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Python Dili Soru & Cevap
Pythonda shuffle komutuyla dizideki elemanları random karıştırıyor peki bu diziyi karıştırdıktan sonra eski haline getirebilir miyiz 
Örn:
Dizi: 1,2,3,4,5 elemanları var karıştırınca dizi 
Dizi:3,2,5,4,1 oluyor 

Bu 1. Karıştırma metodu olsun ve sıralama hep bu şekilde olsun
2. Karıştırma sırası da 
Dizi:5.3.2.4.1 olsun 
Dilediğim karıştırmayı kullana bileyim ve eski haline de 
Dizi:1,2,3,4,5 şekline getirebileyim.
Yada daha basit bir şekilde 
Karıştırma1 ve karıştırma2 diye değişken oluşturup karıştırıp,çözüm1,çözüm2 diye değişkenler ilede eski haline çevirecek bir random nasıl yapabilirim.
Ara
Cevapla
Dizinin eski hali alfabetik sıralanmış veya elemanlar sayılardan oluşmuşsa ve sayılar da küçükten büyüğe doğru sıralı ise karıştırsan bile sort methodu ile tekrar önceki haline dönüştürebilirsin.
Onun dışında dizinin orijinal halini başka bir dizi şeklinde kaydeder karışıtırılan diziyi de başka bir dizi olarak kaydedersen ilk diziye hala sahip olmuş olursun.
Ara
Cevapla
Merhaba

Spyder'da input komutu ile ekrana bir şey yazdıramıyorum. Console ekranında herhangi bir akış olmuyor. Neyi kaçırıyorum acaba, yarımcı olur musunz ?


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[/img]
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Python’la makro yapmaya çalışıyorum fotoğraftaki puzzle’ı oynatmak istiyorum takıldığım yer işe yaramayan parça geldiğinde boş bir yere tıklayıp yeni parça seçmesi ve her yapboz bittiğinde bunu farkedip bu olayın sıfırlanması


Ek Dosyalar Ekran Görüntüleri
   
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{lang: 'en'}


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