| Successfully compiled asm.js code |
| f1 (a[0](undefined) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[0](undefined) )= 5 |
| f1 (a[0](undefined) , a[1](null) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[1](null) )= 5 |
| -3 |
| f1 (a[0](undefined) , a[2](true) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[0](undefined) , a[2](true) )= 0 |
| f1 (a[0](undefined) , a[3](false) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[3](false) )= 5 |
| -3 |
| f1 (a[0](undefined) , a[4](true) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[0](undefined) , a[4](true) )= 0 |
| f1 (a[0](undefined) , a[5](false) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[5](false) )= 5 |
| f1 (a[0](undefined) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[6](NaN) )= 5 |
| f1 (a[0](undefined) , a[7](0) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[7](0) )= 5 |
| f1 (a[0](undefined) , a[8](0) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[8](0) )= 5 |
| f1 (a[0](undefined) , a[9](0) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[9](0) )= 5 |
| -3 |
| f1 (a[0](undefined) , a[10](1) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[0](undefined) , a[10](1) )= 0 |
| f1 (a[0](undefined) , a[11](10) )= 2 |
| NaN |
| f2 (a[0](undefined) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[0](undefined) , a[11](10) )= 7 |
| f1 (a[0](undefined) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[0](undefined) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[0](undefined) , a[12](10.1) )= 2 |
| f1 (a[0](undefined) , a[13](-1) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[0](undefined) , a[13](-1) )= 2 |
| f1 (a[0](undefined) , a[14](-5) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[0](undefined) , a[14](-5) )= 0 |
| -3 |
| f1 (a[0](undefined) , a[15](5) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[0](undefined) , a[15](5) )= 0 |
| f1 (a[0](undefined) , a[16](124) )= 7 |
| NaN |
| f2 (a[0](undefined) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[0](undefined) , a[16](124) )= 2 |
| f1 (a[0](undefined) , a[17](248) )= 7 |
| NaN |
| f2 (a[0](undefined) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[0](undefined) , a[17](248) )= 2 |
| f1 (a[0](undefined) , a[18](654) )= 2 |
| NaN |
| f2 (a[0](undefined) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[0](undefined) , a[18](654) )= 0 |
| f1 (a[0](undefined) , a[19](987) )= 2 |
| NaN |
| f2 (a[0](undefined) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[0](undefined) , a[19](987) )= 2 |
| f1 (a[0](undefined) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[0](undefined) , a[20](-1026) )= -2059 |
| f1 (a[0](undefined) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[0](undefined) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[0](undefined) , a[21](98768.2546) )= 2 |
| f1 (a[0](undefined) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[0](undefined) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[0](undefined) , a[23](1) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[0](undefined) , a[23](1) )= 0 |
| f1 (a[0](undefined) , a[24](-1) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[0](undefined) , a[24](-1) )= 2 |
| f1 (a[0](undefined) , a[25](0) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[25](0) )= 5 |
| f1 (a[0](undefined) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[0](undefined) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[0](undefined) , a[26](-2147483648) )= -7 |
| f1 (a[0](undefined) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[0](undefined) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[0](undefined) , a[27](2147483648) )= 2 |
| f1 (a[0](undefined) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[0](undefined) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[0](undefined) , a[28](33554432) )= 2 |
| f1 (a[0](undefined) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[0](undefined) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[0](undefined) , a[29](-33554432) )= -67108871 |
| f1 (a[0](undefined) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[0](undefined) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[0](undefined) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[31](5e-324) )= 5 |
| f1 (a[0](undefined) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[32](NaN) )= 5 |
| f1 (a[0](undefined) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[0](undefined) , a[33](Infinity) )= 5 |
| f1 (a[0](undefined) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[0](undefined) , a[34](-Infinity) )= 5 |
| f1 (a[0](undefined) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[35](NaN) )= 5 |
| f1 (a[0](undefined) , a[36](0) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[36](0) )= 5 |
| f1 (a[0](undefined) , a[37](0) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[37](0) )= 5 |
| f1 (a[0](undefined) , a[38](0) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[38](0) )= 5 |
| -3 |
| f1 (a[0](undefined) , a[39](1) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[0](undefined) , a[39](1) )= 0 |
| f1 (a[0](undefined) , a[40](10) )= 2 |
| NaN |
| f2 (a[0](undefined) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[0](undefined) , a[40](10) )= 7 |
| f1 (a[0](undefined) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[0](undefined) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[0](undefined) , a[41](10.1) )= 2 |
| f1 (a[0](undefined) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[0](undefined) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[0](undefined) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[43](5e-324) )= 5 |
| f1 (a[0](undefined) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[44](NaN) )= 5 |
| f1 (a[0](undefined) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[0](undefined) , a[45](Infinity) )= 5 |
| f1 (a[0](undefined) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[0](undefined) , a[46](-Infinity) )= 5 |
| f1 (a[0](undefined) , a[47]() )= 5 |
| NaN |
| f2 (a[0](undefined) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[47]() )= 5 |
| f1 (a[0](undefined) , a[48](hello) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[48](hello) )= 5 |
| f1 (a[0](undefined) , a[49](hello) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[49](hello) )= 5 |
| f1 (a[0](undefined) , a[50](+0) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[50](+0) )= 5 |
| f1 (a[0](undefined) , a[51](-0) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[51](-0) )= 5 |
| f1 (a[0](undefined) , a[52](0) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[52](0) )= 5 |
| -3 |
| f1 (a[0](undefined) , a[53](1) )= 0 |
| NaN |
| f2 (a[0](undefined) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[0](undefined) , a[53](1) )= 0 |
| f1 (a[0](undefined) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[0](undefined) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[0](undefined) , a[54](10.0) )= 7 |
| f1 (a[0](undefined) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[0](undefined) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[0](undefined) , a[55](10.1) )= 2 |
| f1 (a[0](undefined) , a[56]() )= 5 |
| NaN |
| f2 (a[0](undefined) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[0](undefined) , a[56]() )= 5 |
| f1 (a[0](undefined) , a[57](hello) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[57](hello) )= 5 |
| f1 (a[0](undefined) , a[58](hello) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[58](hello) )= 5 |
| f1 (a[0](undefined) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[59]([object Object]) )= 5 |
| f1 (a[0](undefined) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[60](1,2,3) )= 5 |
| f1 (a[0](undefined) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[61]([object Object]) )= 5 |
| f1 (a[0](undefined) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[62](1,2,3) )= 5 |
| f1 (a[0](undefined) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[0](undefined) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[0](undefined) , a[63](function foo() {}) )= 5 |
| f1 (a[1](null) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[1](null) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[0](undefined) )= 5 |
| f1 (a[1](null) , a[1](null) )= 5 |
| f2 (a[1](null) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[1](null) )= 5 |
| -3 |
| f1 (a[1](null) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[1](null) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[1](null) , a[2](true) )= 0 |
| f1 (a[1](null) , a[3](false) )= 5 |
| f2 (a[1](null) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[3](false) )= 5 |
| -3 |
| f1 (a[1](null) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[1](null) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[1](null) , a[4](true) )= 0 |
| f1 (a[1](null) , a[5](false) )= 5 |
| f2 (a[1](null) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[5](false) )= 5 |
| f1 (a[1](null) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[1](null) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[6](NaN) )= 5 |
| f1 (a[1](null) , a[7](0) )= 5 |
| f2 (a[1](null) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[7](0) )= 5 |
| f1 (a[1](null) , a[8](0) )= 5 |
| f2 (a[1](null) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[8](0) )= 5 |
| f1 (a[1](null) , a[9](0) )= 5 |
| f2 (a[1](null) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[9](0) )= 5 |
| -3 |
| f1 (a[1](null) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[1](null) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[1](null) , a[10](1) )= 0 |
| f1 (a[1](null) , a[11](10) )= 2 |
| 0 |
| f2 (a[1](null) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[1](null) , a[11](10) )= 7 |
| f1 (a[1](null) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[1](null) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[1](null) , a[12](10.1) )= 2 |
| f1 (a[1](null) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[1](null) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[1](null) , a[13](-1) )= 2 |
| f1 (a[1](null) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[1](null) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[1](null) , a[14](-5) )= 0 |
| -3 |
| f1 (a[1](null) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[1](null) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[1](null) , a[15](5) )= 0 |
| f1 (a[1](null) , a[16](124) )= 7 |
| f2 (a[1](null) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[1](null) , a[16](124) )= 2 |
| f1 (a[1](null) , a[17](248) )= 7 |
| f2 (a[1](null) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[1](null) , a[17](248) )= 2 |
| f1 (a[1](null) , a[18](654) )= 2 |
| 0 |
| f2 (a[1](null) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[1](null) , a[18](654) )= 0 |
| f1 (a[1](null) , a[19](987) )= 2 |
| 0 |
| f2 (a[1](null) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[1](null) , a[19](987) )= 2 |
| f1 (a[1](null) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[1](null) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[1](null) , a[20](-1026) )= -2059 |
| f1 (a[1](null) , a[21](98768.2546) )= 7 |
| f2 (a[1](null) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[1](null) , a[21](98768.2546) )= 2 |
| f1 (a[1](null) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[1](null) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[1](null) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[1](null) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[1](null) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[1](null) , a[23](1) )= 0 |
| f1 (a[1](null) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[1](null) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[1](null) , a[24](-1) )= 2 |
| f1 (a[1](null) , a[25](0) )= 5 |
| f2 (a[1](null) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[25](0) )= 5 |
| f1 (a[1](null) , a[26](-2147483648) )= -2147483643 |
| f2 (a[1](null) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[1](null) , a[26](-2147483648) )= -7 |
| f1 (a[1](null) , a[27](2147483648) )= -2147483643 |
| f2 (a[1](null) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[1](null) , a[27](2147483648) )= 2 |
| f1 (a[1](null) , a[28](33554432) )= 7 |
| f2 (a[1](null) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[1](null) , a[28](33554432) )= 2 |
| f1 (a[1](null) , a[29](-33554432) )= -33554427 |
| f2 (a[1](null) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[1](null) , a[29](-33554432) )= -67108871 |
| f1 (a[1](null) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[1](null) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[1](null) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[1](null) , a[31](5e-324) )= 5 |
| f2 (a[1](null) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[31](5e-324) )= 5 |
| f1 (a[1](null) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[1](null) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[32](NaN) )= 5 |
| f1 (a[1](null) , a[33](Infinity) )= 5 |
| f2 (a[1](null) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[1](null) , a[33](Infinity) )= 5 |
| f1 (a[1](null) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[1](null) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[1](null) , a[34](-Infinity) )= 5 |
| f1 (a[1](null) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[1](null) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[35](NaN) )= 5 |
| f1 (a[1](null) , a[36](0) )= 5 |
| f2 (a[1](null) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[36](0) )= 5 |
| f1 (a[1](null) , a[37](0) )= 5 |
| f2 (a[1](null) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[37](0) )= 5 |
| f1 (a[1](null) , a[38](0) )= 5 |
| f2 (a[1](null) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[38](0) )= 5 |
| -3 |
| f1 (a[1](null) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[1](null) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[1](null) , a[39](1) )= 0 |
| f1 (a[1](null) , a[40](10) )= 2 |
| 0 |
| f2 (a[1](null) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[1](null) , a[40](10) )= 7 |
| f1 (a[1](null) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[1](null) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[1](null) , a[41](10.1) )= 2 |
| f1 (a[1](null) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[1](null) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[1](null) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[1](null) , a[43](5e-324) )= 5 |
| f2 (a[1](null) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[43](5e-324) )= 5 |
| f1 (a[1](null) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[1](null) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[44](NaN) )= 5 |
| f1 (a[1](null) , a[45](Infinity) )= 5 |
| f2 (a[1](null) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[1](null) , a[45](Infinity) )= 5 |
| f1 (a[1](null) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[1](null) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[1](null) , a[46](-Infinity) )= 5 |
| f1 (a[1](null) , a[47]() )= 5 |
| f2 (a[1](null) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[47]() )= 5 |
| f1 (a[1](null) , a[48](hello) )= 5 |
| NaN |
| f2 (a[1](null) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[48](hello) )= 5 |
| f1 (a[1](null) , a[49](hello) )= 5 |
| NaN |
| f2 (a[1](null) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[49](hello) )= 5 |
| f1 (a[1](null) , a[50](+0) )= 5 |
| f2 (a[1](null) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[50](+0) )= 5 |
| f1 (a[1](null) , a[51](-0) )= 5 |
| f2 (a[1](null) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[51](-0) )= 5 |
| f1 (a[1](null) , a[52](0) )= 5 |
| f2 (a[1](null) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[52](0) )= 5 |
| -3 |
| f1 (a[1](null) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[1](null) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[1](null) , a[53](1) )= 0 |
| f1 (a[1](null) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[1](null) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[1](null) , a[54](10.0) )= 7 |
| f1 (a[1](null) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[1](null) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[1](null) , a[55](10.1) )= 2 |
| f1 (a[1](null) , a[56]() )= 5 |
| f2 (a[1](null) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[1](null) , a[56]() )= 5 |
| f1 (a[1](null) , a[57](hello) )= 5 |
| NaN |
| f2 (a[1](null) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[57](hello) )= 5 |
| f1 (a[1](null) , a[58](hello) )= 5 |
| NaN |
| f2 (a[1](null) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[58](hello) )= 5 |
| f1 (a[1](null) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[1](null) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[59]([object Object]) )= 5 |
| f1 (a[1](null) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[1](null) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[60](1,2,3) )= 5 |
| f1 (a[1](null) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[1](null) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[61]([object Object]) )= 5 |
| f1 (a[1](null) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[1](null) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[62](1,2,3) )= 5 |
| f1 (a[1](null) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[1](null) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[1](null) , a[63](function foo() {}) )= 5 |
| f1 (a[2](true) , a[0](undefined) )= 7 |
| NaN |
| f2 (a[2](true) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[0](undefined) )= 7 |
| f1 (a[2](true) , a[1](null) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[1](null) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[1](null) )= 7 |
| -3 |
| f1 (a[2](true) , a[2](true) )= 1 |
| -3.4 |
| f2 (a[2](true) , a[2](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[2](true) , a[2](true) )= 1 |
| f1 (a[2](true) , a[3](false) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[3](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[3](false) )= 7 |
| -3 |
| f1 (a[2](true) , a[4](true) )= 1 |
| -3.4 |
| f2 (a[2](true) , a[4](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[2](true) , a[4](true) )= 1 |
| f1 (a[2](true) , a[5](false) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[5](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[5](false) )= 7 |
| f1 (a[2](true) , a[6](NaN) )= 7 |
| NaN |
| f2 (a[2](true) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[6](NaN) )= 7 |
| f1 (a[2](true) , a[7](0) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[7](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[7](0) )= 7 |
| f1 (a[2](true) , a[8](0) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[8](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[8](0) )= 7 |
| f1 (a[2](true) , a[9](0) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[9](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[9](0) )= 7 |
| -3 |
| f1 (a[2](true) , a[10](1) )= 1 |
| -3.4 |
| f2 (a[2](true) , a[10](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[2](true) , a[10](1) )= 1 |
| f1 (a[2](true) , a[11](10) )= 100 |
| f2 (a[2](true) , a[11](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[2](true) , a[11](10) )= 3 |
| f1 (a[2](true) , a[12](10.1) )= 100 |
| f2 (a[2](true) , a[12](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[2](true) , a[12](10.1) )= 100 |
| f1 (a[2](true) , a[13](-1) )= 0 |
| -6.5 |
| f2 (a[2](true) , a[13](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[2](true) , a[13](-1) )= 100 |
| f1 (a[2](true) , a[14](-5) )= 0 |
| -10.5 |
| f2 (a[2](true) , a[14](-5) )= -5 |
| 1 |
| -3 |
| -3 |
| 0.18181818181818182 |
| 1 1 |
| f3 (a[2](true) , a[14](-5) )= 1 |
| -3 |
| f1 (a[2](true) , a[15](5) )= 1 |
| -3.4 |
| f2 (a[2](true) , a[15](5) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 5 |
| f3 (a[2](true) , a[15](5) )= 1 |
| 0 |
| f1 (a[2](true) , a[16](124) )= 3 |
| f2 (a[2](true) , a[16](124) )= 3.4 |
| 1 |
| -3 |
| 1 254.5 |
| f3 (a[2](true) , a[16](124) )= 1 |
| 0 |
| f1 (a[2](true) , a[17](248) )= 3 |
| f2 (a[2](true) , a[17](248) )= 3.4 |
| 1 |
| -3 |
| 1 502.5 |
| f3 (a[2](true) , a[17](248) )= 1 |
| f1 (a[2](true) , a[18](654) )= 100 |
| f2 (a[2](true) , a[18](654) )= 3.4 |
| -3 |
| -3 |
| 1 2352438 |
| f3 (a[2](true) , a[18](654) )= 1 |
| 1 |
| f1 (a[2](true) , a[19](987) )= 1 |
| -0.29437229437229434 |
| f2 (a[2](true) , a[19](987) )= 1 |
| 0.9965478728804955 |
| 1 |
| -3 |
| 0.9965478728804955 |
| 1 987 |
| f3 (a[2](true) , a[19](987) )= 1 |
| f1 (a[2](true) , a[20](-1026) )= 100 |
| -1031.5 |
| f2 (a[2](true) , a[20](-1026) )= -1026 |
| -2064 |
| -3 |
| -2059 -2059.6 |
| f3 (a[2](true) , a[20](-1026) )= -2059 |
| 0 |
| f1 (a[2](true) , a[21](98768.2546) )= 3 |
| f2 (a[2](true) , a[21](98768.2546) )= 3.4 |
| 1 |
| -3 |
| 1 197543.0092 |
| f3 (a[2](true) , a[21](98768.2546) )= 1 |
| f1 (a[2](true) , a[22](-88754.15478) )= 100 |
| -88759.65478 |
| f2 (a[2](true) , a[22](-88754.15478) )= -88754.15478 |
| -711960064 |
| -3 |
| -711960059 7877974533.838525 |
| f3 (a[2](true) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[2](true) , a[23](1) )= 1 |
| -3.4 |
| f2 (a[2](true) , a[23](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[2](true) , a[23](1) )= 1 |
| f1 (a[2](true) , a[24](-1) )= 0 |
| -6.5 |
| f2 (a[2](true) , a[24](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[2](true) , a[24](-1) )= 100 |
| f1 (a[2](true) , a[25](0) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[25](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[25](0) )= 7 |
| f1 (a[2](true) , a[26](-2147483648) )= -2147483641 |
| -2147483653.5 |
| f2 (a[2](true) , a[26](-2147483648) )= -2147483646 |
| -12 |
| -3 |
| -7 -4294967303.6 |
| f3 (a[2](true) , a[26](-2147483648) )= -7 |
| f1 (a[2](true) , a[27](2147483648) )= -2147483641 |
| f2 (a[2](true) , a[27](2147483648) )= 3.4 |
| 1 |
| -3 |
| 1 4294967302.5 |
| f3 (a[2](true) , a[27](2147483648) )= 1 |
| 0 |
| f1 (a[2](true) , a[28](33554432) )= 3 |
| f2 (a[2](true) , a[28](33554432) )= 3.4 |
| 1 |
| -3 |
| 1 67108870.5 |
| f3 (a[2](true) , a[28](33554432) )= 1 |
| f1 (a[2](true) , a[29](-33554432) )= -33554425 |
| -33554437.5 |
| f2 (a[2](true) , a[29](-33554432) )= -33554430 |
| -67108876 |
| -3 |
| -67108871 -67108871.6 |
| f3 (a[2](true) , a[29](-33554432) )= -67108871 |
| f1 (a[2](true) , a[30](1.7976931348623157e+308) )= 7 |
| f2 (a[2](true) , a[30](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[2](true) , a[30](1.7976931348623157e+308) )= 7 |
| f1 (a[2](true) , a[31](5e-324) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[31](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[2](true) , a[31](5e-324) )= 7 |
| f1 (a[2](true) , a[32](NaN) )= 7 |
| NaN |
| f2 (a[2](true) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[32](NaN) )= 7 |
| f1 (a[2](true) , a[33](Infinity) )= 7 |
| f2 (a[2](true) , a[33](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[2](true) , a[33](Infinity) )= 7 |
| f1 (a[2](true) , a[34](-Infinity) )= 7 |
| -Infinity |
| f2 (a[2](true) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[2](true) , a[34](-Infinity) )= 7 |
| f1 (a[2](true) , a[35](NaN) )= 7 |
| NaN |
| f2 (a[2](true) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[35](NaN) )= 7 |
| f1 (a[2](true) , a[36](0) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[36](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[36](0) )= 7 |
| f1 (a[2](true) , a[37](0) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[37](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[37](0) )= 7 |
| f1 (a[2](true) , a[38](0) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[38](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[38](0) )= 7 |
| -3 |
| f1 (a[2](true) , a[39](1) )= 1 |
| -3.4 |
| f2 (a[2](true) , a[39](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[2](true) , a[39](1) )= 1 |
| f1 (a[2](true) , a[40](10) )= 100 |
| f2 (a[2](true) , a[40](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[2](true) , a[40](10) )= 3 |
| f1 (a[2](true) , a[41](10.1) )= 100 |
| f2 (a[2](true) , a[41](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[2](true) , a[41](10.1) )= 100 |
| f1 (a[2](true) , a[42](1.7976931348623157e+308) )= 7 |
| f2 (a[2](true) , a[42](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[2](true) , a[42](1.7976931348623157e+308) )= 7 |
| f1 (a[2](true) , a[43](5e-324) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[43](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[2](true) , a[43](5e-324) )= 7 |
| f1 (a[2](true) , a[44](NaN) )= 7 |
| NaN |
| f2 (a[2](true) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[44](NaN) )= 7 |
| f1 (a[2](true) , a[45](Infinity) )= 7 |
| f2 (a[2](true) , a[45](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[2](true) , a[45](Infinity) )= 7 |
| f1 (a[2](true) , a[46](-Infinity) )= 7 |
| -Infinity |
| f2 (a[2](true) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[2](true) , a[46](-Infinity) )= 7 |
| f1 (a[2](true) , a[47]() )= 7 |
| -5.5 |
| f2 (a[2](true) , a[47]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[47]() )= 7 |
| f1 (a[2](true) , a[48](hello) )= 7 |
| NaN |
| f2 (a[2](true) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[48](hello) )= 7 |
| f1 (a[2](true) , a[49](hello) )= 7 |
| NaN |
| f2 (a[2](true) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[49](hello) )= 7 |
| f1 (a[2](true) , a[50](+0) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[50](+0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[50](+0) )= 7 |
| f1 (a[2](true) , a[51](-0) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[51](-0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[51](-0) )= 7 |
| f1 (a[2](true) , a[52](0) )= 7 |
| -5.5 |
| f2 (a[2](true) , a[52](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[52](0) )= 7 |
| -3 |
| f1 (a[2](true) , a[53](1) )= 1 |
| -3.4 |
| f2 (a[2](true) , a[53](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[2](true) , a[53](1) )= 1 |
| f1 (a[2](true) , a[54](10.0) )= 100 |
| f2 (a[2](true) , a[54](10.0) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[2](true) , a[54](10.0) )= 3 |
| f1 (a[2](true) , a[55](10.1) )= 100 |
| f2 (a[2](true) , a[55](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[2](true) , a[55](10.1) )= 100 |
| f1 (a[2](true) , a[56]() )= 7 |
| -5.5 |
| f2 (a[2](true) , a[56]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[2](true) , a[56]() )= 7 |
| f1 (a[2](true) , a[57](hello) )= 7 |
| NaN |
| f2 (a[2](true) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[57](hello) )= 7 |
| f1 (a[2](true) , a[58](hello) )= 7 |
| NaN |
| f2 (a[2](true) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[58](hello) )= 7 |
| f1 (a[2](true) , a[59]([object Object]) )= 7 |
| NaN |
| f2 (a[2](true) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[59]([object Object]) )= 7 |
| f1 (a[2](true) , a[60](1,2,3) )= 7 |
| NaN |
| f2 (a[2](true) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[60](1,2,3) )= 7 |
| f1 (a[2](true) , a[61]([object Object]) )= 7 |
| NaN |
| f2 (a[2](true) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[61]([object Object]) )= 7 |
| f1 (a[2](true) , a[62](1,2,3) )= 7 |
| NaN |
| f2 (a[2](true) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[62](1,2,3) )= 7 |
| f1 (a[2](true) , a[63](function foo() {}) )= 7 |
| NaN |
| f2 (a[2](true) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[2](true) , a[63](function foo() {}) )= 7 |
| f1 (a[3](false) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[3](false) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[0](undefined) )= 5 |
| f1 (a[3](false) , a[1](null) )= 5 |
| f2 (a[3](false) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[1](null) )= 5 |
| -3 |
| f1 (a[3](false) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[3](false) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[3](false) , a[2](true) )= 0 |
| f1 (a[3](false) , a[3](false) )= 5 |
| f2 (a[3](false) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[3](false) )= 5 |
| -3 |
| f1 (a[3](false) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[3](false) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[3](false) , a[4](true) )= 0 |
| f1 (a[3](false) , a[5](false) )= 5 |
| f2 (a[3](false) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[5](false) )= 5 |
| f1 (a[3](false) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[3](false) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[6](NaN) )= 5 |
| f1 (a[3](false) , a[7](0) )= 5 |
| f2 (a[3](false) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[7](0) )= 5 |
| f1 (a[3](false) , a[8](0) )= 5 |
| f2 (a[3](false) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[8](0) )= 5 |
| f1 (a[3](false) , a[9](0) )= 5 |
| f2 (a[3](false) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[9](0) )= 5 |
| -3 |
| f1 (a[3](false) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[3](false) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[3](false) , a[10](1) )= 0 |
| f1 (a[3](false) , a[11](10) )= 2 |
| 0 |
| f2 (a[3](false) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[3](false) , a[11](10) )= 7 |
| f1 (a[3](false) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[3](false) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[3](false) , a[12](10.1) )= 2 |
| f1 (a[3](false) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[3](false) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[3](false) , a[13](-1) )= 2 |
| f1 (a[3](false) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[3](false) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[3](false) , a[14](-5) )= 0 |
| -3 |
| f1 (a[3](false) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[3](false) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[3](false) , a[15](5) )= 0 |
| f1 (a[3](false) , a[16](124) )= 7 |
| f2 (a[3](false) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[3](false) , a[16](124) )= 2 |
| f1 (a[3](false) , a[17](248) )= 7 |
| f2 (a[3](false) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[3](false) , a[17](248) )= 2 |
| f1 (a[3](false) , a[18](654) )= 2 |
| 0 |
| f2 (a[3](false) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[3](false) , a[18](654) )= 0 |
| f1 (a[3](false) , a[19](987) )= 2 |
| 0 |
| f2 (a[3](false) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[3](false) , a[19](987) )= 2 |
| f1 (a[3](false) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[3](false) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[3](false) , a[20](-1026) )= -2059 |
| f1 (a[3](false) , a[21](98768.2546) )= 7 |
| f2 (a[3](false) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[3](false) , a[21](98768.2546) )= 2 |
| f1 (a[3](false) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[3](false) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[3](false) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[3](false) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[3](false) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[3](false) , a[23](1) )= 0 |
| f1 (a[3](false) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[3](false) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[3](false) , a[24](-1) )= 2 |
| f1 (a[3](false) , a[25](0) )= 5 |
| f2 (a[3](false) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[25](0) )= 5 |
| f1 (a[3](false) , a[26](-2147483648) )= -2147483643 |
| f2 (a[3](false) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[3](false) , a[26](-2147483648) )= -7 |
| f1 (a[3](false) , a[27](2147483648) )= -2147483643 |
| f2 (a[3](false) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[3](false) , a[27](2147483648) )= 2 |
| f1 (a[3](false) , a[28](33554432) )= 7 |
| f2 (a[3](false) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[3](false) , a[28](33554432) )= 2 |
| f1 (a[3](false) , a[29](-33554432) )= -33554427 |
| f2 (a[3](false) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[3](false) , a[29](-33554432) )= -67108871 |
| f1 (a[3](false) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[3](false) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[3](false) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[3](false) , a[31](5e-324) )= 5 |
| f2 (a[3](false) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[31](5e-324) )= 5 |
| f1 (a[3](false) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[3](false) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[32](NaN) )= 5 |
| f1 (a[3](false) , a[33](Infinity) )= 5 |
| f2 (a[3](false) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[3](false) , a[33](Infinity) )= 5 |
| f1 (a[3](false) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[3](false) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[3](false) , a[34](-Infinity) )= 5 |
| f1 (a[3](false) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[3](false) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[35](NaN) )= 5 |
| f1 (a[3](false) , a[36](0) )= 5 |
| f2 (a[3](false) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[36](0) )= 5 |
| f1 (a[3](false) , a[37](0) )= 5 |
| f2 (a[3](false) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[37](0) )= 5 |
| f1 (a[3](false) , a[38](0) )= 5 |
| f2 (a[3](false) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[38](0) )= 5 |
| -3 |
| f1 (a[3](false) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[3](false) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[3](false) , a[39](1) )= 0 |
| f1 (a[3](false) , a[40](10) )= 2 |
| 0 |
| f2 (a[3](false) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[3](false) , a[40](10) )= 7 |
| f1 (a[3](false) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[3](false) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[3](false) , a[41](10.1) )= 2 |
| f1 (a[3](false) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[3](false) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[3](false) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[3](false) , a[43](5e-324) )= 5 |
| f2 (a[3](false) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[43](5e-324) )= 5 |
| f1 (a[3](false) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[3](false) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[44](NaN) )= 5 |
| f1 (a[3](false) , a[45](Infinity) )= 5 |
| f2 (a[3](false) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[3](false) , a[45](Infinity) )= 5 |
| f1 (a[3](false) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[3](false) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[3](false) , a[46](-Infinity) )= 5 |
| f1 (a[3](false) , a[47]() )= 5 |
| f2 (a[3](false) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[47]() )= 5 |
| f1 (a[3](false) , a[48](hello) )= 5 |
| NaN |
| f2 (a[3](false) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[48](hello) )= 5 |
| f1 (a[3](false) , a[49](hello) )= 5 |
| NaN |
| f2 (a[3](false) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[49](hello) )= 5 |
| f1 (a[3](false) , a[50](+0) )= 5 |
| f2 (a[3](false) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[50](+0) )= 5 |
| f1 (a[3](false) , a[51](-0) )= 5 |
| f2 (a[3](false) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[51](-0) )= 5 |
| f1 (a[3](false) , a[52](0) )= 5 |
| f2 (a[3](false) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[52](0) )= 5 |
| -3 |
| f1 (a[3](false) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[3](false) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[3](false) , a[53](1) )= 0 |
| f1 (a[3](false) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[3](false) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[3](false) , a[54](10.0) )= 7 |
| f1 (a[3](false) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[3](false) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[3](false) , a[55](10.1) )= 2 |
| f1 (a[3](false) , a[56]() )= 5 |
| f2 (a[3](false) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[3](false) , a[56]() )= 5 |
| f1 (a[3](false) , a[57](hello) )= 5 |
| NaN |
| f2 (a[3](false) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[57](hello) )= 5 |
| f1 (a[3](false) , a[58](hello) )= 5 |
| NaN |
| f2 (a[3](false) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[58](hello) )= 5 |
| f1 (a[3](false) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[3](false) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[59]([object Object]) )= 5 |
| f1 (a[3](false) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[3](false) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[60](1,2,3) )= 5 |
| f1 (a[3](false) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[3](false) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[61]([object Object]) )= 5 |
| f1 (a[3](false) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[3](false) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[62](1,2,3) )= 5 |
| f1 (a[3](false) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[3](false) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[3](false) , a[63](function foo() {}) )= 5 |
| f1 (a[4](true) , a[0](undefined) )= 7 |
| NaN |
| f2 (a[4](true) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[0](undefined) )= 7 |
| f1 (a[4](true) , a[1](null) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[1](null) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[1](null) )= 7 |
| -3 |
| f1 (a[4](true) , a[2](true) )= 1 |
| -3.4 |
| f2 (a[4](true) , a[2](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[4](true) , a[2](true) )= 1 |
| f1 (a[4](true) , a[3](false) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[3](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[3](false) )= 7 |
| -3 |
| f1 (a[4](true) , a[4](true) )= 1 |
| -3.4 |
| f2 (a[4](true) , a[4](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[4](true) , a[4](true) )= 1 |
| f1 (a[4](true) , a[5](false) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[5](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[5](false) )= 7 |
| f1 (a[4](true) , a[6](NaN) )= 7 |
| NaN |
| f2 (a[4](true) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[6](NaN) )= 7 |
| f1 (a[4](true) , a[7](0) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[7](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[7](0) )= 7 |
| f1 (a[4](true) , a[8](0) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[8](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[8](0) )= 7 |
| f1 (a[4](true) , a[9](0) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[9](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[9](0) )= 7 |
| -3 |
| f1 (a[4](true) , a[10](1) )= 1 |
| -3.4 |
| f2 (a[4](true) , a[10](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[4](true) , a[10](1) )= 1 |
| f1 (a[4](true) , a[11](10) )= 100 |
| f2 (a[4](true) , a[11](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[4](true) , a[11](10) )= 3 |
| f1 (a[4](true) , a[12](10.1) )= 100 |
| f2 (a[4](true) , a[12](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[4](true) , a[12](10.1) )= 100 |
| f1 (a[4](true) , a[13](-1) )= 0 |
| -6.5 |
| f2 (a[4](true) , a[13](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[4](true) , a[13](-1) )= 100 |
| f1 (a[4](true) , a[14](-5) )= 0 |
| -10.5 |
| f2 (a[4](true) , a[14](-5) )= -5 |
| 1 |
| -3 |
| -3 |
| 0.18181818181818182 |
| 1 1 |
| f3 (a[4](true) , a[14](-5) )= 1 |
| -3 |
| f1 (a[4](true) , a[15](5) )= 1 |
| -3.4 |
| f2 (a[4](true) , a[15](5) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 5 |
| f3 (a[4](true) , a[15](5) )= 1 |
| 0 |
| f1 (a[4](true) , a[16](124) )= 3 |
| f2 (a[4](true) , a[16](124) )= 3.4 |
| 1 |
| -3 |
| 1 254.5 |
| f3 (a[4](true) , a[16](124) )= 1 |
| 0 |
| f1 (a[4](true) , a[17](248) )= 3 |
| f2 (a[4](true) , a[17](248) )= 3.4 |
| 1 |
| -3 |
| 1 502.5 |
| f3 (a[4](true) , a[17](248) )= 1 |
| f1 (a[4](true) , a[18](654) )= 100 |
| f2 (a[4](true) , a[18](654) )= 3.4 |
| -3 |
| -3 |
| 1 2352438 |
| f3 (a[4](true) , a[18](654) )= 1 |
| 1 |
| f1 (a[4](true) , a[19](987) )= 1 |
| -0.29437229437229434 |
| f2 (a[4](true) , a[19](987) )= 1 |
| 0.9965478728804955 |
| 1 |
| -3 |
| 0.9965478728804955 |
| 1 987 |
| f3 (a[4](true) , a[19](987) )= 1 |
| f1 (a[4](true) , a[20](-1026) )= 100 |
| -1031.5 |
| f2 (a[4](true) , a[20](-1026) )= -1026 |
| -2064 |
| -3 |
| -2059 -2059.6 |
| f3 (a[4](true) , a[20](-1026) )= -2059 |
| 0 |
| f1 (a[4](true) , a[21](98768.2546) )= 3 |
| f2 (a[4](true) , a[21](98768.2546) )= 3.4 |
| 1 |
| -3 |
| 1 197543.0092 |
| f3 (a[4](true) , a[21](98768.2546) )= 1 |
| f1 (a[4](true) , a[22](-88754.15478) )= 100 |
| -88759.65478 |
| f2 (a[4](true) , a[22](-88754.15478) )= -88754.15478 |
| -711960064 |
| -3 |
| -711960059 7877974533.838525 |
| f3 (a[4](true) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[4](true) , a[23](1) )= 1 |
| -3.4 |
| f2 (a[4](true) , a[23](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[4](true) , a[23](1) )= 1 |
| f1 (a[4](true) , a[24](-1) )= 0 |
| -6.5 |
| f2 (a[4](true) , a[24](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[4](true) , a[24](-1) )= 100 |
| f1 (a[4](true) , a[25](0) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[25](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[25](0) )= 7 |
| f1 (a[4](true) , a[26](-2147483648) )= -2147483641 |
| -2147483653.5 |
| f2 (a[4](true) , a[26](-2147483648) )= -2147483646 |
| -12 |
| -3 |
| -7 -4294967303.6 |
| f3 (a[4](true) , a[26](-2147483648) )= -7 |
| f1 (a[4](true) , a[27](2147483648) )= -2147483641 |
| f2 (a[4](true) , a[27](2147483648) )= 3.4 |
| 1 |
| -3 |
| 1 4294967302.5 |
| f3 (a[4](true) , a[27](2147483648) )= 1 |
| 0 |
| f1 (a[4](true) , a[28](33554432) )= 3 |
| f2 (a[4](true) , a[28](33554432) )= 3.4 |
| 1 |
| -3 |
| 1 67108870.5 |
| f3 (a[4](true) , a[28](33554432) )= 1 |
| f1 (a[4](true) , a[29](-33554432) )= -33554425 |
| -33554437.5 |
| f2 (a[4](true) , a[29](-33554432) )= -33554430 |
| -67108876 |
| -3 |
| -67108871 -67108871.6 |
| f3 (a[4](true) , a[29](-33554432) )= -67108871 |
| f1 (a[4](true) , a[30](1.7976931348623157e+308) )= 7 |
| f2 (a[4](true) , a[30](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[4](true) , a[30](1.7976931348623157e+308) )= 7 |
| f1 (a[4](true) , a[31](5e-324) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[31](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[4](true) , a[31](5e-324) )= 7 |
| f1 (a[4](true) , a[32](NaN) )= 7 |
| NaN |
| f2 (a[4](true) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[32](NaN) )= 7 |
| f1 (a[4](true) , a[33](Infinity) )= 7 |
| f2 (a[4](true) , a[33](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[4](true) , a[33](Infinity) )= 7 |
| f1 (a[4](true) , a[34](-Infinity) )= 7 |
| -Infinity |
| f2 (a[4](true) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[4](true) , a[34](-Infinity) )= 7 |
| f1 (a[4](true) , a[35](NaN) )= 7 |
| NaN |
| f2 (a[4](true) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[35](NaN) )= 7 |
| f1 (a[4](true) , a[36](0) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[36](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[36](0) )= 7 |
| f1 (a[4](true) , a[37](0) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[37](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[37](0) )= 7 |
| f1 (a[4](true) , a[38](0) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[38](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[38](0) )= 7 |
| -3 |
| f1 (a[4](true) , a[39](1) )= 1 |
| -3.4 |
| f2 (a[4](true) , a[39](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[4](true) , a[39](1) )= 1 |
| f1 (a[4](true) , a[40](10) )= 100 |
| f2 (a[4](true) , a[40](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[4](true) , a[40](10) )= 3 |
| f1 (a[4](true) , a[41](10.1) )= 100 |
| f2 (a[4](true) , a[41](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[4](true) , a[41](10.1) )= 100 |
| f1 (a[4](true) , a[42](1.7976931348623157e+308) )= 7 |
| f2 (a[4](true) , a[42](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[4](true) , a[42](1.7976931348623157e+308) )= 7 |
| f1 (a[4](true) , a[43](5e-324) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[43](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[4](true) , a[43](5e-324) )= 7 |
| f1 (a[4](true) , a[44](NaN) )= 7 |
| NaN |
| f2 (a[4](true) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[44](NaN) )= 7 |
| f1 (a[4](true) , a[45](Infinity) )= 7 |
| f2 (a[4](true) , a[45](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[4](true) , a[45](Infinity) )= 7 |
| f1 (a[4](true) , a[46](-Infinity) )= 7 |
| -Infinity |
| f2 (a[4](true) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[4](true) , a[46](-Infinity) )= 7 |
| f1 (a[4](true) , a[47]() )= 7 |
| -5.5 |
| f2 (a[4](true) , a[47]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[47]() )= 7 |
| f1 (a[4](true) , a[48](hello) )= 7 |
| NaN |
| f2 (a[4](true) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[48](hello) )= 7 |
| f1 (a[4](true) , a[49](hello) )= 7 |
| NaN |
| f2 (a[4](true) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[49](hello) )= 7 |
| f1 (a[4](true) , a[50](+0) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[50](+0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[50](+0) )= 7 |
| f1 (a[4](true) , a[51](-0) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[51](-0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[51](-0) )= 7 |
| f1 (a[4](true) , a[52](0) )= 7 |
| -5.5 |
| f2 (a[4](true) , a[52](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[52](0) )= 7 |
| -3 |
| f1 (a[4](true) , a[53](1) )= 1 |
| -3.4 |
| f2 (a[4](true) , a[53](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[4](true) , a[53](1) )= 1 |
| f1 (a[4](true) , a[54](10.0) )= 100 |
| f2 (a[4](true) , a[54](10.0) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[4](true) , a[54](10.0) )= 3 |
| f1 (a[4](true) , a[55](10.1) )= 100 |
| f2 (a[4](true) , a[55](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[4](true) , a[55](10.1) )= 100 |
| f1 (a[4](true) , a[56]() )= 7 |
| -5.5 |
| f2 (a[4](true) , a[56]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[4](true) , a[56]() )= 7 |
| f1 (a[4](true) , a[57](hello) )= 7 |
| NaN |
| f2 (a[4](true) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[57](hello) )= 7 |
| f1 (a[4](true) , a[58](hello) )= 7 |
| NaN |
| f2 (a[4](true) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[58](hello) )= 7 |
| f1 (a[4](true) , a[59]([object Object]) )= 7 |
| NaN |
| f2 (a[4](true) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[59]([object Object]) )= 7 |
| f1 (a[4](true) , a[60](1,2,3) )= 7 |
| NaN |
| f2 (a[4](true) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[60](1,2,3) )= 7 |
| f1 (a[4](true) , a[61]([object Object]) )= 7 |
| NaN |
| f2 (a[4](true) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[61]([object Object]) )= 7 |
| f1 (a[4](true) , a[62](1,2,3) )= 7 |
| NaN |
| f2 (a[4](true) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[62](1,2,3) )= 7 |
| f1 (a[4](true) , a[63](function foo() {}) )= 7 |
| NaN |
| f2 (a[4](true) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[4](true) , a[63](function foo() {}) )= 7 |
| f1 (a[5](false) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[5](false) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[0](undefined) )= 5 |
| f1 (a[5](false) , a[1](null) )= 5 |
| f2 (a[5](false) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[1](null) )= 5 |
| -3 |
| f1 (a[5](false) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[5](false) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[5](false) , a[2](true) )= 0 |
| f1 (a[5](false) , a[3](false) )= 5 |
| f2 (a[5](false) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[3](false) )= 5 |
| -3 |
| f1 (a[5](false) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[5](false) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[5](false) , a[4](true) )= 0 |
| f1 (a[5](false) , a[5](false) )= 5 |
| f2 (a[5](false) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[5](false) )= 5 |
| f1 (a[5](false) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[5](false) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[6](NaN) )= 5 |
| f1 (a[5](false) , a[7](0) )= 5 |
| f2 (a[5](false) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[7](0) )= 5 |
| f1 (a[5](false) , a[8](0) )= 5 |
| f2 (a[5](false) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[8](0) )= 5 |
| f1 (a[5](false) , a[9](0) )= 5 |
| f2 (a[5](false) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[9](0) )= 5 |
| -3 |
| f1 (a[5](false) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[5](false) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[5](false) , a[10](1) )= 0 |
| f1 (a[5](false) , a[11](10) )= 2 |
| 0 |
| f2 (a[5](false) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[5](false) , a[11](10) )= 7 |
| f1 (a[5](false) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[5](false) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[5](false) , a[12](10.1) )= 2 |
| f1 (a[5](false) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[5](false) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[5](false) , a[13](-1) )= 2 |
| f1 (a[5](false) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[5](false) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[5](false) , a[14](-5) )= 0 |
| -3 |
| f1 (a[5](false) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[5](false) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[5](false) , a[15](5) )= 0 |
| f1 (a[5](false) , a[16](124) )= 7 |
| f2 (a[5](false) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[5](false) , a[16](124) )= 2 |
| f1 (a[5](false) , a[17](248) )= 7 |
| f2 (a[5](false) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[5](false) , a[17](248) )= 2 |
| f1 (a[5](false) , a[18](654) )= 2 |
| 0 |
| f2 (a[5](false) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[5](false) , a[18](654) )= 0 |
| f1 (a[5](false) , a[19](987) )= 2 |
| 0 |
| f2 (a[5](false) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[5](false) , a[19](987) )= 2 |
| f1 (a[5](false) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[5](false) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[5](false) , a[20](-1026) )= -2059 |
| f1 (a[5](false) , a[21](98768.2546) )= 7 |
| f2 (a[5](false) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[5](false) , a[21](98768.2546) )= 2 |
| f1 (a[5](false) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[5](false) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[5](false) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[5](false) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[5](false) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[5](false) , a[23](1) )= 0 |
| f1 (a[5](false) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[5](false) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[5](false) , a[24](-1) )= 2 |
| f1 (a[5](false) , a[25](0) )= 5 |
| f2 (a[5](false) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[25](0) )= 5 |
| f1 (a[5](false) , a[26](-2147483648) )= -2147483643 |
| f2 (a[5](false) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[5](false) , a[26](-2147483648) )= -7 |
| f1 (a[5](false) , a[27](2147483648) )= -2147483643 |
| f2 (a[5](false) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[5](false) , a[27](2147483648) )= 2 |
| f1 (a[5](false) , a[28](33554432) )= 7 |
| f2 (a[5](false) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[5](false) , a[28](33554432) )= 2 |
| f1 (a[5](false) , a[29](-33554432) )= -33554427 |
| f2 (a[5](false) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[5](false) , a[29](-33554432) )= -67108871 |
| f1 (a[5](false) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[5](false) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[5](false) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[5](false) , a[31](5e-324) )= 5 |
| f2 (a[5](false) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[31](5e-324) )= 5 |
| f1 (a[5](false) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[5](false) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[32](NaN) )= 5 |
| f1 (a[5](false) , a[33](Infinity) )= 5 |
| f2 (a[5](false) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[5](false) , a[33](Infinity) )= 5 |
| f1 (a[5](false) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[5](false) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[5](false) , a[34](-Infinity) )= 5 |
| f1 (a[5](false) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[5](false) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[35](NaN) )= 5 |
| f1 (a[5](false) , a[36](0) )= 5 |
| f2 (a[5](false) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[36](0) )= 5 |
| f1 (a[5](false) , a[37](0) )= 5 |
| f2 (a[5](false) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[37](0) )= 5 |
| f1 (a[5](false) , a[38](0) )= 5 |
| f2 (a[5](false) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[38](0) )= 5 |
| -3 |
| f1 (a[5](false) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[5](false) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[5](false) , a[39](1) )= 0 |
| f1 (a[5](false) , a[40](10) )= 2 |
| 0 |
| f2 (a[5](false) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[5](false) , a[40](10) )= 7 |
| f1 (a[5](false) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[5](false) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[5](false) , a[41](10.1) )= 2 |
| f1 (a[5](false) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[5](false) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[5](false) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[5](false) , a[43](5e-324) )= 5 |
| f2 (a[5](false) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[43](5e-324) )= 5 |
| f1 (a[5](false) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[5](false) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[44](NaN) )= 5 |
| f1 (a[5](false) , a[45](Infinity) )= 5 |
| f2 (a[5](false) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[5](false) , a[45](Infinity) )= 5 |
| f1 (a[5](false) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[5](false) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[5](false) , a[46](-Infinity) )= 5 |
| f1 (a[5](false) , a[47]() )= 5 |
| f2 (a[5](false) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[47]() )= 5 |
| f1 (a[5](false) , a[48](hello) )= 5 |
| NaN |
| f2 (a[5](false) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[48](hello) )= 5 |
| f1 (a[5](false) , a[49](hello) )= 5 |
| NaN |
| f2 (a[5](false) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[49](hello) )= 5 |
| f1 (a[5](false) , a[50](+0) )= 5 |
| f2 (a[5](false) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[50](+0) )= 5 |
| f1 (a[5](false) , a[51](-0) )= 5 |
| f2 (a[5](false) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[51](-0) )= 5 |
| f1 (a[5](false) , a[52](0) )= 5 |
| f2 (a[5](false) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[52](0) )= 5 |
| -3 |
| f1 (a[5](false) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[5](false) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[5](false) , a[53](1) )= 0 |
| f1 (a[5](false) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[5](false) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[5](false) , a[54](10.0) )= 7 |
| f1 (a[5](false) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[5](false) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[5](false) , a[55](10.1) )= 2 |
| f1 (a[5](false) , a[56]() )= 5 |
| f2 (a[5](false) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[5](false) , a[56]() )= 5 |
| f1 (a[5](false) , a[57](hello) )= 5 |
| NaN |
| f2 (a[5](false) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[57](hello) )= 5 |
| f1 (a[5](false) , a[58](hello) )= 5 |
| NaN |
| f2 (a[5](false) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[58](hello) )= 5 |
| f1 (a[5](false) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[5](false) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[59]([object Object]) )= 5 |
| f1 (a[5](false) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[5](false) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[60](1,2,3) )= 5 |
| f1 (a[5](false) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[5](false) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[61]([object Object]) )= 5 |
| f1 (a[5](false) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[5](false) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[62](1,2,3) )= 5 |
| f1 (a[5](false) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[5](false) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[5](false) , a[63](function foo() {}) )= 5 |
| f1 (a[6](NaN) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[0](undefined) )= 5 |
| f1 (a[6](NaN) , a[1](null) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[1](null) )= 5 |
| -3 |
| f1 (a[6](NaN) , a[2](true) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[6](NaN) , a[2](true) )= 0 |
| f1 (a[6](NaN) , a[3](false) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[3](false) )= 5 |
| -3 |
| f1 (a[6](NaN) , a[4](true) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[6](NaN) , a[4](true) )= 0 |
| f1 (a[6](NaN) , a[5](false) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[5](false) )= 5 |
| f1 (a[6](NaN) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[6](NaN) )= 5 |
| f1 (a[6](NaN) , a[7](0) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[7](0) )= 5 |
| f1 (a[6](NaN) , a[8](0) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[8](0) )= 5 |
| f1 (a[6](NaN) , a[9](0) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[9](0) )= 5 |
| -3 |
| f1 (a[6](NaN) , a[10](1) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[6](NaN) , a[10](1) )= 0 |
| f1 (a[6](NaN) , a[11](10) )= 2 |
| NaN |
| f2 (a[6](NaN) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[6](NaN) , a[11](10) )= 7 |
| f1 (a[6](NaN) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[6](NaN) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[6](NaN) , a[12](10.1) )= 2 |
| f1 (a[6](NaN) , a[13](-1) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[6](NaN) , a[13](-1) )= 2 |
| f1 (a[6](NaN) , a[14](-5) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[6](NaN) , a[14](-5) )= 0 |
| -3 |
| f1 (a[6](NaN) , a[15](5) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[6](NaN) , a[15](5) )= 0 |
| f1 (a[6](NaN) , a[16](124) )= 7 |
| NaN |
| f2 (a[6](NaN) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[6](NaN) , a[16](124) )= 2 |
| f1 (a[6](NaN) , a[17](248) )= 7 |
| NaN |
| f2 (a[6](NaN) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[6](NaN) , a[17](248) )= 2 |
| f1 (a[6](NaN) , a[18](654) )= 2 |
| NaN |
| f2 (a[6](NaN) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[6](NaN) , a[18](654) )= 0 |
| f1 (a[6](NaN) , a[19](987) )= 2 |
| NaN |
| f2 (a[6](NaN) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[6](NaN) , a[19](987) )= 2 |
| f1 (a[6](NaN) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[6](NaN) , a[20](-1026) )= -2059 |
| f1 (a[6](NaN) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[6](NaN) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[6](NaN) , a[21](98768.2546) )= 2 |
| f1 (a[6](NaN) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[6](NaN) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[6](NaN) , a[23](1) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[6](NaN) , a[23](1) )= 0 |
| f1 (a[6](NaN) , a[24](-1) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[6](NaN) , a[24](-1) )= 2 |
| f1 (a[6](NaN) , a[25](0) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[25](0) )= 5 |
| f1 (a[6](NaN) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[6](NaN) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[6](NaN) , a[26](-2147483648) )= -7 |
| f1 (a[6](NaN) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[6](NaN) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[6](NaN) , a[27](2147483648) )= 2 |
| f1 (a[6](NaN) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[6](NaN) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[6](NaN) , a[28](33554432) )= 2 |
| f1 (a[6](NaN) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[6](NaN) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[6](NaN) , a[29](-33554432) )= -67108871 |
| f1 (a[6](NaN) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[6](NaN) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[6](NaN) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[31](5e-324) )= 5 |
| f1 (a[6](NaN) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[32](NaN) )= 5 |
| f1 (a[6](NaN) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[6](NaN) , a[33](Infinity) )= 5 |
| f1 (a[6](NaN) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[6](NaN) , a[34](-Infinity) )= 5 |
| f1 (a[6](NaN) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[35](NaN) )= 5 |
| f1 (a[6](NaN) , a[36](0) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[36](0) )= 5 |
| f1 (a[6](NaN) , a[37](0) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[37](0) )= 5 |
| f1 (a[6](NaN) , a[38](0) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[38](0) )= 5 |
| -3 |
| f1 (a[6](NaN) , a[39](1) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[6](NaN) , a[39](1) )= 0 |
| f1 (a[6](NaN) , a[40](10) )= 2 |
| NaN |
| f2 (a[6](NaN) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[6](NaN) , a[40](10) )= 7 |
| f1 (a[6](NaN) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[6](NaN) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[6](NaN) , a[41](10.1) )= 2 |
| f1 (a[6](NaN) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[6](NaN) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[6](NaN) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[43](5e-324) )= 5 |
| f1 (a[6](NaN) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[44](NaN) )= 5 |
| f1 (a[6](NaN) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[6](NaN) , a[45](Infinity) )= 5 |
| f1 (a[6](NaN) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[6](NaN) , a[46](-Infinity) )= 5 |
| f1 (a[6](NaN) , a[47]() )= 5 |
| NaN |
| f2 (a[6](NaN) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[47]() )= 5 |
| f1 (a[6](NaN) , a[48](hello) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[48](hello) )= 5 |
| f1 (a[6](NaN) , a[49](hello) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[49](hello) )= 5 |
| f1 (a[6](NaN) , a[50](+0) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[50](+0) )= 5 |
| f1 (a[6](NaN) , a[51](-0) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[51](-0) )= 5 |
| f1 (a[6](NaN) , a[52](0) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[52](0) )= 5 |
| -3 |
| f1 (a[6](NaN) , a[53](1) )= 0 |
| NaN |
| f2 (a[6](NaN) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[6](NaN) , a[53](1) )= 0 |
| f1 (a[6](NaN) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[6](NaN) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[6](NaN) , a[54](10.0) )= 7 |
| f1 (a[6](NaN) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[6](NaN) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[6](NaN) , a[55](10.1) )= 2 |
| f1 (a[6](NaN) , a[56]() )= 5 |
| NaN |
| f2 (a[6](NaN) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[6](NaN) , a[56]() )= 5 |
| f1 (a[6](NaN) , a[57](hello) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[57](hello) )= 5 |
| f1 (a[6](NaN) , a[58](hello) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[58](hello) )= 5 |
| f1 (a[6](NaN) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[59]([object Object]) )= 5 |
| f1 (a[6](NaN) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[60](1,2,3) )= 5 |
| f1 (a[6](NaN) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[61]([object Object]) )= 5 |
| f1 (a[6](NaN) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[62](1,2,3) )= 5 |
| f1 (a[6](NaN) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[6](NaN) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[6](NaN) , a[63](function foo() {}) )= 5 |
| f1 (a[7](0) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[7](0) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[0](undefined) )= 5 |
| f1 (a[7](0) , a[1](null) )= 5 |
| f2 (a[7](0) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[1](null) )= 5 |
| -3 |
| f1 (a[7](0) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[7](0) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[7](0) , a[2](true) )= 0 |
| f1 (a[7](0) , a[3](false) )= 5 |
| f2 (a[7](0) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[3](false) )= 5 |
| -3 |
| f1 (a[7](0) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[7](0) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[7](0) , a[4](true) )= 0 |
| f1 (a[7](0) , a[5](false) )= 5 |
| f2 (a[7](0) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[5](false) )= 5 |
| f1 (a[7](0) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[7](0) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[6](NaN) )= 5 |
| f1 (a[7](0) , a[7](0) )= 5 |
| f2 (a[7](0) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[7](0) )= 5 |
| f1 (a[7](0) , a[8](0) )= 5 |
| f2 (a[7](0) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[8](0) )= 5 |
| f1 (a[7](0) , a[9](0) )= 5 |
| f2 (a[7](0) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[9](0) )= 5 |
| -3 |
| f1 (a[7](0) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[7](0) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[7](0) , a[10](1) )= 0 |
| f1 (a[7](0) , a[11](10) )= 2 |
| 0 |
| f2 (a[7](0) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[7](0) , a[11](10) )= 7 |
