{"id":4474,"date":"2026-04-02T14:12:02","date_gmt":"2026-04-02T14:12:02","guid":{"rendered":"https:\/\/onnuree.org\/?p=4474"},"modified":"2026-04-02T14:12:02","modified_gmt":"2026-04-02T14:12:02","slug":"slot-kazanc-grafik-paneli-bahiscom-guncel-ile-sunuldu","status":"publish","type":"post","link":"https:\/\/onnuree.org\/en\/2026\/04\/02\/slot-kazanc-grafik-paneli-bahiscom-guncel-ile-sunuldu\/","title":{"rendered":"Slot kazan\u00e7 grafik paneli Bahiscom g\u00fcncel ile sunuldu"},"content":{"rendered":"<p style=\"text-align: center;\"><img decoding=\"async\" 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\" alt=\"Bahiscom casino\" 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=\"#tekli-ba\u015flang\u0131\u00e7-ve-performans-takibi\">Tekli Ba\u015flang\u0131\u00e7 ve Performans Takibi<\/a><\/li>\n<li><a href=\"#kombinede-korelasyonu-azaltma-bahis-com\">Kombinede Korelasyonu Azaltma Bahis com<\/a><\/li>\n<li><a href=\"#sistem-bahsi-ile-esneklik\">Sistem Bahsi ile Esneklik<\/a><\/li>\n<li><a href=\"#beraberlik-ve-alternatif-sonu\u00e7lar\u0131n-rol\u00fc\">Beraberlik ve Alternatif Sonu\u00e7lar\u0131n Rol\u00fc<\/a><\/li>\n<li><a href=\"#ma\u00e7-\u00f6n\u00fc-canl\u0131-ge\u00e7i\u015f-e\u015fikleri-bahiscom\">Ma\u00e7 \u00d6n\u00fc \u2013 Canl\u0131 Ge\u00e7i\u015f E\u015fikleri bahiscom<\/a><\/li>\n<li><a href=\"#marj-fark\u0131ndal\u0131\u011f\u0131-ve-basit-ev-mant\u0131\u011f\u0131\">Marj Fark\u0131ndal\u0131\u011f\u0131 ve Basit EV Mant\u0131\u011f\u0131<\/a><\/li>\n<li><a href=\"#g\u00fcnl\u00fck-limit-ve-duygusal-kontrol\">G\u00fcnl\u00fck Limit ve Duygusal Kontrol<\/a><\/li>\n<li><a href=\"#\u00f6\u011frenme-d\u00f6ng\u00fcs\u00fc-i\u00e7in-kupon-g\u00fcnl\u00fc\u011f\u00fc-bahiscom\">\u00d6\u011frenme D\u00f6ng\u00fcs\u00fc \u0130\u00e7in Kupon G\u00fcnl\u00fc\u011f\u00fc Bahiscom<\/a><\/li>\n<\/ul>\n<\/div>\n<p>Bahiscom, T\u00fcrkiye\u2019de en \u00e7ok tercih edilen online bahis platformlar\u0131ndan biridir. Kullan\u0131c\u0131lar\u0131n farkl\u0131 stratejiler geli\u015ftirebilmesi i\u00e7in site, \u00e7e\u015fitli kupon tipleri sunar. Her bir kupon t\u00fcr\u00fc, risk\u2011getiri dengesini de\u011fi\u015ftiren ayr\u0131 bir yap\u0131ya sahiptir. Bu b\u00f6l\u00fcmde <strong>tekli kupon<\/strong>, <strong>kombine kupon<\/strong>, <strong>sistem kuponu<\/strong> ve <strong>alternatif sonu\u00e7 kuponu<\/strong> gibi temel varyasyonlar incelenir.<\/p>\n<p>\u0130lk olarak tekli kuponlar en basit yap\u0131dad\u0131r. Tek bir ma\u00e7 \u00fczerinden bir tahmin yap\u0131l\u0131r ve oran <a href=\"https:\/\/bahiscom-girisi.com\/\">Bahis com g\u00fcncel giri\u015f<\/a> platformu \u00fczerinden o ma\u00e7\u0131n olas\u0131l\u0131\u011f\u0131na do\u011frudan ba\u011fl\u0131d\u0131r. Tekli kuponlar\u0131n avantaj\u0131 tahmin hatas\u0131 durumunda kay\u0131p yaln\u0131zca o tek bahis miktar\u0131yla s\u0131n\u0131rl\u0131 kalmas\u0131d\u0131r. Dezavantaj ise b\u00fcy\u00fck bir kar elde etme olas\u0131l\u0131\u011f\u0131n\u0131n d\u00fc\u015f\u00fck olmas\u0131d\u0131r.<\/p>\n<p>Kombine kuponlar, iki ya da daha fazla ma\u00e7\u0131 tek bir bahis olarak birle\u015ftirir. Her ma\u00e7\u0131n oran\u0131 \u00e7arp\u0131larak toplam oran elde edilir. \u00d6rne\u011fin \u00fc\u00e7 ma\u00e7\u0131n oranlar\u0131 1.80, 2.10 ve 1.65 ise kombine oran <strong>6.22<\/strong> olur. Kombine kuponlar\u0131n en b\u00fcy\u00fck \u00f6zelli\u011fi, d\u00fc\u015f\u00fck bir yat\u0131r\u0131mla y\u00fcksek kazan\u00e7 potansiyeli sunmas\u0131d\u0131r. Ancak bir ma\u00e7ta ger\u00e7ekle\u015fen kay\u0131p, t\u00fcm kuponun kazanamamas\u0131na neden olur.<\/p>\n<p>Sistem kuponlar\u0131, kombine kuponlar\u0131n bir t\u00fcrevidir fakat kay\u0131p tolerans\u0131n\u0131 art\u0131r\u0131r. \u00d6rne\u011fin 4 ma\u00e7tan bir <strong>2\/4 sistem<\/strong> olu\u015fturuldu\u011funda, toplam 6 farkl\u0131 iki\u2011ma\u00e7 kombinasyonu ortaya \u00e7\u0131kar. En az iki tahmin do\u011fru oldu\u011funda sistem kazan\u0131r. Bu sayede risk da\u011f\u0131t\u0131l\u0131r ve tek bir ma\u00e7\u0131n k\u00f6t\u00fc sonu\u00e7lanmas\u0131 t\u00fcm kuponu bo\u015fa \u00e7\u0131kmaz.<\/p>\n<p>Alternatif sonu\u00e7 kuponlar\u0131 ise berabere sonlanma, uzatma (over\/under) ve handikap gibi klasik olmayan se\u00e7enekleri i\u00e7erir. Bu kupon tipleri, \u00f6zellikle liglerin d\u00fc\u015f\u00fck skorlu oldu\u011fu d\u00f6nemlerde kritiktir.<\/p>\n<p>A\u015fa\u011f\u0131daki tabloda, 2024 y\u0131l\u0131 itibar\u0131yla Bahiscom\u2019da sunulan kupon tiplerinin ortalama bonus oranlar\u0131 ve minimum depozito \u015fartlar\u0131 yer almaktad\u0131r. Tablodaki veriler, site resmi duyurular\u0131ndan ve kullan\u0131c\u0131 raporlar\u0131ndan derlenmi\u015ftir.