{"id":78370,"date":"2023-09-25T20:37:34","date_gmt":"2023-09-25T20:37:34","guid":{"rendered":"https:\/\/www.gingerexchange.com\/symphony\/?p=78370"},"modified":"2025-05-13T12:13:09","modified_gmt":"2025-05-13T12:13:09","slug":"goliath-fogadas-hogyan-fogadhatunk-focira-ezzel-a-4","status":"publish","type":"post","link":"https:\/\/www.gingerexchange.com\/symphony\/online-casino\/goliath-fogadas-hogyan-fogadhatunk-focira-ezzel-a-4\/","title":{"rendered":"Goliath fogad\u00e1s: hogyan fogadhatunk focira ezzel a strat\u00e9gi\u00e1val?"},"content":{"rendered":"<p>Mivel egy alapvet\u0151nek sz\u00e1m\u00edt\u00f3 kombin\u00e1ci\u00f3s fogad\u00e1sr\u00f3l van sz\u00f3, \u00edgy szinte b\u00e1rmelyik online fogad\u00f3irod\u00e1n\u00e1l. Ez <a href=\"https:\/\/www.quora.com\/topic\/Casinos\">t\u00e4\u00e4ll\u00e4<\/a> a t\u00edpus teh\u00e1t meg\u00e9ri mindazoknak, akik eleve nagyobb \u00f6sszegekkel szoktak fogadni, de ez\u00e9rt cser\u00e9be t\u00e9nyleg komoly \u00f6sszegeket akarnak \u00f6sszeszedni. A nagy t\u00e9tekkel val\u00f3 j\u00e1t\u00e9khoz viszont nem \u00e1rt n\u00e9mi tud\u00e1s is.<\/p>\n<ul>\n<li>\u00d6t db \u00f6n\u00e1ll\u00f3 (egyes k\u00f6t\u00e9s\u0171), 10 db kettes k\u00f6t\u00e9s\u0171, 10 db h\u00e1rmas k\u00f6t\u00e9s\u0171, 5 db n\u00e9gyes k\u00f6t\u00e9s\u0171 \u00e9s 1 db \u00f6t\u00f6s k\u00f6t\u00e9s\u0171 fogad\u00e1st tartalmaz.<\/li>\n<li>A m\u00e1sik nagy ok, ami\u00e9rt \u00e9rdemes kipr\u00f3b\u00e1lni a Goliath fogad\u00e1st, az a magas hozam lehet\u0151s\u00e9ge.<\/li>\n<li>A weboldal NEM foglalkozik online \u00e9s tiltott szerencsej\u00e1t\u00e9k-szervez\u00e9ssel \u00e9s\/vagy azokban val\u00f3 r\u00e9szv\u00e9telre val\u00f3 felh\u00edv\u00e1ssal sem.<\/li>\n<li>\u2705 A k\u00fcl\u00f6nb\u00f6z\u0151 lehets\u00e9ges kimenetelekkel az eredm\u00e9nyek k\u00f6vet\u00e9se sz\u00f3rakoztat\u00f3 \u00e9s izgalmas.<\/li>\n<li>Az els\u0151 \u00e9s tal\u00e1n legfontosabb el\u0151nye, hogy a legt\u00f6bb esetben nagyobb es\u00e9ly\u00fcnk van a nyerem\u00e9nyek szerz\u00e9s\u00e9re, mint egy parlay fogad\u00e1s eset\u00e9ben.<\/li>\n<\/ul>\n<h2>A Goliath Fogad\u00e1s Szerkezet\u00e9nek Meg\u00e9rt\u00e9se<\/h2>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"604px\" alt=\"goliath fogad\u00e1s\" 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\"\/><\/p>\n<p>Eleinte ink\u00e1bb a trixie vagy patent fogad\u00e1st aj\u00e1nljuk, ahol az \u00f6sszt\u00e9t is alacsonyabb, illetve kevesebb tippet is kell eltal\u00e1lni a maxim\u00e1lis nyerem\u00e9nyhez. A system fogad\u00e1st magyarra legink\u00e1bb \u00fagy ford\u00edthatjuk, hogy \u00f6sszetett kombin\u00e1ci\u00f3s fogad\u00e1s. Azt jelenti, nem csup\u00e1n egy, mondjuk nyolcas k\u00f6t\u00e9s\u0171 szelv\u00e9nyed lesz, hanem a kimenetelek kombin\u00e1ci\u00f3it is megj\u00e1tszod k\u00fcl\u00f6n szelv\u00e9nyeken. Aki valaha is tett m\u00e1r t\u00f6bb esem\u00e9nyt egy adott szelv\u00e9nyre val\u00f3sz\u00edn\u0171leg m\u00e1r \u00e9szrevette, hogy j\u00f3 n\u00e9h\u00e1ny kombin\u00e1ci\u00f3s lehet\u0151s\u00e9g k\u00f6z\u00fcl v\u00e1laszthatott. Persze \u00edgy t\u00f6bbe ker\u00fcl a fogad\u00e1sod, ugyanakkor jelent\u0151s nyerem\u00e9ny \u00e9rhetsz el. Az ilyen kombin\u00e1ci\u00f3s fogad\u00e1sok k\u00f6z\u00fcl a Goliath az egyik legk\u00fcl\u00f6nlegesebb, amire sok helyen csak Goliath 247-k\u00e9nt utalnak.