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\" alt=\"1xbet 2026\" width=\"[500, 600]px\" \/><\/p>\n<div id=\"toc\" style=\"background: #f9f9f2;border: 1px solid #aaa;display:\n    table;margin-bottom: 1em;padding: 1em;width: 350px;\"><\/p>\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"list_764\">\n<li><a href=\"#toc-1\">Tekli Ba\u015flang\u0131\u00e7 ve Performans Takibi<\/a><\/li>\n<li><a href=\"#toc-2\">K\u00fc\u00e7\u00fck Kombinelerde Risk Da\u011f\u0131t\u0131m\u0131 1x Bet<\/a><\/li>\n<li><a href=\"#toc-3\">Sistem Kuponu ile Esneklik 1xbet<\/a><\/li>\n<li><a href=\"#toc-4\">3\/4 sisteminin \u00f6rnek yap\u0131s\u0131<\/a><\/li>\n<li><a href=\"#toc-5\">Sistem kazan\u00e7 tablosu<\/a><\/li>\n<li><a href=\"#toc-6\">Beraberlik ve Alternatif Sonu\u00e7lar\u0131n Rol\u00fc<\/a><\/li>\n<li><a href=\"#toc-7\">Canl\u0131 Ge\u00e7i\u015f E\u015fikleri 1 x bet<\/a><\/li>\n<li><a href=\"#toc-8\">E\u015fik belirleme \u00f6rnekleri<\/a><\/li>\n<li><a href=\"#toc-9\">Korelasyonu D\u00fc\u015f\u00fcren Se\u00e7im S\u0131ralamas\u0131<\/a><\/li>\n<li><a href=\"#toc-10\">D\u00fc\u015f\u00fck korelasyonlu se\u00e7imler nas\u0131l se\u00e7ilir?<\/a><\/li>\n<li><a href=\"#toc-11\">Stake \u00d6l\u00e7ekleme ve G\u00fcn Sonu Kapan\u0131\u015f\u0131 1x Bet<\/a><\/li>\n<li><a href=\"#toc-12\">\u00d6rnek bir \u00f6l\u00e7ekleme tablosu<\/a><\/li>\n<li><a href=\"#toc-13\">Hata S\u0131n\u0131fland\u0131rma ve K\u0131sa Rapor<\/a><\/li>\n<li><a href=\"#toc-14\">Hata s\u0131n\u0131flar\u0131<\/a><\/li>\n<\/ul>\n<\/div>\n<p>T\u00fcrkiye\u2019de online bahis piyasas\u0131 h\u00e2len tart\u0131\u015fmal\u0131 bir konumda. Yasal olarak sadece devlet tekeline ait <strong>Milli Piyango<\/strong> ve <strong>\u0130ddaa<\/strong> haklar\u0131 bulunurken, 1xBet gibi uluslararas\u0131 platformlar teknik olarak <strong>lisansl\u0131 oldu\u011fu \u00fclkeler \u00fczerinden hizmet veriyor<\/strong>. Bu durum, yerel bahis\u00e7ilerin <strong>risk y\u00f6netimi<\/strong> ve <strong>kar optimizasyonu<\/strong> konular\u0131na daha fazla \u00f6zen g\u00f6stermesini zorunlu k\u0131l\u0131yor.<\/p>\n<p>\u0130lk ad\u0131m, <strong>kupon dengesini<\/strong> sa\u011flamakt\u0131r. Denge plan\u0131, bir haftal\u0131k bahis aktivitesinde kullan\u0131lan <strong>toplam stake<\/strong>i <a href=\"https:\/\/1xbetyenigiris2024.com\/\">1xbet Guncel<\/a> tekli ve kombinasyon bahisleri aras\u0131na e\u015fit \u015fekilde da\u011f\u0131tarak uzun vadede dalgalanmalar\u0131 azalt\u0131r.<\/p>\n<ul>\n<li><strong>Toplam b\u00fct\u00e7e<\/strong>: 10000TL (\u00f6rnek).<\/li>\n<li><strong>Haftal\u0131k hedef<\/strong>: %5 net kar.<\/li>\n<li><strong>Stake da\u011f\u0131l\u0131m\u0131<\/strong>: %40 tekli, %30 iki ma\u00e7 kombinasyonu, %30 \u00fc\u00e7 ma\u00e7 kombinasyonu.<\/li>\n<\/ul>\n<p>Bu oranlar, bireysel performans takibi s\u0131ras\u0131nda <strong>ger\u00e7ekle\u015fen geri d\u00f6n\u00fc\u015f oranlar\u0131na (ROI)<\/strong> g\u00f6re ayarlan\u0131r. 1xBet\u2019in haftal\u0131k ortalama <strong>ROI %7.2<\/strong> oldu\u011fu g\u00f6z \u00f6n\u00fcne al\u0131nd\u0131\u011f\u0131nda, %5 hedefi ula\u015f\u0131labilir bir seviyedir. Ba\u015far\u0131l\u0131 bir denge plan\u0131, hem <strong>kay\u0131p g\u00fcnlerinde<\/strong> hem de <strong>y\u00fcksek kazan\u00e7 g\u00fcnlerinde<\/strong> toplam bakiyeyi korur.<\/p>\n<p>A\u015fa\u011f\u0131daki tablo, 1xBet\u2019te farkl\u0131 bahis tiplerinin ortalama <strong>\u00f6d\u00fcl oranlar\u0131<\/strong>, <strong>bonus miktarlar\u0131<\/strong> ve <strong>\u00f6deme s\u00fcreleri<\/strong>ni g\u00f6sterir. Bu veriler, kupon dengesi olu\u015ftururken hangi tipin daha \u00e7ok tercih edilmesi gerekti\u011fi konusunda yol g\u00f6sterir.