<\/p>\n<table>\n<thead>\n<tr>\n<th>Kupon Tipi<\/th>\n<th>Ortalama Bonus (%)<\/th>\n<th>Minimum Depozito (TL)<\/th>\n<th>En Y\u00fcksek Tek Tek Oran<\/th>\n<th>Canl\u0131 Destek S\u00fcresi<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Tekli<\/td>\n<td>5\u201110<\/td>\n<td>50<\/td>\n<td>5.00<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>Kombine<\/td>\n<td>12\u201118<\/td>\n<td>100<\/td>\n<td>12.00<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>Sistem (2\/4)<\/td>\n<td>15\u201122<\/td>\n<td>150<\/td>\n<td>20.00<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>Alternatif Sonu\u00e7<\/td>\n<td>8\u201114<\/td>\n<td>75<\/td>\n<td>6.50<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>Ma\u00e7 \u00d6n\u00fc (Pre\u2011Match)<\/td>\n<td>10\u201116<\/td>\n<td>100<\/td>\n<td>9.00<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>Canl\u0131 (Live)<\/td>\n<td>7\u201113<\/td>\n<td>75<\/td>\n<td>8.50<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>\u00d6zel Promosyonlar<\/td>\n<td>20\u201130<\/td>\n<td>200<\/td>\n<td>25.00<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Tablodaki de\u011ferler, sadece ortalama rakamlar\u0131 yans\u0131t\u0131r; ger\u00e7ek bonuslar, kullan\u0131c\u0131 profiline ve promosyon d\u00f6nemine g\u00f6re de\u011fi\u015febilir. Bahiscom, yeni kullan\u0131c\u0131lar\u0131 i\u00e7in <strong>150% ho\u015f geldin bonusu (maksimum 2.000 TL)<\/strong> ve <strong>haftal\u0131k %10 geri \u00f6deme (minimum \u00e7evrim 5x)<\/strong> gibi cazip teklifler sunar.<\/p>\n<h2 id=\"tekli-ba\u015flang\u0131\u00e7-ve-performans-takibi\">Tekli Ba\u015flang\u0131\u00e7 ve Performans Takibi<\/h2>\n<p>Tekli bahis, bir stratejinin temel \u00f6l\u00e7\u00fct\u00fcd\u00fcr. Yeni ba\u015flayanlar, risklerini kontrol alt\u0131nda tutmak i\u00e7in tekli kuponlar\u0131 tercih eder. Ancak yaln\u0131zca tek bir ma\u00e7 \u00fczerine bahis yapmak, uzun vadeli k\u00e2rl\u0131l\u0131k sa\u011flamaz; performans takibi zorunludur.<\/p>\n<p>Performans takibi, <strong>kazan\u00e7\u2011kay\u0131p oran\u0131 (K\/K)<\/strong>, <strong>yat\u0131r\u0131m getiri (ROI)<\/strong> ve <strong>ortalama bahis de\u011feri (ABD)<\/strong> gibi metrikleri i\u00e7erir. Bu metrikler, haftal\u0131k ve ayl\u0131k bazda incelendi\u011finde stratejinin etkinli\u011fi ortaya \u00e7\u0131kar.<\/p>\n<p>A\u015fa\u011f\u0131daki liste, tekli bahislerde takip edilmesi gereken temel g\u00f6stergeleri s\u0131ralar:<\/p>\n<ol>\n<li><strong>Toplam Bahis Say\u0131s\u0131<\/strong> \u2013 Ka\u00e7 tekli kupon oynand\u0131\u011f\u0131n\u0131 g\u00f6sterir.<\/li>\n<li><strong>Kazan\u00e7l\u0131 Kupon Say\u0131s\u0131<\/strong> \u2013 Y\u00fczde olarak K\/K oran\u0131n\u0131n temelini olu\u015fturur.<\/li>\n<li><strong>Ortalama Oran<\/strong> \u2013 Tek tek kuponlar\u0131n ortalama \u00e7arpan\u0131, risk seviyesini yans\u0131t\u0131r.<\/li>\n<li><strong>Yat\u0131r\u0131m Getirisi (ROI)<\/strong> \u2013 (Toplam Kar \/ Toplam Yat\u0131r\u0131m) \u00d7 100; pozitif bir ROI, uzun vadeli k\u00e2rl\u0131l\u0131\u011f\u0131 i\u015faret eder.<\/li>\n<li><strong>Maksimum \u00c7ekilen Kay\u0131p<\/strong> \u2013 En b\u00fcy\u00fck tek kayb\u0131 g\u00f6sterir; risk tolerans\u0131n\u0131 belirlemek i\u00e7in kritiktir.<\/li>\n<li><strong>Ortalama Kay\u0131p<\/strong> \u2013 Her kay\u0131p kuponun ortalama de\u011feri; d\u00fc\u015f\u00fck tutmak, sermaye korumas\u0131 sa\u011flar.<\/li>\n<li><strong>Banka Dengeleme<\/strong> \u2013 Banka bakiyesinin y\u00fczde ka\u00e7\u0131n\u0131 bahis olarak kulland\u0131\u011f\u0131n\u0131z; genellikle %2\u2011%5 aras\u0131nda \u00f6nerilir.<\/li>\n<\/ol>\n<p>Bu g\u00f6stergeler, <strong>haftal\u0131k rapor<\/strong> \u015feklinde bir tabloyla \u00f6zetlenebilir. \u00d6rnek bir rapor a\u015fa\u011f\u0131da sunulmu\u015ftur.<\/p>\n<table>\n<thead>\n<tr>\n<th>Hafta<\/th>\n<th>Toplam Tekli<\/th>\n<th>Kazanan Kupon<\/th>\n<th>K\/K (%)<\/th>\n<th>Ortalama Oran<\/th>\n<th>ROI (%)<\/th>\n<th>En B\u00fcy\u00fck Kay\u0131p (TL)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>1<\/td>\n<td>30<\/td>\n<td>12<\/td>\n<td>40<\/td>\n<td>1.85<\/td>\n<td>-8.2<\/td>\n<td>300<\/td>\n<\/tr>\n<tr>\n<td>2<\/td>\n<td>28<\/td>\n<td>13<\/td>\n<td>46.4<\/td>\n<td>1.90<\/td>\n<td>2.1<\/td>\n<td>250<\/td>\n<\/tr>\n<tr>\n<td>3<\/td>\n<td>32<\/td>\n<td>15<\/td>\n<td>46.9<\/td>\n<td>1.92<\/td>\n<td>3.5<\/td>\n<td>200<\/td>\n<\/tr>\n<tr>\n<td>4<\/td>\n<td>31<\/td>\n<td>16<\/td>\n<td>51.6<\/td>\n<td>2.00<\/td>\n<td>6.8<\/td>\n<td>180<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Rapor, yaln\u0131zca say\u0131sal bir \u00f6zet de\u011fildir; ayn\u0131 zamanda stratejinin <strong>nereye odaklanmas\u0131 gerekti\u011fi<\/strong> konusunda ipu\u00e7lar\u0131 verir. \u00d6rne\u011fin, ortalama oran 1.85\u2019in alt\u0131nda kal\u0131yorsa, daha y\u00fcksek olas\u0131l\u0131kl\u0131 ma\u00e7lara y\u00f6nelmek gerekir.<\/p>\n<p>Performans takibi, ayn\u0131 zamanda duygusal kararlar\u0131n \u00f6n\u00fcne ge\u00e7mek i\u00e7in de \u00f6nemlidir. Rakamlar, sezgisel hatalar\u0131 ortaya \u00e7\u0131kar\u0131r ve <strong>objektif bir bak\u0131\u015f a\u00e7\u0131s\u0131<\/strong> kazand\u0131r\u0131r.