 je napisao/la:
I primjecuje se trend na ovom forumu. Uzorak je premalen iskljucivo kad je rijec o necem negativnom u vezi hrvatskih igraca. 

Forumas 1: Igrac X kroz zadnje 4 utakmice ima 15/6/3.

Sekta: Pa to je fantasticno! Mora biti starter, glupi trener, pod hitno trazit novu ekipu, usporedbe s buducim hall of famerima.

Forumas 2: Ali kroz te 4 utakmice ekipa preko njega prima najvise koseva, uzasan def. rating, bla bla.

Sekta: PREMALI UZORAK, PREMALI UZORAK!!!!! Kako se ista moze zakljuciti na temelju 4 utakmice?
Vidi cijeli citat

Ti definitivno nisi u poziciji da prozivaš sektu. Nakon svih ovih godina se ispostavilo da je sekta u pravu a vi hejteri u krivu. Smanji s kmečanjem, tako je kako je.
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