| f1 (a[7](0) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[7](0) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[7](0) , a[12](10.1) )= 2 |
| f1 (a[7](0) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[7](0) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[7](0) , a[13](-1) )= 2 |
| f1 (a[7](0) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[7](0) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[7](0) , a[14](-5) )= 0 |
| -3 |
| f1 (a[7](0) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[7](0) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[7](0) , a[15](5) )= 0 |
| f1 (a[7](0) , a[16](124) )= 7 |
| f2 (a[7](0) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[7](0) , a[16](124) )= 2 |
| f1 (a[7](0) , a[17](248) )= 7 |
| f2 (a[7](0) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[7](0) , a[17](248) )= 2 |
| f1 (a[7](0) , a[18](654) )= 2 |
| 0 |
| f2 (a[7](0) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[7](0) , a[18](654) )= 0 |
| f1 (a[7](0) , a[19](987) )= 2 |
| 0 |
| f2 (a[7](0) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[7](0) , a[19](987) )= 2 |
| f1 (a[7](0) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[7](0) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[7](0) , a[20](-1026) )= -2059 |
| f1 (a[7](0) , a[21](98768.2546) )= 7 |
| f2 (a[7](0) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[7](0) , a[21](98768.2546) )= 2 |
| f1 (a[7](0) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[7](0) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[7](0) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[7](0) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[7](0) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[7](0) , a[23](1) )= 0 |
| f1 (a[7](0) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[7](0) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[7](0) , a[24](-1) )= 2 |
| f1 (a[7](0) , a[25](0) )= 5 |
| f2 (a[7](0) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[25](0) )= 5 |
| f1 (a[7](0) , a[26](-2147483648) )= -2147483643 |
| f2 (a[7](0) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[7](0) , a[26](-2147483648) )= -7 |
| f1 (a[7](0) , a[27](2147483648) )= -2147483643 |
| f2 (a[7](0) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[7](0) , a[27](2147483648) )= 2 |
| f1 (a[7](0) , a[28](33554432) )= 7 |
| f2 (a[7](0) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[7](0) , a[28](33554432) )= 2 |
| f1 (a[7](0) , a[29](-33554432) )= -33554427 |
| f2 (a[7](0) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[7](0) , a[29](-33554432) )= -67108871 |
| f1 (a[7](0) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[7](0) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[7](0) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[7](0) , a[31](5e-324) )= 5 |
| f2 (a[7](0) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[31](5e-324) )= 5 |
| f1 (a[7](0) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[7](0) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[32](NaN) )= 5 |
| f1 (a[7](0) , a[33](Infinity) )= 5 |
| f2 (a[7](0) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[7](0) , a[33](Infinity) )= 5 |
| f1 (a[7](0) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[7](0) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[7](0) , a[34](-Infinity) )= 5 |
| f1 (a[7](0) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[7](0) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[35](NaN) )= 5 |
| f1 (a[7](0) , a[36](0) )= 5 |
| f2 (a[7](0) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[36](0) )= 5 |
| f1 (a[7](0) , a[37](0) )= 5 |
| f2 (a[7](0) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[37](0) )= 5 |
| f1 (a[7](0) , a[38](0) )= 5 |
| f2 (a[7](0) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[38](0) )= 5 |
| -3 |
| f1 (a[7](0) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[7](0) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[7](0) , a[39](1) )= 0 |
| f1 (a[7](0) , a[40](10) )= 2 |
| 0 |
| f2 (a[7](0) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[7](0) , a[40](10) )= 7 |
| f1 (a[7](0) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[7](0) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[7](0) , a[41](10.1) )= 2 |
| f1 (a[7](0) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[7](0) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[7](0) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[7](0) , a[43](5e-324) )= 5 |
| f2 (a[7](0) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[43](5e-324) )= 5 |
| f1 (a[7](0) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[7](0) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[44](NaN) )= 5 |
| f1 (a[7](0) , a[45](Infinity) )= 5 |
| f2 (a[7](0) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[7](0) , a[45](Infinity) )= 5 |
| f1 (a[7](0) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[7](0) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[7](0) , a[46](-Infinity) )= 5 |
| f1 (a[7](0) , a[47]() )= 5 |
| f2 (a[7](0) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[47]() )= 5 |
| f1 (a[7](0) , a[48](hello) )= 5 |
| NaN |
| f2 (a[7](0) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[48](hello) )= 5 |
| f1 (a[7](0) , a[49](hello) )= 5 |
| NaN |
| f2 (a[7](0) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[49](hello) )= 5 |
| f1 (a[7](0) , a[50](+0) )= 5 |
| f2 (a[7](0) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[50](+0) )= 5 |
| f1 (a[7](0) , a[51](-0) )= 5 |
| f2 (a[7](0) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[51](-0) )= 5 |
| f1 (a[7](0) , a[52](0) )= 5 |
| f2 (a[7](0) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[52](0) )= 5 |
| -3 |
| f1 (a[7](0) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[7](0) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[7](0) , a[53](1) )= 0 |
| f1 (a[7](0) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[7](0) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[7](0) , a[54](10.0) )= 7 |
| f1 (a[7](0) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[7](0) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[7](0) , a[55](10.1) )= 2 |
| f1 (a[7](0) , a[56]() )= 5 |
| f2 (a[7](0) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[7](0) , a[56]() )= 5 |
| f1 (a[7](0) , a[57](hello) )= 5 |
| NaN |
| f2 (a[7](0) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[57](hello) )= 5 |
| f1 (a[7](0) , a[58](hello) )= 5 |
| NaN |
| f2 (a[7](0) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[58](hello) )= 5 |
| f1 (a[7](0) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[7](0) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[59]([object Object]) )= 5 |
| f1 (a[7](0) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[7](0) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[60](1,2,3) )= 5 |
| f1 (a[7](0) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[7](0) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[61]([object Object]) )= 5 |
| f1 (a[7](0) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[7](0) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[62](1,2,3) )= 5 |
| f1 (a[7](0) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[7](0) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[7](0) , a[63](function foo() {}) )= 5 |
| f1 (a[8](0) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[8](0) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[0](undefined) )= 5 |
| f1 (a[8](0) , a[1](null) )= 5 |
| f2 (a[8](0) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[1](null) )= 5 |
| -3 |
| f1 (a[8](0) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[8](0) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[8](0) , a[2](true) )= 0 |
| f1 (a[8](0) , a[3](false) )= 5 |
| f2 (a[8](0) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[3](false) )= 5 |
| -3 |
| f1 (a[8](0) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[8](0) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[8](0) , a[4](true) )= 0 |
| f1 (a[8](0) , a[5](false) )= 5 |
| f2 (a[8](0) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[5](false) )= 5 |
| f1 (a[8](0) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[8](0) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[6](NaN) )= 5 |
| f1 (a[8](0) , a[7](0) )= 5 |
| f2 (a[8](0) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[7](0) )= 5 |
| f1 (a[8](0) , a[8](0) )= 5 |
| f2 (a[8](0) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[8](0) )= 5 |
| f1 (a[8](0) , a[9](0) )= 5 |
| f2 (a[8](0) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[9](0) )= 5 |
| -3 |
| f1 (a[8](0) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[8](0) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[8](0) , a[10](1) )= 0 |
| f1 (a[8](0) , a[11](10) )= 2 |
| 0 |
| f2 (a[8](0) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[8](0) , a[11](10) )= 7 |
| f1 (a[8](0) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[8](0) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[8](0) , a[12](10.1) )= 2 |
| f1 (a[8](0) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[8](0) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[8](0) , a[13](-1) )= 2 |
| f1 (a[8](0) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[8](0) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[8](0) , a[14](-5) )= 0 |
| -3 |
| f1 (a[8](0) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[8](0) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[8](0) , a[15](5) )= 0 |
| f1 (a[8](0) , a[16](124) )= 7 |
| f2 (a[8](0) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[8](0) , a[16](124) )= 2 |
| f1 (a[8](0) , a[17](248) )= 7 |
| f2 (a[8](0) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[8](0) , a[17](248) )= 2 |
| f1 (a[8](0) , a[18](654) )= 2 |
| 0 |
| f2 (a[8](0) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[8](0) , a[18](654) )= 0 |
| f1 (a[8](0) , a[19](987) )= 2 |
| 0 |
| f2 (a[8](0) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[8](0) , a[19](987) )= 2 |
| f1 (a[8](0) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[8](0) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[8](0) , a[20](-1026) )= -2059 |
| f1 (a[8](0) , a[21](98768.2546) )= 7 |
| f2 (a[8](0) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[8](0) , a[21](98768.2546) )= 2 |
| f1 (a[8](0) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[8](0) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[8](0) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[8](0) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[8](0) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[8](0) , a[23](1) )= 0 |
| f1 (a[8](0) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[8](0) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[8](0) , a[24](-1) )= 2 |
| f1 (a[8](0) , a[25](0) )= 5 |
| f2 (a[8](0) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[25](0) )= 5 |
| f1 (a[8](0) , a[26](-2147483648) )= -2147483643 |
| f2 (a[8](0) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[8](0) , a[26](-2147483648) )= -7 |
| f1 (a[8](0) , a[27](2147483648) )= -2147483643 |
| f2 (a[8](0) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[8](0) , a[27](2147483648) )= 2 |
| f1 (a[8](0) , a[28](33554432) )= 7 |
| f2 (a[8](0) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[8](0) , a[28](33554432) )= 2 |
| f1 (a[8](0) , a[29](-33554432) )= -33554427 |
| f2 (a[8](0) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[8](0) , a[29](-33554432) )= -67108871 |
| f1 (a[8](0) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[8](0) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[8](0) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[8](0) , a[31](5e-324) )= 5 |
| f2 (a[8](0) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[31](5e-324) )= 5 |
| f1 (a[8](0) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[8](0) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[32](NaN) )= 5 |
| f1 (a[8](0) , a[33](Infinity) )= 5 |
| f2 (a[8](0) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[8](0) , a[33](Infinity) )= 5 |
| f1 (a[8](0) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[8](0) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[8](0) , a[34](-Infinity) )= 5 |
| f1 (a[8](0) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[8](0) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[35](NaN) )= 5 |
| f1 (a[8](0) , a[36](0) )= 5 |
| f2 (a[8](0) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[36](0) )= 5 |
| f1 (a[8](0) , a[37](0) )= 5 |
| f2 (a[8](0) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[37](0) )= 5 |
| f1 (a[8](0) , a[38](0) )= 5 |
| f2 (a[8](0) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[38](0) )= 5 |
| -3 |
| f1 (a[8](0) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[8](0) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[8](0) , a[39](1) )= 0 |
| f1 (a[8](0) , a[40](10) )= 2 |
| 0 |
| f2 (a[8](0) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[8](0) , a[40](10) )= 7 |
| f1 (a[8](0) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[8](0) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[8](0) , a[41](10.1) )= 2 |
| f1 (a[8](0) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[8](0) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[8](0) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[8](0) , a[43](5e-324) )= 5 |
| f2 (a[8](0) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[43](5e-324) )= 5 |
| f1 (a[8](0) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[8](0) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[44](NaN) )= 5 |
| f1 (a[8](0) , a[45](Infinity) )= 5 |
| f2 (a[8](0) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[8](0) , a[45](Infinity) )= 5 |
| f1 (a[8](0) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[8](0) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[8](0) , a[46](-Infinity) )= 5 |
| f1 (a[8](0) , a[47]() )= 5 |
| f2 (a[8](0) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[47]() )= 5 |
| f1 (a[8](0) , a[48](hello) )= 5 |
| NaN |
| f2 (a[8](0) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[48](hello) )= 5 |
| f1 (a[8](0) , a[49](hello) )= 5 |
| NaN |
| f2 (a[8](0) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[49](hello) )= 5 |
| f1 (a[8](0) , a[50](+0) )= 5 |
| f2 (a[8](0) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[50](+0) )= 5 |
| f1 (a[8](0) , a[51](-0) )= 5 |
| f2 (a[8](0) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[51](-0) )= 5 |
| f1 (a[8](0) , a[52](0) )= 5 |
| f2 (a[8](0) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[52](0) )= 5 |
| -3 |
| f1 (a[8](0) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[8](0) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[8](0) , a[53](1) )= 0 |
| f1 (a[8](0) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[8](0) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[8](0) , a[54](10.0) )= 7 |
| f1 (a[8](0) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[8](0) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[8](0) , a[55](10.1) )= 2 |
| f1 (a[8](0) , a[56]() )= 5 |
| f2 (a[8](0) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[8](0) , a[56]() )= 5 |
| f1 (a[8](0) , a[57](hello) )= 5 |
| NaN |
| f2 (a[8](0) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[57](hello) )= 5 |
| f1 (a[8](0) , a[58](hello) )= 5 |
| NaN |
| f2 (a[8](0) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[58](hello) )= 5 |
| f1 (a[8](0) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[8](0) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[59]([object Object]) )= 5 |
| f1 (a[8](0) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[8](0) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[60](1,2,3) )= 5 |
| f1 (a[8](0) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[8](0) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[61]([object Object]) )= 5 |
| f1 (a[8](0) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[8](0) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[62](1,2,3) )= 5 |
| f1 (a[8](0) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[8](0) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[8](0) , a[63](function foo() {}) )= 5 |
| f1 (a[9](0) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[9](0) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[0](undefined) )= 5 |
| f1 (a[9](0) , a[1](null) )= 5 |
| f2 (a[9](0) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[1](null) )= 5 |
| -3 |
| f1 (a[9](0) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[9](0) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[9](0) , a[2](true) )= 0 |
| f1 (a[9](0) , a[3](false) )= 5 |
| f2 (a[9](0) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[3](false) )= 5 |
| -3 |
| f1 (a[9](0) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[9](0) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[9](0) , a[4](true) )= 0 |
| f1 (a[9](0) , a[5](false) )= 5 |
| f2 (a[9](0) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[5](false) )= 5 |
| f1 (a[9](0) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[9](0) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[6](NaN) )= 5 |
| f1 (a[9](0) , a[7](0) )= 5 |
| f2 (a[9](0) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[7](0) )= 5 |
| f1 (a[9](0) , a[8](0) )= 5 |
| f2 (a[9](0) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[8](0) )= 5 |
| f1 (a[9](0) , a[9](0) )= 5 |
| f2 (a[9](0) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[9](0) )= 5 |
| -3 |
| f1 (a[9](0) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[9](0) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[9](0) , a[10](1) )= 0 |
| f1 (a[9](0) , a[11](10) )= 2 |
| 0 |
| f2 (a[9](0) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[9](0) , a[11](10) )= 7 |
| f1 (a[9](0) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[9](0) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[9](0) , a[12](10.1) )= 2 |
| f1 (a[9](0) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[9](0) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[9](0) , a[13](-1) )= 2 |
| f1 (a[9](0) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[9](0) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[9](0) , a[14](-5) )= 0 |
| -3 |
| f1 (a[9](0) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[9](0) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[9](0) , a[15](5) )= 0 |
| f1 (a[9](0) , a[16](124) )= 7 |
| f2 (a[9](0) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[9](0) , a[16](124) )= 2 |
| f1 (a[9](0) , a[17](248) )= 7 |
| f2 (a[9](0) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[9](0) , a[17](248) )= 2 |
| f1 (a[9](0) , a[18](654) )= 2 |
| 0 |
| f2 (a[9](0) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[9](0) , a[18](654) )= 0 |
| f1 (a[9](0) , a[19](987) )= 2 |
| 0 |
| f2 (a[9](0) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[9](0) , a[19](987) )= 2 |
| f1 (a[9](0) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[9](0) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[9](0) , a[20](-1026) )= -2059 |
| f1 (a[9](0) , a[21](98768.2546) )= 7 |
| f2 (a[9](0) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[9](0) , a[21](98768.2546) )= 2 |
| f1 (a[9](0) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[9](0) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[9](0) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[9](0) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[9](0) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[9](0) , a[23](1) )= 0 |
| f1 (a[9](0) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[9](0) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[9](0) , a[24](-1) )= 2 |
| f1 (a[9](0) , a[25](0) )= 5 |
| f2 (a[9](0) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[25](0) )= 5 |
| f1 (a[9](0) , a[26](-2147483648) )= -2147483643 |
| f2 (a[9](0) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[9](0) , a[26](-2147483648) )= -7 |
| f1 (a[9](0) , a[27](2147483648) )= -2147483643 |
| f2 (a[9](0) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[9](0) , a[27](2147483648) )= 2 |
| f1 (a[9](0) , a[28](33554432) )= 7 |
| f2 (a[9](0) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[9](0) , a[28](33554432) )= 2 |
| f1 (a[9](0) , a[29](-33554432) )= -33554427 |
| f2 (a[9](0) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[9](0) , a[29](-33554432) )= -67108871 |
| f1 (a[9](0) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[9](0) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[9](0) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[9](0) , a[31](5e-324) )= 5 |
| f2 (a[9](0) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[31](5e-324) )= 5 |
| f1 (a[9](0) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[9](0) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[32](NaN) )= 5 |
| f1 (a[9](0) , a[33](Infinity) )= 5 |
| f2 (a[9](0) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[9](0) , a[33](Infinity) )= 5 |
| f1 (a[9](0) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[9](0) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[9](0) , a[34](-Infinity) )= 5 |
| f1 (a[9](0) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[9](0) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[35](NaN) )= 5 |
| f1 (a[9](0) , a[36](0) )= 5 |
| f2 (a[9](0) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[36](0) )= 5 |
| f1 (a[9](0) , a[37](0) )= 5 |
| f2 (a[9](0) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[37](0) )= 5 |
| f1 (a[9](0) , a[38](0) )= 5 |
| f2 (a[9](0) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[38](0) )= 5 |
| -3 |
| f1 (a[9](0) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[9](0) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[9](0) , a[39](1) )= 0 |
| f1 (a[9](0) , a[40](10) )= 2 |
| 0 |
| f2 (a[9](0) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[9](0) , a[40](10) )= 7 |
| f1 (a[9](0) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[9](0) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[9](0) , a[41](10.1) )= 2 |
| f1 (a[9](0) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[9](0) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[9](0) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[9](0) , a[43](5e-324) )= 5 |
| f2 (a[9](0) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[43](5e-324) )= 5 |
| f1 (a[9](0) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[9](0) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[44](NaN) )= 5 |
| f1 (a[9](0) , a[45](Infinity) )= 5 |
| f2 (a[9](0) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[9](0) , a[45](Infinity) )= 5 |
| f1 (a[9](0) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[9](0) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[9](0) , a[46](-Infinity) )= 5 |
| f1 (a[9](0) , a[47]() )= 5 |
| f2 (a[9](0) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[47]() )= 5 |
| f1 (a[9](0) , a[48](hello) )= 5 |
| NaN |
| f2 (a[9](0) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[48](hello) )= 5 |
| f1 (a[9](0) , a[49](hello) )= 5 |
| NaN |
| f2 (a[9](0) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[49](hello) )= 5 |
| f1 (a[9](0) , a[50](+0) )= 5 |
| f2 (a[9](0) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[50](+0) )= 5 |
| f1 (a[9](0) , a[51](-0) )= 5 |
| f2 (a[9](0) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[51](-0) )= 5 |
| f1 (a[9](0) , a[52](0) )= 5 |
| f2 (a[9](0) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[52](0) )= 5 |
| -3 |
| f1 (a[9](0) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[9](0) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[9](0) , a[53](1) )= 0 |
| f1 (a[9](0) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[9](0) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[9](0) , a[54](10.0) )= 7 |
| f1 (a[9](0) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[9](0) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[9](0) , a[55](10.1) )= 2 |
| f1 (a[9](0) , a[56]() )= 5 |
| f2 (a[9](0) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[9](0) , a[56]() )= 5 |
| f1 (a[9](0) , a[57](hello) )= 5 |
| NaN |
| f2 (a[9](0) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[57](hello) )= 5 |
| f1 (a[9](0) , a[58](hello) )= 5 |
| NaN |
| f2 (a[9](0) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[58](hello) )= 5 |
| f1 (a[9](0) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[9](0) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[59]([object Object]) )= 5 |
| f1 (a[9](0) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[9](0) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[60](1,2,3) )= 5 |
| f1 (a[9](0) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[9](0) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[61]([object Object]) )= 5 |
| f1 (a[9](0) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[9](0) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[62](1,2,3) )= 5 |
| f1 (a[9](0) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[9](0) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[9](0) , a[63](function foo() {}) )= 5 |
| f1 (a[10](1) , a[0](undefined) )= 7 |
| NaN |
| f2 (a[10](1) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[0](undefined) )= 7 |
| f1 (a[10](1) , a[1](null) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[1](null) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[1](null) )= 7 |
| -3 |
| f1 (a[10](1) , a[2](true) )= 1 |
| -3.4 |
| f2 (a[10](1) , a[2](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[10](1) , a[2](true) )= 1 |
| f1 (a[10](1) , a[3](false) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[3](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[3](false) )= 7 |
| -3 |
| f1 (a[10](1) , a[4](true) )= 1 |
| -3.4 |
| f2 (a[10](1) , a[4](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[10](1) , a[4](true) )= 1 |
| f1 (a[10](1) , a[5](false) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[5](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[5](false) )= 7 |
| f1 (a[10](1) , a[6](NaN) )= 7 |
| NaN |
| f2 (a[10](1) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[6](NaN) )= 7 |
| f1 (a[10](1) , a[7](0) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[7](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[7](0) )= 7 |
| f1 (a[10](1) , a[8](0) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[8](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[8](0) )= 7 |
| f1 (a[10](1) , a[9](0) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[9](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[9](0) )= 7 |
| -3 |
| f1 (a[10](1) , a[10](1) )= 1 |
| -3.4 |
| f2 (a[10](1) , a[10](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[10](1) , a[10](1) )= 1 |
| f1 (a[10](1) , a[11](10) )= 100 |
| f2 (a[10](1) , a[11](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[10](1) , a[11](10) )= 3 |
| f1 (a[10](1) , a[12](10.1) )= 100 |
| f2 (a[10](1) , a[12](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[10](1) , a[12](10.1) )= 100 |
| f1 (a[10](1) , a[13](-1) )= 0 |
| -6.5 |
| f2 (a[10](1) , a[13](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[10](1) , a[13](-1) )= 100 |
| f1 (a[10](1) , a[14](-5) )= 0 |
| -10.5 |
| f2 (a[10](1) , a[14](-5) )= -5 |
| 1 |
| -3 |
| -3 |
| 0.18181818181818182 |
| 1 1 |
| f3 (a[10](1) , a[14](-5) )= 1 |
| -3 |
| f1 (a[10](1) , a[15](5) )= 1 |
| -3.4 |
| f2 (a[10](1) , a[15](5) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 5 |
| f3 (a[10](1) , a[15](5) )= 1 |
| 0 |
| f1 (a[10](1) , a[16](124) )= 3 |
| f2 (a[10](1) , a[16](124) )= 3.4 |
| 1 |
| -3 |
| 1 254.5 |
| f3 (a[10](1) , a[16](124) )= 1 |
| 0 |
| f1 (a[10](1) , a[17](248) )= 3 |
| f2 (a[10](1) , a[17](248) )= 3.4 |
| 1 |
| -3 |
| 1 502.5 |
| f3 (a[10](1) , a[17](248) )= 1 |
| f1 (a[10](1) , a[18](654) )= 100 |
| f2 (a[10](1) , a[18](654) )= 3.4 |
| -3 |
| -3 |
| 1 2352438 |
| f3 (a[10](1) , a[18](654) )= 1 |
| 1 |
| f1 (a[10](1) , a[19](987) )= 1 |
| -0.29437229437229434 |
| f2 (a[10](1) , a[19](987) )= 1 |
| 0.9965478728804955 |
| 1 |
| -3 |
| 0.9965478728804955 |
| 1 987 |
| f3 (a[10](1) , a[19](987) )= 1 |
| f1 (a[10](1) , a[20](-1026) )= 100 |
| -1031.5 |
| f2 (a[10](1) , a[20](-1026) )= -1026 |
| -2064 |
| -3 |
| -2059 -2059.6 |
| f3 (a[10](1) , a[20](-1026) )= -2059 |
| 0 |
| f1 (a[10](1) , a[21](98768.2546) )= 3 |
| f2 (a[10](1) , a[21](98768.2546) )= 3.4 |
| 1 |
| -3 |
| 1 197543.0092 |
| f3 (a[10](1) , a[21](98768.2546) )= 1 |
| f1 (a[10](1) , a[22](-88754.15478) )= 100 |
| -88759.65478 |
| f2 (a[10](1) , a[22](-88754.15478) )= -88754.15478 |
| -711960064 |
| -3 |
| -711960059 7877974533.838525 |
| f3 (a[10](1) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[10](1) , a[23](1) )= 1 |
| -3.4 |
| f2 (a[10](1) , a[23](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[10](1) , a[23](1) )= 1 |
| f1 (a[10](1) , a[24](-1) )= 0 |
| -6.5 |
| f2 (a[10](1) , a[24](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[10](1) , a[24](-1) )= 100 |
| f1 (a[10](1) , a[25](0) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[25](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[25](0) )= 7 |
| f1 (a[10](1) , a[26](-2147483648) )= -2147483641 |
| -2147483653.5 |
| f2 (a[10](1) , a[26](-2147483648) )= -2147483646 |
| -12 |
| -3 |
| -7 -4294967303.6 |
| f3 (a[10](1) , a[26](-2147483648) )= -7 |
| f1 (a[10](1) , a[27](2147483648) )= -2147483641 |
| f2 (a[10](1) , a[27](2147483648) )= 3.4 |
| 1 |
| -3 |
| 1 4294967302.5 |
| f3 (a[10](1) , a[27](2147483648) )= 1 |
| 0 |
| f1 (a[10](1) , a[28](33554432) )= 3 |
| f2 (a[10](1) , a[28](33554432) )= 3.4 |
| 1 |
| -3 |
| 1 67108870.5 |
| f3 (a[10](1) , a[28](33554432) )= 1 |
| f1 (a[10](1) , a[29](-33554432) )= -33554425 |
| -33554437.5 |
| f2 (a[10](1) , a[29](-33554432) )= -33554430 |
| -67108876 |
| -3 |
| -67108871 -67108871.6 |
| f3 (a[10](1) , a[29](-33554432) )= -67108871 |
| f1 (a[10](1) , a[30](1.7976931348623157e+308) )= 7 |
| f2 (a[10](1) , a[30](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[10](1) , a[30](1.7976931348623157e+308) )= 7 |
| f1 (a[10](1) , a[31](5e-324) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[31](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[10](1) , a[31](5e-324) )= 7 |
| f1 (a[10](1) , a[32](NaN) )= 7 |
| NaN |
| f2 (a[10](1) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[32](NaN) )= 7 |
| f1 (a[10](1) , a[33](Infinity) )= 7 |
| f2 (a[10](1) , a[33](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[10](1) , a[33](Infinity) )= 7 |
| f1 (a[10](1) , a[34](-Infinity) )= 7 |
| -Infinity |
| f2 (a[10](1) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[10](1) , a[34](-Infinity) )= 7 |
| f1 (a[10](1) , a[35](NaN) )= 7 |
| NaN |
| f2 (a[10](1) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[35](NaN) )= 7 |
| f1 (a[10](1) , a[36](0) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[36](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[36](0) )= 7 |
| f1 (a[10](1) , a[37](0) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[37](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[37](0) )= 7 |
| f1 (a[10](1) , a[38](0) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[38](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[38](0) )= 7 |
| -3 |
| f1 (a[10](1) , a[39](1) )= 1 |
| -3.4 |
| f2 (a[10](1) , a[39](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[10](1) , a[39](1) )= 1 |
| f1 (a[10](1) , a[40](10) )= 100 |
| f2 (a[10](1) , a[40](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[10](1) , a[40](10) )= 3 |
| f1 (a[10](1) , a[41](10.1) )= 100 |
| f2 (a[10](1) , a[41](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[10](1) , a[41](10.1) )= 100 |
| f1 (a[10](1) , a[42](1.7976931348623157e+308) )= 7 |
| f2 (a[10](1) , a[42](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[10](1) , a[42](1.7976931348623157e+308) )= 7 |
| f1 (a[10](1) , a[43](5e-324) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[43](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[10](1) , a[43](5e-324) )= 7 |
| f1 (a[10](1) , a[44](NaN) )= 7 |
| NaN |
| f2 (a[10](1) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[44](NaN) )= 7 |
| f1 (a[10](1) , a[45](Infinity) )= 7 |
| f2 (a[10](1) , a[45](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[10](1) , a[45](Infinity) )= 7 |
| f1 (a[10](1) , a[46](-Infinity) )= 7 |
| -Infinity |
| f2 (a[10](1) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[10](1) , a[46](-Infinity) )= 7 |
| f1 (a[10](1) , a[47]() )= 7 |
| -5.5 |
| f2 (a[10](1) , a[47]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[47]() )= 7 |
| f1 (a[10](1) , a[48](hello) )= 7 |
| NaN |
| f2 (a[10](1) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[48](hello) )= 7 |
| f1 (a[10](1) , a[49](hello) )= 7 |
| NaN |
| f2 (a[10](1) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[49](hello) )= 7 |
| f1 (a[10](1) , a[50](+0) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[50](+0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[50](+0) )= 7 |
| f1 (a[10](1) , a[51](-0) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[51](-0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[51](-0) )= 7 |
| f1 (a[10](1) , a[52](0) )= 7 |
| -5.5 |
| f2 (a[10](1) , a[52](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[52](0) )= 7 |
| -3 |
| f1 (a[10](1) , a[53](1) )= 1 |
| -3.4 |
| f2 (a[10](1) , a[53](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[10](1) , a[53](1) )= 1 |
| f1 (a[10](1) , a[54](10.0) )= 100 |
| f2 (a[10](1) , a[54](10.0) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[10](1) , a[54](10.0) )= 3 |
| f1 (a[10](1) , a[55](10.1) )= 100 |
| f2 (a[10](1) , a[55](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[10](1) , a[55](10.1) )= 100 |
| f1 (a[10](1) , a[56]() )= 7 |
| -5.5 |
| f2 (a[10](1) , a[56]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[10](1) , a[56]() )= 7 |
| f1 (a[10](1) , a[57](hello) )= 7 |
| NaN |
| f2 (a[10](1) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[57](hello) )= 7 |
| f1 (a[10](1) , a[58](hello) )= 7 |
| NaN |
| f2 (a[10](1) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[58](hello) )= 7 |
| f1 (a[10](1) , a[59]([object Object]) )= 7 |
| NaN |
| f2 (a[10](1) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[59]([object Object]) )= 7 |
| f1 (a[10](1) , a[60](1,2,3) )= 7 |
| NaN |
| f2 (a[10](1) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[60](1,2,3) )= 7 |
| f1 (a[10](1) , a[61]([object Object]) )= 7 |
| NaN |
| f2 (a[10](1) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[61]([object Object]) )= 7 |
| f1 (a[10](1) , a[62](1,2,3) )= 7 |
| NaN |
| f2 (a[10](1) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[62](1,2,3) )= 7 |
| f1 (a[10](1) , a[63](function foo() {}) )= 7 |
| NaN |
| f2 (a[10](1) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[10](1) , a[63](function foo() {}) )= 7 |
| f1 (a[11](10) , a[0](undefined) )= 150 |
| NaN |
| f2 (a[11](10) , a[0](undefined) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[0](undefined) )= 150 |
| f1 (a[11](10) , a[1](null) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[1](null) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[1](null) )= 150 |
| f1 (a[11](10) , a[2](true) )= 50 |
| 12.4 |
| f2 (a[11](10) , a[2](true) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[11](10) , a[2](true) )= 50 |
| f1 (a[11](10) , a[3](false) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[3](false) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[3](false) )= 150 |
| f1 (a[11](10) , a[4](true) )= 50 |
| 12.4 |
| f2 (a[11](10) , a[4](true) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[11](10) , a[4](true) )= 50 |
| f1 (a[11](10) , a[5](false) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[5](false) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[5](false) )= 150 |
| f1 (a[11](10) , a[6](NaN) )= 150 |
| NaN |
| f2 (a[11](10) , a[6](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[6](NaN) )= 150 |
| f1 (a[11](10) , a[7](0) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[7](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[7](0) )= 150 |
| f1 (a[11](10) , a[8](0) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[8](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[8](0) )= 150 |
| f1 (a[11](10) , a[9](0) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[9](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[9](0) )= 150 |
| f1 (a[11](10) , a[10](1) )= 50 |
| 12.4 |
| f2 (a[11](10) , a[10](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[11](10) , a[10](1) )= 50 |
| f1 (a[11](10) , a[11](10) )= 200 |
| f2 (a[11](10) , a[11](10) )= 5500 |
| 12.4 |
| 1025 27500 |
| f3 (a[11](10) , a[11](10) )= 1025 |
| f1 (a[11](10) , a[12](10.1) )= 200 |
| f2 (a[11](10) , a[12](10.1) )= 5555 |
| 36.8 |
| 200 28052.75 |
| f3 (a[11](10) , a[12](10.1) )= 200 |
| f1 (a[11](10) , a[13](-1) )= 20 |
| 6.58008658008658 |
| f2 (a[11](10) , a[13](-1) )= 1000 |
| 200 2.619047619047619 |
| f3 (a[11](10) , a[13](-1) )= 200 |
| f1 (a[11](10) , a[14](-5) )= 20 |
| 6.58008658008658 |
| f2 (a[11](10) , a[14](-5) )= 1000 |
| 1 |
| 9.09090909090909 |
| 50 1250 |
| f3 (a[11](10) , a[14](-5) )= 50 |
| f1 (a[11](10) , a[15](5) )= 50 |
| 12.4 |
| f2 (a[11](10) , a[15](5) )= 1000 |
| -3.4 |
| 50 17 |
| f3 (a[11](10) , a[15](5) )= 50 |
| f1 (a[11](10) , a[16](124) )= 149 |
| f2 (a[11](10) , a[16](124) )= 68200 |
| 2 |
| 303.5 |
| 100 768800 |
| f3 (a[11](10) , a[16](124) )= 100 |
| f1 (a[11](10) , a[17](248) )= 273 |
| f2 (a[11](10) , a[17](248) )= 136400 |
| 2 |
| 551.5 |
| 100 3075200 |
| f3 (a[11](10) , a[17](248) )= 100 |
| f1 (a[11](10) , a[18](654) )= 200 |
| f2 (a[11](10) , a[18](654) )= 359700 |
| -12938394 |
| 100 117621900 |
| f3 (a[11](10) , a[18](654) )= 100 |
| 2 |
| f1 (a[11](10) , a[19](987) )= 100 |
| f2 (a[11](10) , a[19](987) )= 542850 |
| 0.9965478728804955 |
| 2 |
| 2.6190476190476186 |
| 100 987 |
| f3 (a[11](10) , a[19](987) )= 100 |
| f1 (a[11](10) , a[20](-1026) )= 200 |
| 76 |
| f2 (a[11](10) , a[20](-1026) )= 1000 |
| 50 -7797.6 |
| f3 (a[11](10) , a[20](-1026) )= 50 |
| f1 (a[11](10) , a[21](98768.2546) )= 98793 |
| f2 (a[11](10) , a[21](98768.2546) )= 54322540.03 |
| 2 |
| 197592.0092 |
| 100 487758405836.5211 |
| f3 (a[11](10) , a[21](98768.2546) )= 100 |
| f1 (a[11](10) , a[22](-88754.15478) )= 200 |
| 76 |
| f2 (a[11](10) , a[22](-88754.15478) )= 1000 |
| 50 90982814892.72587 |
| f3 (a[11](10) , a[22](-88754.15478) )= 50 |
| f1 (a[11](10) , a[23](1) )= 50 |
| 12.4 |
| f2 (a[11](10) , a[23](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[11](10) , a[23](1) )= 50 |
| f1 (a[11](10) , a[24](-1) )= 20 |
| 6.58008658008658 |
| f2 (a[11](10) , a[24](-1) )= 1000 |
| 200 2.619047619047619 |
| f3 (a[11](10) , a[24](-1) )= 200 |
| f1 (a[11](10) , a[25](0) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[25](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[25](0) )= 150 |
| f1 (a[11](10) , a[26](-2147483648) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[26](-2147483648) )= 1000 |
| -16320875724.8 |
| 50 -6442450944 |
| f3 (a[11](10) , a[26](-2147483648) )= 50 |
| f1 (a[11](10) , a[27](2147483648) )= 150 |
| f2 (a[11](10) , a[27](2147483648) )= 1181116006400 |
| 2 |
| 4294967351.5 |
| 100 230584300921369400000 |
| f3 (a[11](10) , a[27](2147483648) )= 100 |
| f1 (a[11](10) , a[28](33554432) )= 33554457 |
| f2 (a[11](10) , a[28](33554432) )= 18454937600 |
| 2 |
| 67108919.5 |
| 100 56294995342131200 |
| f3 (a[11](10) , a[28](33554432) )= 100 |
| f1 (a[11](10) , a[29](-33554432) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[29](-33554432) )= 1000 |
| -255013683.2 |
| 50 -100663296 |
| f3 (a[11](10) , a[29](-33554432) )= 50 |
| f1 (a[11](10) , a[30](1.7976931348623157e+308) )= 150 |
| f2 (a[11](10) , a[30](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[11](10) , a[30](1.7976931348623157e+308) )= 150 |
| f1 (a[11](10) , a[31](5e-324) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[31](5e-324) )= 1000 |
| -7.6 |
| 150 4e-323 |
| f3 (a[11](10) , a[31](5e-324) )= 150 |
| f1 (a[11](10) , a[32](NaN) )= 150 |
| NaN |
| f2 (a[11](10) , a[32](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[32](NaN) )= 150 |
| f1 (a[11](10) , a[33](Infinity) )= 150 |
| Infinity |
| f2 (a[11](10) , a[33](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[11](10) , a[33](Infinity) )= 150 |
| f1 (a[11](10) , a[34](-Infinity) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[34](-Infinity) )= 1000 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[11](10) , a[34](-Infinity) )= 150 |
| f1 (a[11](10) , a[35](NaN) )= 150 |
| NaN |
| f2 (a[11](10) , a[35](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[35](NaN) )= 150 |
| f1 (a[11](10) , a[36](0) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[36](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[36](0) )= 150 |
| f1 (a[11](10) , a[37](0) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[37](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[37](0) )= 150 |
| f1 (a[11](10) , a[38](0) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[38](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[38](0) )= 150 |
| f1 (a[11](10) , a[39](1) )= 50 |
| 12.4 |
| f2 (a[11](10) , a[39](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[11](10) , a[39](1) )= 50 |
| f1 (a[11](10) , a[40](10) )= 200 |
| f2 (a[11](10) , a[40](10) )= 5500 |
| 12.4 |
| 1025 27500 |
| f3 (a[11](10) , a[40](10) )= 1025 |
| f1 (a[11](10) , a[41](10.1) )= 200 |
| f2 (a[11](10) , a[41](10.1) )= 5555 |
| 36.8 |
| 200 28052.75 |
| f3 (a[11](10) , a[41](10.1) )= 200 |
| f1 (a[11](10) , a[42](1.7976931348623157e+308) )= 150 |
| f2 (a[11](10) , a[42](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[11](10) , a[42](1.7976931348623157e+308) )= 150 |
| f1 (a[11](10) , a[43](5e-324) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[43](5e-324) )= 1000 |
| -7.6 |
| 150 4e-323 |
| f3 (a[11](10) , a[43](5e-324) )= 150 |
| f1 (a[11](10) , a[44](NaN) )= 150 |
| NaN |
| f2 (a[11](10) , a[44](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[44](NaN) )= 150 |
| f1 (a[11](10) , a[45](Infinity) )= 150 |
| Infinity |
| f2 (a[11](10) , a[45](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[11](10) , a[45](Infinity) )= 150 |
| f1 (a[11](10) , a[46](-Infinity) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[46](-Infinity) )= 1000 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[11](10) , a[46](-Infinity) )= 150 |
| f1 (a[11](10) , a[47]() )= 150 |
| 27.6 |
| f2 (a[11](10) , a[47]() )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[47]() )= 150 |
| f1 (a[11](10) , a[48](hello) )= 150 |
| NaN |
| f2 (a[11](10) , a[48](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[48](hello) )= 150 |
| f1 (a[11](10) , a[49](hello) )= 150 |
| NaN |
| f2 (a[11](10) , a[49](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[49](hello) )= 150 |
| f1 (a[11](10) , a[50](+0) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[50](+0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[50](+0) )= 150 |
| f1 (a[11](10) , a[51](-0) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[51](-0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[51](-0) )= 150 |
| f1 (a[11](10) , a[52](0) )= 150 |
| 27.6 |
| f2 (a[11](10) , a[52](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[52](0) )= 150 |
| f1 (a[11](10) , a[53](1) )= 50 |
| 12.4 |
| f2 (a[11](10) , a[53](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[11](10) , a[53](1) )= 50 |
| f1 (a[11](10) , a[54](10.0) )= 200 |
| f2 (a[11](10) , a[54](10.0) )= 5500 |
| 12.4 |
| 1025 27500 |
| f3 (a[11](10) , a[54](10.0) )= 1025 |
| f1 (a[11](10) , a[55](10.1) )= 200 |
| f2 (a[11](10) , a[55](10.1) )= 5555 |
| 36.8 |
| 200 28052.75 |
| f3 (a[11](10) , a[55](10.1) )= 200 |
| f1 (a[11](10) , a[56]() )= 150 |
| 27.6 |
| f2 (a[11](10) , a[56]() )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[11](10) , a[56]() )= 150 |
| f1 (a[11](10) , a[57](hello) )= 150 |
| NaN |
| f2 (a[11](10) , a[57](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[57](hello) )= 150 |
| f1 (a[11](10) , a[58](hello) )= 150 |
| NaN |
| f2 (a[11](10) , a[58](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[58](hello) )= 150 |
| f1 (a[11](10) , a[59]([object Object]) )= 150 |
| NaN |
| f2 (a[11](10) , a[59]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[59]([object Object]) )= 150 |
| f1 (a[11](10) , a[60](1,2,3) )= 150 |
| NaN |
| f2 (a[11](10) , a[60](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[60](1,2,3) )= 150 |
| f1 (a[11](10) , a[61]([object Object]) )= 150 |
| NaN |
| f2 (a[11](10) , a[61]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[61]([object Object]) )= 150 |
| f1 (a[11](10) , a[62](1,2,3) )= 150 |
| NaN |
| f2 (a[11](10) , a[62](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[62](1,2,3) )= 150 |
| f1 (a[11](10) , a[63](function foo() {}) )= 150 |
| NaN |
| f2 (a[11](10) , a[63](function foo() {}) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[11](10) , a[63](function foo() {}) )= 150 |
| f1 (a[12](10.1) , a[0](undefined) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[0](undefined) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[0](undefined) )= 150 |
| f1 (a[12](10.1) , a[1](null) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[1](null) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[1](null) )= 150 |
| f1 (a[12](10.1) , a[2](true) )= 50 |
| 36.8 |
| f2 (a[12](10.1) , a[2](true) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[12](10.1) , a[2](true) )= 50 |
| f1 (a[12](10.1) , a[3](false) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[3](false) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[3](false) )= 150 |
| f1 (a[12](10.1) , a[4](true) )= 50 |
| 36.8 |
| f2 (a[12](10.1) , a[4](true) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[12](10.1) , a[4](true) )= 50 |
| f1 (a[12](10.1) , a[5](false) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[5](false) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[5](false) )= 150 |
| f1 (a[12](10.1) , a[6](NaN) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[6](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[6](NaN) )= 150 |
| f1 (a[12](10.1) , a[7](0) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[7](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[7](0) )= 150 |
| f1 (a[12](10.1) , a[8](0) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[8](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[8](0) )= 150 |
| f1 (a[12](10.1) , a[9](0) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[9](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[9](0) )= 150 |
| f1 (a[12](10.1) , a[10](1) )= 50 |
| 36.8 |
| f2 (a[12](10.1) , a[10](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[12](10.1) , a[10](1) )= 50 |
| f1 (a[12](10.1) , a[11](10) )= 200 |
| f2 (a[12](10.1) , a[11](10) )= 1178.2155 |
| 12.4 |
| 1025 27500 |
| f3 (a[12](10.1) , a[11](10) )= 1025 |
| f1 (a[12](10.1) , a[12](10.1) )= 200 |
| f2 (a[12](10.1) , a[12](10.1) )= 5666.655499999999 |
| 36.8 |
| 200 28052.75 |
| f3 (a[12](10.1) , a[12](10.1) )= 200 |
| f1 (a[12](10.1) , a[13](-1) )= 20 |
| 8.832034632034631 |
| f2 (a[12](10.1) , a[13](-1) )= 1030.301 |
| 200 2.619047619047619 |
| f3 (a[12](10.1) , a[13](-1) )= 200 |
| f1 (a[12](10.1) , a[14](-5) )= 20 |
| 8.832034632034631 |
| f2 (a[12](10.1) , a[14](-5) )= 1030.301 |
| 1 |
| 9.09090909090909 |
| 50 1250 |
| f3 (a[12](10.1) , a[14](-5) )= 50 |
| f1 (a[12](10.1) , a[15](5) )= 50 |
| 36.8 |
| f2 (a[12](10.1) , a[15](5) )= 1030.301 |
| -3.4 |
| 50 17 |
| f3 (a[12](10.1) , a[15](5) )= 50 |
| f1 (a[12](10.1) , a[16](124) )= 149 |
| f2 (a[12](10.1) , a[16](124) )= 69570.81999999999 |
| 2 |
| 303.5 |
| 100 768800 |
| f3 (a[12](10.1) , a[16](124) )= 100 |
| f1 (a[12](10.1) , a[17](248) )= 273 |
| f2 (a[12](10.1) , a[17](248) )= 139141.63999999998 |
| 2 |
| 551.5 |
| 100 3075200 |
| f3 (a[12](10.1) , a[17](248) )= 100 |
| f1 (a[12](10.1) , a[18](654) )= 200 |
| f2 (a[12](10.1) , a[18](654) )= 366929.97 |
| -12938394 |
| 100 117621900 |
| f3 (a[12](10.1) , a[18](654) )= 100 |
| 2 |
| f1 (a[12](10.1) , a[19](987) )= 100 |
| f2 (a[12](10.1) , a[19](987) )= 553761.2849999999 |
| 0.9965478728804955 |
| 2 |
| 2.6190476190476186 |
| 100 987 |
| f3 (a[12](10.1) , a[19](987) )= 100 |
| f1 (a[12](10.1) , a[20](-1026) )= 200 |
| f2 (a[12](10.1) , a[20](-1026) )= 1178.2155 |
| 50 -7797.6 |
| f3 (a[12](10.1) , a[20](-1026) )= 50 |
| f1 (a[12](10.1) , a[21](98768.2546) )= 98793 |
| f2 (a[12](10.1) , a[21](98768.2546) )= 55414423.084603 |
| 2 |
| 197592.0092 |
| 100 487758405836.5211 |
| f3 (a[12](10.1) , a[21](98768.2546) )= 100 |
| f1 (a[12](10.1) , a[22](-88754.15478) )= 200 |
| f2 (a[12](10.1) , a[22](-88754.15478) )= 1178.2155 |
| 50 90982814892.72587 |
| f3 (a[12](10.1) , a[22](-88754.15478) )= 50 |
| f1 (a[12](10.1) , a[23](1) )= 50 |
| 36.8 |
| f2 (a[12](10.1) , a[23](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[12](10.1) , a[23](1) )= 50 |
| f1 (a[12](10.1) , a[24](-1) )= 20 |
| 8.832034632034631 |
| f2 (a[12](10.1) , a[24](-1) )= 1030.301 |
| 200 2.619047619047619 |
| f3 (a[12](10.1) , a[24](-1) )= 200 |
| f1 (a[12](10.1) , a[25](0) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[25](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[25](0) )= 150 |
| f1 (a[12](10.1) , a[26](-2147483648) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[26](-2147483648) )= 1030.301 |
| -16320875724.8 |
| 50 -6442450944 |
| f3 (a[12](10.1) , a[26](-2147483648) )= 50 |
| f1 (a[12](10.1) , a[27](2147483648) )= 150 |
| f2 (a[12](10.1) , a[27](2147483648) )= 1204856438128.64 |
| 2 |
| 4294967351.5 |
| 100 230584300921369400000 |
| f3 (a[12](10.1) , a[27](2147483648) )= 100 |
| f1 (a[12](10.1) , a[28](33554432) )= 33554457 |
| f2 (a[12](10.1) , a[28](33554432) )= 18825881845.76 |
| 2 |
| 67108919.5 |
| 100 56294995342131200 |
| f3 (a[12](10.1) , a[28](33554432) )= 100 |
| f1 (a[12](10.1) , a[29](-33554432) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[29](-33554432) )= 1030.301 |
| -255013683.2 |
| 50 -100663296 |
| f3 (a[12](10.1) , a[29](-33554432) )= 50 |
| f1 (a[12](10.1) , a[30](1.7976931348623157e+308) )= 150 |
| f2 (a[12](10.1) , a[30](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[12](10.1) , a[30](1.7976931348623157e+308) )= 150 |
| f1 (a[12](10.1) , a[31](5e-324) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[31](5e-324) )= 1030.301 |
| -7.6 |
| 150 4e-323 |
| f3 (a[12](10.1) , a[31](5e-324) )= 150 |
| f1 (a[12](10.1) , a[32](NaN) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[32](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[32](NaN) )= 150 |
| f1 (a[12](10.1) , a[33](Infinity) )= 150 |
| Infinity |
| f2 (a[12](10.1) , a[33](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[12](10.1) , a[33](Infinity) )= 150 |
| f1 (a[12](10.1) , a[34](-Infinity) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[34](-Infinity) )= 1030.301 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[12](10.1) , a[34](-Infinity) )= 150 |
| f1 (a[12](10.1) , a[35](NaN) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[35](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[35](NaN) )= 150 |
| f1 (a[12](10.1) , a[36](0) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[36](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[36](0) )= 150 |
| f1 (a[12](10.1) , a[37](0) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[37](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[37](0) )= 150 |
| f1 (a[12](10.1) , a[38](0) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[38](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[38](0) )= 150 |
| f1 (a[12](10.1) , a[39](1) )= 50 |
| 36.8 |
| f2 (a[12](10.1) , a[39](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[12](10.1) , a[39](1) )= 50 |
| f1 (a[12](10.1) , a[40](10) )= 200 |
| f2 (a[12](10.1) , a[40](10) )= 1178.2155 |
| 12.4 |
| 1025 27500 |
| f3 (a[12](10.1) , a[40](10) )= 1025 |
| f1 (a[12](10.1) , a[41](10.1) )= 200 |
| f2 (a[12](10.1) , a[41](10.1) )= 5666.655499999999 |
| 36.8 |
| 200 28052.75 |
| f3 (a[12](10.1) , a[41](10.1) )= 200 |
| f1 (a[12](10.1) , a[42](1.7976931348623157e+308) )= 150 |
| f2 (a[12](10.1) , a[42](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[12](10.1) , a[42](1.7976931348623157e+308) )= 150 |
| f1 (a[12](10.1) , a[43](5e-324) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[43](5e-324) )= 1030.301 |
| -7.6 |
| 150 4e-323 |
| f3 (a[12](10.1) , a[43](5e-324) )= 150 |
| f1 (a[12](10.1) , a[44](NaN) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[44](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[44](NaN) )= 150 |
| f1 (a[12](10.1) , a[45](Infinity) )= 150 |
| Infinity |
| f2 (a[12](10.1) , a[45](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[12](10.1) , a[45](Infinity) )= 150 |
| f1 (a[12](10.1) , a[46](-Infinity) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[46](-Infinity) )= 1030.301 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[12](10.1) , a[46](-Infinity) )= 150 |
| f1 (a[12](10.1) , a[47]() )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[47]() )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[47]() )= 150 |
| f1 (a[12](10.1) , a[48](hello) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[48](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[48](hello) )= 150 |
| f1 (a[12](10.1) , a[49](hello) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[49](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[49](hello) )= 150 |
| f1 (a[12](10.1) , a[50](+0) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[50](+0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[50](+0) )= 150 |
| f1 (a[12](10.1) , a[51](-0) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[51](-0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[51](-0) )= 150 |
| f1 (a[12](10.1) , a[52](0) )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[52](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[52](0) )= 150 |
| f1 (a[12](10.1) , a[53](1) )= 50 |
| 36.8 |
| f2 (a[12](10.1) , a[53](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[12](10.1) , a[53](1) )= 50 |
| f1 (a[12](10.1) , a[54](10.0) )= 200 |
| f2 (a[12](10.1) , a[54](10.0) )= 1178.2155 |
| 12.4 |
| 1025 27500 |
| f3 (a[12](10.1) , a[54](10.0) )= 1025 |
| f1 (a[12](10.1) , a[55](10.1) )= 200 |
| f2 (a[12](10.1) , a[55](10.1) )= 5666.655499999999 |
| 36.8 |
| 200 28052.75 |
| f3 (a[12](10.1) , a[55](10.1) )= 200 |
| f1 (a[12](10.1) , a[56]() )= 150 |
| 190.32 |
| f2 (a[12](10.1) , a[56]() )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[12](10.1) , a[56]() )= 150 |
| f1 (a[12](10.1) , a[57](hello) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[57](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[57](hello) )= 150 |
| f1 (a[12](10.1) , a[58](hello) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[58](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[58](hello) )= 150 |
| f1 (a[12](10.1) , a[59]([object Object]) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[59]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[59]([object Object]) )= 150 |
| f1 (a[12](10.1) , a[60](1,2,3) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[60](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[60](1,2,3) )= 150 |
| f1 (a[12](10.1) , a[61]([object Object]) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[61]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[61]([object Object]) )= 150 |
| f1 (a[12](10.1) , a[62](1,2,3) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[62](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[62](1,2,3) )= 150 |
| f1 (a[12](10.1) , a[63](function foo() {}) )= 150 |
| NaN |
| f2 (a[12](10.1) , a[63](function foo() {}) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[12](10.1) , a[63](function foo() {}) )= 150 |
| -2147483643 |
| f1 (a[13](-1) , a[0](undefined) )= -3 |
| NaN |
| f2 (a[13](-1) , a[0](undefined) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[0](undefined) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[1](null) )= -3 |
| f2 (a[13](-1) , a[1](null) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[1](null) )= -3 |
| f1 (a[13](-1) , a[2](true) )= 1 |
| f2 (a[13](-1) , a[2](true) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[13](-1) , a[2](true) )= 1 |
| -2147483643 |
| f1 (a[13](-1) , a[3](false) )= -3 |
| f2 (a[13](-1) , a[3](false) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[3](false) )= -3 |
| f1 (a[13](-1) , a[4](true) )= 1 |
| f2 (a[13](-1) , a[4](true) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[13](-1) , a[4](true) )= 1 |
| -2147483643 |
| f1 (a[13](-1) , a[5](false) )= -3 |
| f2 (a[13](-1) , a[5](false) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[5](false) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[6](NaN) )= -3 |
| NaN |
| f2 (a[13](-1) , a[6](NaN) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[6](NaN) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[7](0) )= -3 |
| f2 (a[13](-1) , a[7](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[7](0) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[8](0) )= -3 |
| f2 (a[13](-1) , a[8](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[8](0) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[9](0) )= -3 |
| f2 (a[13](-1) , a[9](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[9](0) )= -3 |
| f1 (a[13](-1) , a[10](1) )= 1 |
| f2 (a[13](-1) , a[10](1) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[13](-1) , a[10](1) )= 1 |
| -100 |
| f1 (a[13](-1) , a[11](10) )= -10 |
| f2 (a[13](-1) , a[11](10) )= 2.619047619047619 |
| 12.4 |
| -2147483643 |
| 12.4 |
| -3 1000 |
| f3 (a[13](-1) , a[11](10) )= -3 |
| -100 |
| f1 (a[13](-1) , a[12](10.1) )= -10 |
| f2 (a[13](-1) , a[12](10.1) )= 2.619047619047619 |
| 36.8 |
| -100 |
| 36.8 |
| -10 1030.301 |
| f3 (a[13](-1) , a[12](10.1) )= -10 |
| f1 (a[13](-1) , a[13](-1) )= 858993459 |
| f2 (a[13](-1) , a[13](-1) )= -0.18181818181818182 |
| -100 |
| -10 2.096774193548387 |
| f3 (a[13](-1) , a[13](-1) )= -10 |
| f1 (a[13](-1) , a[14](-5) )= 858993459 |
| f2 (a[13](-1) , a[14](-5) )= -0.9090909090909091 |
| 1 |
| 0.18181818181818182 |
| 1 1 |
| f3 (a[13](-1) , a[14](-5) )= 1 |
| f1 (a[13](-1) , a[15](5) )= 1 |
| f2 (a[13](-1) , a[15](5) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 5 |
| f3 (a[13](-1) , a[15](5) )= 1 |
| -2147483643 |
| f1 (a[13](-1) , a[16](124) )= -3 |
| f2 (a[13](-1) , a[16](124) )= 4.090909090909091 |
| 0 254.5 |
| f3 (a[13](-1) , a[16](124) )= 0 |
| -2147483643 |
| f1 (a[13](-1) , a[17](248) )= -3 |
| f2 (a[13](-1) , a[17](248) )= 4.090909090909091 |
| 0 502.5 |
| f3 (a[13](-1) , a[17](248) )= 0 |
| -100 |
| f1 (a[13](-1) , a[18](654) )= -10 |
| f2 (a[13](-1) , a[18](654) )= 2.619047619047619 |
| 1 2352438 |
| f3 (a[13](-1) , a[18](654) )= 1 |
| f1 (a[13](-1) , a[19](987) )= 0 |
| f2 (a[13](-1) , a[19](987) )= 0.38181818181818183 |
| 0.9965478728804955 |
| 0.9965478728804955 |
| 0 987 |
| f3 (a[13](-1) , a[19](987) )= 0 |
| f1 (a[13](-1) , a[20](-1026) )= 1 |
| f2 (a[13](-1) , a[20](-1026) )= -186.54545454545456 |
| 2086961 -2059.6 |
| f3 (a[13](-1) , a[20](-1026) )= 2086961 |
| -2147483643 |
| f1 (a[13](-1) , a[21](98768.2546) )= -3 |
| f2 (a[13](-1) , a[21](98768.2546) )= 4.090909090909091 |
| 0 197543.0092 |
| f3 (a[13](-1) , a[21](98768.2546) )= 0 |
| f1 (a[13](-1) , a[22](-88754.15478) )= 1 |
| f2 (a[13](-1) , a[22](-88754.15478) )= -16137.119050909092 |
| 6 7877974533.838525 |
| f3 (a[13](-1) , a[22](-88754.15478) )= 6 |
| f1 (a[13](-1) , a[23](1) )= 1 |
| f2 (a[13](-1) , a[23](1) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[13](-1) , a[23](1) )= 1 |
| f1 (a[13](-1) , a[24](-1) )= 858993459 |
| f2 (a[13](-1) , a[24](-1) )= -0.18181818181818182 |
| -100 |
| -10 2.096774193548387 |
| f3 (a[13](-1) , a[24](-1) )= -10 |
| -2147483643 |
| f1 (a[13](-1) , a[25](0) )= -3 |
| f2 (a[13](-1) , a[25](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[25](0) )= -3 |
| f1 (a[13](-1) , a[26](-2147483648) )= 0 |
| f2 (a[13](-1) , a[26](-2147483648) )= -390451572.3636364 |
| 715827881 -4294967303.6 |
| f3 (a[13](-1) , a[26](-2147483648) )= 715827881 |
| f1 (a[13](-1) , a[27](2147483648) )= 0 |
| f2 (a[13](-1) , a[27](2147483648) )= 4.090909090909091 |
| 0 4294967302.5 |
| f3 (a[13](-1) , a[27](2147483648) )= 0 |
| -2147483643 |
| f1 (a[13](-1) , a[28](33554432) )= -3 |
| f2 (a[13](-1) , a[28](33554432) )= 4.090909090909091 |
| 0 67108870.5 |
| f3 (a[13](-1) , a[28](33554432) )= 0 |
| f1 (a[13](-1) , a[29](-33554432) )= 0 |
| f2 (a[13](-1) , a[29](-33554432) )= -6100805.818181818 |
| 63 -67108871.6 |
| f3 (a[13](-1) , a[29](-33554432) )= 63 |
| -2147483643 |
| f1 (a[13](-1) , a[30](1.7976931348623157e+308) )= -3 |
| f2 (a[13](-1) , a[30](1.7976931348623157e+308) )= 4.090909090909091 |
| -2147483643 |
| -3 Infinity |
| f3 (a[13](-1) , a[30](1.7976931348623157e+308) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[31](5e-324) )= -3 |
| f2 (a[13](-1) , a[31](5e-324) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 1.5e-323 |
| f3 (a[13](-1) , a[31](5e-324) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[32](NaN) )= -3 |
| NaN |
| f2 (a[13](-1) , a[32](NaN) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[32](NaN) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[33](Infinity) )= -3 |
| f2 (a[13](-1) , a[33](Infinity) )= 4.090909090909091 |
| Infinity |
| -2147483643 |
| Infinity |
| -3 NaN |
| f3 (a[13](-1) , a[33](Infinity) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[34](-Infinity) )= -3 |
| -Infinity |
| f2 (a[13](-1) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -2147483643 |
| -Infinity |
| -3 -Infinity |
| f3 (a[13](-1) , a[34](-Infinity) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[35](NaN) )= -3 |
| NaN |
| f2 (a[13](-1) , a[35](NaN) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[35](NaN) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[36](0) )= -3 |
| f2 (a[13](-1) , a[36](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[36](0) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[37](0) )= -3 |
| f2 (a[13](-1) , a[37](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[37](0) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[38](0) )= -3 |
| f2 (a[13](-1) , a[38](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[38](0) )= -3 |
| f1 (a[13](-1) , a[39](1) )= 1 |
| f2 (a[13](-1) , a[39](1) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[13](-1) , a[39](1) )= 1 |
| -100 |
| f1 (a[13](-1) , a[40](10) )= -10 |
| f2 (a[13](-1) , a[40](10) )= 2.619047619047619 |
| 12.4 |
| -2147483643 |
| 12.4 |
| -3 1000 |
| f3 (a[13](-1) , a[40](10) )= -3 |
| -100 |
| f1 (a[13](-1) , a[41](10.1) )= -10 |
| f2 (a[13](-1) , a[41](10.1) )= 2.619047619047619 |
| 36.8 |
| -100 |
| 36.8 |
| -10 1030.301 |
| f3 (a[13](-1) , a[41](10.1) )= -10 |
| -2147483643 |
| f1 (a[13](-1) , a[42](1.7976931348623157e+308) )= -3 |
| f2 (a[13](-1) , a[42](1.7976931348623157e+308) )= 4.090909090909091 |
| -2147483643 |
| -3 Infinity |
| f3 (a[13](-1) , a[42](1.7976931348623157e+308) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[43](5e-324) )= -3 |
| f2 (a[13](-1) , a[43](5e-324) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 1.5e-323 |
| f3 (a[13](-1) , a[43](5e-324) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[44](NaN) )= -3 |
| NaN |
| f2 (a[13](-1) , a[44](NaN) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[44](NaN) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[45](Infinity) )= -3 |
| f2 (a[13](-1) , a[45](Infinity) )= 4.090909090909091 |
| Infinity |
| -2147483643 |
| Infinity |
| -3 NaN |
| f3 (a[13](-1) , a[45](Infinity) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[46](-Infinity) )= -3 |
| -Infinity |
| f2 (a[13](-1) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -2147483643 |
| -Infinity |
| -3 -Infinity |
| f3 (a[13](-1) , a[46](-Infinity) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[47]() )= -3 |
| f2 (a[13](-1) , a[47]() )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[47]() )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[48](hello) )= -3 |
| NaN |
| f2 (a[13](-1) , a[48](hello) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[48](hello) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[49](hello) )= -3 |
| NaN |
| f2 (a[13](-1) , a[49](hello) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[49](hello) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[50](+0) )= -3 |
| f2 (a[13](-1) , a[50](+0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[50](+0) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[51](-0) )= -3 |
| f2 (a[13](-1) , a[51](-0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[51](-0) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[52](0) )= -3 |
| f2 (a[13](-1) , a[52](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[52](0) )= -3 |
| f1 (a[13](-1) , a[53](1) )= 1 |
| f2 (a[13](-1) , a[53](1) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[13](-1) , a[53](1) )= 1 |
| -100 |
| f1 (a[13](-1) , a[54](10.0) )= -10 |
| f2 (a[13](-1) , a[54](10.0) )= 2.619047619047619 |
| 12.4 |
| -2147483643 |
| 12.4 |
| -3 1000 |
| f3 (a[13](-1) , a[54](10.0) )= -3 |
| -100 |
| f1 (a[13](-1) , a[55](10.1) )= -10 |
| f2 (a[13](-1) , a[55](10.1) )= 2.619047619047619 |
| 36.8 |
| -100 |
| 36.8 |
| -10 1030.301 |
| f3 (a[13](-1) , a[55](10.1) )= -10 |
| -2147483643 |
| f1 (a[13](-1) , a[56]() )= -3 |
| f2 (a[13](-1) , a[56]() )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[13](-1) , a[56]() )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[57](hello) )= -3 |