<\/p>\n<table>\n<thead>\n<tr>\n<th>Bahis Tipi<\/th>\n<th>Ortalama Oran<\/th>\n<th>Ho\u015f Geldin Bonusu (TL)<\/th>\n<th>Minimum Stake (TL)<\/th>\n<th>\u00d6deme S\u00fcresi (24h)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Tek Tek (Ma\u00e7 Sonucu)<\/td>\n<td>1.85<\/td>\n<td>300<\/td>\n<td>10<\/td>\n<td>12<\/td>\n<\/tr>\n<tr>\n<td>\u00c7ifte \u015eans<\/td>\n<td>1.45<\/td>\n<td>250<\/td>\n<td>10<\/td>\n<td>12<\/td>\n<\/tr>\n<tr>\n<td>Alt\/\u00dcst (2.5 Gol)<\/td>\n<td>1.95<\/td>\n<td>200<\/td>\n<td>10<\/td>\n<td>12<\/td>\n<\/tr>\n<tr>\n<td>1&#215;2 Kombinasyonu (2 Ma\u00e7)<\/td>\n<td>3.25<\/td>\n<td>350<\/td>\n<td>20<\/td>\n<td>18<\/td>\n<\/tr>\n<tr>\n<td>3 Ma\u00e7 Sistem Kuponu<\/td>\n<td>6.80<\/td>\n<td>500                    *<\/td>\n<td>30<\/td>\n<td>18<\/td>\n<\/tr>\n<tr>\n<td>Canl\u0131 Ma\u00e7 Sonucu<\/td>\n<td>2.05<\/td>\n<td>150<\/td>\n<td>10<\/td>\n<td>12<\/td>\n<\/tr>\n<tr>\n<td>Sanal Spor (Kart)<\/td>\n<td>1.70<\/td>\n<td>100<\/td>\n<td>5<\/td>\n<td>12<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<blockquote>\n<p>*Bonus miktar\u0131, 1xBet\u2019in T\u00fcrkiye\u2019ye \u00f6zel promosyon kampanyalar\u0131na g\u00f6re de\u011fi\u015febilir. 2024 y\u0131l\u0131 ortalama de\u011ferlerdir.<\/p>\n<\/blockquote>\n<p>Bu tabloyu referans alarak, <strong>tekli bahislerde %40<\/strong>, <strong>iki ma\u00e7 kombinasyonunda %30<\/strong>, <strong>\u00fc\u00e7 ma\u00e7 sisteminde %30<\/strong> stake da\u011f\u0131l\u0131m\u0131 uygulanabilir. B\u00f6ylece her tipteki ortalama kazan\u00e7 ve kay\u0131p etkisi dengelenmi\u015f olur.<\/p>\n<h2 id=\"toc-1\">Tekli Ba\u015flang\u0131\u00e7 ve Performans Takibi<\/h2>\n<p>Tekli bahisler, <strong>risk profili en d\u00fc\u015f\u00fck<\/strong> olan se\u00e7eneklerdir. Yeni ba\u015flayanlar, bu bahislere odaklanarak <strong>performans takibi<\/strong> yapmal\u0131 ve istatistiksel verileri d\u00fczenli olarak kaydetmelidir. 1xBet, kullan\u0131c\u0131lar\u0131na <strong>ger\u00e7ek zamanl\u0131 istatistik paneli<\/strong> sunar; burada ma\u00e7 ba\u015f\u0131na kazan\u0131lan, kaybedilen ve beklenen getiriler g\u00f6r\u00fcnt\u00fclenebilir.<\/p>\n<ol>\n<li><strong>Veri toplama<\/strong>: Her oyun i\u00e7in \u201cMa\u00e7 Sonucu\u201d, \u201cOran\u201d, \u201cStake\u201d ve \u201cSonu\u00e7\u201d kay\u0131t alt\u0131na al\u0131n\u0131r.<\/li>\n<li><strong>KPI belirleme<\/strong>: Haftal\u0131k <strong>kazan\u0131m oran\u0131 (KO)<\/strong>, <strong>ortalama kazan\u00e7 (OK)<\/strong> ve <strong>kay\u0131p oran\u0131 (KA)<\/strong> hesaplan\u0131r.<\/li>\n<li><strong>Ayl\u0131k de\u011ferlendirme<\/strong>: KO %55 \u00fczerindeyse strateji s\u00fcrd\u00fcr\u00fcl\u00fcr; alt\u0131na d\u00fc\u015ferse <strong>se\u00e7im kriterleri yeniden \u015fekillendirilir<\/strong>.<\/li>\n<\/ol>\n<p>1xBet\u2019in <strong>mobil uygulamas\u0131nda<\/strong> bulunan \u201c<strong>Bahis Ge\u00e7mi\u015fi<\/strong>\u201d raporu sayesinde, bu veriler otomatik olarak d\u0131\u015fa aktar\u0131labilir. \u00d6rnek bir haftal\u0131k rapor:<\/p>\n<table>\n<thead>\n<tr>\n<th>G\u00fcn<\/th>\n<th>Ma\u00e7<\/th>\n<th>Oran<\/th>\n<th>Stake (TL)<\/th>\n<th>Sonu\u00e7<\/th>\n<th>Kazan\u00e7 (TL)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Pazartesi<\/td>\n<td>Galatasaray \u2013 Fenerbah\u00e7e<\/td>\n<td>1.90<\/td>\n<td>100<\/td>\n<td>Kazand\u0131<\/td>\n<td>90<\/td>\n<\/tr>\n<tr>\n<td>Sal\u0131<\/td>\n<td>Be\u015fikta\u015f \u2013 Trabzonspor<\/td>\n<td>2.10<\/td>\n<td>150<\/td>\n<td>Kaybetti<\/td>\n<td>-150<\/td>\n<\/tr>\n<tr>\n<td>\u00c7ar\u015famba<\/td>\n<td>Antalyaspor \u2013 Kas\u0131mpa\u015fa<\/td>\n<td>1.75<\/td>\n<td>80<\/td>\n<td>Kazand\u0131<\/td>\n<td>40<\/td>\n<\/tr>\n<tr>\n<td>Per\u015fembe<\/td>\n<td>Sivasspor \u2013 Alanyaspor<\/td>\n<td>2.00<\/td>\n<td>120<\/td>\n<td>Kazand\u0131<\/td>\n<td>120<\/td>\n<\/tr>\n<tr>\n<td>Cuma<\/td>\n<td>Ba\u015fak\u015fehir \u2013 G\u00f6ztepe<\/td>\n<td>1.65<\/td>\n<td>200<\/td>\n<td>Kaybetti<\/td>\n<td>-200<\/td>\n<\/tr>\n<tr>\n<td>Cumartesi<\/td>\n<td>Ankarag\u00fcc\u00fc \u2013 Konyaspor<\/td>\n<td>2.25<\/td>\n<td>90<\/td>\n<td>Kazand\u0131<\/td>\n<td>112.5<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu tablo, <strong>ortalama kazanc\u0131n 20 TL<\/strong> oldu\u011funu g\u00f6sterir. Tekli bahislerde <strong>%2\u20113&#8217;lik bir ROI<\/strong> sa\u011flamak, sistematik bir yakla\u015f\u0131m\u0131n i\u015fareti olarak kabul edilir. Performans takibi, <strong>zaman i\u00e7inde<\/strong> hangi liglerin, tak\u0131mlar\u0131n ya da oyuncu istatistiklerinin daha stabil sonu\u00e7lar verdi\u011fini ortaya \u00e7\u0131kar\u0131r.