Tottenham - Chelsea İddia Tahmini(26 Şubat 2023)
İngiltere Premier Lig'in 24. haftasında oynanacak Tottenham - Chelsea maçının iddaa tahminlerini hazırladık.
Tottenham ile Chelsea, İngiltere Premier Lig'in 24. haftasında karşı karşıya gelecek.
Bu maç öncesinde maç hakkında öne çıkan istatistikleri ve yorumcuların iddaa tahminlerini derledik.
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)
İddaa Oranları
1. Maç Sonucu 1: 2.48
2. Maç Sonucu X: 2.87
3. Maç Sonucu 2: 2.23
Maç Önü Notları
- Yeni stadında Chelsea'yi konuk ettiği üç Premier Lig maçını gol atamadan kaybeden Tottenham, daha önceki 13 karşılaşmada sadece iki yenilgi almıştı (6G 5B).
- Tottenham'a konuk olduğu son üç lig maçını kazanan Chelsea, bu deplasmanda üst üste dört galibiyet almayı başaran üçüncü takım olmak istiyor (diğerleri Manchester United ve Arsenal).
- Evinde oynadığı son iki Premier Lig maçını gol yemeden kazanan Tottenham, Nisan 2019'dan bu yana bu şekilde üst üste üç galibiyet alamıyor.
- Bu sezon Chelsea ile oynadıkları Premier Lig maçında birer gol atan Harry Kane ve Pierre-Emile Hojbjerg (2-2), Gary Lineker'den (1990/91) bu yana aynı sezondaki iki derbide de fileleri havalandıran ilk Tottenham oyuncuları olabilir.
- Bu sezon Premier Lig'de top taşımalar sonrası Dejan Kulusevski'den (4) daha fazla asist yapan tek oyuncu Kevin De Bruyne (5).
İddaa Tahminleri
Erke Tümer - Nesine
Tottenham, geçtiğimiz hafta sonu Londra derbisinde West Ham karşısında 2-0 kazandı. Sakatlıkları devam eden, Bentancur, Lloris, Sessegnon ve Bissouma’nın kadroda olmayacağı karşılaşmada geçen hafta ilk 11’de görev alan Skipp, Ben Davies ve Richarlison’un yine 11’de görebiliriz. Chelsea cephesinde ise sakatlar kervanına Cesar Azpilicueta’da katıldı. İdeal kardosunu bulmakta zorlanan Graham Potter son on dört maçta sadece iki galibiyet alabildi. Üzerinde ciddi bir baskı bulunan Graham Potter, kariyerideki dört Spus karşılaşmasını da kaybetti. İşlerin iyi gitmediği Chelsea cephesinde morallenmek için bu derbiden üç puanla ayrılmak çok önemli. Savunma futbolunun ön plana çıkmasını beklediğim bu karşılaşmada 2.5 alt tercihini sizlere öneriyorum.
Emre Çakır - Mackolik
West Ham galibiyetiyle ilk dörde tekrardan adını yazdıran Tottenham, 10. sıradan yukarıya çıkamayan Chelsea'yi konuk ediyor. Kısıtlı kadroya rağmen şu ana kadar iyi bir performans sergilediklerini söyleyebiliriz. Lloris'in form durumu takımın performansını büyük ölçüde etkiliyor. Yüksek bir takım oyunu gücünden ziyade isim performanslarıyla bir yaratıcılık sağlayabiliyorlar. Chelsea, Ocak ve Şubat aylarında 4 gol atabilirken sadece 1 galibiyet alabildi. Graham Potter için zorlu bir süreç olsa da yönetimin hocayı desteklediği konuşuluyor. Oyuncu kontaklarını ve saha dizilimini hala oturtabilmiş değiller. Çok sayıda transfer yapılan kadronun güçlü bölgesini söylemek hala çok zor. Bu karşılaşmada iki takımın da birbirini tartmasını bekliyorum. 2.5 gol barajının aşılmaması sürpriz olmaz.
Oğuzhan Genç - Mackolik
Tottenham, West Ham'ı da yenerek evinde üst üste 2. galibiyetini aldı. Son 4 haftada ise 3 kez kazanarak Newcastle'ın da kayıplarını değerlendirerek ilk 4 içine girdiler. Chelsea ise kötü gidiş durdurulamıyor. Sonuncu Southampton'a da evlerinde kaybettiler. Son 4 maçta kazanamadıkları gibi sadece 1 gol atabildiler. Deplasmanda da ekim ayından bu yana kazanamıyorlar. (4B-3M) Onlar açısından kritik bir maç ama Tottenham evinde Manchester City ve West Ham'ı gol yemeden devirerek iyi bir hava yakaladı. Ev sahibi galibiyeti denenebilir.
KAYNAK: Maç önü notları ve iddaa tahminleri Maçkolik'ten alınmıştır.
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Tottenham - Chelsea Maçı Ne Zaman, Saat Kaçta, Hangi Kanalda?