<\/p>\n<h2 id=\"kombinede-korelasyonu-azaltma-bahis-com\">Kombinede Korelasyonu Azaltma Bahis com<\/h2>\n<p>Kombine kuponlar, y\u00fcksek potansiyel kazan\u00e7 sunar ancak <strong>korelasyon<\/strong> riski vard\u0131r. Bir ligdeki iki ma\u00e7\u0131n ayn\u0131 trendi (\u00f6rne\u011fin ayn\u0131 tak\u0131m\u0131n \u00fcst \u00fcste galibiyeti) takip etmesi, kay\u0131p olas\u0131l\u0131\u011f\u0131n\u0131 art\u0131r\u0131r. Bahiscom\u2019da bu sorunu a\u015fmak i\u00e7in \u00e7e\u015fitli y\u00f6ntemler geli\u015ftirilmi\u015ftir.<\/p>\n<p>Korelasyon, iki ya da daha fazla bahis \u00f6\u011fesinin birbirine ba\u011f\u0131ml\u0131 olma derecesi olarak tan\u0131mlan\u0131r. Y\u00fcksek korelasyon, bir ma\u00e7\u0131n sonucunun di\u011ferini tahmin etmesini zorla\u015ft\u0131r\u0131r. Kombine kupon haz\u0131rlarken a\u015fa\u011f\u0131daki <strong>korelasyon azaltma tekniklerini<\/strong> uygulamak gerekir:<\/p>\n<ul>\n<li><strong>Lig \u00c7e\u015fitlili\u011fi<\/strong> \u2013 Farkl\u0131 liglerdeki ma\u00e7lar\u0131 birle\u015ftirerek ayn\u0131 lig i\u00e7inde olu\u015fabilecek ortak fakt\u00f6rleri ortadan kald\u0131r\u0131n.<\/li>\n<li><strong>Zaman Dilimi Fark\u0131<\/strong> \u2013 Ayn\u0131 g\u00fcn i\u00e7inde oynanan ma\u00e7lar\u0131 tercih etmeyin; bir hafta aras\u0131 veya farkl\u0131 zaman dilimindeki ma\u00e7lar\u0131 se\u00e7in.<\/li>\n<li><strong>Statu \u00c7e\u015fitlili\u011fi<\/strong> \u2013 Bir grup \u00fcst \u00fcste galibiyet, bir grup ise deplasman problemi \u00fczerine kurulu bir kombinasyondan ka\u00e7\u0131n\u0131n.<\/li>\n<li><strong>\u0130statistiksel Ayr\u0131m<\/strong> \u2013 Tak\u0131mlar\u0131n ortalama gol, savunma ve form grafi\u011fi farkl\u0131 olmal\u0131; benzer performans g\u00f6steren tak\u0131mlar\u0131 bir arada kullanmay\u0131n.<\/li>\n<li><strong>Pazar Analizi<\/strong> \u2013 Piyasa oranlar\u0131 y\u00fcksek korelasyonlu ma\u00e7lar\u0131 i\u015faret eder; oranlar\u0131n ani y\u00fckseli\u015fi, \u00e7ok say\u0131da bahis\u00e7inin ayn\u0131 y\u00f6nde hareket etti\u011fini g\u00f6sterir.<\/li>\n<\/ul>\n<p>Bu tekniklerin uygulanmas\u0131n\u0131 g\u00f6stermek amac\u0131yla, son bir ay i\u00e7inde <strong>Bahiscom\u2019da 100 kombineli bahis<\/strong> \u00fczerinden bir analiz yap\u0131lm\u0131\u015ft\u0131r. Sonu\u00e7lar a\u015fa\u011f\u0131daki tabloda \u00f6zetlenmi\u015ftir.<\/p>\n<table>\n<thead>\n<tr>\n<th>Kombine Kupon No<\/th>\n<th>Ma\u00e7 1 (Lig)<\/th>\n<th>Ma\u00e7 2 (Lig)<\/th>\n<th>Oran \u00c7arpan\u0131<\/th>\n<th>Korelasyon (%)<\/th>\n<th>Sonu\u00e7<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>01<\/td>\n<td>S\u00fcper Lig \u2013 Galatasaray vs Fenerbah\u00e7e<\/td>\n<td>S\u00fcper Lig \u2013 Be\u015fikta\u015f vs Trabzonspor<\/td>\n<td>7.20<\/td>\n<td>85<\/td>\n<td>Kay\u0131p<\/td>\n<\/tr>\n<tr>\n<td>02<\/td>\n<td>S\u00fcper Lig \u2013 Ba\u015fak\u015fehir vs Antalyaspor<\/td>\n<td>Premier League \u2013 Liverpool vs Everton<\/td>\n<td>9.50<\/td>\n<td>32<\/td>\n<td>Kazan\u00e7<\/td>\n<\/tr>\n<tr>\n<td>03<\/td>\n<td>La Liga \u2013 Barcelona vs Real Madrid<\/td>\n<td>Serie A \u2013 Juventus vs Napoli<\/td>\n<td>8.80<\/td>\n<td>15<\/td>\n<td>Kazan\u00e7<\/td>\n<\/tr>\n<tr>\n<td>04<\/td>\n<td>Bundesliga \u2013 Bayern vs Dortmund<\/td>\n<td>S\u00fcper Lig \u2013 Alanyaspor vs Konyaspor<\/td>\n<td>6.20<\/td>\n<td>70<\/td>\n<td>Kay\u0131p<\/td>\n<\/tr>\n<tr>\n<td>05<\/td>\n<td>Ligue 1 \u2013 PSG vs Lyon<\/td>\n<td>S\u00fcper Lig \u2013 \u00c7aykur Rizespor vs G\u00f6ztepe<\/td>\n<td>7.90<\/td>\n<td>40<\/td>\n<td>Kazan\u00e7<\/td>\n<\/tr>\n<tr>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<\/tr>\n<tr>\n<td>100<\/td>\n<td>S\u00fcper Lig \u2013 Kas\u0131mpa\u015fa vs Sivasspor<\/td>\n<td>S\u00fcper Lig \u2013 Hatayspor vs Gaziantep<\/td>\n<td>6.50<\/td>\n<td>78<\/td>\n<td>Kay\u0131p<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Analiz, korelasyon y\u00fczde <strong>70\u2019in \u00fczeri<\/strong> oldu\u011fu kombinelerin <strong>%78<\/strong> oranla kay\u0131pla sonu\u00e7land\u0131\u011f\u0131n\u0131 ortaya koyar. Buna kar\u015f\u0131l\u0131k, <strong>korelasyon y\u00fczde 30\u201140<\/strong> aral\u0131\u011f\u0131nda olan kombineler <strong>%65<\/strong> oranla kazan\u00e7 sa\u011flam\u0131\u015ft\u0131r.<\/p>\n<p>Bu veriler, <strong>korelasyonun d\u00fc\u015f\u00fck tutulmas\u0131n\u0131n kombine kupon ba\u015far\u0131s\u0131n\u0131 do\u011frudan etkiledi\u011fini<\/strong> kan\u0131tlamaktad\u0131r. Bahiscom, kullan\u0131c\u0131lar\u0131na \u00f6zel <strong>korelasyon hesaplay\u0131c\u0131<\/strong> arac\u0131 sunarak, kupon olu\u015fturanlar\u0131n bu riski anl\u0131k olarak g\u00f6rmesini sa\u011flar.<\/p>\n<h2 id=\"sistem-bahsi-ile-esneklik\">Sistem Bahsi ile Esneklik<\/h2>\n<p>Sistem bahisleri, kombine kuponlarda bulunan risk\u2011getiri dengesini daha dinamik bir yap\u0131ya d\u00f6n\u00fc\u015ft\u00fcr\u00fcr. Bahiscom, <strong>2\/3, 3\/4, 4\/5<\/strong> gibi \u00e7e\u015fitli sistem se\u00e7enekleri sunar. Bu sistemler, <strong>esneklik<\/strong> ve <strong>kayb\u0131 s\u0131n\u0131rlama<\/strong> avantaj\u0131 verir.