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→Треугольник чисел Эйлера II рода
===Треугольник чисел Эйлера II рода===
Значения чисел Эйлера II рода для <tex dpi = "130">0 <= n <= m <= 89</tex> представлены в данном массиве. Нижнедиагональная его часть называется треугольником чисел Эйлера II рода.
:::{| class="number_triangle"
|- align="center"
| style="background:white; color:black; width:50px;" | '''''7'''''
| style="background:white; color:black; width:50px;" | '''''8'''''
| style="background:white; color:black; width:50px;" | '''''9'''''
|- align="center"
| style="background:white; color:black;" | '''''n = 0'''''
| style="background:#FFDEAD; color:black;" | '''1'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:white; color:black;" | '''''1'''''
| style="background:#FFDEAD; color:black;" | '''1'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:black;" | '''1'''
| style="background:#FFDEAD; color:black;" | '''2'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:black;" | '''8'''
| style="background:#FFDEAD; color:black;" | '''6'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:black;" | '''58'''
| style="background:#FFDEAD; color:black;" | '''24'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:black;" | '''444'''
| style="background:#FFDEAD; color:black;" | '''120'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:black;" | '''3708'''
| style="background:#FFDEAD; color:black;" | '''720'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:black;" | '''33984'''
| style="background:#FFDEAD; color:black;" | '''5040'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:black;" | '''341136'''
| style="background:#FFDEAD; color:black;" | '''40320'''
| style="background:#FFDEAD; color:red;" | '''0'''
| style="background:#FFDEAD; color:red;" | '''0'''
|- align="center"
| style="background:#FFDEAD; color:black;" | '''3733920'''
| style="background:#FFDEAD; color:black;" | '''362880'''
| style="background:#FFDEAD; color:red;" | '''0'''
|}