Right examples are Bongard Problems in which the left hand side is enough to communicate the full answer.

No examples shown have right side with multiple rules and left side narrowing down the answer.

Image of a Bongard Problem with left side having two rules and right side narrowing it down vs. image of Bongard Problem whose right hand side adds no information.

Right examples are Bongard Problems in which the left hand side is enough to communicate the answer; the pattern can be seen without counterexamples. (See the keyword @left-narrow.)

No examples shown have right side with multiple patterns and left side narrowing down the answer.

Right examples are Bongard Problems in which the left hand side is enough to communicate the answer; the pattern can be seen without counterexamples. (See the keyword @left-narrow.)

No examples shown have right side with multiple patterns and left side narrowing down the answer.

Both the pattern of the left alone and the left solution property of all examples shown are "narrow" (see BP830) but right sides also may be narrow, so not all examples in this problem would fit on the left of BP830.

Right examples are Bongard Problems in which the left hand side is enough to communicate the answer; the pattern can be seen without counterexamples. (See the keyword "@left-narrow

No examples shown have right side with multiple patterns and left side narrowing down the answer.

Both the pattern of the left alone and the left solution property of all examples shown are "narrow" (see BP830) but right sides also may be narrow, so not all examples in this problem would fit on the left of BP830.

Right examples are Bongard Problems in which the left hand side is enough to communicate the answer; the pattern can be seen without counterexamples. (See the keyword "left-narrow" left-BP513.)

No examples shown have right side with multiple patterns and left side narrowing down the answer.

Both the pattern of the left alone and the left solution property of all examples shown are "narrow" (see BP830) but right sides also may be narrow, so not all examples in this problem would fit on the left of BP830.

Right examples are Bongard Problems in which the left hand side is enough to communicate the answer; the pattern can be seen without counterexamples. (See the keyword "right-narrow" left-BP514.)

No examples shown have right side with multiple patterns and left side narrowing down the answer.

Both the pattern of the left alone and the left solution property of all examples shown are "narrow" (see BP830) but right sides also may be narrow, so not all examples in this problem would fit on the left of BP830.

Right examples are Bongard Problems in which the left hand side is enough to communicate the answer. This is related to the idea of "narrowness" (see BP513 and BP514) which is about whether a solution idea is even possible to communicate without counterexamples.

No examples shown have right side with multiple patterns and left side narrowing down the answer.

Both the pattern of the left alone and the left solution property of all examples shown are "narrow" (see BP830) but right sides also may be narrow, so not all examples in this problem would fit on the left of BP830.

Right examples are Bongard Problems in which the left hand side is enough to communicate the answer. This is related to the idea of "narrowness" (see BP513 and BP514) which is about whether a solution idea is even possible to communicate without counterexamples.

No examples shown have right side with multiple patterns and left side narrowing down the answer.

Both the left parsed as pattern alone and the left solution property of all examples shown are "narrow" (see BP830) but right sides also may be narrow, so not all examples in this problem would fit on the left of BP830.

Right examples are Bongard Problems in which the left hand side is enough to communicate the answer. This is related to the idea of "narrowness" (see BP513 and BP514) which is about whether a solution idea is even possible to communicate without counterexamples.

Both the left parsed as pattern alone and the left solution property of all examples shown are "narrow" (see BP830) but right sides also may be narrow, so not all examples in this problem would fit on the left of BP830.

Right examples are Bongard Problems in which the left hand side is enough to communicate the answer. This is related to the idea of "narrowness" (see BP513 and BP514) which is about whether a solution idea is even possible to communicate without counterexamples.

Left sides (both left parsed as pattern alone and left solution property) of all examples shown are "narrow" (see BP830) but right sides also may be narrow, so not all examples in this problem would fit on the left of BP830.

Right examples are Bongard Problems in which the left hand side is enough to communicate the answer. This is related to the idea of "narrowness" (see BP513 and BP514) which is about whether a solution idea is even possible to communicate without counterexamples.

Left sides of all examples shown are "narrow" (see BP830) but right sides also may be narrow, so not all examples in this problem would fit on the left of BP830.

Left sides of all examples shown are "narrow" (see BP830) but right sides also may be narrow, so not all examples in this problem would fit on the left of BP830.

Left sides of examples are all "narrow" (see BP830).

Image of a Bongard Problem with left side having two patterns and right side narrowing it down vs. image of Bongard Problem whose right hand side adds no information.

Image of a Bongard Problem with left side having two patterns and right side narrowing it down vs. image of Bongard Problem whose solution could be parsed from only the left side.

Image of a Bongard Problem with left side having two patterns and right side narrowing it down vs. image of Bongar Problem whose solution could be parsed from only the left side.

All Problems in this Problem have one solution. Left sides are all "narrow" (see BP830).

Aaron David Fairbanks

Bongard Problems with "world" two non-crossing line segments in 2D space vs. other Bongard Problems.

Aaron David Fairbanks