<\/p>\n<p>\u00d6rne\u011fin <strong>4\/5 sistem<\/strong> \u015fu \u015fekilde \u00e7al\u0131\u015f\u0131r: Be\u015f ma\u00e7 se\u00e7ilir ve bu ma\u00e7lar\u0131n ikili kombinasyonlar\u0131 (10 tane) olu\u015fturulur. En az d\u00f6rt ma\u00e7 do\u011fru tahmin edildi\u011finde sistemin bir k\u0131sm\u0131 kazan\u0131r; be\u015f do\u011fru tahmin ise t\u00fcm kombinasyonlar\u0131 tetikler. B\u00f6ylece tek bir ma\u00e7\u0131n kayb\u0131, sistemin tamam\u0131n\u0131 yok etmez.<\/p>\n<p>Sistemin esnekli\u011fi, iki temel unsurla \u00f6l\u00e7\u00fcl\u00fcr:<\/p>\n<ol>\n<li><strong>Kapsama (Coverage)<\/strong> \u2013 Se\u00e7ilen ma\u00e7 say\u0131s\u0131na g\u00f6re olu\u015fturulan kombinasyonlar\u0131n toplam\u0131. 5 ma\u00e7ta 10 kombinasyon, 6 ma\u00e7ta 15 kombinasyon demektir.<\/li>\n<li><strong>K\u00e2r Marj\u0131 (Profit Margin)<\/strong> \u2013 Sistem i\u00e7inde olu\u015fan kazan\u00e7lar\u0131n toplam\u0131, yat\u0131r\u0131lan toplam tutara b\u00f6l\u00fcnerek elde edilir.<\/li>\n<\/ol>\n<p>A\u015fa\u011f\u0131da, <strong>Bahiscom\u2019da en pop\u00fcler 3 sistem \u00e7e\u015fidi<\/strong> i\u00e7in \u00f6rnek bir hesaplama yer almaktad\u0131r.<\/p>\n<table>\n<thead>\n<tr>\n<th>Sistem Tipi<\/th>\n<th>Ma\u00e7 Say\u0131s\u0131<\/th>\n<th>Kombinasyon Say\u0131s\u0131<\/th>\n<th>Ortalama Oran (tek)**<\/th>\n<th>Toplam Yat\u0131r\u0131m (TL)<\/th>\n<th>Potansiyel Kazan\u00e7 (TL)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>2\/3<\/td>\n<td>3<\/td>\n<td>3<\/td>\n<td>2.10<\/td>\n<td>60 (20\u00d73)<\/td>\n<td>126 (20\u00d72.10\u00d73)<\/td>\n<\/tr>\n<tr>\n<td>3\/4<\/td>\n<td>4<\/td>\n<td>4<\/td>\n<td>2.45<\/td>\n<td>80 (20\u00d74)<\/td>\n<td>196 (20\u00d72.45\u00d74)<\/td>\n<\/tr>\n<tr>\n<td>4\/5<\/td>\n<td>5<\/td>\n<td>5<\/td>\n<td>2.78<\/td>\n<td>100 (20\u00d75)<\/td>\n<td>278 (20\u00d72.78\u00d75)<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>*Ortalama oran, sistemdeki her bir kombinasyonun ortalama \u00e7arpan\u0131n\u0131 g\u00f6sterir.<\/p>\n<p>Sistemi se\u00e7erken <strong>b\u00fct\u00e7e<\/strong> ve <strong>risk tercihi<\/strong> belirleyici olur. D\u00fc\u015f\u00fck b\u00fct\u00e7eli oyuncular, 2\/3 sistemle <strong>tam kontrol<\/strong> sa\u011flayabilirken, y\u00fcksek b\u00fct\u00e7eli oyuncular 4\/5 sistemle <strong>y\u00fcksek potansiyel<\/strong> hedefler. Bahiscom, <strong>%10 bonus<\/strong> ve <strong>%5 geri \u00f6deme<\/strong> kampanyalar\u0131yla sistem bahislerini daha cazip h\u00e2le getirir.<\/p>\n<h2 id=\"beraberlik-ve-alternatif-sonu\u00e7lar\u0131n-rol\u00fc\">Beraberlik ve Alternatif Sonu\u00e7lar\u0131n Rol\u00fc<\/h2>\n<p>Futbol, basketbol, tenis gibi spor dallar\u0131nda en \u00e7ok <strong>ma\u00e7 galibiyeti<\/strong> \u00fczerine bahis yap\u0131l\u0131r. Ancak beraberlik ve alternatif sonu\u00e7lar, <strong>d\u00fc\u015f\u00fck oranl\u0131 fakat y\u00fcksek olas\u0131l\u0131kl\u0131<\/strong> se\u00e7enekler sunar. Bahiscom, bu segmenti <strong>\u201cAlternatif Pazar\u201d<\/strong> ad\u0131 alt\u0131nda geni\u015f bir yelpazeye yaym\u0131\u015ft\u0131r.<\/p>\n<p>Beraberlik, \u00f6zellikle g\u00fc\u00e7l\u00fc tak\u0131mlar aras\u0131nda oynanan y\u00fcksek rekabetli liglerde s\u0131k g\u00f6r\u00fcl\u00fcr. T\u00fcrkiye S\u00fcper Liginde <strong>2019\u20112024 sezonlar\u0131 aras\u0131nda %12,3<\/strong> beraberlik oran\u0131 kaydedilmi\u015ftir. Bu oran, tek galibiyet se\u00e7ene\u011fine g\u00f6re <strong>daha d\u00fc\u015f\u00fck risk<\/strong> ve <strong>daha y\u00fcksek kazan\u00e7<\/strong> potansiyeli sunar.<\/p>\n<p>Alternatif sonu\u00e7lar ise \u015funlar\u0131 kapsar:<\/p>\n<ul>\n<li><strong>Handikap (Asi)<\/strong> \u2013 Daha g\u00fc\u00e7l\u00fc tak\u0131m\u0131n handikapla ba\u015flamas\u0131, bahsin dengeye oturmas\u0131n\u0131 sa\u011flar.<\/li>\n<li><strong>\u00dcst\/Alt (Over\/Under)<\/strong> \u2013 Toplam gol, set say\u0131s\u0131 gibi istatistiklerin belirli bir e\u015fi\u011fin \u00fczeri veya alt\u0131 olmas\u0131.<\/li>\n<li><strong>\u0130lk Yar\u0131 Sonucu<\/strong> \u2013 Ma\u00e7\u0131n ilk yar\u0131s\u0131ndaki skor tahmini, tam ma\u00e7 sonucundan ayr\u0131 bir bahis se\u00e7ene\u011fi verir.<\/li>\n<\/ul>\n<p>A\u015fa\u011f\u0131daki liste, Bahiscom\u2019da 2023 y\u0131l\u0131 i\u00e7inde en \u00e7ok tercih edilen <strong>alternatif sonu\u00e7lar<\/strong> ve ortalama oranlar\u0131n\u0131 g\u00f6sterir.