Konyaspor - Beşiktaş İddaa Tahmini (14 Ocak 2023)
Spor Toto Süper Lig'in 19. haftasında oynanacak Konyaspor - Beşiktaş maçının iddaa tahminlerini hazırladık.
Konyaspor ile Beşiktaş, Spor Toto Süper Lig'in 19. haftasında karşı karşıya gelecek.
Bu maç öncesinde maç hakkında öne çıkan istatistikleri ve yorumcuların iddaa tahminlerini derledik.
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)
İddaa Oranları
- Maç Sonucu 1: 2.39
- Maç Sonucu X: 3.03
- Maç Sonucu 2: 2.21
Maç Önü Notları
- Beşiktaş'ı konuk ettiği son iki Süper Lig maçını kazanan Konyaspor, daha önceki 19 iç saha karşılaşmasında aldığı galibiyet sayısını geride bırakmak istiyor (2G 10B 7M).
- Konyaspor ile oynadığı son 14 Süper Lig maçının sadece üçünü kaybeden Beşiktaş (7G 4B), bu mağlubiyetlerin tamamını deplasmanda aldı.
- Evinde oynadığı son dört Süper Lig maçını kazanamayan Konyaspor (3B 1M), İlhan Palut yönetimindeki en uzun serisini yaşıyor. Yeşil-beyazlılar, iç sahada daha uzun bir galibiyet hasretini en son Ekim 2019-Şubat 2020 arasındaki dokuz karşılaşmalık süreçte tecrübe etti.
- Süper Lig'de Şenol Güneş yönetiminde çıktığı son dört deplasman maçını kazanamayan Beşiktaş (2022/23'te 1B 1M & 2018/19'da 2M), deneyimli çalıştırıcı ile en fazla beş karşılaşmalık galibiyet hasreti yaşadı (Eylül-Kasım 2018 arasında).
- Süper Lig'de oynadığı son dokuz maçın sadece birini kazanabilen ve bu karşılaşmaların tamamında gol yiyen Konyaspor (7B 1M), sezonun ilk sekiz haftasında 17 puan toplamış (5G 2B 1M) ve yedi gole kapama yapmıştı.
- Süper Lig'deki son iki maçını kazanan Beşiktaş, daha önceki dokuz karşılaşmada aldığı galibiyet sayısını geride bırakmak istiyor (2G 4B 3M). Siyah-beyazlılar eylül ayından bu yana üst üste üç lig maçını kayıpsız geçemedi.
- Bu sezon Süper Lig'de rakiplerine en az net gol pozisyonu veren takım Konyaspor (18) ancak yeşil-beyazlılar yediği 16 golün yarısını bu şekilde kalesinde gördü (8). Bu süreçte kalesine en az isabetli şut gelen ekip olan Beşiktaş (43), bu şutların B'sinde gol yedi (18/43) ve en yüksek yüzdenin sahibi.
- Süper Lig'deki son maçında Fatih Karagümrük'e üç kafa golü atan Konyaspor forveti Mame Diouf, Opta'nin bu alanda detaylı analize başladığı 2010/11'den bu yana bu şekilde hat-trick yapan ilk isim oldu. Lige geldiği 2020/21'den bu yana en fazla kafa golü atan oyuncu konumundaki Senegalli forvet (16), bu alanda kendisine en yakın oyuncunun sayısını ikiye katladı (8, Muhammet Demir).
- Görev yaptığı son Süper Lig maçında Fatih Karagümrük kalesine altı isabetli şut çeken Mame Diouf, bu sezon bir karşılaşmada en yüksek sayıya ulaşan oyuncu oldu. Senegalli forvet, Opta'nın bu alanda detaylı analize başladığı 2014/15'ten bu yana Konyaspor formasıyla en yüksek sayıyı yakalayan isim olmayı başardı.
- Beşiktaş'ın Süper Lig'de attığı son 12 golün yarısına doğrudan katkı sağlayan Cenk Tosun'un (5 gol & 1 asist), en üst lig kariyerinde filelerini en fazla havalandırdığı üç rakibinden biri Konyaspor (7; Bursaspor ve Trabzonspor ile eşit).
İddaa Tahminleri
Senih Yurga - Nesine: Maç Sonucu X
"Beşiktaş'ın golcü ismi Weghorst, Manchester United'a transfer oldu. Golcü oyuncu 2-1 kazanılan Kasımpaşa maçında gol atarak taraftarlara veda etmişti. Konyaspor Süper Lig'de oynadığı son 3 karşılaşmadan da sahadan beraberlikle ayrıldı. Son olarak Karagümrük karşısında 3-3'lük beraberlikle evlerine 1 puanla döndüler. Beşiktaş zirve yarışında puan kaybetmemek, Konyaspor ise artık kazanmak istiyor. Gollü beraberlik çıkabilir."
Ümit Güven - Maçkolik: Karşılıklı Gol Var
"Konyaspor, ligde Galatasaray'dan sonra kalesinde en az gol gören takım. Oyunun kontrolünü elinde tutmayı seven yeşil beyazlılar, son haftalarda golcü kimliğiyle ön plana çıkıyor. Beşiktaş'a gelince, Weghorst'un takımdan ayrılmasıyla forvet hattında ciddi bir eksiklik oluştu. Maça kısa bir süre kala Teknik adam Şenol Güneş'in Muleka'yı bu bölgeye adapte etmesi bekleniyor. Golcü iki takımın mücadelesinde kazanmak isteyen iki takımdan da gol gelecektir."
Recep Özerin - Maçkolik: Maç Sonucu X
"Konyaspor yedi maçtır kaybetmiyor ancak bu karşılaşmaların altısı berabere bitti. Bu sezon genelinde de ligin en fazla berabere kalan takımı konumundalar. Savunma hatlarının sezon başına oranla ciddi anlamda sallanması ise önemli bir soru işareti. Konuk Beşiktaş, Şenol Güneş göreve geldikten sonra hafif bir kıpırdanma belirtisi gösterdi ancak deplasman performansları vasatı aşamadı. Wout Weghorst'un ayrılışı sonrası hücumda güç kaybı yaşayacaklardır. Beraberliğin ön planda olduğu bir 90 dakika bizi bekliyor."
KAYNAK: Maç önü notları ve iddaa tahminleri Maçkolik'ten alınmıştır.
Bununla da ilgilenebilirsiniz: