Contrast the keyword @notso.

"Viceversa" BPs are often @dual.

The solution to a less-than/greater-than quantity comparison Bongard Problem (keyword @spectrum) where the two sides divide the spectrum in half can be phrased as "closer to left end of spectrum than right end vs. vice versa." Whether this is a natural way to phrase the solution depends on the kind of quantity being compared.

Here are some examples of spectra for which the "vice versa" phrasing tends to seem natural: left vs. right, up vs. down, black vs. white, higher quantity of [thing type 1] vs. higher quantity of [thing type 2].

Contrast "notso" (left-BP867).

"Viceversa" BPs are often "dual" (left-BP534).

The solution to a less-than/greater-than quantity comparison Bongard Problem (keyword "spectrum" left-BP507) where the two sides divide the spectrum in half can be phrased as "closer to left end of spectrum than right end vs. vice versa." Whether this is a natural way to phrase the solution depends on the kind of quantity being compared.

Here are some examples of spectra for which the "vice versa" phrasing tends to seem natural: left vs. right, up vs. down, black vs. white, higher quantity of [thing type 1] vs. higher quantity of [thing type 2].

Contrast "notso" (left-BP867).

"Viceversa" BPs are often "dual" (left-BP534).

The solution to a less-than/greater-than quantity comparison Bongard Problem (keyword "spectrum" left-BP507) where the two sides divide the spectrum in half can be phrased as "closer to left end of spectrum than right end vs. vice versa." Whether this is a natural way to phrase the solution depends on the kind of quantity being compared. Here are some examples of spectra for which the "vice versa" phrasing tends to seem natural: left vs. right, up vs. down, black vs. white, higher quantity of [thing type 1] vs. higher quantity of [thing type 2].

Contrast "notso" (left-BP867).

"Viceversa" BPs are often "dual" (left-BP534).

The solution to a less-than/greater-than quantity comparison Bongard Problem (keyword "spectrum" left-BP507) where the two sides divide the spectrum in half can be phrased as "closer to left end of spectrum than right end vs. vice versa." Whether this is a natural way to phrase the solution depends on the quantity being compared. Here are some examples of spectra for which the "vice versa" phrasing tends to seem natural: left vs. right, up vs. down, black vs. white, higher quantity of [thing type 1] vs. higher quantity of [thing type 2].

Contrast "notso" (left-BP867).

"Viceversa" BPs are often "dual" (left-BP534).

The solution to a less-than/greater-than quantity comparison Bongard Problem (keyword "spectrum" left-BP507) where the two sides divide the spectrum in half can be phrased as "closer to left end of spectrum than right end vs. vice versa." Whether this is a natural way to phrase the solution depends on the quantity being compared. Here are some examples of spectra for which this phrasing tends to seem natural: left vs. right, up vs. down, black vs. white, higher quantity of [thing type 1] vs. higher quantity of [thing type 2].

Contrast "notso" (left-BP867).

"Viceversa" BPs are often "dual" (left-BP534).

The solution to a less-than/greater-than quantity comparison Bongard Problem (keyword "spectrum" left-BP507) where the two sides divide the spectrum in half can be phrased as "closer to left end of spectrum than right end vs. vice versa." Whether this is a natural way to phrase the solution depends on the spectrum. Here are some examples of spectra for which this phrasing tends to seem natural: left vs. right, up vs. down, black vs. white, higher quantity of [thing type 1] vs. higher quantity of [thing type 2].

Contrast "notso" (left-BP867).

"Viceversa" BPs are often "dual" (left-BP534).

The solution to a "spectrum" Bongard Problem (left-BP507) where the two sides divide the spectrum in half can be phrased as "closer to left end of spectrum than right end vs. vice versa." Whether this is a natural way to phrase the solution depends on the spectrum. Here are some examples of spectra for which this phrasing tends to seem natural: left vs. right, up vs. down, black vs. white, higher quantity of [thing type 1] vs. higher quantity of [thing type 2].

Contrast "notso" (left-BP867).

"Viceversa" BPs are often "dual" (left-BP534).

The solution to a "spectrum" Bongard Problem (left-BP507) where the two sides divide the spectrum in half can be phrased as "closer to left end of spectrum than right end vs. vice versa." Whether this is a natural way to phrase the solution depends on the spectrum. Some examples of spectra for which this phrasing tends to seem natural: left vs. right, up vs. down, black vs. white, higher quantity of [thing type 1] vs. higher quantity of [thing type 2].