| NaN |
| f2 (a[13](-1) , a[57](hello) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[57](hello) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[58](hello) )= -3 |
| NaN |
| f2 (a[13](-1) , a[58](hello) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[58](hello) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[59]([object Object]) )= -3 |
| NaN |
| f2 (a[13](-1) , a[59]([object Object]) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[59]([object Object]) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[60](1,2,3) )= -3 |
| NaN |
| f2 (a[13](-1) , a[60](1,2,3) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[60](1,2,3) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[61]([object Object]) )= -3 |
| NaN |
| f2 (a[13](-1) , a[61]([object Object]) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[61]([object Object]) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[62](1,2,3) )= -3 |
| NaN |
| f2 (a[13](-1) , a[62](1,2,3) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[62](1,2,3) )= -3 |
| -2147483643 |
| f1 (a[13](-1) , a[63](function foo() {}) )= -3 |
| NaN |
| f2 (a[13](-1) , a[63](function foo() {}) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[13](-1) , a[63](function foo() {}) )= -3 |
| -5 |
| f1 (a[14](-5) , a[0](undefined) )= 0 |
| NaN |
| f2 (a[14](-5) , a[0](undefined) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[0](undefined) )= 0 |
| -5 |
| f1 (a[14](-5) , a[1](null) )= 0 |
| f2 (a[14](-5) , a[1](null) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[1](null) )= 0 |
| -4 |
| f1 (a[14](-5) , a[2](true) )= 1 |
| 0.18181818181818182 |
| f2 (a[14](-5) , a[2](true) )= 1 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 1 1 |
| f3 (a[14](-5) , a[2](true) )= 1 |
| -5 |
| f1 (a[14](-5) , a[3](false) )= 0 |
| f2 (a[14](-5) , a[3](false) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[3](false) )= 0 |
| -4 |
| f1 (a[14](-5) , a[4](true) )= 1 |
| 0.18181818181818182 |
| f2 (a[14](-5) , a[4](true) )= 1 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 1 1 |
| f3 (a[14](-5) , a[4](true) )= 1 |
| -5 |
| f1 (a[14](-5) , a[5](false) )= 0 |
| f2 (a[14](-5) , a[5](false) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[5](false) )= 0 |
| -5 |
| f1 (a[14](-5) , a[6](NaN) )= 0 |
| NaN |
| f2 (a[14](-5) , a[6](NaN) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[6](NaN) )= 0 |
| -5 |
| f1 (a[14](-5) , a[7](0) )= 0 |
| f2 (a[14](-5) , a[7](0) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[7](0) )= 0 |
| -5 |
| f1 (a[14](-5) , a[8](0) )= 0 |
| f2 (a[14](-5) , a[8](0) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[8](0) )= 0 |
| -5 |
| f1 (a[14](-5) , a[9](0) )= 0 |
| f2 (a[14](-5) , a[9](0) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[9](0) )= 0 |
| -4 |
| f1 (a[14](-5) , a[10](1) )= 1 |
| 0.18181818181818182 |
| f2 (a[14](-5) , a[10](1) )= 1 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 1 1 |
| f3 (a[14](-5) , a[10](1) )= 1 |
| -500 |
| f1 (a[14](-5) , a[11](10) )= 10 |
| 1.8181818181818181 |
| f2 (a[14](-5) , a[11](10) )= 250 |
| 12.4 |
| 995 |
| 0 |
| 12.4 |
| 1000 1000 |
| f3 (a[14](-5) , a[11](10) )= 1000 |
| -500 |
| f1 (a[14](-5) , a[12](10.1) )= 10 |
| 1.8363636363636364 |
| f2 (a[14](-5) , a[12](10.1) )= 252.5 |
| 36.8 |
| -500 |
| 0 |
| 36.8 |
| 1030 1030.301 |
| f3 (a[14](-5) , a[12](10.1) )= 1030 |
| f1 (a[14](-5) , a[13](-1) )= 858993458 |
| f2 (a[14](-5) , a[13](-1) )= -0.18181818181818182 |
| -500 |
| 0 |
| 2 2.096774193548387 |
| f3 (a[14](-5) , a[13](-1) )= 2 |
| f1 (a[14](-5) , a[14](-5) )= 0 |
| f2 (a[14](-5) , a[14](-5) )= 0.38181818181818183 |
| 1 |
| 0 |
| 0 |
| 0.9090909090909091 |
| 5 5 |
| f3 (a[14](-5) , a[14](-5) )= 5 |
| 0 |
| f1 (a[14](-5) , a[15](5) )= 5 |
| 0.9090909090909091 |
| f2 (a[14](-5) , a[15](5) )= 5 |
| -3.4 |
| 0 |
| 0 |
| -0.5 |
| 5 5 |
| f3 (a[14](-5) , a[15](5) )= 5 |
| 119 |
| f1 (a[14](-5) , a[16](124) )= 124 |
| 22.545454545454546 |
| f2 (a[14](-5) , a[16](124) )= 114 |
| 51 |
| 0 |
| 259 258.5 |
| f3 (a[14](-5) , a[16](124) )= 259 |
| 243 |
| f1 (a[14](-5) , a[17](248) )= 248 |
| 45.09090909090909 |
| f2 (a[14](-5) , a[17](248) )= 238 |
| 101 |
| 0 |
| 507 506.5 |
| f3 (a[14](-5) , a[17](248) )= 507 |
| -500 |
| f1 (a[14](-5) , a[18](654) )= 654 |
| 118.9090909090909 |
| f2 (a[14](-5) , a[18](654) )= 16350 |
| 1 |
| 0 |
| 12975731 11762190 |
| f3 (a[14](-5) , a[18](654) )= 12975731 |
| 197 |
| f1 (a[14](-5) , a[19](987) )= 987 |
| 179.45454545454544 |
| f2 (a[14](-5) , a[19](987) )= 987 |
| 0.9965478728804955 |
| 197 |
| 0 |
| 0.9965478728804955 |
| 987 987 |
| f3 (a[14](-5) , a[19](987) )= 987 |
| -500 |
| f1 (a[14](-5) , a[20](-1026) )= -50 |
| f2 (a[14](-5) , a[20](-1026) )= 2.619047619047619 |
| 0 |
| 1 -2059.6 |
| f3 (a[14](-5) , a[20](-1026) )= 1 |
| 98763 |
| f1 (a[14](-5) , a[21](98768.2546) )= 98768 |
| 17957.864472727273 |
| f2 (a[14](-5) , a[21](98768.2546) )= 98758.2546 |
| 39510 |
| 0 |
| 197551 197547.0092 |
| f3 (a[14](-5) , a[21](98768.2546) )= 197551 |
| -500 |
| f1 (a[14](-5) , a[22](-88754.15478) )= -50 |
| f2 (a[14](-5) , a[22](-88754.15478) )= 2.619047619047619 |
| 0 |
| 1 7877974533.838525 |
| f3 (a[14](-5) , a[22](-88754.15478) )= 1 |
| -4 |
| f1 (a[14](-5) , a[23](1) )= 1 |
| 0.18181818181818182 |
| f2 (a[14](-5) , a[23](1) )= 1 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 1 1 |
| f3 (a[14](-5) , a[23](1) )= 1 |
| f1 (a[14](-5) , a[24](-1) )= 858993458 |
| f2 (a[14](-5) , a[24](-1) )= -0.18181818181818182 |
| -500 |
| 0 |
| 2 2.096774193548387 |
| f3 (a[14](-5) , a[24](-1) )= 2 |
| -5 |
| f1 (a[14](-5) , a[25](0) )= 0 |
| f2 (a[14](-5) , a[25](0) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[25](0) )= 0 |
| -2147483645 |
| f1 (a[14](-5) , a[26](-2147483648) )= -15 |
| f2 (a[14](-5) , a[26](-2147483648) )= -0.1724137931034483 |
| 0 |
| 1 -4294967303.6 |
| f3 (a[14](-5) , a[26](-2147483648) )= 1 |
| -2147483645 |
| f1 (a[14](-5) , a[27](2147483648) )= -15 |
| 390451572.3636364 |
| f2 (a[14](-5) , a[27](2147483648) )= 2147483638 |
| 2 |
| 0 |
| 11 4294967306.5 |
| f3 (a[14](-5) , a[27](2147483648) )= 11 |
| 33554427 |
| f1 (a[14](-5) , a[28](33554432) )= 33818640 |
| 6100805.818181818 |
| f2 (a[14](-5) , a[28](33554432) )= 33554422 |
| 13634816 |
| 0 |
| 68174083 67108874.5 |
| f3 (a[14](-5) , a[28](33554432) )= 68174083 |
| -2147483645 |
| f1 (a[14](-5) , a[29](-33554432) )= -15 |
| f2 (a[14](-5) , a[29](-33554432) )= -0.1724137931034483 |
| 0 |
| 1 -67108871.6 |
| f3 (a[14](-5) , a[29](-33554432) )= 1 |
| -5 |
| f1 (a[14](-5) , a[30](1.7976931348623157e+308) )= 0 |
| 3.268532972476937e+307 |
| f2 (a[14](-5) , a[30](1.7976931348623157e+308) )= 1.7976931348623157e+308 |
| -5 |
| 0 |
| 0 Infinity |
| f3 (a[14](-5) , a[30](1.7976931348623157e+308) )= 0 |
| -5 |
| f1 (a[14](-5) , a[31](5e-324) )= 0 |
| f2 (a[14](-5) , a[31](5e-324) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 1.5e-323 |
| f3 (a[14](-5) , a[31](5e-324) )= 0 |
| -5 |
| f1 (a[14](-5) , a[32](NaN) )= 0 |
| NaN |
| f2 (a[14](-5) , a[32](NaN) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[32](NaN) )= 0 |
| -5 |
| f1 (a[14](-5) , a[33](Infinity) )= 0 |
| Infinity |
| f2 (a[14](-5) , a[33](Infinity) )= Infinity |
| Infinity |
| -5 |
| 0 |
| Infinity |
| 0 NaN |
| f3 (a[14](-5) , a[33](Infinity) )= 0 |
| -5 |
| f1 (a[14](-5) , a[34](-Infinity) )= 0 |
| f2 (a[14](-5) , a[34](-Infinity) )= -0.1724137931034483 |
| -Infinity |
| -5 |
| 0 |
| -Infinity |
| 0 -Infinity |
| f3 (a[14](-5) , a[34](-Infinity) )= 0 |
| -5 |
| f1 (a[14](-5) , a[35](NaN) )= 0 |
| NaN |
| f2 (a[14](-5) , a[35](NaN) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[35](NaN) )= 0 |
| -5 |
| f1 (a[14](-5) , a[36](0) )= 0 |
| f2 (a[14](-5) , a[36](0) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[36](0) )= 0 |
| -5 |
| f1 (a[14](-5) , a[37](0) )= 0 |
| f2 (a[14](-5) , a[37](0) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[37](0) )= 0 |
| -5 |
| f1 (a[14](-5) , a[38](0) )= 0 |
| f2 (a[14](-5) , a[38](0) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[38](0) )= 0 |
| -4 |
| f1 (a[14](-5) , a[39](1) )= 1 |
| 0.18181818181818182 |
| f2 (a[14](-5) , a[39](1) )= 1 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 1 1 |
| f3 (a[14](-5) , a[39](1) )= 1 |
| -500 |
| f1 (a[14](-5) , a[40](10) )= 10 |
| 1.8181818181818181 |
| f2 (a[14](-5) , a[40](10) )= 250 |
| 12.4 |
| 995 |
| 0 |
| 12.4 |
| 1000 1000 |
| f3 (a[14](-5) , a[40](10) )= 1000 |
| -500 |
| f1 (a[14](-5) , a[41](10.1) )= 10 |
| 1.8363636363636364 |
| f2 (a[14](-5) , a[41](10.1) )= 252.5 |
| 36.8 |
| -500 |
| 0 |
| 36.8 |
| 1030 1030.301 |
| f3 (a[14](-5) , a[41](10.1) )= 1030 |
| -5 |
| f1 (a[14](-5) , a[42](1.7976931348623157e+308) )= 0 |
| 3.268532972476937e+307 |
| f2 (a[14](-5) , a[42](1.7976931348623157e+308) )= 1.7976931348623157e+308 |
| -5 |
| 0 |
| 0 Infinity |
| f3 (a[14](-5) , a[42](1.7976931348623157e+308) )= 0 |
| -5 |
| f1 (a[14](-5) , a[43](5e-324) )= 0 |
| f2 (a[14](-5) , a[43](5e-324) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 1.5e-323 |
| f3 (a[14](-5) , a[43](5e-324) )= 0 |
| -5 |
| f1 (a[14](-5) , a[44](NaN) )= 0 |
| NaN |
| f2 (a[14](-5) , a[44](NaN) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[44](NaN) )= 0 |
| -5 |
| f1 (a[14](-5) , a[45](Infinity) )= 0 |
| Infinity |
| f2 (a[14](-5) , a[45](Infinity) )= Infinity |
| Infinity |
| -5 |
| 0 |
| Infinity |
| 0 NaN |
| f3 (a[14](-5) , a[45](Infinity) )= 0 |
| -5 |
| f1 (a[14](-5) , a[46](-Infinity) )= 0 |
| f2 (a[14](-5) , a[46](-Infinity) )= -0.1724137931034483 |
| -Infinity |
| -5 |
| 0 |
| -Infinity |
| 0 -Infinity |
| f3 (a[14](-5) , a[46](-Infinity) )= 0 |
| -5 |
| f1 (a[14](-5) , a[47]() )= 0 |
| f2 (a[14](-5) , a[47]() )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[47]() )= 0 |
| -5 |
| f1 (a[14](-5) , a[48](hello) )= 0 |
| NaN |
| f2 (a[14](-5) , a[48](hello) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[48](hello) )= 0 |
| -5 |
| f1 (a[14](-5) , a[49](hello) )= 0 |
| NaN |
| f2 (a[14](-5) , a[49](hello) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[49](hello) )= 0 |
| -5 |
| f1 (a[14](-5) , a[50](+0) )= 0 |
| f2 (a[14](-5) , a[50](+0) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[50](+0) )= 0 |
| -5 |
| f1 (a[14](-5) , a[51](-0) )= 0 |
| f2 (a[14](-5) , a[51](-0) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[51](-0) )= 0 |
| -5 |
| f1 (a[14](-5) , a[52](0) )= 0 |
| f2 (a[14](-5) , a[52](0) )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[52](0) )= 0 |
| -4 |
| f1 (a[14](-5) , a[53](1) )= 1 |
| 0.18181818181818182 |
| f2 (a[14](-5) , a[53](1) )= 1 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 1 1 |
| f3 (a[14](-5) , a[53](1) )= 1 |
| -500 |
| f1 (a[14](-5) , a[54](10.0) )= 10 |
| 1.8181818181818181 |
| f2 (a[14](-5) , a[54](10.0) )= 250 |
| 12.4 |
| 995 |
| 0 |
| 12.4 |
| 1000 1000 |
| f3 (a[14](-5) , a[54](10.0) )= 1000 |
| -500 |
| f1 (a[14](-5) , a[55](10.1) )= 10 |
| 1.8363636363636364 |
| f2 (a[14](-5) , a[55](10.1) )= 252.5 |
| 36.8 |
| -500 |
| 0 |
| 36.8 |
| 1030 1030.301 |
| f3 (a[14](-5) , a[55](10.1) )= 1030 |
| -5 |
| f1 (a[14](-5) , a[56]() )= 0 |
| f2 (a[14](-5) , a[56]() )= 0 |
| -7.6 |
| -5 |
| 0 |
| -7.6 |
| 0 0 |
| f3 (a[14](-5) , a[56]() )= 0 |
| -5 |
| f1 (a[14](-5) , a[57](hello) )= 0 |
| NaN |
| f2 (a[14](-5) , a[57](hello) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[57](hello) )= 0 |
| -5 |
| f1 (a[14](-5) , a[58](hello) )= 0 |
| NaN |
| f2 (a[14](-5) , a[58](hello) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[58](hello) )= 0 |
| -5 |
| f1 (a[14](-5) , a[59]([object Object]) )= 0 |
| NaN |
| f2 (a[14](-5) , a[59]([object Object]) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[59]([object Object]) )= 0 |
| -5 |
| f1 (a[14](-5) , a[60](1,2,3) )= 0 |
| NaN |
| f2 (a[14](-5) , a[60](1,2,3) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[60](1,2,3) )= 0 |
| -5 |
| f1 (a[14](-5) , a[61]([object Object]) )= 0 |
| NaN |
| f2 (a[14](-5) , a[61]([object Object]) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[61]([object Object]) )= 0 |
| -5 |
| f1 (a[14](-5) , a[62](1,2,3) )= 0 |
| NaN |
| f2 (a[14](-5) , a[62](1,2,3) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[62](1,2,3) )= 0 |
| -5 |
| f1 (a[14](-5) , a[63](function foo() {}) )= 0 |
| NaN |
| f2 (a[14](-5) , a[63](function foo() {}) )= NaN |
| NaN |
| -5 |
| 0 |
| NaN |
| 0 NaN |
| f3 (a[14](-5) , a[63](function foo() {}) )= 0 |
| 3 |
| f1 (a[15](5) , a[0](undefined) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[0](undefined) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[0](undefined) )= 15 |
| 3 |
| f1 (a[15](5) , a[1](null) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[1](null) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[1](null) )= 15 |
| -3 |
| f1 (a[15](5) , a[2](true) )= 5 |
| -3.4 |
| f2 (a[15](5) , a[2](true) )= 5 |
| -3.4 |
| -3 |
| 0 |
| -3.4 |
| 5 1 |
| f3 (a[15](5) , a[2](true) )= 5 |
| 3 |
| f1 (a[15](5) , a[3](false) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[3](false) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[3](false) )= 15 |
| -3 |
| f1 (a[15](5) , a[4](true) )= 5 |
| -3.4 |
| f2 (a[15](5) , a[4](true) )= 5 |
| -3.4 |
| -3 |
| 0 |
| -3.4 |
| 5 1 |
| f3 (a[15](5) , a[4](true) )= 5 |
| 3 |
| f1 (a[15](5) , a[5](false) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[5](false) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[5](false) )= 15 |
| 3 |
| f1 (a[15](5) , a[6](NaN) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[6](NaN) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[6](NaN) )= 15 |
| 3 |
| f1 (a[15](5) , a[7](0) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[7](0) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[7](0) )= 15 |
| 3 |
| f1 (a[15](5) , a[8](0) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[8](0) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[8](0) )= 15 |
| 3 |
| f1 (a[15](5) , a[9](0) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[9](0) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[9](0) )= 15 |
| -3 |
| f1 (a[15](5) , a[10](1) )= 5 |
| -3.4 |
| f2 (a[15](5) , a[10](1) )= 5 |
| -3.4 |
| -3 |
| 0 |
| -3.4 |
| 5 1 |
| f3 (a[15](5) , a[10](1) )= 5 |
| f1 (a[15](5) , a[11](10) )= 500 |
| f2 (a[15](5) , a[11](10) )= 17 |
| 12.4 |
| 3 |
| 0 |
| 12.4 |
| 15 1000 |
| f3 (a[15](5) , a[11](10) )= 15 |
| f1 (a[15](5) , a[12](10.1) )= 500 |
| f2 (a[15](5) , a[12](10.1) )= 17 |
| 36.8 |
| 0 |
| 36.8 |
| 500 1030.301 |
| f3 (a[15](5) , a[12](10.1) )= 500 |
| -2 |
| f1 (a[15](5) , a[13](-1) )= 5 |
| -1.4718614718614717 |
| f2 (a[15](5) , a[13](-1) )= 5 |
| 0 |
| 500 2.096774193548387 |
| f3 (a[15](5) , a[13](-1) )= 500 |
| -2 |
| f1 (a[15](5) , a[14](-5) )= 5 |
| -1.4718614718614717 |
| f2 (a[15](5) , a[14](-5) )= 5 |
| 1 |
| 0 |
| 0 |
| 0.9090909090909091 |
| 5 5 |
| f3 (a[15](5) , a[14](-5) )= 5 |
| 0 |
| f1 (a[15](5) , a[15](5) )= 5 |
| -0.5 |
| f2 (a[15](5) , a[15](5) )= 5 |
| -3.4 |
| 0 |
| 0 |
| -0.5 |
| 5 5 |
| f3 (a[15](5) , a[15](5) )= 5 |
| 3 |
| f1 (a[15](5) , a[16](124) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[16](124) )= 5 |
| -2 |
| 0 |
| 5 258.5 |
| f3 (a[15](5) , a[16](124) )= 5 |
| 3 |
| f1 (a[15](5) , a[17](248) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[17](248) )= 5 |
| -2 |
| 0 |
| 5 506.5 |
| f3 (a[15](5) , a[17](248) )= 5 |
| f1 (a[15](5) , a[18](654) )= 500 |
| f2 (a[15](5) , a[18](654) )= 17 |
| -3 |
| 0 |
| 5 11762190 |
| f3 (a[15](5) , a[18](654) )= 5 |
| -2 |
| f1 (a[15](5) , a[19](987) )= 5 |
| -1.4718614718614717 |
| f2 (a[15](5) , a[19](987) )= 5 |
| 0.9965478728804955 |
| -2 |
| 0 |
| 0.9965478728804955 |
| 5 987 |
| f3 (a[15](5) , a[19](987) )= 5 |
| f1 (a[15](5) , a[20](-1026) )= 500 |
| f2 (a[15](5) , a[20](-1026) )= 17 |
| -3 |
| 0 |
| 5 -2059.6 |
| f3 (a[15](5) , a[20](-1026) )= 5 |
| 3 |
| f1 (a[15](5) , a[21](98768.2546) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[21](98768.2546) )= 5 |
| -2 |
| 0 |
| 5 197547.0092 |
| f3 (a[15](5) , a[21](98768.2546) )= 5 |
| f1 (a[15](5) , a[22](-88754.15478) )= 500 |
| f2 (a[15](5) , a[22](-88754.15478) )= 17 |
| -3 |
| 0 |
| 5 7877974533.838525 |
| f3 (a[15](5) , a[22](-88754.15478) )= 5 |
| -3 |
| f1 (a[15](5) , a[23](1) )= 5 |
| -3.4 |
| f2 (a[15](5) , a[23](1) )= 5 |
| -3.4 |
| -3 |
| 0 |
| -3.4 |
| 5 1 |
| f3 (a[15](5) , a[23](1) )= 5 |
| -2 |
| f1 (a[15](5) , a[24](-1) )= 5 |
| -1.4718614718614717 |
| f2 (a[15](5) , a[24](-1) )= 5 |
| 0 |
| 500 2.096774193548387 |
| f3 (a[15](5) , a[24](-1) )= 500 |
| 3 |
| f1 (a[15](5) , a[25](0) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[25](0) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[25](0) )= 15 |
| 3 |
| f1 (a[15](5) , a[26](-2147483648) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[26](-2147483648) )= 5 |
| -3 |
| 0 |
| 5 -4294967303.6 |
| f3 (a[15](5) , a[26](-2147483648) )= 5 |
| 3 |
| f1 (a[15](5) , a[27](2147483648) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[27](2147483648) )= 5 |
| -2 |
| 0 |
| 5 4294967306.5 |
| f3 (a[15](5) , a[27](2147483648) )= 5 |
| 3 |
| f1 (a[15](5) , a[28](33554432) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[28](33554432) )= 5 |
| -2 |
| 0 |
| 5 67108874.5 |
| f3 (a[15](5) , a[28](33554432) )= 5 |
| 3 |
| f1 (a[15](5) , a[29](-33554432) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[29](-33554432) )= 5 |
| -3 |
| 0 |
| 5 -67108871.6 |
| f3 (a[15](5) , a[29](-33554432) )= 5 |
| 3 |
| f1 (a[15](5) , a[30](1.7976931348623157e+308) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[30](1.7976931348623157e+308) )= 5 |
| 3 |
| 0 |
| 15 Infinity |
| f3 (a[15](5) , a[30](1.7976931348623157e+308) )= 15 |
| 3 |
| f1 (a[15](5) , a[31](5e-324) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[31](5e-324) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 1.5e-323 |
| f3 (a[15](5) , a[31](5e-324) )= 15 |
| 3 |
| f1 (a[15](5) , a[32](NaN) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[32](NaN) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[32](NaN) )= 15 |
| 3 |
| f1 (a[15](5) , a[33](Infinity) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[33](Infinity) )= 5 |
| Infinity |
| 3 |
| 0 |
| Infinity |
| 15 NaN |
| f3 (a[15](5) , a[33](Infinity) )= 15 |
| 3 |
| f1 (a[15](5) , a[34](-Infinity) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[34](-Infinity) )= 5 |
| -Infinity |
| 3 |
| 0 |
| -Infinity |
| 15 -Infinity |
| f3 (a[15](5) , a[34](-Infinity) )= 15 |
| 3 |
| f1 (a[15](5) , a[35](NaN) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[35](NaN) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[35](NaN) )= 15 |
| 3 |
| f1 (a[15](5) , a[36](0) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[36](0) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[36](0) )= 15 |
| 3 |
| f1 (a[15](5) , a[37](0) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[37](0) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[37](0) )= 15 |
| 3 |
| f1 (a[15](5) , a[38](0) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[38](0) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[38](0) )= 15 |
| -3 |
| f1 (a[15](5) , a[39](1) )= 5 |
| -3.4 |
| f2 (a[15](5) , a[39](1) )= 5 |
| -3.4 |
| -3 |
| 0 |
| -3.4 |
| 5 1 |
| f3 (a[15](5) , a[39](1) )= 5 |
| f1 (a[15](5) , a[40](10) )= 500 |
| f2 (a[15](5) , a[40](10) )= 17 |
| 12.4 |
| 3 |
| 0 |
| 12.4 |
| 15 1000 |
| f3 (a[15](5) , a[40](10) )= 15 |
| f1 (a[15](5) , a[41](10.1) )= 500 |
| f2 (a[15](5) , a[41](10.1) )= 17 |
| 36.8 |
| 0 |
| 36.8 |
| 500 1030.301 |
| f3 (a[15](5) , a[41](10.1) )= 500 |
| 3 |
| f1 (a[15](5) , a[42](1.7976931348623157e+308) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[42](1.7976931348623157e+308) )= 5 |
| 3 |
| 0 |
| 15 Infinity |
| f3 (a[15](5) , a[42](1.7976931348623157e+308) )= 15 |
| 3 |
| f1 (a[15](5) , a[43](5e-324) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[43](5e-324) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 1.5e-323 |
| f3 (a[15](5) , a[43](5e-324) )= 15 |
| 3 |
| f1 (a[15](5) , a[44](NaN) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[44](NaN) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[44](NaN) )= 15 |
| 3 |
| f1 (a[15](5) , a[45](Infinity) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[45](Infinity) )= 5 |
| Infinity |
| 3 |
| 0 |
| Infinity |
| 15 NaN |
| f3 (a[15](5) , a[45](Infinity) )= 15 |
| 3 |
| f1 (a[15](5) , a[46](-Infinity) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[46](-Infinity) )= 5 |
| -Infinity |
| 3 |
| 0 |
| -Infinity |
| 15 -Infinity |
| f3 (a[15](5) , a[46](-Infinity) )= 15 |
| 3 |
| f1 (a[15](5) , a[47]() )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[47]() )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[47]() )= 15 |
| 3 |
| f1 (a[15](5) , a[48](hello) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[48](hello) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[48](hello) )= 15 |
| 3 |
| f1 (a[15](5) , a[49](hello) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[49](hello) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[49](hello) )= 15 |
| 3 |
| f1 (a[15](5) , a[50](+0) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[50](+0) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[50](+0) )= 15 |
| 3 |
| f1 (a[15](5) , a[51](-0) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[51](-0) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[51](-0) )= 15 |
| 3 |
| f1 (a[15](5) , a[52](0) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[52](0) )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[52](0) )= 15 |
| -3 |
| f1 (a[15](5) , a[53](1) )= 5 |
| -3.4 |
| f2 (a[15](5) , a[53](1) )= 5 |
| -3.4 |
| -3 |
| 0 |
| -3.4 |
| 5 1 |
| f3 (a[15](5) , a[53](1) )= 5 |
| f1 (a[15](5) , a[54](10.0) )= 500 |
| f2 (a[15](5) , a[54](10.0) )= 17 |
| 12.4 |
| 3 |
| 0 |
| 12.4 |
| 15 1000 |
| f3 (a[15](5) , a[54](10.0) )= 15 |
| f1 (a[15](5) , a[55](10.1) )= 500 |
| f2 (a[15](5) , a[55](10.1) )= 17 |
| 36.8 |
| 0 |
| 36.8 |
| 500 1030.301 |
| f3 (a[15](5) , a[55](10.1) )= 500 |
| 3 |
| f1 (a[15](5) , a[56]() )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[56]() )= 5 |
| -7.6 |
| 3 |
| 0 |
| -7.6 |
| 15 0 |
| f3 (a[15](5) , a[56]() )= 15 |
| 3 |
| f1 (a[15](5) , a[57](hello) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[57](hello) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[57](hello) )= 15 |
| 3 |
| f1 (a[15](5) , a[58](hello) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[58](hello) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[58](hello) )= 15 |
| 3 |
| f1 (a[15](5) , a[59]([object Object]) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[59]([object Object]) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[59]([object Object]) )= 15 |
| 3 |
| f1 (a[15](5) , a[60](1,2,3) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[60](1,2,3) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[60](1,2,3) )= 15 |
| 3 |
| f1 (a[15](5) , a[61]([object Object]) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[61]([object Object]) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[61]([object Object]) )= 15 |
| 3 |
| f1 (a[15](5) , a[62](1,2,3) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[62](1,2,3) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[62](1,2,3) )= 15 |
| 3 |
| f1 (a[15](5) , a[63](function foo() {}) )= 15 |
| 3.4000000000000003 |
| f2 (a[15](5) , a[63](function foo() {}) )= 5 |
| NaN |
| 3 |
| 0 |
| NaN |
| 15 NaN |
| f3 (a[15](5) , a[63](function foo() {}) )= 15 |
| f1 (a[16](124) , a[0](undefined) )= 253 |
| NaN |
| f2 (a[16](124) , a[0](undefined) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[0](undefined) )= 253 |
| f1 (a[16](124) , a[1](null) )= 253 |
| f2 (a[16](124) , a[1](null) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[1](null) )= 253 |
| -4 |
| f1 (a[16](124) , a[2](true) )= 249 |
| f2 (a[16](124) , a[2](true) )= 254.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 249 1 |
| f3 (a[16](124) , a[2](true) )= 249 |
| f1 (a[16](124) , a[3](false) )= 253 |
| f2 (a[16](124) , a[3](false) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[3](false) )= 253 |
| -4 |
| f1 (a[16](124) , a[4](true) )= 249 |
| f2 (a[16](124) , a[4](true) )= 254.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 249 1 |
| f3 (a[16](124) , a[4](true) )= 249 |
| f1 (a[16](124) , a[5](false) )= 253 |
| f2 (a[16](124) , a[5](false) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[5](false) )= 253 |
| f1 (a[16](124) , a[6](NaN) )= 253 |
| NaN |
| f2 (a[16](124) , a[6](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[6](NaN) )= 253 |
| f1 (a[16](124) , a[7](0) )= 253 |
| f2 (a[16](124) , a[7](0) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[7](0) )= 253 |
| f1 (a[16](124) , a[8](0) )= 253 |
| f2 (a[16](124) , a[8](0) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[8](0) )= 253 |
| f1 (a[16](124) , a[9](0) )= 253 |
| f2 (a[16](124) , a[9](0) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[9](0) )= 253 |
| -4 |
| f1 (a[16](124) , a[10](1) )= 249 |
| f2 (a[16](124) , a[10](1) )= 254.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 249 1 |
| f3 (a[16](124) , a[10](1) )= 249 |
| f1 (a[16](124) , a[11](10) )= 12400 |
| 263.5 |
| f2 (a[16](124) , a[11](10) )= 153760 |
| 12.4 |
| 0 |
| 1253 139150 |
| f3 (a[16](124) , a[11](10) )= 1253 |
| f1 (a[16](124) , a[12](10.1) )= 12400 |
| 263.6 |
| f2 (a[16](124) , a[12](10.1) )= 155297.59999999998 |
| 36.8 |
| 0 |
| 12400 141946.91499999998 |
| f3 (a[16](124) , a[12](10.1) )= 12400 |
| 0 |
| f1 (a[16](124) , a[13](-1) )= 247 |
| f2 (a[16](124) , a[13](-1) )= 252.5 |
| 0 |
| 12400 2.096774193548387 |
| f3 (a[16](124) , a[13](-1) )= 12400 |
| 0 |
| f1 (a[16](124) , a[14](-5) )= 243 |
| f2 (a[16](124) , a[14](-5) )= 248.5 |
| 1 |
| 0 |
| 0 |
| 46 |
| 253 253 |
| f3 (a[16](124) , a[14](-5) )= 253 |
| 0 |
| f1 (a[16](124) , a[15](5) )= 253 |
| f2 (a[16](124) , a[15](5) )= 258.5 |
| -3.4 |
| 0 |
| 0 |
| -3.4 |
| 253 5 |
| f3 (a[16](124) , a[15](5) )= 253 |
| 255 |
| f1 (a[16](124) , a[16](124) )= 372 |
| 255.6 |
| f2 (a[16](124) , a[16](124) )= 372 |
| 0 |
| 0 |
| 507 506.5 |
| f3 (a[16](124) , a[16](124) )= 507 |
| f1 (a[16](124) , a[17](248) )= 501 |
| f2 (a[16](124) , a[17](248) )= 501.5 |
| 0 |
| 0 |
| 488.4 |
| 755 744 |
| f3 (a[16](124) , a[17](248) )= 755 |
| f1 (a[16](124) , a[18](654) )= 12400 |
| 907.5 |
| f2 (a[16](124) , a[18](654) )= 10055904 |
| 12938404 |
| 0 |
| 12938657 595166814 |
| f3 (a[16](124) , a[18](654) )= 12938657 |
| 0 |
| f1 (a[16](124) , a[19](987) )= 1235 |
| f2 (a[16](124) , a[19](987) )= 1240.5 |
| 0.9965478728804955 |
| 0 |
| 0 |
| 0.9965478728804955 |
| 1235 987 |
| f3 (a[16](124) , a[19](987) )= 1235 |
| f1 (a[16](124) , a[20](-1026) )= 12400 |
| f2 (a[16](124) , a[20](-1026) )= -772.5 |
| -2064 |
| 0 |
| -1811 -2059.6 |
| f3 (a[16](124) , a[20](-1026) )= -1811 |
| f1 (a[16](124) , a[21](98768.2546) )= 99021 |
| f2 (a[16](124) , a[21](98768.2546) )= 99021.7546 |
| 0 |
| 0 |
| 197795 197795.0092 |
| f3 (a[16](124) , a[21](98768.2546) )= 197795 |
| f1 (a[16](124) , a[22](-88754.15478) )= 12400 |
| f2 (a[16](124) , a[22](-88754.15478) )= -88500.65478 |
| -711960064 |
| 0 |
| -711959811 7877974533.838525 |
| f3 (a[16](124) , a[22](-88754.15478) )= -711959811 |
| -4 |
| f1 (a[16](124) , a[23](1) )= 249 |
| f2 (a[16](124) , a[23](1) )= 254.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 249 1 |
| f3 (a[16](124) , a[23](1) )= 249 |
| 0 |
| f1 (a[16](124) , a[24](-1) )= 247 |
| f2 (a[16](124) , a[24](-1) )= 252.5 |
| 0 |
| 12400 2.096774193548387 |
| f3 (a[16](124) , a[24](-1) )= 12400 |
| f1 (a[16](124) , a[25](0) )= 253 |
| f2 (a[16](124) , a[25](0) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[25](0) )= 253 |
| f1 (a[16](124) , a[26](-2147483648) )= -2147483395 |
| f2 (a[16](124) , a[26](-2147483648) )= -2147483394.5 |
| -12 |
| 0 |
| 241 -4294967303.6 |
| f3 (a[16](124) , a[26](-2147483648) )= 241 |
| f1 (a[16](124) , a[27](2147483648) )= -2147483395 |
| f2 (a[16](124) , a[27](2147483648) )= 2147483901.5 |
| 2 |
| 0 |
| 259 4294967554.5 |
| f3 (a[16](124) , a[27](2147483648) )= 259 |
| f1 (a[16](124) , a[28](33554432) )= 33554685 |
| f2 (a[16](124) , a[28](33554432) )= 33554685.5 |
| 0 |
| 0 |
| 67109123 67109122.5 |
| f3 (a[16](124) , a[28](33554432) )= 67109123 |
| f1 (a[16](124) , a[29](-33554432) )= -33554179 |
| f2 (a[16](124) , a[29](-33554432) )= -33554178.5 |
| -67108876 |
| 0 |
| -67108623 -67108871.6 |
| f3 (a[16](124) , a[29](-33554432) )= -67108623 |
| f1 (a[16](124) , a[30](1.7976931348623157e+308) )= 253 |
| 1.7976931348623157e+308 |
| f2 (a[16](124) , a[30](1.7976931348623157e+308) )= 1.7976931348623157e+308 |
| 0 |
| 253 Infinity |
| f3 (a[16](124) , a[30](1.7976931348623157e+308) )= 253 |
| f1 (a[16](124) , a[31](5e-324) )= 253 |
| f2 (a[16](124) , a[31](5e-324) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 1.5e-323 |
| f3 (a[16](124) , a[31](5e-324) )= 253 |
| f1 (a[16](124) , a[32](NaN) )= 253 |
| NaN |
| f2 (a[16](124) , a[32](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[32](NaN) )= 253 |
| f1 (a[16](124) , a[33](Infinity) )= 253 |
| Infinity |
| f2 (a[16](124) , a[33](Infinity) )= Infinity |
| Infinity |
| 0 |
| Infinity |
| 253 NaN |
| f3 (a[16](124) , a[33](Infinity) )= 253 |
| f1 (a[16](124) , a[34](-Infinity) )= 253 |
| -Infinity |
| f2 (a[16](124) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| 0 |
| -Infinity |
| 253 -Infinity |
| f3 (a[16](124) , a[34](-Infinity) )= 253 |
| f1 (a[16](124) , a[35](NaN) )= 253 |
| NaN |
| f2 (a[16](124) , a[35](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[35](NaN) )= 253 |
| f1 (a[16](124) , a[36](0) )= 253 |
| f2 (a[16](124) , a[36](0) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[36](0) )= 253 |
| f1 (a[16](124) , a[37](0) )= 253 |
| f2 (a[16](124) , a[37](0) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[37](0) )= 253 |
| f1 (a[16](124) , a[38](0) )= 253 |
| f2 (a[16](124) , a[38](0) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[38](0) )= 253 |
| -4 |
| f1 (a[16](124) , a[39](1) )= 249 |
| f2 (a[16](124) , a[39](1) )= 254.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 249 1 |
| f3 (a[16](124) , a[39](1) )= 249 |
| f1 (a[16](124) , a[40](10) )= 12400 |
| 263.5 |
| f2 (a[16](124) , a[40](10) )= 153760 |
| 12.4 |
| 0 |
| 1253 139150 |
| f3 (a[16](124) , a[40](10) )= 1253 |
| f1 (a[16](124) , a[41](10.1) )= 12400 |
| 263.6 |
| f2 (a[16](124) , a[41](10.1) )= 155297.59999999998 |
| 36.8 |
| 0 |
| 12400 141946.91499999998 |
| f3 (a[16](124) , a[41](10.1) )= 12400 |
| f1 (a[16](124) , a[42](1.7976931348623157e+308) )= 253 |
| 1.7976931348623157e+308 |
| f2 (a[16](124) , a[42](1.7976931348623157e+308) )= 1.7976931348623157e+308 |
| 0 |
| 253 Infinity |
| f3 (a[16](124) , a[42](1.7976931348623157e+308) )= 253 |
| f1 (a[16](124) , a[43](5e-324) )= 253 |
| f2 (a[16](124) , a[43](5e-324) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 1.5e-323 |
| f3 (a[16](124) , a[43](5e-324) )= 253 |
| f1 (a[16](124) , a[44](NaN) )= 253 |
| NaN |
| f2 (a[16](124) , a[44](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[44](NaN) )= 253 |
| f1 (a[16](124) , a[45](Infinity) )= 253 |
| Infinity |
| f2 (a[16](124) , a[45](Infinity) )= Infinity |
| Infinity |
| 0 |
| Infinity |
| 253 NaN |
| f3 (a[16](124) , a[45](Infinity) )= 253 |
| f1 (a[16](124) , a[46](-Infinity) )= 253 |
| -Infinity |
| f2 (a[16](124) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| 0 |
| -Infinity |
| 253 -Infinity |
| f3 (a[16](124) , a[46](-Infinity) )= 253 |
| f1 (a[16](124) , a[47]() )= 253 |
| f2 (a[16](124) , a[47]() )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[47]() )= 253 |
| f1 (a[16](124) , a[48](hello) )= 253 |
| NaN |
| f2 (a[16](124) , a[48](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[48](hello) )= 253 |
| f1 (a[16](124) , a[49](hello) )= 253 |
| NaN |
| f2 (a[16](124) , a[49](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[49](hello) )= 253 |
| f1 (a[16](124) , a[50](+0) )= 253 |
| f2 (a[16](124) , a[50](+0) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[50](+0) )= 253 |
| f1 (a[16](124) , a[51](-0) )= 253 |
| f2 (a[16](124) , a[51](-0) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[51](-0) )= 253 |
| f1 (a[16](124) , a[52](0) )= 253 |
| f2 (a[16](124) , a[52](0) )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[52](0) )= 253 |
| -4 |
| f1 (a[16](124) , a[53](1) )= 249 |
| f2 (a[16](124) , a[53](1) )= 254.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 249 1 |
| f3 (a[16](124) , a[53](1) )= 249 |
| f1 (a[16](124) , a[54](10.0) )= 12400 |
| 263.5 |
| f2 (a[16](124) , a[54](10.0) )= 153760 |
| 12.4 |
| 0 |
| 1253 139150 |
| f3 (a[16](124) , a[54](10.0) )= 1253 |
| f1 (a[16](124) , a[55](10.1) )= 12400 |
| 263.6 |
| f2 (a[16](124) , a[55](10.1) )= 155297.59999999998 |
| 36.8 |
| 0 |
| 12400 141946.91499999998 |
| f3 (a[16](124) , a[55](10.1) )= 12400 |
| f1 (a[16](124) , a[56]() )= 253 |
| f2 (a[16](124) , a[56]() )= 253.5 |
| -7.6 |
| 0 |
| -7.6 |
| 253 0 |
| f3 (a[16](124) , a[56]() )= 253 |
| f1 (a[16](124) , a[57](hello) )= 253 |
| NaN |
| f2 (a[16](124) , a[57](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[57](hello) )= 253 |
| f1 (a[16](124) , a[58](hello) )= 253 |
| NaN |
| f2 (a[16](124) , a[58](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[58](hello) )= 253 |
| f1 (a[16](124) , a[59]([object Object]) )= 253 |
| NaN |
| f2 (a[16](124) , a[59]([object Object]) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[59]([object Object]) )= 253 |
| f1 (a[16](124) , a[60](1,2,3) )= 253 |
| NaN |
| f2 (a[16](124) , a[60](1,2,3) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[60](1,2,3) )= 253 |
| f1 (a[16](124) , a[61]([object Object]) )= 253 |
| NaN |
| f2 (a[16](124) , a[61]([object Object]) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[61]([object Object]) )= 253 |
| f1 (a[16](124) , a[62](1,2,3) )= 253 |
| NaN |
| f2 (a[16](124) , a[62](1,2,3) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[62](1,2,3) )= 253 |
| f1 (a[16](124) , a[63](function foo() {}) )= 253 |
| NaN |
| f2 (a[16](124) , a[63](function foo() {}) )= NaN |
| NaN |
| 0 |
| NaN |
| 253 NaN |
| f3 (a[16](124) , a[63](function foo() {}) )= 253 |
| f1 (a[17](248) , a[0](undefined) )= 501 |
| NaN |
| f2 (a[17](248) , a[0](undefined) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[0](undefined) )= 501 |
| f1 (a[17](248) , a[1](null) )= 501 |
| f2 (a[17](248) , a[1](null) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[1](null) )= 501 |
| -4 |
| f1 (a[17](248) , a[2](true) )= 497 |
| f2 (a[17](248) , a[2](true) )= 502.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 497 1 |
| f3 (a[17](248) , a[2](true) )= 497 |
| f1 (a[17](248) , a[3](false) )= 501 |
| f2 (a[17](248) , a[3](false) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[3](false) )= 501 |
| -4 |
| f1 (a[17](248) , a[4](true) )= 497 |
| f2 (a[17](248) , a[4](true) )= 502.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 497 1 |
| f3 (a[17](248) , a[4](true) )= 497 |
| f1 (a[17](248) , a[5](false) )= 501 |
| f2 (a[17](248) , a[5](false) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[5](false) )= 501 |
| f1 (a[17](248) , a[6](NaN) )= 501 |
| NaN |
| f2 (a[17](248) , a[6](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[6](NaN) )= 501 |
| f1 (a[17](248) , a[7](0) )= 501 |
| f2 (a[17](248) , a[7](0) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[7](0) )= 501 |
| f1 (a[17](248) , a[8](0) )= 501 |
| f2 (a[17](248) , a[8](0) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[8](0) )= 501 |
| f1 (a[17](248) , a[9](0) )= 501 |
| f2 (a[17](248) , a[9](0) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[9](0) )= 501 |
| -4 |
| f1 (a[17](248) , a[10](1) )= 497 |
| f2 (a[17](248) , a[10](1) )= 502.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 497 1 |
| f3 (a[17](248) , a[10](1) )= 497 |
| f1 (a[17](248) , a[11](10) )= 24800 |
| 511.5 |
| f2 (a[17](248) , a[11](10) )= 615040 |
| 12.4 |
| 503 |
| 0 |
| 744 275550 |
| f3 (a[17](248) , a[11](10) )= 744 |
| f1 (a[17](248) , a[12](10.1) )= 24800 |
| 511.6 |
| f2 (a[17](248) , a[12](10.1) )= 621190.3999999999 |
| 36.8 |
| 0 |
| 2730 281088.55499999993 |
| f3 (a[17](248) , a[12](10.1) )= 2730 |
| 0 |
| f1 (a[17](248) , a[13](-1) )= 495 |
| f2 (a[17](248) , a[13](-1) )= 500.5 |
| 0 |
| 24800 2.096774193548387 |
| f3 (a[17](248) , a[13](-1) )= 24800 |
| 0 |
| f1 (a[17](248) , a[14](-5) )= 491 |
| f2 (a[17](248) , a[14](-5) )= 496.5 |
| 1 |
| 0 |
| 0 |
| 91.0909090909091 |
| 501 501 |
| f3 (a[17](248) , a[14](-5) )= 501 |
| 0 |
| f1 (a[17](248) , a[15](5) )= 501 |
| f2 (a[17](248) , a[15](5) )= 506.5 |
| -3.4 |
| 0 |
| 0 |
| -3.4 |
| 501 5 |
| f3 (a[17](248) , a[15](5) )= 501 |
| f1 (a[17](248) , a[16](124) )= 625 |
| f2 (a[17](248) , a[16](124) )= 625.5 |
| 0 |
| 299 754.5 |
| f3 (a[17](248) , a[16](124) )= 299 |
| f1 (a[17](248) , a[17](248) )= 749 |
| f2 (a[17](248) , a[17](248) )= 749.5 |
| 0 |
| 488.4 |
| 299 744 |
| f3 (a[17](248) , a[17](248) )= 299 |
| f1 (a[17](248) , a[18](654) )= 2730 |
| f2 (a[17](248) , a[18](654) )= 1884.8000000000001 |
| 0 |
| 493 1178571438 |
| f3 (a[17](248) , a[18](654) )= 493 |
| f1 (a[17](248) , a[19](987) )= 299 |
| 163.1861471861472 |
| f2 (a[17](248) , a[19](987) )= 744 |
| 0.9965478728804955 |
| 0 |
| 0.9965478728804955 |
| 299 987 |
| f3 (a[17](248) , a[19](987) )= 299 |
| f1 (a[17](248) , a[20](-1026) )= 24800 |
| f2 (a[17](248) , a[20](-1026) )= -524.5 |
| -2064 |
| 0 |
| -1563 -2059.6 |
| f3 (a[17](248) , a[20](-1026) )= -1563 |
| 503 |
| f1 (a[17](248) , a[21](98768.2546) )= 744 |
| 503.6 |
| f2 (a[17](248) , a[21](98768.2546) )= 744 |
| 0 |
| 299 198043.0092 |
| f3 (a[17](248) , a[21](98768.2546) )= 299 |
| f1 (a[17](248) , a[22](-88754.15478) )= 24800 |
| f2 (a[17](248) , a[22](-88754.15478) )= -88252.65478 |
| -711960064 |
| 0 |
| -711959563 7877974533.838525 |
| f3 (a[17](248) , a[22](-88754.15478) )= -711959563 |
| -4 |
| f1 (a[17](248) , a[23](1) )= 497 |
| f2 (a[17](248) , a[23](1) )= 502.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 497 1 |
| f3 (a[17](248) , a[23](1) )= 497 |
| 0 |
| f1 (a[17](248) , a[24](-1) )= 495 |
| f2 (a[17](248) , a[24](-1) )= 500.5 |
| 0 |
| 24800 2.096774193548387 |
| f3 (a[17](248) , a[24](-1) )= 24800 |
| f1 (a[17](248) , a[25](0) )= 501 |
| f2 (a[17](248) , a[25](0) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[25](0) )= 501 |
| f1 (a[17](248) , a[26](-2147483648) )= -2147483147 |
| f2 (a[17](248) , a[26](-2147483648) )= -2147483146.5 |
| -12 |
| 0 |
| 489 -4294967303.6 |
| f3 (a[17](248) , a[26](-2147483648) )= 489 |
| f1 (a[17](248) , a[27](2147483648) )= -2147483147 |
| 503.6 |
| f2 (a[17](248) , a[27](2147483648) )= 744 |
| 2 |
| 0 |
| 507 4294967802.5 |
| f3 (a[17](248) , a[27](2147483648) )= 507 |
| 503 |
| f1 (a[17](248) , a[28](33554432) )= 744 |
| 503.6 |
| f2 (a[17](248) , a[28](33554432) )= 744 |
| 0 |
| 299 67109370.5 |
| f3 (a[17](248) , a[28](33554432) )= 299 |
| f1 (a[17](248) , a[29](-33554432) )= -33553931 |
| f2 (a[17](248) , a[29](-33554432) )= -33553930.5 |
| -67108876 |
| 0 |
| -67108375 -67108871.6 |
| f3 (a[17](248) , a[29](-33554432) )= -67108375 |
| f1 (a[17](248) , a[30](1.7976931348623157e+308) )= 501 |
| 503.6 |
| f2 (a[17](248) , a[30](1.7976931348623157e+308) )= 744 |
| 0 |
| 501 Infinity |
| f3 (a[17](248) , a[30](1.7976931348623157e+308) )= 501 |
| f1 (a[17](248) , a[31](5e-324) )= 501 |
| f2 (a[17](248) , a[31](5e-324) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 1.5e-323 |
| f3 (a[17](248) , a[31](5e-324) )= 501 |
| f1 (a[17](248) , a[32](NaN) )= 501 |
| NaN |
| f2 (a[17](248) , a[32](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[32](NaN) )= 501 |
| f1 (a[17](248) , a[33](Infinity) )= 501 |
| 503.6 |
| f2 (a[17](248) , a[33](Infinity) )= 744 |
| Infinity |
| 0 |
| Infinity |
| 501 NaN |
| f3 (a[17](248) , a[33](Infinity) )= 501 |
| f1 (a[17](248) , a[34](-Infinity) )= 501 |
| -Infinity |
| f2 (a[17](248) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| 0 |
| -Infinity |
| 501 -Infinity |
| f3 (a[17](248) , a[34](-Infinity) )= 501 |
| f1 (a[17](248) , a[35](NaN) )= 501 |
| NaN |
| f2 (a[17](248) , a[35](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[35](NaN) )= 501 |
| f1 (a[17](248) , a[36](0) )= 501 |
| f2 (a[17](248) , a[36](0) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[36](0) )= 501 |
| f1 (a[17](248) , a[37](0) )= 501 |
| f2 (a[17](248) , a[37](0) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[37](0) )= 501 |
| f1 (a[17](248) , a[38](0) )= 501 |
| f2 (a[17](248) , a[38](0) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[38](0) )= 501 |
| -4 |
| f1 (a[17](248) , a[39](1) )= 497 |
| f2 (a[17](248) , a[39](1) )= 502.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 497 1 |
| f3 (a[17](248) , a[39](1) )= 497 |
| f1 (a[17](248) , a[40](10) )= 24800 |
| 511.5 |
| f2 (a[17](248) , a[40](10) )= 615040 |
| 12.4 |
| 503 |
| 0 |
| 744 275550 |
| f3 (a[17](248) , a[40](10) )= 744 |
| f1 (a[17](248) , a[41](10.1) )= 24800 |
| 511.6 |
| f2 (a[17](248) , a[41](10.1) )= 621190.3999999999 |
| 36.8 |
| 0 |
| 2730 281088.55499999993 |
| f3 (a[17](248) , a[41](10.1) )= 2730 |
| f1 (a[17](248) , a[42](1.7976931348623157e+308) )= 501 |
| 503.6 |
| f2 (a[17](248) , a[42](1.7976931348623157e+308) )= 744 |
| 0 |
| 501 Infinity |
| f3 (a[17](248) , a[42](1.7976931348623157e+308) )= 501 |
| f1 (a[17](248) , a[43](5e-324) )= 501 |
| f2 (a[17](248) , a[43](5e-324) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 1.5e-323 |
| f3 (a[17](248) , a[43](5e-324) )= 501 |
| f1 (a[17](248) , a[44](NaN) )= 501 |
| NaN |
| f2 (a[17](248) , a[44](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[44](NaN) )= 501 |
| f1 (a[17](248) , a[45](Infinity) )= 501 |
| 503.6 |
| f2 (a[17](248) , a[45](Infinity) )= 744 |
| Infinity |
| 0 |
| Infinity |
| 501 NaN |
| f3 (a[17](248) , a[45](Infinity) )= 501 |
| f1 (a[17](248) , a[46](-Infinity) )= 501 |
| -Infinity |
| f2 (a[17](248) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| 0 |
| -Infinity |
| 501 -Infinity |
| f3 (a[17](248) , a[46](-Infinity) )= 501 |
| f1 (a[17](248) , a[47]() )= 501 |
| f2 (a[17](248) , a[47]() )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[47]() )= 501 |
| f1 (a[17](248) , a[48](hello) )= 501 |
| NaN |
| f2 (a[17](248) , a[48](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[48](hello) )= 501 |
| f1 (a[17](248) , a[49](hello) )= 501 |
| NaN |
| f2 (a[17](248) , a[49](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[49](hello) )= 501 |
| f1 (a[17](248) , a[50](+0) )= 501 |
| f2 (a[17](248) , a[50](+0) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[50](+0) )= 501 |
| f1 (a[17](248) , a[51](-0) )= 501 |
| f2 (a[17](248) , a[51](-0) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[51](-0) )= 501 |
| f1 (a[17](248) , a[52](0) )= 501 |
| f2 (a[17](248) , a[52](0) )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[52](0) )= 501 |
| -4 |
| f1 (a[17](248) , a[53](1) )= 497 |
| f2 (a[17](248) , a[53](1) )= 502.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 497 1 |
| f3 (a[17](248) , a[53](1) )= 497 |
| f1 (a[17](248) , a[54](10.0) )= 24800 |
| 511.5 |
| f2 (a[17](248) , a[54](10.0) )= 615040 |
| 12.4 |
| 503 |
| 0 |
| 744 275550 |
| f3 (a[17](248) , a[54](10.0) )= 744 |
| f1 (a[17](248) , a[55](10.1) )= 24800 |
| 511.6 |
| f2 (a[17](248) , a[55](10.1) )= 621190.3999999999 |
| 36.8 |
| 0 |
| 2730 281088.55499999993 |
| f3 (a[17](248) , a[55](10.1) )= 2730 |
| f1 (a[17](248) , a[56]() )= 501 |
| f2 (a[17](248) , a[56]() )= 501.5 |
| -7.6 |
| 0 |
| -7.6 |
| 501 0 |
| f3 (a[17](248) , a[56]() )= 501 |
| f1 (a[17](248) , a[57](hello) )= 501 |
| NaN |
| f2 (a[17](248) , a[57](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[57](hello) )= 501 |
| f1 (a[17](248) , a[58](hello) )= 501 |
| NaN |
| f2 (a[17](248) , a[58](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[58](hello) )= 501 |
| f1 (a[17](248) , a[59]([object Object]) )= 501 |
| NaN |
| f2 (a[17](248) , a[59]([object Object]) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[59]([object Object]) )= 501 |
| f1 (a[17](248) , a[60](1,2,3) )= 501 |
| NaN |
| f2 (a[17](248) , a[60](1,2,3) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[60](1,2,3) )= 501 |
| f1 (a[17](248) , a[61]([object Object]) )= 501 |
| NaN |
| f2 (a[17](248) , a[61]([object Object]) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[61]([object Object]) )= 501 |
| f1 (a[17](248) , a[62](1,2,3) )= 501 |
| NaN |
| f2 (a[17](248) , a[62](1,2,3) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[62](1,2,3) )= 501 |
| f1 (a[17](248) , a[63](function foo() {}) )= 501 |
| NaN |
| f2 (a[17](248) , a[63](function foo() {}) )= NaN |
| NaN |
| 0 |
| NaN |
| 501 NaN |
| f3 (a[17](248) , a[63](function foo() {}) )= 501 |
| f1 (a[18](654) , a[0](undefined) )= 1313 |
| NaN |
| f2 (a[18](654) , a[0](undefined) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[0](undefined) )= 1313 |
| f1 (a[18](654) , a[1](null) )= 1313 |
| 0 |
| f2 (a[18](654) , a[1](null) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[1](null) )= 1313 |
| 1302 |
| f1 (a[18](654) , a[2](true) )= 6540 |
| f2 (a[18](654) , a[2](true) )= 2352438 |
| -3.4 |
| 1302 |
| 1298 |
| 6540 3.4 |
| f3 (a[18](654) , a[2](true) )= 6540 |
| f1 (a[18](654) , a[3](false) )= 1313 |
| 0 |
| f2 (a[18](654) , a[3](false) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[3](false) )= 1313 |
| 1302 |
| f1 (a[18](654) , a[4](true) )= 6540 |
| f2 (a[18](654) , a[4](true) )= 2352438 |
| -3.4 |
| 1302 |
| 1298 |
| 6540 3.4 |
| f3 (a[18](654) , a[4](true) )= 6540 |
| f1 (a[18](654) , a[5](false) )= 1313 |
| 0 |
| f2 (a[18](654) , a[5](false) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[5](false) )= 1313 |
| f1 (a[18](654) , a[6](NaN) )= 1313 |
| NaN |
| f2 (a[18](654) , a[6](NaN) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[6](NaN) )= 1313 |
| f1 (a[18](654) , a[7](0) )= 1313 |
| 0 |
| f2 (a[18](654) , a[7](0) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[7](0) )= 1313 |
| f1 (a[18](654) , a[8](0) )= 1313 |
| 0 |
| f2 (a[18](654) , a[8](0) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[8](0) )= 1313 |
| f1 (a[18](654) , a[9](0) )= 1313 |
| 0 |
| f2 (a[18](654) , a[9](0) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[9](0) )= 1313 |
| 1302 |
| f1 (a[18](654) , a[10](1) )= 6540 |
| f2 (a[18](654) , a[10](1) )= 2352438 |
| -3.4 |
| 1302 |
| 1298 |
| 6540 3.4 |
| f3 (a[18](654) , a[10](1) )= 6540 |
| f1 (a[18](654) , a[11](10) )= 13080 |
| f2 (a[18](654) , a[11](10) )= 23524380 |
| 12.4 |
| 1298 |
| 6590 3597000 |
| f3 (a[18](654) , a[11](10) )= 6590 |
| f1 (a[18](654) , a[12](10.1) )= 13080 |
| f2 (a[18](654) , a[12](10.1) )= 23759623.799999997 |
| 36.8 |
| 1298 |
| 13080 3669299.6999999997 |
| f3 (a[18](654) , a[12](10.1) )= 13080 |
| 130 |
| f1 (a[18](654) , a[13](-1) )= 6540 |
| -2352438 |
| f2 (a[18](654) , a[13](-1) )= -1 |
| 1298 |
| 13080 4.090909090909091 |
| f3 (a[18](654) , a[13](-1) )= 13080 |
| 130 |
| f1 (a[18](654) , a[14](-5) )= 6540 |
| -11762190 |
| f2 (a[18](654) , a[14](-5) )= -5 |
| 1 |
| 1298 |
| 1298 |
| 1189.090909090909 |
| 6540 6530 |
| f3 (a[18](654) , a[14](-5) )= 6540 |
| 1298 |
| f1 (a[18](654) , a[15](5) )= 6540 |
| f2 (a[18](654) , a[15](5) )= 11762190 |
| -3.4 |
| 1298 |
| 1298 |
| 3.4000000000000003 |
| 6540 5 |
| f3 (a[18](654) , a[15](5) )= 6540 |
| 1437 |
| f1 (a[18](654) , a[16](124) )= 6540 |
| f2 (a[18](654) , a[16](124) )= 291702312 |
| 132 |
| 1298 |
| 6540 6793.5 |
| f3 (a[18](654) , a[16](124) )= 6540 |
| 1561 |
| f1 (a[18](654) , a[17](248) )= 6540 |
| f2 (a[18](654) , a[17](248) )= 583404624 |
| 131 |
| 1298 |
| 503.6 |
| 6540 744 |
| f3 (a[18](654) , a[17](248) )= 6540 |
| f1 (a[18](654) , a[18](654) )= 13080 |
| f2 (a[18](654) , a[18](654) )= 1538494452 |
| 1298 |
| 1315.6 |
| 6490 279726264 |
| f3 (a[18](654) , a[18](654) )= 6490 |
| f1 (a[18](654) , a[19](987) )= 1300 |
| 430.3376623376623 |
| f2 (a[18](654) , a[19](987) )= 279726264 |
| 0.9965478728804955 |
| 1298 |
| 1189.0909090909092 |
| 1300 8514 |
| f3 (a[18](654) , a[19](987) )= 1300 |
| f1 (a[18](654) , a[20](-1026) )= 13080 |
| -2413601388 |
| f2 (a[18](654) , a[20](-1026) )= -438836616 |
| 3362 |
| 1298 |
| 6540 -2044.4 |
| f3 (a[18](654) , a[20](-1026) )= 6540 |
| f1 (a[18](654) , a[21](98768.2546) )= 6590 |
| 1315.6 |
| f2 (a[18](654) , a[21](98768.2546) )= 279726264 |
| 1298 |
| 1300 204082.0092 |
| f3 (a[18](654) , a[21](98768.2546) )= 1300 |
| f1 (a[18](654) , a[22](-88754.15478) )= 13080 |
| -208788646362.35364 |
| f2 (a[18](654) , a[22](-88754.15478) )= -37961572065.88248 |
| 1298 |
| 711961362 7876625470.685868 |
| f3 (a[18](654) , a[22](-88754.15478) )= 711961362 |
| 1302 |
| f1 (a[18](654) , a[23](1) )= 6540 |
| f2 (a[18](654) , a[23](1) )= 2352438 |
| -3.4 |
| 1302 |
| 1298 |
| 6540 3.4 |
| f3 (a[18](654) , a[23](1) )= 6540 |
| 130 |
| f1 (a[18](654) , a[24](-1) )= 6540 |
| -2352438 |
| f2 (a[18](654) , a[24](-1) )= -1 |
| 1298 |
| 13080 4.090909090909091 |
| f3 (a[18](654) , a[24](-1) )= 13080 |
| f1 (a[18](654) , a[25](0) )= 1313 |
| 0 |
| f2 (a[18](654) , a[25](0) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[25](0) )= 1313 |
| -2147482335 |
| f1 (a[18](654) , a[26](-2147483648) )= 6540 |
| -5051822137933824 |
| f2 (a[18](654) , a[26](-2147483648) )= -2147482340 |
| 1310 |
| 1298 |
| 6540 -4294967288.4 |
| f3 (a[18](654) , a[26](-2147483648) )= 6540 |
| -2147482335 |
| f1 (a[18](654) , a[27](2147483648) )= 6540 |
| 1315.6 |
| f2 (a[18](654) , a[27](2147483648) )= 279726264 |
| 189 |
| 1298 |
| 6540 4294973841.5 |
| f3 (a[18](654) , a[27](2147483648) )= 6540 |
| f1 (a[18](654) , a[28](33554432) )= 6590 |
| 1315.6 |
| f2 (a[18](654) , a[28](33554432) )= 279726264 |
| 1298 |
| 1300 67115409.5 |
| f3 (a[18](654) , a[28](33554432) )= 1300 |
| -33553119 |
| f1 (a[18](654) , a[29](-33554432) )= 6540 |
| -78934720905216 |
| f2 (a[18](654) , a[29](-33554432) )= -33553124 |
| 1298 |
| 67110174 -67108856.4 |
| f3 (a[18](654) , a[29](-33554432) )= 67110174 |
| f1 (a[18](654) , a[30](1.7976931348623157e+308) )= 1313 |
| 1315.6 |
| f2 (a[18](654) , a[30](1.7976931348623157e+308) )= 279726264 |
| 1298 |
| Infinity |
| 1313 Infinity |
| f3 (a[18](654) , a[30](1.7976931348623157e+308) )= 1313 |
| f1 (a[18](654) , a[31](5e-324) )= 1313 |
| 1.162259e-317 |
| f2 (a[18](654) , a[31](5e-324) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[31](5e-324) )= 1313 |
| f1 (a[18](654) , a[32](NaN) )= 1313 |
| NaN |
| f2 (a[18](654) , a[32](NaN) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[32](NaN) )= 1313 |
| f1 (a[18](654) , a[33](Infinity) )= 1313 |
| 1315.6 |
| f2 (a[18](654) , a[33](Infinity) )= 279726264 |
| Infinity |
| 1298 |
| Infinity |
| 1313 Infinity |
| f3 (a[18](654) , a[33](Infinity) )= 1313 |
| f1 (a[18](654) , a[34](-Infinity) )= 1313 |
| -Infinity |
| f2 (a[18](654) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| 1298 |
| -Infinity |
| 1313 -Infinity |
| f3 (a[18](654) , a[34](-Infinity) )= 1313 |
| f1 (a[18](654) , a[35](NaN) )= 1313 |
| NaN |
| f2 (a[18](654) , a[35](NaN) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[35](NaN) )= 1313 |
| f1 (a[18](654) , a[36](0) )= 1313 |
| 0 |
| f2 (a[18](654) , a[36](0) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[36](0) )= 1313 |
| f1 (a[18](654) , a[37](0) )= 1313 |
| 0 |
| f2 (a[18](654) , a[37](0) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[37](0) )= 1313 |
| f1 (a[18](654) , a[38](0) )= 1313 |
| 0 |
| f2 (a[18](654) , a[38](0) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[38](0) )= 1313 |
| 1302 |
| f1 (a[18](654) , a[39](1) )= 6540 |
| f2 (a[18](654) , a[39](1) )= 2352438 |
| -3.4 |
| 1302 |
| 1298 |
| 6540 3.4 |
| f3 (a[18](654) , a[39](1) )= 6540 |
| f1 (a[18](654) , a[40](10) )= 13080 |
| f2 (a[18](654) , a[40](10) )= 23524380 |
| 12.4 |
| 1298 |
| 6590 3597000 |
| f3 (a[18](654) , a[40](10) )= 6590 |
| f1 (a[18](654) , a[41](10.1) )= 13080 |
| f2 (a[18](654) , a[41](10.1) )= 23759623.799999997 |
| 36.8 |
| 1298 |
| 13080 3669299.6999999997 |
| f3 (a[18](654) , a[41](10.1) )= 13080 |
| f1 (a[18](654) , a[42](1.7976931348623157e+308) )= 1313 |
| 1315.6 |
| f2 (a[18](654) , a[42](1.7976931348623157e+308) )= 279726264 |
| 1298 |
| Infinity |
| 1313 Infinity |
| f3 (a[18](654) , a[42](1.7976931348623157e+308) )= 1313 |
| f1 (a[18](654) , a[43](5e-324) )= 1313 |
| 1.162259e-317 |
| f2 (a[18](654) , a[43](5e-324) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[43](5e-324) )= 1313 |
| f1 (a[18](654) , a[44](NaN) )= 1313 |
| NaN |
| f2 (a[18](654) , a[44](NaN) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[44](NaN) )= 1313 |
| f1 (a[18](654) , a[45](Infinity) )= 1313 |
| 1315.6 |
| f2 (a[18](654) , a[45](Infinity) )= 279726264 |
| Infinity |
| 1298 |
| Infinity |
| 1313 Infinity |
| f3 (a[18](654) , a[45](Infinity) )= 1313 |
| f1 (a[18](654) , a[46](-Infinity) )= 1313 |
| -Infinity |
| f2 (a[18](654) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| 1298 |
| -Infinity |
| 1313 -Infinity |
| f3 (a[18](654) , a[46](-Infinity) )= 1313 |
| f1 (a[18](654) , a[47]() )= 1313 |
| 0 |
| f2 (a[18](654) , a[47]() )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[47]() )= 1313 |
| f1 (a[18](654) , a[48](hello) )= 1313 |
| NaN |
| f2 (a[18](654) , a[48](hello) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[48](hello) )= 1313 |
| f1 (a[18](654) , a[49](hello) )= 1313 |
| NaN |
| f2 (a[18](654) , a[49](hello) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[49](hello) )= 1313 |
| f1 (a[18](654) , a[50](+0) )= 1313 |
| 0 |
| f2 (a[18](654) , a[50](+0) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[50](+0) )= 1313 |
| f1 (a[18](654) , a[51](-0) )= 1313 |
| 0 |
| f2 (a[18](654) , a[51](-0) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[51](-0) )= 1313 |
| f1 (a[18](654) , a[52](0) )= 1313 |
| 0 |
| f2 (a[18](654) , a[52](0) )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[52](0) )= 1313 |
| 1302 |
| f1 (a[18](654) , a[53](1) )= 6540 |
| f2 (a[18](654) , a[53](1) )= 2352438 |
| -3.4 |
| 1302 |
| 1298 |
| 6540 3.4 |
| f3 (a[18](654) , a[53](1) )= 6540 |
| f1 (a[18](654) , a[54](10.0) )= 13080 |
| f2 (a[18](654) , a[54](10.0) )= 23524380 |
| 12.4 |
| 1298 |
| 6590 3597000 |
| f3 (a[18](654) , a[54](10.0) )= 6590 |
| f1 (a[18](654) , a[55](10.1) )= 13080 |
| f2 (a[18](654) , a[55](10.1) )= 23759623.799999997 |
| 36.8 |
| 1298 |
| 13080 3669299.6999999997 |
| f3 (a[18](654) , a[55](10.1) )= 13080 |
| f1 (a[18](654) , a[56]() )= 1313 |
| 0 |
| f2 (a[18](654) , a[56]() )= 1308 |
| -7.6 |
| 1298 |
| 1313 7.6 |
| f3 (a[18](654) , a[56]() )= 1313 |
| f1 (a[18](654) , a[57](hello) )= 1313 |
| NaN |
| f2 (a[18](654) , a[57](hello) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[57](hello) )= 1313 |
| f1 (a[18](654) , a[58](hello) )= 1313 |
| NaN |
| f2 (a[18](654) , a[58](hello) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[58](hello) )= 1313 |
| f1 (a[18](654) , a[59]([object Object]) )= 1313 |
| NaN |
| f2 (a[18](654) , a[59]([object Object]) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[59]([object Object]) )= 1313 |
| f1 (a[18](654) , a[60](1,2,3) )= 1313 |
| NaN |
| f2 (a[18](654) , a[60](1,2,3) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[60](1,2,3) )= 1313 |
| f1 (a[18](654) , a[61]([object Object]) )= 1313 |
| NaN |
| f2 (a[18](654) , a[61]([object Object]) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[61]([object Object]) )= 1313 |
| f1 (a[18](654) , a[62](1,2,3) )= 1313 |
| NaN |
| f2 (a[18](654) , a[62](1,2,3) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[62](1,2,3) )= 1313 |
| f1 (a[18](654) , a[63](function foo() {}) )= 1313 |
| NaN |
| f2 (a[18](654) , a[63](function foo() {}) )= NaN |
| NaN |
| 1298 |
| NaN |
| 1313 NaN |
| f3 (a[18](654) , a[63](function foo() {}) )= 1313 |
| 499 |
| f1 (a[19](987) , a[0](undefined) )= 2961 |
| NaN |
| f2 (a[19](987) , a[0](undefined) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[0](undefined) )= 2961 |
| 499 |
| f1 (a[19](987) , a[1](null) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[1](null) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[1](null) )= 2961 |
| 1 |
| f1 (a[19](987) , a[2](true) )= 987 |
| 0.9965478728804955 |
| f2 (a[19](987) , a[2](true) )= 987 |
| -3.4 |
| 1 |
| 1 |
| -0.29437229437229434 |
| 987 1 |
| f3 (a[19](987) , a[2](true) )= 987 |
| 499 |
| f1 (a[19](987) , a[3](false) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[3](false) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[3](false) )= 2961 |
| 1 |
| f1 (a[19](987) , a[4](true) )= 987 |
| 0.9965478728804955 |
| f2 (a[19](987) , a[4](true) )= 987 |
| -3.4 |
| 1 |
| 1 |
| -0.29437229437229434 |
| 987 1 |
| f3 (a[19](987) , a[4](true) )= 987 |
| 499 |
| f1 (a[19](987) , a[5](false) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[5](false) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[5](false) )= 2961 |
| 499 |
| f1 (a[19](987) , a[6](NaN) )= 2961 |
| NaN |
| f2 (a[19](987) , a[6](NaN) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[6](NaN) )= 2961 |
| 499 |
| f1 (a[19](987) , a[7](0) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[7](0) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[7](0) )= 2961 |
| 499 |
| f1 (a[19](987) , a[8](0) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[8](0) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[8](0) )= 2961 |
| 499 |
| f1 (a[19](987) , a[9](0) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[9](0) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[9](0) )= 2961 |
| 1 |
| f1 (a[19](987) , a[10](1) )= 987 |
| 0.9965478728804955 |
| f2 (a[19](987) , a[10](1) )= 987 |
| -3.4 |
| 1 |
| 1 |
| -0.29437229437229434 |
| 987 1 |
| f3 (a[19](987) , a[10](1) )= 987 |
| f1 (a[19](987) , a[11](10) )= 98700 |
| 2.6190476190476186 |
| f2 (a[19](987) , a[11](10) )= 987 |
| 12.4 |
| 1 |
| 2979 542850 |
| f3 (a[19](987) , a[11](10) )= 2979 |
| f1 (a[19](987) , a[12](10.1) )= 98700 |
| 2.6190476190476186 |
| f2 (a[19](987) , a[12](10.1) )= 987 |
| 36.8 |
| 1 |
| 19740 553761.2849999999 |
| f3 (a[19](987) , a[12](10.1) )= 19740 |
| 0 |
| f1 (a[19](987) , a[13](-1) )= 987 |
| 0.38181818181818183 |
| f2 (a[19](987) , a[13](-1) )= 987 |
| 1 |
| 98700 0.38181818181818183 |
| f3 (a[19](987) , a[13](-1) )= 98700 |
| 0 |
| f1 (a[19](987) , a[14](-5) )= 987 |
| 0.38181818181818183 |
| f2 (a[19](987) , a[14](-5) )= 987 |
| 1 |
| 1 |
| 1 |
| 179.45454545454544 |
| 987 987 |
| f3 (a[19](987) , a[14](-5) )= 987 |
| 1 |
| f1 (a[19](987) , a[15](5) )= 987 |
| 0.9965478728804955 |
| f2 (a[19](987) , a[15](5) )= 987 |
| -3.4 |
| 1 |
| 1 |
| -1.4718614718614717 |
| 987 5 |
| f3 (a[19](987) , a[15](5) )= 987 |
| 499 |
| f1 (a[19](987) , a[16](124) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[16](124) )= 987 |
| 0 |
| 1 |
| 987 1240.5 |
| f3 (a[19](987) , a[16](124) )= 987 |
| 499 |
| f1 (a[19](987) , a[17](248) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[17](248) )= 987 |
| 0 |
| 1 |
| 163.1861471861472 |
| 987 744 |
| f3 (a[19](987) , a[17](248) )= 987 |
| f1 (a[19](987) , a[18](654) )= 98700 |
| 2.6190476190476186 |
| f2 (a[19](987) , a[18](654) )= 987 |
| -12936440 |
| 1 |
| 430.3376623376623 |
| 0 279726264 |
| f3 (a[19](987) , a[18](654) )= 0 |
| 0 |
| f1 (a[19](987) , a[19](987) )= 987 |
| 0.38181818181818183 |
| f2 (a[19](987) , a[19](987) )= 987 |
| 0.9965478728804955 |
| 0 |
| 1 |
| 0.38181818181818183 |
| 987 987 |
| f3 (a[19](987) , a[19](987) )= 987 |
| f1 (a[19](987) , a[20](-1026) )= 98700 |
| 2.6190476190476186 |
| f2 (a[19](987) , a[20](-1026) )= 987 |
| 1 |
| 1 |
| 987 -675.1168831168831 |
| f3 (a[19](987) , a[20](-1026) )= 987 |
| f1 (a[19](987) , a[21](98768.2546) )= 100747 |
| 17957.864472727273 |
| f2 (a[19](987) , a[21](98768.2546) )= 100742.2546 |
| 1 |
| 197 198529.0092 |
| f3 (a[19](987) , a[21](98768.2546) )= 197 |
| f1 (a[19](987) , a[22](-88754.15478) )= 98700 |
| 2.6190476190476186 |
| f2 (a[19](987) , a[22](-88754.15478) )= 987 |
| 1 |
| 1 |
| 987 682017315.2131771 |
| f3 (a[19](987) , a[22](-88754.15478) )= 987 |
| 1 |
| f1 (a[19](987) , a[23](1) )= 987 |
| 0.9965478728804955 |
| f2 (a[19](987) , a[23](1) )= 987 |
| -3.4 |
| 1 |
| 1 |
| -0.29437229437229434 |
| 987 1 |
| f3 (a[19](987) , a[23](1) )= 987 |
| 0 |
| f1 (a[19](987) , a[24](-1) )= 987 |
| 0.38181818181818183 |
| f2 (a[19](987) , a[24](-1) )= 987 |
| 1 |
| 98700 0.38181818181818183 |
| f3 (a[19](987) , a[24](-1) )= 98700 |
| 499 |
| f1 (a[19](987) , a[25](0) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[25](0) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[25](0) )= 2961 |
| 499 |
| f1 (a[19](987) , a[26](-2147483648) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[26](-2147483648) )= 987 |
| 1 |
| 1 |
| 987 -1413062833.3160171 |
| f3 (a[19](987) , a[26](-2147483648) )= 987 |
| 499 |
| f1 (a[19](987) , a[27](2147483648) )= 2961 |
| 390451572.3636364 |
| f2 (a[19](987) , a[27](2147483648) )= 2147485622 |
| 0 |
| 1 |
| 987 4294968288.5 |
| f3 (a[19](987) , a[27](2147483648) )= 987 |
| f1 (a[19](987) , a[28](33554432) )= 33556411 |
| 6100805.818181818 |
| f2 (a[19](987) , a[28](33554432) )= 33556406 |
| 1 |
| 197 67109856.5 |
| f3 (a[19](987) , a[28](33554432) )= 197 |
| 499 |
| f1 (a[19](987) , a[29](-33554432) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[29](-33554432) )= 987 |
| 1 |
| 1 |
| 987 -22079106.770562768 |
| f3 (a[19](987) , a[29](-33554432) )= 987 |
| 499 |
| f1 (a[19](987) , a[30](1.7976931348623157e+308) )= 2961 |
| 3.268532972476938e+307 |
| f2 (a[19](987) , a[30](1.7976931348623157e+308) )= 1.7976931348623157e+308 |
| 499 |
| 1 |
| 2961 Infinity |
| f3 (a[19](987) , a[30](1.7976931348623157e+308) )= 2961 |
| 499 |
| f1 (a[19](987) , a[31](5e-324) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[31](5e-324) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 1.5e-323 |
| f3 (a[19](987) , a[31](5e-324) )= 2961 |
| 499 |
| f1 (a[19](987) , a[32](NaN) )= 2961 |
| NaN |
| f2 (a[19](987) , a[32](NaN) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[32](NaN) )= 2961 |
| 499 |
| f1 (a[19](987) , a[33](Infinity) )= 2961 |
| Infinity |
| f2 (a[19](987) , a[33](Infinity) )= Infinity |
| Infinity |
| 499 |
| 1 |
| Infinity |
| 2961 NaN |
| f3 (a[19](987) , a[33](Infinity) )= 2961 |
| 499 |
| f1 (a[19](987) , a[34](-Infinity) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[34](-Infinity) )= 987 |
| -Infinity |
| 499 |
| 1 |
| -Infinity |
| 2961 -Infinity |
| f3 (a[19](987) , a[34](-Infinity) )= 2961 |
| 499 |
| f1 (a[19](987) , a[35](NaN) )= 2961 |
| NaN |
| f2 (a[19](987) , a[35](NaN) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[35](NaN) )= 2961 |
| 499 |
| f1 (a[19](987) , a[36](0) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[36](0) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[36](0) )= 2961 |
| 499 |
| f1 (a[19](987) , a[37](0) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[37](0) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[37](0) )= 2961 |
| 499 |
| f1 (a[19](987) , a[38](0) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[38](0) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[38](0) )= 2961 |
| 1 |
| f1 (a[19](987) , a[39](1) )= 987 |
| 0.9965478728804955 |
| f2 (a[19](987) , a[39](1) )= 987 |
| -3.4 |
| 1 |
| 1 |
| -0.29437229437229434 |
| 987 1 |
| f3 (a[19](987) , a[39](1) )= 987 |
| f1 (a[19](987) , a[40](10) )= 98700 |
| 2.6190476190476186 |
| f2 (a[19](987) , a[40](10) )= 987 |
| 12.4 |
| 1 |
| 2979 542850 |
| f3 (a[19](987) , a[40](10) )= 2979 |
| f1 (a[19](987) , a[41](10.1) )= 98700 |
| 2.6190476190476186 |
| f2 (a[19](987) , a[41](10.1) )= 987 |
| 36.8 |
| 1 |
| 19740 553761.2849999999 |
| f3 (a[19](987) , a[41](10.1) )= 19740 |
| 499 |
| f1 (a[19](987) , a[42](1.7976931348623157e+308) )= 2961 |
| 3.268532972476938e+307 |
| f2 (a[19](987) , a[42](1.7976931348623157e+308) )= 1.7976931348623157e+308 |
| 499 |
| 1 |
| 2961 Infinity |
| f3 (a[19](987) , a[42](1.7976931348623157e+308) )= 2961 |
| 499 |
| f1 (a[19](987) , a[43](5e-324) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[43](5e-324) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 1.5e-323 |
| f3 (a[19](987) , a[43](5e-324) )= 2961 |
| 499 |
| f1 (a[19](987) , a[44](NaN) )= 2961 |
| NaN |
| f2 (a[19](987) , a[44](NaN) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[44](NaN) )= 2961 |
| 499 |
| f1 (a[19](987) , a[45](Infinity) )= 2961 |
| Infinity |
| f2 (a[19](987) , a[45](Infinity) )= Infinity |
| Infinity |
| 499 |
| 1 |
| Infinity |
| 2961 NaN |
| f3 (a[19](987) , a[45](Infinity) )= 2961 |
| 499 |
| f1 (a[19](987) , a[46](-Infinity) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[46](-Infinity) )= 987 |
| -Infinity |
| 499 |
| 1 |
| -Infinity |
| 2961 -Infinity |
| f3 (a[19](987) , a[46](-Infinity) )= 2961 |
| 499 |
| f1 (a[19](987) , a[47]() )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[47]() )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[47]() )= 2961 |
| 499 |
| f1 (a[19](987) , a[48](hello) )= 2961 |
| NaN |
| f2 (a[19](987) , a[48](hello) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[48](hello) )= 2961 |
| 499 |
| f1 (a[19](987) , a[49](hello) )= 2961 |
| NaN |
| f2 (a[19](987) , a[49](hello) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[49](hello) )= 2961 |
| 499 |
| f1 (a[19](987) , a[50](+0) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[50](+0) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[50](+0) )= 2961 |
| 499 |
| f1 (a[19](987) , a[51](-0) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[51](-0) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[51](-0) )= 2961 |
| 499 |
| f1 (a[19](987) , a[52](0) )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[52](0) )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[52](0) )= 2961 |