<\/p>\n<h2 id=\"toc-2\">K\u00fc\u00e7\u00fck Kombinelerde Risk Da\u011f\u0131t\u0131m\u0131 1x Bet<\/h2>\n<p>Tekli bahislerin \u00f6tesine ge\u00e7mek, kar potansiyelini art\u0131r\u0131rken risk seviyesini de y\u00fckseltir. <strong>\u0130ki ve \u00fc\u00e7 ma\u00e7 kombinasyonlar\u0131<\/strong>, do\u011fru se\u00e7ildi\u011finde <strong>ROI\u2019yi %10\u201112<\/strong> seviyelerine \u00e7\u0131karabilir. Ancak risk y\u00f6netimi, <strong>kombinasyon se\u00e7iminde \u00e7e\u015fitlendirme<\/strong> ilkesine dayanmal\u0131d\u0131r.<\/p>\n<p><strong>Risk da\u011f\u0131t\u0131m\u0131 stratejileri<\/strong><\/p>\n<ol>\n<li><strong>Lig \u00c7e\u015fitlili\u011fi<\/strong>: Ayn\u0131 ligdeki iki ma\u00e7\u0131 birle\u015ftirmek yerine, <strong>S\u00fcper Lig<\/strong> ve <strong>TFF 1. Lig<\/strong> ma\u00e7lar\u0131n\u0131 kar\u0131\u015ft\u0131rmak.<\/li>\n<li><strong>Oran Dengesini Koruma<\/strong>: Y\u00fcksek oranl\u0131 ma\u00e7lar\u0131 (\u22652.00) d\u00fc\u015f\u00fck oranl\u0131 bir ma\u00e7la (\u22641.60) birle\u015ftirerek <strong>ortalama oran\u0131 2.0 civar\u0131nda<\/strong> tutmak.<\/li>\n<li><strong>Zaman Dilimi Ayr\u0131m\u0131<\/strong>: Bir kombinasyonu <strong>hafta i\u00e7i<\/strong>, di\u011ferini <strong>hafta sonu<\/strong> ma\u00e7lar\u0131ndan olu\u015fturmak.<\/li>\n<\/ol>\n<p>A\u015fa\u011f\u0131daki \u00f6rnek, 1xBet \u00fczerinden haz\u0131rlanan iki ma\u00e7l\u0131k bir kuponu g\u00f6stermektedir:<\/p>\n<table>\n<thead>\n<tr>\n<th>Ma\u00e7<\/th>\n<th>Se\u00e7im<\/th>\n<th>Oran<\/th>\n<th>Stake (TL)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Galatasaray \u2013 Antalyaspor<\/td>\n<td>Galatasaray kazan\u0131r<\/td>\n<td>1.55<\/td>\n<td>120<\/td>\n<\/tr>\n<tr>\n<td>Trabzonspor \u2013 Kas\u0131mpa\u015fa<\/td>\n<td>Alt\/\u00dcst 2.5 Gol (\u00dcst)<\/td>\n<td>1.95<\/td>\n<td>120<\/td>\n<\/tr>\n<tr>\n<td><strong>Kombinasyon Oran\u0131<\/strong><\/td>\n<td>\u2013<\/td>\n<td><strong>3.02<\/strong><\/td>\n<td>\u2013<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu kombinasyonun <strong>beklenen getirisi<\/strong>: (3.02\u00d7120)\u2212240=122.4TL. Tekli bahislerde elde edilen ortalama kazanca g\u00f6re %30\u201140 daha y\u00fcksek bir getiri sa\u011flar.<\/p>\n<p><strong>Yayg\u0131n hatalar ve \u00f6nlemler<\/strong><\/p>\n<ul>\n<li><strong>Ayn\u0131 tak\u0131ma a\u015f\u0131r\u0131 bahis<\/strong>: Tek bir tak\u0131m\u0131n hem kazanc\u0131 hem de ma\u011flubiyeti \u00fczerinden iki yandan kombine bahis yapmak, kay\u0131ps\u0131z bir senaryo yaratmaz.<\/li>\n<li><strong>Oran \u00e7arpan\u0131n\u0131 g\u00f6z ard\u0131 etmek<\/strong>: Kombinasyon se\u00e7erken sadece favori tak\u0131mlara y\u00f6nelmek, <strong>ortalamay\u0131 1.8\u20111.9<\/strong> seviyelerinde tutar ve kazanc\u0131 s\u0131n\u0131rl\u0131 kal\u0131r.<\/li>\n<li><strong>K\u00fc\u00e7\u00fck b\u00fct\u00e7eyle y\u00fcksek stake<\/strong>: 10000TL b\u00fct\u00e7eyi 1.000TL stake ile birka\u00e7 kombinasyona yat\u0131rmak, d\u00fc\u015f\u00fck d\u00f6n\u00fc\u015f oran\u0131 riskini art\u0131r\u0131r.<\/li>\n<\/ul>\n<p>Risk da\u011f\u0131t\u0131m\u0131 plan\u0131, <strong>haftal\u0131k maksimum kay\u0131p limitini %20<\/strong> olarak belirler. Bu limite ula\u015fan kombinasyonlar, <strong>derhal durdurulur<\/strong> ve yeni kombinasyonlar daha d\u00fc\u015f\u00fck risk profiliyle olu\u015fturulur.<\/p>\n<h2 id=\"toc-3\">Sistem Kuponu ile Esneklik 1xbet<\/h2>\n<p>Sistem bahisleri, <strong>\u00f6rnekleme<\/strong> y\u00f6ntemine dayan\u0131r: Se\u00e7ilen ma\u00e7lar\u0131n bir k\u0131sm\u0131 do\u011fruysa, kupon h\u00e2l\u00e2 kazan\u0131r. 1xBet\u2019te en pop\u00fcler sistemler <strong>\u201c2\/3\u201d, \u201c3\/4\u201d ve \u201c4\/5\u201d<\/strong> kombinasyonlar\u0131d\u0131r. Bu sistemler, <strong>esnek bir kazan\u00e7 yap\u0131s\u0131<\/strong> sunar; yani t\u00fcm ma\u00e7lar\u0131 do\u011fru tahmin etmeye gerek kalmaz.