python12问题
data:image/png;base64,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朋友们，问一下这个题，不是new = old 相当于左边等于右边吗，为什么old改变后，new没变呢，555不理解。变量只是对内存数据的引用
>>> old=
>>> id(old)
2006505409416
>>> new=old
>>> id(new)
2006505409416
>>> old=
>>> id(new)
2006505409416
>>> id(old)
2006505363080
>>> new = old 正確來說不是左邊等於右邊，而是左邊指向和右邊相同的對象
比如：
小明 住在 火星
小黑 搬去和小明住在同一個地方（你知道就是火星）
小明搬家了
請問小黑現在住哪裡？答案就是火星咯
往往初學者會認為 A = B 表示左邊變成右邊值，因為這樣比較容易理解，但是真正是指向同樣對象，Python 所有東西都是對象
如果你改變對象值，就會明顯發現當中原理了，如下：
old = # old 的對象是
new = old # 指向同個對象
old.append("banana") # old 對象改變值
print(new) # 因為 new 指向同樣對象，所以 new 一樣改變
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