| 1 |
| f1 (a[19](987) , a[53](1) )= 987 |
| 0.9965478728804955 |
| f2 (a[19](987) , a[53](1) )= 987 |
| -3.4 |
| 1 |
| 1 |
| -0.29437229437229434 |
| 987 1 |
| f3 (a[19](987) , a[53](1) )= 987 |
| f1 (a[19](987) , a[54](10.0) )= 98700 |
| 2.6190476190476186 |
| f2 (a[19](987) , a[54](10.0) )= 987 |
| 12.4 |
| 1 |
| 2979 542850 |
| f3 (a[19](987) , a[54](10.0) )= 2979 |
| f1 (a[19](987) , a[55](10.1) )= 98700 |
| 2.6190476190476186 |
| f2 (a[19](987) , a[55](10.1) )= 987 |
| 36.8 |
| 1 |
| 19740 553761.2849999999 |
| f3 (a[19](987) , a[55](10.1) )= 19740 |
| 499 |
| f1 (a[19](987) , a[56]() )= 2961 |
| 1.0034374684056213 |
| f2 (a[19](987) , a[56]() )= 987 |
| -7.6 |
| 499 |
| 1 |
| 0 |
| 2961 0 |
| f3 (a[19](987) , a[56]() )= 2961 |
| 499 |
| f1 (a[19](987) , a[57](hello) )= 2961 |
| NaN |
| f2 (a[19](987) , a[57](hello) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[57](hello) )= 2961 |
| 499 |
| f1 (a[19](987) , a[58](hello) )= 2961 |
| NaN |
| f2 (a[19](987) , a[58](hello) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[58](hello) )= 2961 |
| 499 |
| f1 (a[19](987) , a[59]([object Object]) )= 2961 |
| NaN |
| f2 (a[19](987) , a[59]([object Object]) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[59]([object Object]) )= 2961 |
| 499 |
| f1 (a[19](987) , a[60](1,2,3) )= 2961 |
| NaN |
| f2 (a[19](987) , a[60](1,2,3) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[60](1,2,3) )= 2961 |
| 499 |
| f1 (a[19](987) , a[61]([object Object]) )= 2961 |
| NaN |
| f2 (a[19](987) , a[61]([object Object]) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[61]([object Object]) )= 2961 |
| 499 |
| f1 (a[19](987) , a[62](1,2,3) )= 2961 |
| NaN |
| f2 (a[19](987) , a[62](1,2,3) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[62](1,2,3) )= 2961 |
| 499 |
| f1 (a[19](987) , a[63](function foo() {}) )= 2961 |
| NaN |
| f2 (a[19](987) , a[63](function foo() {}) )= NaN |
| NaN |
| 499 |
| 1 |
| NaN |
| 2961 NaN |
| f3 (a[19](987) , a[63](function foo() {}) )= 2961 |
| -10210 |
| f1 (a[20](-1026) , a[0](undefined) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[0](undefined) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[0](undefined) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[1](null) )= -3078 |
| f2 (a[20](-1026) , a[1](null) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[1](null) )= -3078 |
| -10310 |
| f1 (a[20](-1026) , a[2](true) )= -1026 |
| f2 (a[20](-1026) , a[2](true) )= -2059.6 |
| -3.4 |
| -10310 |
| -10310 |
| -1031.5 |
| -1026 -1026 |
| f3 (a[20](-1026) , a[2](true) )= -1026 |
| -10210 |
| f1 (a[20](-1026) , a[3](false) )= -3078 |
| f2 (a[20](-1026) , a[3](false) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[3](false) )= -3078 |
| -10310 |
| f1 (a[20](-1026) , a[4](true) )= -1026 |
| f2 (a[20](-1026) , a[4](true) )= -2059.6 |
| -3.4 |
| -10310 |
| -10310 |
| -1031.5 |
| -1026 -1026 |
| f3 (a[20](-1026) , a[4](true) )= -1026 |
| -10210 |
| f1 (a[20](-1026) , a[5](false) )= -3078 |
| f2 (a[20](-1026) , a[5](false) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[5](false) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[6](NaN) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[6](NaN) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[6](NaN) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[7](0) )= -3078 |
| f2 (a[20](-1026) , a[7](0) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[7](0) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[8](0) )= -3078 |
| f2 (a[20](-1026) , a[8](0) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[8](0) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[9](0) )= -3078 |
| f2 (a[20](-1026) , a[9](0) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[9](0) )= -3078 |
| -10310 |
| f1 (a[20](-1026) , a[10](1) )= -1026 |
| f2 (a[20](-1026) , a[10](1) )= -2059.6 |
| -3.4 |
| -10310 |
| -10310 |
| -1031.5 |
| -1026 -1026 |
| f3 (a[20](-1026) , a[10](1) )= -1026 |
| -20520 |
| f1 (a[20](-1026) , a[11](10) )= -10260 |
| f2 (a[20](-1026) , a[11](10) )= -7797.6 |
| 12.4 |
| -10210 |
| -10310 |
| 76 |
| -3078 1000 |
| f3 (a[20](-1026) , a[11](10) )= -3078 |
| -20520 |
| f1 (a[20](-1026) , a[12](10.1) )= -10260 |
| f2 (a[20](-1026) , a[12](10.1) )= -7797.6 |
| 36.8 |
| -20520 |
| -10310 |
| -10260 1178.2155 |
| f3 (a[20](-1026) , a[12](10.1) )= -10260 |
| -2052 |
| f1 (a[20](-1026) , a[13](-1) )= -1026 |
| f2 (a[20](-1026) , a[13](-1) )= -675.1168831168831 |
| -20520 |
| -10310 |
| -10260 -186.54545454545456 |
| f3 (a[20](-1026) , a[13](-1) )= -10260 |
| -2052 |
| f1 (a[20](-1026) , a[14](-5) )= -1026 |
| f2 (a[20](-1026) , a[14](-5) )= -675.1168831168831 |
| 1 |
| -10310 |
| -10310 |
| -1026 2.619047619047619 |
| f3 (a[20](-1026) , a[14](-5) )= -1026 |
| -10310 |
| f1 (a[20](-1026) , a[15](5) )= -1026 |
| f2 (a[20](-1026) , a[15](5) )= -2059.6 |
| -3.4 |
| -10310 |
| -10310 |
| -1026 17 |
| f3 (a[20](-1026) , a[15](5) )= -1026 |
| -10210 |
| f1 (a[20](-1026) , a[16](124) )= -3078 |
| f2 (a[20](-1026) , a[16](124) )= -2044.4 |
| -2052 |
| -10310 |
| -1026 -772.5 |
| f3 (a[20](-1026) , a[16](124) )= -1026 |
| -10210 |
| f1 (a[20](-1026) , a[17](248) )= -3078 |
| f2 (a[20](-1026) , a[17](248) )= -2044.4 |
| -2052 |
| -10310 |
| -1026 -524.5 |
| f3 (a[20](-1026) , a[17](248) )= -1026 |
| -20520 |
| f1 (a[20](-1026) , a[18](654) )= -10260 |
| f2 (a[20](-1026) , a[18](654) )= -7797.6 |
| -10310 |
| -10310 |
| -2413601388 |
| -1026 -438836616 |
| f3 (a[20](-1026) , a[18](654) )= -1026 |
| -2052 |
| f1 (a[20](-1026) , a[19](987) )= -1026 |
| f2 (a[20](-1026) , a[19](987) )= -675.1168831168831 |
| 0.9965478728804955 |
| -2052 |
| -10310 |
| 2.6190476190476186 |
| -1026 987 |
| f3 (a[20](-1026) , a[19](987) )= -1026 |
| -20520 |
| f1 (a[20](-1026) , a[20](-1026) )= -10260 |
| -5940250668 |
| f2 (a[20](-1026) , a[20](-1026) )= -1080045576 |
| -10310 |
| -5940250668 |
| 2 -1080045576 |
| f3 (a[20](-1026) , a[20](-1026) )= 2 |
| -10210 |
| f1 (a[20](-1026) , a[21](98768.2546) )= -3078 |
| f2 (a[20](-1026) , a[21](98768.2546) )= -2044.4 |
| -2052 |
| -10310 |
| -1026 196516.0092 |
| f3 (a[20](-1026) , a[21](98768.2546) )= -1026 |
| -20520 |
| f1 (a[20](-1026) , a[22](-88754.15478) )= -10260 |
| -513861527504.552 |
| f2 (a[20](-1026) , a[22](-88754.15478) )= -93429368637.19128 |
| -10310 |
| 711958002 90982814892.72587 |
| f3 (a[20](-1026) , a[22](-88754.15478) )= 711958002 |
| -10310 |
| f1 (a[20](-1026) , a[23](1) )= -1026 |
| f2 (a[20](-1026) , a[23](1) )= -2059.6 |
| -3.4 |
| -10310 |
| -10310 |
| -1031.5 |
| -1026 -1026 |
| f3 (a[20](-1026) , a[23](1) )= -1026 |
| -2052 |
| f1 (a[20](-1026) , a[24](-1) )= -1026 |
| f2 (a[20](-1026) , a[24](-1) )= -675.1168831168831 |
| -20520 |
| -10310 |
| -10260 -186.54545454545456 |
| f3 (a[20](-1026) , a[24](-1) )= -10260 |
| -10210 |
| f1 (a[20](-1026) , a[25](0) )= -3078 |
| f2 (a[20](-1026) , a[25](0) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[25](0) )= -3078 |
| f1 (a[20](-1026) , a[26](-2147483648) )= 2147481601 |
| -12433324731531264 |
| f2 (a[20](-1026) , a[26](-2147483648) )= -2147485700 |
| -10310 |
| -10310 |
| -16320875724.8 |
| -1026 -6442450944 |
| f3 (a[20](-1026) , a[26](-2147483648) )= -1026 |
| f1 (a[20](-1026) , a[27](2147483648) )= 2147481601 |
| f2 (a[20](-1026) , a[27](2147483648) )= -2044.4 |
| -2052 |
| -10310 |
| -1026 4294966275.5 |
| f3 (a[20](-1026) , a[27](2147483648) )= -1026 |
| -10210 |
| f1 (a[20](-1026) , a[28](33554432) )= -3078 |
| f2 (a[20](-1026) , a[28](33554432) )= -2044.4 |
| -2052 |
| -10310 |
| -1026 67107843.5 |
| f3 (a[20](-1026) , a[28](33554432) )= -1026 |
| -33556479 |
| f1 (a[20](-1026) , a[29](-33554432) )= -10260 |
| -194270698930176 |
| f2 (a[20](-1026) , a[29](-33554432) )= -33556484 |
| -10310 |
| -255013683.2 |
| 67106814 -100663296 |
| f3 (a[20](-1026) , a[29](-33554432) )= 67106814 |
| -10210 |
| f1 (a[20](-1026) , a[30](1.7976931348623157e+308) )= -3078 |
| f2 (a[20](-1026) , a[30](1.7976931348623157e+308) )= -2044.4 |
| -10210 |
| -10310 |
| -3078 Infinity |
| f3 (a[20](-1026) , a[30](1.7976931348623157e+308) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[31](5e-324) )= -3078 |
| f2 (a[20](-1026) , a[31](5e-324) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[31](5e-324) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[32](NaN) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[32](NaN) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[32](NaN) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[33](Infinity) )= -3078 |
| f2 (a[20](-1026) , a[33](Infinity) )= -2044.4 |
| Infinity |
| -10210 |
| -10310 |
| -3078 Infinity |
| f3 (a[20](-1026) , a[33](Infinity) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[34](-Infinity) )= -3078 |
| -Infinity |
| f2 (a[20](-1026) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -10210 |
| -10310 |
| -Infinity |
| -3078 -Infinity |
| f3 (a[20](-1026) , a[34](-Infinity) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[35](NaN) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[35](NaN) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[35](NaN) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[36](0) )= -3078 |
| f2 (a[20](-1026) , a[36](0) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[36](0) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[37](0) )= -3078 |
| f2 (a[20](-1026) , a[37](0) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[37](0) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[38](0) )= -3078 |
| f2 (a[20](-1026) , a[38](0) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[38](0) )= -3078 |
| -10310 |
| f1 (a[20](-1026) , a[39](1) )= -1026 |
| f2 (a[20](-1026) , a[39](1) )= -2059.6 |
| -3.4 |
| -10310 |
| -10310 |
| -1031.5 |
| -1026 -1026 |
| f3 (a[20](-1026) , a[39](1) )= -1026 |
| -20520 |
| f1 (a[20](-1026) , a[40](10) )= -10260 |
| f2 (a[20](-1026) , a[40](10) )= -7797.6 |
| 12.4 |
| -10210 |
| -10310 |
| 76 |
| -3078 1000 |
| f3 (a[20](-1026) , a[40](10) )= -3078 |
| -20520 |
| f1 (a[20](-1026) , a[41](10.1) )= -10260 |
| f2 (a[20](-1026) , a[41](10.1) )= -7797.6 |
| 36.8 |
| -20520 |
| -10310 |
| -10260 1178.2155 |
| f3 (a[20](-1026) , a[41](10.1) )= -10260 |
| -10210 |
| f1 (a[20](-1026) , a[42](1.7976931348623157e+308) )= -3078 |
| f2 (a[20](-1026) , a[42](1.7976931348623157e+308) )= -2044.4 |
| -10210 |
| -10310 |
| -3078 Infinity |
| f3 (a[20](-1026) , a[42](1.7976931348623157e+308) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[43](5e-324) )= -3078 |
| f2 (a[20](-1026) , a[43](5e-324) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[43](5e-324) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[44](NaN) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[44](NaN) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[44](NaN) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[45](Infinity) )= -3078 |
| f2 (a[20](-1026) , a[45](Infinity) )= -2044.4 |
| Infinity |
| -10210 |
| -10310 |
| -3078 Infinity |
| f3 (a[20](-1026) , a[45](Infinity) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[46](-Infinity) )= -3078 |
| -Infinity |
| f2 (a[20](-1026) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -10210 |
| -10310 |
| -Infinity |
| -3078 -Infinity |
| f3 (a[20](-1026) , a[46](-Infinity) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[47]() )= -3078 |
| f2 (a[20](-1026) , a[47]() )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[47]() )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[48](hello) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[48](hello) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[48](hello) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[49](hello) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[49](hello) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[49](hello) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[50](+0) )= -3078 |
| f2 (a[20](-1026) , a[50](+0) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[50](+0) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[51](-0) )= -3078 |
| f2 (a[20](-1026) , a[51](-0) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[51](-0) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[52](0) )= -3078 |
| f2 (a[20](-1026) , a[52](0) )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[52](0) )= -3078 |
| -10310 |
| f1 (a[20](-1026) , a[53](1) )= -1026 |
| f2 (a[20](-1026) , a[53](1) )= -2059.6 |
| -3.4 |
| -10310 |
| -10310 |
| -1031.5 |
| -1026 -1026 |
| f3 (a[20](-1026) , a[53](1) )= -1026 |
| -20520 |
| f1 (a[20](-1026) , a[54](10.0) )= -10260 |
| f2 (a[20](-1026) , a[54](10.0) )= -7797.6 |
| 12.4 |
| -10210 |
| -10310 |
| 76 |
| -3078 1000 |
| f3 (a[20](-1026) , a[54](10.0) )= -3078 |
| -20520 |
| f1 (a[20](-1026) , a[55](10.1) )= -10260 |
| f2 (a[20](-1026) , a[55](10.1) )= -7797.6 |
| 36.8 |
| -20520 |
| -10310 |
| -10260 1178.2155 |
| f3 (a[20](-1026) , a[55](10.1) )= -10260 |
| -10210 |
| f1 (a[20](-1026) , a[56]() )= -3078 |
| f2 (a[20](-1026) , a[56]() )= -2044.4 |
| -7.6 |
| -10210 |
| -10310 |
| -1020.5 |
| -3078 0 |
| f3 (a[20](-1026) , a[56]() )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[57](hello) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[57](hello) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[57](hello) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[58](hello) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[58](hello) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[58](hello) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[59]([object Object]) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[59]([object Object]) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[59]([object Object]) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[60](1,2,3) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[60](1,2,3) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[60](1,2,3) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[61]([object Object]) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[61]([object Object]) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[61]([object Object]) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[62](1,2,3) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[62](1,2,3) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[62](1,2,3) )= -3078 |
| -10210 |
| f1 (a[20](-1026) , a[63](function foo() {}) )= -3078 |
| NaN |
| f2 (a[20](-1026) , a[63](function foo() {}) )= NaN |
| NaN |
| -10210 |
| -10310 |
| NaN |
| -3078 NaN |
| f3 (a[20](-1026) , a[63](function foo() {}) )= -3078 |
| f1 (a[21](98768.2546) , a[0](undefined) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[0](undefined) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[0](undefined) )= 197541 |
| f1 (a[21](98768.2546) , a[1](null) )= 197541 |
| f2 (a[21](98768.2546) , a[1](null) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[1](null) )= 197541 |
| -4 |
| f1 (a[21](98768.2546) , a[2](true) )= 197537 |
| f2 (a[21](98768.2546) , a[2](true) )= 197543.0092 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 197537 1 |
| f3 (a[21](98768.2546) , a[2](true) )= 197537 |
| f1 (a[21](98768.2546) , a[3](false) )= 197541 |
| f2 (a[21](98768.2546) , a[3](false) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[3](false) )= 197541 |
| -4 |
| f1 (a[21](98768.2546) , a[4](true) )= 197537 |
| f2 (a[21](98768.2546) , a[4](true) )= 197543.0092 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 197537 1 |
| f3 (a[21](98768.2546) , a[4](true) )= 197537 |
| f1 (a[21](98768.2546) , a[5](false) )= 197541 |
| f2 (a[21](98768.2546) , a[5](false) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[5](false) )= 197541 |
| f1 (a[21](98768.2546) , a[6](NaN) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[6](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[6](NaN) )= 197541 |
| f1 (a[21](98768.2546) , a[7](0) )= 197541 |
| f2 (a[21](98768.2546) , a[7](0) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[7](0) )= 197541 |
| f1 (a[21](98768.2546) , a[8](0) )= 197541 |
| f2 (a[21](98768.2546) , a[8](0) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[8](0) )= 197541 |
| f1 (a[21](98768.2546) , a[9](0) )= 197541 |
| f2 (a[21](98768.2546) , a[9](0) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[9](0) )= 197541 |
| -4 |
| f1 (a[21](98768.2546) , a[10](1) )= 197537 |
| f2 (a[21](98768.2546) , a[10](1) )= 197543.0092 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 197537 1 |
| f3 (a[21](98768.2546) , a[10](1) )= 197537 |
| f1 (a[21](98768.2546) , a[11](10) )= 9876800 |
| 197552.0092 |
| f2 (a[21](98768.2546) , a[11](10) )= 97551681167.30421 |
| 12.4 |
| 0 |
| 198541 108647550 |
| f3 (a[21](98768.2546) , a[11](10) )= 198541 |
| f1 (a[21](98768.2546) , a[12](10.1) )= 9876800 |
| 197552.1092 |
| f2 (a[21](98768.2546) , a[12](10.1) )= 98527197978.97725 |
| 36.8 |
| 0 |
| 9876800 110831365.75499998 |
| f3 (a[21](98768.2546) , a[12](10.1) )= 9876800 |
| 0 |
| f1 (a[21](98768.2546) , a[13](-1) )= 197535 |
| f2 (a[21](98768.2546) , a[13](-1) )= 197541.0092 |
| 0 |
| 9876800 2.096774193548387 |
| f3 (a[21](98768.2546) , a[13](-1) )= 9876800 |
| 0 |
| f1 (a[21](98768.2546) , a[14](-5) )= 197531 |
| f2 (a[21](98768.2546) , a[14](-5) )= 197537.0092 |
| 1 |
| 0 |
| 0 |
| 35916.54545454545 |
| 197541 197541 |
| f3 (a[21](98768.2546) , a[14](-5) )= 197541 |
| 0 |
| f1 (a[21](98768.2546) , a[15](5) )= 197541 |
| f2 (a[21](98768.2546) , a[15](5) )= 197547.0092 |
| -3.4 |
| 0 |
| 0 |
| -3.4 |
| 197541 5 |
| f3 (a[21](98768.2546) , a[15](5) )= 197541 |
| f1 (a[21](98768.2546) , a[16](124) )= 197665 |
| f2 (a[21](98768.2546) , a[16](124) )= 197666.0092 |
| 51 |
| 0 |
| 197795 197794.5 |
| f3 (a[21](98768.2546) , a[16](124) )= 197795 |
| f1 (a[21](98768.2546) , a[17](248) )= 197789 |
| f2 (a[21](98768.2546) , a[17](248) )= 197790.0092 |
| 101 |
| 0 |
| 488.4 |
| 198043 744 |
| f3 (a[21](98768.2546) , a[17](248) )= 198043 |
| f1 (a[21](98768.2546) , a[18](654) )= 9876800 |
| 198196.0092 |
| f2 (a[21](98768.2546) , a[18](654) )= 6379879948341.695 |
| 0 |
| 1300.4 |
| 197533 279726264 |
| f3 (a[21](98768.2546) , a[18](654) )= 197533 |
| 197 |
| f1 (a[21](98768.2546) , a[19](987) )= 198523 |
| f2 (a[21](98768.2546) , a[19](987) )= 198529.0092 |
| 0.9965478728804955 |
| 197 |
| 0 |
| 35916.545454545456 |
| 198523 197541 |
| f3 (a[21](98768.2546) , a[19](987) )= 198523 |
| f1 (a[21](98768.2546) , a[20](-1026) )= 9876800 |
| f2 (a[21](98768.2546) , a[20](-1026) )= 196516.0092 |
| -2064 |
| 0 |
| 195477 -2059.6 |
| f3 (a[21](98768.2546) , a[20](-1026) )= 195477 |
| f1 (a[21](98768.2546) , a[21](98768.2546) )= 296309 |
| f2 (a[21](98768.2546) , a[21](98768.2546) )= 296310.2638 |
| 0 |
| 197528.9092 |
| 118523 296304.7638 |
| f3 (a[21](98768.2546) , a[21](98768.2546) )= 118523 |
| f1 (a[21](98768.2546) , a[22](-88754.15478) )= 9876800 |
| f2 (a[21](98768.2546) , a[22](-88754.15478) )= 108787.85442 |
| -711960064 |
| 0 |
| -711762523 7877974533.838525 |
| f3 (a[21](98768.2546) , a[22](-88754.15478) )= -711762523 |
| -4 |
| f1 (a[21](98768.2546) , a[23](1) )= 197537 |
| f2 (a[21](98768.2546) , a[23](1) )= 197543.0092 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 197537 1 |
| f3 (a[21](98768.2546) , a[23](1) )= 197537 |
| 0 |
| f1 (a[21](98768.2546) , a[24](-1) )= 197535 |
| f2 (a[21](98768.2546) , a[24](-1) )= 197541.0092 |
| 0 |
| 9876800 2.096774193548387 |
| f3 (a[21](98768.2546) , a[24](-1) )= 9876800 |
| f1 (a[21](98768.2546) , a[25](0) )= 197541 |
| f2 (a[21](98768.2546) , a[25](0) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[25](0) )= 197541 |
| f1 (a[21](98768.2546) , a[26](-2147483648) )= -2147286107 |
| f2 (a[21](98768.2546) , a[26](-2147483648) )= -2147286105.9908 |
| -12 |
| 0 |
| 197529 -4294967303.6 |
| f3 (a[21](98768.2546) , a[26](-2147483648) )= 197529 |
| f1 (a[21](98768.2546) , a[27](2147483648) )= -2147286107 |
| 197544.1092 |
| f2 (a[21](98768.2546) , a[27](2147483648) )= 296304.7638 |
| 2 |
| 0 |
| 197547 4295164842.5 |
| f3 (a[21](98768.2546) , a[27](2147483648) )= 197547 |
| 197543 |
| f1 (a[21](98768.2546) , a[28](33554432) )= 296304 |
| 197544.1092 |
| f2 (a[21](98768.2546) , a[28](33554432) )= 296304.7638 |
| 0 |
| 118523 67306410.5 |
| f3 (a[21](98768.2546) , a[28](33554432) )= 118523 |
| f1 (a[21](98768.2546) , a[29](-33554432) )= -33356891 |
| f2 (a[21](98768.2546) , a[29](-33554432) )= -33356889.9908 |
| -67108876 |
| 0 |
| -66911335 -67108871.6 |
| f3 (a[21](98768.2546) , a[29](-33554432) )= -66911335 |
| f1 (a[21](98768.2546) , a[30](1.7976931348623157e+308) )= 197541 |
| 197544.1092 |
| f2 (a[21](98768.2546) , a[30](1.7976931348623157e+308) )= 296304.7638 |
| 0 |
| 197541 Infinity |
| f3 (a[21](98768.2546) , a[30](1.7976931348623157e+308) )= 197541 |
| f1 (a[21](98768.2546) , a[31](5e-324) )= 197541 |
| f2 (a[21](98768.2546) , a[31](5e-324) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 1.5e-323 |
| f3 (a[21](98768.2546) , a[31](5e-324) )= 197541 |
| f1 (a[21](98768.2546) , a[32](NaN) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[32](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[32](NaN) )= 197541 |
| f1 (a[21](98768.2546) , a[33](Infinity) )= 197541 |
| 197544.1092 |
| f2 (a[21](98768.2546) , a[33](Infinity) )= 296304.7638 |
| Infinity |
| 0 |
| Infinity |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[33](Infinity) )= 197541 |
| f1 (a[21](98768.2546) , a[34](-Infinity) )= 197541 |
| -Infinity |
| f2 (a[21](98768.2546) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| 0 |
| -Infinity |
| 197541 -Infinity |
| f3 (a[21](98768.2546) , a[34](-Infinity) )= 197541 |
| f1 (a[21](98768.2546) , a[35](NaN) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[35](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[35](NaN) )= 197541 |
| f1 (a[21](98768.2546) , a[36](0) )= 197541 |
| f2 (a[21](98768.2546) , a[36](0) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[36](0) )= 197541 |
| f1 (a[21](98768.2546) , a[37](0) )= 197541 |
| f2 (a[21](98768.2546) , a[37](0) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[37](0) )= 197541 |
| f1 (a[21](98768.2546) , a[38](0) )= 197541 |
| f2 (a[21](98768.2546) , a[38](0) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[38](0) )= 197541 |
| -4 |
| f1 (a[21](98768.2546) , a[39](1) )= 197537 |
| f2 (a[21](98768.2546) , a[39](1) )= 197543.0092 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 197537 1 |
| f3 (a[21](98768.2546) , a[39](1) )= 197537 |
| f1 (a[21](98768.2546) , a[40](10) )= 9876800 |
| 197552.0092 |
| f2 (a[21](98768.2546) , a[40](10) )= 97551681167.30421 |
| 12.4 |
| 0 |
| 198541 108647550 |
| f3 (a[21](98768.2546) , a[40](10) )= 198541 |
| f1 (a[21](98768.2546) , a[41](10.1) )= 9876800 |
| 197552.1092 |
| f2 (a[21](98768.2546) , a[41](10.1) )= 98527197978.97725 |
| 36.8 |
| 0 |
| 9876800 110831365.75499998 |
| f3 (a[21](98768.2546) , a[41](10.1) )= 9876800 |
| f1 (a[21](98768.2546) , a[42](1.7976931348623157e+308) )= 197541 |
| 197544.1092 |
| f2 (a[21](98768.2546) , a[42](1.7976931348623157e+308) )= 296304.7638 |
| 0 |
| 197541 Infinity |
| f3 (a[21](98768.2546) , a[42](1.7976931348623157e+308) )= 197541 |
| f1 (a[21](98768.2546) , a[43](5e-324) )= 197541 |
| f2 (a[21](98768.2546) , a[43](5e-324) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 1.5e-323 |
| f3 (a[21](98768.2546) , a[43](5e-324) )= 197541 |
| f1 (a[21](98768.2546) , a[44](NaN) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[44](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[44](NaN) )= 197541 |
| f1 (a[21](98768.2546) , a[45](Infinity) )= 197541 |
| 197544.1092 |
| f2 (a[21](98768.2546) , a[45](Infinity) )= 296304.7638 |
| Infinity |
| 0 |
| Infinity |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[45](Infinity) )= 197541 |
| f1 (a[21](98768.2546) , a[46](-Infinity) )= 197541 |
| -Infinity |
| f2 (a[21](98768.2546) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| 0 |
| -Infinity |
| 197541 -Infinity |
| f3 (a[21](98768.2546) , a[46](-Infinity) )= 197541 |
| f1 (a[21](98768.2546) , a[47]() )= 197541 |
| f2 (a[21](98768.2546) , a[47]() )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[47]() )= 197541 |
| f1 (a[21](98768.2546) , a[48](hello) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[48](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[48](hello) )= 197541 |
| f1 (a[21](98768.2546) , a[49](hello) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[49](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[49](hello) )= 197541 |
| f1 (a[21](98768.2546) , a[50](+0) )= 197541 |
| f2 (a[21](98768.2546) , a[50](+0) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[50](+0) )= 197541 |
| f1 (a[21](98768.2546) , a[51](-0) )= 197541 |
| f2 (a[21](98768.2546) , a[51](-0) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[51](-0) )= 197541 |
| f1 (a[21](98768.2546) , a[52](0) )= 197541 |
| f2 (a[21](98768.2546) , a[52](0) )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[52](0) )= 197541 |
| -4 |
| f1 (a[21](98768.2546) , a[53](1) )= 197537 |
| f2 (a[21](98768.2546) , a[53](1) )= 197543.0092 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 197537 1 |
| f3 (a[21](98768.2546) , a[53](1) )= 197537 |
| f1 (a[21](98768.2546) , a[54](10.0) )= 9876800 |
| 197552.0092 |
| f2 (a[21](98768.2546) , a[54](10.0) )= 97551681167.30421 |
| 12.4 |
| 0 |
| 198541 108647550 |
| f3 (a[21](98768.2546) , a[54](10.0) )= 198541 |
| f1 (a[21](98768.2546) , a[55](10.1) )= 9876800 |
| 197552.1092 |
| f2 (a[21](98768.2546) , a[55](10.1) )= 98527197978.97725 |
| 36.8 |
| 0 |
| 9876800 110831365.75499998 |
| f3 (a[21](98768.2546) , a[55](10.1) )= 9876800 |
| f1 (a[21](98768.2546) , a[56]() )= 197541 |
| f2 (a[21](98768.2546) , a[56]() )= 197542.0092 |
| -7.6 |
| 0 |
| -7.6 |
| 197541 0 |
| f3 (a[21](98768.2546) , a[56]() )= 197541 |
| f1 (a[21](98768.2546) , a[57](hello) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[57](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[57](hello) )= 197541 |
| f1 (a[21](98768.2546) , a[58](hello) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[58](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[58](hello) )= 197541 |
| f1 (a[21](98768.2546) , a[59]([object Object]) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[59]([object Object]) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[59]([object Object]) )= 197541 |
| f1 (a[21](98768.2546) , a[60](1,2,3) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[60](1,2,3) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[60](1,2,3) )= 197541 |
| f1 (a[21](98768.2546) , a[61]([object Object]) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[61]([object Object]) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[61]([object Object]) )= 197541 |
| f1 (a[21](98768.2546) , a[62](1,2,3) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[62](1,2,3) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[62](1,2,3) )= 197541 |
| f1 (a[21](98768.2546) , a[63](function foo() {}) )= 197541 |
| NaN |
| f2 (a[21](98768.2546) , a[63](function foo() {}) )= NaN |
| NaN |
| 0 |
| NaN |
| 197541 NaN |
| f3 (a[21](98768.2546) , a[63](function foo() {}) )= 197541 |
| -887490 |
| f1 (a[22](-88754.15478) , a[0](undefined) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[0](undefined) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[0](undefined) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[1](null) )= -266262 |
| f2 (a[22](-88754.15478) , a[1](null) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[1](null) )= -266262 |
| -887590 |
| f1 (a[22](-88754.15478) , a[2](true) )= -88754 |
| f2 (a[22](-88754.15478) , a[2](true) )= 7877974533.838525 |
| -3.4 |
| -887590 |
| -887590 |
| -88759.5 |
| -88754 -88754 |
| f3 (a[22](-88754.15478) , a[2](true) )= -88754 |
| -887490 |
| f1 (a[22](-88754.15478) , a[3](false) )= -266262 |
| f2 (a[22](-88754.15478) , a[3](false) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[3](false) )= -266262 |
| -887590 |
| f1 (a[22](-88754.15478) , a[4](true) )= -88754 |
| f2 (a[22](-88754.15478) , a[4](true) )= 7877974533.838525 |
| -3.4 |
| -887590 |
| -887590 |
| -88759.5 |
| -88754 -88754 |
| f3 (a[22](-88754.15478) , a[4](true) )= -88754 |
| -887490 |
| f1 (a[22](-88754.15478) , a[5](false) )= -266262 |
| f2 (a[22](-88754.15478) , a[5](false) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[5](false) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[6](NaN) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[6](NaN) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[6](NaN) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[7](0) )= -266262 |
| f2 (a[22](-88754.15478) , a[7](0) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[7](0) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[8](0) )= -266262 |
| f2 (a[22](-88754.15478) , a[8](0) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[8](0) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[9](0) )= -266262 |
| f2 (a[22](-88754.15478) , a[9](0) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[9](0) )= -266262 |
| -887590 |
| f1 (a[22](-88754.15478) , a[10](1) )= -88754 |
| f2 (a[22](-88754.15478) , a[10](1) )= 7877974533.838525 |
| -3.4 |
| -887590 |
| -887590 |
| -88759.5 |
| -88754 -88754 |
| f3 (a[22](-88754.15478) , a[10](1) )= -88754 |
| -1775080 |
| f1 (a[22](-88754.15478) , a[11](10) )= -887540 |
| f2 (a[22](-88754.15478) , a[11](10) )= 90982814892.72587 |
| 12.4 |
| -887490 |
| -887590 |
| 76 |
| -266262 1000 |
| f3 (a[22](-88754.15478) , a[11](10) )= -266262 |
| -1775080 |
| f1 (a[22](-88754.15478) , a[12](10.1) )= -887540 |
| f2 (a[22](-88754.15478) , a[12](10.1) )= 90982814892.72587 |
| 36.8 |
| -1775080 |
| -887590 |
| -887540 1178.2155 |
| f3 (a[22](-88754.15478) , a[12](10.1) )= -887540 |
| -177512 |
| f1 (a[22](-88754.15478) , a[13](-1) )= -88754 |
| f2 (a[22](-88754.15478) , a[13](-1) )= 682017315.2131771 |
| -1775080 |
| -887590 |
| -887540 -16137.09090909091 |
| f3 (a[22](-88754.15478) , a[13](-1) )= -887540 |
| -177512 |
| f1 (a[22](-88754.15478) , a[14](-5) )= -88754 |
| f2 (a[22](-88754.15478) , a[14](-5) )= 682017315.2131771 |
| 1 |
| -887590 |
| -887590 |
| -88754 2.619047619047619 |
| f3 (a[22](-88754.15478) , a[14](-5) )= -88754 |
| -887590 |
| f1 (a[22](-88754.15478) , a[15](5) )= -88754 |
| f2 (a[22](-88754.15478) , a[15](5) )= 7877974533.838525 |
| -3.4 |
| -887590 |
| -887590 |
| -88754 17 |
| f3 (a[22](-88754.15478) , a[15](5) )= -88754 |
| -887490 |
| f1 (a[22](-88754.15478) , a[16](124) )= -266262 |
| f2 (a[22](-88754.15478) , a[16](124) )= 7876625470.685868 |
| -177512 |
| -887590 |
| -88754 -88500.5 |
| f3 (a[22](-88754.15478) , a[16](124) )= -88754 |
| -887490 |
| f1 (a[22](-88754.15478) , a[17](248) )= -266262 |
| f2 (a[22](-88754.15478) , a[17](248) )= 7876625470.685868 |
| -177512 |
| -887590 |
| -88754 -88252.5 |
| f3 (a[22](-88754.15478) , a[17](248) )= -88754 |
| -1775080 |
| f1 (a[22](-88754.15478) , a[18](654) )= -887540 |
| f2 (a[22](-88754.15478) , a[18](654) )= 90982814892.72587 |
| -887590 |
| -887590 |
| -208788282252 |
| -88754 -37961505864 |
| f3 (a[22](-88754.15478) , a[18](654) )= -88754 |
| -177512 |
| f1 (a[22](-88754.15478) , a[19](987) )= -88754 |
| f2 (a[22](-88754.15478) , a[19](987) )= 682017315.2131771 |
| 0.9965478728804955 |
| -177512 |
| -887590 |
| 2.6190476190476186 |
| -88754 987 |
| f3 (a[22](-88754.15478) , a[19](987) )= -88754 |
| -1775080 |
| f1 (a[22](-88754.15478) , a[20](-1026) )= -887540 |
| f2 (a[22](-88754.15478) , a[20](-1026) )= 90982814892.72587 |
| -887590 |
| -887590 |
| -513860631372 |
| -88754 -93429205704 |
| f3 (a[22](-88754.15478) , a[20](-1026) )= -88754 |
| -887490 |
| f1 (a[22](-88754.15478) , a[21](98768.2546) )= -266262 |
| f2 (a[22](-88754.15478) , a[21](98768.2546) )= 7876625470.685868 |
| -177512 |
| -887590 |
| -88754 108788.0092 |
| f3 (a[22](-88754.15478) , a[21](98768.2546) )= -88754 |
| -1775080 |
| f1 (a[22](-88754.15478) , a[22](-88754.15478) )= -887540 |
| -3845287064432895.5 |
| f2 (a[22](-88754.15478) , a[22](-88754.15478) )= -699143102624162.9 |
| -887590 |
| 711782546 90982814892.72587 |
| f3 (a[22](-88754.15478) , a[22](-88754.15478) )= 711782546 |
| -887590 |
| f1 (a[22](-88754.15478) , a[23](1) )= -88754 |
| f2 (a[22](-88754.15478) , a[23](1) )= 7877974533.838525 |
| -3.4 |
| -887590 |
| -887590 |
| -88759.5 |
| -88754 -88754 |
| f3 (a[22](-88754.15478) , a[23](1) )= -88754 |
| -177512 |
| f1 (a[22](-88754.15478) , a[24](-1) )= -88754 |
| f2 (a[22](-88754.15478) , a[24](-1) )= 682017315.2131771 |
| -1775080 |
| -887590 |
| -887540 -16137.09090909091 |
| f3 (a[22](-88754.15478) , a[24](-1) )= -887540 |
| -887490 |
| f1 (a[22](-88754.15478) , a[25](0) )= -266262 |
| f2 (a[22](-88754.15478) , a[25](0) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[25](0) )= -266262 |
| f1 (a[22](-88754.15478) , a[26](-2147483648) )= 2147306145 |
| -93040051062447450000 |
| f2 (a[22](-88754.15478) , a[26](-2147483648) )= -2147661156.30956 |
| -887590 |
| -887590 |
| -16320875724.8 |
| -88754 -6442450944 |
| f3 (a[22](-88754.15478) , a[26](-2147483648) )= -88754 |
| f1 (a[22](-88754.15478) , a[27](2147483648) )= 2147306145 |
| f2 (a[22](-88754.15478) , a[27](2147483648) )= 7876625470.685868 |
| -177512 |
| -887590 |
| -88754 4294878547.5 |
| f3 (a[22](-88754.15478) , a[27](2147483648) )= -88754 |
| -887490 |
| f1 (a[22](-88754.15478) , a[28](33554432) )= -266262 |
| f2 (a[22](-88754.15478) , a[28](33554432) )= 7876625470.685868 |
| -177512 |
| -887590 |
| -88754 67020115.5 |
| f3 (a[22](-88754.15478) , a[28](33554432) )= -88754 |
| -33731935 |
| f1 (a[22](-88754.15478) , a[29](-33554432) )= -887540 |
| -1453750797850741500 |
| f2 (a[22](-88754.15478) , a[29](-33554432) )= -33731940.30956 |
| -887590 |
| -255013683.2 |
| 66931358 -100663296 |
| f3 (a[22](-88754.15478) , a[29](-33554432) )= 66931358 |
| -887490 |
| f1 (a[22](-88754.15478) , a[30](1.7976931348623157e+308) )= -266262 |
| f2 (a[22](-88754.15478) , a[30](1.7976931348623157e+308) )= 7876625470.685868 |
| -887490 |
| -887590 |
| -266262 Infinity |
| f3 (a[22](-88754.15478) , a[30](1.7976931348623157e+308) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[31](5e-324) )= -266262 |
| f2 (a[22](-88754.15478) , a[31](5e-324) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[31](5e-324) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[32](NaN) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[32](NaN) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[32](NaN) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[33](Infinity) )= -266262 |
| f2 (a[22](-88754.15478) , a[33](Infinity) )= 7876625470.685868 |
| Infinity |
| -887490 |
| -887590 |
| -266262 Infinity |
| f3 (a[22](-88754.15478) , a[33](Infinity) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[34](-Infinity) )= -266262 |
| -Infinity |
| f2 (a[22](-88754.15478) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -887490 |
| -887590 |
| -Infinity |
| -266262 -Infinity |
| f3 (a[22](-88754.15478) , a[34](-Infinity) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[35](NaN) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[35](NaN) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[35](NaN) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[36](0) )= -266262 |
| f2 (a[22](-88754.15478) , a[36](0) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[36](0) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[37](0) )= -266262 |
| f2 (a[22](-88754.15478) , a[37](0) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[37](0) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[38](0) )= -266262 |
| f2 (a[22](-88754.15478) , a[38](0) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[38](0) )= -266262 |
| -887590 |
| f1 (a[22](-88754.15478) , a[39](1) )= -88754 |
| f2 (a[22](-88754.15478) , a[39](1) )= 7877974533.838525 |
| -3.4 |
| -887590 |
| -887590 |
| -88759.5 |
| -88754 -88754 |
| f3 (a[22](-88754.15478) , a[39](1) )= -88754 |
| -1775080 |
| f1 (a[22](-88754.15478) , a[40](10) )= -887540 |
| f2 (a[22](-88754.15478) , a[40](10) )= 90982814892.72587 |
| 12.4 |
| -887490 |
| -887590 |
| 76 |
| -266262 1000 |
| f3 (a[22](-88754.15478) , a[40](10) )= -266262 |
| -1775080 |
| f1 (a[22](-88754.15478) , a[41](10.1) )= -887540 |
| f2 (a[22](-88754.15478) , a[41](10.1) )= 90982814892.72587 |
| 36.8 |
| -1775080 |
| -887590 |
| -887540 1178.2155 |
| f3 (a[22](-88754.15478) , a[41](10.1) )= -887540 |
| -887490 |
| f1 (a[22](-88754.15478) , a[42](1.7976931348623157e+308) )= -266262 |
| f2 (a[22](-88754.15478) , a[42](1.7976931348623157e+308) )= 7876625470.685868 |
| -887490 |
| -887590 |
| -266262 Infinity |
| f3 (a[22](-88754.15478) , a[42](1.7976931348623157e+308) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[43](5e-324) )= -266262 |
| f2 (a[22](-88754.15478) , a[43](5e-324) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[43](5e-324) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[44](NaN) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[44](NaN) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[44](NaN) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[45](Infinity) )= -266262 |
| f2 (a[22](-88754.15478) , a[45](Infinity) )= 7876625470.685868 |
| Infinity |
| -887490 |
| -887590 |
| -266262 Infinity |
| f3 (a[22](-88754.15478) , a[45](Infinity) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[46](-Infinity) )= -266262 |
| -Infinity |
| f2 (a[22](-88754.15478) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -887490 |
| -887590 |
| -Infinity |
| -266262 -Infinity |
| f3 (a[22](-88754.15478) , a[46](-Infinity) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[47]() )= -266262 |
| f2 (a[22](-88754.15478) , a[47]() )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[47]() )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[48](hello) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[48](hello) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[48](hello) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[49](hello) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[49](hello) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[49](hello) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[50](+0) )= -266262 |
| f2 (a[22](-88754.15478) , a[50](+0) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[50](+0) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[51](-0) )= -266262 |
| f2 (a[22](-88754.15478) , a[51](-0) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[51](-0) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[52](0) )= -266262 |
| f2 (a[22](-88754.15478) , a[52](0) )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[52](0) )= -266262 |
| -887590 |
| f1 (a[22](-88754.15478) , a[53](1) )= -88754 |
| f2 (a[22](-88754.15478) , a[53](1) )= 7877974533.838525 |
| -3.4 |
| -887590 |
| -887590 |
| -88759.5 |
| -88754 -88754 |
| f3 (a[22](-88754.15478) , a[53](1) )= -88754 |
| -1775080 |
| f1 (a[22](-88754.15478) , a[54](10.0) )= -887540 |
| f2 (a[22](-88754.15478) , a[54](10.0) )= 90982814892.72587 |
| 12.4 |
| -887490 |
| -887590 |
| 76 |
| -266262 1000 |
| f3 (a[22](-88754.15478) , a[54](10.0) )= -266262 |
| -1775080 |
| f1 (a[22](-88754.15478) , a[55](10.1) )= -887540 |
| f2 (a[22](-88754.15478) , a[55](10.1) )= 90982814892.72587 |
| 36.8 |
| -1775080 |
| -887590 |
| -887540 1178.2155 |
| f3 (a[22](-88754.15478) , a[55](10.1) )= -887540 |
| -887490 |
| f1 (a[22](-88754.15478) , a[56]() )= -266262 |
| f2 (a[22](-88754.15478) , a[56]() )= 7876625470.685868 |
| -7.6 |
| -887490 |
| -887590 |
| -88748.5 |
| -266262 0 |
| f3 (a[22](-88754.15478) , a[56]() )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[57](hello) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[57](hello) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[57](hello) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[58](hello) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[58](hello) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[58](hello) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[59]([object Object]) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[59]([object Object]) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[59]([object Object]) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[60](1,2,3) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[60](1,2,3) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[60](1,2,3) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[61]([object Object]) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[61]([object Object]) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[61]([object Object]) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[62](1,2,3) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[62](1,2,3) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[62](1,2,3) )= -266262 |
| -887490 |
| f1 (a[22](-88754.15478) , a[63](function foo() {}) )= -266262 |
| NaN |
| f2 (a[22](-88754.15478) , a[63](function foo() {}) )= NaN |
| NaN |
| -887490 |
| -887590 |
| NaN |
| -266262 NaN |
| f3 (a[22](-88754.15478) , a[63](function foo() {}) )= -266262 |
| f1 (a[23](1) , a[0](undefined) )= 7 |
| NaN |
| f2 (a[23](1) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[0](undefined) )= 7 |
| f1 (a[23](1) , a[1](null) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[1](null) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[1](null) )= 7 |
| -3 |
| f1 (a[23](1) , a[2](true) )= 1 |
| -3.4 |
| f2 (a[23](1) , a[2](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[23](1) , a[2](true) )= 1 |
| f1 (a[23](1) , a[3](false) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[3](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[3](false) )= 7 |
| -3 |
| f1 (a[23](1) , a[4](true) )= 1 |
| -3.4 |
| f2 (a[23](1) , a[4](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[23](1) , a[4](true) )= 1 |
| f1 (a[23](1) , a[5](false) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[5](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[5](false) )= 7 |
| f1 (a[23](1) , a[6](NaN) )= 7 |
| NaN |
| f2 (a[23](1) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[6](NaN) )= 7 |
| f1 (a[23](1) , a[7](0) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[7](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[7](0) )= 7 |
| f1 (a[23](1) , a[8](0) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[8](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[8](0) )= 7 |
| f1 (a[23](1) , a[9](0) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[9](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[9](0) )= 7 |
| -3 |
| f1 (a[23](1) , a[10](1) )= 1 |
| -3.4 |
| f2 (a[23](1) , a[10](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[23](1) , a[10](1) )= 1 |
| f1 (a[23](1) , a[11](10) )= 100 |
| f2 (a[23](1) , a[11](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[23](1) , a[11](10) )= 3 |
| f1 (a[23](1) , a[12](10.1) )= 100 |
| f2 (a[23](1) , a[12](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[23](1) , a[12](10.1) )= 100 |
| f1 (a[23](1) , a[13](-1) )= 0 |
| -6.5 |
| f2 (a[23](1) , a[13](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[23](1) , a[13](-1) )= 100 |
| f1 (a[23](1) , a[14](-5) )= 0 |
| -10.5 |
| f2 (a[23](1) , a[14](-5) )= -5 |
| 1 |
| -3 |
| -3 |
| 0.18181818181818182 |
| 1 1 |
| f3 (a[23](1) , a[14](-5) )= 1 |
| -3 |
| f1 (a[23](1) , a[15](5) )= 1 |
| -3.4 |
| f2 (a[23](1) , a[15](5) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 5 |
| f3 (a[23](1) , a[15](5) )= 1 |
| 0 |
| f1 (a[23](1) , a[16](124) )= 3 |
| f2 (a[23](1) , a[16](124) )= 3.4 |
| 1 |
| -3 |
| 1 254.5 |
| f3 (a[23](1) , a[16](124) )= 1 |
| 0 |
| f1 (a[23](1) , a[17](248) )= 3 |
| f2 (a[23](1) , a[17](248) )= 3.4 |
| 1 |
| -3 |
| 1 502.5 |
| f3 (a[23](1) , a[17](248) )= 1 |
| f1 (a[23](1) , a[18](654) )= 100 |
| f2 (a[23](1) , a[18](654) )= 3.4 |
| -3 |
| -3 |
| 1 2352438 |
| f3 (a[23](1) , a[18](654) )= 1 |
| 1 |
| f1 (a[23](1) , a[19](987) )= 1 |
| -0.29437229437229434 |
| f2 (a[23](1) , a[19](987) )= 1 |
| 0.9965478728804955 |
| 1 |
| -3 |
| 0.9965478728804955 |
| 1 987 |
| f3 (a[23](1) , a[19](987) )= 1 |
| f1 (a[23](1) , a[20](-1026) )= 100 |
| -1031.5 |
| f2 (a[23](1) , a[20](-1026) )= -1026 |
| -2064 |
| -3 |
| -2059 -2059.6 |
| f3 (a[23](1) , a[20](-1026) )= -2059 |
| 0 |
| f1 (a[23](1) , a[21](98768.2546) )= 3 |
| f2 (a[23](1) , a[21](98768.2546) )= 3.4 |
| 1 |
| -3 |
| 1 197543.0092 |
| f3 (a[23](1) , a[21](98768.2546) )= 1 |
| f1 (a[23](1) , a[22](-88754.15478) )= 100 |
| -88759.65478 |
| f2 (a[23](1) , a[22](-88754.15478) )= -88754.15478 |
| -711960064 |
| -3 |
| -711960059 7877974533.838525 |
| f3 (a[23](1) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[23](1) , a[23](1) )= 1 |
| -3.4 |
| f2 (a[23](1) , a[23](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[23](1) , a[23](1) )= 1 |
| f1 (a[23](1) , a[24](-1) )= 0 |
| -6.5 |
| f2 (a[23](1) , a[24](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[23](1) , a[24](-1) )= 100 |
| f1 (a[23](1) , a[25](0) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[25](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[25](0) )= 7 |
| f1 (a[23](1) , a[26](-2147483648) )= -2147483641 |
| -2147483653.5 |
| f2 (a[23](1) , a[26](-2147483648) )= -2147483646 |
| -12 |
| -3 |
| -7 -4294967303.6 |
| f3 (a[23](1) , a[26](-2147483648) )= -7 |
| f1 (a[23](1) , a[27](2147483648) )= -2147483641 |
| f2 (a[23](1) , a[27](2147483648) )= 3.4 |
| 1 |
| -3 |
| 1 4294967302.5 |
| f3 (a[23](1) , a[27](2147483648) )= 1 |
| 0 |
| f1 (a[23](1) , a[28](33554432) )= 3 |
| f2 (a[23](1) , a[28](33554432) )= 3.4 |
| 1 |
| -3 |
| 1 67108870.5 |
| f3 (a[23](1) , a[28](33554432) )= 1 |
| f1 (a[23](1) , a[29](-33554432) )= -33554425 |
| -33554437.5 |
| f2 (a[23](1) , a[29](-33554432) )= -33554430 |
| -67108876 |
| -3 |
| -67108871 -67108871.6 |
| f3 (a[23](1) , a[29](-33554432) )= -67108871 |
| f1 (a[23](1) , a[30](1.7976931348623157e+308) )= 7 |
| f2 (a[23](1) , a[30](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[23](1) , a[30](1.7976931348623157e+308) )= 7 |
| f1 (a[23](1) , a[31](5e-324) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[31](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[23](1) , a[31](5e-324) )= 7 |
| f1 (a[23](1) , a[32](NaN) )= 7 |
| NaN |
| f2 (a[23](1) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[32](NaN) )= 7 |
| f1 (a[23](1) , a[33](Infinity) )= 7 |
| f2 (a[23](1) , a[33](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[23](1) , a[33](Infinity) )= 7 |
| f1 (a[23](1) , a[34](-Infinity) )= 7 |
| -Infinity |
| f2 (a[23](1) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[23](1) , a[34](-Infinity) )= 7 |
| f1 (a[23](1) , a[35](NaN) )= 7 |
| NaN |
| f2 (a[23](1) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[35](NaN) )= 7 |
| f1 (a[23](1) , a[36](0) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[36](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[36](0) )= 7 |
| f1 (a[23](1) , a[37](0) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[37](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[37](0) )= 7 |
| f1 (a[23](1) , a[38](0) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[38](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[38](0) )= 7 |
| -3 |
| f1 (a[23](1) , a[39](1) )= 1 |
| -3.4 |
| f2 (a[23](1) , a[39](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[23](1) , a[39](1) )= 1 |
| f1 (a[23](1) , a[40](10) )= 100 |
| f2 (a[23](1) , a[40](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[23](1) , a[40](10) )= 3 |
| f1 (a[23](1) , a[41](10.1) )= 100 |
| f2 (a[23](1) , a[41](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[23](1) , a[41](10.1) )= 100 |
| f1 (a[23](1) , a[42](1.7976931348623157e+308) )= 7 |
| f2 (a[23](1) , a[42](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[23](1) , a[42](1.7976931348623157e+308) )= 7 |
| f1 (a[23](1) , a[43](5e-324) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[43](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[23](1) , a[43](5e-324) )= 7 |
| f1 (a[23](1) , a[44](NaN) )= 7 |
| NaN |
| f2 (a[23](1) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[44](NaN) )= 7 |
| f1 (a[23](1) , a[45](Infinity) )= 7 |
| f2 (a[23](1) , a[45](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[23](1) , a[45](Infinity) )= 7 |
| f1 (a[23](1) , a[46](-Infinity) )= 7 |
| -Infinity |
| f2 (a[23](1) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[23](1) , a[46](-Infinity) )= 7 |
| f1 (a[23](1) , a[47]() )= 7 |
| -5.5 |
| f2 (a[23](1) , a[47]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[47]() )= 7 |
| f1 (a[23](1) , a[48](hello) )= 7 |
| NaN |
| f2 (a[23](1) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[48](hello) )= 7 |
| f1 (a[23](1) , a[49](hello) )= 7 |
| NaN |
| f2 (a[23](1) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[49](hello) )= 7 |
| f1 (a[23](1) , a[50](+0) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[50](+0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[50](+0) )= 7 |
| f1 (a[23](1) , a[51](-0) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[51](-0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[51](-0) )= 7 |
| f1 (a[23](1) , a[52](0) )= 7 |
| -5.5 |
| f2 (a[23](1) , a[52](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[52](0) )= 7 |
| -3 |
| f1 (a[23](1) , a[53](1) )= 1 |
| -3.4 |
| f2 (a[23](1) , a[53](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[23](1) , a[53](1) )= 1 |
| f1 (a[23](1) , a[54](10.0) )= 100 |
| f2 (a[23](1) , a[54](10.0) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[23](1) , a[54](10.0) )= 3 |
| f1 (a[23](1) , a[55](10.1) )= 100 |
| f2 (a[23](1) , a[55](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[23](1) , a[55](10.1) )= 100 |
| f1 (a[23](1) , a[56]() )= 7 |
| -5.5 |
| f2 (a[23](1) , a[56]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[23](1) , a[56]() )= 7 |
| f1 (a[23](1) , a[57](hello) )= 7 |
| NaN |
| f2 (a[23](1) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[57](hello) )= 7 |
| f1 (a[23](1) , a[58](hello) )= 7 |
| NaN |
| f2 (a[23](1) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[58](hello) )= 7 |
| f1 (a[23](1) , a[59]([object Object]) )= 7 |
| NaN |
| f2 (a[23](1) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[59]([object Object]) )= 7 |
| f1 (a[23](1) , a[60](1,2,3) )= 7 |
| NaN |
| f2 (a[23](1) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[60](1,2,3) )= 7 |
| f1 (a[23](1) , a[61]([object Object]) )= 7 |
| NaN |
| f2 (a[23](1) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[61]([object Object]) )= 7 |
| f1 (a[23](1) , a[62](1,2,3) )= 7 |
| NaN |
| f2 (a[23](1) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[62](1,2,3) )= 7 |
| f1 (a[23](1) , a[63](function foo() {}) )= 7 |
| NaN |
| f2 (a[23](1) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[23](1) , a[63](function foo() {}) )= 7 |
| -2147483643 |
| f1 (a[24](-1) , a[0](undefined) )= -3 |
| NaN |
| f2 (a[24](-1) , a[0](undefined) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[0](undefined) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[1](null) )= -3 |
| f2 (a[24](-1) , a[1](null) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[1](null) )= -3 |
| f1 (a[24](-1) , a[2](true) )= 1 |
| f2 (a[24](-1) , a[2](true) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[24](-1) , a[2](true) )= 1 |
| -2147483643 |
| f1 (a[24](-1) , a[3](false) )= -3 |
| f2 (a[24](-1) , a[3](false) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[3](false) )= -3 |
| f1 (a[24](-1) , a[4](true) )= 1 |
| f2 (a[24](-1) , a[4](true) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[24](-1) , a[4](true) )= 1 |
| -2147483643 |
| f1 (a[24](-1) , a[5](false) )= -3 |
| f2 (a[24](-1) , a[5](false) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[5](false) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[6](NaN) )= -3 |
| NaN |
| f2 (a[24](-1) , a[6](NaN) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[6](NaN) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[7](0) )= -3 |
| f2 (a[24](-1) , a[7](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[7](0) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[8](0) )= -3 |
| f2 (a[24](-1) , a[8](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[8](0) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[9](0) )= -3 |
| f2 (a[24](-1) , a[9](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[9](0) )= -3 |
| f1 (a[24](-1) , a[10](1) )= 1 |
| f2 (a[24](-1) , a[10](1) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[24](-1) , a[10](1) )= 1 |
| -100 |
| f1 (a[24](-1) , a[11](10) )= -10 |
| f2 (a[24](-1) , a[11](10) )= 2.619047619047619 |
| 12.4 |
| -2147483643 |
| 12.4 |
| -3 1000 |
| f3 (a[24](-1) , a[11](10) )= -3 |
| -100 |
| f1 (a[24](-1) , a[12](10.1) )= -10 |
| f2 (a[24](-1) , a[12](10.1) )= 2.619047619047619 |
| 36.8 |
| -100 |
| 36.8 |
| -10 1030.301 |
| f3 (a[24](-1) , a[12](10.1) )= -10 |
| f1 (a[24](-1) , a[13](-1) )= 858993459 |
| f2 (a[24](-1) , a[13](-1) )= -0.18181818181818182 |
| -100 |
| -10 2.096774193548387 |
| f3 (a[24](-1) , a[13](-1) )= -10 |
| f1 (a[24](-1) , a[14](-5) )= 858993459 |
| f2 (a[24](-1) , a[14](-5) )= -0.9090909090909091 |
| 1 |
| 0.18181818181818182 |
| 1 1 |
| f3 (a[24](-1) , a[14](-5) )= 1 |
| f1 (a[24](-1) , a[15](5) )= 1 |
| f2 (a[24](-1) , a[15](5) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 5 |
| f3 (a[24](-1) , a[15](5) )= 1 |
| -2147483643 |
| f1 (a[24](-1) , a[16](124) )= -3 |
| f2 (a[24](-1) , a[16](124) )= 4.090909090909091 |
| 0 254.5 |
| f3 (a[24](-1) , a[16](124) )= 0 |
| -2147483643 |
| f1 (a[24](-1) , a[17](248) )= -3 |
| f2 (a[24](-1) , a[17](248) )= 4.090909090909091 |
| 0 502.5 |
| f3 (a[24](-1) , a[17](248) )= 0 |
| -100 |
| f1 (a[24](-1) , a[18](654) )= -10 |
| f2 (a[24](-1) , a[18](654) )= 2.619047619047619 |
| 1 2352438 |
| f3 (a[24](-1) , a[18](654) )= 1 |
| f1 (a[24](-1) , a[19](987) )= 0 |
| f2 (a[24](-1) , a[19](987) )= 0.38181818181818183 |
| 0.9965478728804955 |
| 0.9965478728804955 |
| 0 987 |
| f3 (a[24](-1) , a[19](987) )= 0 |
| f1 (a[24](-1) , a[20](-1026) )= 1 |
| f2 (a[24](-1) , a[20](-1026) )= -186.54545454545456 |
| 2086961 -2059.6 |
| f3 (a[24](-1) , a[20](-1026) )= 2086961 |
| -2147483643 |
| f1 (a[24](-1) , a[21](98768.2546) )= -3 |
| f2 (a[24](-1) , a[21](98768.2546) )= 4.090909090909091 |
| 0 197543.0092 |
| f3 (a[24](-1) , a[21](98768.2546) )= 0 |
| f1 (a[24](-1) , a[22](-88754.15478) )= 1 |
| f2 (a[24](-1) , a[22](-88754.15478) )= -16137.119050909092 |
| 6 7877974533.838525 |
| f3 (a[24](-1) , a[22](-88754.15478) )= 6 |
| f1 (a[24](-1) , a[23](1) )= 1 |
| f2 (a[24](-1) , a[23](1) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[24](-1) , a[23](1) )= 1 |
| f1 (a[24](-1) , a[24](-1) )= 858993459 |
| f2 (a[24](-1) , a[24](-1) )= -0.18181818181818182 |
| -100 |
| -10 2.096774193548387 |
| f3 (a[24](-1) , a[24](-1) )= -10 |
| -2147483643 |
| f1 (a[24](-1) , a[25](0) )= -3 |
| f2 (a[24](-1) , a[25](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[25](0) )= -3 |
| f1 (a[24](-1) , a[26](-2147483648) )= 0 |
| f2 (a[24](-1) , a[26](-2147483648) )= -390451572.3636364 |
| 715827881 -4294967303.6 |
| f3 (a[24](-1) , a[26](-2147483648) )= 715827881 |
| f1 (a[24](-1) , a[27](2147483648) )= 0 |
| f2 (a[24](-1) , a[27](2147483648) )= 4.090909090909091 |
| 0 4294967302.5 |
| f3 (a[24](-1) , a[27](2147483648) )= 0 |
| -2147483643 |
| f1 (a[24](-1) , a[28](33554432) )= -3 |
| f2 (a[24](-1) , a[28](33554432) )= 4.090909090909091 |
| 0 67108870.5 |
| f3 (a[24](-1) , a[28](33554432) )= 0 |
| f1 (a[24](-1) , a[29](-33554432) )= 0 |
| f2 (a[24](-1) , a[29](-33554432) )= -6100805.818181818 |
| 63 -67108871.6 |
| f3 (a[24](-1) , a[29](-33554432) )= 63 |
| -2147483643 |
| f1 (a[24](-1) , a[30](1.7976931348623157e+308) )= -3 |
| f2 (a[24](-1) , a[30](1.7976931348623157e+308) )= 4.090909090909091 |
| -2147483643 |
| -3 Infinity |
| f3 (a[24](-1) , a[30](1.7976931348623157e+308) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[31](5e-324) )= -3 |
| f2 (a[24](-1) , a[31](5e-324) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 1.5e-323 |
| f3 (a[24](-1) , a[31](5e-324) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[32](NaN) )= -3 |
| NaN |
| f2 (a[24](-1) , a[32](NaN) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[32](NaN) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[33](Infinity) )= -3 |
| f2 (a[24](-1) , a[33](Infinity) )= 4.090909090909091 |
| Infinity |
| -2147483643 |
| Infinity |
| -3 NaN |
| f3 (a[24](-1) , a[33](Infinity) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[34](-Infinity) )= -3 |
| -Infinity |
| f2 (a[24](-1) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -2147483643 |
| -Infinity |
| -3 -Infinity |
| f3 (a[24](-1) , a[34](-Infinity) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[35](NaN) )= -3 |
| NaN |
| f2 (a[24](-1) , a[35](NaN) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[35](NaN) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[36](0) )= -3 |
| f2 (a[24](-1) , a[36](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[36](0) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[37](0) )= -3 |
| f2 (a[24](-1) , a[37](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[37](0) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[38](0) )= -3 |
| f2 (a[24](-1) , a[38](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[38](0) )= -3 |
| f1 (a[24](-1) , a[39](1) )= 1 |
| f2 (a[24](-1) , a[39](1) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[24](-1) , a[39](1) )= 1 |
| -100 |
| f1 (a[24](-1) , a[40](10) )= -10 |
| f2 (a[24](-1) , a[40](10) )= 2.619047619047619 |
| 12.4 |
| -2147483643 |
| 12.4 |
| -3 1000 |
| f3 (a[24](-1) , a[40](10) )= -3 |
| -100 |
| f1 (a[24](-1) , a[41](10.1) )= -10 |
| f2 (a[24](-1) , a[41](10.1) )= 2.619047619047619 |
| 36.8 |
| -100 |
| 36.8 |
| -10 1030.301 |
| f3 (a[24](-1) , a[41](10.1) )= -10 |
| -2147483643 |
| f1 (a[24](-1) , a[42](1.7976931348623157e+308) )= -3 |
| f2 (a[24](-1) , a[42](1.7976931348623157e+308) )= 4.090909090909091 |
| -2147483643 |
| -3 Infinity |
| f3 (a[24](-1) , a[42](1.7976931348623157e+308) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[43](5e-324) )= -3 |
| f2 (a[24](-1) , a[43](5e-324) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 1.5e-323 |
| f3 (a[24](-1) , a[43](5e-324) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[44](NaN) )= -3 |
| NaN |
| f2 (a[24](-1) , a[44](NaN) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[44](NaN) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[45](Infinity) )= -3 |
| f2 (a[24](-1) , a[45](Infinity) )= 4.090909090909091 |
| Infinity |
| -2147483643 |
| Infinity |
| -3 NaN |
| f3 (a[24](-1) , a[45](Infinity) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[46](-Infinity) )= -3 |
| -Infinity |
| f2 (a[24](-1) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -2147483643 |
| -Infinity |
| -3 -Infinity |
| f3 (a[24](-1) , a[46](-Infinity) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[47]() )= -3 |
| f2 (a[24](-1) , a[47]() )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[47]() )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[48](hello) )= -3 |
| NaN |
| f2 (a[24](-1) , a[48](hello) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[48](hello) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[49](hello) )= -3 |
| NaN |
| f2 (a[24](-1) , a[49](hello) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[49](hello) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[50](+0) )= -3 |
| f2 (a[24](-1) , a[50](+0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[50](+0) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[51](-0) )= -3 |
| f2 (a[24](-1) , a[51](-0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[51](-0) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[52](0) )= -3 |
| f2 (a[24](-1) , a[52](0) )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[52](0) )= -3 |
| f1 (a[24](-1) , a[53](1) )= 1 |
| f2 (a[24](-1) , a[53](1) )= 2.096774193548387 |
| -3.4 |
| -3.4 |
| 1 1 |
| f3 (a[24](-1) , a[53](1) )= 1 |
| -100 |
| f1 (a[24](-1) , a[54](10.0) )= -10 |
| f2 (a[24](-1) , a[54](10.0) )= 2.619047619047619 |
| 12.4 |
| -2147483643 |
| 12.4 |
| -3 1000 |
| f3 (a[24](-1) , a[54](10.0) )= -3 |
| -100 |
| f1 (a[24](-1) , a[55](10.1) )= -10 |
| f2 (a[24](-1) , a[55](10.1) )= 2.619047619047619 |
| 36.8 |
| -100 |
| 36.8 |
| -10 1030.301 |
| f3 (a[24](-1) , a[55](10.1) )= -10 |
| -2147483643 |
| f1 (a[24](-1) , a[56]() )= -3 |
| f2 (a[24](-1) , a[56]() )= 4.090909090909091 |
| -7.6 |
| -2147483643 |
| -7.6 |
| -3 0 |
| f3 (a[24](-1) , a[56]() )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[57](hello) )= -3 |
| NaN |
| f2 (a[24](-1) , a[57](hello) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[57](hello) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[58](hello) )= -3 |
| NaN |
| f2 (a[24](-1) , a[58](hello) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[58](hello) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[59]([object Object]) )= -3 |
| NaN |
| f2 (a[24](-1) , a[59]([object Object]) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[59]([object Object]) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[60](1,2,3) )= -3 |
| NaN |
| f2 (a[24](-1) , a[60](1,2,3) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[60](1,2,3) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[61]([object Object]) )= -3 |
| NaN |
| f2 (a[24](-1) , a[61]([object Object]) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[61]([object Object]) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[62](1,2,3) )= -3 |
| NaN |
| f2 (a[24](-1) , a[62](1,2,3) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[62](1,2,3) )= -3 |
| -2147483643 |
| f1 (a[24](-1) , a[63](function foo() {}) )= -3 |
| NaN |
| f2 (a[24](-1) , a[63](function foo() {}) )= NaN |
| NaN |
| -2147483643 |
| NaN |
| -3 NaN |
| f3 (a[24](-1) , a[63](function foo() {}) )= -3 |
| f1 (a[25](0) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[25](0) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[0](undefined) )= 5 |
| f1 (a[25](0) , a[1](null) )= 5 |
| f2 (a[25](0) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[1](null) )= 5 |
| -3 |
| f1 (a[25](0) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[25](0) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[25](0) , a[2](true) )= 0 |
| f1 (a[25](0) , a[3](false) )= 5 |
| f2 (a[25](0) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[3](false) )= 5 |
| -3 |
| f1 (a[25](0) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[25](0) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[25](0) , a[4](true) )= 0 |
| f1 (a[25](0) , a[5](false) )= 5 |
| f2 (a[25](0) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[5](false) )= 5 |
| f1 (a[25](0) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[25](0) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[6](NaN) )= 5 |
| f1 (a[25](0) , a[7](0) )= 5 |
| f2 (a[25](0) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[7](0) )= 5 |
| f1 (a[25](0) , a[8](0) )= 5 |
| f2 (a[25](0) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[8](0) )= 5 |
| f1 (a[25](0) , a[9](0) )= 5 |
| f2 (a[25](0) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[9](0) )= 5 |
| -3 |
| f1 (a[25](0) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[25](0) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[25](0) , a[10](1) )= 0 |
| f1 (a[25](0) , a[11](10) )= 2 |
| 0 |
| f2 (a[25](0) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[25](0) , a[11](10) )= 7 |
| f1 (a[25](0) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[25](0) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[25](0) , a[12](10.1) )= 2 |
| f1 (a[25](0) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[25](0) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[25](0) , a[13](-1) )= 2 |
| f1 (a[25](0) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[25](0) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[25](0) , a[14](-5) )= 0 |
| -3 |
| f1 (a[25](0) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[25](0) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[25](0) , a[15](5) )= 0 |
| f1 (a[25](0) , a[16](124) )= 7 |
| f2 (a[25](0) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[25](0) , a[16](124) )= 2 |
| f1 (a[25](0) , a[17](248) )= 7 |
| f2 (a[25](0) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[25](0) , a[17](248) )= 2 |
| f1 (a[25](0) , a[18](654) )= 2 |
| 0 |
| f2 (a[25](0) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[25](0) , a[18](654) )= 0 |
| f1 (a[25](0) , a[19](987) )= 2 |
| 0 |
| f2 (a[25](0) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[25](0) , a[19](987) )= 2 |
| f1 (a[25](0) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[25](0) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[25](0) , a[20](-1026) )= -2059 |
| f1 (a[25](0) , a[21](98768.2546) )= 7 |
| f2 (a[25](0) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[25](0) , a[21](98768.2546) )= 2 |
| f1 (a[25](0) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[25](0) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[25](0) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[25](0) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[25](0) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[25](0) , a[23](1) )= 0 |
| f1 (a[25](0) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[25](0) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[25](0) , a[24](-1) )= 2 |
| f1 (a[25](0) , a[25](0) )= 5 |
| f2 (a[25](0) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[25](0) )= 5 |
| f1 (a[25](0) , a[26](-2147483648) )= -2147483643 |
| f2 (a[25](0) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[25](0) , a[26](-2147483648) )= -7 |