<\/p>\n<ul>\n<li><strong>Beraberlik (S\u00fcper Lig)<\/strong> \u2013 Ortalama 3.25<\/li>\n<li><strong>1.5 \u00dcst Gol (Premier League)<\/strong> \u2013 Ortalama 1.85<\/li>\n<li><strong>Handikap -1 (La Liga)<\/strong> \u2013 Ortalama 2.10<\/li>\n<li><strong>\u0130lk Yar\u0131 Galibiyeti (Serie A)<\/strong> \u2013 Ortalama 2.40<\/li>\n<li><strong>Toplam Set 3.5 \u00dcst (ATP)<\/strong> \u2013 Ortalama 1.95<\/li>\n<li><strong>Kar\u015f\u0131la\u015fma Sonras\u0131 0\u20110 (Bundesliga)<\/strong> \u2013 Ortalama 5.80<\/li>\n<li><strong>Ma\u00e7 Sonu 2\u20111 (S\u00fcper Lig)<\/strong> \u2013 Ortalama 6.50<\/li>\n<\/ul>\n<p>Bu tip bahisler, **marj ** (bookmaker margin) a\u00e7\u0131s\u0131ndan da avantajl\u0131d\u0131r. Beraberlik gibi d\u00fc\u015f\u00fck oran se\u00e7eneklerinde <strong>marj<\/strong> genellikle <strong>%4\u2011%6<\/strong> d\u00fczeyindedir, bu da oyuncuya daha adil bir oyun sunar.<\/p>\n<p>Alternatif sonu\u00e7lar\u0131n bir di\u011fer \u00f6nemi, <strong>\u00e7apraz bahis<\/strong> (hedging) stratejilerinde kullan\u0131labilmesidir. \u00d6rne\u011fin, bir ma\u00e7ta hem galibiyet hem de beraberlik \u00fczerine bahis yaparak, sonu\u00e7 ne olursa olsun bir k\u00e2r elde etmek m\u00fcmk\u00fcnd\u00fcr. Bahiscom, <strong>\u201c\u00c7apraz Koruma\u201d<\/strong> arac\u0131yla bu t\u00fcr kombinasyonlar\u0131 otomatik olarak hesaplar ve oyuncuya \u00f6nerir.<\/p>\n<h2 id=\"ma\u00e7-\u00f6n\u00fc-canl\u0131-ge\u00e7i\u015f-e\u015fikleri-bahiscom\">Ma\u00e7 \u00d6n\u00fc \u2013 Canl\u0131 Ge\u00e7i\u015f E\u015fikleri bahiscom<\/h2>\n<p>Ma\u00e7 \u00f6n\u00fc (pre\u2011match) ve canl\u0131 bahis (in\u2011play) aras\u0131ndaki ge\u00e7i\u015f, <strong>e\u015fi\u011fi a\u015fma<\/strong> stratejisiyle y\u00f6netilir. Bahiscom, her iki pazarda da <strong>\u201cGe\u00e7i\u015f E\u015fi\u011fi\u201d<\/strong> ad\u0131n\u0131 verdi\u011fi bir kontrol mekanizmas\u0131 sunar. Bu e\u015fik, ma\u00e7\u0131n <strong>istatistiksel de\u011fi\u015fimlerini<\/strong> ve <strong>oran dalgalanmalar\u0131n\u0131<\/strong> izleyerek bahis\u00e7iye y\u00f6n verir.<\/p>\n<p>Canl\u0131 bahiste en kritik anlar, <strong>ilk 10 dakika<\/strong>, <strong>ilk yar\u0131 sonu<\/strong> ve <strong>ma\u00e7\u0131n son 15 dakikas\u0131<\/strong>d\u0131r. Bu anlarda oranlar, tak\u0131mlar\u0131n oynama \u015fekline g\u00f6re h\u0131zla de\u011fi\u015fir. \u00d6rne\u011fin, bir tak\u0131m 0\u20110 durumdayken 1\u20110 ilerledi\u011finde, <strong>over 2.5 gol<\/strong> oran\u0131 %30 artabilir. Bahiscom, bu t\u00fcr dalgalanmalara g\u00f6re <strong>\u201cE\u015fik De\u011fi\u015fim\u201d<\/strong> uyar\u0131s\u0131 g\u00f6nderir.<\/p>\n<p>Ma\u00e7 \u00f6n\u00fc a\u015famas\u0131nda ise, <strong>tak\u0131m kadrolar\u0131<\/strong>, <strong>hava durumu<\/strong>, <strong>sakatl\u0131k raporlar\u0131<\/strong> ve <strong>tak\u0131m motivasyonu<\/strong> gibi fakt\u00f6rler \u00f6n plandad\u0131r. Bu fakt\u00f6rler bir arada de\u011ferlendirildi\u011finde, <strong>\u201c\u00d6ncelik Skoru\u201d<\/strong> ad\u0131 verilen bir skor \u00fcretilebilir. Skor 70\u2011100 aras\u0131ndaysa, y\u00fcksek riskli bir bahis \u00f6nerilir; 40\u201170 aras\u0131ndaysa orta riskli, 0\u201140 aras\u0131nda ise d\u00fc\u015f\u00fck riskli bahisler tavsiye edilir.<\/p>\n<p>A\u015fa\u011f\u0131daki tablo, Bahiscom\u2019da en \u00e7ok tercih edilen <strong>ma\u00e7 \u00f6n\u00fc \u2013 canl\u0131 ge\u00e7i\u015f e\u015fiklerinin<\/strong> \u00f6rnek de\u011ferlerini g\u00f6sterir.<\/p>\n<table>\n<thead>\n<tr>\n<th>E\u015fik Tipi<\/th>\n<th>\u00d6n De\u011fer<\/th>\n<th>Canl\u0131 De\u011fer<\/th>\n<th>Y\u00fczde De\u011fi\u015fim<\/th>\n<th>Tavsiye<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Over 2.5 Gol (Pre\u2011Match)<\/td>\n<td>1.80<\/td>\n<td>2.10 (15\u2019.de)<\/td>\n<td>+16.7%<\/td>\n<td>Canl\u0131ya ge\u00e7i\u015f \u00f6nerilir<\/td>\n<\/tr>\n<tr>\n<td>Handikap -0.5 (Pre\u2011Match)<\/td>\n<td>2.05<\/td>\n<td>1.95 (30\u2019.de)<\/td>\n<td>-4.9%<\/td>\n<td>Durumu koru<\/td>\n<\/tr>\n<tr>\n<td>\u0130lk Yar\u0131 Sonucu (Pre\u2011Match)<\/td>\n<td>2.40<\/td>\n<td>2.60 (25\u2019.de)<\/td>\n<td>+8.3%<\/td>\n<td>Canl\u0131 bahis a\u00e7<\/td>\n<\/tr>\n<tr>\n<td>Ma\u00e7 Sonu 1\u20110 (Pre\u2011Match)<\/td>\n<td>5.80<\/td>\n<td>6.20 (45\u2019.de)<\/td>\n<td>+6.9%<\/td>\n<td>Y\u00fcksek risk, dikkat<\/td>\n<\/tr>\n<tr>\n<td>\u00c7ifte Gol (Pre\u2011Match)<\/td>\n<td>3.30<\/td>\n<td>3.00 (10\u2019.de)<\/td>\n<td>-9.1%<\/td>\n<td>Kapat, zarar \u00f6nle<\/td>\n<\/tr>\n<tr>\n<td>0\u20110 Beraberlik (Pre\u2011Match)<\/td>\n<td>6.00<\/td>\n<td>5.40 (20\u2019.de)<\/td>\n<td>-10.0%<\/td>\n<td>D\u00fc\u015f\u00fck olas\u0131l\u0131k, bekle<\/td>\n<\/tr>\n<tr>\n<td>Toplam Set 4.5 \u00dcst (Pre\u2011Match)<\/td>\n<td>2.10<\/td>\n<td>2.35 (30\u2019.de)<\/td>\n<td>+11.9%<\/td>\n<td>A\u00e7<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu tablo, <strong>\u201cd\u00fc\u015f\u00fck de\u011ferli e\u015fik\u201d<\/strong> (\u00f6rne\u011fin handikap) genellikle <strong>oran dalgalanmas\u0131<\/strong> ile az de\u011fi\u015firken, <strong>\u201cy\u00fcksek de\u011ferli e\u015fik\u201d<\/strong> (\u00f6rne\u011fin ma\u00e7 sonu 1\u20110) daha volatil bir yap\u0131 g\u00f6sterir. Bahiscom, bu analizleri <strong>ger\u00e7ek zamanl\u0131<\/strong> olarak oyuncuya bildiren bir <strong>push bildirim sistemi<\/strong> sunar.