Hi. I am trying to figure out the combination of pieces needs to form a loop so that solutions are easier to conceptualize before trying to play with the pieces. The tight turns (T) V) are 120 degrees and the less tight turns (L) are 60 degrees and a loop must contain a total of 360 degrees so only specific i.e. 3T 3V facing inwards (plus any even number of Ts Vs or Ls used in opposite orientations) 2T 2V plus 2L facing inwards (plus any even number of Ts Vs or Ls used in opposite orientations) 1T 1V plus 4L facing inwards (plus any even number of Ts Vs or Ls used in opposite orientations) There must be similar logic for the lengths in each direction that would indicate the need oriention of the straight pieces and ratio of Ts Vs and Ls on all sides Any thoughts? Moksha
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1 | [made Community Wiki] | ||
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Hi. I am trying to figure out the combination of pieces needs to form a loop so that solutions are easier to conceptualize before trying to play with the pieces. The tight turns (T) are 120 degrees and the less tight turns (L) are 60 degrees and a loop must contain a total of 360 degrees so only specific i.e. 3T facing inwards (plus any even number of Ts or Ls used in opposite orientations) 2T plus 2L facing inwards (plus any even number of Ts or Ls used in opposite orientations) 1T plus 4L facing inwards (plus any even number of Ts or Ls used in opposite orientations) There must be similar logic for the lengths in each direction that would indicate the need oriention of the straight pieces and ratio of Ts and Ls on all sides Any thoughts? Moksha |
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