| f1 (a[25](0) , a[27](2147483648) )= -2147483643 |
| f2 (a[25](0) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[25](0) , a[27](2147483648) )= 2 |
| f1 (a[25](0) , a[28](33554432) )= 7 |
| f2 (a[25](0) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[25](0) , a[28](33554432) )= 2 |
| f1 (a[25](0) , a[29](-33554432) )= -33554427 |
| f2 (a[25](0) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[25](0) , a[29](-33554432) )= -67108871 |
| f1 (a[25](0) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[25](0) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[25](0) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[25](0) , a[31](5e-324) )= 5 |
| f2 (a[25](0) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[31](5e-324) )= 5 |
| f1 (a[25](0) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[25](0) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[32](NaN) )= 5 |
| f1 (a[25](0) , a[33](Infinity) )= 5 |
| f2 (a[25](0) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[25](0) , a[33](Infinity) )= 5 |
| f1 (a[25](0) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[25](0) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[25](0) , a[34](-Infinity) )= 5 |
| f1 (a[25](0) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[25](0) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[35](NaN) )= 5 |
| f1 (a[25](0) , a[36](0) )= 5 |
| f2 (a[25](0) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[36](0) )= 5 |
| f1 (a[25](0) , a[37](0) )= 5 |
| f2 (a[25](0) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[37](0) )= 5 |
| f1 (a[25](0) , a[38](0) )= 5 |
| f2 (a[25](0) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[38](0) )= 5 |
| -3 |
| f1 (a[25](0) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[25](0) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[25](0) , a[39](1) )= 0 |
| f1 (a[25](0) , a[40](10) )= 2 |
| 0 |
| f2 (a[25](0) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[25](0) , a[40](10) )= 7 |
| f1 (a[25](0) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[25](0) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[25](0) , a[41](10.1) )= 2 |
| f1 (a[25](0) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[25](0) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[25](0) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[25](0) , a[43](5e-324) )= 5 |
| f2 (a[25](0) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[43](5e-324) )= 5 |
| f1 (a[25](0) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[25](0) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[44](NaN) )= 5 |
| f1 (a[25](0) , a[45](Infinity) )= 5 |
| f2 (a[25](0) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[25](0) , a[45](Infinity) )= 5 |
| f1 (a[25](0) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[25](0) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[25](0) , a[46](-Infinity) )= 5 |
| f1 (a[25](0) , a[47]() )= 5 |
| f2 (a[25](0) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[47]() )= 5 |
| f1 (a[25](0) , a[48](hello) )= 5 |
| NaN |
| f2 (a[25](0) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[48](hello) )= 5 |
| f1 (a[25](0) , a[49](hello) )= 5 |
| NaN |
| f2 (a[25](0) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[49](hello) )= 5 |
| f1 (a[25](0) , a[50](+0) )= 5 |
| f2 (a[25](0) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[50](+0) )= 5 |
| f1 (a[25](0) , a[51](-0) )= 5 |
| f2 (a[25](0) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[51](-0) )= 5 |
| f1 (a[25](0) , a[52](0) )= 5 |
| f2 (a[25](0) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[52](0) )= 5 |
| -3 |
| f1 (a[25](0) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[25](0) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[25](0) , a[53](1) )= 0 |
| f1 (a[25](0) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[25](0) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[25](0) , a[54](10.0) )= 7 |
| f1 (a[25](0) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[25](0) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[25](0) , a[55](10.1) )= 2 |
| f1 (a[25](0) , a[56]() )= 5 |
| f2 (a[25](0) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[25](0) , a[56]() )= 5 |
| f1 (a[25](0) , a[57](hello) )= 5 |
| NaN |
| f2 (a[25](0) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[57](hello) )= 5 |
| f1 (a[25](0) , a[58](hello) )= 5 |
| NaN |
| f2 (a[25](0) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[58](hello) )= 5 |
| f1 (a[25](0) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[25](0) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[59]([object Object]) )= 5 |
| f1 (a[25](0) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[25](0) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[60](1,2,3) )= 5 |
| f1 (a[25](0) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[25](0) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[61]([object Object]) )= 5 |
| f1 (a[25](0) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[25](0) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[62](1,2,3) )= 5 |
| f1 (a[25](0) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[25](0) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[25](0) , a[63](function foo() {}) )= 5 |
| f1 (a[26](-2147483648) , a[0](undefined) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[0](undefined) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[0](undefined) )= 7 |
| f1 (a[26](-2147483648) , a[1](null) )= 7 |
| f2 (a[26](-2147483648) , a[1](null) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[1](null) )= 7 |
| f1 (a[26](-2147483648) , a[2](true) )= -3 |
| f2 (a[26](-2147483648) , a[2](true) )= -4294967303.6 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[26](-2147483648) , a[2](true) )= -3 |
| f1 (a[26](-2147483648) , a[3](false) )= 7 |
| f2 (a[26](-2147483648) , a[3](false) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[3](false) )= 7 |
| f1 (a[26](-2147483648) , a[4](true) )= -3 |
| f2 (a[26](-2147483648) , a[4](true) )= -4294967303.6 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[26](-2147483648) , a[4](true) )= -3 |
| f1 (a[26](-2147483648) , a[5](false) )= 7 |
| f2 (a[26](-2147483648) , a[5](false) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[5](false) )= 7 |
| f1 (a[26](-2147483648) , a[6](NaN) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[6](NaN) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[6](NaN) )= 7 |
| f1 (a[26](-2147483648) , a[7](0) )= 7 |
| f2 (a[26](-2147483648) , a[7](0) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[7](0) )= 7 |
| f1 (a[26](-2147483648) , a[8](0) )= 7 |
| f2 (a[26](-2147483648) , a[8](0) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[8](0) )= 7 |
| f1 (a[26](-2147483648) , a[9](0) )= 7 |
| f2 (a[26](-2147483648) , a[9](0) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[9](0) )= 7 |
| f1 (a[26](-2147483648) , a[10](1) )= -3 |
| f2 (a[26](-2147483648) , a[10](1) )= -4294967303.6 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[26](-2147483648) , a[10](1) )= -3 |
| -2147483646 |
| f1 (a[26](-2147483648) , a[11](10) )= 0 |
| -16320875724.8 |
| f2 (a[26](-2147483648) , a[11](10) )= -6442450944 |
| 12.4 |
| 12.4 |
| 7 1000 |
| f3 (a[26](-2147483648) , a[11](10) )= 7 |
| -2147483646 |
| f1 (a[26](-2147483648) , a[12](10.1) )= 0 |
| -16320875724.8 |
| f2 (a[26](-2147483648) , a[12](10.1) )= -6442450944 |
| 36.8 |
| -2147483646 |
| 36.8 |
| 0 1030.301 |
| f3 (a[26](-2147483648) , a[12](10.1) )= 0 |
| f1 (a[26](-2147483648) , a[13](-1) )= -1717986917 |
| f2 (a[26](-2147483648) , a[13](-1) )= -1413062833.3160171 |
| -2147483646 |
| 0 -0.5454545454545455 |
| f3 (a[26](-2147483648) , a[13](-1) )= 0 |
| f1 (a[26](-2147483648) , a[14](-5) )= -1717986917 |
| f2 (a[26](-2147483648) , a[14](-5) )= -1413062833.3160171 |
| 1 |
| -3 -0.5454545454545454 |
| f3 (a[26](-2147483648) , a[14](-5) )= -3 |
| f1 (a[26](-2147483648) , a[15](5) )= -3 |
| f2 (a[26](-2147483648) , a[15](5) )= -4294967303.6 |
| -3.4 |
| -3.4 |
| -3 5 |
| f3 (a[26](-2147483648) , a[15](5) )= -3 |
| f1 (a[26](-2147483648) , a[16](124) )= 7 |
| f2 (a[26](-2147483648) , a[16](124) )= -4294967288.4 |
| -1717986917 250.5 |
| f3 (a[26](-2147483648) , a[16](124) )= -1717986917 |
| f1 (a[26](-2147483648) , a[17](248) )= 7 |
| f2 (a[26](-2147483648) , a[17](248) )= -4294967288.4 |
| -1717986917 498.5 |
| f3 (a[26](-2147483648) , a[17](248) )= -1717986917 |
| -2147483646 |
| f1 (a[26](-2147483648) , a[18](654) )= 0 |
| -16320875724.8 |
| f2 (a[26](-2147483648) , a[18](654) )= -6442450944 |
| -7057314 |
| -3 -3 |
| f3 (a[26](-2147483648) , a[18](654) )= -3 |
| f1 (a[26](-2147483648) , a[19](987) )= -1717986917 |
| f2 (a[26](-2147483648) , a[19](987) )= -1413062833.3160171 |
| 0.9965478728804955 |
| 0.9965478728804955 |
| -1717986917 987 |
| f3 (a[26](-2147483648) , a[19](987) )= -1717986917 |
| -2147483646 |
| f1 (a[26](-2147483648) , a[20](-1026) )= 0 |
| -16320875724.8 |
| f2 (a[26](-2147483648) , a[20](-1026) )= -6442450944 |
| -3 -2059.6 |
| f3 (a[26](-2147483648) , a[20](-1026) )= -3 |
| f1 (a[26](-2147483648) , a[21](98768.2546) )= 7 |
| f2 (a[26](-2147483648) , a[21](98768.2546) )= -4294967288.4 |
| -1717986917 197539.0092 |
| f3 (a[26](-2147483648) , a[21](98768.2546) )= -1717986917 |
| -2147483646 |
| f1 (a[26](-2147483648) , a[22](-88754.15478) )= 0 |
| -16320875724.8 |
| f2 (a[26](-2147483648) , a[22](-88754.15478) )= -6442450944 |
| -3 7877974533.838525 |
| f3 (a[26](-2147483648) , a[22](-88754.15478) )= -3 |
| f1 (a[26](-2147483648) , a[23](1) )= -3 |
| f2 (a[26](-2147483648) , a[23](1) )= -4294967303.6 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[26](-2147483648) , a[23](1) )= -3 |
| f1 (a[26](-2147483648) , a[24](-1) )= -1717986917 |
| f2 (a[26](-2147483648) , a[24](-1) )= -1413062833.3160171 |
| -2147483646 |
| 0 -0.5454545454545455 |
| f3 (a[26](-2147483648) , a[24](-1) )= 0 |
| f1 (a[26](-2147483648) , a[25](0) )= 7 |
| f2 (a[26](-2147483648) , a[25](0) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[25](0) )= 7 |
| f1 (a[26](-2147483648) , a[26](-2147483648) )= -2147483643 |
| f2 (a[26](-2147483648) , a[26](-2147483648) )= -6442450938.5 |
| -3 -4294967303.6 |
| f3 (a[26](-2147483648) , a[26](-2147483648) )= -3 |
| f1 (a[26](-2147483648) , a[27](2147483648) )= -2147483643 |
| f2 (a[26](-2147483648) , a[27](2147483648) )= -4294967288.4 |
| -1717986917 4294967298.5 |
| f3 (a[26](-2147483648) , a[27](2147483648) )= -1717986917 |
| f1 (a[26](-2147483648) , a[28](33554432) )= 7 |
| f2 (a[26](-2147483648) , a[28](33554432) )= -4294967288.4 |
| -1717986917 67108866.5 |
| f3 (a[26](-2147483648) , a[28](33554432) )= -1717986917 |
| f1 (a[26](-2147483648) , a[29](-33554432) )= 7 |
| f2 (a[26](-2147483648) , a[29](-33554432) )= -4294967288.4 |
| -3 -67108871.6 |
| f3 (a[26](-2147483648) , a[29](-33554432) )= -3 |
| f1 (a[26](-2147483648) , a[30](1.7976931348623157e+308) )= 7 |
| f2 (a[26](-2147483648) , a[30](1.7976931348623157e+308) )= -4294967288.4 |
| 7 Infinity |
| f3 (a[26](-2147483648) , a[30](1.7976931348623157e+308) )= 7 |
| f1 (a[26](-2147483648) , a[31](5e-324) )= 7 |
| f2 (a[26](-2147483648) , a[31](5e-324) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[31](5e-324) )= 7 |
| f1 (a[26](-2147483648) , a[32](NaN) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[32](NaN) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[32](NaN) )= 7 |
| f1 (a[26](-2147483648) , a[33](Infinity) )= 7 |
| f2 (a[26](-2147483648) , a[33](Infinity) )= -4294967288.4 |
| Infinity |
| Infinity |
| 7 NaN |
| f3 (a[26](-2147483648) , a[33](Infinity) )= 7 |
| f1 (a[26](-2147483648) , a[34](-Infinity) )= 7 |
| -Infinity |
| f2 (a[26](-2147483648) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -Infinity |
| 7 -Infinity |
| f3 (a[26](-2147483648) , a[34](-Infinity) )= 7 |
| f1 (a[26](-2147483648) , a[35](NaN) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[35](NaN) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[35](NaN) )= 7 |
| f1 (a[26](-2147483648) , a[36](0) )= 7 |
| f2 (a[26](-2147483648) , a[36](0) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[36](0) )= 7 |
| f1 (a[26](-2147483648) , a[37](0) )= 7 |
| f2 (a[26](-2147483648) , a[37](0) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[37](0) )= 7 |
| f1 (a[26](-2147483648) , a[38](0) )= 7 |
| f2 (a[26](-2147483648) , a[38](0) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[38](0) )= 7 |
| f1 (a[26](-2147483648) , a[39](1) )= -3 |
| f2 (a[26](-2147483648) , a[39](1) )= -4294967303.6 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[26](-2147483648) , a[39](1) )= -3 |
| -2147483646 |
| f1 (a[26](-2147483648) , a[40](10) )= 0 |
| -16320875724.8 |
| f2 (a[26](-2147483648) , a[40](10) )= -6442450944 |
| 12.4 |
| 12.4 |
| 7 1000 |
| f3 (a[26](-2147483648) , a[40](10) )= 7 |
| -2147483646 |
| f1 (a[26](-2147483648) , a[41](10.1) )= 0 |
| -16320875724.8 |
| f2 (a[26](-2147483648) , a[41](10.1) )= -6442450944 |
| 36.8 |
| -2147483646 |
| 36.8 |
| 0 1030.301 |
| f3 (a[26](-2147483648) , a[41](10.1) )= 0 |
| f1 (a[26](-2147483648) , a[42](1.7976931348623157e+308) )= 7 |
| f2 (a[26](-2147483648) , a[42](1.7976931348623157e+308) )= -4294967288.4 |
| 7 Infinity |
| f3 (a[26](-2147483648) , a[42](1.7976931348623157e+308) )= 7 |
| f1 (a[26](-2147483648) , a[43](5e-324) )= 7 |
| f2 (a[26](-2147483648) , a[43](5e-324) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[43](5e-324) )= 7 |
| f1 (a[26](-2147483648) , a[44](NaN) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[44](NaN) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[44](NaN) )= 7 |
| f1 (a[26](-2147483648) , a[45](Infinity) )= 7 |
| f2 (a[26](-2147483648) , a[45](Infinity) )= -4294967288.4 |
| Infinity |
| Infinity |
| 7 NaN |
| f3 (a[26](-2147483648) , a[45](Infinity) )= 7 |
| f1 (a[26](-2147483648) , a[46](-Infinity) )= 7 |
| -Infinity |
| f2 (a[26](-2147483648) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -Infinity |
| 7 -Infinity |
| f3 (a[26](-2147483648) , a[46](-Infinity) )= 7 |
| f1 (a[26](-2147483648) , a[47]() )= 7 |
| f2 (a[26](-2147483648) , a[47]() )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[47]() )= 7 |
| f1 (a[26](-2147483648) , a[48](hello) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[48](hello) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[48](hello) )= 7 |
| f1 (a[26](-2147483648) , a[49](hello) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[49](hello) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[49](hello) )= 7 |
| f1 (a[26](-2147483648) , a[50](+0) )= 7 |
| f2 (a[26](-2147483648) , a[50](+0) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[50](+0) )= 7 |
| f1 (a[26](-2147483648) , a[51](-0) )= 7 |
| f2 (a[26](-2147483648) , a[51](-0) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[51](-0) )= 7 |
| f1 (a[26](-2147483648) , a[52](0) )= 7 |
| f2 (a[26](-2147483648) , a[52](0) )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[52](0) )= 7 |
| f1 (a[26](-2147483648) , a[53](1) )= -3 |
| f2 (a[26](-2147483648) , a[53](1) )= -4294967303.6 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[26](-2147483648) , a[53](1) )= -3 |
| -2147483646 |
| f1 (a[26](-2147483648) , a[54](10.0) )= 0 |
| -16320875724.8 |
| f2 (a[26](-2147483648) , a[54](10.0) )= -6442450944 |
| 12.4 |
| 12.4 |
| 7 1000 |
| f3 (a[26](-2147483648) , a[54](10.0) )= 7 |
| -2147483646 |
| f1 (a[26](-2147483648) , a[55](10.1) )= 0 |
| -16320875724.8 |
| f2 (a[26](-2147483648) , a[55](10.1) )= -6442450944 |
| 36.8 |
| -2147483646 |
| 36.8 |
| 0 1030.301 |
| f3 (a[26](-2147483648) , a[55](10.1) )= 0 |
| f1 (a[26](-2147483648) , a[56]() )= 7 |
| f2 (a[26](-2147483648) , a[56]() )= -4294967288.4 |
| -7.6 |
| 7 2.5 |
| f3 (a[26](-2147483648) , a[56]() )= 7 |
| f1 (a[26](-2147483648) , a[57](hello) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[57](hello) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[57](hello) )= 7 |
| f1 (a[26](-2147483648) , a[58](hello) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[58](hello) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[58](hello) )= 7 |
| f1 (a[26](-2147483648) , a[59]([object Object]) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[59]([object Object]) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[59]([object Object]) )= 7 |
| f1 (a[26](-2147483648) , a[60](1,2,3) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[60](1,2,3) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[60](1,2,3) )= 7 |
| f1 (a[26](-2147483648) , a[61]([object Object]) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[61]([object Object]) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[61]([object Object]) )= 7 |
| f1 (a[26](-2147483648) , a[62](1,2,3) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[62](1,2,3) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[62](1,2,3) )= 7 |
| f1 (a[26](-2147483648) , a[63](function foo() {}) )= 7 |
| NaN |
| f2 (a[26](-2147483648) , a[63](function foo() {}) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[26](-2147483648) , a[63](function foo() {}) )= 7 |
| f1 (a[27](2147483648) , a[0](undefined) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[0](undefined) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[0](undefined) )= 7 |
| f1 (a[27](2147483648) , a[1](null) )= 7 |
| f2 (a[27](2147483648) , a[1](null) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[1](null) )= 7 |
| f1 (a[27](2147483648) , a[2](true) )= -3 |
| f2 (a[27](2147483648) , a[2](true) )= 4294967302.5 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[27](2147483648) , a[2](true) )= -3 |
| f1 (a[27](2147483648) , a[3](false) )= 7 |
| f2 (a[27](2147483648) , a[3](false) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[3](false) )= 7 |
| f1 (a[27](2147483648) , a[4](true) )= -3 |
| f2 (a[27](2147483648) , a[4](true) )= 4294967302.5 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[27](2147483648) , a[4](true) )= -3 |
| f1 (a[27](2147483648) , a[5](false) )= 7 |
| f2 (a[27](2147483648) , a[5](false) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[5](false) )= 7 |
| f1 (a[27](2147483648) , a[6](NaN) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[6](NaN) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[6](NaN) )= 7 |
| f1 (a[27](2147483648) , a[7](0) )= 7 |
| f2 (a[27](2147483648) , a[7](0) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[7](0) )= 7 |
| f1 (a[27](2147483648) , a[8](0) )= 7 |
| f2 (a[27](2147483648) , a[8](0) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[8](0) )= 7 |
| f1 (a[27](2147483648) , a[9](0) )= 7 |
| f2 (a[27](2147483648) , a[9](0) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[9](0) )= 7 |
| f1 (a[27](2147483648) , a[10](1) )= -3 |
| f2 (a[27](2147483648) , a[10](1) )= 4294967302.5 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[27](2147483648) , a[10](1) )= -3 |
| -2147483646 |
| f1 (a[27](2147483648) , a[11](10) )= 0 |
| 4294967311.5 |
| f2 (a[27](2147483648) , a[11](10) )= 46116860184273880000 |
| 12.4 |
| 12.4 |
| 7 1000 |
| f3 (a[27](2147483648) , a[11](10) )= 7 |
| -2147483646 |
| f1 (a[27](2147483648) , a[12](10.1) )= 0 |
| 4294967311.6 |
| f2 (a[27](2147483648) , a[12](10.1) )= 46578028786116620000 |
| 36.8 |
| -2147483646 |
| 36.8 |
| 0 1030.301 |
| f3 (a[27](2147483648) , a[12](10.1) )= 0 |
| f1 (a[27](2147483648) , a[13](-1) )= -1717986917 |
| f2 (a[27](2147483648) , a[13](-1) )= 4294967300.5 |
| -2147483646 |
| 0 -0.5454545454545455 |
| f3 (a[27](2147483648) , a[13](-1) )= 0 |
| f1 (a[27](2147483648) , a[14](-5) )= -1717986917 |
| f2 (a[27](2147483648) , a[14](-5) )= 4294967296.5 |
| 1 |
| -3 -0.5454545454545454 |
| f3 (a[27](2147483648) , a[14](-5) )= -3 |
| f1 (a[27](2147483648) , a[15](5) )= -3 |
| f2 (a[27](2147483648) , a[15](5) )= 4294967306.5 |
| -3.4 |
| -3.4 |
| -3 5 |
| f3 (a[27](2147483648) , a[15](5) )= -3 |
| f1 (a[27](2147483648) , a[16](124) )= 7 |
| f2 (a[27](2147483648) , a[16](124) )= 4294967425.5 |
| -1717986917 250.5 |
| f3 (a[27](2147483648) , a[16](124) )= -1717986917 |
| f1 (a[27](2147483648) , a[17](248) )= 7 |
| f2 (a[27](2147483648) , a[17](248) )= 4294967549.5 |
| -1717986917 498.5 |
| f3 (a[27](2147483648) , a[17](248) )= -1717986917 |
| -2147483646 |
| f1 (a[27](2147483648) , a[18](654) )= 0 |
| 4294967955.5 |
| f2 (a[27](2147483648) , a[18](654) )= 3.0160426560515117e+21 |
| -7057314 |
| -3 -3 |
| f3 (a[27](2147483648) , a[18](654) )= -3 |
| f1 (a[27](2147483648) , a[19](987) )= -1717986917 |
| f2 (a[27](2147483648) , a[19](987) )= 4294968288.5 |
| 0.9965478728804955 |
| 0.9965478728804955 |
| -1717986917 987 |
| f3 (a[27](2147483648) , a[19](987) )= -1717986917 |
| -2147483646 |
| f1 (a[27](2147483648) , a[20](-1026) )= 0 |
| f2 (a[27](2147483648) , a[20](-1026) )= 4294966275.5 |
| -3 -2059.6 |
| f3 (a[27](2147483648) , a[20](-1026) )= -3 |
| f1 (a[27](2147483648) , a[21](98768.2546) )= 7 |
| f2 (a[27](2147483648) , a[21](98768.2546) )= 4295066069.754601 |
| -1717986917 197539.0092 |
| f3 (a[27](2147483648) , a[21](98768.2546) )= -1717986917 |
| -2147483646 |
| f1 (a[27](2147483648) , a[22](-88754.15478) )= 0 |
| f2 (a[27](2147483648) , a[22](-88754.15478) )= 4294878547.34522 |
| -3 7877974533.838525 |
| f3 (a[27](2147483648) , a[22](-88754.15478) )= -3 |
| f1 (a[27](2147483648) , a[23](1) )= -3 |
| f2 (a[27](2147483648) , a[23](1) )= 4294967302.5 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[27](2147483648) , a[23](1) )= -3 |
| f1 (a[27](2147483648) , a[24](-1) )= -1717986917 |
| f2 (a[27](2147483648) , a[24](-1) )= 4294967300.5 |
| -2147483646 |
| 0 -0.5454545454545455 |
| f3 (a[27](2147483648) , a[24](-1) )= 0 |
| f1 (a[27](2147483648) , a[25](0) )= 7 |
| f2 (a[27](2147483648) , a[25](0) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[25](0) )= 7 |
| f1 (a[27](2147483648) , a[26](-2147483648) )= -2147483643 |
| f2 (a[27](2147483648) , a[26](-2147483648) )= 2147483653.5 |
| -3 -4294967303.6 |
| f3 (a[27](2147483648) , a[26](-2147483648) )= -3 |
| f1 (a[27](2147483648) , a[27](2147483648) )= -2147483643 |
| f2 (a[27](2147483648) , a[27](2147483648) )= 6442450949.5 |
| -1717986917 4294967298.5 |
| f3 (a[27](2147483648) , a[27](2147483648) )= -1717986917 |
| f1 (a[27](2147483648) , a[28](33554432) )= 7 |
| f2 (a[27](2147483648) , a[28](33554432) )= 4328521733.5 |
| -1717986917 67108866.5 |
| f3 (a[27](2147483648) , a[28](33554432) )= -1717986917 |
| f1 (a[27](2147483648) , a[29](-33554432) )= 7 |
| f2 (a[27](2147483648) , a[29](-33554432) )= 4261412869.5 |
| -3 -67108871.6 |
| f3 (a[27](2147483648) , a[29](-33554432) )= -3 |
| f1 (a[27](2147483648) , a[30](1.7976931348623157e+308) )= 7 |
| 4294967303.6 |
| f2 (a[27](2147483648) , a[30](1.7976931348623157e+308) )= 6442450944 |
| 7 Infinity |
| f3 (a[27](2147483648) , a[30](1.7976931348623157e+308) )= 7 |
| f1 (a[27](2147483648) , a[31](5e-324) )= 7 |
| f2 (a[27](2147483648) , a[31](5e-324) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[31](5e-324) )= 7 |
| f1 (a[27](2147483648) , a[32](NaN) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[32](NaN) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[32](NaN) )= 7 |
| f1 (a[27](2147483648) , a[33](Infinity) )= 7 |
| 4294967303.6 |
| f2 (a[27](2147483648) , a[33](Infinity) )= 6442450944 |
| Infinity |
| Infinity |
| 7 NaN |
| f3 (a[27](2147483648) , a[33](Infinity) )= 7 |
| f1 (a[27](2147483648) , a[34](-Infinity) )= 7 |
| -Infinity |
| f2 (a[27](2147483648) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -Infinity |
| 7 -Infinity |
| f3 (a[27](2147483648) , a[34](-Infinity) )= 7 |
| f1 (a[27](2147483648) , a[35](NaN) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[35](NaN) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[35](NaN) )= 7 |
| f1 (a[27](2147483648) , a[36](0) )= 7 |
| f2 (a[27](2147483648) , a[36](0) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[36](0) )= 7 |
| f1 (a[27](2147483648) , a[37](0) )= 7 |
| f2 (a[27](2147483648) , a[37](0) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[37](0) )= 7 |
| f1 (a[27](2147483648) , a[38](0) )= 7 |
| f2 (a[27](2147483648) , a[38](0) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[38](0) )= 7 |
| f1 (a[27](2147483648) , a[39](1) )= -3 |
| f2 (a[27](2147483648) , a[39](1) )= 4294967302.5 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[27](2147483648) , a[39](1) )= -3 |
| -2147483646 |
| f1 (a[27](2147483648) , a[40](10) )= 0 |
| 4294967311.5 |
| f2 (a[27](2147483648) , a[40](10) )= 46116860184273880000 |
| 12.4 |
| 12.4 |
| 7 1000 |
| f3 (a[27](2147483648) , a[40](10) )= 7 |
| -2147483646 |
| f1 (a[27](2147483648) , a[41](10.1) )= 0 |
| 4294967311.6 |
| f2 (a[27](2147483648) , a[41](10.1) )= 46578028786116620000 |
| 36.8 |
| -2147483646 |
| 36.8 |
| 0 1030.301 |
| f3 (a[27](2147483648) , a[41](10.1) )= 0 |
| f1 (a[27](2147483648) , a[42](1.7976931348623157e+308) )= 7 |
| 4294967303.6 |
| f2 (a[27](2147483648) , a[42](1.7976931348623157e+308) )= 6442450944 |
| 7 Infinity |
| f3 (a[27](2147483648) , a[42](1.7976931348623157e+308) )= 7 |
| f1 (a[27](2147483648) , a[43](5e-324) )= 7 |
| f2 (a[27](2147483648) , a[43](5e-324) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[43](5e-324) )= 7 |
| f1 (a[27](2147483648) , a[44](NaN) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[44](NaN) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[44](NaN) )= 7 |
| f1 (a[27](2147483648) , a[45](Infinity) )= 7 |
| 4294967303.6 |
| f2 (a[27](2147483648) , a[45](Infinity) )= 6442450944 |
| Infinity |
| Infinity |
| 7 NaN |
| f3 (a[27](2147483648) , a[45](Infinity) )= 7 |
| f1 (a[27](2147483648) , a[46](-Infinity) )= 7 |
| -Infinity |
| f2 (a[27](2147483648) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -Infinity |
| 7 -Infinity |
| f3 (a[27](2147483648) , a[46](-Infinity) )= 7 |
| f1 (a[27](2147483648) , a[47]() )= 7 |
| f2 (a[27](2147483648) , a[47]() )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[47]() )= 7 |
| f1 (a[27](2147483648) , a[48](hello) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[48](hello) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[48](hello) )= 7 |
| f1 (a[27](2147483648) , a[49](hello) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[49](hello) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[49](hello) )= 7 |
| f1 (a[27](2147483648) , a[50](+0) )= 7 |
| f2 (a[27](2147483648) , a[50](+0) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[50](+0) )= 7 |
| f1 (a[27](2147483648) , a[51](-0) )= 7 |
| f2 (a[27](2147483648) , a[51](-0) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[51](-0) )= 7 |
| f1 (a[27](2147483648) , a[52](0) )= 7 |
| f2 (a[27](2147483648) , a[52](0) )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[52](0) )= 7 |
| f1 (a[27](2147483648) , a[53](1) )= -3 |
| f2 (a[27](2147483648) , a[53](1) )= 4294967302.5 |
| -3.4 |
| -8.5 |
| -3 -3 |
| f3 (a[27](2147483648) , a[53](1) )= -3 |
| -2147483646 |
| f1 (a[27](2147483648) , a[54](10.0) )= 0 |
| 4294967311.5 |
| f2 (a[27](2147483648) , a[54](10.0) )= 46116860184273880000 |
| 12.4 |
| 12.4 |
| 7 1000 |
| f3 (a[27](2147483648) , a[54](10.0) )= 7 |
| -2147483646 |
| f1 (a[27](2147483648) , a[55](10.1) )= 0 |
| 4294967311.6 |
| f2 (a[27](2147483648) , a[55](10.1) )= 46578028786116620000 |
| 36.8 |
| -2147483646 |
| 36.8 |
| 0 1030.301 |
| f3 (a[27](2147483648) , a[55](10.1) )= 0 |
| f1 (a[27](2147483648) , a[56]() )= 7 |
| f2 (a[27](2147483648) , a[56]() )= 4294967301.5 |
| -7.6 |
| 7 2.5 |
| f3 (a[27](2147483648) , a[56]() )= 7 |
| f1 (a[27](2147483648) , a[57](hello) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[57](hello) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[57](hello) )= 7 |
| f1 (a[27](2147483648) , a[58](hello) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[58](hello) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[58](hello) )= 7 |
| f1 (a[27](2147483648) , a[59]([object Object]) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[59]([object Object]) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[59]([object Object]) )= 7 |
| f1 (a[27](2147483648) , a[60](1,2,3) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[60](1,2,3) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[60](1,2,3) )= 7 |
| f1 (a[27](2147483648) , a[61]([object Object]) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[61]([object Object]) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[61]([object Object]) )= 7 |
| f1 (a[27](2147483648) , a[62](1,2,3) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[62](1,2,3) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[62](1,2,3) )= 7 |
| f1 (a[27](2147483648) , a[63](function foo() {}) )= 7 |
| NaN |
| f2 (a[27](2147483648) , a[63](function foo() {}) )= NaN |
| NaN |
| NaN |
| 7 NaN |
| f3 (a[27](2147483648) , a[63](function foo() {}) )= 7 |
| f1 (a[28](33554432) , a[0](undefined) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[0](undefined) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[0](undefined) )= 67108869 |
| f1 (a[28](33554432) , a[1](null) )= 67108869 |
| f2 (a[28](33554432) , a[1](null) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[1](null) )= 67108869 |
| -4 |
| f1 (a[28](33554432) , a[2](true) )= 67108865 |
| f2 (a[28](33554432) , a[2](true) )= 67108870.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 67108865 1 |
| f3 (a[28](33554432) , a[2](true) )= 67108865 |
| f1 (a[28](33554432) , a[3](false) )= 67108869 |
| f2 (a[28](33554432) , a[3](false) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[3](false) )= 67108869 |
| -4 |
| f1 (a[28](33554432) , a[4](true) )= 67108865 |
| f2 (a[28](33554432) , a[4](true) )= 67108870.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 67108865 1 |
| f3 (a[28](33554432) , a[4](true) )= 67108865 |
| f1 (a[28](33554432) , a[5](false) )= 67108869 |
| f2 (a[28](33554432) , a[5](false) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[5](false) )= 67108869 |
| f1 (a[28](33554432) , a[6](NaN) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[6](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[6](NaN) )= 67108869 |
| f1 (a[28](33554432) , a[7](0) )= 67108869 |
| f2 (a[28](33554432) , a[7](0) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[7](0) )= 67108869 |
| f1 (a[28](33554432) , a[8](0) )= 67108869 |
| f2 (a[28](33554432) , a[8](0) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[8](0) )= 67108869 |
| f1 (a[28](33554432) , a[9](0) )= 67108869 |
| f2 (a[28](33554432) , a[9](0) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[9](0) )= 67108869 |
| -4 |
| f1 (a[28](33554432) , a[10](1) )= 67108865 |
| f2 (a[28](33554432) , a[10](1) )= 67108870.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 67108865 1 |
| f3 (a[28](33554432) , a[10](1) )= 67108865 |
| -939524096 |
| f1 (a[28](33554432) , a[11](10) )= 67108874 |
| 67108879.5 |
| f2 (a[28](33554432) , a[11](10) )= 11258999068426240 |
| 12.4 |
| 0 |
| 67109869 36909877950 |
| f3 (a[28](33554432) , a[11](10) )= 67109869 |
| -939524096 |
| f1 (a[28](33554432) , a[12](10.1) )= 67108874 |
| 67108879.6 |
| f2 (a[28](33554432) , a[12](10.1) )= 11371589059110502 |
| 36.8 |
| -939524096 |
| 0 |
| 67109894 37651766496.795 |
| f3 (a[28](33554432) , a[12](10.1) )= 67109894 |
| 0 |
| f1 (a[28](33554432) , a[13](-1) )= 67108863 |
| f2 (a[28](33554432) , a[13](-1) )= 67108868.5 |
| -939524096 |
| 0 |
| 67108866 2.096774193548387 |
| f3 (a[28](33554432) , a[13](-1) )= 67108866 |
| 0 |
| f1 (a[28](33554432) , a[14](-5) )= 67108859 |
| f2 (a[28](33554432) , a[14](-5) )= 67108864.5 |
| 1 |
| 0 |
| 0 |
| 12201612.545454545 |
| 67108869 67108869 |
| f3 (a[28](33554432) , a[14](-5) )= 67108869 |
| 0 |
| f1 (a[28](33554432) , a[15](5) )= 67108869 |
| f2 (a[28](33554432) , a[15](5) )= 67108874.5 |
| -3.4 |
| 0 |
| 0 |
| -3.4 |
| 67108869 5 |
| f3 (a[28](33554432) , a[15](5) )= 67108869 |
| f1 (a[28](33554432) , a[16](124) )= 67108993 |
| f2 (a[28](33554432) , a[16](124) )= 67108993.5 |
| 51 |
| 0 |
| 67109123 67109122.5 |
| f3 (a[28](33554432) , a[16](124) )= 67109123 |
| f1 (a[28](33554432) , a[17](248) )= 67109117 |
| f2 (a[28](33554432) , a[17](248) )= 67109117.5 |
| 101 |
| 0 |
| 488.4 |
| 67109371 744 |
| f3 (a[28](33554432) , a[17](248) )= 67109371 |
| -939524096 |
| f1 (a[28](33554432) , a[18](654) )= 67109518 |
| 67109523.5 |
| f2 (a[28](33554432) , a[18](654) )= 736338539075076100 |
| 12938404 |
| 0 |
| 1300.4 |
| 80047273 279726264 |
| f3 (a[28](33554432) , a[18](654) )= 80047273 |
| 197 |
| f1 (a[28](33554432) , a[19](987) )= 67109851 |
| f2 (a[28](33554432) , a[19](987) )= 67109856.5 |
| 0.9965478728804955 |
| 197 |
| 0 |
| 12201612.545454546 |
| 67109851 67108869 |
| f3 (a[28](33554432) , a[19](987) )= 67109851 |
| -939524096 |
| f1 (a[28](33554432) , a[20](-1026) )= 67107838 |
| f2 (a[28](33554432) , a[20](-1026) )= 67107843.5 |
| -2064 |
| 0 |
| 67106805 -2059.6 |
| f3 (a[28](33554432) , a[20](-1026) )= 67106805 |
| f1 (a[28](33554432) , a[21](98768.2546) )= 67207637 |
| f2 (a[28](33554432) , a[21](98768.2546) )= 67207637.7546 |
| 39709 |
| 0 |
| 197528.9092 |
| 67306411 296304.7638 |
| f3 (a[28](33554432) , a[21](98768.2546) )= 67306411 |
| -939524096 |
| f1 (a[28](33554432) , a[22](-88754.15478) )= 67020110 |
| f2 (a[28](33554432) , a[22](-88754.15478) )= 67020115.34522 |
| -711960064 |
| 0 |
| -644851195 7877974533.838525 |
| f3 (a[28](33554432) , a[22](-88754.15478) )= -644851195 |
| -4 |
| f1 (a[28](33554432) , a[23](1) )= 67108865 |
| f2 (a[28](33554432) , a[23](1) )= 67108870.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 67108865 1 |
| f3 (a[28](33554432) , a[23](1) )= 67108865 |
| 0 |
| f1 (a[28](33554432) , a[24](-1) )= 67108863 |
| f2 (a[28](33554432) , a[24](-1) )= 67108868.5 |
| -939524096 |
| 0 |
| 67108866 2.096774193548387 |
| f3 (a[28](33554432) , a[24](-1) )= 67108866 |
| f1 (a[28](33554432) , a[25](0) )= 67108869 |
| f2 (a[28](33554432) , a[25](0) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[25](0) )= 67108869 |
| f1 (a[28](33554432) , a[26](-2147483648) )= -2080374779 |
| f2 (a[28](33554432) , a[26](-2147483648) )= -2080374778.5 |
| -12 |
| 0 |
| 67108857 -4294967303.6 |
| f3 (a[28](33554432) , a[26](-2147483648) )= 67108857 |
| f1 (a[28](33554432) , a[27](2147483648) )= -2080374779 |
| 67108871.6 |
| f2 (a[28](33554432) , a[27](2147483648) )= 100663296 |
| 2 |
| 0 |
| 67108875 4362076170.5 |
| f3 (a[28](33554432) , a[27](2147483648) )= 67108875 |
| f1 (a[28](33554432) , a[28](33554432) )= 100663301 |
| f2 (a[28](33554432) , a[28](33554432) )= 100663301.5 |
| 0 |
| 67108856.4 |
| 40265320 100663296 |
| f3 (a[28](33554432) , a[28](33554432) )= 40265320 |
| f1 (a[28](33554432) , a[29](-33554432) )= 33554437 |
| f2 (a[28](33554432) , a[29](-33554432) )= 33554437.5 |
| -67108876 |
| 0 |
| -7 -67108871.6 |
| f3 (a[28](33554432) , a[29](-33554432) )= -7 |
| f1 (a[28](33554432) , a[30](1.7976931348623157e+308) )= 67108869 |
| 67108871.6 |
| f2 (a[28](33554432) , a[30](1.7976931348623157e+308) )= 100663296 |
| 0 |
| 67108869 Infinity |
| f3 (a[28](33554432) , a[30](1.7976931348623157e+308) )= 67108869 |
| f1 (a[28](33554432) , a[31](5e-324) )= 67108869 |
| f2 (a[28](33554432) , a[31](5e-324) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 1.5e-323 |
| f3 (a[28](33554432) , a[31](5e-324) )= 67108869 |
| f1 (a[28](33554432) , a[32](NaN) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[32](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[32](NaN) )= 67108869 |
| f1 (a[28](33554432) , a[33](Infinity) )= 67108869 |
| 67108871.6 |
| f2 (a[28](33554432) , a[33](Infinity) )= 100663296 |
| Infinity |
| 0 |
| Infinity |
| 67108869 NaN |
| f3 (a[28](33554432) , a[33](Infinity) )= 67108869 |
| f1 (a[28](33554432) , a[34](-Infinity) )= 67108869 |
| -Infinity |
| f2 (a[28](33554432) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| 0 |
| -Infinity |
| 67108869 -Infinity |
| f3 (a[28](33554432) , a[34](-Infinity) )= 67108869 |
| f1 (a[28](33554432) , a[35](NaN) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[35](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[35](NaN) )= 67108869 |
| f1 (a[28](33554432) , a[36](0) )= 67108869 |
| f2 (a[28](33554432) , a[36](0) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[36](0) )= 67108869 |
| f1 (a[28](33554432) , a[37](0) )= 67108869 |
| f2 (a[28](33554432) , a[37](0) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[37](0) )= 67108869 |
| f1 (a[28](33554432) , a[38](0) )= 67108869 |
| f2 (a[28](33554432) , a[38](0) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[38](0) )= 67108869 |
| -4 |
| f1 (a[28](33554432) , a[39](1) )= 67108865 |
| f2 (a[28](33554432) , a[39](1) )= 67108870.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 67108865 1 |
| f3 (a[28](33554432) , a[39](1) )= 67108865 |
| -939524096 |
| f1 (a[28](33554432) , a[40](10) )= 67108874 |
| 67108879.5 |
| f2 (a[28](33554432) , a[40](10) )= 11258999068426240 |
| 12.4 |
| 0 |
| 67109869 36909877950 |
| f3 (a[28](33554432) , a[40](10) )= 67109869 |
| -939524096 |
| f1 (a[28](33554432) , a[41](10.1) )= 67108874 |
| 67108879.6 |
| f2 (a[28](33554432) , a[41](10.1) )= 11371589059110502 |
| 36.8 |
| -939524096 |
| 0 |
| 67109894 37651766496.795 |
| f3 (a[28](33554432) , a[41](10.1) )= 67109894 |
| f1 (a[28](33554432) , a[42](1.7976931348623157e+308) )= 67108869 |
| 67108871.6 |
| f2 (a[28](33554432) , a[42](1.7976931348623157e+308) )= 100663296 |
| 0 |
| 67108869 Infinity |
| f3 (a[28](33554432) , a[42](1.7976931348623157e+308) )= 67108869 |
| f1 (a[28](33554432) , a[43](5e-324) )= 67108869 |
| f2 (a[28](33554432) , a[43](5e-324) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 1.5e-323 |
| f3 (a[28](33554432) , a[43](5e-324) )= 67108869 |
| f1 (a[28](33554432) , a[44](NaN) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[44](NaN) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[44](NaN) )= 67108869 |
| f1 (a[28](33554432) , a[45](Infinity) )= 67108869 |
| 67108871.6 |
| f2 (a[28](33554432) , a[45](Infinity) )= 100663296 |
| Infinity |
| 0 |
| Infinity |
| 67108869 NaN |
| f3 (a[28](33554432) , a[45](Infinity) )= 67108869 |
| f1 (a[28](33554432) , a[46](-Infinity) )= 67108869 |
| -Infinity |
| f2 (a[28](33554432) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| 0 |
| -Infinity |
| 67108869 -Infinity |
| f3 (a[28](33554432) , a[46](-Infinity) )= 67108869 |
| f1 (a[28](33554432) , a[47]() )= 67108869 |
| f2 (a[28](33554432) , a[47]() )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[47]() )= 67108869 |
| f1 (a[28](33554432) , a[48](hello) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[48](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[48](hello) )= 67108869 |
| f1 (a[28](33554432) , a[49](hello) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[49](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[49](hello) )= 67108869 |
| f1 (a[28](33554432) , a[50](+0) )= 67108869 |
| f2 (a[28](33554432) , a[50](+0) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[50](+0) )= 67108869 |
| f1 (a[28](33554432) , a[51](-0) )= 67108869 |
| f2 (a[28](33554432) , a[51](-0) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[51](-0) )= 67108869 |
| f1 (a[28](33554432) , a[52](0) )= 67108869 |
| f2 (a[28](33554432) , a[52](0) )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[52](0) )= 67108869 |
| -4 |
| f1 (a[28](33554432) , a[53](1) )= 67108865 |
| f2 (a[28](33554432) , a[53](1) )= 67108870.5 |
| -3.4 |
| -4 |
| 0 |
| -3.4 |
| 67108865 1 |
| f3 (a[28](33554432) , a[53](1) )= 67108865 |
| -939524096 |
| f1 (a[28](33554432) , a[54](10.0) )= 67108874 |
| 67108879.5 |
| f2 (a[28](33554432) , a[54](10.0) )= 11258999068426240 |
| 12.4 |
| 0 |
| 67109869 36909877950 |
| f3 (a[28](33554432) , a[54](10.0) )= 67109869 |
| -939524096 |
| f1 (a[28](33554432) , a[55](10.1) )= 67108874 |
| 67108879.6 |
| f2 (a[28](33554432) , a[55](10.1) )= 11371589059110502 |
| 36.8 |
| -939524096 |
| 0 |
| 67109894 37651766496.795 |
| f3 (a[28](33554432) , a[55](10.1) )= 67109894 |
| f1 (a[28](33554432) , a[56]() )= 67108869 |
| f2 (a[28](33554432) , a[56]() )= 67108869.5 |
| -7.6 |
| 0 |
| -7.6 |
| 67108869 0 |
| f3 (a[28](33554432) , a[56]() )= 67108869 |
| f1 (a[28](33554432) , a[57](hello) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[57](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[57](hello) )= 67108869 |
| f1 (a[28](33554432) , a[58](hello) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[58](hello) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[58](hello) )= 67108869 |
| f1 (a[28](33554432) , a[59]([object Object]) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[59]([object Object]) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[59]([object Object]) )= 67108869 |
| f1 (a[28](33554432) , a[60](1,2,3) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[60](1,2,3) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[60](1,2,3) )= 67108869 |
| f1 (a[28](33554432) , a[61]([object Object]) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[61]([object Object]) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[61]([object Object]) )= 67108869 |
| f1 (a[28](33554432) , a[62](1,2,3) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[62](1,2,3) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[62](1,2,3) )= 67108869 |
| f1 (a[28](33554432) , a[63](function foo() {}) )= 67108869 |
| NaN |
| f2 (a[28](33554432) , a[63](function foo() {}) )= NaN |
| NaN |
| 0 |
| NaN |
| 67108869 NaN |
| f3 (a[28](33554432) , a[63](function foo() {}) )= 67108869 |
| f1 (a[29](-33554432) , a[0](undefined) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[0](undefined) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[0](undefined) )= -67108857 |
| f1 (a[29](-33554432) , a[1](null) )= -67108857 |
| f2 (a[29](-33554432) , a[1](null) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[1](null) )= -67108857 |
| -67108867 |
| f1 (a[29](-33554432) , a[2](true) )= -33554432 |
| f2 (a[29](-33554432) , a[2](true) )= -67108871.6 |
| -3.4 |
| -67108867 |
| -67108867 |
| -33554437.5 |
| -33554432 -33554430 |
| f3 (a[29](-33554432) , a[2](true) )= -33554432 |
| f1 (a[29](-33554432) , a[3](false) )= -67108857 |
| f2 (a[29](-33554432) , a[3](false) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[3](false) )= -67108857 |
| -67108867 |
| f1 (a[29](-33554432) , a[4](true) )= -33554432 |
| f2 (a[29](-33554432) , a[4](true) )= -67108871.6 |
| -3.4 |
| -67108867 |
| -67108867 |
| -33554437.5 |
| -33554432 -33554430 |
| f3 (a[29](-33554432) , a[4](true) )= -33554432 |
| f1 (a[29](-33554432) , a[5](false) )= -67108857 |
| f2 (a[29](-33554432) , a[5](false) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[5](false) )= -67108857 |
| f1 (a[29](-33554432) , a[6](NaN) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[6](NaN) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[6](NaN) )= -67108857 |
| f1 (a[29](-33554432) , a[7](0) )= -67108857 |
| f2 (a[29](-33554432) , a[7](0) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[7](0) )= -67108857 |
| f1 (a[29](-33554432) , a[8](0) )= -67108857 |
| f2 (a[29](-33554432) , a[8](0) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[8](0) )= -67108857 |
| f1 (a[29](-33554432) , a[9](0) )= -67108857 |
| f2 (a[29](-33554432) , a[9](0) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[9](0) )= -67108857 |
| -67108867 |
| f1 (a[29](-33554432) , a[10](1) )= -33554432 |
| f2 (a[29](-33554432) , a[10](1) )= -67108871.6 |
| -3.4 |
| -67108867 |
| -67108867 |
| -33554437.5 |
| -33554432 -33554430 |
| f3 (a[29](-33554432) , a[10](1) )= -33554432 |
| -369098750 |
| f1 (a[29](-33554432) , a[11](10) )= -335544320 |
| -255013683.2 |
| f2 (a[29](-33554432) , a[11](10) )= -100663296 |
| 12.4 |
| -67108867 |
| 27.6 |
| -67108857 1000 |
| f3 (a[29](-33554432) , a[11](10) )= -67108857 |
| -369098750 |
| f1 (a[29](-33554432) , a[12](10.1) )= -335544320 |
| -255013683.2 |
| f2 (a[29](-33554432) , a[12](10.1) )= -100663296 |
| 36.8 |
| -369098750 |
| -67108867 |
| 190.32 |
| -335544320 1030.301 |
| f3 (a[29](-33554432) , a[12](10.1) )= -335544320 |
| f1 (a[29](-33554432) , a[13](-1) )= 818728142 |
| f2 (a[29](-33554432) , a[13](-1) )= -22079106.770562768 |
| -369098750 |
| -67108867 |
| -335544320 -6100805.818181818 |
| f3 (a[29](-33554432) , a[13](-1) )= -335544320 |
| f1 (a[29](-33554432) , a[14](-5) )= 818728142 |
| f2 (a[29](-33554432) , a[14](-5) )= -22079106.770562768 |
| 1 |
| -67108867 |
| -67108867 |
| -33554432 -0.1724137931034483 |
| f3 (a[29](-33554432) , a[14](-5) )= -33554432 |
| -67108867 |
| f1 (a[29](-33554432) , a[15](5) )= -33554432 |
| f2 (a[29](-33554432) , a[15](5) )= -67108871.6 |
| -3.4 |
| -67108867 |
| -67108867 |
| 3.4000000000000003 |
| -33554432 5 |
| f3 (a[29](-33554432) , a[15](5) )= -33554432 |
| f1 (a[29](-33554432) , a[16](124) )= -67108857 |
| f2 (a[29](-33554432) , a[16](124) )= -67108856.4 |
| -67108867 |
| 818728142 -33554178.5 |
| f3 (a[29](-33554432) , a[16](124) )= 818728142 |
| f1 (a[29](-33554432) , a[17](248) )= -67108857 |
| f2 (a[29](-33554432) , a[17](248) )= -67108856.4 |
| -67108867 |
| 818728142 -33553930.5 |
| f3 (a[29](-33554432) , a[17](248) )= 818728142 |
| -369098750 |
| f1 (a[29](-33554432) , a[18](654) )= -335544320 |
| -255013683.2 |
| f2 (a[29](-33554432) , a[18](654) )= -100663296 |
| -67108867 |
| -67108867 |
| -78934720905216 |
| -33554432 -33553124 |
| f3 (a[29](-33554432) , a[18](654) )= -33554432 |
| f1 (a[29](-33554432) , a[19](987) )= 818728142 |
| f2 (a[29](-33554432) , a[19](987) )= -22079106.770562768 |
| 0.9965478728804955 |
| -67108867 |
| 1.0034374684056213 |
| 818728142 987 |
| f3 (a[29](-33554432) , a[19](987) )= 818728142 |
| -369098750 |
| f1 (a[29](-33554432) , a[20](-1026) )= -335544320 |
| -255013683.2 |
| f2 (a[29](-33554432) , a[20](-1026) )= -100663296 |
| -67108867 |
| -67108867 |
| -194270698930176 |
| -33554432 -33556484 |
| f3 (a[29](-33554432) , a[20](-1026) )= -33554432 |
| f1 (a[29](-33554432) , a[21](98768.2546) )= -67108857 |
| f2 (a[29](-33554432) , a[21](98768.2546) )= -67108856.4 |
| -67108867 |
| 818728142 -33356889.9908 |
| f3 (a[29](-33554432) , a[21](98768.2546) )= 818728142 |
| -369098750 |
| f1 (a[29](-33554432) , a[22](-88754.15478) )= -335544320 |
| -255013683.2 |
| f2 (a[29](-33554432) , a[22](-88754.15478) )= -100663296 |
| -67108867 |
| -1453750797850741500 |
| -711960064 -33731940.30956 |
| f3 (a[29](-33554432) , a[22](-88754.15478) )= -711960064 |
| -67108867 |
| f1 (a[29](-33554432) , a[23](1) )= -33554432 |
| f2 (a[29](-33554432) , a[23](1) )= -67108871.6 |
| -3.4 |
| -67108867 |
| -67108867 |
| -33554437.5 |
| -33554432 -33554430 |
| f3 (a[29](-33554432) , a[23](1) )= -33554432 |
| f1 (a[29](-33554432) , a[24](-1) )= 818728142 |
| f2 (a[29](-33554432) , a[24](-1) )= -22079106.770562768 |
| -369098750 |
| -67108867 |
| -335544320 -6100805.818181818 |
| f3 (a[29](-33554432) , a[24](-1) )= -335544320 |
| f1 (a[29](-33554432) , a[25](0) )= -67108857 |
| f2 (a[29](-33554432) , a[25](0) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[25](0) )= -67108857 |
| f1 (a[29](-33554432) , a[26](-2147483648) )= 2080374789 |
| f2 (a[29](-33554432) , a[26](-2147483648) )= -2214592506.5 |
| -67108867 |
| -67108867 |
| -33554432 -4294967288.4 |
| f3 (a[29](-33554432) , a[26](-2147483648) )= -33554432 |
| f1 (a[29](-33554432) , a[27](2147483648) )= 2080374789 |
| f2 (a[29](-33554432) , a[27](2147483648) )= -67108856.4 |
| -67108867 |
| 818728142 4261412869.5 |
| f3 (a[29](-33554432) , a[27](2147483648) )= 818728142 |
| f1 (a[29](-33554432) , a[28](33554432) )= -67108857 |
| f2 (a[29](-33554432) , a[28](33554432) )= -67108856.4 |
| -67108867 |
| 818728142 33554437.5 |
| f3 (a[29](-33554432) , a[28](33554432) )= 818728142 |
| f1 (a[29](-33554432) , a[29](-33554432) )= -100663291 |
| f2 (a[29](-33554432) , a[29](-33554432) )= -100663290.5 |
| -67108867 |
| -67108876 -100663290.5 |
| f3 (a[29](-33554432) , a[29](-33554432) )= -67108876 |
| f1 (a[29](-33554432) , a[30](1.7976931348623157e+308) )= -67108857 |
| f2 (a[29](-33554432) , a[30](1.7976931348623157e+308) )= -67108856.4 |
| -67108867 |
| Infinity |
| -67108857 Infinity |
| f3 (a[29](-33554432) , a[30](1.7976931348623157e+308) )= -67108857 |
| f1 (a[29](-33554432) , a[31](5e-324) )= -67108857 |
| f2 (a[29](-33554432) , a[31](5e-324) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[31](5e-324) )= -67108857 |
| f1 (a[29](-33554432) , a[32](NaN) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[32](NaN) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[32](NaN) )= -67108857 |
| f1 (a[29](-33554432) , a[33](Infinity) )= -67108857 |
| f2 (a[29](-33554432) , a[33](Infinity) )= -67108856.4 |
| Infinity |
| -67108867 |
| Infinity |
| -67108857 Infinity |
| f3 (a[29](-33554432) , a[33](Infinity) )= -67108857 |
| f1 (a[29](-33554432) , a[34](-Infinity) )= -67108857 |
| -Infinity |
| f2 (a[29](-33554432) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -67108867 |
| -Infinity |
| -67108857 -Infinity |
| f3 (a[29](-33554432) , a[34](-Infinity) )= -67108857 |
| f1 (a[29](-33554432) , a[35](NaN) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[35](NaN) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[35](NaN) )= -67108857 |
| f1 (a[29](-33554432) , a[36](0) )= -67108857 |
| f2 (a[29](-33554432) , a[36](0) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[36](0) )= -67108857 |
| f1 (a[29](-33554432) , a[37](0) )= -67108857 |
| f2 (a[29](-33554432) , a[37](0) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[37](0) )= -67108857 |
| f1 (a[29](-33554432) , a[38](0) )= -67108857 |
| f2 (a[29](-33554432) , a[38](0) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[38](0) )= -67108857 |
| -67108867 |
| f1 (a[29](-33554432) , a[39](1) )= -33554432 |
| f2 (a[29](-33554432) , a[39](1) )= -67108871.6 |
| -3.4 |
| -67108867 |
| -67108867 |
| -33554437.5 |
| -33554432 -33554430 |
| f3 (a[29](-33554432) , a[39](1) )= -33554432 |
| -369098750 |
| f1 (a[29](-33554432) , a[40](10) )= -335544320 |
| -255013683.2 |
| f2 (a[29](-33554432) , a[40](10) )= -100663296 |
| 12.4 |
| -67108867 |
| 27.6 |
| -67108857 1000 |
| f3 (a[29](-33554432) , a[40](10) )= -67108857 |
| -369098750 |
| f1 (a[29](-33554432) , a[41](10.1) )= -335544320 |
| -255013683.2 |
| f2 (a[29](-33554432) , a[41](10.1) )= -100663296 |
| 36.8 |
| -369098750 |
| -67108867 |
| 190.32 |
| -335544320 1030.301 |
| f3 (a[29](-33554432) , a[41](10.1) )= -335544320 |
| f1 (a[29](-33554432) , a[42](1.7976931348623157e+308) )= -67108857 |
| f2 (a[29](-33554432) , a[42](1.7976931348623157e+308) )= -67108856.4 |
| -67108867 |
| Infinity |
| -67108857 Infinity |
| f3 (a[29](-33554432) , a[42](1.7976931348623157e+308) )= -67108857 |
| f1 (a[29](-33554432) , a[43](5e-324) )= -67108857 |
| f2 (a[29](-33554432) , a[43](5e-324) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[43](5e-324) )= -67108857 |
| f1 (a[29](-33554432) , a[44](NaN) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[44](NaN) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[44](NaN) )= -67108857 |
| f1 (a[29](-33554432) , a[45](Infinity) )= -67108857 |
| f2 (a[29](-33554432) , a[45](Infinity) )= -67108856.4 |
| Infinity |
| -67108867 |
| Infinity |
| -67108857 Infinity |
| f3 (a[29](-33554432) , a[45](Infinity) )= -67108857 |
| f1 (a[29](-33554432) , a[46](-Infinity) )= -67108857 |
| -Infinity |
| f2 (a[29](-33554432) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -67108867 |
| -Infinity |
| -67108857 -Infinity |
| f3 (a[29](-33554432) , a[46](-Infinity) )= -67108857 |
| f1 (a[29](-33554432) , a[47]() )= -67108857 |
| f2 (a[29](-33554432) , a[47]() )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[47]() )= -67108857 |
| f1 (a[29](-33554432) , a[48](hello) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[48](hello) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[48](hello) )= -67108857 |
| f1 (a[29](-33554432) , a[49](hello) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[49](hello) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[49](hello) )= -67108857 |
| f1 (a[29](-33554432) , a[50](+0) )= -67108857 |
| f2 (a[29](-33554432) , a[50](+0) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[50](+0) )= -67108857 |
| f1 (a[29](-33554432) , a[51](-0) )= -67108857 |
| f2 (a[29](-33554432) , a[51](-0) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[51](-0) )= -67108857 |
| f1 (a[29](-33554432) , a[52](0) )= -67108857 |
| f2 (a[29](-33554432) , a[52](0) )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[52](0) )= -67108857 |
| -67108867 |
| f1 (a[29](-33554432) , a[53](1) )= -33554432 |
| f2 (a[29](-33554432) , a[53](1) )= -67108871.6 |
| -3.4 |
| -67108867 |
| -67108867 |
| -33554437.5 |
| -33554432 -33554430 |
| f3 (a[29](-33554432) , a[53](1) )= -33554432 |
| -369098750 |
| f1 (a[29](-33554432) , a[54](10.0) )= -335544320 |
| -255013683.2 |
| f2 (a[29](-33554432) , a[54](10.0) )= -100663296 |
| 12.4 |
| -67108867 |
| 27.6 |
| -67108857 1000 |
| f3 (a[29](-33554432) , a[54](10.0) )= -67108857 |
| -369098750 |
| f1 (a[29](-33554432) , a[55](10.1) )= -335544320 |
| -255013683.2 |
| f2 (a[29](-33554432) , a[55](10.1) )= -100663296 |
| 36.8 |
| -369098750 |
| -67108867 |
| 190.32 |
| -335544320 1030.301 |
| f3 (a[29](-33554432) , a[55](10.1) )= -335544320 |
| f1 (a[29](-33554432) , a[56]() )= -67108857 |
| f2 (a[29](-33554432) , a[56]() )= -67108856.4 |
| -7.6 |
| -67108867 |
| -67108857 -33554426.5 |
| f3 (a[29](-33554432) , a[56]() )= -67108857 |
| f1 (a[29](-33554432) , a[57](hello) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[57](hello) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[57](hello) )= -67108857 |
| f1 (a[29](-33554432) , a[58](hello) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[58](hello) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[58](hello) )= -67108857 |
| f1 (a[29](-33554432) , a[59]([object Object]) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[59]([object Object]) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[59]([object Object]) )= -67108857 |
| f1 (a[29](-33554432) , a[60](1,2,3) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[60](1,2,3) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[60](1,2,3) )= -67108857 |
| f1 (a[29](-33554432) , a[61]([object Object]) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[61]([object Object]) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[61]([object Object]) )= -67108857 |
| f1 (a[29](-33554432) , a[62](1,2,3) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[62](1,2,3) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[62](1,2,3) )= -67108857 |
| f1 (a[29](-33554432) , a[63](function foo() {}) )= -67108857 |
| NaN |
| f2 (a[29](-33554432) , a[63](function foo() {}) )= NaN |
| NaN |
| -67108867 |
| NaN |
| -67108857 NaN |
| f3 (a[29](-33554432) , a[63](function foo() {}) )= -67108857 |
| f1 (a[30](1.7976931348623157e+308) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[0](undefined) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[1](null) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[1](null) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[1](null) )= 5 |
| -3 |
| f1 (a[30](1.7976931348623157e+308) , a[2](true) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[2](true) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[30](1.7976931348623157e+308) , a[2](true) )= 0 |
| f1 (a[30](1.7976931348623157e+308) , a[3](false) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[3](false) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[3](false) )= 5 |
| -3 |
| f1 (a[30](1.7976931348623157e+308) , a[4](true) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[4](true) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[30](1.7976931348623157e+308) , a[4](true) )= 0 |
| f1 (a[30](1.7976931348623157e+308) , a[5](false) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[5](false) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[5](false) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[6](NaN) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[7](0) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[7](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[7](0) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[8](0) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[8](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[8](0) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[9](0) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[9](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[9](0) )= 5 |
| -3 |
| f1 (a[30](1.7976931348623157e+308) , a[10](1) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[10](1) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[30](1.7976931348623157e+308) , a[10](1) )= 0 |
| f1 (a[30](1.7976931348623157e+308) , a[11](10) )= 2 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[11](10) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[30](1.7976931348623157e+308) , a[11](10) )= 7 |
| f1 (a[30](1.7976931348623157e+308) , a[12](10.1) )= 2 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[12](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[30](1.7976931348623157e+308) , a[12](10.1) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[13](-1) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[13](-1) )= Infinity |
| -3 |
| 2 4.090909090909091 |
| f3 (a[30](1.7976931348623157e+308) , a[13](-1) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[14](-5) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[14](-5) )= Infinity |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[30](1.7976931348623157e+308) , a[14](-5) )= 0 |
| -3 |
| f1 (a[30](1.7976931348623157e+308) , a[15](5) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[15](5) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[30](1.7976931348623157e+308) , a[15](5) )= 0 |
| f1 (a[30](1.7976931348623157e+308) , a[16](124) )= 7 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[16](124) )= Infinity |
| -3 |
| 2 253.5 |
| f3 (a[30](1.7976931348623157e+308) , a[16](124) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[17](248) )= 7 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[17](248) )= Infinity |
| -3 |
| 2 501.5 |
| f3 (a[30](1.7976931348623157e+308) , a[17](248) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[18](654) )= 2 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[18](654) )= Infinity |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[30](1.7976931348623157e+308) , a[18](654) )= 0 |
| f1 (a[30](1.7976931348623157e+308) , a[19](987) )= 2 |
| f2 (a[30](1.7976931348623157e+308) , a[19](987) )= Infinity |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[30](1.7976931348623157e+308) , a[19](987) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[20](-1026) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[20](-1026) )= Infinity |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[30](1.7976931348623157e+308) , a[20](-1026) )= -2059 |
| f1 (a[30](1.7976931348623157e+308) , a[21](98768.2546) )= 7 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[21](98768.2546) )= Infinity |
| -3 |
| 2 197542.0092 |
| f3 (a[30](1.7976931348623157e+308) , a[21](98768.2546) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[22](-88754.15478) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[22](-88754.15478) )= Infinity |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[30](1.7976931348623157e+308) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[30](1.7976931348623157e+308) , a[23](1) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[23](1) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[30](1.7976931348623157e+308) , a[23](1) )= 0 |
| f1 (a[30](1.7976931348623157e+308) , a[24](-1) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[24](-1) )= Infinity |
| -3 |
| 2 4.090909090909091 |
| f3 (a[30](1.7976931348623157e+308) , a[24](-1) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[25](0) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[25](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[25](0) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[26](-2147483648) )= -2147483643 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[26](-2147483648) )= Infinity |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[30](1.7976931348623157e+308) , a[26](-2147483648) )= -7 |
| f1 (a[30](1.7976931348623157e+308) , a[27](2147483648) )= -2147483643 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[27](2147483648) )= Infinity |
| -3 |
| 2 4294967301.5 |
| f3 (a[30](1.7976931348623157e+308) , a[27](2147483648) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[28](33554432) )= 7 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[28](33554432) )= Infinity |
| -3 |
| 2 67108869.5 |
| f3 (a[30](1.7976931348623157e+308) , a[28](33554432) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[29](-33554432) )= -33554427 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[29](-33554432) )= Infinity |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[30](1.7976931348623157e+308) , a[29](-33554432) )= -67108871 |
| f1 (a[30](1.7976931348623157e+308) , a[30](1.7976931348623157e+308) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[30](1.7976931348623157e+308) )= Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[30](1.7976931348623157e+308) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[31](5e-324) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[31](5e-324) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[31](5e-324) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[32](NaN) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[33](Infinity) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[33](Infinity) )= Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[30](1.7976931348623157e+308) , a[33](Infinity) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[30](1.7976931348623157e+308) , a[34](-Infinity) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[35](NaN) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[36](0) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[36](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[36](0) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[37](0) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[37](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[37](0) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[38](0) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[38](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[38](0) )= 5 |
| -3 |
| f1 (a[30](1.7976931348623157e+308) , a[39](1) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[39](1) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[30](1.7976931348623157e+308) , a[39](1) )= 0 |
| f1 (a[30](1.7976931348623157e+308) , a[40](10) )= 2 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[40](10) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[30](1.7976931348623157e+308) , a[40](10) )= 7 |
| f1 (a[30](1.7976931348623157e+308) , a[41](10.1) )= 2 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[41](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[30](1.7976931348623157e+308) , a[41](10.1) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[42](1.7976931348623157e+308) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[42](1.7976931348623157e+308) )= Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[30](1.7976931348623157e+308) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[43](5e-324) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[43](5e-324) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[43](5e-324) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[44](NaN) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[45](Infinity) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[45](Infinity) )= Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[30](1.7976931348623157e+308) , a[45](Infinity) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[30](1.7976931348623157e+308) , a[46](-Infinity) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[47]() )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[47]() )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[47]() )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[48](hello) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[48](hello) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[49](hello) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[49](hello) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[50](+0) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[50](+0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[50](+0) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[51](-0) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[51](-0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[51](-0) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[52](0) )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[52](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[52](0) )= 5 |
| -3 |
| f1 (a[30](1.7976931348623157e+308) , a[53](1) )= 0 |
| f2 (a[30](1.7976931348623157e+308) , a[53](1) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[30](1.7976931348623157e+308) , a[53](1) )= 0 |
| f1 (a[30](1.7976931348623157e+308) , a[54](10.0) )= 2 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[54](10.0) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[30](1.7976931348623157e+308) , a[54](10.0) )= 7 |
| f1 (a[30](1.7976931348623157e+308) , a[55](10.1) )= 2 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[55](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[30](1.7976931348623157e+308) , a[55](10.1) )= 2 |
| f1 (a[30](1.7976931348623157e+308) , a[56]() )= 5 |
| Infinity |