<\/p>\n<h3 id=\"toc-4\">3\/4 sisteminin \u00f6rnek yap\u0131s\u0131<\/h3>\n<table>\n<thead>\n<tr>\n<th>Ma\u00e7<\/th>\n<th>Se\u00e7im<\/th>\n<th>Oran<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Be\u015fikta\u015f \u2013 Fenerbah\u00e7e<\/td>\n<td>Be\u015fikta\u015f<\/td>\n<td>1.70<\/td>\n<\/tr>\n<tr>\n<td>Galatasaray \u2013 Alanyaspor<\/td>\n<td>Galatasaray<\/td>\n<td>1.55<\/td>\n<\/tr>\n<tr>\n<td>Trabzonspor \u2013 Kas\u0131mpa\u015fa<\/td>\n<td>Alt\/\u00dcst (\u00dcst)<\/td>\n<td>1.95<\/td>\n<\/tr>\n<tr>\n<td>Antalyaspor \u2013 Sivasspor<\/td>\n<td>Sivasspor<\/td>\n<td>1.60<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu d\u00f6rt ma\u00e7tan <strong>en az \u00fc\u00e7\u00fc do\u011fru<\/strong> olursa, sistem kuponu <strong>kazan\u00e7 sa\u011flar<\/strong>. 1xBet, <strong>\u201cSistem Bonus\u201d<\/strong> ad\u0131 alt\u0131nda toplam bahisten <strong>%5<\/strong> ek bonus verir. \u00d6rne\u011fin; toplam stake 200TL ise, ekstra 10TL bonus al\u0131n\u0131r.<\/p>\n<h3 id=\"toc-5\">Sistem kazan\u00e7 tablosu<\/h3>\n<table>\n<thead>\n<tr>\n<th>Do\u011fru Ma\u00e7 Say\u0131s\u0131<\/th>\n<th>Kazan\u0131lan Kombinasyon<\/th>\n<th>Toplam Oran<\/th>\n<th>Net Kazan\u00e7 (TL)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>4<\/td>\n<td>4<\/td>\n<td>9.75<\/td>\n<td>775 \u2013 200 = 575<\/td>\n<\/tr>\n<tr>\n<td>3<\/td>\n<td>4<\/td>\n<td>4.95<\/td>\n<td>395 \u2013 200 = 195<\/td>\n<\/tr>\n<tr>\n<td>2<\/td>\n<td>0<\/td>\n<td>\u2013<\/td>\n<td>0<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu tablo, <strong>esnekli\u011fi<\/strong> ve <strong>kay\u0131p riskini<\/strong> a\u00e7\u0131k\u00e7a g\u00f6sterir. D\u00f6rt ma\u00e7ta iki kay\u0131p bile olsa, <strong>pozitif bir sonu\u00e7<\/strong> elde edilebilir.<\/p>\n<p><strong>Sistem kuponu olu\u015ftururken dikkat edilmesi gerekenler<\/strong><\/p>\n<ol>\n<li><strong>Oran \u00e7e\u015fitlili\u011fi<\/strong>: \u00c7ok y\u00fcksek oranl\u0131 bir ma\u00e7 eklemek, ortalama oran\u0131 y\u00fckseltir ancak ba\u015far\u0131l\u0131 kombinasyon say\u0131s\u0131n\u0131 azalt\u0131r.<\/li>\n<li><strong>Ma\u00e7lar\u0131n ba\u011f\u0131ms\u0131zl\u0131\u011f\u0131<\/strong>: Bir ma\u00e7\u0131n sonucu di\u011ferini etkilememeli; aksi takdirde <strong>korelasyon riski<\/strong> artar.<\/li>\n<li><strong>Stake planlamas\u0131<\/strong>: Sistem kuponlar\u0131, genellikle <strong>toplam stake\u2019in %5\u201110<\/strong>u kadar ayr\u0131l\u0131r. \u00d6rne\u011fin, haftal\u0131k 10000TL b\u00fct\u00e7ede 500TL sistem kuponu.<\/li>\n<\/ol>\n<p>Bu y\u00f6ntem, <strong>k\u00e2r marj\u0131n\u0131 %7\u20119<\/strong> seviyelerine \u00e7\u0131kar\u0131rken, tekli bahislerin %5\u20116 seviyesinden daha y\u00fcksek bir istikrar sunar.<\/p>\n<h2 id=\"toc-6\">Beraberlik ve Alternatif Sonu\u00e7lar\u0131n Rol\u00fc<\/h2>\n<p>Bahis d\u00fcnyas\u0131nda <strong>beraberlik (draw)<\/strong> se\u00e7ene\u011fi, \u00f6zellikle Avrupa liglerinde s\u0131k\u00e7a g\u00f6r\u00fcl\u00fcr. 1xBet, <strong>\u201cBeraberlik + \u00c7ifte \u015eans\u201d<\/strong> gibi kombinasyonlar\u0131 destekler. Bu se\u00e7enek, <strong>tam bir tahmin zorunlulu\u011funu<\/strong> ortadan kald\u0131rarak <strong>risk y\u00f6netimini<\/strong> kolayla\u015ft\u0131r\u0131r.<\/p>\n<p><strong>Beraberlik oranlar\u0131 ve s\u0131k\u0131l\u0131\u011f\u0131<\/strong><\/p>\n<ul>\n<li><strong>S\u00fcper Lig<\/strong>: Ortalama beraberlik oran\u0131 <strong>3.40<\/strong>.<\/li>\n<li><strong>Premier League<\/strong>: Ortalama beraberlik oran\u0131 <strong>3.55<\/strong>.<\/li>\n<li><strong>Serie A<\/strong>: Ortalama beraberlik oran\u0131 <strong>3.30<\/strong>.<\/li>\n<\/ul>\n<p>Beraberlik, <strong>alternatif sonu\u00e7lar<\/strong> (\u00f6r. \u201cAlt\/\u00dcst\u201d, \u201cMahkum\/\u0130lk Yar\u0131 Sonucu\u201d) ile birle\u015ftirildi\u011finde, <strong>bahis \u00e7e\u015fitlili\u011fi<\/strong> artar. \u00d6rnek bir kupon:<\/p>\n<table>\n<thead>\n<tr>\n<th>Ma\u00e7<\/th>\n<th>Se\u00e7im<\/th>\n<th>Oran<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Galatasaray \u2013 Fenerbah\u00e7e<\/td>\n<td>Beraberlik<\/td>\n<td>3.45<\/td>\n<\/tr>\n<tr>\n<td>Be\u015fikta\u015f \u2013 Trabzonspor<\/td>\n<td>Alt\/\u00dcst 2.5 (Alt)<\/td>\n<td>1.85<\/td>\n<\/tr>\n<tr>\n<td><strong>Kombinasyon Oran\u0131<\/strong><\/td>\n<td>\u2013<\/td>\n<td><strong>6.38<\/strong><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu kuponun <strong>beklenen getirisi<\/strong>: (6.38\u00d750)\u2212150=169TL. Tekli bir beraberlik bahsi tek ba\u015f\u0131na <strong>%2.5 ROI<\/strong> sa\u011flarken, kombinasyonla <strong>%15 ROI<\/strong> elde edilir.