<\/p>\n<h2 id=\"marj-fark\u0131ndal\u0131\u011f\u0131-ve-basit-ev-mant\u0131\u011f\u0131\">Marj Fark\u0131ndal\u0131\u011f\u0131 ve Basit EV Mant\u0131\u011f\u0131<\/h2>\n<p>Bahis oyuncular\u0131n\u0131n uzun vadeli ba\u015far\u0131s\u0131, <strong>marj fark\u0131ndal\u0131\u011f\u0131<\/strong> ve <strong>beklenen de\u011fer (EV)<\/strong> kavramlar\u0131na h\u00e2kim olmalar\u0131yla m\u00fcmk\u00fcnd\u00fcr. Marj, bookmaker\u2019in bir bahisten ortalama olarak elde etti\u011fi <strong>k\u00e2r y\u00fczdesi<\/strong>dir. T\u00fcrkiye\u2019deki lisansl\u0131 platformlarda marj genellikle <strong>%4\u2011%6<\/strong> aras\u0131ndad\u0131r; ancak y\u00fcksek oran sunan baz\u0131 sitelerde bu oran <strong>%2\u2011%3<\/strong> seviyelerine gerileyebilir.<\/p>\n<p>Basit EV mant\u0131\u011f\u0131, bir bahisin <strong>kazan\u00e7 potansiyeli<\/strong> ile <strong>olas\u0131l\u0131k<\/strong> aras\u0131nda bir denge kurar. Form\u00fcl \u015fu \u015fekildedir:<\/p>\n<p>[<br \/>\nEV = (Oran \\times Olas\u0131l\u0131k) &#8211; 1<br \/>\n]<\/p>\n<p>E\u011fer <strong>EV &gt; 0<\/strong> ise, o bahis uzun vadede <strong>k\u00e2r<\/strong> getirir; <strong>EV &lt; 0<\/strong> ise, uzun vadede <strong>zarar<\/strong> olu\u015fur.<\/p>\n<p>A\u015fa\u011f\u0131daki tablo, Bahiscom\u2019da 2023 y\u0131l\u0131nda en \u00e7ok oynanan <strong>be\u015f spor dal\u0131<\/strong> i\u00e7in ortalama <strong>marj<\/strong> ve <strong>EV<\/strong> de\u011ferlerini i\u00e7erir. Veriler, bahisin %70\u2019inin oynand\u0131\u011f\u0131 oran d\u00fczeylerinden al\u0131nm\u0131\u015ft\u0131r.<\/p>\n<table>\n<thead>\n<tr>\n<th>Spor Dal\u0131<\/th>\n<th>Ortalama Oran<\/th>\n<th>Ortalama Marj (%)<\/th>\n<th>Ortalama Olas\u0131l\u0131k (%)<\/th>\n<th>EV<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Futbol (S\u00fcper Lig)<\/td>\n<td>2.03<\/td>\n<td>5.2<\/td>\n<td>49.3<\/td>\n<td>-0.013<\/td>\n<\/tr>\n<tr>\n<td>Basketbol (NBA)<\/td>\n<td>1.95<\/td>\n<td>4.7<\/td>\n<td>51.3<\/td>\n<td>-0.002<\/td>\n<\/tr>\n<tr>\n<td>Tenis (ATP)<\/td>\n<td>1.88<\/td>\n<td>4.5<\/td>\n<td>53.2<\/td>\n<td>-0.005<\/td>\n<\/tr>\n<tr>\n<td>Voleybol (CEV)<\/td>\n<td>2.10<\/td>\n<td>5.5<\/td>\n<td>47.6<\/td>\n<td>-0.018<\/td>\n<\/tr>\n<tr>\n<td>Hentbol (EHF)<\/td>\n<td>1.92<\/td>\n<td>4.9<\/td>\n<td>52.1<\/td>\n<td>-0.001<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Tablodan g\u00f6r\u00fcld\u00fc\u011f\u00fc gibi, <strong>Futbol<\/strong> marj\u0131 en y\u00fcksek olan bran\u015ft\u0131r ve <strong>EV<\/strong> de\u011feri negatif oldu\u011fu i\u00e7in uzun vadeli k\u00e2r elde etmek zordur. <strong>Tenis<\/strong> ve <strong>Hentbol<\/strong> ise daha d\u00fc\u015f\u00fck marj ve nispeten daha y\u00fcksek EV sunar. Bahiscom, <strong>%8 bonus<\/strong> ve <strong>%15 geri \u00f6deme<\/strong> kampanyalar\u0131yla bu negatif EV\u2019yi telafi etmeye \u00e7al\u0131\u015f\u0131r; ancak oyuncular\u0131n <strong>marj fark\u0131ndal\u0131\u011f\u0131n\u0131<\/strong> g\u00f6z ard\u0131 etmemesi gerekir.<\/p>\n<p><strong>EV Hesaplamas\u0131 \u00d6rne\u011fi<\/strong>:<\/p>\n<ul>\n<li>Ma\u00e7: Galatasaray vs Fenerbah\u00e7e<\/li>\n<li>Oran (Galatasaray galibiyeti): 2.20<\/li>\n<li>Ger\u00e7ek olas\u0131l\u0131k (istatistiksel analiz): %45<\/li>\n<\/ul>\n<p>[<br \/>\nEV = (2.20 \\times 0.45) &#8211; 1 = 0.99 &#8211; 1 = -0.01<br \/>\n]<\/p>\n<p>Bu \u00f6rnek, <strong>%1 negatif EV<\/strong> g\u00f6sterir; bu da uzun vadede k\u00fc\u00e7\u00fck bir zarar anlam\u0131na gelir. Dolay\u0131s\u0131yla, <strong>%5 bonus<\/strong> gibi ek avantajlarla bu negatifli\u011fi s\u0131f\u0131ra indirmek gerekir.<\/p>\n<p>Marj fark\u0131ndal\u0131\u011f\u0131n\u0131 art\u0131rmak i\u00e7in \u00f6neriler:<\/p>\n<ol>\n<li><strong>Oran Kar\u015f\u0131la\u015ft\u0131rmas\u0131<\/strong> \u2013 Farkl\u0131 sitelerde ayn\u0131 ma\u00e7\u0131n oranlar\u0131n\u0131 kontrol edin, %0.10 fark bile uzun vadede etkili olur.<\/li>\n<li><strong>Bonus ve Promosyonlar\u0131 Dikkate Al<\/strong> \u2013 Ho\u015f geldin bonusu, geri \u00f6deme garantileri EV\u2019yi olumlu y\u00f6nde de\u011fi\u015ftirebilir.<\/li>\n<li><strong>Olas\u0131l\u0131k Analizini G\u00fcncel Tut<\/strong> \u2013 Tak\u0131m formu, sakatl\u0131k raporlar\u0131 ve hava \u015fartlar\u0131 gibi fakt\u00f6rleri s\u00fcrekli g\u00fcncelleyin.<\/li>\n<\/ol>\n<p>Bu stratejiler, Bahiscom\u2019da <strong>d\u00fc\u015f\u00fck marjl\u0131<\/strong> ve <strong>pozitif EV<\/strong> sa\u011flayan f\u0131rsatlar\u0131 bulmak i\u00e7in kritik \u00f6neme sahiptir.<\/p>\n<h2 id=\"g\u00fcnl\u00fck-limit-ve-duygusal-kontrol\">G\u00fcnl\u00fck Limit ve Duygusal Kontrol<\/h2>\n<p>Bahis\u00e7ilerin en b\u00fcy\u00fck d\u00fc\u015fmanlar\u0131ndan biri <strong>duygusal karar<\/strong>d\u0131r. Kay\u0131plar sonras\u0131 \u201ckay\u0131plar\u0131 telafi etmek\u201d amac\u0131yla yap\u0131lan <strong>panik bahisleri<\/strong>, banka bakiyesini h\u0131zla eritebilir. Bahiscom, <strong>g\u00fcnl\u00fck limit<\/strong> uygulamalar\u0131yla oyuncular\u0131n kendilerini korumas\u0131na yard\u0131mc\u0131 olur.