| f2 (a[30](1.7976931348623157e+308) , a[56]() )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[30](1.7976931348623157e+308) , a[56]() )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[57](hello) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[57](hello) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[58](hello) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[58](hello) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[59]([object Object]) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[60](1,2,3) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[61]([object Object]) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[62](1,2,3) )= 5 |
| f1 (a[30](1.7976931348623157e+308) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[30](1.7976931348623157e+308) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[30](1.7976931348623157e+308) , a[63](function foo() {}) )= 5 |
| f1 (a[31](5e-324) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[0](undefined) )= 5 |
| f1 (a[31](5e-324) , a[1](null) )= 5 |
| f2 (a[31](5e-324) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[1](null) )= 5 |
| -3 |
| f1 (a[31](5e-324) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[31](5e-324) , a[2](true) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[31](5e-324) , a[2](true) )= 0 |
| f1 (a[31](5e-324) , a[3](false) )= 5 |
| f2 (a[31](5e-324) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[3](false) )= 5 |
| -3 |
| f1 (a[31](5e-324) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[31](5e-324) , a[4](true) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[31](5e-324) , a[4](true) )= 0 |
| f1 (a[31](5e-324) , a[5](false) )= 5 |
| f2 (a[31](5e-324) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[5](false) )= 5 |
| f1 (a[31](5e-324) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[6](NaN) )= 5 |
| f1 (a[31](5e-324) , a[7](0) )= 5 |
| f2 (a[31](5e-324) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[7](0) )= 5 |
| f1 (a[31](5e-324) , a[8](0) )= 5 |
| f2 (a[31](5e-324) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[8](0) )= 5 |
| f1 (a[31](5e-324) , a[9](0) )= 5 |
| f2 (a[31](5e-324) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[9](0) )= 5 |
| -3 |
| f1 (a[31](5e-324) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[31](5e-324) , a[10](1) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[31](5e-324) , a[10](1) )= 0 |
| f1 (a[31](5e-324) , a[11](10) )= 2 |
| f2 (a[31](5e-324) , a[11](10) )= 4e-323 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[31](5e-324) , a[11](10) )= 7 |
| f1 (a[31](5e-324) , a[12](10.1) )= 2 |
| f2 (a[31](5e-324) , a[12](10.1) )= 4e-323 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[31](5e-324) , a[12](10.1) )= 2 |
| f1 (a[31](5e-324) , a[13](-1) )= 0 |
| f2 (a[31](5e-324) , a[13](-1) )= 4.5 |
| -3 |
| 2 4.090909090909091 |
| f3 (a[31](5e-324) , a[13](-1) )= 2 |
| f1 (a[31](5e-324) , a[14](-5) )= 0 |
| f2 (a[31](5e-324) , a[14](-5) )= 0.5 |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[31](5e-324) , a[14](-5) )= 0 |
| -3 |
| f1 (a[31](5e-324) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[31](5e-324) , a[15](5) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[31](5e-324) , a[15](5) )= 0 |
| f1 (a[31](5e-324) , a[16](124) )= 7 |
| f2 (a[31](5e-324) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[31](5e-324) , a[16](124) )= 2 |
| f1 (a[31](5e-324) , a[17](248) )= 7 |
| f2 (a[31](5e-324) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[31](5e-324) , a[17](248) )= 2 |
| f1 (a[31](5e-324) , a[18](654) )= 2 |
| f2 (a[31](5e-324) , a[18](654) )= 4e-323 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[31](5e-324) , a[18](654) )= 0 |
| f1 (a[31](5e-324) , a[19](987) )= 2 |
| 0 |
| f2 (a[31](5e-324) , a[19](987) )= 1.5e-323 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[31](5e-324) , a[19](987) )= 2 |
| f1 (a[31](5e-324) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[31](5e-324) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[31](5e-324) , a[20](-1026) )= -2059 |
| f1 (a[31](5e-324) , a[21](98768.2546) )= 7 |
| f2 (a[31](5e-324) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[31](5e-324) , a[21](98768.2546) )= 2 |
| f1 (a[31](5e-324) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[31](5e-324) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[31](5e-324) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[31](5e-324) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[31](5e-324) , a[23](1) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[31](5e-324) , a[23](1) )= 0 |
| f1 (a[31](5e-324) , a[24](-1) )= 0 |
| f2 (a[31](5e-324) , a[24](-1) )= 4.5 |
| -3 |
| 2 4.090909090909091 |
| f3 (a[31](5e-324) , a[24](-1) )= 2 |
| f1 (a[31](5e-324) , a[25](0) )= 5 |
| f2 (a[31](5e-324) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[25](0) )= 5 |
| f1 (a[31](5e-324) , a[26](-2147483648) )= -2147483643 |
| f2 (a[31](5e-324) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[31](5e-324) , a[26](-2147483648) )= -7 |
| f1 (a[31](5e-324) , a[27](2147483648) )= -2147483643 |
| f2 (a[31](5e-324) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[31](5e-324) , a[27](2147483648) )= 2 |
| f1 (a[31](5e-324) , a[28](33554432) )= 7 |
| f2 (a[31](5e-324) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[31](5e-324) , a[28](33554432) )= 2 |
| f1 (a[31](5e-324) , a[29](-33554432) )= -33554427 |
| f2 (a[31](5e-324) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[31](5e-324) , a[29](-33554432) )= -67108871 |
| f1 (a[31](5e-324) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[31](5e-324) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[31](5e-324) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[31](5e-324) , a[31](5e-324) )= 5 |
| f2 (a[31](5e-324) , a[31](5e-324) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[31](5e-324) )= 5 |
| f1 (a[31](5e-324) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[32](NaN) )= 5 |
| f1 (a[31](5e-324) , a[33](Infinity) )= 5 |
| f2 (a[31](5e-324) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[31](5e-324) , a[33](Infinity) )= 5 |
| f1 (a[31](5e-324) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[31](5e-324) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[31](5e-324) , a[34](-Infinity) )= 5 |
| f1 (a[31](5e-324) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[35](NaN) )= 5 |
| f1 (a[31](5e-324) , a[36](0) )= 5 |
| f2 (a[31](5e-324) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[36](0) )= 5 |
| f1 (a[31](5e-324) , a[37](0) )= 5 |
| f2 (a[31](5e-324) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[37](0) )= 5 |
| f1 (a[31](5e-324) , a[38](0) )= 5 |
| f2 (a[31](5e-324) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[38](0) )= 5 |
| -3 |
| f1 (a[31](5e-324) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[31](5e-324) , a[39](1) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[31](5e-324) , a[39](1) )= 0 |
| f1 (a[31](5e-324) , a[40](10) )= 2 |
| f2 (a[31](5e-324) , a[40](10) )= 4e-323 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[31](5e-324) , a[40](10) )= 7 |
| f1 (a[31](5e-324) , a[41](10.1) )= 2 |
| f2 (a[31](5e-324) , a[41](10.1) )= 4e-323 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[31](5e-324) , a[41](10.1) )= 2 |
| f1 (a[31](5e-324) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[31](5e-324) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[31](5e-324) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[31](5e-324) , a[43](5e-324) )= 5 |
| f2 (a[31](5e-324) , a[43](5e-324) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[43](5e-324) )= 5 |
| f1 (a[31](5e-324) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[44](NaN) )= 5 |
| f1 (a[31](5e-324) , a[45](Infinity) )= 5 |
| f2 (a[31](5e-324) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[31](5e-324) , a[45](Infinity) )= 5 |
| f1 (a[31](5e-324) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[31](5e-324) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[31](5e-324) , a[46](-Infinity) )= 5 |
| f1 (a[31](5e-324) , a[47]() )= 5 |
| f2 (a[31](5e-324) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[47]() )= 5 |
| f1 (a[31](5e-324) , a[48](hello) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[48](hello) )= 5 |
| f1 (a[31](5e-324) , a[49](hello) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[49](hello) )= 5 |
| f1 (a[31](5e-324) , a[50](+0) )= 5 |
| f2 (a[31](5e-324) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[50](+0) )= 5 |
| f1 (a[31](5e-324) , a[51](-0) )= 5 |
| f2 (a[31](5e-324) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[51](-0) )= 5 |
| f1 (a[31](5e-324) , a[52](0) )= 5 |
| f2 (a[31](5e-324) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[52](0) )= 5 |
| -3 |
| f1 (a[31](5e-324) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[31](5e-324) , a[53](1) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[31](5e-324) , a[53](1) )= 0 |
| f1 (a[31](5e-324) , a[54](10.0) )= 2 |
| f2 (a[31](5e-324) , a[54](10.0) )= 4e-323 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[31](5e-324) , a[54](10.0) )= 7 |
| f1 (a[31](5e-324) , a[55](10.1) )= 2 |
| f2 (a[31](5e-324) , a[55](10.1) )= 4e-323 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[31](5e-324) , a[55](10.1) )= 2 |
| f1 (a[31](5e-324) , a[56]() )= 5 |
| f2 (a[31](5e-324) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[31](5e-324) , a[56]() )= 5 |
| f1 (a[31](5e-324) , a[57](hello) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[57](hello) )= 5 |
| f1 (a[31](5e-324) , a[58](hello) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[58](hello) )= 5 |
| f1 (a[31](5e-324) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[59]([object Object]) )= 5 |
| f1 (a[31](5e-324) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[60](1,2,3) )= 5 |
| f1 (a[31](5e-324) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[61]([object Object]) )= 5 |
| f1 (a[31](5e-324) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[62](1,2,3) )= 5 |
| f1 (a[31](5e-324) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[31](5e-324) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[31](5e-324) , a[63](function foo() {}) )= 5 |
| f1 (a[32](NaN) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[0](undefined) )= 5 |
| f1 (a[32](NaN) , a[1](null) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[1](null) )= 5 |
| -3 |
| f1 (a[32](NaN) , a[2](true) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[32](NaN) , a[2](true) )= 0 |
| f1 (a[32](NaN) , a[3](false) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[3](false) )= 5 |
| -3 |
| f1 (a[32](NaN) , a[4](true) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[32](NaN) , a[4](true) )= 0 |
| f1 (a[32](NaN) , a[5](false) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[5](false) )= 5 |
| f1 (a[32](NaN) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[6](NaN) )= 5 |
| f1 (a[32](NaN) , a[7](0) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[7](0) )= 5 |
| f1 (a[32](NaN) , a[8](0) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[8](0) )= 5 |
| f1 (a[32](NaN) , a[9](0) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[9](0) )= 5 |
| -3 |
| f1 (a[32](NaN) , a[10](1) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[32](NaN) , a[10](1) )= 0 |
| f1 (a[32](NaN) , a[11](10) )= 2 |
| NaN |
| f2 (a[32](NaN) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[32](NaN) , a[11](10) )= 7 |
| f1 (a[32](NaN) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[32](NaN) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[32](NaN) , a[12](10.1) )= 2 |
| f1 (a[32](NaN) , a[13](-1) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[32](NaN) , a[13](-1) )= 2 |
| f1 (a[32](NaN) , a[14](-5) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[32](NaN) , a[14](-5) )= 0 |
| -3 |
| f1 (a[32](NaN) , a[15](5) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[32](NaN) , a[15](5) )= 0 |
| f1 (a[32](NaN) , a[16](124) )= 7 |
| NaN |
| f2 (a[32](NaN) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[32](NaN) , a[16](124) )= 2 |
| f1 (a[32](NaN) , a[17](248) )= 7 |
| NaN |
| f2 (a[32](NaN) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[32](NaN) , a[17](248) )= 2 |
| f1 (a[32](NaN) , a[18](654) )= 2 |
| NaN |
| f2 (a[32](NaN) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[32](NaN) , a[18](654) )= 0 |
| f1 (a[32](NaN) , a[19](987) )= 2 |
| NaN |
| f2 (a[32](NaN) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[32](NaN) , a[19](987) )= 2 |
| f1 (a[32](NaN) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[32](NaN) , a[20](-1026) )= -2059 |
| f1 (a[32](NaN) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[32](NaN) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[32](NaN) , a[21](98768.2546) )= 2 |
| f1 (a[32](NaN) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[32](NaN) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[32](NaN) , a[23](1) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[32](NaN) , a[23](1) )= 0 |
| f1 (a[32](NaN) , a[24](-1) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[32](NaN) , a[24](-1) )= 2 |
| f1 (a[32](NaN) , a[25](0) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[25](0) )= 5 |
| f1 (a[32](NaN) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[32](NaN) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[32](NaN) , a[26](-2147483648) )= -7 |
| f1 (a[32](NaN) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[32](NaN) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[32](NaN) , a[27](2147483648) )= 2 |
| f1 (a[32](NaN) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[32](NaN) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[32](NaN) , a[28](33554432) )= 2 |
| f1 (a[32](NaN) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[32](NaN) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[32](NaN) , a[29](-33554432) )= -67108871 |
| f1 (a[32](NaN) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[32](NaN) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[32](NaN) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[31](5e-324) )= 5 |
| f1 (a[32](NaN) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[32](NaN) )= 5 |
| f1 (a[32](NaN) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[32](NaN) , a[33](Infinity) )= 5 |
| f1 (a[32](NaN) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[32](NaN) , a[34](-Infinity) )= 5 |
| f1 (a[32](NaN) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[35](NaN) )= 5 |
| f1 (a[32](NaN) , a[36](0) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[36](0) )= 5 |
| f1 (a[32](NaN) , a[37](0) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[37](0) )= 5 |
| f1 (a[32](NaN) , a[38](0) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[38](0) )= 5 |
| -3 |
| f1 (a[32](NaN) , a[39](1) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[32](NaN) , a[39](1) )= 0 |
| f1 (a[32](NaN) , a[40](10) )= 2 |
| NaN |
| f2 (a[32](NaN) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[32](NaN) , a[40](10) )= 7 |
| f1 (a[32](NaN) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[32](NaN) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[32](NaN) , a[41](10.1) )= 2 |
| f1 (a[32](NaN) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[32](NaN) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[32](NaN) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[43](5e-324) )= 5 |
| f1 (a[32](NaN) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[44](NaN) )= 5 |
| f1 (a[32](NaN) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[32](NaN) , a[45](Infinity) )= 5 |
| f1 (a[32](NaN) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[32](NaN) , a[46](-Infinity) )= 5 |
| f1 (a[32](NaN) , a[47]() )= 5 |
| NaN |
| f2 (a[32](NaN) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[47]() )= 5 |
| f1 (a[32](NaN) , a[48](hello) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[48](hello) )= 5 |
| f1 (a[32](NaN) , a[49](hello) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[49](hello) )= 5 |
| f1 (a[32](NaN) , a[50](+0) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[50](+0) )= 5 |
| f1 (a[32](NaN) , a[51](-0) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[51](-0) )= 5 |
| f1 (a[32](NaN) , a[52](0) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[52](0) )= 5 |
| -3 |
| f1 (a[32](NaN) , a[53](1) )= 0 |
| NaN |
| f2 (a[32](NaN) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[32](NaN) , a[53](1) )= 0 |
| f1 (a[32](NaN) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[32](NaN) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[32](NaN) , a[54](10.0) )= 7 |
| f1 (a[32](NaN) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[32](NaN) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[32](NaN) , a[55](10.1) )= 2 |
| f1 (a[32](NaN) , a[56]() )= 5 |
| NaN |
| f2 (a[32](NaN) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[32](NaN) , a[56]() )= 5 |
| f1 (a[32](NaN) , a[57](hello) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[57](hello) )= 5 |
| f1 (a[32](NaN) , a[58](hello) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[58](hello) )= 5 |
| f1 (a[32](NaN) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[59]([object Object]) )= 5 |
| f1 (a[32](NaN) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[60](1,2,3) )= 5 |
| f1 (a[32](NaN) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[61]([object Object]) )= 5 |
| f1 (a[32](NaN) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[62](1,2,3) )= 5 |
| f1 (a[32](NaN) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[32](NaN) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[32](NaN) , a[63](function foo() {}) )= 5 |
| f1 (a[33](Infinity) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[0](undefined) )= 5 |
| f1 (a[33](Infinity) , a[1](null) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[1](null) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[1](null) )= 5 |
| -3 |
| f1 (a[33](Infinity) , a[2](true) )= 0 |
| Infinity |
| f2 (a[33](Infinity) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[33](Infinity) , a[2](true) )= 0 |
| f1 (a[33](Infinity) , a[3](false) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[3](false) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[3](false) )= 5 |
| -3 |
| f1 (a[33](Infinity) , a[4](true) )= 0 |
| Infinity |
| f2 (a[33](Infinity) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[33](Infinity) , a[4](true) )= 0 |
| f1 (a[33](Infinity) , a[5](false) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[5](false) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[5](false) )= 5 |
| f1 (a[33](Infinity) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[6](NaN) )= 5 |
| f1 (a[33](Infinity) , a[7](0) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[7](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[7](0) )= 5 |
| f1 (a[33](Infinity) , a[8](0) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[8](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[8](0) )= 5 |
| f1 (a[33](Infinity) , a[9](0) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[9](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[9](0) )= 5 |
| -3 |
| f1 (a[33](Infinity) , a[10](1) )= 0 |
| Infinity |
| f2 (a[33](Infinity) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[33](Infinity) , a[10](1) )= 0 |
| f1 (a[33](Infinity) , a[11](10) )= 2 |
| Infinity |
| f2 (a[33](Infinity) , a[11](10) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[33](Infinity) , a[11](10) )= 7 |
| f1 (a[33](Infinity) , a[12](10.1) )= 2 |
| Infinity |
| f2 (a[33](Infinity) , a[12](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[33](Infinity) , a[12](10.1) )= 2 |
| f1 (a[33](Infinity) , a[13](-1) )= 0 |
| Infinity |
| f2 (a[33](Infinity) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[33](Infinity) , a[13](-1) )= 2 |
| f1 (a[33](Infinity) , a[14](-5) )= 0 |
| Infinity |
| f2 (a[33](Infinity) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[33](Infinity) , a[14](-5) )= 0 |
| -3 |
| f1 (a[33](Infinity) , a[15](5) )= 0 |
| Infinity |
| f2 (a[33](Infinity) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[33](Infinity) , a[15](5) )= 0 |
| f1 (a[33](Infinity) , a[16](124) )= 7 |
| Infinity |
| f2 (a[33](Infinity) , a[16](124) )= Infinity |
| -3 |
| 2 253.5 |
| f3 (a[33](Infinity) , a[16](124) )= 2 |
| f1 (a[33](Infinity) , a[17](248) )= 7 |
| Infinity |
| f2 (a[33](Infinity) , a[17](248) )= Infinity |
| -3 |
| 2 501.5 |
| f3 (a[33](Infinity) , a[17](248) )= 2 |
| f1 (a[33](Infinity) , a[18](654) )= 2 |
| Infinity |
| f2 (a[33](Infinity) , a[18](654) )= Infinity |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[33](Infinity) , a[18](654) )= 0 |
| f1 (a[33](Infinity) , a[19](987) )= 2 |
| Infinity |
| f2 (a[33](Infinity) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[33](Infinity) , a[19](987) )= 2 |
| f1 (a[33](Infinity) , a[20](-1026) )= 0 |
| f2 (a[33](Infinity) , a[20](-1026) )= Infinity |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[33](Infinity) , a[20](-1026) )= -2059 |
| f1 (a[33](Infinity) , a[21](98768.2546) )= 7 |
| Infinity |
| f2 (a[33](Infinity) , a[21](98768.2546) )= Infinity |
| -3 |
| 2 197542.0092 |
| f3 (a[33](Infinity) , a[21](98768.2546) )= 2 |
| f1 (a[33](Infinity) , a[22](-88754.15478) )= 0 |
| f2 (a[33](Infinity) , a[22](-88754.15478) )= Infinity |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[33](Infinity) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[33](Infinity) , a[23](1) )= 0 |
| Infinity |
| f2 (a[33](Infinity) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[33](Infinity) , a[23](1) )= 0 |
| f1 (a[33](Infinity) , a[24](-1) )= 0 |
| Infinity |
| f2 (a[33](Infinity) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[33](Infinity) , a[24](-1) )= 2 |
| f1 (a[33](Infinity) , a[25](0) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[25](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[25](0) )= 5 |
| f1 (a[33](Infinity) , a[26](-2147483648) )= -2147483643 |
| Infinity |
| f2 (a[33](Infinity) , a[26](-2147483648) )= Infinity |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[33](Infinity) , a[26](-2147483648) )= -7 |
| f1 (a[33](Infinity) , a[27](2147483648) )= -2147483643 |
| Infinity |
| f2 (a[33](Infinity) , a[27](2147483648) )= Infinity |
| -3 |
| 2 4294967301.5 |
| f3 (a[33](Infinity) , a[27](2147483648) )= 2 |
| f1 (a[33](Infinity) , a[28](33554432) )= 7 |
| Infinity |
| f2 (a[33](Infinity) , a[28](33554432) )= Infinity |
| -3 |
| 2 67108869.5 |
| f3 (a[33](Infinity) , a[28](33554432) )= 2 |
| f1 (a[33](Infinity) , a[29](-33554432) )= -33554427 |
| Infinity |
| f2 (a[33](Infinity) , a[29](-33554432) )= Infinity |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[33](Infinity) , a[29](-33554432) )= -67108871 |
| f1 (a[33](Infinity) , a[30](1.7976931348623157e+308) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[30](1.7976931348623157e+308) )= Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[33](Infinity) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[33](Infinity) , a[31](5e-324) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[31](5e-324) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[31](5e-324) )= 5 |
| f1 (a[33](Infinity) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[32](NaN) )= 5 |
| f1 (a[33](Infinity) , a[33](Infinity) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[33](Infinity) )= Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[33](Infinity) , a[33](Infinity) )= 5 |
| f1 (a[33](Infinity) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[33](Infinity) , a[34](-Infinity) )= 5 |
| f1 (a[33](Infinity) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[35](NaN) )= 5 |
| f1 (a[33](Infinity) , a[36](0) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[36](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[36](0) )= 5 |
| f1 (a[33](Infinity) , a[37](0) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[37](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[37](0) )= 5 |
| f1 (a[33](Infinity) , a[38](0) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[38](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[38](0) )= 5 |
| -3 |
| f1 (a[33](Infinity) , a[39](1) )= 0 |
| Infinity |
| f2 (a[33](Infinity) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[33](Infinity) , a[39](1) )= 0 |
| f1 (a[33](Infinity) , a[40](10) )= 2 |
| Infinity |
| f2 (a[33](Infinity) , a[40](10) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[33](Infinity) , a[40](10) )= 7 |
| f1 (a[33](Infinity) , a[41](10.1) )= 2 |
| Infinity |
| f2 (a[33](Infinity) , a[41](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[33](Infinity) , a[41](10.1) )= 2 |
| f1 (a[33](Infinity) , a[42](1.7976931348623157e+308) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[42](1.7976931348623157e+308) )= Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[33](Infinity) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[33](Infinity) , a[43](5e-324) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[43](5e-324) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[43](5e-324) )= 5 |
| f1 (a[33](Infinity) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[44](NaN) )= 5 |
| f1 (a[33](Infinity) , a[45](Infinity) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[45](Infinity) )= Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[33](Infinity) , a[45](Infinity) )= 5 |
| f1 (a[33](Infinity) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[33](Infinity) , a[46](-Infinity) )= 5 |
| f1 (a[33](Infinity) , a[47]() )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[47]() )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[47]() )= 5 |
| f1 (a[33](Infinity) , a[48](hello) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[48](hello) )= 5 |
| f1 (a[33](Infinity) , a[49](hello) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[49](hello) )= 5 |
| f1 (a[33](Infinity) , a[50](+0) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[50](+0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[50](+0) )= 5 |
| f1 (a[33](Infinity) , a[51](-0) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[51](-0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[51](-0) )= 5 |
| f1 (a[33](Infinity) , a[52](0) )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[52](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[52](0) )= 5 |
| -3 |
| f1 (a[33](Infinity) , a[53](1) )= 0 |
| Infinity |
| f2 (a[33](Infinity) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[33](Infinity) , a[53](1) )= 0 |
| f1 (a[33](Infinity) , a[54](10.0) )= 2 |
| Infinity |
| f2 (a[33](Infinity) , a[54](10.0) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[33](Infinity) , a[54](10.0) )= 7 |
| f1 (a[33](Infinity) , a[55](10.1) )= 2 |
| Infinity |
| f2 (a[33](Infinity) , a[55](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[33](Infinity) , a[55](10.1) )= 2 |
| f1 (a[33](Infinity) , a[56]() )= 5 |
| Infinity |
| f2 (a[33](Infinity) , a[56]() )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[33](Infinity) , a[56]() )= 5 |
| f1 (a[33](Infinity) , a[57](hello) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[57](hello) )= 5 |
| f1 (a[33](Infinity) , a[58](hello) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[58](hello) )= 5 |
| f1 (a[33](Infinity) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[59]([object Object]) )= 5 |
| f1 (a[33](Infinity) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[60](1,2,3) )= 5 |
| f1 (a[33](Infinity) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[61]([object Object]) )= 5 |
| f1 (a[33](Infinity) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[62](1,2,3) )= 5 |
| f1 (a[33](Infinity) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[33](Infinity) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[33](Infinity) , a[63](function foo() {}) )= 5 |
| f1 (a[34](-Infinity) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[0](undefined) )= 5 |
| f1 (a[34](-Infinity) , a[1](null) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[1](null) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[1](null) )= 5 |
| -3 |
| f1 (a[34](-Infinity) , a[2](true) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[2](true) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[34](-Infinity) , a[2](true) )= 0 |
| f1 (a[34](-Infinity) , a[3](false) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[3](false) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[3](false) )= 5 |
| -3 |
| f1 (a[34](-Infinity) , a[4](true) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[4](true) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[34](-Infinity) , a[4](true) )= 0 |
| f1 (a[34](-Infinity) , a[5](false) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[5](false) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[5](false) )= 5 |
| f1 (a[34](-Infinity) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[6](NaN) )= 5 |
| f1 (a[34](-Infinity) , a[7](0) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[7](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[7](0) )= 5 |
| f1 (a[34](-Infinity) , a[8](0) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[8](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[8](0) )= 5 |
| f1 (a[34](-Infinity) , a[9](0) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[9](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[9](0) )= 5 |
| -3 |
| f1 (a[34](-Infinity) , a[10](1) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[10](1) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[34](-Infinity) , a[10](1) )= 0 |
| f1 (a[34](-Infinity) , a[11](10) )= 2 |
| -Infinity |
| f2 (a[34](-Infinity) , a[11](10) )= -Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[34](-Infinity) , a[11](10) )= 7 |
| f1 (a[34](-Infinity) , a[12](10.1) )= 2 |
| -Infinity |
| f2 (a[34](-Infinity) , a[12](10.1) )= -Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[34](-Infinity) , a[12](10.1) )= 2 |
| f1 (a[34](-Infinity) , a[13](-1) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[13](-1) )= -Infinity |
| -3 |
| 2 4.090909090909091 |
| f3 (a[34](-Infinity) , a[13](-1) )= 2 |
| f1 (a[34](-Infinity) , a[14](-5) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[14](-5) )= -Infinity |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[34](-Infinity) , a[14](-5) )= 0 |
| -3 |
| f1 (a[34](-Infinity) , a[15](5) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[15](5) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[34](-Infinity) , a[15](5) )= 0 |
| f1 (a[34](-Infinity) , a[16](124) )= 7 |
| -Infinity |
| f2 (a[34](-Infinity) , a[16](124) )= -Infinity |
| -3 |
| 2 253.5 |
| f3 (a[34](-Infinity) , a[16](124) )= 2 |
| f1 (a[34](-Infinity) , a[17](248) )= 7 |
| -Infinity |
| f2 (a[34](-Infinity) , a[17](248) )= -Infinity |
| -3 |
| 2 501.5 |
| f3 (a[34](-Infinity) , a[17](248) )= 2 |
| f1 (a[34](-Infinity) , a[18](654) )= 2 |
| -Infinity |
| f2 (a[34](-Infinity) , a[18](654) )= -Infinity |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[34](-Infinity) , a[18](654) )= 0 |
| f1 (a[34](-Infinity) , a[19](987) )= 2 |
| -Infinity |
| f2 (a[34](-Infinity) , a[19](987) )= -Infinity |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[34](-Infinity) , a[19](987) )= 2 |
| f1 (a[34](-Infinity) , a[20](-1026) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[20](-1026) )= -Infinity |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[34](-Infinity) , a[20](-1026) )= -2059 |
| f1 (a[34](-Infinity) , a[21](98768.2546) )= 7 |
| -Infinity |
| f2 (a[34](-Infinity) , a[21](98768.2546) )= -Infinity |
| -3 |
| 2 197542.0092 |
| f3 (a[34](-Infinity) , a[21](98768.2546) )= 2 |
| f1 (a[34](-Infinity) , a[22](-88754.15478) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[22](-88754.15478) )= -Infinity |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[34](-Infinity) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[34](-Infinity) , a[23](1) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[23](1) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[34](-Infinity) , a[23](1) )= 0 |
| f1 (a[34](-Infinity) , a[24](-1) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[24](-1) )= -Infinity |
| -3 |
| 2 4.090909090909091 |
| f3 (a[34](-Infinity) , a[24](-1) )= 2 |
| f1 (a[34](-Infinity) , a[25](0) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[25](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[25](0) )= 5 |
| f1 (a[34](-Infinity) , a[26](-2147483648) )= -2147483643 |
| -Infinity |
| f2 (a[34](-Infinity) , a[26](-2147483648) )= -Infinity |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[34](-Infinity) , a[26](-2147483648) )= -7 |
| f1 (a[34](-Infinity) , a[27](2147483648) )= -2147483643 |
| -Infinity |
| f2 (a[34](-Infinity) , a[27](2147483648) )= -Infinity |
| -3 |
| 2 4294967301.5 |
| f3 (a[34](-Infinity) , a[27](2147483648) )= 2 |
| f1 (a[34](-Infinity) , a[28](33554432) )= 7 |
| -Infinity |
| f2 (a[34](-Infinity) , a[28](33554432) )= -Infinity |
| -3 |
| 2 67108869.5 |
| f3 (a[34](-Infinity) , a[28](33554432) )= 2 |
| f1 (a[34](-Infinity) , a[29](-33554432) )= -33554427 |
| -Infinity |
| f2 (a[34](-Infinity) , a[29](-33554432) )= -Infinity |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[34](-Infinity) , a[29](-33554432) )= -67108871 |
| f1 (a[34](-Infinity) , a[30](1.7976931348623157e+308) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[30](1.7976931348623157e+308) )= -Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[34](-Infinity) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[34](-Infinity) , a[31](5e-324) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[31](5e-324) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[31](5e-324) )= 5 |
| f1 (a[34](-Infinity) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[32](NaN) )= 5 |
| f1 (a[34](-Infinity) , a[33](Infinity) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[33](Infinity) )= -Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[34](-Infinity) , a[33](Infinity) )= 5 |
| f1 (a[34](-Infinity) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[34](-Infinity) , a[34](-Infinity) )= 5 |
| f1 (a[34](-Infinity) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[35](NaN) )= 5 |
| f1 (a[34](-Infinity) , a[36](0) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[36](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[36](0) )= 5 |
| f1 (a[34](-Infinity) , a[37](0) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[37](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[37](0) )= 5 |
| f1 (a[34](-Infinity) , a[38](0) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[38](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[38](0) )= 5 |
| -3 |
| f1 (a[34](-Infinity) , a[39](1) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[39](1) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[34](-Infinity) , a[39](1) )= 0 |
| f1 (a[34](-Infinity) , a[40](10) )= 2 |
| -Infinity |
| f2 (a[34](-Infinity) , a[40](10) )= -Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[34](-Infinity) , a[40](10) )= 7 |
| f1 (a[34](-Infinity) , a[41](10.1) )= 2 |
| -Infinity |
| f2 (a[34](-Infinity) , a[41](10.1) )= -Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[34](-Infinity) , a[41](10.1) )= 2 |
| f1 (a[34](-Infinity) , a[42](1.7976931348623157e+308) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[42](1.7976931348623157e+308) )= -Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[34](-Infinity) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[34](-Infinity) , a[43](5e-324) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[43](5e-324) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[43](5e-324) )= 5 |
| f1 (a[34](-Infinity) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[44](NaN) )= 5 |
| f1 (a[34](-Infinity) , a[45](Infinity) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[45](Infinity) )= -Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[34](-Infinity) , a[45](Infinity) )= 5 |
| f1 (a[34](-Infinity) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[34](-Infinity) , a[46](-Infinity) )= 5 |
| f1 (a[34](-Infinity) , a[47]() )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[47]() )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[47]() )= 5 |
| f1 (a[34](-Infinity) , a[48](hello) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[48](hello) )= 5 |
| f1 (a[34](-Infinity) , a[49](hello) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[49](hello) )= 5 |
| f1 (a[34](-Infinity) , a[50](+0) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[50](+0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[50](+0) )= 5 |
| f1 (a[34](-Infinity) , a[51](-0) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[51](-0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[51](-0) )= 5 |
| f1 (a[34](-Infinity) , a[52](0) )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[52](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[52](0) )= 5 |
| -3 |
| f1 (a[34](-Infinity) , a[53](1) )= 0 |
| -Infinity |
| f2 (a[34](-Infinity) , a[53](1) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[34](-Infinity) , a[53](1) )= 0 |
| f1 (a[34](-Infinity) , a[54](10.0) )= 2 |
| -Infinity |
| f2 (a[34](-Infinity) , a[54](10.0) )= -Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[34](-Infinity) , a[54](10.0) )= 7 |
| f1 (a[34](-Infinity) , a[55](10.1) )= 2 |
| -Infinity |
| f2 (a[34](-Infinity) , a[55](10.1) )= -Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[34](-Infinity) , a[55](10.1) )= 2 |
| f1 (a[34](-Infinity) , a[56]() )= 5 |
| -Infinity |
| f2 (a[34](-Infinity) , a[56]() )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[34](-Infinity) , a[56]() )= 5 |
| f1 (a[34](-Infinity) , a[57](hello) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[57](hello) )= 5 |
| f1 (a[34](-Infinity) , a[58](hello) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[58](hello) )= 5 |
| f1 (a[34](-Infinity) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[59]([object Object]) )= 5 |
| f1 (a[34](-Infinity) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[60](1,2,3) )= 5 |
| f1 (a[34](-Infinity) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[61]([object Object]) )= 5 |
| f1 (a[34](-Infinity) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[62](1,2,3) )= 5 |
| f1 (a[34](-Infinity) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[34](-Infinity) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[34](-Infinity) , a[63](function foo() {}) )= 5 |
| f1 (a[35](NaN) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[0](undefined) )= 5 |
| f1 (a[35](NaN) , a[1](null) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[1](null) )= 5 |
| -3 |
| f1 (a[35](NaN) , a[2](true) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[35](NaN) , a[2](true) )= 0 |
| f1 (a[35](NaN) , a[3](false) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[3](false) )= 5 |
| -3 |
| f1 (a[35](NaN) , a[4](true) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[35](NaN) , a[4](true) )= 0 |
| f1 (a[35](NaN) , a[5](false) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[5](false) )= 5 |
| f1 (a[35](NaN) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[6](NaN) )= 5 |
| f1 (a[35](NaN) , a[7](0) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[7](0) )= 5 |
| f1 (a[35](NaN) , a[8](0) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[8](0) )= 5 |
| f1 (a[35](NaN) , a[9](0) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[9](0) )= 5 |
| -3 |
| f1 (a[35](NaN) , a[10](1) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[35](NaN) , a[10](1) )= 0 |
| f1 (a[35](NaN) , a[11](10) )= 2 |
| NaN |
| f2 (a[35](NaN) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[35](NaN) , a[11](10) )= 7 |
| f1 (a[35](NaN) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[35](NaN) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[35](NaN) , a[12](10.1) )= 2 |
| f1 (a[35](NaN) , a[13](-1) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[35](NaN) , a[13](-1) )= 2 |
| f1 (a[35](NaN) , a[14](-5) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[35](NaN) , a[14](-5) )= 0 |
| -3 |
| f1 (a[35](NaN) , a[15](5) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[35](NaN) , a[15](5) )= 0 |
| f1 (a[35](NaN) , a[16](124) )= 7 |
| NaN |
| f2 (a[35](NaN) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[35](NaN) , a[16](124) )= 2 |
| f1 (a[35](NaN) , a[17](248) )= 7 |
| NaN |
| f2 (a[35](NaN) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[35](NaN) , a[17](248) )= 2 |
| f1 (a[35](NaN) , a[18](654) )= 2 |
| NaN |
| f2 (a[35](NaN) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[35](NaN) , a[18](654) )= 0 |
| f1 (a[35](NaN) , a[19](987) )= 2 |
| NaN |
| f2 (a[35](NaN) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[35](NaN) , a[19](987) )= 2 |
| f1 (a[35](NaN) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[35](NaN) , a[20](-1026) )= -2059 |
| f1 (a[35](NaN) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[35](NaN) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[35](NaN) , a[21](98768.2546) )= 2 |
| f1 (a[35](NaN) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[35](NaN) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[35](NaN) , a[23](1) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[35](NaN) , a[23](1) )= 0 |
| f1 (a[35](NaN) , a[24](-1) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[35](NaN) , a[24](-1) )= 2 |
| f1 (a[35](NaN) , a[25](0) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[25](0) )= 5 |
| f1 (a[35](NaN) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[35](NaN) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[35](NaN) , a[26](-2147483648) )= -7 |
| f1 (a[35](NaN) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[35](NaN) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[35](NaN) , a[27](2147483648) )= 2 |
| f1 (a[35](NaN) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[35](NaN) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[35](NaN) , a[28](33554432) )= 2 |
| f1 (a[35](NaN) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[35](NaN) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[35](NaN) , a[29](-33554432) )= -67108871 |
| f1 (a[35](NaN) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[35](NaN) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[35](NaN) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[31](5e-324) )= 5 |
| f1 (a[35](NaN) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[32](NaN) )= 5 |
| f1 (a[35](NaN) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[35](NaN) , a[33](Infinity) )= 5 |
| f1 (a[35](NaN) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[35](NaN) , a[34](-Infinity) )= 5 |
| f1 (a[35](NaN) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[35](NaN) )= 5 |
| f1 (a[35](NaN) , a[36](0) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[36](0) )= 5 |
| f1 (a[35](NaN) , a[37](0) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[37](0) )= 5 |
| f1 (a[35](NaN) , a[38](0) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[38](0) )= 5 |
| -3 |
| f1 (a[35](NaN) , a[39](1) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[35](NaN) , a[39](1) )= 0 |
| f1 (a[35](NaN) , a[40](10) )= 2 |
| NaN |
| f2 (a[35](NaN) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[35](NaN) , a[40](10) )= 7 |
| f1 (a[35](NaN) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[35](NaN) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[35](NaN) , a[41](10.1) )= 2 |
| f1 (a[35](NaN) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[35](NaN) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[35](NaN) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[43](5e-324) )= 5 |
| f1 (a[35](NaN) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[44](NaN) )= 5 |
| f1 (a[35](NaN) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[35](NaN) , a[45](Infinity) )= 5 |
| f1 (a[35](NaN) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[35](NaN) , a[46](-Infinity) )= 5 |
| f1 (a[35](NaN) , a[47]() )= 5 |
| NaN |
| f2 (a[35](NaN) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[47]() )= 5 |
| f1 (a[35](NaN) , a[48](hello) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[48](hello) )= 5 |
| f1 (a[35](NaN) , a[49](hello) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[49](hello) )= 5 |
| f1 (a[35](NaN) , a[50](+0) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[50](+0) )= 5 |
| f1 (a[35](NaN) , a[51](-0) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[51](-0) )= 5 |
| f1 (a[35](NaN) , a[52](0) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[52](0) )= 5 |
| -3 |
| f1 (a[35](NaN) , a[53](1) )= 0 |
| NaN |
| f2 (a[35](NaN) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[35](NaN) , a[53](1) )= 0 |
| f1 (a[35](NaN) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[35](NaN) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[35](NaN) , a[54](10.0) )= 7 |
| f1 (a[35](NaN) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[35](NaN) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[35](NaN) , a[55](10.1) )= 2 |
| f1 (a[35](NaN) , a[56]() )= 5 |
| NaN |
| f2 (a[35](NaN) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[35](NaN) , a[56]() )= 5 |
| f1 (a[35](NaN) , a[57](hello) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[57](hello) )= 5 |
| f1 (a[35](NaN) , a[58](hello) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[58](hello) )= 5 |
| f1 (a[35](NaN) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[59]([object Object]) )= 5 |
| f1 (a[35](NaN) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[60](1,2,3) )= 5 |
| f1 (a[35](NaN) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[61]([object Object]) )= 5 |
| f1 (a[35](NaN) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[62](1,2,3) )= 5 |
| f1 (a[35](NaN) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[35](NaN) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[35](NaN) , a[63](function foo() {}) )= 5 |
| f1 (a[36](0) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[36](0) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[0](undefined) )= 5 |
| f1 (a[36](0) , a[1](null) )= 5 |
| f2 (a[36](0) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[1](null) )= 5 |
| -3 |
| f1 (a[36](0) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[36](0) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[36](0) , a[2](true) )= 0 |
| f1 (a[36](0) , a[3](false) )= 5 |
| f2 (a[36](0) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[3](false) )= 5 |
| -3 |
| f1 (a[36](0) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[36](0) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[36](0) , a[4](true) )= 0 |
| f1 (a[36](0) , a[5](false) )= 5 |
| f2 (a[36](0) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[5](false) )= 5 |
| f1 (a[36](0) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[36](0) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[6](NaN) )= 5 |
| f1 (a[36](0) , a[7](0) )= 5 |
| f2 (a[36](0) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[7](0) )= 5 |
| f1 (a[36](0) , a[8](0) )= 5 |
| f2 (a[36](0) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[8](0) )= 5 |
| f1 (a[36](0) , a[9](0) )= 5 |
| f2 (a[36](0) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[9](0) )= 5 |
| -3 |
| f1 (a[36](0) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[36](0) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[36](0) , a[10](1) )= 0 |
| f1 (a[36](0) , a[11](10) )= 2 |
| 0 |
| f2 (a[36](0) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[36](0) , a[11](10) )= 7 |
| f1 (a[36](0) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[36](0) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[36](0) , a[12](10.1) )= 2 |
| f1 (a[36](0) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[36](0) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[36](0) , a[13](-1) )= 2 |
| f1 (a[36](0) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[36](0) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[36](0) , a[14](-5) )= 0 |
| -3 |
| f1 (a[36](0) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[36](0) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[36](0) , a[15](5) )= 0 |
| f1 (a[36](0) , a[16](124) )= 7 |
| f2 (a[36](0) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[36](0) , a[16](124) )= 2 |
| f1 (a[36](0) , a[17](248) )= 7 |
| f2 (a[36](0) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[36](0) , a[17](248) )= 2 |
| f1 (a[36](0) , a[18](654) )= 2 |
| 0 |
| f2 (a[36](0) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[36](0) , a[18](654) )= 0 |
| f1 (a[36](0) , a[19](987) )= 2 |
| 0 |
| f2 (a[36](0) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[36](0) , a[19](987) )= 2 |
| f1 (a[36](0) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[36](0) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[36](0) , a[20](-1026) )= -2059 |
| f1 (a[36](0) , a[21](98768.2546) )= 7 |
| f2 (a[36](0) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[36](0) , a[21](98768.2546) )= 2 |
| f1 (a[36](0) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[36](0) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[36](0) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[36](0) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[36](0) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[36](0) , a[23](1) )= 0 |
| f1 (a[36](0) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[36](0) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[36](0) , a[24](-1) )= 2 |
| f1 (a[36](0) , a[25](0) )= 5 |
| f2 (a[36](0) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[25](0) )= 5 |
| f1 (a[36](0) , a[26](-2147483648) )= -2147483643 |
| f2 (a[36](0) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[36](0) , a[26](-2147483648) )= -7 |
| f1 (a[36](0) , a[27](2147483648) )= -2147483643 |
| f2 (a[36](0) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[36](0) , a[27](2147483648) )= 2 |
| f1 (a[36](0) , a[28](33554432) )= 7 |
| f2 (a[36](0) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[36](0) , a[28](33554432) )= 2 |
| f1 (a[36](0) , a[29](-33554432) )= -33554427 |
| f2 (a[36](0) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[36](0) , a[29](-33554432) )= -67108871 |
| f1 (a[36](0) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[36](0) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[36](0) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[36](0) , a[31](5e-324) )= 5 |
| f2 (a[36](0) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[31](5e-324) )= 5 |
| f1 (a[36](0) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[36](0) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[32](NaN) )= 5 |
| f1 (a[36](0) , a[33](Infinity) )= 5 |
| f2 (a[36](0) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[36](0) , a[33](Infinity) )= 5 |
| f1 (a[36](0) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[36](0) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[36](0) , a[34](-Infinity) )= 5 |
| f1 (a[36](0) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[36](0) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[35](NaN) )= 5 |
| f1 (a[36](0) , a[36](0) )= 5 |
| f2 (a[36](0) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[36](0) )= 5 |
| f1 (a[36](0) , a[37](0) )= 5 |
| f2 (a[36](0) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[37](0) )= 5 |
| f1 (a[36](0) , a[38](0) )= 5 |
| f2 (a[36](0) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[38](0) )= 5 |
| -3 |
| f1 (a[36](0) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[36](0) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[36](0) , a[39](1) )= 0 |
| f1 (a[36](0) , a[40](10) )= 2 |
| 0 |
| f2 (a[36](0) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[36](0) , a[40](10) )= 7 |
| f1 (a[36](0) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[36](0) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[36](0) , a[41](10.1) )= 2 |
| f1 (a[36](0) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[36](0) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[36](0) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[36](0) , a[43](5e-324) )= 5 |
| f2 (a[36](0) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[43](5e-324) )= 5 |
| f1 (a[36](0) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[36](0) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[44](NaN) )= 5 |
| f1 (a[36](0) , a[45](Infinity) )= 5 |
| f2 (a[36](0) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[36](0) , a[45](Infinity) )= 5 |
| f1 (a[36](0) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[36](0) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[36](0) , a[46](-Infinity) )= 5 |
| f1 (a[36](0) , a[47]() )= 5 |
| f2 (a[36](0) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[47]() )= 5 |
| f1 (a[36](0) , a[48](hello) )= 5 |
| NaN |
| f2 (a[36](0) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[48](hello) )= 5 |
| f1 (a[36](0) , a[49](hello) )= 5 |
| NaN |
| f2 (a[36](0) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[49](hello) )= 5 |
| f1 (a[36](0) , a[50](+0) )= 5 |
| f2 (a[36](0) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[50](+0) )= 5 |
| f1 (a[36](0) , a[51](-0) )= 5 |
| f2 (a[36](0) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[51](-0) )= 5 |
| f1 (a[36](0) , a[52](0) )= 5 |
| f2 (a[36](0) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[52](0) )= 5 |
| -3 |
| f1 (a[36](0) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[36](0) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[36](0) , a[53](1) )= 0 |
| f1 (a[36](0) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[36](0) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[36](0) , a[54](10.0) )= 7 |
| f1 (a[36](0) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[36](0) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[36](0) , a[55](10.1) )= 2 |
| f1 (a[36](0) , a[56]() )= 5 |
| f2 (a[36](0) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[36](0) , a[56]() )= 5 |
| f1 (a[36](0) , a[57](hello) )= 5 |
| NaN |
| f2 (a[36](0) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[57](hello) )= 5 |
| f1 (a[36](0) , a[58](hello) )= 5 |
| NaN |
| f2 (a[36](0) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[58](hello) )= 5 |
| f1 (a[36](0) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[36](0) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[59]([object Object]) )= 5 |
| f1 (a[36](0) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[36](0) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[60](1,2,3) )= 5 |
| f1 (a[36](0) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[36](0) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[61]([object Object]) )= 5 |
| f1 (a[36](0) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[36](0) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[62](1,2,3) )= 5 |
| f1 (a[36](0) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[36](0) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[36](0) , a[63](function foo() {}) )= 5 |
| f1 (a[37](0) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[37](0) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[0](undefined) )= 5 |
| f1 (a[37](0) , a[1](null) )= 5 |
| f2 (a[37](0) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[1](null) )= 5 |
| -3 |
| f1 (a[37](0) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[37](0) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[37](0) , a[2](true) )= 0 |
| f1 (a[37](0) , a[3](false) )= 5 |
| f2 (a[37](0) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[3](false) )= 5 |
| -3 |
| f1 (a[37](0) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[37](0) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[37](0) , a[4](true) )= 0 |
| f1 (a[37](0) , a[5](false) )= 5 |
| f2 (a[37](0) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[5](false) )= 5 |
| f1 (a[37](0) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[37](0) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[6](NaN) )= 5 |
| f1 (a[37](0) , a[7](0) )= 5 |
| f2 (a[37](0) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[7](0) )= 5 |
| f1 (a[37](0) , a[8](0) )= 5 |
| f2 (a[37](0) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[8](0) )= 5 |
| f1 (a[37](0) , a[9](0) )= 5 |
| f2 (a[37](0) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[9](0) )= 5 |
| -3 |
| f1 (a[37](0) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[37](0) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[37](0) , a[10](1) )= 0 |
| f1 (a[37](0) , a[11](10) )= 2 |
| 0 |
| f2 (a[37](0) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[37](0) , a[11](10) )= 7 |
| f1 (a[37](0) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[37](0) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[37](0) , a[12](10.1) )= 2 |
| f1 (a[37](0) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[37](0) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[37](0) , a[13](-1) )= 2 |
| f1 (a[37](0) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[37](0) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[37](0) , a[14](-5) )= 0 |
| -3 |
| f1 (a[37](0) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[37](0) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[37](0) , a[15](5) )= 0 |
| f1 (a[37](0) , a[16](124) )= 7 |
| f2 (a[37](0) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[37](0) , a[16](124) )= 2 |
| f1 (a[37](0) , a[17](248) )= 7 |
| f2 (a[37](0) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[37](0) , a[17](248) )= 2 |
| f1 (a[37](0) , a[18](654) )= 2 |
| 0 |
| f2 (a[37](0) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[37](0) , a[18](654) )= 0 |
| f1 (a[37](0) , a[19](987) )= 2 |
| 0 |
| f2 (a[37](0) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[37](0) , a[19](987) )= 2 |
| f1 (a[37](0) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[37](0) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[37](0) , a[20](-1026) )= -2059 |
| f1 (a[37](0) , a[21](98768.2546) )= 7 |
| f2 (a[37](0) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[37](0) , a[21](98768.2546) )= 2 |
| f1 (a[37](0) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[37](0) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[37](0) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[37](0) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[37](0) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[37](0) , a[23](1) )= 0 |
| f1 (a[37](0) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[37](0) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[37](0) , a[24](-1) )= 2 |
| f1 (a[37](0) , a[25](0) )= 5 |
| f2 (a[37](0) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[25](0) )= 5 |
| f1 (a[37](0) , a[26](-2147483648) )= -2147483643 |
| f2 (a[37](0) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[37](0) , a[26](-2147483648) )= -7 |
| f1 (a[37](0) , a[27](2147483648) )= -2147483643 |
| f2 (a[37](0) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[37](0) , a[27](2147483648) )= 2 |
| f1 (a[37](0) , a[28](33554432) )= 7 |
| f2 (a[37](0) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[37](0) , a[28](33554432) )= 2 |
| f1 (a[37](0) , a[29](-33554432) )= -33554427 |
| f2 (a[37](0) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[37](0) , a[29](-33554432) )= -67108871 |
| f1 (a[37](0) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[37](0) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[37](0) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[37](0) , a[31](5e-324) )= 5 |
| f2 (a[37](0) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[31](5e-324) )= 5 |
| f1 (a[37](0) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[37](0) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[32](NaN) )= 5 |
| f1 (a[37](0) , a[33](Infinity) )= 5 |
| f2 (a[37](0) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[37](0) , a[33](Infinity) )= 5 |
| f1 (a[37](0) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[37](0) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[37](0) , a[34](-Infinity) )= 5 |
| f1 (a[37](0) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[37](0) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[35](NaN) )= 5 |
| f1 (a[37](0) , a[36](0) )= 5 |
| f2 (a[37](0) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[36](0) )= 5 |
| f1 (a[37](0) , a[37](0) )= 5 |
| f2 (a[37](0) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[37](0) )= 5 |
| f1 (a[37](0) , a[38](0) )= 5 |
| f2 (a[37](0) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[38](0) )= 5 |
| -3 |
| f1 (a[37](0) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[37](0) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[37](0) , a[39](1) )= 0 |
| f1 (a[37](0) , a[40](10) )= 2 |
| 0 |
| f2 (a[37](0) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[37](0) , a[40](10) )= 7 |
| f1 (a[37](0) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[37](0) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[37](0) , a[41](10.1) )= 2 |
| f1 (a[37](0) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[37](0) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[37](0) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[37](0) , a[43](5e-324) )= 5 |
| f2 (a[37](0) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[43](5e-324) )= 5 |
| f1 (a[37](0) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[37](0) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[44](NaN) )= 5 |
| f1 (a[37](0) , a[45](Infinity) )= 5 |
| f2 (a[37](0) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[37](0) , a[45](Infinity) )= 5 |
| f1 (a[37](0) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[37](0) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[37](0) , a[46](-Infinity) )= 5 |
| f1 (a[37](0) , a[47]() )= 5 |
| f2 (a[37](0) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[47]() )= 5 |
| f1 (a[37](0) , a[48](hello) )= 5 |
| NaN |
| f2 (a[37](0) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[48](hello) )= 5 |
| f1 (a[37](0) , a[49](hello) )= 5 |
| NaN |
| f2 (a[37](0) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[49](hello) )= 5 |
| f1 (a[37](0) , a[50](+0) )= 5 |
| f2 (a[37](0) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[50](+0) )= 5 |
| f1 (a[37](0) , a[51](-0) )= 5 |
| f2 (a[37](0) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[51](-0) )= 5 |
| f1 (a[37](0) , a[52](0) )= 5 |
| f2 (a[37](0) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[52](0) )= 5 |
| -3 |
| f1 (a[37](0) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[37](0) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[37](0) , a[53](1) )= 0 |
| f1 (a[37](0) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[37](0) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[37](0) , a[54](10.0) )= 7 |
| f1 (a[37](0) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[37](0) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[37](0) , a[55](10.1) )= 2 |
| f1 (a[37](0) , a[56]() )= 5 |
| f2 (a[37](0) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[37](0) , a[56]() )= 5 |
| f1 (a[37](0) , a[57](hello) )= 5 |
| NaN |
| f2 (a[37](0) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[57](hello) )= 5 |
| f1 (a[37](0) , a[58](hello) )= 5 |
| NaN |
| f2 (a[37](0) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[58](hello) )= 5 |
| f1 (a[37](0) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[37](0) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[59]([object Object]) )= 5 |
| f1 (a[37](0) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[37](0) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[60](1,2,3) )= 5 |
| f1 (a[37](0) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[37](0) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[61]([object Object]) )= 5 |
| f1 (a[37](0) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[37](0) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[62](1,2,3) )= 5 |
| f1 (a[37](0) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[37](0) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[37](0) , a[63](function foo() {}) )= 5 |
| f1 (a[38](0) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[38](0) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[0](undefined) )= 5 |
| f1 (a[38](0) , a[1](null) )= 5 |
| f2 (a[38](0) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[1](null) )= 5 |
| -3 |
| f1 (a[38](0) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[38](0) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[38](0) , a[2](true) )= 0 |
| f1 (a[38](0) , a[3](false) )= 5 |
| f2 (a[38](0) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[3](false) )= 5 |
| -3 |
| f1 (a[38](0) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[38](0) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[38](0) , a[4](true) )= 0 |
| f1 (a[38](0) , a[5](false) )= 5 |
| f2 (a[38](0) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[5](false) )= 5 |
| f1 (a[38](0) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[38](0) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[6](NaN) )= 5 |
| f1 (a[38](0) , a[7](0) )= 5 |
| f2 (a[38](0) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[7](0) )= 5 |
| f1 (a[38](0) , a[8](0) )= 5 |
| f2 (a[38](0) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[8](0) )= 5 |
| f1 (a[38](0) , a[9](0) )= 5 |
| f2 (a[38](0) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[9](0) )= 5 |
| -3 |
| f1 (a[38](0) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[38](0) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[38](0) , a[10](1) )= 0 |
| f1 (a[38](0) , a[11](10) )= 2 |
