İşe Bağlılık :
-İşimizi en doğru şekilde, hakkıyla ve gönülden sahiplenerek yaparız
-Net sözler verir, verdiğimiz sözleri mutlaka yerine getiririz, sonuçlarını bildiririz.
-Kendimizi ve çalışma arkadaşlarımızı devamlı geliştiririz.
-Tüm ilişkilerimizde dürüst, şeffaf ve tutarlı davranır, bu sayede güvene dayalı uzun vadeli ilişkiler kurarız.
Ekip olmak
-Müşterimiz ile “Ekip” oluruz. Çalışmalarımız esnasında müşterilerimizin kendi ekibi gibi çalışırız.
-Müşterilerimizle birbirimize güvenir, birbirimizin uzmanlığına saygı gösteririz.
Yaratıcılık
-Bir işin nasıl yapılamayacağını değil, yeni yaklaşımlar geliştirerek nasıl yapılabileceğini düşünür ve çözüm üretiriz.
-Standart çözümlerin farklı ihtiyaçları karşılayamadığı durumlarda geçmiş deneyimlerimizden, ilişkilerimizden ve teknolojiden yararlanarak
ihtiyaca en uygun çözümleri hızla üretiriz.
-Müşterilerimizin ve birbirimizin hayatını kolaylaştırmak için yeni fikirler geliştirir ve bu fikirleri hayata geçirmek için harekete geçeriz.
Doğruluk
-Doğruluğuna inandığımız konuları rasyonel bir şekilde sonuna kadar savunur, hayata geçirmek için yapıcı bir şekilde çalışırız.
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)