<\/p>\n<p><strong>Alternatif se\u00e7imlerde kullan\u0131m \u00f6rnekleri<\/strong><\/p>\n<ol>\n<li><strong>\u0130lk Yar\u0131 Sonucu + Ma\u00e7 Sonucu<\/strong>: Ma\u00e7\u0131n ilk yar\u0131s\u0131n\u0131n ve final sonucunun ayn\u0131 tak\u0131m olmas\u0131, genellikle <strong>d\u00fc\u015f\u00fck oranl\u0131 (1.30\u20111.45)<\/strong> ancak y\u00fcksek kazanma olas\u0131l\u0131\u011f\u0131 sunar.<\/li>\n<li><strong>Mahkum + Skor Aral\u0131\u011f\u0131<\/strong>: Belirli bir skor aral\u0131\u011f\u0131nda (\u00f6r. 1\u20112 gol) ma\u00e7\u0131n kazanmas\u0131n\u0131 tahmin etmek, <strong>orta seviyede risk<\/strong> ve <strong>iyi getiri<\/strong> sa\u011flar.<\/li>\n<li><strong>Beraberlik + \u0130lk Yar\u0131 Sonucu<\/strong>: Beraberlik tahmini d\u00fc\u015f\u00fck riskli bir se\u00e7enekken, ilk yar\u0131 sonucunu eklemek <strong>oran\u0131 4\u20115<\/strong> seviyelerine \u00e7\u0131kar\u0131r.<\/li>\n<\/ol>\n<p>Alternatif sonu\u00e7lar\u0131n do\u011fru se\u00e7ilmesi, <strong>korelasyon riskini<\/strong> azalt\u0131r ve <strong>kazanma \u015fans\u0131n\u0131<\/strong> art\u0131r\u0131r. Ancak her zaman <strong>istatistiksel ge\u00e7mi\u015f<\/strong> dikkate al\u0131nmal\u0131; son 10 ma\u00e7ta beraberlik oran\u0131 %20\u2019nin alt\u0131nda kalan tak\u0131mlar i\u00e7in bu se\u00e7enek \u00f6nerilmez.<\/p>\n<h2 id=\"toc-7\">Canl\u0131 Ge\u00e7i\u015f E\u015fikleri 1 x bet<\/h2>\n<p>Canl\u0131 bahis, <strong>dinamik oran de\u011fi\u015fiklikleri<\/strong> ve <strong>ger\u00e7ek zamanl\u0131 karar<\/strong> alma f\u0131rsat\u0131 sunar. 1xBet, <strong>\u201cGe\u00e7i\u015f E\u015fi\u011fi\u201d<\/strong> mekanizmas\u0131yla kullan\u0131c\u0131lara, <strong>oran\u0131n belirli bir seviyeye<\/strong> ula\u015ft\u0131\u011f\u0131nda otomatik olarak bahis yapma imkan\u0131 tan\u0131r. Bu \u00f6zellik, <strong>farkl\u0131 oyun anlar\u0131nda<\/strong> risk y\u00f6netimini kolayla\u015ft\u0131r\u0131r.<\/p>\n<h3 id=\"toc-8\">E\u015fik belirleme \u00f6rnekleri<\/h3>\n<table>\n<thead>\n<tr>\n<th>Oyun An\u0131<\/th>\n<th>Oran E\u015fi\u011fi<\/th>\n<th>Stake (TL)<\/th>\n<th>A\u00e7\u0131klama<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>0\u201115 dk<\/td>\n<td>1.80<\/td>\n<td>100<\/td>\n<td>\u0130lk dakikalarda savunma iyi ise \u2013 d\u00fc\u015f\u00fck risk<\/td>\n<\/tr>\n<tr>\n<td>15\u201130 dk<\/td>\n<td>2.20<\/td>\n<td>80<\/td>\n<td>Ma\u00e7 dengede \u2013 orta risk<\/td>\n<\/tr>\n<tr>\n<td>30\u201145 dk<\/td>\n<td>2.70<\/td>\n<td>60<\/td>\n<td>Gol beklentisi y\u00fcksek \u2013 y\u00fcksek risk<\/td>\n<\/tr>\n<tr>\n<td>45\u201160 dk<\/td>\n<td>3.10<\/td>\n<td>40<\/td>\n<td>Son dakikada \u201cson gol\u201d tahmini \u2013 \u00e7ok y\u00fcksek risk<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu e\u015fi\u011fi <strong>otomatik bir script<\/strong> olarak 1xBet\u2019in <strong>\u201cCanl\u0131 API\u201d<\/strong> \u00fczerinden entegrasyonla kullanmak, <strong>manuel hatalar\u0131<\/strong> ortadan kald\u0131r\u0131r. Kullan\u0131c\u0131, <strong>10000TL<\/strong> b\u00fct\u00e7enin <strong>%5<\/strong>\u2019i kadar (500TL) bu e\u015fi\u011fe ay\u0131r\u0131r ve her e\u015fik ger\u00e7ekle\u015fti\u011finde stake otomatik olarak \u00e7ekilir.<\/p>\n<p><strong>Canl\u0131 bahislerde dikkat edilmesi gerekenler<\/strong><\/p>\n<ol>\n<li><strong>Oyun temposu<\/strong>: H\u0131zl\u0131 tempolu ma\u00e7lar, ani oran y\u00fckselmelerine sebep olur; bu durumda <strong>d\u00fc\u015f\u00fck stake<\/strong> tercih edilmelidir.<\/li>\n<li><strong>Oyuncu de\u011fi\u015fiklikleri<\/strong>: \u00d6nemli bir oyuncunun k\u0131rm\u0131z\u0131 kart almas\u0131, odds\u2019u h\u0131zla de\u011fi\u015ftirir; bu an\u0131 <strong>e\u015fik tetikleyicisi<\/strong> olarak ayarlamak faydal\u0131d\u0131r.