| 0 |
| f2 (a[38](0) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[38](0) , a[11](10) )= 7 |
| f1 (a[38](0) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[38](0) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[38](0) , a[12](10.1) )= 2 |
| f1 (a[38](0) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[38](0) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[38](0) , a[13](-1) )= 2 |
| f1 (a[38](0) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[38](0) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[38](0) , a[14](-5) )= 0 |
| -3 |
| f1 (a[38](0) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[38](0) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[38](0) , a[15](5) )= 0 |
| f1 (a[38](0) , a[16](124) )= 7 |
| f2 (a[38](0) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[38](0) , a[16](124) )= 2 |
| f1 (a[38](0) , a[17](248) )= 7 |
| f2 (a[38](0) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[38](0) , a[17](248) )= 2 |
| f1 (a[38](0) , a[18](654) )= 2 |
| 0 |
| f2 (a[38](0) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[38](0) , a[18](654) )= 0 |
| f1 (a[38](0) , a[19](987) )= 2 |
| 0 |
| f2 (a[38](0) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[38](0) , a[19](987) )= 2 |
| f1 (a[38](0) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[38](0) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[38](0) , a[20](-1026) )= -2059 |
| f1 (a[38](0) , a[21](98768.2546) )= 7 |
| f2 (a[38](0) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[38](0) , a[21](98768.2546) )= 2 |
| f1 (a[38](0) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[38](0) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[38](0) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[38](0) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[38](0) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[38](0) , a[23](1) )= 0 |
| f1 (a[38](0) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[38](0) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[38](0) , a[24](-1) )= 2 |
| f1 (a[38](0) , a[25](0) )= 5 |
| f2 (a[38](0) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[25](0) )= 5 |
| f1 (a[38](0) , a[26](-2147483648) )= -2147483643 |
| f2 (a[38](0) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[38](0) , a[26](-2147483648) )= -7 |
| f1 (a[38](0) , a[27](2147483648) )= -2147483643 |
| f2 (a[38](0) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[38](0) , a[27](2147483648) )= 2 |
| f1 (a[38](0) , a[28](33554432) )= 7 |
| f2 (a[38](0) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[38](0) , a[28](33554432) )= 2 |
| f1 (a[38](0) , a[29](-33554432) )= -33554427 |
| f2 (a[38](0) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[38](0) , a[29](-33554432) )= -67108871 |
| f1 (a[38](0) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[38](0) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[38](0) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[38](0) , a[31](5e-324) )= 5 |
| f2 (a[38](0) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[31](5e-324) )= 5 |
| f1 (a[38](0) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[38](0) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[32](NaN) )= 5 |
| f1 (a[38](0) , a[33](Infinity) )= 5 |
| f2 (a[38](0) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[38](0) , a[33](Infinity) )= 5 |
| f1 (a[38](0) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[38](0) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[38](0) , a[34](-Infinity) )= 5 |
| f1 (a[38](0) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[38](0) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[35](NaN) )= 5 |
| f1 (a[38](0) , a[36](0) )= 5 |
| f2 (a[38](0) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[36](0) )= 5 |
| f1 (a[38](0) , a[37](0) )= 5 |
| f2 (a[38](0) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[37](0) )= 5 |
| f1 (a[38](0) , a[38](0) )= 5 |
| f2 (a[38](0) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[38](0) )= 5 |
| -3 |
| f1 (a[38](0) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[38](0) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[38](0) , a[39](1) )= 0 |
| f1 (a[38](0) , a[40](10) )= 2 |
| 0 |
| f2 (a[38](0) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[38](0) , a[40](10) )= 7 |
| f1 (a[38](0) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[38](0) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[38](0) , a[41](10.1) )= 2 |
| f1 (a[38](0) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[38](0) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[38](0) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[38](0) , a[43](5e-324) )= 5 |
| f2 (a[38](0) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[43](5e-324) )= 5 |
| f1 (a[38](0) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[38](0) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[44](NaN) )= 5 |
| f1 (a[38](0) , a[45](Infinity) )= 5 |
| f2 (a[38](0) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[38](0) , a[45](Infinity) )= 5 |
| f1 (a[38](0) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[38](0) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[38](0) , a[46](-Infinity) )= 5 |
| f1 (a[38](0) , a[47]() )= 5 |
| f2 (a[38](0) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[47]() )= 5 |
| f1 (a[38](0) , a[48](hello) )= 5 |
| NaN |
| f2 (a[38](0) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[48](hello) )= 5 |
| f1 (a[38](0) , a[49](hello) )= 5 |
| NaN |
| f2 (a[38](0) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[49](hello) )= 5 |
| f1 (a[38](0) , a[50](+0) )= 5 |
| f2 (a[38](0) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[50](+0) )= 5 |
| f1 (a[38](0) , a[51](-0) )= 5 |
| f2 (a[38](0) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[51](-0) )= 5 |
| f1 (a[38](0) , a[52](0) )= 5 |
| f2 (a[38](0) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[52](0) )= 5 |
| -3 |
| f1 (a[38](0) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[38](0) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[38](0) , a[53](1) )= 0 |
| f1 (a[38](0) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[38](0) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[38](0) , a[54](10.0) )= 7 |
| f1 (a[38](0) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[38](0) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[38](0) , a[55](10.1) )= 2 |
| f1 (a[38](0) , a[56]() )= 5 |
| f2 (a[38](0) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[38](0) , a[56]() )= 5 |
| f1 (a[38](0) , a[57](hello) )= 5 |
| NaN |
| f2 (a[38](0) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[57](hello) )= 5 |
| f1 (a[38](0) , a[58](hello) )= 5 |
| NaN |
| f2 (a[38](0) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[58](hello) )= 5 |
| f1 (a[38](0) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[38](0) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[59]([object Object]) )= 5 |
| f1 (a[38](0) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[38](0) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[60](1,2,3) )= 5 |
| f1 (a[38](0) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[38](0) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[61]([object Object]) )= 5 |
| f1 (a[38](0) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[38](0) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[62](1,2,3) )= 5 |
| f1 (a[38](0) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[38](0) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[38](0) , a[63](function foo() {}) )= 5 |
| f1 (a[39](1) , a[0](undefined) )= 7 |
| NaN |
| f2 (a[39](1) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[0](undefined) )= 7 |
| f1 (a[39](1) , a[1](null) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[1](null) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[1](null) )= 7 |
| -3 |
| f1 (a[39](1) , a[2](true) )= 1 |
| -3.4 |
| f2 (a[39](1) , a[2](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[39](1) , a[2](true) )= 1 |
| f1 (a[39](1) , a[3](false) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[3](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[3](false) )= 7 |
| -3 |
| f1 (a[39](1) , a[4](true) )= 1 |
| -3.4 |
| f2 (a[39](1) , a[4](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[39](1) , a[4](true) )= 1 |
| f1 (a[39](1) , a[5](false) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[5](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[5](false) )= 7 |
| f1 (a[39](1) , a[6](NaN) )= 7 |
| NaN |
| f2 (a[39](1) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[6](NaN) )= 7 |
| f1 (a[39](1) , a[7](0) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[7](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[7](0) )= 7 |
| f1 (a[39](1) , a[8](0) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[8](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[8](0) )= 7 |
| f1 (a[39](1) , a[9](0) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[9](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[9](0) )= 7 |
| -3 |
| f1 (a[39](1) , a[10](1) )= 1 |
| -3.4 |
| f2 (a[39](1) , a[10](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[39](1) , a[10](1) )= 1 |
| f1 (a[39](1) , a[11](10) )= 100 |
| f2 (a[39](1) , a[11](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[39](1) , a[11](10) )= 3 |
| f1 (a[39](1) , a[12](10.1) )= 100 |
| f2 (a[39](1) , a[12](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[39](1) , a[12](10.1) )= 100 |
| f1 (a[39](1) , a[13](-1) )= 0 |
| -6.5 |
| f2 (a[39](1) , a[13](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[39](1) , a[13](-1) )= 100 |
| f1 (a[39](1) , a[14](-5) )= 0 |
| -10.5 |
| f2 (a[39](1) , a[14](-5) )= -5 |
| 1 |
| -3 |
| -3 |
| 0.18181818181818182 |
| 1 1 |
| f3 (a[39](1) , a[14](-5) )= 1 |
| -3 |
| f1 (a[39](1) , a[15](5) )= 1 |
| -3.4 |
| f2 (a[39](1) , a[15](5) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 5 |
| f3 (a[39](1) , a[15](5) )= 1 |
| 0 |
| f1 (a[39](1) , a[16](124) )= 3 |
| f2 (a[39](1) , a[16](124) )= 3.4 |
| 1 |
| -3 |
| 1 254.5 |
| f3 (a[39](1) , a[16](124) )= 1 |
| 0 |
| f1 (a[39](1) , a[17](248) )= 3 |
| f2 (a[39](1) , a[17](248) )= 3.4 |
| 1 |
| -3 |
| 1 502.5 |
| f3 (a[39](1) , a[17](248) )= 1 |
| f1 (a[39](1) , a[18](654) )= 100 |
| f2 (a[39](1) , a[18](654) )= 3.4 |
| -3 |
| -3 |
| 1 2352438 |
| f3 (a[39](1) , a[18](654) )= 1 |
| 1 |
| f1 (a[39](1) , a[19](987) )= 1 |
| -0.29437229437229434 |
| f2 (a[39](1) , a[19](987) )= 1 |
| 0.9965478728804955 |
| 1 |
| -3 |
| 0.9965478728804955 |
| 1 987 |
| f3 (a[39](1) , a[19](987) )= 1 |
| f1 (a[39](1) , a[20](-1026) )= 100 |
| -1031.5 |
| f2 (a[39](1) , a[20](-1026) )= -1026 |
| -2064 |
| -3 |
| -2059 -2059.6 |
| f3 (a[39](1) , a[20](-1026) )= -2059 |
| 0 |
| f1 (a[39](1) , a[21](98768.2546) )= 3 |
| f2 (a[39](1) , a[21](98768.2546) )= 3.4 |
| 1 |
| -3 |
| 1 197543.0092 |
| f3 (a[39](1) , a[21](98768.2546) )= 1 |
| f1 (a[39](1) , a[22](-88754.15478) )= 100 |
| -88759.65478 |
| f2 (a[39](1) , a[22](-88754.15478) )= -88754.15478 |
| -711960064 |
| -3 |
| -711960059 7877974533.838525 |
| f3 (a[39](1) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[39](1) , a[23](1) )= 1 |
| -3.4 |
| f2 (a[39](1) , a[23](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[39](1) , a[23](1) )= 1 |
| f1 (a[39](1) , a[24](-1) )= 0 |
| -6.5 |
| f2 (a[39](1) , a[24](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[39](1) , a[24](-1) )= 100 |
| f1 (a[39](1) , a[25](0) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[25](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[25](0) )= 7 |
| f1 (a[39](1) , a[26](-2147483648) )= -2147483641 |
| -2147483653.5 |
| f2 (a[39](1) , a[26](-2147483648) )= -2147483646 |
| -12 |
| -3 |
| -7 -4294967303.6 |
| f3 (a[39](1) , a[26](-2147483648) )= -7 |
| f1 (a[39](1) , a[27](2147483648) )= -2147483641 |
| f2 (a[39](1) , a[27](2147483648) )= 3.4 |
| 1 |
| -3 |
| 1 4294967302.5 |
| f3 (a[39](1) , a[27](2147483648) )= 1 |
| 0 |
| f1 (a[39](1) , a[28](33554432) )= 3 |
| f2 (a[39](1) , a[28](33554432) )= 3.4 |
| 1 |
| -3 |
| 1 67108870.5 |
| f3 (a[39](1) , a[28](33554432) )= 1 |
| f1 (a[39](1) , a[29](-33554432) )= -33554425 |
| -33554437.5 |
| f2 (a[39](1) , a[29](-33554432) )= -33554430 |
| -67108876 |
| -3 |
| -67108871 -67108871.6 |
| f3 (a[39](1) , a[29](-33554432) )= -67108871 |
| f1 (a[39](1) , a[30](1.7976931348623157e+308) )= 7 |
| f2 (a[39](1) , a[30](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[39](1) , a[30](1.7976931348623157e+308) )= 7 |
| f1 (a[39](1) , a[31](5e-324) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[31](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[39](1) , a[31](5e-324) )= 7 |
| f1 (a[39](1) , a[32](NaN) )= 7 |
| NaN |
| f2 (a[39](1) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[32](NaN) )= 7 |
| f1 (a[39](1) , a[33](Infinity) )= 7 |
| f2 (a[39](1) , a[33](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[39](1) , a[33](Infinity) )= 7 |
| f1 (a[39](1) , a[34](-Infinity) )= 7 |
| -Infinity |
| f2 (a[39](1) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[39](1) , a[34](-Infinity) )= 7 |
| f1 (a[39](1) , a[35](NaN) )= 7 |
| NaN |
| f2 (a[39](1) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[35](NaN) )= 7 |
| f1 (a[39](1) , a[36](0) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[36](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[36](0) )= 7 |
| f1 (a[39](1) , a[37](0) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[37](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[37](0) )= 7 |
| f1 (a[39](1) , a[38](0) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[38](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[38](0) )= 7 |
| -3 |
| f1 (a[39](1) , a[39](1) )= 1 |
| -3.4 |
| f2 (a[39](1) , a[39](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[39](1) , a[39](1) )= 1 |
| f1 (a[39](1) , a[40](10) )= 100 |
| f2 (a[39](1) , a[40](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[39](1) , a[40](10) )= 3 |
| f1 (a[39](1) , a[41](10.1) )= 100 |
| f2 (a[39](1) , a[41](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[39](1) , a[41](10.1) )= 100 |
| f1 (a[39](1) , a[42](1.7976931348623157e+308) )= 7 |
| f2 (a[39](1) , a[42](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[39](1) , a[42](1.7976931348623157e+308) )= 7 |
| f1 (a[39](1) , a[43](5e-324) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[43](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[39](1) , a[43](5e-324) )= 7 |
| f1 (a[39](1) , a[44](NaN) )= 7 |
| NaN |
| f2 (a[39](1) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[44](NaN) )= 7 |
| f1 (a[39](1) , a[45](Infinity) )= 7 |
| f2 (a[39](1) , a[45](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[39](1) , a[45](Infinity) )= 7 |
| f1 (a[39](1) , a[46](-Infinity) )= 7 |
| -Infinity |
| f2 (a[39](1) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[39](1) , a[46](-Infinity) )= 7 |
| f1 (a[39](1) , a[47]() )= 7 |
| -5.5 |
| f2 (a[39](1) , a[47]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[47]() )= 7 |
| f1 (a[39](1) , a[48](hello) )= 7 |
| NaN |
| f2 (a[39](1) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[48](hello) )= 7 |
| f1 (a[39](1) , a[49](hello) )= 7 |
| NaN |
| f2 (a[39](1) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[49](hello) )= 7 |
| f1 (a[39](1) , a[50](+0) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[50](+0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[50](+0) )= 7 |
| f1 (a[39](1) , a[51](-0) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[51](-0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[51](-0) )= 7 |
| f1 (a[39](1) , a[52](0) )= 7 |
| -5.5 |
| f2 (a[39](1) , a[52](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[52](0) )= 7 |
| -3 |
| f1 (a[39](1) , a[53](1) )= 1 |
| -3.4 |
| f2 (a[39](1) , a[53](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[39](1) , a[53](1) )= 1 |
| f1 (a[39](1) , a[54](10.0) )= 100 |
| f2 (a[39](1) , a[54](10.0) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[39](1) , a[54](10.0) )= 3 |
| f1 (a[39](1) , a[55](10.1) )= 100 |
| f2 (a[39](1) , a[55](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[39](1) , a[55](10.1) )= 100 |
| f1 (a[39](1) , a[56]() )= 7 |
| -5.5 |
| f2 (a[39](1) , a[56]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[39](1) , a[56]() )= 7 |
| f1 (a[39](1) , a[57](hello) )= 7 |
| NaN |
| f2 (a[39](1) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[57](hello) )= 7 |
| f1 (a[39](1) , a[58](hello) )= 7 |
| NaN |
| f2 (a[39](1) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[58](hello) )= 7 |
| f1 (a[39](1) , a[59]([object Object]) )= 7 |
| NaN |
| f2 (a[39](1) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[59]([object Object]) )= 7 |
| f1 (a[39](1) , a[60](1,2,3) )= 7 |
| NaN |
| f2 (a[39](1) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[60](1,2,3) )= 7 |
| f1 (a[39](1) , a[61]([object Object]) )= 7 |
| NaN |
| f2 (a[39](1) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[61]([object Object]) )= 7 |
| f1 (a[39](1) , a[62](1,2,3) )= 7 |
| NaN |
| f2 (a[39](1) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[62](1,2,3) )= 7 |
| f1 (a[39](1) , a[63](function foo() {}) )= 7 |
| NaN |
| f2 (a[39](1) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[39](1) , a[63](function foo() {}) )= 7 |
| f1 (a[40](10) , a[0](undefined) )= 150 |
| NaN |
| f2 (a[40](10) , a[0](undefined) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[0](undefined) )= 150 |
| f1 (a[40](10) , a[1](null) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[1](null) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[1](null) )= 150 |
| f1 (a[40](10) , a[2](true) )= 50 |
| 12.4 |
| f2 (a[40](10) , a[2](true) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[40](10) , a[2](true) )= 50 |
| f1 (a[40](10) , a[3](false) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[3](false) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[3](false) )= 150 |
| f1 (a[40](10) , a[4](true) )= 50 |
| 12.4 |
| f2 (a[40](10) , a[4](true) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[40](10) , a[4](true) )= 50 |
| f1 (a[40](10) , a[5](false) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[5](false) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[5](false) )= 150 |
| f1 (a[40](10) , a[6](NaN) )= 150 |
| NaN |
| f2 (a[40](10) , a[6](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[6](NaN) )= 150 |
| f1 (a[40](10) , a[7](0) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[7](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[7](0) )= 150 |
| f1 (a[40](10) , a[8](0) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[8](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[8](0) )= 150 |
| f1 (a[40](10) , a[9](0) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[9](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[9](0) )= 150 |
| f1 (a[40](10) , a[10](1) )= 50 |
| 12.4 |
| f2 (a[40](10) , a[10](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[40](10) , a[10](1) )= 50 |
| f1 (a[40](10) , a[11](10) )= 200 |
| f2 (a[40](10) , a[11](10) )= 5500 |
| 12.4 |
| 1025 27500 |
| f3 (a[40](10) , a[11](10) )= 1025 |
| f1 (a[40](10) , a[12](10.1) )= 200 |
| f2 (a[40](10) , a[12](10.1) )= 5555 |
| 36.8 |
| 200 28052.75 |
| f3 (a[40](10) , a[12](10.1) )= 200 |
| f1 (a[40](10) , a[13](-1) )= 20 |
| 6.58008658008658 |
| f2 (a[40](10) , a[13](-1) )= 1000 |
| 200 2.619047619047619 |
| f3 (a[40](10) , a[13](-1) )= 200 |
| f1 (a[40](10) , a[14](-5) )= 20 |
| 6.58008658008658 |
| f2 (a[40](10) , a[14](-5) )= 1000 |
| 1 |
| 9.09090909090909 |
| 50 1250 |
| f3 (a[40](10) , a[14](-5) )= 50 |
| f1 (a[40](10) , a[15](5) )= 50 |
| 12.4 |
| f2 (a[40](10) , a[15](5) )= 1000 |
| -3.4 |
| 50 17 |
| f3 (a[40](10) , a[15](5) )= 50 |
| f1 (a[40](10) , a[16](124) )= 149 |
| f2 (a[40](10) , a[16](124) )= 68200 |
| 2 |
| 303.5 |
| 100 768800 |
| f3 (a[40](10) , a[16](124) )= 100 |
| f1 (a[40](10) , a[17](248) )= 273 |
| f2 (a[40](10) , a[17](248) )= 136400 |
| 2 |
| 551.5 |
| 100 3075200 |
| f3 (a[40](10) , a[17](248) )= 100 |
| f1 (a[40](10) , a[18](654) )= 200 |
| f2 (a[40](10) , a[18](654) )= 359700 |
| -12938394 |
| 100 117621900 |
| f3 (a[40](10) , a[18](654) )= 100 |
| 2 |
| f1 (a[40](10) , a[19](987) )= 100 |
| f2 (a[40](10) , a[19](987) )= 542850 |
| 0.9965478728804955 |
| 2 |
| 2.6190476190476186 |
| 100 987 |
| f3 (a[40](10) , a[19](987) )= 100 |
| f1 (a[40](10) , a[20](-1026) )= 200 |
| 76 |
| f2 (a[40](10) , a[20](-1026) )= 1000 |
| 50 -7797.6 |
| f3 (a[40](10) , a[20](-1026) )= 50 |
| f1 (a[40](10) , a[21](98768.2546) )= 98793 |
| f2 (a[40](10) , a[21](98768.2546) )= 54322540.03 |
| 2 |
| 197592.0092 |
| 100 487758405836.5211 |
| f3 (a[40](10) , a[21](98768.2546) )= 100 |
| f1 (a[40](10) , a[22](-88754.15478) )= 200 |
| 76 |
| f2 (a[40](10) , a[22](-88754.15478) )= 1000 |
| 50 90982814892.72587 |
| f3 (a[40](10) , a[22](-88754.15478) )= 50 |
| f1 (a[40](10) , a[23](1) )= 50 |
| 12.4 |
| f2 (a[40](10) , a[23](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[40](10) , a[23](1) )= 50 |
| f1 (a[40](10) , a[24](-1) )= 20 |
| 6.58008658008658 |
| f2 (a[40](10) , a[24](-1) )= 1000 |
| 200 2.619047619047619 |
| f3 (a[40](10) , a[24](-1) )= 200 |
| f1 (a[40](10) , a[25](0) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[25](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[25](0) )= 150 |
| f1 (a[40](10) , a[26](-2147483648) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[26](-2147483648) )= 1000 |
| -16320875724.8 |
| 50 -6442450944 |
| f3 (a[40](10) , a[26](-2147483648) )= 50 |
| f1 (a[40](10) , a[27](2147483648) )= 150 |
| f2 (a[40](10) , a[27](2147483648) )= 1181116006400 |
| 2 |
| 4294967351.5 |
| 100 230584300921369400000 |
| f3 (a[40](10) , a[27](2147483648) )= 100 |
| f1 (a[40](10) , a[28](33554432) )= 33554457 |
| f2 (a[40](10) , a[28](33554432) )= 18454937600 |
| 2 |
| 67108919.5 |
| 100 56294995342131200 |
| f3 (a[40](10) , a[28](33554432) )= 100 |
| f1 (a[40](10) , a[29](-33554432) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[29](-33554432) )= 1000 |
| -255013683.2 |
| 50 -100663296 |
| f3 (a[40](10) , a[29](-33554432) )= 50 |
| f1 (a[40](10) , a[30](1.7976931348623157e+308) )= 150 |
| f2 (a[40](10) , a[30](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[40](10) , a[30](1.7976931348623157e+308) )= 150 |
| f1 (a[40](10) , a[31](5e-324) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[31](5e-324) )= 1000 |
| -7.6 |
| 150 4e-323 |
| f3 (a[40](10) , a[31](5e-324) )= 150 |
| f1 (a[40](10) , a[32](NaN) )= 150 |
| NaN |
| f2 (a[40](10) , a[32](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[32](NaN) )= 150 |
| f1 (a[40](10) , a[33](Infinity) )= 150 |
| Infinity |
| f2 (a[40](10) , a[33](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[40](10) , a[33](Infinity) )= 150 |
| f1 (a[40](10) , a[34](-Infinity) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[34](-Infinity) )= 1000 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[40](10) , a[34](-Infinity) )= 150 |
| f1 (a[40](10) , a[35](NaN) )= 150 |
| NaN |
| f2 (a[40](10) , a[35](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[35](NaN) )= 150 |
| f1 (a[40](10) , a[36](0) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[36](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[36](0) )= 150 |
| f1 (a[40](10) , a[37](0) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[37](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[37](0) )= 150 |
| f1 (a[40](10) , a[38](0) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[38](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[38](0) )= 150 |
| f1 (a[40](10) , a[39](1) )= 50 |
| 12.4 |
| f2 (a[40](10) , a[39](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[40](10) , a[39](1) )= 50 |
| f1 (a[40](10) , a[40](10) )= 200 |
| f2 (a[40](10) , a[40](10) )= 5500 |
| 12.4 |
| 1025 27500 |
| f3 (a[40](10) , a[40](10) )= 1025 |
| f1 (a[40](10) , a[41](10.1) )= 200 |
| f2 (a[40](10) , a[41](10.1) )= 5555 |
| 36.8 |
| 200 28052.75 |
| f3 (a[40](10) , a[41](10.1) )= 200 |
| f1 (a[40](10) , a[42](1.7976931348623157e+308) )= 150 |
| f2 (a[40](10) , a[42](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[40](10) , a[42](1.7976931348623157e+308) )= 150 |
| f1 (a[40](10) , a[43](5e-324) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[43](5e-324) )= 1000 |
| -7.6 |
| 150 4e-323 |
| f3 (a[40](10) , a[43](5e-324) )= 150 |
| f1 (a[40](10) , a[44](NaN) )= 150 |
| NaN |
| f2 (a[40](10) , a[44](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[44](NaN) )= 150 |
| f1 (a[40](10) , a[45](Infinity) )= 150 |
| Infinity |
| f2 (a[40](10) , a[45](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[40](10) , a[45](Infinity) )= 150 |
| f1 (a[40](10) , a[46](-Infinity) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[46](-Infinity) )= 1000 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[40](10) , a[46](-Infinity) )= 150 |
| f1 (a[40](10) , a[47]() )= 150 |
| 27.6 |
| f2 (a[40](10) , a[47]() )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[47]() )= 150 |
| f1 (a[40](10) , a[48](hello) )= 150 |
| NaN |
| f2 (a[40](10) , a[48](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[48](hello) )= 150 |
| f1 (a[40](10) , a[49](hello) )= 150 |
| NaN |
| f2 (a[40](10) , a[49](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[49](hello) )= 150 |
| f1 (a[40](10) , a[50](+0) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[50](+0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[50](+0) )= 150 |
| f1 (a[40](10) , a[51](-0) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[51](-0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[51](-0) )= 150 |
| f1 (a[40](10) , a[52](0) )= 150 |
| 27.6 |
| f2 (a[40](10) , a[52](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[52](0) )= 150 |
| f1 (a[40](10) , a[53](1) )= 50 |
| 12.4 |
| f2 (a[40](10) , a[53](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[40](10) , a[53](1) )= 50 |
| f1 (a[40](10) , a[54](10.0) )= 200 |
| f2 (a[40](10) , a[54](10.0) )= 5500 |
| 12.4 |
| 1025 27500 |
| f3 (a[40](10) , a[54](10.0) )= 1025 |
| f1 (a[40](10) , a[55](10.1) )= 200 |
| f2 (a[40](10) , a[55](10.1) )= 5555 |
| 36.8 |
| 200 28052.75 |
| f3 (a[40](10) , a[55](10.1) )= 200 |
| f1 (a[40](10) , a[56]() )= 150 |
| 27.6 |
| f2 (a[40](10) , a[56]() )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[40](10) , a[56]() )= 150 |
| f1 (a[40](10) , a[57](hello) )= 150 |
| NaN |
| f2 (a[40](10) , a[57](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[57](hello) )= 150 |
| f1 (a[40](10) , a[58](hello) )= 150 |
| NaN |
| f2 (a[40](10) , a[58](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[58](hello) )= 150 |
| f1 (a[40](10) , a[59]([object Object]) )= 150 |
| NaN |
| f2 (a[40](10) , a[59]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[59]([object Object]) )= 150 |
| f1 (a[40](10) , a[60](1,2,3) )= 150 |
| NaN |
| f2 (a[40](10) , a[60](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[60](1,2,3) )= 150 |
| f1 (a[40](10) , a[61]([object Object]) )= 150 |
| NaN |
| f2 (a[40](10) , a[61]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[61]([object Object]) )= 150 |
| f1 (a[40](10) , a[62](1,2,3) )= 150 |
| NaN |
| f2 (a[40](10) , a[62](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[62](1,2,3) )= 150 |
| f1 (a[40](10) , a[63](function foo() {}) )= 150 |
| NaN |
| f2 (a[40](10) , a[63](function foo() {}) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[40](10) , a[63](function foo() {}) )= 150 |
| f1 (a[41](10.1) , a[0](undefined) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[0](undefined) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[0](undefined) )= 150 |
| f1 (a[41](10.1) , a[1](null) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[1](null) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[1](null) )= 150 |
| f1 (a[41](10.1) , a[2](true) )= 50 |
| 36.8 |
| f2 (a[41](10.1) , a[2](true) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[41](10.1) , a[2](true) )= 50 |
| f1 (a[41](10.1) , a[3](false) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[3](false) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[3](false) )= 150 |
| f1 (a[41](10.1) , a[4](true) )= 50 |
| 36.8 |
| f2 (a[41](10.1) , a[4](true) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[41](10.1) , a[4](true) )= 50 |
| f1 (a[41](10.1) , a[5](false) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[5](false) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[5](false) )= 150 |
| f1 (a[41](10.1) , a[6](NaN) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[6](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[6](NaN) )= 150 |
| f1 (a[41](10.1) , a[7](0) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[7](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[7](0) )= 150 |
| f1 (a[41](10.1) , a[8](0) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[8](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[8](0) )= 150 |
| f1 (a[41](10.1) , a[9](0) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[9](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[9](0) )= 150 |
| f1 (a[41](10.1) , a[10](1) )= 50 |
| 36.8 |
| f2 (a[41](10.1) , a[10](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[41](10.1) , a[10](1) )= 50 |
| f1 (a[41](10.1) , a[11](10) )= 200 |
| f2 (a[41](10.1) , a[11](10) )= 1178.2155 |
| 12.4 |
| 1025 27500 |
| f3 (a[41](10.1) , a[11](10) )= 1025 |
| f1 (a[41](10.1) , a[12](10.1) )= 200 |
| f2 (a[41](10.1) , a[12](10.1) )= 5666.655499999999 |
| 36.8 |
| 200 28052.75 |
| f3 (a[41](10.1) , a[12](10.1) )= 200 |
| f1 (a[41](10.1) , a[13](-1) )= 20 |
| 8.832034632034631 |
| f2 (a[41](10.1) , a[13](-1) )= 1030.301 |
| 200 2.619047619047619 |
| f3 (a[41](10.1) , a[13](-1) )= 200 |
| f1 (a[41](10.1) , a[14](-5) )= 20 |
| 8.832034632034631 |
| f2 (a[41](10.1) , a[14](-5) )= 1030.301 |
| 1 |
| 9.09090909090909 |
| 50 1250 |
| f3 (a[41](10.1) , a[14](-5) )= 50 |
| f1 (a[41](10.1) , a[15](5) )= 50 |
| 36.8 |
| f2 (a[41](10.1) , a[15](5) )= 1030.301 |
| -3.4 |
| 50 17 |
| f3 (a[41](10.1) , a[15](5) )= 50 |
| f1 (a[41](10.1) , a[16](124) )= 149 |
| f2 (a[41](10.1) , a[16](124) )= 69570.81999999999 |
| 2 |
| 303.5 |
| 100 768800 |
| f3 (a[41](10.1) , a[16](124) )= 100 |
| f1 (a[41](10.1) , a[17](248) )= 273 |
| f2 (a[41](10.1) , a[17](248) )= 139141.63999999998 |
| 2 |
| 551.5 |
| 100 3075200 |
| f3 (a[41](10.1) , a[17](248) )= 100 |
| f1 (a[41](10.1) , a[18](654) )= 200 |
| f2 (a[41](10.1) , a[18](654) )= 366929.97 |
| -12938394 |
| 100 117621900 |
| f3 (a[41](10.1) , a[18](654) )= 100 |
| 2 |
| f1 (a[41](10.1) , a[19](987) )= 100 |
| f2 (a[41](10.1) , a[19](987) )= 553761.2849999999 |
| 0.9965478728804955 |
| 2 |
| 2.6190476190476186 |
| 100 987 |
| f3 (a[41](10.1) , a[19](987) )= 100 |
| f1 (a[41](10.1) , a[20](-1026) )= 200 |
| f2 (a[41](10.1) , a[20](-1026) )= 1178.2155 |
| 50 -7797.6 |
| f3 (a[41](10.1) , a[20](-1026) )= 50 |
| f1 (a[41](10.1) , a[21](98768.2546) )= 98793 |
| f2 (a[41](10.1) , a[21](98768.2546) )= 55414423.084603 |
| 2 |
| 197592.0092 |
| 100 487758405836.5211 |
| f3 (a[41](10.1) , a[21](98768.2546) )= 100 |
| f1 (a[41](10.1) , a[22](-88754.15478) )= 200 |
| f2 (a[41](10.1) , a[22](-88754.15478) )= 1178.2155 |
| 50 90982814892.72587 |
| f3 (a[41](10.1) , a[22](-88754.15478) )= 50 |
| f1 (a[41](10.1) , a[23](1) )= 50 |
| 36.8 |
| f2 (a[41](10.1) , a[23](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[41](10.1) , a[23](1) )= 50 |
| f1 (a[41](10.1) , a[24](-1) )= 20 |
| 8.832034632034631 |
| f2 (a[41](10.1) , a[24](-1) )= 1030.301 |
| 200 2.619047619047619 |
| f3 (a[41](10.1) , a[24](-1) )= 200 |
| f1 (a[41](10.1) , a[25](0) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[25](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[25](0) )= 150 |
| f1 (a[41](10.1) , a[26](-2147483648) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[26](-2147483648) )= 1030.301 |
| -16320875724.8 |
| 50 -6442450944 |
| f3 (a[41](10.1) , a[26](-2147483648) )= 50 |
| f1 (a[41](10.1) , a[27](2147483648) )= 150 |
| f2 (a[41](10.1) , a[27](2147483648) )= 1204856438128.64 |
| 2 |
| 4294967351.5 |
| 100 230584300921369400000 |
| f3 (a[41](10.1) , a[27](2147483648) )= 100 |
| f1 (a[41](10.1) , a[28](33554432) )= 33554457 |
| f2 (a[41](10.1) , a[28](33554432) )= 18825881845.76 |
| 2 |
| 67108919.5 |
| 100 56294995342131200 |
| f3 (a[41](10.1) , a[28](33554432) )= 100 |
| f1 (a[41](10.1) , a[29](-33554432) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[29](-33554432) )= 1030.301 |
| -255013683.2 |
| 50 -100663296 |
| f3 (a[41](10.1) , a[29](-33554432) )= 50 |
| f1 (a[41](10.1) , a[30](1.7976931348623157e+308) )= 150 |
| f2 (a[41](10.1) , a[30](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[41](10.1) , a[30](1.7976931348623157e+308) )= 150 |
| f1 (a[41](10.1) , a[31](5e-324) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[31](5e-324) )= 1030.301 |
| -7.6 |
| 150 4e-323 |
| f3 (a[41](10.1) , a[31](5e-324) )= 150 |
| f1 (a[41](10.1) , a[32](NaN) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[32](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[32](NaN) )= 150 |
| f1 (a[41](10.1) , a[33](Infinity) )= 150 |
| Infinity |
| f2 (a[41](10.1) , a[33](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[41](10.1) , a[33](Infinity) )= 150 |
| f1 (a[41](10.1) , a[34](-Infinity) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[34](-Infinity) )= 1030.301 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[41](10.1) , a[34](-Infinity) )= 150 |
| f1 (a[41](10.1) , a[35](NaN) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[35](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[35](NaN) )= 150 |
| f1 (a[41](10.1) , a[36](0) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[36](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[36](0) )= 150 |
| f1 (a[41](10.1) , a[37](0) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[37](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[37](0) )= 150 |
| f1 (a[41](10.1) , a[38](0) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[38](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[38](0) )= 150 |
| f1 (a[41](10.1) , a[39](1) )= 50 |
| 36.8 |
| f2 (a[41](10.1) , a[39](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[41](10.1) , a[39](1) )= 50 |
| f1 (a[41](10.1) , a[40](10) )= 200 |
| f2 (a[41](10.1) , a[40](10) )= 1178.2155 |
| 12.4 |
| 1025 27500 |
| f3 (a[41](10.1) , a[40](10) )= 1025 |
| f1 (a[41](10.1) , a[41](10.1) )= 200 |
| f2 (a[41](10.1) , a[41](10.1) )= 5666.655499999999 |
| 36.8 |
| 200 28052.75 |
| f3 (a[41](10.1) , a[41](10.1) )= 200 |
| f1 (a[41](10.1) , a[42](1.7976931348623157e+308) )= 150 |
| f2 (a[41](10.1) , a[42](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[41](10.1) , a[42](1.7976931348623157e+308) )= 150 |
| f1 (a[41](10.1) , a[43](5e-324) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[43](5e-324) )= 1030.301 |
| -7.6 |
| 150 4e-323 |
| f3 (a[41](10.1) , a[43](5e-324) )= 150 |
| f1 (a[41](10.1) , a[44](NaN) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[44](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[44](NaN) )= 150 |
| f1 (a[41](10.1) , a[45](Infinity) )= 150 |
| Infinity |
| f2 (a[41](10.1) , a[45](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[41](10.1) , a[45](Infinity) )= 150 |
| f1 (a[41](10.1) , a[46](-Infinity) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[46](-Infinity) )= 1030.301 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[41](10.1) , a[46](-Infinity) )= 150 |
| f1 (a[41](10.1) , a[47]() )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[47]() )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[47]() )= 150 |
| f1 (a[41](10.1) , a[48](hello) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[48](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[48](hello) )= 150 |
| f1 (a[41](10.1) , a[49](hello) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[49](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[49](hello) )= 150 |
| f1 (a[41](10.1) , a[50](+0) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[50](+0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[50](+0) )= 150 |
| f1 (a[41](10.1) , a[51](-0) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[51](-0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[51](-0) )= 150 |
| f1 (a[41](10.1) , a[52](0) )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[52](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[52](0) )= 150 |
| f1 (a[41](10.1) , a[53](1) )= 50 |
| 36.8 |
| f2 (a[41](10.1) , a[53](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[41](10.1) , a[53](1) )= 50 |
| f1 (a[41](10.1) , a[54](10.0) )= 200 |
| f2 (a[41](10.1) , a[54](10.0) )= 1178.2155 |
| 12.4 |
| 1025 27500 |
| f3 (a[41](10.1) , a[54](10.0) )= 1025 |
| f1 (a[41](10.1) , a[55](10.1) )= 200 |
| f2 (a[41](10.1) , a[55](10.1) )= 5666.655499999999 |
| 36.8 |
| 200 28052.75 |
| f3 (a[41](10.1) , a[55](10.1) )= 200 |
| f1 (a[41](10.1) , a[56]() )= 150 |
| 190.32 |
| f2 (a[41](10.1) , a[56]() )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[41](10.1) , a[56]() )= 150 |
| f1 (a[41](10.1) , a[57](hello) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[57](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[57](hello) )= 150 |
| f1 (a[41](10.1) , a[58](hello) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[58](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[58](hello) )= 150 |
| f1 (a[41](10.1) , a[59]([object Object]) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[59]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[59]([object Object]) )= 150 |
| f1 (a[41](10.1) , a[60](1,2,3) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[60](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[60](1,2,3) )= 150 |
| f1 (a[41](10.1) , a[61]([object Object]) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[61]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[61]([object Object]) )= 150 |
| f1 (a[41](10.1) , a[62](1,2,3) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[62](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[62](1,2,3) )= 150 |
| f1 (a[41](10.1) , a[63](function foo() {}) )= 150 |
| NaN |
| f2 (a[41](10.1) , a[63](function foo() {}) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[41](10.1) , a[63](function foo() {}) )= 150 |
| f1 (a[42](1.7976931348623157e+308) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[0](undefined) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[1](null) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[1](null) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[1](null) )= 5 |
| -3 |
| f1 (a[42](1.7976931348623157e+308) , a[2](true) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[2](true) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[42](1.7976931348623157e+308) , a[2](true) )= 0 |
| f1 (a[42](1.7976931348623157e+308) , a[3](false) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[3](false) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[3](false) )= 5 |
| -3 |
| f1 (a[42](1.7976931348623157e+308) , a[4](true) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[4](true) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[42](1.7976931348623157e+308) , a[4](true) )= 0 |
| f1 (a[42](1.7976931348623157e+308) , a[5](false) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[5](false) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[5](false) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[6](NaN) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[7](0) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[7](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[7](0) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[8](0) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[8](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[8](0) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[9](0) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[9](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[9](0) )= 5 |
| -3 |
| f1 (a[42](1.7976931348623157e+308) , a[10](1) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[10](1) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[42](1.7976931348623157e+308) , a[10](1) )= 0 |
| f1 (a[42](1.7976931348623157e+308) , a[11](10) )= 2 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[11](10) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[42](1.7976931348623157e+308) , a[11](10) )= 7 |
| f1 (a[42](1.7976931348623157e+308) , a[12](10.1) )= 2 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[12](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[42](1.7976931348623157e+308) , a[12](10.1) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[13](-1) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[13](-1) )= Infinity |
| -3 |
| 2 4.090909090909091 |
| f3 (a[42](1.7976931348623157e+308) , a[13](-1) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[14](-5) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[14](-5) )= Infinity |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[42](1.7976931348623157e+308) , a[14](-5) )= 0 |
| -3 |
| f1 (a[42](1.7976931348623157e+308) , a[15](5) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[15](5) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[42](1.7976931348623157e+308) , a[15](5) )= 0 |
| f1 (a[42](1.7976931348623157e+308) , a[16](124) )= 7 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[16](124) )= Infinity |
| -3 |
| 2 253.5 |
| f3 (a[42](1.7976931348623157e+308) , a[16](124) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[17](248) )= 7 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[17](248) )= Infinity |
| -3 |
| 2 501.5 |
| f3 (a[42](1.7976931348623157e+308) , a[17](248) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[18](654) )= 2 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[18](654) )= Infinity |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[42](1.7976931348623157e+308) , a[18](654) )= 0 |
| f1 (a[42](1.7976931348623157e+308) , a[19](987) )= 2 |
| f2 (a[42](1.7976931348623157e+308) , a[19](987) )= Infinity |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[42](1.7976931348623157e+308) , a[19](987) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[20](-1026) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[20](-1026) )= Infinity |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[42](1.7976931348623157e+308) , a[20](-1026) )= -2059 |
| f1 (a[42](1.7976931348623157e+308) , a[21](98768.2546) )= 7 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[21](98768.2546) )= Infinity |
| -3 |
| 2 197542.0092 |
| f3 (a[42](1.7976931348623157e+308) , a[21](98768.2546) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[22](-88754.15478) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[22](-88754.15478) )= Infinity |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[42](1.7976931348623157e+308) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[42](1.7976931348623157e+308) , a[23](1) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[23](1) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[42](1.7976931348623157e+308) , a[23](1) )= 0 |
| f1 (a[42](1.7976931348623157e+308) , a[24](-1) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[24](-1) )= Infinity |
| -3 |
| 2 4.090909090909091 |
| f3 (a[42](1.7976931348623157e+308) , a[24](-1) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[25](0) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[25](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[25](0) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[26](-2147483648) )= -2147483643 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[26](-2147483648) )= Infinity |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[42](1.7976931348623157e+308) , a[26](-2147483648) )= -7 |
| f1 (a[42](1.7976931348623157e+308) , a[27](2147483648) )= -2147483643 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[27](2147483648) )= Infinity |
| -3 |
| 2 4294967301.5 |
| f3 (a[42](1.7976931348623157e+308) , a[27](2147483648) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[28](33554432) )= 7 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[28](33554432) )= Infinity |
| -3 |
| 2 67108869.5 |
| f3 (a[42](1.7976931348623157e+308) , a[28](33554432) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[29](-33554432) )= -33554427 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[29](-33554432) )= Infinity |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[42](1.7976931348623157e+308) , a[29](-33554432) )= -67108871 |
| f1 (a[42](1.7976931348623157e+308) , a[30](1.7976931348623157e+308) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[30](1.7976931348623157e+308) )= Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[42](1.7976931348623157e+308) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[31](5e-324) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[31](5e-324) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[31](5e-324) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[32](NaN) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[33](Infinity) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[33](Infinity) )= Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[42](1.7976931348623157e+308) , a[33](Infinity) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[42](1.7976931348623157e+308) , a[34](-Infinity) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[35](NaN) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[36](0) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[36](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[36](0) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[37](0) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[37](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[37](0) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[38](0) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[38](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[38](0) )= 5 |
| -3 |
| f1 (a[42](1.7976931348623157e+308) , a[39](1) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[39](1) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[42](1.7976931348623157e+308) , a[39](1) )= 0 |
| f1 (a[42](1.7976931348623157e+308) , a[40](10) )= 2 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[40](10) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[42](1.7976931348623157e+308) , a[40](10) )= 7 |
| f1 (a[42](1.7976931348623157e+308) , a[41](10.1) )= 2 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[41](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[42](1.7976931348623157e+308) , a[41](10.1) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[42](1.7976931348623157e+308) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[42](1.7976931348623157e+308) )= Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[42](1.7976931348623157e+308) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[43](5e-324) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[43](5e-324) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[43](5e-324) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[44](NaN) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[45](Infinity) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[45](Infinity) )= Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[42](1.7976931348623157e+308) , a[45](Infinity) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[42](1.7976931348623157e+308) , a[46](-Infinity) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[47]() )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[47]() )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[47]() )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[48](hello) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[48](hello) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[49](hello) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[49](hello) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[50](+0) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[50](+0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[50](+0) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[51](-0) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[51](-0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[51](-0) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[52](0) )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[52](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[52](0) )= 5 |
| -3 |
| f1 (a[42](1.7976931348623157e+308) , a[53](1) )= 0 |
| f2 (a[42](1.7976931348623157e+308) , a[53](1) )= Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[42](1.7976931348623157e+308) , a[53](1) )= 0 |
| f1 (a[42](1.7976931348623157e+308) , a[54](10.0) )= 2 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[54](10.0) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[42](1.7976931348623157e+308) , a[54](10.0) )= 7 |
| f1 (a[42](1.7976931348623157e+308) , a[55](10.1) )= 2 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[55](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[42](1.7976931348623157e+308) , a[55](10.1) )= 2 |
| f1 (a[42](1.7976931348623157e+308) , a[56]() )= 5 |
| Infinity |
| f2 (a[42](1.7976931348623157e+308) , a[56]() )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[42](1.7976931348623157e+308) , a[56]() )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[57](hello) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[57](hello) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[58](hello) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[58](hello) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[59]([object Object]) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[60](1,2,3) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[61]([object Object]) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[62](1,2,3) )= 5 |
| f1 (a[42](1.7976931348623157e+308) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[42](1.7976931348623157e+308) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[42](1.7976931348623157e+308) , a[63](function foo() {}) )= 5 |
| f1 (a[43](5e-324) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[0](undefined) )= 5 |
| f1 (a[43](5e-324) , a[1](null) )= 5 |
| f2 (a[43](5e-324) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[1](null) )= 5 |
| -3 |
| f1 (a[43](5e-324) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[43](5e-324) , a[2](true) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[43](5e-324) , a[2](true) )= 0 |
| f1 (a[43](5e-324) , a[3](false) )= 5 |
| f2 (a[43](5e-324) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[3](false) )= 5 |
| -3 |
| f1 (a[43](5e-324) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[43](5e-324) , a[4](true) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[43](5e-324) , a[4](true) )= 0 |
| f1 (a[43](5e-324) , a[5](false) )= 5 |
| f2 (a[43](5e-324) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[5](false) )= 5 |
| f1 (a[43](5e-324) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[6](NaN) )= 5 |
| f1 (a[43](5e-324) , a[7](0) )= 5 |
| f2 (a[43](5e-324) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[7](0) )= 5 |
| f1 (a[43](5e-324) , a[8](0) )= 5 |
| f2 (a[43](5e-324) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[8](0) )= 5 |
| f1 (a[43](5e-324) , a[9](0) )= 5 |
| f2 (a[43](5e-324) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[9](0) )= 5 |
| -3 |
| f1 (a[43](5e-324) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[43](5e-324) , a[10](1) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[43](5e-324) , a[10](1) )= 0 |
| f1 (a[43](5e-324) , a[11](10) )= 2 |
| f2 (a[43](5e-324) , a[11](10) )= 4e-323 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[43](5e-324) , a[11](10) )= 7 |
| f1 (a[43](5e-324) , a[12](10.1) )= 2 |
| f2 (a[43](5e-324) , a[12](10.1) )= 4e-323 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[43](5e-324) , a[12](10.1) )= 2 |
| f1 (a[43](5e-324) , a[13](-1) )= 0 |
| f2 (a[43](5e-324) , a[13](-1) )= 4.5 |
| -3 |
| 2 4.090909090909091 |
| f3 (a[43](5e-324) , a[13](-1) )= 2 |
| f1 (a[43](5e-324) , a[14](-5) )= 0 |
| f2 (a[43](5e-324) , a[14](-5) )= 0.5 |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[43](5e-324) , a[14](-5) )= 0 |
| -3 |
| f1 (a[43](5e-324) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[43](5e-324) , a[15](5) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[43](5e-324) , a[15](5) )= 0 |
| f1 (a[43](5e-324) , a[16](124) )= 7 |
| f2 (a[43](5e-324) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[43](5e-324) , a[16](124) )= 2 |
| f1 (a[43](5e-324) , a[17](248) )= 7 |
| f2 (a[43](5e-324) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[43](5e-324) , a[17](248) )= 2 |
| f1 (a[43](5e-324) , a[18](654) )= 2 |
| f2 (a[43](5e-324) , a[18](654) )= 4e-323 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[43](5e-324) , a[18](654) )= 0 |
| f1 (a[43](5e-324) , a[19](987) )= 2 |
| 0 |
| f2 (a[43](5e-324) , a[19](987) )= 1.5e-323 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[43](5e-324) , a[19](987) )= 2 |
| f1 (a[43](5e-324) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[43](5e-324) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[43](5e-324) , a[20](-1026) )= -2059 |
| f1 (a[43](5e-324) , a[21](98768.2546) )= 7 |
| f2 (a[43](5e-324) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[43](5e-324) , a[21](98768.2546) )= 2 |
| f1 (a[43](5e-324) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[43](5e-324) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[43](5e-324) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[43](5e-324) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[43](5e-324) , a[23](1) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[43](5e-324) , a[23](1) )= 0 |
| f1 (a[43](5e-324) , a[24](-1) )= 0 |
| f2 (a[43](5e-324) , a[24](-1) )= 4.5 |
| -3 |
| 2 4.090909090909091 |
| f3 (a[43](5e-324) , a[24](-1) )= 2 |
| f1 (a[43](5e-324) , a[25](0) )= 5 |
| f2 (a[43](5e-324) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[25](0) )= 5 |
| f1 (a[43](5e-324) , a[26](-2147483648) )= -2147483643 |
| f2 (a[43](5e-324) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[43](5e-324) , a[26](-2147483648) )= -7 |
| f1 (a[43](5e-324) , a[27](2147483648) )= -2147483643 |
| f2 (a[43](5e-324) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[43](5e-324) , a[27](2147483648) )= 2 |
| f1 (a[43](5e-324) , a[28](33554432) )= 7 |
| f2 (a[43](5e-324) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[43](5e-324) , a[28](33554432) )= 2 |
| f1 (a[43](5e-324) , a[29](-33554432) )= -33554427 |
| f2 (a[43](5e-324) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[43](5e-324) , a[29](-33554432) )= -67108871 |
| f1 (a[43](5e-324) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[43](5e-324) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[43](5e-324) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[43](5e-324) , a[31](5e-324) )= 5 |
| f2 (a[43](5e-324) , a[31](5e-324) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[31](5e-324) )= 5 |
| f1 (a[43](5e-324) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[32](NaN) )= 5 |
| f1 (a[43](5e-324) , a[33](Infinity) )= 5 |
| f2 (a[43](5e-324) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[43](5e-324) , a[33](Infinity) )= 5 |
| f1 (a[43](5e-324) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[43](5e-324) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[43](5e-324) , a[34](-Infinity) )= 5 |
| f1 (a[43](5e-324) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[35](NaN) )= 5 |
| f1 (a[43](5e-324) , a[36](0) )= 5 |
| f2 (a[43](5e-324) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[36](0) )= 5 |
| f1 (a[43](5e-324) , a[37](0) )= 5 |
| f2 (a[43](5e-324) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[37](0) )= 5 |
| f1 (a[43](5e-324) , a[38](0) )= 5 |
| f2 (a[43](5e-324) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[38](0) )= 5 |
| -3 |
| f1 (a[43](5e-324) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[43](5e-324) , a[39](1) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[43](5e-324) , a[39](1) )= 0 |
| f1 (a[43](5e-324) , a[40](10) )= 2 |
| f2 (a[43](5e-324) , a[40](10) )= 4e-323 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[43](5e-324) , a[40](10) )= 7 |
| f1 (a[43](5e-324) , a[41](10.1) )= 2 |
| f2 (a[43](5e-324) , a[41](10.1) )= 4e-323 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[43](5e-324) , a[41](10.1) )= 2 |
| f1 (a[43](5e-324) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[43](5e-324) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[43](5e-324) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[43](5e-324) , a[43](5e-324) )= 5 |
| f2 (a[43](5e-324) , a[43](5e-324) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[43](5e-324) )= 5 |
| f1 (a[43](5e-324) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[44](NaN) )= 5 |
| f1 (a[43](5e-324) , a[45](Infinity) )= 5 |
| f2 (a[43](5e-324) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[43](5e-324) , a[45](Infinity) )= 5 |
| f1 (a[43](5e-324) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[43](5e-324) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[43](5e-324) , a[46](-Infinity) )= 5 |
| f1 (a[43](5e-324) , a[47]() )= 5 |
| f2 (a[43](5e-324) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[47]() )= 5 |
| f1 (a[43](5e-324) , a[48](hello) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[48](hello) )= 5 |
| f1 (a[43](5e-324) , a[49](hello) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[49](hello) )= 5 |
| f1 (a[43](5e-324) , a[50](+0) )= 5 |
| f2 (a[43](5e-324) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[50](+0) )= 5 |
| f1 (a[43](5e-324) , a[51](-0) )= 5 |
| f2 (a[43](5e-324) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[51](-0) )= 5 |
| f1 (a[43](5e-324) , a[52](0) )= 5 |
| f2 (a[43](5e-324) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[52](0) )= 5 |
| -3 |
| f1 (a[43](5e-324) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[43](5e-324) , a[53](1) )= 1.5e-323 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[43](5e-324) , a[53](1) )= 0 |
| f1 (a[43](5e-324) , a[54](10.0) )= 2 |
| f2 (a[43](5e-324) , a[54](10.0) )= 4e-323 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[43](5e-324) , a[54](10.0) )= 7 |
| f1 (a[43](5e-324) , a[55](10.1) )= 2 |
| f2 (a[43](5e-324) , a[55](10.1) )= 4e-323 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[43](5e-324) , a[55](10.1) )= 2 |
| f1 (a[43](5e-324) , a[56]() )= 5 |
| f2 (a[43](5e-324) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[43](5e-324) , a[56]() )= 5 |
| f1 (a[43](5e-324) , a[57](hello) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[57](hello) )= 5 |
| f1 (a[43](5e-324) , a[58](hello) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[58](hello) )= 5 |
| f1 (a[43](5e-324) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[59]([object Object]) )= 5 |
| f1 (a[43](5e-324) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[60](1,2,3) )= 5 |
| f1 (a[43](5e-324) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[61]([object Object]) )= 5 |
| f1 (a[43](5e-324) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[62](1,2,3) )= 5 |
| f1 (a[43](5e-324) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[43](5e-324) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[43](5e-324) , a[63](function foo() {}) )= 5 |
| f1 (a[44](NaN) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[0](undefined) )= 5 |
| f1 (a[44](NaN) , a[1](null) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[1](null) )= 5 |
| -3 |
| f1 (a[44](NaN) , a[2](true) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[44](NaN) , a[2](true) )= 0 |
| f1 (a[44](NaN) , a[3](false) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[3](false) )= 5 |
| -3 |
| f1 (a[44](NaN) , a[4](true) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[44](NaN) , a[4](true) )= 0 |
| f1 (a[44](NaN) , a[5](false) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[5](false) )= 5 |
| f1 (a[44](NaN) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[6](NaN) )= 5 |
| f1 (a[44](NaN) , a[7](0) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[7](0) )= 5 |
| f1 (a[44](NaN) , a[8](0) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[8](0) )= 5 |
| f1 (a[44](NaN) , a[9](0) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[9](0) )= 5 |
| -3 |
| f1 (a[44](NaN) , a[10](1) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[44](NaN) , a[10](1) )= 0 |
| f1 (a[44](NaN) , a[11](10) )= 2 |
| NaN |
| f2 (a[44](NaN) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[44](NaN) , a[11](10) )= 7 |
| f1 (a[44](NaN) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[44](NaN) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[44](NaN) , a[12](10.1) )= 2 |
| f1 (a[44](NaN) , a[13](-1) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[44](NaN) , a[13](-1) )= 2 |
| f1 (a[44](NaN) , a[14](-5) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[44](NaN) , a[14](-5) )= 0 |
| -3 |
| f1 (a[44](NaN) , a[15](5) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[44](NaN) , a[15](5) )= 0 |
| f1 (a[44](NaN) , a[16](124) )= 7 |
| NaN |
| f2 (a[44](NaN) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[44](NaN) , a[16](124) )= 2 |
| f1 (a[44](NaN) , a[17](248) )= 7 |
| NaN |
| f2 (a[44](NaN) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[44](NaN) , a[17](248) )= 2 |
| f1 (a[44](NaN) , a[18](654) )= 2 |
| NaN |
| f2 (a[44](NaN) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[44](NaN) , a[18](654) )= 0 |
| f1 (a[44](NaN) , a[19](987) )= 2 |
| NaN |
| f2 (a[44](NaN) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[44](NaN) , a[19](987) )= 2 |
| f1 (a[44](NaN) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[44](NaN) , a[20](-1026) )= -2059 |
| f1 (a[44](NaN) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[44](NaN) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[44](NaN) , a[21](98768.2546) )= 2 |
| f1 (a[44](NaN) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[44](NaN) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[44](NaN) , a[23](1) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[44](NaN) , a[23](1) )= 0 |
| f1 (a[44](NaN) , a[24](-1) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[44](NaN) , a[24](-1) )= 2 |
| f1 (a[44](NaN) , a[25](0) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[25](0) )= 5 |
| f1 (a[44](NaN) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[44](NaN) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[44](NaN) , a[26](-2147483648) )= -7 |
| f1 (a[44](NaN) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[44](NaN) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[44](NaN) , a[27](2147483648) )= 2 |
| f1 (a[44](NaN) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[44](NaN) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[44](NaN) , a[28](33554432) )= 2 |
| f1 (a[44](NaN) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[44](NaN) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[44](NaN) , a[29](-33554432) )= -67108871 |
| f1 (a[44](NaN) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[44](NaN) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[44](NaN) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[31](5e-324) )= 5 |
| f1 (a[44](NaN) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[32](NaN) )= 5 |
| f1 (a[44](NaN) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[44](NaN) , a[33](Infinity) )= 5 |
| f1 (a[44](NaN) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[44](NaN) , a[34](-Infinity) )= 5 |
| f1 (a[44](NaN) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[35](NaN) )= 5 |
| f1 (a[44](NaN) , a[36](0) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[36](0) )= 5 |
| f1 (a[44](NaN) , a[37](0) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[37](0) )= 5 |
| f1 (a[44](NaN) , a[38](0) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[38](0) )= 5 |
| -3 |
| f1 (a[44](NaN) , a[39](1) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[44](NaN) , a[39](1) )= 0 |
| f1 (a[44](NaN) , a[40](10) )= 2 |
| NaN |
| f2 (a[44](NaN) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[44](NaN) , a[40](10) )= 7 |
| f1 (a[44](NaN) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[44](NaN) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[44](NaN) , a[41](10.1) )= 2 |
| f1 (a[44](NaN) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[44](NaN) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[44](NaN) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[43](5e-324) )= 5 |
| f1 (a[44](NaN) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[44](NaN) )= 5 |
| f1 (a[44](NaN) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[44](NaN) , a[45](Infinity) )= 5 |
| f1 (a[44](NaN) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[44](NaN) , a[46](-Infinity) )= 5 |
| f1 (a[44](NaN) , a[47]() )= 5 |
| NaN |
| f2 (a[44](NaN) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[47]() )= 5 |
| f1 (a[44](NaN) , a[48](hello) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[48](hello) )= 5 |
| f1 (a[44](NaN) , a[49](hello) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[49](hello) )= 5 |
| f1 (a[44](NaN) , a[50](+0) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[50](+0) )= 5 |
| f1 (a[44](NaN) , a[51](-0) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[51](-0) )= 5 |
| f1 (a[44](NaN) , a[52](0) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[52](0) )= 5 |
| -3 |
| f1 (a[44](NaN) , a[53](1) )= 0 |
| NaN |
