Revision as of 05:49, 1 November 2022 (view source) Rdm (talk \| contribs) (→‎{{header\|J}}: faster) ← Older edit		Revision as of 05:03, 5 November 2022 (view source) Peak (talk \| contribs) (it is not a conjecture) Newer edit →
Line 16: There is no configuration which will yield a surface area of 8. ~~There~~In fact, there are 16 ~~known~~ even integer values ~~below~~greater than 6 and less than 1000 which can not be athe surface area ~~for~~of any integer cuboid~~. It is conjectured, though not rigorously proved, that no others exist~~. ;Task * Find and display the even integer values that can not be the surface area of a regular, integer, rectangular, cuboid, larger than 6 (the minimum cuboid area) and less than 1000.

O'Halloran numbers: Difference between revisions

O'Halloran numbers (view source)