A122034 Prime numbers with five partitions into a square and cube.
3193361, 4251817, 4297609, 17969129, 22618657, 25266041, 30003697, 46918369, 58896881, 61953641, 64166273, 70045993, 70735409, 76033889, 82761857, 95049881, 102087721, 120618073, 127318537, 131584841, 177350489, 184799233
Offset: 1
Keywords
Examples
{ p {a1,b1}..{a5,b5} }
{{3193361,{1769,40},{1606,85},{1481,100},{1047,128},{285,146}},
{4251817,{2061,16},{2035,48},{1005,148},{618,157},{17,162}},
{4297609,{1981,72},{1799,102},{1772,105},{1603,120},{654,157}},
{17969129,{4239,2},{4002,125},{3945,134},{3924,137},{627,260}},
{22618657,{4751,36},{4643,102},{4629,106},{4132,177},{3183,232}},
{25266041,{4693,148},{4482,173},{4065,206},{3552,233},{2453,268}}}
Crossrefs
Cf. A123388.
Formula
p=a^2+b^3 for five different pairs {a,b}.
Extensions
a(7)-a(22) from Donovan Johnson, Dec 14 2009
Comments