<\/p>\n<h3>Fogad\u00e1si h\u00edrek<\/h3>\n<p>Rem\u00e9lj\u00fck, siker\u00fclt \u00e9rthet\u0151en \u00e9s l\u00e9nyegre t\u00f6r\u0151en bemutatnunk ennek kombin\u00e1ci\u00f3s strat\u00e9gi\u00e1nak a m\u0171k\u00f6d\u00e9s\u00e9t. Amennyiben a sportfogad\u00e1si port\u00e1l k\u00edn\u00e1l neked mobilos fel\u00fcletet vagy applik\u00e1ci\u00f3t, abban az esetben igen. Semmi h\u00e1tr\u00e1nyod nem sz\u00e1rmazik abb\u00f3l, ha mobilon k\u00f6tn\u00e9l Goliath fogad\u00e1st. Ahogy a Heinz fogad\u00e1sn\u00e1l, itt is el kell mondanunk, hogy aki azt a strat\u00e9gi\u00e1t keresi, ahol egy tippel is nyerhet, annak nem a Goliathot aj\u00e1nljuk. A 247 egys\u00e9gnyi alapt\u00e9t miatt legal\u00e1bb 247-es odds k\u00e9ne am\u00fagyis a null\u00e1hoz. Ha ilyen fogad\u00e1sra v\u00e1gysz, akkor a yankee fogad\u00e1s lesz a neked val\u00f3.<\/p>\n<p>A Goliath fogad\u00e1sok dr\u00e1g\u00e1k, sok gy\u0151zelmet ig\u00e9nyelnek ahhoz, hogy nyeres\u00e9gesek legyenek, \u00e9s kezd\u0151k sz\u00e1m\u00e1ra bonyolultak lehetnek. Az Each-way Goliath fogad\u00e1s megdupl\u00e1zza a fogad\u00e1sok sz\u00e1m\u00e1t, ami dr\u00e1g\u00e1bb\u00e1 teszi, de t\u00f6bb es\u00e9lyt ad a nyer\u00e9sre. A norm\u00e1l fogad\u00e1shoz hasonl\u00f3 247 fogad\u00e1s helyett az Each-way Goliath fogad\u00e1s 494 fogad\u00e1ssal rendelkezik. A Goliath t\u00f6bbes fogad\u00e1s haszn\u00e1latakor tudnia kell, hogy mennyibe ker\u00fcl, \u00e9s mikor v\u00e1lik nyeres\u00e9gess\u00e9 a fogad\u00e1s.<\/p>\n<h3>Goliath fogad\u00e1s 2025 \u2013 Minden, amit tudnod \u00e9rdemes err\u0151l a fogad\u00e1si form\u00e1r\u00f3l<\/h3>\n<p>B\u00e1r a 247 kimenetel l\u00e1tt\u00e1n azt gondoln\u00e1nk, hogy biztosan bonyolult megk\u00f6tni egy ilyen fogad\u00e1st. N\u00e9zz\u00fck meg, hogy pontosan hogyan is kell megk\u00f6tni egy ilyen fogad\u00e1si t\u00edpust.El\u0151sz\u00f6r is v\u00e1lasszuk ki az \u00e1ltalunk kedvelt sportfogad\u00e1si oldalt, ahol szeretn\u00e9nk megtenni a t\u00e9tet. Ha jelenleg nincs p\u00e9nz az egyenleg\u00fcnk\u00f6n, akkor t\u00f6lts\u00fck fel azt. Ezt k\u00f6vet\u0151en a fogad\u00e1si t\u00edpusokn\u00e1l ki tudjuk v\u00e1lasztani a Goliath fogad\u00e1st. A gyakorlott sportfogad\u00f3k k\u00f6r\u00e9ben n\u00e9pszer\u0171ek a kombin\u00e1lt fogad\u00e1sok p\u00e9ld\u00e1ul. Ez esetben nem csup\u00e1n egy v\u00e9geredm\u00e9nyre fogadunk, hanem t\u00f6bb esem\u00e9ny kimenetel\u00e9t tippelj\u00fck meg.<\/p>\n<p>Egy nagyobb t\u00e9t, p\u00e9ld\u00e1ul 5 \u20ac, dr\u00e1g\u00edtja a fogad\u00e1st, mivel a teljes k\u00f6lts\u00e9g 1,235 \u20ac. A kisebb k\u00f6lts\u00e9g azonban kisebb hozamot \u00e9s nyeres\u00e9get is jelent, ha az eredm\u00e9nyek az \u00d6n jav\u00e1ra v\u00e1lnak. A Goliath fogad\u00e1s akkor v\u00e1lik nyeres\u00e9gess\u00e9, ha a sikeres kombin\u00e1ci\u00f3kb\u00f3l sz\u00e1rmaz\u00f3 nyerem\u00e9ny nagyobb, mint a fogad\u00e1s teljes k\u00f6lts\u00e9ge. Legal\u00e1bb k\u00e9t vagy h\u00e1rom nyertes tippre van sz\u00fcks\u00e9ged ahhoz, hogy elkezdj megt\u00e9r\u00fclni, \u00e9s n\u00e9gy vagy t\u00f6bb nyertes tippre ahhoz, hogy nyeres\u00e9get \u00e9rj el. Ahelyett, hogy maga v\u00e9gezn\u00e9 el a matematik\u00e1t, a kalkul\u00e1torba be\u00edrhatja a tippjeit, az es\u00e9lyeket \u00e9s a t\u00e9teket, hogy meghat\u00e1rozhassa a lehets\u00e9ges hozamokat.