1 Decimal floating point arithmetic 2 64-bit ADD 3 2230000000000194 + 222c000000000005 = 222c000000000cc5 cc = 2 4 a230000000000194 + 222c000000000005 = a22c000000000cb5 cc = 1 5 2230000000000194 + a230000000000194 = 2230000000000000 cc = 0 6 64-bit SUBTRACT 7 2230000000000194 - 222c000000000005 = 222c000000000cb5 cc = 2 8 a230000000000194 - 222c000000000005 = a22c000000000cc5 cc = 1 9 2230000000000194 - 2230000000000194 = 2230000000000000 cc = 0 10 64-bit MULTIPLY 11 2230000000000194 * 2238000000000007 = 22300000000008de cc = 0 12 a230000000000194 * 2238000000000007 = a2300000000008de cc = 0 13 a230000000000194 * 2238000000000000 = a230000000000000 cc = 0 14 64-bit DIVIDE 15 2238000000000022 / 2238000000000007 = 2dfcc2d74c2d74c3 cc = 0 16 a238000000000022 / 2238000000000007 = adfcc2d74c2d74c3 cc = 0 17 2238000000000000 / 2238000000000007 = 2238000000000000 cc = 0 18 128-bit ADD 19 220780000000000000000194 + 220740000000000000000005 = 220740000000000000000cc5 cc = 2 20 a20780000000000000000194 + 220740000000000000000005 = a20740000000000000000cb5 cc = 1 21 220780000000000000000194 + a20780000000000000000194 = 220780000000000000000000 cc = 0 22 128-bit SUBTRACT 23 220780000000000000000194 - 220740000000000000000005 = 220740000000000000000cb5 cc = 2 24 a20780000000000000000194 - 220740000000000000000005 = a20740000000000000000cc5 cc = 1 25 220780000000000000000194 - 220780000000000000000194 = 220780000000000000000000 cc = 0 26 128-bit MULTIPLY 27 220780000000000000000194 * 220800000000000000000007 = 2207800000000000000008de cc = 0 28 a20780000000000000000194 * 220800000000000000000007 = a207800000000000000008de cc = 0 29 220780000000000000000194 * 220800000000000000000000 = 220780000000000000000000 cc = 0 30 128-bit DIVIDE 31 220800000000000000000022 / 220800000000000000000007 = 2dffcc2d74c2d74c2d74c2d74c2d74c3 cc = 0 32 a20800000000000000000022 / 220800000000000000000007 = adffcc2d74c2d74c2d74c2d74c2d74c3 cc = 0 33 220800000000000000000000 / 220800000000000000000007 = 220800000000000000000000 cc = 0 34