<\/p>\n<p>G\u00fcnl\u00fck limit iki ana ba\u015fl\u0131k alt\u0131nda toplan\u0131r:<\/p>\n<ul>\n<li><strong>Miktar Limiti<\/strong> \u2013 G\u00fcn i\u00e7inde yat\u0131r\u0131labilecek maksimum para tutar\u0131. Bahiscom\u2019da bu limit <strong>5.000 TL<\/strong>\u2019dir, ancak VIP \u00fcyeler i\u00e7in <strong>10.000 TL<\/strong>\u2019ye kadar y\u00fckseltilebilir.<\/li>\n<li><strong>Kay\u0131p Limiti<\/strong> \u2013 Bir g\u00fcn i\u00e7inde toplam kay\u0131p tutar\u0131. Standart kullan\u0131c\u0131lar i\u00e7in <strong>%30<\/strong> banka bakiyesi, VIP \u00fcyeler i\u00e7in ise <strong>%50<\/strong> olarak belirlenir.<\/li>\n<\/ul>\n<p>Bu limitler, <strong>otomatik kapan\u0131\u015f<\/strong> mekanizmas\u0131yla \u00e7al\u0131\u015f\u0131r; limit a\u015f\u0131ld\u0131\u011f\u0131nda sistem otomatik olarak bahis giri\u015fini durdurur. Bu, oyuncunun <strong>\u201ckay\u0131p takibi\u201d<\/strong> yapmas\u0131n\u0131 ve so\u011fukkanl\u0131 bir de\u011ferlendirme yapmas\u0131n\u0131 sa\u011flar.<\/p>\n<p><strong>Duygusal kontrol<\/strong> ise psikolojik bir disiplin gerektirir. A\u015fa\u011f\u0131daki ad\u0131mlar, duygusal etkileri azaltmaya y\u00f6neliktir:<\/p>\n<ul>\n<li><strong>Kay\u0131p G\u00fcnl\u00fc\u011f\u00fc Tut<\/strong> \u2013 Her kayb\u0131, nedeni ve duygusal durumla birlikte kaydedin.<\/li>\n<li><strong>Mola Ver<\/strong> \u2013 30\u201145 dakikal\u0131k aralarla, karar yorgunlu\u011funu \u00f6nleyin.<\/li>\n<li><strong>Banka Y\u00f6netimi<\/strong> \u2013 Beton bir %2\u2011%5\u2019lik sabit yat\u0131r\u0131m oran\u0131 se\u00e7in; bu, b\u00fcy\u00fck dalgalanmalardan korunman\u0131z\u0131 sa\u011flar.<\/li>\n<li><strong>Sosyal Destek<\/strong> \u2013 Bahis forumlar\u0131nda deneyim payla\u015f\u0131m\u0131, yaln\u0131z kalma hissini azalt\u0131r.<\/li>\n<li><strong>Profesy\u00f6nel Yard\u0131m<\/strong> \u2013 \u015eiddetli kumar ba\u011f\u0131ml\u0131l\u0131\u011f\u0131 belirtileri varsa, psikolog ya da ba\u011f\u0131ml\u0131l\u0131k dan\u0131\u015fman\u0131na ba\u015fvurun.<\/li>\n<\/ul>\n<p>Bahiscom, <strong>\u201cKontrol Paneli\u201d<\/strong> adl\u0131 bir aray\u00fczle kullan\u0131c\u0131lar\u0131n g\u00fcnl\u00fck limitlerini izlemelerini, limit y\u00fckseltme taleplerini ve ge\u00e7mi\u015f limit ihlallerini g\u00f6rmelerini sa\u011flar. Kullan\u0131c\u0131lar, <strong>Limit Uyar\u0131<\/strong> bildirimleri alarak, riski \u00f6nceden fark eder ve gerekti\u011finde bahislerini durdurur.<\/p>\n<h2 id=\"\u00f6\u011frenme-d\u00f6ng\u00fcs\u00fc-i\u00e7in-kupon-g\u00fcnl\u00fc\u011f\u00fc-bahiscom\">\u00d6\u011frenme D\u00f6ng\u00fcs\u00fc \u0130\u00e7in Kupon G\u00fcnl\u00fc\u011f\u00fc Bahiscom<\/h2>\n<p>Ba\u015far\u0131l\u0131 bir bahis stratejisi, <strong>s\u00fcrekli \u00f6\u011frenme ve adaptasyon<\/strong> \u00fczerine kurulur. Kupon g\u00fcnl\u00fc\u011f\u00fc, bu \u00f6\u011frenme d\u00f6ng\u00fcs\u00fcn\u00fcn en temel arac\u0131d\u0131r. Bahiscom, <strong>\u201cKupon Defteri\u201d<\/strong> \u00f6zelli\u011fiyle oyunculara her bahis sonras\u0131 detayl\u0131 bir rapor sunar.<\/p>\n<p>Kupon g\u00fcnl\u00fc\u011f\u00fc \u00fc\u00e7 a\u015famadan olu\u015fur:<\/p>\n<ol>\n<li><strong>Giri\u015f (Pre\u2011Bet)<\/strong> \u2013 Kupon olu\u015fturulmadan \u00f6nce analiz edilen istatistikler, beklenen oran ve risk de\u011ferlendirmesi kaydedilir.<\/li>\n<li><strong>Ger\u00e7ekle\u015fme (In\u2011Play\/Result)<\/strong> \u2013 Ma\u00e7 canl\u0131 iken olu\u015fan de\u011fi\u015fiklikler, oran dalgalanmalar\u0131 ve anl\u0131k kararlar burada not edilir.<\/li>\n<li><strong>De\u011ferlendirme (Post\u2011Bet)<\/strong> \u2013 Sonu\u00e7, k\u00e2r\/zarar, EV hesaplamas\u0131 ve stratejik \u00e7\u0131kar\u0131mlar bu b\u00f6l\u00fcmde yer al\u0131r.<\/li>\n<\/ol>\n<p>A\u015fa\u011f\u0131daki \u00f6rnek tablo, bir <strong>haftal\u0131k kupon g\u00fcnl\u00fc\u011f\u00fc<\/strong> format\u0131n\u0131 g\u00f6sterir. Bu tablo, <strong>Metin A\u00e7\u0131klama<\/strong> b\u00f6l\u00fcm\u00fcyle birlikte okunmal\u0131d\u0131r; uzun a\u00e7\u0131klamalar, karar\u0131n arkas\u0131ndaki mant\u0131\u011f\u0131 a\u00e7\u0131klar.<\/p>\n<table>\n<thead>\n<tr>\n<th>Tarih<\/th>\n<th>Ma\u00e7<\/th>\n<th>Kupon Tipi<\/th>\n<th>Oran<\/th>\n<th>Yat\u0131r\u0131m (TL)<\/th>\n<th>Sonu\u00e7<\/th>\n<th>K\u00e2r\/Zarar (TL)<\/th>\n<th>EV<\/th>\n<th>A\u00e7\u0131klama<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>02.02.2024<\/td>\n<td>Galatasaray &#8211; Antalyaspor<\/td>\n<td>Tekli<\/td>\n<td>1.85<\/td>\n<td>100<\/td>\n<td>Kazand\u0131<\/td>\n<td>+85<\/td>\n<td>-0.015<\/td>\n<td>Galatasaray ev sahibi avantaj\u0131, son 5 ma\u00e7ta 4 galibiyet.<\/td>\n<\/tr>\n<tr>\n<td>03.02.2024<\/td>\n<td>Be\u015fikta\u015f &#8211; Fenerbah\u00e7e<\/td>\n<td>Kombine (2)<\/td>\n<td>6.20<\/td>\n<td>200<\/td>\n<td>Kaybedildi<\/td>\n<td>-200<\/td>\n<td>-0.018<\/td>\n<td>\u0130ki ma\u00e7ta birinci yar\u0131 skorlar\u0131 beklenmedik.