<\/p>\n<p>28 darab kettes, 56 darab h\u00e1rmas, 70 darab n\u00e9gyes, 56 darab \u00f6t\u00f6s, 28 darab hatos, 8 darab hetes \u00e9s v\u00e9g\u00fcl egy darab nyolcas k\u00f6t\u00e9s\u0171 szelv\u00e9ny\u00fcnk lesz. A nyolcas k\u00f6t\u00e9s\u0171 szelv\u00e9ny ugyan\u00fagy megj\u00e1tsz\u00e1sra ker\u00fcl, mint a sima nyolcas k\u00f6t\u00e9s eset\u00e9n. Mindenk\u00e9pp ki kell emelni, hogy m\u00e9g 100 forintos alapt\u00e9ttel is sokba ker\u00fcl. Ugyanakkor nagyot lehet nyerni rajta, \u00e9s m\u00e1r k\u00e9t kimenetel eltal\u00e1l\u00e1sa eset\u00e9n nyertes a szelv\u00e9ny. A k\u00f6t\u00e9ssz\u00e1m l\u00e9nyeg\u00e9ben azt jelenti, hogy az adott fogad\u00e1s h\u00e1ny darab esem\u00e9nyt tartalmaz. A kettes k\u00f6t\u00e9s 2 darab esem\u00e9nyt, <a href=\"https:\/\/canadianfogadas.com\/\">canadian 26 fogad\u00e1s <\/a> a h\u00e1rmas k\u00f6t\u00e9s 3 darab esem\u00e9nyt stb.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Mivel egy alapvet\u0151nek sz\u00e1m\u00edt\u00f3 kombin\u00e1ci\u00f3s fogad\u00e1sr\u00f3l van sz\u00f3, \u00edgy szinte b\u00e1rmelyik online fogad\u00f3irod\u00e1n\u00e1l. Ez t\u00e4\u00e4ll\u00e4 a t\u00edpus teh\u00e1t meg\u00e9ri mindazoknak, akik eleve nagyobb \u00f6sszegekkel szoktak fogadni, de ez\u00e9rt cser\u00e9be t\u00e9nyleg komoly \u00f6sszegeket akarnak \u00f6sszeszedni. A nagy t\u00e9tekkel val\u00f3 j\u00e1t\u00e9khoz viszont nem \u00e1rt n\u00e9mi tud\u00e1s is. \u00d6t db \u00f6n\u00e1ll\u00f3 (egyes k\u00f6t\u00e9s\u0171), 10 db kettes k\u00f6t\u00e9s\u0171, 10<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[100],"tags":[],"class_list":["post-78370","post","type-post","status-publish","format-standard","hentry","category-online-casino"],"_links":{"self":[{"href":"https:\/\/www.gingerexchange.com\/symphony\/wp-json\/wp\/v2\/posts\/78370"}],"collection":[{"href":"https:\/\/www.gingerexchange.com\/symphony\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.gingerexchange.com\/symphony\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.gingerexchange.com\/symphony\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.gingerexchange.com\/symphony\/wp-json\/wp\/v2\/comments?post=78370"}],"version-history":[{"count":1,"href":"https:\/\/www.gingerexchange.com\/symphony\/wp-json\/wp\/v2\/posts\/78370\/revisions"}],"predecessor-version":[{"id":78371,"href":"https:\/\/www.gingerexchange.com\/symphony\/wp-json\/wp\/v2\/posts\/78370\/revisions\/78371"}],"wp:attachment":[{"href":"https:\/\/www.gingerexchange.com\/symphony\/wp-json\/wp\/v2\/media?parent=78370"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.gingerexchange.com\/symphony\/wp-json\/wp\/v2\/categories?post=78370"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.gingerexchange.com\/symphony\/wp-json\/wp\/v2\/tags?post=78370"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}