${DynamicText("About this genre (loading...)")}

## [Binary Runs] Puzzles

### @hutthutthutt
W=5x5&L=(0)5(1)4(0)6(1)4&G=binary-runs&A=hutthutthutt&D=2024-08-05&F=2
W=5x5&L=(0)4(0)3(0)2(1)6(1)2(1)3&G=binary-runs&A=hutthutthutt&D=2024-08-05&F=1
W=7x7&L=(1)14(1)7(1)2(0)2(0)2(0)2(0)5(1)9&G=binary-runs&A=hutthutthutt&D=2024-08-05&F=3

### @PinkHoodie
W=6x5&L=(1)3(1)2(0)1(0)9x3(1)4x2&LF=(1)7(0)1(0)1(1)2(1)3(1)2(1)3(1)1(1)5(1)1(0)1&G=binary-runs&A=PinkHoodie&D=2024-09-09&F=2&T=R01NS
W=16x6&L=(1)15(1)3(1)1(1)3(0)6(0)1(0)16(1)6(1)5(0)6(0)2(0)3(1)3(1)4(0)21&LF=(0)10(1)1(0)2(0)1(0)2(0)4(1)5(0)1(1)1(0)5(0)1(1)1(0)1(1)1(1)1(0)1(1)3(0)3(1)2(0)1(0)3(1)3(1)4(0)1(1)2(1)1(1)4(1)3(0)8(1)1(0)4(1)1(1)5(1)2(1)4(1)1&G=binary-runs&A=PinkHoodie&D=2025-02-26&F=3&T=16x6_1
W=16x6&L=(0)3(0)24(0)30(0)7(0)2(0)14(0)12(0)2&LF=(0)2(1)2(0)1(0)3(1)1(1)2(0)3(1)1(1)2(1)1(1)1(0)1(0)6(1)2(0)1(0)3(1)1(1)2(0)3(1)1(1)2(1)1(1)1(0)1(0)6(1)1(0)5(1)2(0)1(1)1(1)1(0)1(1)3(0)2(1)1(0)1(1)2(0)3(1)1(1)6(1)3(1)1(0)1(1)2(0)3(1)2&X=x0x1x5x1x3x2x1x3x5x1x1x1x1x5x1x3x2x1x3x5x2x1x1x3x1x1x1x8x7x2x1x3x1x1x1x3x1x4x2x1&G=binary-runs&A=PinkHoodie&D=2025-02-26&F=4&T=16x6_1_Extra


### @random8

@Random8 transcribed the following puzzles, and explains:
> The first two came about while trying to determine the largest run that can fit in the first row or column of a board of arbitrary size. I then tried to fit them in an even smaller board, which led to the last two.

W=8x8&L=(1)47(1)8(1)8&G=binary-runs&A=random_8&D=2024-08-08&T=7
W=9x9&L=(0)53(0)9(0)9&G=binary-runs&A=random_8&D=2024-08-09&T=8
W=7x9&L=(1)44(1)9(1)9&G=binary-runs&A=random_8&D=2024-08-11&T=7_Redux
W=8x10&L=(0)50(0)9(0)10(0)10&G=binary-runs&A=random_8&D=2024-09-11&T=8_Redux


## Acknowledgements and Changes
**2024-09-09** Many thanks to @hutthutthutt for making the rule panels of [Binary Runs] and for transcribing the 3 original puzzles!
**2024-09-09** An aux mark to indicate the presence of an unknown number was added, suggested by @PinkHoodie, who also sent a rollout puzzle. Thank you!
**2024-09-09** @random8 found a non-uniqueness in the rule panels, now corrected. Thank you.
**2024-09-12** Thanks to @random8 and @Yakaki for suggesting additional aux marks maybe-0, maybe-1 and edge crosses (added)
**2024-09-13** Thanks to @random8 for transcribing a set of earlier [Binary Runs] puzzles!
**2025-03-02** :::puzzletters @PinkHoodie composed 2 [binary-runs] (classic) puzzles - ありがとう!