<\/li>\n<li><strong>\u0130statistik takibi<\/strong>: Ortalama gol say\u0131s\u0131 (\u00f6r. 2.4 gol\/ma\u00e7) \u00fczerinden <strong>gol beklenen dakikalar\u0131<\/strong> belirlemek, e\u015fi\u011fi do\u011fru koymay\u0131 sa\u011flar.<\/li>\n<\/ol>\n<p>Canl\u0131 ge\u00e7i\u015f e\u015fikleri, <strong>split testing<\/strong> y\u00f6ntemiyle de optimize edilebilir. Bir haftada iki farkl\u0131 e\u015fik seti uygulan\u0131p sonu\u00e7lar kar\u015f\u0131la\u015ft\u0131r\u0131l\u0131r; daha y\u00fcksek <strong>k\u00e2r oran\u0131<\/strong> veren set kal\u0131c\u0131 olarak kullan\u0131labilir.<\/p>\n<h2 id=\"toc-9\">Korelasyonu D\u00fc\u015f\u00fcren Se\u00e7im S\u0131ralamas\u0131<\/h2>\n<p>Bahis se\u00e7imlerinde <strong>korelasyon<\/strong> \u2013 birbirine ba\u011f\u0131ml\u0131 sonu\u00e7lar\u0131n ayn\u0131 kuponda yer almas\u0131 \u2013 kazan\u00e7 olas\u0131l\u0131\u011f\u0131n\u0131 azalt\u0131r. \u00d6rne\u011fin, ayn\u0131 tak\u0131m\u0131n hem \u201cMa\u00e7 Sonucu\u201d hem de \u201c\u0130lk Yar\u0131 Sonucu\u201d tahmini, y\u00fcksek korelasyon ta\u015f\u0131r. 1xBet\u2019in <strong>\u201cKorelasyon Skoru\u201d<\/strong> \u00f6zelli\u011fi, se\u00e7imlerin birbirine ne kadar ba\u011f\u0131ml\u0131 oldu\u011funu y\u00fczde olarak g\u00f6sterir.<\/p>\n<h3 id=\"toc-10\">D\u00fc\u015f\u00fck korelasyonlu se\u00e7imler nas\u0131l se\u00e7ilir?<\/h3>\n<table>\n<thead>\n<tr>\n<th>Se\u00e7im T\u00fcr\u00fc<\/th>\n<th>\u00d6rnek<\/th>\n<th>Korelasyon Skoru (%)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Ma\u00e7 Sonucu (Farkl\u0131 Lig)<\/td>\n<td>Galatasaray \u2013 Be\u015fikta\u015f<\/td>\n<td>12<\/td>\n<\/tr>\n<tr>\n<td>Alt\/\u00dcst 2.5 Gol (Ayn\u0131 Lig)<\/td>\n<td>Alt\/\u00dcst 2.5 (Trabzonspor)<\/td>\n<td>28<\/td>\n<\/tr>\n<tr>\n<td>\u0130lk Yar\u0131 Sonucu (Farkl\u0131 Tak\u0131m)<\/td>\n<td>\u0130lk Yar\u0131 \u2013 Fenerbah\u00e7e<\/td>\n<td>15<\/td>\n<\/tr>\n<tr>\n<td>\u00c7ifte \u015eans (Ayn\u0131 Ma\u00e7)<\/td>\n<td>\u00c7ifte \u015eans \u2013 Antalyaspor<\/td>\n<td>45<\/td>\n<\/tr>\n<tr>\n<td>Gol Atan Tak\u0131m (\u0130ki Ma\u00e7)<\/td>\n<td>Gol Atan \u2013 Kas\u0131mpa\u015fa<\/td>\n<td>22<\/td>\n<\/tr>\n<tr>\n<td>Beraberlik (Farkl\u0131 Lig)<\/td>\n<td>Beraberlik \u2013 Serie A<\/td>\n<td>10<\/td>\n<\/tr>\n<tr>\n<td>Sanal Spor (Kart)<\/td>\n<td>Kart 7<\/td>\n<td>5<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Korelasyon skoru <strong>%30\u2019un alt\u0131nda<\/strong> olan se\u00e7imler, <strong>risk da\u011f\u0131t\u0131m\u0131nda<\/strong> tercih edilmelidir. Bu, kuponun <strong>beklenen getirisi<\/strong> ve <strong>kayba kar\u015f\u0131 diren\u00e7<\/strong> sa\u011flar.<\/p>\n<p><strong>Se\u00e7im s\u0131ralamas\u0131 y\u00f6ntemi<\/strong><\/p>\n<ol>\n<li><strong>T\u00fcm potansiyel se\u00e7imleri listele<\/strong> (en az 20).<\/li>\n<li><strong>Korelasyon skorlar\u0131n\u0131<\/strong> 1xBet veri panelinden al.<\/li>\n<li><strong>Oranlar\u0131<\/strong> y\u00fcksekten d\u00fc\u015f\u00fc\u011fe s\u0131rala.<\/li>\n<li><strong>Korelasyon &lt;30%<\/strong> ve <strong>Oran &gt;1.80<\/strong> kriterlerine g\u00f6re <strong>ilk 8&#8217;i<\/strong> se\u00e7.<\/li>\n<li><strong>Stake da\u011f\u0131l\u0131m\u0131<\/strong>: %40 tekli, %60 kombinasyon olarak b\u00f6l.<\/li>\n<\/ol>\n<p>Bu y\u00f6ntemi haftal\u0131k olarak uygulamak, <strong>kazanma oran\u0131n\u0131 %5\u20117<\/strong> seviyelerinde tutar. \u00d6zellikle <strong>de\u011fi\u015fken sezonluk taktiklerde<\/strong> (transfer d\u00f6nemi, sakatl\u0131klar) korelasyonun etkisi artar; bu y\u00fczden <strong>dinamik g\u00fcncellemeler<\/strong> \u00f6nemlidir.<\/p>\n<h2 id=\"toc-11\">Stake \u00d6l\u00e7ekleme ve G\u00fcn Sonu Kapan\u0131\u015f\u0131 1x Bet<\/h2>\n<p>Stake \u00f6l\u00e7ekleme, <strong>kazan\u0131lan veya kaybedilen tutara g\u00f6re<\/strong> bahisin miktar\u0131n\u0131 ayarlamakt\u0131r. En yayg\u0131n y\u00f6ntem <strong>\u201cKelly Criterion\u201d<\/strong>\u2019dir, ancak pratikte <strong>%2\u20115<\/strong> oran\u0131nda sabit bir oran tercih edilir. 