<\/td>\n<\/tr>\n<tr>\n<td>04.02.2024<\/td>\n<td>Ba\u015fak\u015fehir &#8211; Konyaspor<\/td>\n<td>Sistem 3\/4<\/td>\n<td>2.40<\/td>\n<td>120<\/td>\n<td>Kazand\u0131<\/td>\n<td>+360<\/td>\n<td>+0.022<\/td>\n<td>3 do\u011fru tahmin, sistem devreye girdi.<\/td>\n<\/tr>\n<tr>\n<td>05.02.2024<\/td>\n<td>Real Madrid &#8211; Barcelona<\/td>\n<td>Alternatif (Handikap -1)<\/td>\n<td>2.10<\/td>\n<td>150<\/td>\n<td>Kazand\u0131<\/td>\n<td>+165<\/td>\n<td>+0.005<\/td>\n<td>Handikapla y\u00fcksek risk, ancak favori bask\u0131n.<\/td>\n<\/tr>\n<tr>\n<td>06.02.2024<\/td>\n<td>Napoli &#8211; Juventus<\/td>\n<td>Canl\u0131 (Over 2.5)<\/td>\n<td>1.78<\/td>\n<td>80<\/td>\n<td>Kaybedildi<\/td>\n<td>-80<\/td>\n<td>-0.009<\/td>\n<td>Ma\u00e7 1\u20110 bitti, gol beklentisi ger\u00e7ekle\u015fmedi.<\/td>\n<\/tr>\n<tr>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<td>\u2026<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu tablo, <strong>\u201cK\u00e2r\/Zarar\u201d<\/strong>, <strong>\u201cEV\u201d<\/strong> ve <strong>\u201cA\u00e7\u0131klama\u201d<\/strong> b\u00f6l\u00fcmlerinin birlikte kullan\u0131lmas\u0131n\u0131n \u00f6nemini vurgular. <strong>EV<\/strong> de\u011ferinin negatif oldu\u011fu bir kupon, uzun vadede yeniden g\u00f6zden ge\u00e7irilmelidir. <strong>A\u00e7\u0131klama<\/strong> k\u0131sm\u0131, gelecekte ayn\u0131 hatay\u0131 tekrarlamamak i\u00e7in kritik bir referans kayna\u011f\u0131d\u0131r.<\/p>\n<p><strong>Kupon g\u00fcnl\u00fc\u011f\u00fcn\u00fcn faydalar\u0131<\/strong> \u015fu \u015fekilde s\u0131ralanabilir:<\/p>\n<ul>\n<li><strong>Performans \u0130zleme<\/strong> \u2013 K\u00e2r\/zarar trendlerini g\u00f6rsel olarak izleyebilirsiniz.<\/li>\n<li><strong>Strateji Geli\u015ftirme<\/strong> \u2013 Hangi kupon tipinin daha karl\u0131 oldu\u011funu belirleyerek stratejinizi \u015fekillendirebilirsiniz.<\/li>\n<li><strong>Risk Kontrol\u00fc<\/strong> \u2013 Negatif EV kuponlar\u0131n\u0131 tespit edip, bunlar\u0131 azaltabilirsiniz.<\/li>\n<li><strong>Zaman Y\u00f6netimi<\/strong> \u2013 Hangi saat dilimlerinde daha ba\u015far\u0131l\u0131 oldu\u011funuzu g\u00f6rebilir, zaman dilimini optimize edebilirsiniz.<\/li>\n<\/ul>\n<p>Bahiscom\u2019un <strong>\u201cAk\u0131ll\u0131 Analiz\u201d<\/strong> mod\u00fcl\u00fc, bu g\u00fcnl\u00fc\u011f\u00fc otomatik olarak <strong>grafik<\/strong> ve <strong>istatistik<\/strong> olarak sunar. Kullan\u0131c\u0131lar, <strong>\u201cHaftal\u0131k \u00d6zet\u201d<\/strong> raporunu e\u2011posta ile alabilir ve kendi <strong>b\u00fct\u00e7e planlamas\u0131n\u0131<\/strong> buna g\u00f6re yeniden d\u00fczenleyebilir.<\/p>\n<p>Son olarak, <strong>\u00f6\u011frenme d\u00f6ng\u00fcs\u00fc<\/strong> yaln\u0131zca veriye dayal\u0131 bir s\u00fcre\u00e7tir. Kupon g\u00fcnl\u00fc\u011f\u00fcn\u00fcn tutarl\u0131 bir \u015fekilde doldurulmas\u0131, <em>\u201cdeneme\u2011yan\u0131lma\u201d<\/em> metodolojisinin sistematik h\u00e2le gelmesini sa\u011flar. Bahiscom, <strong>veri g\u00fcvenli\u011fi<\/strong> ve <strong>gizlilik<\/strong> politikalar\u0131yla bu s\u00fcrecin g\u00fcvenli bir platformda ger\u00e7ekle\u015fmesini temin eder.<\/p>\n<p><strong>Not:<\/strong> Bu metin, <strong>Bahiscom<\/strong> ve di\u011fer T\u00fcrkiye\u2019de faaliyet g\u00f6steren g\u00fcvenilir bahis siteleri \u00fczerinden al\u0131nan g\u00fcncel bilgilerle haz\u0131rlanm\u0131\u015ft\u0131r. Okuyucular, yerel yasal d\u00fczenlemeler do\u011frultusunda sorumlu bahis prati\u011fi benimsemelidir.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Tekli Ba\u015flang\u0131\u00e7 ve Performans Takibi Kombinede Korelasyonu Azaltma Bahis com Sistem Bahsi ile Esneklik Beraberlik ve Alternatif Sonu\u00e7lar\u0131n Rol\u00fc Ma\u00e7 \u00d6n\u00fc \u2013 Canl\u0131 Ge\u00e7i\u015f E\u015fikleri<span class=\"excerpt-hellip\"> [\u2026]<\/span><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-4474","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/onnuree.org\/en\/wp-json\/wp\/v2\/posts\/4474","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/onnuree.org\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/onnuree.org\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/onnuree.org\/en\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/onnuree.org\/en\/wp-json\/wp\/v2\/comments?post=4474"}],"version-history":[{"count":1,"href":"https:\/\/onnuree.org\/en\/wp-json\/wp\/v2\/posts\/4474\/revisions"}],"predecessor-version":[{"id":4475,"href":"https:\/\/onnuree.org\/en\/wp-json\/wp\/v2\/posts\/4474\/revisions\/4475"}],"wp:attachment":[{"href":"https:\/\/onnuree.org\/en\/wp-json\/wp\/v2\/media?parent=4474"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/onnuree.org\/en\/wp-json\/wp\/v2\/categories?post=4474"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/onnuree.org\/en\/wp-json\/wp\/v2\/tags?post=4474"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}