Digits #8 (15/15⭐)
98 (98) ![]()
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183 (183) ![]()
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224 (224) ![]()
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318 (318) ![]()
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426 (426) ![]()
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Digits #8 (15/15⭐)
98 (98) ![]()
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183 (183) ![]()
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224 (224) ![]()
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318 (318) ![]()
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426 (426) ![]()
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Digits #8 ![]()
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15/15
(19 operations)
(Okay, that’s weird on the “Share” button… but I think I like this better. Maybe.)
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Digits #8 ![]()
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15/15
(19 operations)
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Digits #9 ![]()
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15/15
(22 operations)
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Digits #9 ![]()
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15/15
(20 operations)
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Digits #9 ![]()
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15/15
(25 operations)
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Digits #9 ![]()
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15/15
(20 operations)
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Digits #9 ![]()
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15/15
(20 operations)
I didn’t read the rules, took me a second to realize I wasn’t required to use all six numbers, lol.
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Digits #9 ![]()
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15/15
(22 operations)
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Digits #10 ![]()
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15/15
(16 operations)
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Digits #10 ![]()
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15/15
(14 operations)
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Digits #10 ![]()
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15/15
(25 operations)
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Digits #10 ![]()
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15/15
(14 operations)
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Digits #10 ![]()
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15/15
(14 operations)
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Digits #10 ![]()
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15/15
(13 operations)
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Digits #10 ![]()
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15/15
(14 operations)
what am I missing? Five equations, six numbers – how are you doing this in less than 25 operations?
oh, crap, just saw this. Wow, that seems easier, I solved all using all the numbers
It saves time. Which you can use to see how to solve it using the fewest possible numbers.