1xBet, <strong>\u201cG\u00fcn Sonu Kapan\u0131\u015f\u0131\u201d<\/strong> \u00f6zelli\u011fiyle kullan\u0131c\u0131lar\u0131n o g\u00fcn\u00fcn toplam bahis tutar\u0131n\u0131 s\u0131n\u0131rlamas\u0131na izin verir; bu, <strong>g\u00fcnl\u00fck kay\u0131p limitini<\/strong> kontrol alt\u0131nda tutar.<\/p>\n<h3 id=\"toc-12\">\u00d6rnek bir \u00f6l\u00e7ekleme tablosu<\/h3>\n<table>\n<thead>\n<tr>\n<th>G\u00fcn\u00fcn Durumu<\/th>\n<th>Toplam Bakiye (TL)<\/th>\n<th>Stake Oran\u0131 (%)<\/th>\n<th>\u00d6nerilen Stake (TL)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Kazan\u00e7 &gt; %5<\/td>\n<td>12000<\/td>\n<td>3<\/td>\n<td>360<\/td>\n<\/tr>\n<tr>\n<td>Denge<\/td>\n<td>10000<\/td>\n<td>2<\/td>\n<td>200<\/td>\n<\/tr>\n<tr>\n<td>Kay\u0131p &lt; %5<\/td>\n<td>8500<\/td>\n<td>1<\/td>\n<td>85<\/td>\n<\/tr>\n<tr>\n<td>Kay\u0131p &gt; %10<\/td>\n<td>7000<\/td>\n<td>0.5<\/td>\n<td>35<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu tablo, <strong>g\u00fcn i\u00e7inde<\/strong> ger\u00e7ekle\u015fen de\u011fi\u015fikliklere g\u00f6re <strong>stake\u2019i otomatik ayarlar<\/strong>. G\u00fcn sonunda <strong>kapan\u0131\u015f limit<\/strong>i 10000TL\u2019nin %15\u2019i (1500TL) olarak belirlenirse, bu tutar\u0131 a\u015fan bahisler <strong>engellenir<\/strong> ve kullan\u0131c\u0131 uyar\u0131l\u0131r.<\/p>\n<p><strong>G\u00fcn sonu kapan\u0131\u015f\u0131 nas\u0131l uygulan\u0131r?<\/strong><\/p>\n<ol>\n<li><strong>B\u00fct\u00e7e belirleme<\/strong>: Haftal\u0131k 10000TL b\u00fct\u00e7enin g\u00fcn bazl\u0131 da\u011f\u0131l\u0131m\u0131 (\u00f6r. 1500TL\/g\u00fcn).<\/li>\n<li><strong>Kay\u0131p limiti<\/strong>: G\u00fcnl\u00fck %10 (150TL) \u00fcst\u00fcndeki kay\u0131plar otomatik olarak durdurulur.<\/li>\n<li><strong>Kar hedefi<\/strong>: G\u00fcn i\u00e7inde %5 kar elde edilirse, yeni bahisler <strong>%50<\/strong> oran\u0131nda azalt\u0131l\u0131r.<\/li>\n<li><strong>Raporlama<\/strong>: 1xBet\u2019in \u201cFinansal \u00d6zet\u201d raporu, g\u00fcn sonu kapan\u0131\u015f\u0131n\u0131 ve ger\u00e7ekle\u015ftirilen bahisleri g\u00f6sterir.<\/li>\n<\/ol>\n<p>Bu sistem, <strong>duygusal karar verme<\/strong> riskini azalt\u0131r ve <strong>b\u00fct\u00e7e disiplinini<\/strong> korur. Uzun vadeli k\u00e2r elde etmek, <strong>sabit bir plan<\/strong> ve <strong>kontrol mekanizmas\u0131<\/strong> gerektirir; aksi takdirde <strong>da\u011f\u0131n\u0131k bahis<\/strong> b\u00fcy\u00fck kay\u0131plara yol a\u00e7ar.<\/p>\n<h2 id=\"toc-13\">Hata S\u0131n\u0131fland\u0131rma ve K\u0131sa Rapor<\/h2>\n<p>Bahis d\u00fcnyas\u0131nda <strong>hata analizi<\/strong>, stratejinin s\u00fcrd\u00fcr\u00fclebilirli\u011fini belirler. Hatalar, <strong>se\u00e7im hatas\u0131<\/strong>, <strong>stake hatas\u0131<\/strong> ve <strong>zamanlama hatas\u0131<\/strong> olarak \u00fc\u00e7 ana gruba ayr\u0131l\u0131r. 1xBet, kullan\u0131c\u0131lar\u0131na <strong>\u201cHata G\u00fcnl\u00fc\u011f\u00fc\u201d<\/strong> sunar; burada her kay\u0131p, nedenleriyle birlikte kaydedilir.<\/p>\n<h3 id=\"toc-14\">Hata s\u0131n\u0131flar\u0131<\/h3>\n<table>\n<thead>\n<tr>\n<th>Hata Tipi<\/th>\n<th>A\u00e7\u0131klama<\/th>\n<th>\u00d6rnek Durum<\/th>\n<th>Etki (%)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Se\u00e7im Hatas\u0131<\/td>\n<td>Yanl\u0131\u015f ma\u00e7\/sonu\u00e7 tahmini<\/td>\n<td>Beraberlik se\u00e7imi, %20\u2019lik bir ma\u00e7ta<\/td>\n<td>-12<\/td>\n<\/tr>\n<tr>\n<td>Stake Hatas\u0131<\/td>\n<td>Yanl\u0131\u015f tutar belirleme<\/td>\n<td>%15\u2019lik bir kay\u0131p sonras\u0131 stake %10\u2019a \u00e7\u0131kmas\u0131<\/td>\n<td>-8<\/td>\n<\/tr>\n<tr>\n<td>Zamanlama Hatas\u0131<\/td>\n<td>Oran dalgalanmas\u0131ndan \u00f6nce bahis<\/td>\n<td>Canl\u0131 bahis, oran %2.5 iken 5 dk erken giri\u015f<\/td>\n<td>-5<\/td>\n<\/tr>\n<tr>\n<td>Teknik Hata<\/td>\n<td>Platform ar\u0131zas\u0131, gecikme<\/td>\n<td>1xBet sunucu gecikmesi, bahis kabul edilmedi<\/td>\n<td>-3<\/td>\n<\/tr>\n<tr>\n<td>Duygusal Hata<\/td>\n<td>Kayb\u0131 telafi etmeye \u00e7al\u0131\u015fma<\/td>\n<td>2 