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Digits #16 ![]()
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15/15
(13 operations)
ETA: I figured out how to get it in 12.
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Digits #16 ![]()
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15/15
(12 operations)
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Digits #16 ![]()
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15/15
(13 operations)
ETA: I figured out how to get it in 12.
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Digits #16 ![]()
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15/15
(12 operations)
I see it now. Always so obvious in retrospect ![]()
Yep, 5 was straightforward, but it’s easy to miss the those ones when you are used to looking for something more complicated.
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Digits #16 ![]()
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15/15
(14 operations)
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Digits #16 ![]()
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15/15
(17 operations)
Digits #16 (15/15⭐) (15 operations)
Digits #16 (15/15⭐) (16 operations)
Digits #16 (15/15⭐)
89 (89) ![]()
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136 (136) ![]()
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251 (251) ![]()
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315 (315) ![]()
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495 (495) ![]()
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Huh - back to showing the operations again. Weird. ![]()
Digits #17 (15/15⭐)
81 (81) ![]()
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106 (106) ![]()
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238 (238) ![]()
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384 (384) ![]()
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413 (413) ![]()
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Digits #17 (15/15⭐)
81 (81) ![]()
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106 (106) ![]()
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238 (238) ![]()
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384 (384) ![]()
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413 (413) ![]()
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Digits #17 (15/15⭐)
81 (81) ![]()
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106 (106) ![]()
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238 (238) ![]()
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384 (384) ![]()
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413 (413) ![]()
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Digits #17 (15/15⭐)
81 (81) ![]()
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106 (106) ![]()
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238 (238) ![]()
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384 (384) ![]()
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413 (413) ![]()
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Digits #17 (15/15⭐)
81 (81) ![]()
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106 (106) ![]()
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238 (238) ![]()
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384 (384) ![]()
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413 (413) ![]()
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Digits #17 (15/15⭐)
81 (81) ![]()
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106 (106) ![]()
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238 (238) ![]()
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384 (384) ![]()
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413 (413) ![]()
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Digits #18 (15/15⭐)
77 (77) ![]()
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175 (175) ![]()
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287 (287) ![]()
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396 (396) ![]()
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414 (414) ![]()
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Digits #18 (15/15⭐)
77 (77) ![]()
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175 (175) ![]()
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287 (287) ![]()
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396 (396) ![]()
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414 (414) ![]()
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Digits #18 (15/15⭐)
77 (77) ![]()
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175 (175) ![]()
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287 (287) ![]()
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396 (396) ![]()
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414 (414) ![]()
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Digits #18 (15/15⭐)
77 (77) ![]()
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175 (175) ![]()
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287 (287) ![]()
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396 (396) ![]()
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414 (414) ![]()
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Digits #18 (15/15⭐)
77 (77) ![]()
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175 (175) ![]()
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287 (287) ![]()
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396 (396) ![]()
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414 (414) ![]()
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