Ruling Frozen city and double colourless

Kyoushiro44

Aspiring Trainer
Member
I have seen many people ask this but in all threads i saw both opposite answers have been given so i thought i'd just make this sure once and for all.
If you attach a double colourless energy while frozen city is in play, does it add 4 damage counters or only 2?

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 double colourless.jpg Frozen city.jpg
 
Only two. Frozen City checks for the number of times that you attach an Energy. Even though Double Colorless Energy provides two Energy, you're only attaching it once so Frozen City only triggers once.
 
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