kay\u0131p ard\u0131nca y\u00fcksek stake<\/td>\n<td>-10<\/td>\n<\/tr>\n<tr>\n<td>Strateji Hatas\u0131<\/td>\n<td>Plan d\u0131\u015f\u0131 bahis<\/td>\n<td>G\u00fcn sonunda kapan\u0131\u015f limitini a\u015fma<\/td>\n<td>-7<\/td>\n<\/tr>\n<tr>\n<td>Analiz Hatas\u0131<\/td>\n<td>Yanl\u0131\u015f istatistik kullan\u0131m\u0131<\/td>\n<td>Son 5 ma\u00e7 yerine son 2 ma\u00e7\u0131 baz alarak se\u00e7im<\/td>\n<td>-9<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><strong>K\u0131sa rapor \u00f6rne\u011fi (Hafta 12)<\/strong><\/p>\n<ul>\n<li><strong>Toplam bahis<\/strong>: 1200TL<\/li>\n<li><strong>Kazan\u0131lan<\/strong>: 1050TL (ROI %5)<\/li>\n<li><strong>Kay\u0131plar<\/strong>: 750TL (Toplam 250TL net)<\/li>\n<li><strong>En \u00e7ok hata<\/strong>: <strong>Se\u00e7im Hatas\u0131<\/strong> (%45) \u2013 \u00f6zellikle <strong>beraberlik<\/strong> tahminlerinde d\u00fc\u015f\u00fck performans.<\/li>\n<li><strong>\u0130yile\u015ftirme \u00f6nerisi<\/strong>: Beraberlik se\u00e7imleri i\u00e7in <strong>korelasyon skoru &lt;15%<\/strong> ve <strong>ge\u00e7mi\u015f ma\u00e7 say\u0131s\u0131 &gt;10<\/strong> kriteri eklenmeli.<\/li>\n<li><strong>Stake ayar\u0131<\/strong>: G\u00fcnl\u00fck kapan\u0131\u015f limitine %20 yakla\u015f\u0131lmad\u0131; <strong>stake oran\u0131<\/strong> %2.5 olarak sabit tutuldu.<\/li>\n<li><strong>Canl\u0131 bahis<\/strong>: 8 giri\u015f, 5 kazan\u00e7, ortalama oran 2.10; <strong>zamanlama hatas\u0131<\/strong> %2 olarak d\u00fc\u015f\u00fck.<\/li>\n<\/ul>\n<p>Bu rapor, <strong>gelecek hafta<\/strong> i\u00e7in <strong>se\u00e7im kriterlerini s\u0131k\u0131la\u015ft\u0131rma<\/strong> ve <strong>stake \u00f6l\u00e7ekleme<\/strong> politikalar\u0131n\u0131 g\u00f6zden ge\u00e7irme gereklili\u011fini g\u00f6sterir. 1xBet\u2019in veri analiti\u011fi ara\u00e7lar\u0131, bu hatalar\u0131 ger\u00e7ek zamanl\u0131 izleyerek <strong>otomatik uyar\u0131 sistemi<\/strong> kurmaya olanak tan\u0131r.<\/p>\n<p>Bu metin, <strong>1xBet<\/strong> \u00fczerinden T\u00fcrkiye\u2019de bahis oynayan kullan\u0131c\u0131lar\u0131n <strong>risk da\u011f\u0131l\u0131m\u0131<\/strong>, <strong>korelasyon y\u00f6netimi<\/strong>, <strong>canl\u0131 ge\u00e7i\u015f e\u015fi\u011fi<\/strong>, <strong>stake \u00f6l\u00e7ekleme<\/strong> ve <strong>hata analizi<\/strong> gibi kritik konularda kapsaml\u0131 bir rehber sunar. Ger\u00e7ek zamanl\u0131 veri, lisans bilgileri ve g\u00fcncel bonus detaylar\u0131yla birle\u015fince, bahis\u00e7i <strong>k\u00e2r marj\u0131n\u0131 art\u0131r\u0131rken<\/strong> kay\u0131plar\u0131 kontrol alt\u0131nda tutabilir.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Tekli Ba\u015flang\u0131\u00e7 ve Performans Takibi K\u00fc\u00e7\u00fck Kombinelerde Risk Da\u011f\u0131t\u0131m\u0131 1x Bet Sistem Kuponu ile Esneklik 1xbet 3\/4 sisteminin \u00f6rnek yap\u0131s\u0131 Sistem kazan\u00e7 tablosu Beraberlik ve Alternatif Sonu\u00e7lar\u0131n Rol\u00fc Canl\u0131 Ge\u00e7i\u015f E\u015fikleri 1 x bet E\u015fik belirleme \u00f6rnekleri Korelasyonu D\u00fc\u015f\u00fcren Se\u00e7im S\u0131ralamas\u0131 D\u00fc\u015f\u00fck korelasyonlu se\u00e7imler nas\u0131l se\u00e7ilir? Stake \u00d6l\u00e7ekleme ve G\u00fcn Sonu Kapan\u0131\u015f\u0131 1x Bet [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"featured_image_src":{"landsacpe":false,"list":false,"medium":false,"full":false},"_links":{"self":[{"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/posts\/18603"}],"collection":[{"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/comments?post=18603"}],"version-history":[{"count":1,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/posts\/18603\/revisions"}],"predecessor-version":[{"id":18604,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/posts\/18603\/revisions\/18604"}],"wp:attachment":[{"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/media?parent=18603"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/categories?post=18603"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/tags?post=18603"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}