| f2 (a[44](NaN) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[44](NaN) , a[53](1) )= 0 |
| f1 (a[44](NaN) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[44](NaN) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[44](NaN) , a[54](10.0) )= 7 |
| f1 (a[44](NaN) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[44](NaN) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[44](NaN) , a[55](10.1) )= 2 |
| f1 (a[44](NaN) , a[56]() )= 5 |
| NaN |
| f2 (a[44](NaN) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[44](NaN) , a[56]() )= 5 |
| f1 (a[44](NaN) , a[57](hello) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[57](hello) )= 5 |
| f1 (a[44](NaN) , a[58](hello) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[58](hello) )= 5 |
| f1 (a[44](NaN) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[59]([object Object]) )= 5 |
| f1 (a[44](NaN) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[60](1,2,3) )= 5 |
| f1 (a[44](NaN) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[61]([object Object]) )= 5 |
| f1 (a[44](NaN) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[62](1,2,3) )= 5 |
| f1 (a[44](NaN) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[44](NaN) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[44](NaN) , a[63](function foo() {}) )= 5 |
| f1 (a[45](Infinity) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[0](undefined) )= 5 |
| f1 (a[45](Infinity) , a[1](null) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[1](null) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[1](null) )= 5 |
| -3 |
| f1 (a[45](Infinity) , a[2](true) )= 0 |
| Infinity |
| f2 (a[45](Infinity) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[45](Infinity) , a[2](true) )= 0 |
| f1 (a[45](Infinity) , a[3](false) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[3](false) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[3](false) )= 5 |
| -3 |
| f1 (a[45](Infinity) , a[4](true) )= 0 |
| Infinity |
| f2 (a[45](Infinity) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[45](Infinity) , a[4](true) )= 0 |
| f1 (a[45](Infinity) , a[5](false) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[5](false) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[5](false) )= 5 |
| f1 (a[45](Infinity) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[6](NaN) )= 5 |
| f1 (a[45](Infinity) , a[7](0) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[7](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[7](0) )= 5 |
| f1 (a[45](Infinity) , a[8](0) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[8](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[8](0) )= 5 |
| f1 (a[45](Infinity) , a[9](0) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[9](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[9](0) )= 5 |
| -3 |
| f1 (a[45](Infinity) , a[10](1) )= 0 |
| Infinity |
| f2 (a[45](Infinity) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[45](Infinity) , a[10](1) )= 0 |
| f1 (a[45](Infinity) , a[11](10) )= 2 |
| Infinity |
| f2 (a[45](Infinity) , a[11](10) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[45](Infinity) , a[11](10) )= 7 |
| f1 (a[45](Infinity) , a[12](10.1) )= 2 |
| Infinity |
| f2 (a[45](Infinity) , a[12](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[45](Infinity) , a[12](10.1) )= 2 |
| f1 (a[45](Infinity) , a[13](-1) )= 0 |
| Infinity |
| f2 (a[45](Infinity) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[45](Infinity) , a[13](-1) )= 2 |
| f1 (a[45](Infinity) , a[14](-5) )= 0 |
| Infinity |
| f2 (a[45](Infinity) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[45](Infinity) , a[14](-5) )= 0 |
| -3 |
| f1 (a[45](Infinity) , a[15](5) )= 0 |
| Infinity |
| f2 (a[45](Infinity) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[45](Infinity) , a[15](5) )= 0 |
| f1 (a[45](Infinity) , a[16](124) )= 7 |
| Infinity |
| f2 (a[45](Infinity) , a[16](124) )= Infinity |
| -3 |
| 2 253.5 |
| f3 (a[45](Infinity) , a[16](124) )= 2 |
| f1 (a[45](Infinity) , a[17](248) )= 7 |
| Infinity |
| f2 (a[45](Infinity) , a[17](248) )= Infinity |
| -3 |
| 2 501.5 |
| f3 (a[45](Infinity) , a[17](248) )= 2 |
| f1 (a[45](Infinity) , a[18](654) )= 2 |
| Infinity |
| f2 (a[45](Infinity) , a[18](654) )= Infinity |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[45](Infinity) , a[18](654) )= 0 |
| f1 (a[45](Infinity) , a[19](987) )= 2 |
| Infinity |
| f2 (a[45](Infinity) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[45](Infinity) , a[19](987) )= 2 |
| f1 (a[45](Infinity) , a[20](-1026) )= 0 |
| f2 (a[45](Infinity) , a[20](-1026) )= Infinity |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[45](Infinity) , a[20](-1026) )= -2059 |
| f1 (a[45](Infinity) , a[21](98768.2546) )= 7 |
| Infinity |
| f2 (a[45](Infinity) , a[21](98768.2546) )= Infinity |
| -3 |
| 2 197542.0092 |
| f3 (a[45](Infinity) , a[21](98768.2546) )= 2 |
| f1 (a[45](Infinity) , a[22](-88754.15478) )= 0 |
| f2 (a[45](Infinity) , a[22](-88754.15478) )= Infinity |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[45](Infinity) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[45](Infinity) , a[23](1) )= 0 |
| Infinity |
| f2 (a[45](Infinity) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[45](Infinity) , a[23](1) )= 0 |
| f1 (a[45](Infinity) , a[24](-1) )= 0 |
| Infinity |
| f2 (a[45](Infinity) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[45](Infinity) , a[24](-1) )= 2 |
| f1 (a[45](Infinity) , a[25](0) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[25](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[25](0) )= 5 |
| f1 (a[45](Infinity) , a[26](-2147483648) )= -2147483643 |
| Infinity |
| f2 (a[45](Infinity) , a[26](-2147483648) )= Infinity |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[45](Infinity) , a[26](-2147483648) )= -7 |
| f1 (a[45](Infinity) , a[27](2147483648) )= -2147483643 |
| Infinity |
| f2 (a[45](Infinity) , a[27](2147483648) )= Infinity |
| -3 |
| 2 4294967301.5 |
| f3 (a[45](Infinity) , a[27](2147483648) )= 2 |
| f1 (a[45](Infinity) , a[28](33554432) )= 7 |
| Infinity |
| f2 (a[45](Infinity) , a[28](33554432) )= Infinity |
| -3 |
| 2 67108869.5 |
| f3 (a[45](Infinity) , a[28](33554432) )= 2 |
| f1 (a[45](Infinity) , a[29](-33554432) )= -33554427 |
| Infinity |
| f2 (a[45](Infinity) , a[29](-33554432) )= Infinity |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[45](Infinity) , a[29](-33554432) )= -67108871 |
| f1 (a[45](Infinity) , a[30](1.7976931348623157e+308) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[30](1.7976931348623157e+308) )= Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[45](Infinity) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[45](Infinity) , a[31](5e-324) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[31](5e-324) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[31](5e-324) )= 5 |
| f1 (a[45](Infinity) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[32](NaN) )= 5 |
| f1 (a[45](Infinity) , a[33](Infinity) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[33](Infinity) )= Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[45](Infinity) , a[33](Infinity) )= 5 |
| f1 (a[45](Infinity) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[45](Infinity) , a[34](-Infinity) )= 5 |
| f1 (a[45](Infinity) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[35](NaN) )= 5 |
| f1 (a[45](Infinity) , a[36](0) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[36](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[36](0) )= 5 |
| f1 (a[45](Infinity) , a[37](0) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[37](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[37](0) )= 5 |
| f1 (a[45](Infinity) , a[38](0) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[38](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[38](0) )= 5 |
| -3 |
| f1 (a[45](Infinity) , a[39](1) )= 0 |
| Infinity |
| f2 (a[45](Infinity) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[45](Infinity) , a[39](1) )= 0 |
| f1 (a[45](Infinity) , a[40](10) )= 2 |
| Infinity |
| f2 (a[45](Infinity) , a[40](10) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[45](Infinity) , a[40](10) )= 7 |
| f1 (a[45](Infinity) , a[41](10.1) )= 2 |
| Infinity |
| f2 (a[45](Infinity) , a[41](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[45](Infinity) , a[41](10.1) )= 2 |
| f1 (a[45](Infinity) , a[42](1.7976931348623157e+308) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[42](1.7976931348623157e+308) )= Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[45](Infinity) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[45](Infinity) , a[43](5e-324) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[43](5e-324) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[43](5e-324) )= 5 |
| f1 (a[45](Infinity) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[44](NaN) )= 5 |
| f1 (a[45](Infinity) , a[45](Infinity) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[45](Infinity) )= Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[45](Infinity) , a[45](Infinity) )= 5 |
| f1 (a[45](Infinity) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[45](Infinity) , a[46](-Infinity) )= 5 |
| f1 (a[45](Infinity) , a[47]() )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[47]() )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[47]() )= 5 |
| f1 (a[45](Infinity) , a[48](hello) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[48](hello) )= 5 |
| f1 (a[45](Infinity) , a[49](hello) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[49](hello) )= 5 |
| f1 (a[45](Infinity) , a[50](+0) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[50](+0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[50](+0) )= 5 |
| f1 (a[45](Infinity) , a[51](-0) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[51](-0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[51](-0) )= 5 |
| f1 (a[45](Infinity) , a[52](0) )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[52](0) )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[52](0) )= 5 |
| -3 |
| f1 (a[45](Infinity) , a[53](1) )= 0 |
| Infinity |
| f2 (a[45](Infinity) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[45](Infinity) , a[53](1) )= 0 |
| f1 (a[45](Infinity) , a[54](10.0) )= 2 |
| Infinity |
| f2 (a[45](Infinity) , a[54](10.0) )= Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[45](Infinity) , a[54](10.0) )= 7 |
| f1 (a[45](Infinity) , a[55](10.1) )= 2 |
| Infinity |
| f2 (a[45](Infinity) , a[55](10.1) )= Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[45](Infinity) , a[55](10.1) )= 2 |
| f1 (a[45](Infinity) , a[56]() )= 5 |
| Infinity |
| f2 (a[45](Infinity) , a[56]() )= Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[45](Infinity) , a[56]() )= 5 |
| f1 (a[45](Infinity) , a[57](hello) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[57](hello) )= 5 |
| f1 (a[45](Infinity) , a[58](hello) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[58](hello) )= 5 |
| f1 (a[45](Infinity) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[59]([object Object]) )= 5 |
| f1 (a[45](Infinity) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[60](1,2,3) )= 5 |
| f1 (a[45](Infinity) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[61]([object Object]) )= 5 |
| f1 (a[45](Infinity) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[62](1,2,3) )= 5 |
| f1 (a[45](Infinity) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[45](Infinity) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[45](Infinity) , a[63](function foo() {}) )= 5 |
| f1 (a[46](-Infinity) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[0](undefined) )= 5 |
| f1 (a[46](-Infinity) , a[1](null) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[1](null) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[1](null) )= 5 |
| -3 |
| f1 (a[46](-Infinity) , a[2](true) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[2](true) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[46](-Infinity) , a[2](true) )= 0 |
| f1 (a[46](-Infinity) , a[3](false) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[3](false) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[3](false) )= 5 |
| -3 |
| f1 (a[46](-Infinity) , a[4](true) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[4](true) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[46](-Infinity) , a[4](true) )= 0 |
| f1 (a[46](-Infinity) , a[5](false) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[5](false) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[5](false) )= 5 |
| f1 (a[46](-Infinity) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[6](NaN) )= 5 |
| f1 (a[46](-Infinity) , a[7](0) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[7](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[7](0) )= 5 |
| f1 (a[46](-Infinity) , a[8](0) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[8](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[8](0) )= 5 |
| f1 (a[46](-Infinity) , a[9](0) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[9](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[9](0) )= 5 |
| -3 |
| f1 (a[46](-Infinity) , a[10](1) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[10](1) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[46](-Infinity) , a[10](1) )= 0 |
| f1 (a[46](-Infinity) , a[11](10) )= 2 |
| -Infinity |
| f2 (a[46](-Infinity) , a[11](10) )= -Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[46](-Infinity) , a[11](10) )= 7 |
| f1 (a[46](-Infinity) , a[12](10.1) )= 2 |
| -Infinity |
| f2 (a[46](-Infinity) , a[12](10.1) )= -Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[46](-Infinity) , a[12](10.1) )= 2 |
| f1 (a[46](-Infinity) , a[13](-1) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[13](-1) )= -Infinity |
| -3 |
| 2 4.090909090909091 |
| f3 (a[46](-Infinity) , a[13](-1) )= 2 |
| f1 (a[46](-Infinity) , a[14](-5) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[14](-5) )= -Infinity |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[46](-Infinity) , a[14](-5) )= 0 |
| -3 |
| f1 (a[46](-Infinity) , a[15](5) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[15](5) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[46](-Infinity) , a[15](5) )= 0 |
| f1 (a[46](-Infinity) , a[16](124) )= 7 |
| -Infinity |
| f2 (a[46](-Infinity) , a[16](124) )= -Infinity |
| -3 |
| 2 253.5 |
| f3 (a[46](-Infinity) , a[16](124) )= 2 |
| f1 (a[46](-Infinity) , a[17](248) )= 7 |
| -Infinity |
| f2 (a[46](-Infinity) , a[17](248) )= -Infinity |
| -3 |
| 2 501.5 |
| f3 (a[46](-Infinity) , a[17](248) )= 2 |
| f1 (a[46](-Infinity) , a[18](654) )= 2 |
| -Infinity |
| f2 (a[46](-Infinity) , a[18](654) )= -Infinity |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[46](-Infinity) , a[18](654) )= 0 |
| f1 (a[46](-Infinity) , a[19](987) )= 2 |
| -Infinity |
| f2 (a[46](-Infinity) , a[19](987) )= -Infinity |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[46](-Infinity) , a[19](987) )= 2 |
| f1 (a[46](-Infinity) , a[20](-1026) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[20](-1026) )= -Infinity |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[46](-Infinity) , a[20](-1026) )= -2059 |
| f1 (a[46](-Infinity) , a[21](98768.2546) )= 7 |
| -Infinity |
| f2 (a[46](-Infinity) , a[21](98768.2546) )= -Infinity |
| -3 |
| 2 197542.0092 |
| f3 (a[46](-Infinity) , a[21](98768.2546) )= 2 |
| f1 (a[46](-Infinity) , a[22](-88754.15478) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[22](-88754.15478) )= -Infinity |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[46](-Infinity) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[46](-Infinity) , a[23](1) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[23](1) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[46](-Infinity) , a[23](1) )= 0 |
| f1 (a[46](-Infinity) , a[24](-1) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[24](-1) )= -Infinity |
| -3 |
| 2 4.090909090909091 |
| f3 (a[46](-Infinity) , a[24](-1) )= 2 |
| f1 (a[46](-Infinity) , a[25](0) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[25](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[25](0) )= 5 |
| f1 (a[46](-Infinity) , a[26](-2147483648) )= -2147483643 |
| -Infinity |
| f2 (a[46](-Infinity) , a[26](-2147483648) )= -Infinity |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[46](-Infinity) , a[26](-2147483648) )= -7 |
| f1 (a[46](-Infinity) , a[27](2147483648) )= -2147483643 |
| -Infinity |
| f2 (a[46](-Infinity) , a[27](2147483648) )= -Infinity |
| -3 |
| 2 4294967301.5 |
| f3 (a[46](-Infinity) , a[27](2147483648) )= 2 |
| f1 (a[46](-Infinity) , a[28](33554432) )= 7 |
| -Infinity |
| f2 (a[46](-Infinity) , a[28](33554432) )= -Infinity |
| -3 |
| 2 67108869.5 |
| f3 (a[46](-Infinity) , a[28](33554432) )= 2 |
| f1 (a[46](-Infinity) , a[29](-33554432) )= -33554427 |
| -Infinity |
| f2 (a[46](-Infinity) , a[29](-33554432) )= -Infinity |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[46](-Infinity) , a[29](-33554432) )= -67108871 |
| f1 (a[46](-Infinity) , a[30](1.7976931348623157e+308) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[30](1.7976931348623157e+308) )= -Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[46](-Infinity) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[46](-Infinity) , a[31](5e-324) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[31](5e-324) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[31](5e-324) )= 5 |
| f1 (a[46](-Infinity) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[32](NaN) )= 5 |
| f1 (a[46](-Infinity) , a[33](Infinity) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[33](Infinity) )= -Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[46](-Infinity) , a[33](Infinity) )= 5 |
| f1 (a[46](-Infinity) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[46](-Infinity) , a[34](-Infinity) )= 5 |
| f1 (a[46](-Infinity) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[35](NaN) )= 5 |
| f1 (a[46](-Infinity) , a[36](0) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[36](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[36](0) )= 5 |
| f1 (a[46](-Infinity) , a[37](0) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[37](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[37](0) )= 5 |
| f1 (a[46](-Infinity) , a[38](0) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[38](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[38](0) )= 5 |
| -3 |
| f1 (a[46](-Infinity) , a[39](1) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[39](1) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[46](-Infinity) , a[39](1) )= 0 |
| f1 (a[46](-Infinity) , a[40](10) )= 2 |
| -Infinity |
| f2 (a[46](-Infinity) , a[40](10) )= -Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[46](-Infinity) , a[40](10) )= 7 |
| f1 (a[46](-Infinity) , a[41](10.1) )= 2 |
| -Infinity |
| f2 (a[46](-Infinity) , a[41](10.1) )= -Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[46](-Infinity) , a[41](10.1) )= 2 |
| f1 (a[46](-Infinity) , a[42](1.7976931348623157e+308) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[42](1.7976931348623157e+308) )= -Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[46](-Infinity) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[46](-Infinity) , a[43](5e-324) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[43](5e-324) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[43](5e-324) )= 5 |
| f1 (a[46](-Infinity) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[44](NaN) )= 5 |
| f1 (a[46](-Infinity) , a[45](Infinity) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[45](Infinity) )= -Infinity |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[46](-Infinity) , a[45](Infinity) )= 5 |
| f1 (a[46](-Infinity) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[46](-Infinity) , a[46](-Infinity) )= 5 |
| f1 (a[46](-Infinity) , a[47]() )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[47]() )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[47]() )= 5 |
| f1 (a[46](-Infinity) , a[48](hello) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[48](hello) )= 5 |
| f1 (a[46](-Infinity) , a[49](hello) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[49](hello) )= 5 |
| f1 (a[46](-Infinity) , a[50](+0) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[50](+0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[50](+0) )= 5 |
| f1 (a[46](-Infinity) , a[51](-0) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[51](-0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[51](-0) )= 5 |
| f1 (a[46](-Infinity) , a[52](0) )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[52](0) )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[52](0) )= 5 |
| -3 |
| f1 (a[46](-Infinity) , a[53](1) )= 0 |
| -Infinity |
| f2 (a[46](-Infinity) , a[53](1) )= -Infinity |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[46](-Infinity) , a[53](1) )= 0 |
| f1 (a[46](-Infinity) , a[54](10.0) )= 2 |
| -Infinity |
| f2 (a[46](-Infinity) , a[54](10.0) )= -Infinity |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[46](-Infinity) , a[54](10.0) )= 7 |
| f1 (a[46](-Infinity) , a[55](10.1) )= 2 |
| -Infinity |
| f2 (a[46](-Infinity) , a[55](10.1) )= -Infinity |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[46](-Infinity) , a[55](10.1) )= 2 |
| f1 (a[46](-Infinity) , a[56]() )= 5 |
| -Infinity |
| f2 (a[46](-Infinity) , a[56]() )= -Infinity |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[46](-Infinity) , a[56]() )= 5 |
| f1 (a[46](-Infinity) , a[57](hello) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[57](hello) )= 5 |
| f1 (a[46](-Infinity) , a[58](hello) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[58](hello) )= 5 |
| f1 (a[46](-Infinity) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[59]([object Object]) )= 5 |
| f1 (a[46](-Infinity) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[60](1,2,3) )= 5 |
| f1 (a[46](-Infinity) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[61]([object Object]) )= 5 |
| f1 (a[46](-Infinity) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[62](1,2,3) )= 5 |
| f1 (a[46](-Infinity) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[46](-Infinity) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[46](-Infinity) , a[63](function foo() {}) )= 5 |
| f1 (a[47]() , a[0](undefined) )= 5 |
| NaN |
| f2 (a[47]() , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[0](undefined) )= 5 |
| f1 (a[47]() , a[1](null) )= 5 |
| f2 (a[47]() , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[1](null) )= 5 |
| -3 |
| f1 (a[47]() , a[2](true) )= 0 |
| -7.6 |
| f2 (a[47]() , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[47]() , a[2](true) )= 0 |
| f1 (a[47]() , a[3](false) )= 5 |
| f2 (a[47]() , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[3](false) )= 5 |
| -3 |
| f1 (a[47]() , a[4](true) )= 0 |
| -7.6 |
| f2 (a[47]() , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[47]() , a[4](true) )= 0 |
| f1 (a[47]() , a[5](false) )= 5 |
| f2 (a[47]() , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[5](false) )= 5 |
| f1 (a[47]() , a[6](NaN) )= 5 |
| NaN |
| f2 (a[47]() , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[6](NaN) )= 5 |
| f1 (a[47]() , a[7](0) )= 5 |
| f2 (a[47]() , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[7](0) )= 5 |
| f1 (a[47]() , a[8](0) )= 5 |
| f2 (a[47]() , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[8](0) )= 5 |
| f1 (a[47]() , a[9](0) )= 5 |
| f2 (a[47]() , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[9](0) )= 5 |
| -3 |
| f1 (a[47]() , a[10](1) )= 0 |
| -7.6 |
| f2 (a[47]() , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[47]() , a[10](1) )= 0 |
| f1 (a[47]() , a[11](10) )= 2 |
| 0 |
| f2 (a[47]() , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[47]() , a[11](10) )= 7 |
| f1 (a[47]() , a[12](10.1) )= 2 |
| 0 |
| f2 (a[47]() , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[47]() , a[12](10.1) )= 2 |
| f1 (a[47]() , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[47]() , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[47]() , a[13](-1) )= 2 |
| f1 (a[47]() , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[47]() , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[47]() , a[14](-5) )= 0 |
| -3 |
| f1 (a[47]() , a[15](5) )= 0 |
| -7.6 |
| f2 (a[47]() , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[47]() , a[15](5) )= 0 |
| f1 (a[47]() , a[16](124) )= 7 |
| f2 (a[47]() , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[47]() , a[16](124) )= 2 |
| f1 (a[47]() , a[17](248) )= 7 |
| f2 (a[47]() , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[47]() , a[17](248) )= 2 |
| f1 (a[47]() , a[18](654) )= 2 |
| 0 |
| f2 (a[47]() , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[47]() , a[18](654) )= 0 |
| f1 (a[47]() , a[19](987) )= 2 |
| 0 |
| f2 (a[47]() , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[47]() , a[19](987) )= 2 |
| f1 (a[47]() , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[47]() , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[47]() , a[20](-1026) )= -2059 |
| f1 (a[47]() , a[21](98768.2546) )= 7 |
| f2 (a[47]() , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[47]() , a[21](98768.2546) )= 2 |
| f1 (a[47]() , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[47]() , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[47]() , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[47]() , a[23](1) )= 0 |
| -7.6 |
| f2 (a[47]() , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[47]() , a[23](1) )= 0 |
| f1 (a[47]() , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[47]() , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[47]() , a[24](-1) )= 2 |
| f1 (a[47]() , a[25](0) )= 5 |
| f2 (a[47]() , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[25](0) )= 5 |
| f1 (a[47]() , a[26](-2147483648) )= -2147483643 |
| f2 (a[47]() , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[47]() , a[26](-2147483648) )= -7 |
| f1 (a[47]() , a[27](2147483648) )= -2147483643 |
| f2 (a[47]() , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[47]() , a[27](2147483648) )= 2 |
| f1 (a[47]() , a[28](33554432) )= 7 |
| f2 (a[47]() , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[47]() , a[28](33554432) )= 2 |
| f1 (a[47]() , a[29](-33554432) )= -33554427 |
| f2 (a[47]() , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[47]() , a[29](-33554432) )= -67108871 |
| f1 (a[47]() , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[47]() , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[47]() , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[47]() , a[31](5e-324) )= 5 |
| f2 (a[47]() , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[31](5e-324) )= 5 |
| f1 (a[47]() , a[32](NaN) )= 5 |
| NaN |
| f2 (a[47]() , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[32](NaN) )= 5 |
| f1 (a[47]() , a[33](Infinity) )= 5 |
| f2 (a[47]() , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[47]() , a[33](Infinity) )= 5 |
| f1 (a[47]() , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[47]() , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[47]() , a[34](-Infinity) )= 5 |
| f1 (a[47]() , a[35](NaN) )= 5 |
| NaN |
| f2 (a[47]() , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[35](NaN) )= 5 |
| f1 (a[47]() , a[36](0) )= 5 |
| f2 (a[47]() , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[36](0) )= 5 |
| f1 (a[47]() , a[37](0) )= 5 |
| f2 (a[47]() , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[37](0) )= 5 |
| f1 (a[47]() , a[38](0) )= 5 |
| f2 (a[47]() , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[38](0) )= 5 |
| -3 |
| f1 (a[47]() , a[39](1) )= 0 |
| -7.6 |
| f2 (a[47]() , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[47]() , a[39](1) )= 0 |
| f1 (a[47]() , a[40](10) )= 2 |
| 0 |
| f2 (a[47]() , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[47]() , a[40](10) )= 7 |
| f1 (a[47]() , a[41](10.1) )= 2 |
| 0 |
| f2 (a[47]() , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[47]() , a[41](10.1) )= 2 |
| f1 (a[47]() , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[47]() , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[47]() , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[47]() , a[43](5e-324) )= 5 |
| f2 (a[47]() , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[43](5e-324) )= 5 |
| f1 (a[47]() , a[44](NaN) )= 5 |
| NaN |
| f2 (a[47]() , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[44](NaN) )= 5 |
| f1 (a[47]() , a[45](Infinity) )= 5 |
| f2 (a[47]() , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[47]() , a[45](Infinity) )= 5 |
| f1 (a[47]() , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[47]() , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[47]() , a[46](-Infinity) )= 5 |
| f1 (a[47]() , a[47]() )= 5 |
| f2 (a[47]() , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[47]() )= 5 |
| f1 (a[47]() , a[48](hello) )= 5 |
| NaN |
| f2 (a[47]() , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[48](hello) )= 5 |
| f1 (a[47]() , a[49](hello) )= 5 |
| NaN |
| f2 (a[47]() , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[49](hello) )= 5 |
| f1 (a[47]() , a[50](+0) )= 5 |
| f2 (a[47]() , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[50](+0) )= 5 |
| f1 (a[47]() , a[51](-0) )= 5 |
| f2 (a[47]() , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[51](-0) )= 5 |
| f1 (a[47]() , a[52](0) )= 5 |
| f2 (a[47]() , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[52](0) )= 5 |
| -3 |
| f1 (a[47]() , a[53](1) )= 0 |
| -7.6 |
| f2 (a[47]() , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[47]() , a[53](1) )= 0 |
| f1 (a[47]() , a[54](10.0) )= 2 |
| 0 |
| f2 (a[47]() , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[47]() , a[54](10.0) )= 7 |
| f1 (a[47]() , a[55](10.1) )= 2 |
| 0 |
| f2 (a[47]() , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[47]() , a[55](10.1) )= 2 |
| f1 (a[47]() , a[56]() )= 5 |
| f2 (a[47]() , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[47]() , a[56]() )= 5 |
| f1 (a[47]() , a[57](hello) )= 5 |
| NaN |
| f2 (a[47]() , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[57](hello) )= 5 |
| f1 (a[47]() , a[58](hello) )= 5 |
| NaN |
| f2 (a[47]() , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[58](hello) )= 5 |
| f1 (a[47]() , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[47]() , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[59]([object Object]) )= 5 |
| f1 (a[47]() , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[47]() , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[60](1,2,3) )= 5 |
| f1 (a[47]() , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[47]() , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[61]([object Object]) )= 5 |
| f1 (a[47]() , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[47]() , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[62](1,2,3) )= 5 |
| f1 (a[47]() , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[47]() , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[47]() , a[63](function foo() {}) )= 5 |
| f1 (a[48](hello) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[48](hello) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[0](undefined) )= 5 |
| f1 (a[48](hello) , a[1](null) )= 5 |
| NaN |
| f2 (a[48](hello) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[1](null) )= 5 |
| -3 |
| f1 (a[48](hello) , a[2](true) )= 0 |
| NaN |
| f2 (a[48](hello) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[48](hello) , a[2](true) )= 0 |
| f1 (a[48](hello) , a[3](false) )= 5 |
| NaN |
| f2 (a[48](hello) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[3](false) )= 5 |
| -3 |
| f1 (a[48](hello) , a[4](true) )= 0 |
| NaN |
| f2 (a[48](hello) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[48](hello) , a[4](true) )= 0 |
| f1 (a[48](hello) , a[5](false) )= 5 |
| NaN |
| f2 (a[48](hello) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[5](false) )= 5 |
| f1 (a[48](hello) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[48](hello) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[6](NaN) )= 5 |
| f1 (a[48](hello) , a[7](0) )= 5 |
| NaN |
| f2 (a[48](hello) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[7](0) )= 5 |
| f1 (a[48](hello) , a[8](0) )= 5 |
| NaN |
| f2 (a[48](hello) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[8](0) )= 5 |
| f1 (a[48](hello) , a[9](0) )= 5 |
| NaN |
| f2 (a[48](hello) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[9](0) )= 5 |
| -3 |
| f1 (a[48](hello) , a[10](1) )= 0 |
| NaN |
| f2 (a[48](hello) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[48](hello) , a[10](1) )= 0 |
| f1 (a[48](hello) , a[11](10) )= 2 |
| NaN |
| f2 (a[48](hello) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[48](hello) , a[11](10) )= 7 |
| f1 (a[48](hello) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[48](hello) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[48](hello) , a[12](10.1) )= 2 |
| f1 (a[48](hello) , a[13](-1) )= 0 |
| NaN |
| f2 (a[48](hello) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[48](hello) , a[13](-1) )= 2 |
| f1 (a[48](hello) , a[14](-5) )= 0 |
| NaN |
| f2 (a[48](hello) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[48](hello) , a[14](-5) )= 0 |
| -3 |
| f1 (a[48](hello) , a[15](5) )= 0 |
| NaN |
| f2 (a[48](hello) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[48](hello) , a[15](5) )= 0 |
| f1 (a[48](hello) , a[16](124) )= 7 |
| NaN |
| f2 (a[48](hello) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[48](hello) , a[16](124) )= 2 |
| f1 (a[48](hello) , a[17](248) )= 7 |
| NaN |
| f2 (a[48](hello) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[48](hello) , a[17](248) )= 2 |
| f1 (a[48](hello) , a[18](654) )= 2 |
| NaN |
| f2 (a[48](hello) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[48](hello) , a[18](654) )= 0 |
| f1 (a[48](hello) , a[19](987) )= 2 |
| NaN |
| f2 (a[48](hello) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[48](hello) , a[19](987) )= 2 |
| f1 (a[48](hello) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[48](hello) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[48](hello) , a[20](-1026) )= -2059 |
| f1 (a[48](hello) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[48](hello) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[48](hello) , a[21](98768.2546) )= 2 |
| f1 (a[48](hello) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[48](hello) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[48](hello) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[48](hello) , a[23](1) )= 0 |
| NaN |
| f2 (a[48](hello) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[48](hello) , a[23](1) )= 0 |
| f1 (a[48](hello) , a[24](-1) )= 0 |
| NaN |
| f2 (a[48](hello) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[48](hello) , a[24](-1) )= 2 |
| f1 (a[48](hello) , a[25](0) )= 5 |
| NaN |
| f2 (a[48](hello) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[25](0) )= 5 |
| f1 (a[48](hello) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[48](hello) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[48](hello) , a[26](-2147483648) )= -7 |
| f1 (a[48](hello) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[48](hello) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[48](hello) , a[27](2147483648) )= 2 |
| f1 (a[48](hello) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[48](hello) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[48](hello) , a[28](33554432) )= 2 |
| f1 (a[48](hello) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[48](hello) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[48](hello) , a[29](-33554432) )= -67108871 |
| f1 (a[48](hello) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[48](hello) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[48](hello) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[48](hello) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[48](hello) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[31](5e-324) )= 5 |
| f1 (a[48](hello) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[48](hello) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[32](NaN) )= 5 |
| f1 (a[48](hello) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[48](hello) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[48](hello) , a[33](Infinity) )= 5 |
| f1 (a[48](hello) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[48](hello) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[48](hello) , a[34](-Infinity) )= 5 |
| f1 (a[48](hello) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[48](hello) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[35](NaN) )= 5 |
| f1 (a[48](hello) , a[36](0) )= 5 |
| NaN |
| f2 (a[48](hello) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[36](0) )= 5 |
| f1 (a[48](hello) , a[37](0) )= 5 |
| NaN |
| f2 (a[48](hello) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[37](0) )= 5 |
| f1 (a[48](hello) , a[38](0) )= 5 |
| NaN |
| f2 (a[48](hello) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[38](0) )= 5 |
| -3 |
| f1 (a[48](hello) , a[39](1) )= 0 |
| NaN |
| f2 (a[48](hello) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[48](hello) , a[39](1) )= 0 |
| f1 (a[48](hello) , a[40](10) )= 2 |
| NaN |
| f2 (a[48](hello) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[48](hello) , a[40](10) )= 7 |
| f1 (a[48](hello) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[48](hello) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[48](hello) , a[41](10.1) )= 2 |
| f1 (a[48](hello) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[48](hello) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[48](hello) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[48](hello) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[48](hello) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[43](5e-324) )= 5 |
| f1 (a[48](hello) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[48](hello) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[44](NaN) )= 5 |
| f1 (a[48](hello) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[48](hello) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[48](hello) , a[45](Infinity) )= 5 |
| f1 (a[48](hello) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[48](hello) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[48](hello) , a[46](-Infinity) )= 5 |
| f1 (a[48](hello) , a[47]() )= 5 |
| NaN |
| f2 (a[48](hello) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[47]() )= 5 |
| f1 (a[48](hello) , a[48](hello) )= 5 |
| NaN |
| f2 (a[48](hello) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[48](hello) )= 5 |
| f1 (a[48](hello) , a[49](hello) )= 5 |
| NaN |
| f2 (a[48](hello) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[49](hello) )= 5 |
| f1 (a[48](hello) , a[50](+0) )= 5 |
| NaN |
| f2 (a[48](hello) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[50](+0) )= 5 |
| f1 (a[48](hello) , a[51](-0) )= 5 |
| NaN |
| f2 (a[48](hello) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[51](-0) )= 5 |
| f1 (a[48](hello) , a[52](0) )= 5 |
| NaN |
| f2 (a[48](hello) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[52](0) )= 5 |
| -3 |
| f1 (a[48](hello) , a[53](1) )= 0 |
| NaN |
| f2 (a[48](hello) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[48](hello) , a[53](1) )= 0 |
| f1 (a[48](hello) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[48](hello) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[48](hello) , a[54](10.0) )= 7 |
| f1 (a[48](hello) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[48](hello) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[48](hello) , a[55](10.1) )= 2 |
| f1 (a[48](hello) , a[56]() )= 5 |
| NaN |
| f2 (a[48](hello) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[48](hello) , a[56]() )= 5 |
| f1 (a[48](hello) , a[57](hello) )= 5 |
| NaN |
| f2 (a[48](hello) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[57](hello) )= 5 |
| f1 (a[48](hello) , a[58](hello) )= 5 |
| NaN |
| f2 (a[48](hello) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[58](hello) )= 5 |
| f1 (a[48](hello) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[48](hello) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[59]([object Object]) )= 5 |
| f1 (a[48](hello) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[48](hello) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[60](1,2,3) )= 5 |
| f1 (a[48](hello) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[48](hello) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[61]([object Object]) )= 5 |
| f1 (a[48](hello) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[48](hello) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[62](1,2,3) )= 5 |
| f1 (a[48](hello) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[48](hello) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[48](hello) , a[63](function foo() {}) )= 5 |
| f1 (a[49](hello) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[49](hello) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[0](undefined) )= 5 |
| f1 (a[49](hello) , a[1](null) )= 5 |
| NaN |
| f2 (a[49](hello) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[1](null) )= 5 |
| -3 |
| f1 (a[49](hello) , a[2](true) )= 0 |
| NaN |
| f2 (a[49](hello) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[49](hello) , a[2](true) )= 0 |
| f1 (a[49](hello) , a[3](false) )= 5 |
| NaN |
| f2 (a[49](hello) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[3](false) )= 5 |
| -3 |
| f1 (a[49](hello) , a[4](true) )= 0 |
| NaN |
| f2 (a[49](hello) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[49](hello) , a[4](true) )= 0 |
| f1 (a[49](hello) , a[5](false) )= 5 |
| NaN |
| f2 (a[49](hello) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[5](false) )= 5 |
| f1 (a[49](hello) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[49](hello) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[6](NaN) )= 5 |
| f1 (a[49](hello) , a[7](0) )= 5 |
| NaN |
| f2 (a[49](hello) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[7](0) )= 5 |
| f1 (a[49](hello) , a[8](0) )= 5 |
| NaN |
| f2 (a[49](hello) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[8](0) )= 5 |
| f1 (a[49](hello) , a[9](0) )= 5 |
| NaN |
| f2 (a[49](hello) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[9](0) )= 5 |
| -3 |
| f1 (a[49](hello) , a[10](1) )= 0 |
| NaN |
| f2 (a[49](hello) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[49](hello) , a[10](1) )= 0 |
| f1 (a[49](hello) , a[11](10) )= 2 |
| NaN |
| f2 (a[49](hello) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[49](hello) , a[11](10) )= 7 |
| f1 (a[49](hello) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[49](hello) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[49](hello) , a[12](10.1) )= 2 |
| f1 (a[49](hello) , a[13](-1) )= 0 |
| NaN |
| f2 (a[49](hello) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[49](hello) , a[13](-1) )= 2 |
| f1 (a[49](hello) , a[14](-5) )= 0 |
| NaN |
| f2 (a[49](hello) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[49](hello) , a[14](-5) )= 0 |
| -3 |
| f1 (a[49](hello) , a[15](5) )= 0 |
| NaN |
| f2 (a[49](hello) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[49](hello) , a[15](5) )= 0 |
| f1 (a[49](hello) , a[16](124) )= 7 |
| NaN |
| f2 (a[49](hello) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[49](hello) , a[16](124) )= 2 |
| f1 (a[49](hello) , a[17](248) )= 7 |
| NaN |
| f2 (a[49](hello) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[49](hello) , a[17](248) )= 2 |
| f1 (a[49](hello) , a[18](654) )= 2 |
| NaN |
| f2 (a[49](hello) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[49](hello) , a[18](654) )= 0 |
| f1 (a[49](hello) , a[19](987) )= 2 |
| NaN |
| f2 (a[49](hello) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[49](hello) , a[19](987) )= 2 |
| f1 (a[49](hello) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[49](hello) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[49](hello) , a[20](-1026) )= -2059 |
| f1 (a[49](hello) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[49](hello) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[49](hello) , a[21](98768.2546) )= 2 |
| f1 (a[49](hello) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[49](hello) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[49](hello) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[49](hello) , a[23](1) )= 0 |
| NaN |
| f2 (a[49](hello) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[49](hello) , a[23](1) )= 0 |
| f1 (a[49](hello) , a[24](-1) )= 0 |
| NaN |
| f2 (a[49](hello) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[49](hello) , a[24](-1) )= 2 |
| f1 (a[49](hello) , a[25](0) )= 5 |
| NaN |
| f2 (a[49](hello) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[25](0) )= 5 |
| f1 (a[49](hello) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[49](hello) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[49](hello) , a[26](-2147483648) )= -7 |
| f1 (a[49](hello) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[49](hello) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[49](hello) , a[27](2147483648) )= 2 |
| f1 (a[49](hello) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[49](hello) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[49](hello) , a[28](33554432) )= 2 |
| f1 (a[49](hello) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[49](hello) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[49](hello) , a[29](-33554432) )= -67108871 |
| f1 (a[49](hello) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[49](hello) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[49](hello) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[49](hello) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[49](hello) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[31](5e-324) )= 5 |
| f1 (a[49](hello) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[49](hello) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[32](NaN) )= 5 |
| f1 (a[49](hello) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[49](hello) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[49](hello) , a[33](Infinity) )= 5 |
| f1 (a[49](hello) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[49](hello) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[49](hello) , a[34](-Infinity) )= 5 |
| f1 (a[49](hello) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[49](hello) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[35](NaN) )= 5 |
| f1 (a[49](hello) , a[36](0) )= 5 |
| NaN |
| f2 (a[49](hello) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[36](0) )= 5 |
| f1 (a[49](hello) , a[37](0) )= 5 |
| NaN |
| f2 (a[49](hello) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[37](0) )= 5 |
| f1 (a[49](hello) , a[38](0) )= 5 |
| NaN |
| f2 (a[49](hello) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[38](0) )= 5 |
| -3 |
| f1 (a[49](hello) , a[39](1) )= 0 |
| NaN |
| f2 (a[49](hello) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[49](hello) , a[39](1) )= 0 |
| f1 (a[49](hello) , a[40](10) )= 2 |
| NaN |
| f2 (a[49](hello) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[49](hello) , a[40](10) )= 7 |
| f1 (a[49](hello) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[49](hello) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[49](hello) , a[41](10.1) )= 2 |
| f1 (a[49](hello) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[49](hello) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[49](hello) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[49](hello) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[49](hello) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[43](5e-324) )= 5 |
| f1 (a[49](hello) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[49](hello) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[44](NaN) )= 5 |
| f1 (a[49](hello) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[49](hello) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[49](hello) , a[45](Infinity) )= 5 |
| f1 (a[49](hello) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[49](hello) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[49](hello) , a[46](-Infinity) )= 5 |
| f1 (a[49](hello) , a[47]() )= 5 |
| NaN |
| f2 (a[49](hello) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[47]() )= 5 |
| f1 (a[49](hello) , a[48](hello) )= 5 |
| NaN |
| f2 (a[49](hello) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[48](hello) )= 5 |
| f1 (a[49](hello) , a[49](hello) )= 5 |
| NaN |
| f2 (a[49](hello) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[49](hello) )= 5 |
| f1 (a[49](hello) , a[50](+0) )= 5 |
| NaN |
| f2 (a[49](hello) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[50](+0) )= 5 |
| f1 (a[49](hello) , a[51](-0) )= 5 |
| NaN |
| f2 (a[49](hello) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[51](-0) )= 5 |
| f1 (a[49](hello) , a[52](0) )= 5 |
| NaN |
| f2 (a[49](hello) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[52](0) )= 5 |
| -3 |
| f1 (a[49](hello) , a[53](1) )= 0 |
| NaN |
| f2 (a[49](hello) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[49](hello) , a[53](1) )= 0 |
| f1 (a[49](hello) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[49](hello) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[49](hello) , a[54](10.0) )= 7 |
| f1 (a[49](hello) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[49](hello) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[49](hello) , a[55](10.1) )= 2 |
| f1 (a[49](hello) , a[56]() )= 5 |
| NaN |
| f2 (a[49](hello) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[49](hello) , a[56]() )= 5 |
| f1 (a[49](hello) , a[57](hello) )= 5 |
| NaN |
| f2 (a[49](hello) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[57](hello) )= 5 |
| f1 (a[49](hello) , a[58](hello) )= 5 |
| NaN |
| f2 (a[49](hello) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[58](hello) )= 5 |
| f1 (a[49](hello) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[49](hello) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[59]([object Object]) )= 5 |
| f1 (a[49](hello) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[49](hello) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[60](1,2,3) )= 5 |
| f1 (a[49](hello) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[49](hello) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[61]([object Object]) )= 5 |
| f1 (a[49](hello) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[49](hello) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[62](1,2,3) )= 5 |
| f1 (a[49](hello) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[49](hello) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[49](hello) , a[63](function foo() {}) )= 5 |
| f1 (a[50](+0) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[50](+0) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[0](undefined) )= 5 |
| f1 (a[50](+0) , a[1](null) )= 5 |
| f2 (a[50](+0) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[1](null) )= 5 |
| -3 |
| f1 (a[50](+0) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[50](+0) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[50](+0) , a[2](true) )= 0 |
| f1 (a[50](+0) , a[3](false) )= 5 |
| f2 (a[50](+0) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[3](false) )= 5 |
| -3 |
| f1 (a[50](+0) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[50](+0) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[50](+0) , a[4](true) )= 0 |
| f1 (a[50](+0) , a[5](false) )= 5 |
| f2 (a[50](+0) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[5](false) )= 5 |
| f1 (a[50](+0) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[50](+0) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[6](NaN) )= 5 |
| f1 (a[50](+0) , a[7](0) )= 5 |
| f2 (a[50](+0) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[7](0) )= 5 |
| f1 (a[50](+0) , a[8](0) )= 5 |
| f2 (a[50](+0) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[8](0) )= 5 |
| f1 (a[50](+0) , a[9](0) )= 5 |
| f2 (a[50](+0) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[9](0) )= 5 |
| -3 |
| f1 (a[50](+0) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[50](+0) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[50](+0) , a[10](1) )= 0 |
| f1 (a[50](+0) , a[11](10) )= 2 |
| 0 |
| f2 (a[50](+0) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[50](+0) , a[11](10) )= 7 |
| f1 (a[50](+0) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[50](+0) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[50](+0) , a[12](10.1) )= 2 |
| f1 (a[50](+0) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[50](+0) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[50](+0) , a[13](-1) )= 2 |
| f1 (a[50](+0) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[50](+0) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[50](+0) , a[14](-5) )= 0 |
| -3 |
| f1 (a[50](+0) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[50](+0) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[50](+0) , a[15](5) )= 0 |
| f1 (a[50](+0) , a[16](124) )= 7 |
| f2 (a[50](+0) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[50](+0) , a[16](124) )= 2 |
| f1 (a[50](+0) , a[17](248) )= 7 |
| f2 (a[50](+0) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[50](+0) , a[17](248) )= 2 |
| f1 (a[50](+0) , a[18](654) )= 2 |
| 0 |
| f2 (a[50](+0) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[50](+0) , a[18](654) )= 0 |
| f1 (a[50](+0) , a[19](987) )= 2 |
| 0 |
| f2 (a[50](+0) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[50](+0) , a[19](987) )= 2 |
| f1 (a[50](+0) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[50](+0) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[50](+0) , a[20](-1026) )= -2059 |
| f1 (a[50](+0) , a[21](98768.2546) )= 7 |
| f2 (a[50](+0) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[50](+0) , a[21](98768.2546) )= 2 |
| f1 (a[50](+0) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[50](+0) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[50](+0) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[50](+0) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[50](+0) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[50](+0) , a[23](1) )= 0 |
| f1 (a[50](+0) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[50](+0) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[50](+0) , a[24](-1) )= 2 |
| f1 (a[50](+0) , a[25](0) )= 5 |
| f2 (a[50](+0) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[25](0) )= 5 |
| f1 (a[50](+0) , a[26](-2147483648) )= -2147483643 |
| f2 (a[50](+0) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[50](+0) , a[26](-2147483648) )= -7 |
| f1 (a[50](+0) , a[27](2147483648) )= -2147483643 |
| f2 (a[50](+0) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[50](+0) , a[27](2147483648) )= 2 |
| f1 (a[50](+0) , a[28](33554432) )= 7 |
| f2 (a[50](+0) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[50](+0) , a[28](33554432) )= 2 |
| f1 (a[50](+0) , a[29](-33554432) )= -33554427 |
| f2 (a[50](+0) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[50](+0) , a[29](-33554432) )= -67108871 |
| f1 (a[50](+0) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[50](+0) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[50](+0) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[50](+0) , a[31](5e-324) )= 5 |
| f2 (a[50](+0) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[31](5e-324) )= 5 |
| f1 (a[50](+0) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[50](+0) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[32](NaN) )= 5 |
| f1 (a[50](+0) , a[33](Infinity) )= 5 |
| f2 (a[50](+0) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[50](+0) , a[33](Infinity) )= 5 |
| f1 (a[50](+0) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[50](+0) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[50](+0) , a[34](-Infinity) )= 5 |
| f1 (a[50](+0) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[50](+0) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[35](NaN) )= 5 |
| f1 (a[50](+0) , a[36](0) )= 5 |
| f2 (a[50](+0) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[36](0) )= 5 |
| f1 (a[50](+0) , a[37](0) )= 5 |
| f2 (a[50](+0) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[37](0) )= 5 |
| f1 (a[50](+0) , a[38](0) )= 5 |
| f2 (a[50](+0) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[38](0) )= 5 |
| -3 |
| f1 (a[50](+0) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[50](+0) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[50](+0) , a[39](1) )= 0 |
| f1 (a[50](+0) , a[40](10) )= 2 |
| 0 |
| f2 (a[50](+0) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[50](+0) , a[40](10) )= 7 |
| f1 (a[50](+0) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[50](+0) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[50](+0) , a[41](10.1) )= 2 |
| f1 (a[50](+0) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[50](+0) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[50](+0) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[50](+0) , a[43](5e-324) )= 5 |
| f2 (a[50](+0) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[43](5e-324) )= 5 |
| f1 (a[50](+0) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[50](+0) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[44](NaN) )= 5 |
| f1 (a[50](+0) , a[45](Infinity) )= 5 |
| f2 (a[50](+0) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[50](+0) , a[45](Infinity) )= 5 |
| f1 (a[50](+0) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[50](+0) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[50](+0) , a[46](-Infinity) )= 5 |
| f1 (a[50](+0) , a[47]() )= 5 |
| f2 (a[50](+0) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[47]() )= 5 |
| f1 (a[50](+0) , a[48](hello) )= 5 |
| NaN |
| f2 (a[50](+0) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[48](hello) )= 5 |
| f1 (a[50](+0) , a[49](hello) )= 5 |
| NaN |
| f2 (a[50](+0) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[49](hello) )= 5 |
| f1 (a[50](+0) , a[50](+0) )= 5 |
| f2 (a[50](+0) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[50](+0) )= 5 |
| f1 (a[50](+0) , a[51](-0) )= 5 |
| f2 (a[50](+0) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[51](-0) )= 5 |
| f1 (a[50](+0) , a[52](0) )= 5 |
| f2 (a[50](+0) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[52](0) )= 5 |
| -3 |
| f1 (a[50](+0) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[50](+0) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[50](+0) , a[53](1) )= 0 |
| f1 (a[50](+0) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[50](+0) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[50](+0) , a[54](10.0) )= 7 |
| f1 (a[50](+0) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[50](+0) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[50](+0) , a[55](10.1) )= 2 |
| f1 (a[50](+0) , a[56]() )= 5 |
| f2 (a[50](+0) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[50](+0) , a[56]() )= 5 |
| f1 (a[50](+0) , a[57](hello) )= 5 |
| NaN |
| f2 (a[50](+0) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[57](hello) )= 5 |
| f1 (a[50](+0) , a[58](hello) )= 5 |
| NaN |
| f2 (a[50](+0) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[58](hello) )= 5 |
| f1 (a[50](+0) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[50](+0) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[59]([object Object]) )= 5 |
| f1 (a[50](+0) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[50](+0) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[60](1,2,3) )= 5 |
| f1 (a[50](+0) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[50](+0) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[61]([object Object]) )= 5 |
| f1 (a[50](+0) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[50](+0) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[62](1,2,3) )= 5 |
| f1 (a[50](+0) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[50](+0) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[50](+0) , a[63](function foo() {}) )= 5 |
| f1 (a[51](-0) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[51](-0) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[0](undefined) )= 5 |
| f1 (a[51](-0) , a[1](null) )= 5 |
| f2 (a[51](-0) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[1](null) )= 5 |
| -3 |
| f1 (a[51](-0) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[51](-0) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[51](-0) , a[2](true) )= 0 |
| f1 (a[51](-0) , a[3](false) )= 5 |
| f2 (a[51](-0) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[3](false) )= 5 |
| -3 |
| f1 (a[51](-0) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[51](-0) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[51](-0) , a[4](true) )= 0 |
| f1 (a[51](-0) , a[5](false) )= 5 |
| f2 (a[51](-0) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[5](false) )= 5 |
| f1 (a[51](-0) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[51](-0) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[6](NaN) )= 5 |
| f1 (a[51](-0) , a[7](0) )= 5 |
| f2 (a[51](-0) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[7](0) )= 5 |
| f1 (a[51](-0) , a[8](0) )= 5 |
| f2 (a[51](-0) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[8](0) )= 5 |
| f1 (a[51](-0) , a[9](0) )= 5 |
| f2 (a[51](-0) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[9](0) )= 5 |
| -3 |
| f1 (a[51](-0) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[51](-0) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[51](-0) , a[10](1) )= 0 |
| f1 (a[51](-0) , a[11](10) )= 2 |
| 0 |
| f2 (a[51](-0) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[51](-0) , a[11](10) )= 7 |
| f1 (a[51](-0) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[51](-0) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[51](-0) , a[12](10.1) )= 2 |
| f1 (a[51](-0) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[51](-0) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[51](-0) , a[13](-1) )= 2 |
| f1 (a[51](-0) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[51](-0) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[51](-0) , a[14](-5) )= 0 |
| -3 |
| f1 (a[51](-0) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[51](-0) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[51](-0) , a[15](5) )= 0 |
| f1 (a[51](-0) , a[16](124) )= 7 |
| f2 (a[51](-0) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[51](-0) , a[16](124) )= 2 |
| f1 (a[51](-0) , a[17](248) )= 7 |
| f2 (a[51](-0) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[51](-0) , a[17](248) )= 2 |
| f1 (a[51](-0) , a[18](654) )= 2 |
| 0 |
| f2 (a[51](-0) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[51](-0) , a[18](654) )= 0 |
| f1 (a[51](-0) , a[19](987) )= 2 |
| 0 |
| f2 (a[51](-0) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[51](-0) , a[19](987) )= 2 |
| f1 (a[51](-0) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[51](-0) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[51](-0) , a[20](-1026) )= -2059 |
| f1 (a[51](-0) , a[21](98768.2546) )= 7 |
| f2 (a[51](-0) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[51](-0) , a[21](98768.2546) )= 2 |
| f1 (a[51](-0) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[51](-0) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[51](-0) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[51](-0) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[51](-0) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[51](-0) , a[23](1) )= 0 |
| f1 (a[51](-0) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[51](-0) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[51](-0) , a[24](-1) )= 2 |
| f1 (a[51](-0) , a[25](0) )= 5 |
| f2 (a[51](-0) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[25](0) )= 5 |
| f1 (a[51](-0) , a[26](-2147483648) )= -2147483643 |
| f2 (a[51](-0) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[51](-0) , a[26](-2147483648) )= -7 |
| f1 (a[51](-0) , a[27](2147483648) )= -2147483643 |
| f2 (a[51](-0) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[51](-0) , a[27](2147483648) )= 2 |
| f1 (a[51](-0) , a[28](33554432) )= 7 |
| f2 (a[51](-0) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[51](-0) , a[28](33554432) )= 2 |
| f1 (a[51](-0) , a[29](-33554432) )= -33554427 |
| f2 (a[51](-0) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[51](-0) , a[29](-33554432) )= -67108871 |
| f1 (a[51](-0) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[51](-0) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[51](-0) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[51](-0) , a[31](5e-324) )= 5 |
| f2 (a[51](-0) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[31](5e-324) )= 5 |
| f1 (a[51](-0) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[51](-0) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[32](NaN) )= 5 |
| f1 (a[51](-0) , a[33](Infinity) )= 5 |
| f2 (a[51](-0) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[51](-0) , a[33](Infinity) )= 5 |
| f1 (a[51](-0) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[51](-0) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[51](-0) , a[34](-Infinity) )= 5 |
| f1 (a[51](-0) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[51](-0) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[35](NaN) )= 5 |
| f1 (a[51](-0) , a[36](0) )= 5 |
| f2 (a[51](-0) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[36](0) )= 5 |
| f1 (a[51](-0) , a[37](0) )= 5 |
| f2 (a[51](-0) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[37](0) )= 5 |
| f1 (a[51](-0) , a[38](0) )= 5 |
| f2 (a[51](-0) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[38](0) )= 5 |
| -3 |
| f1 (a[51](-0) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[51](-0) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[51](-0) , a[39](1) )= 0 |
| f1 (a[51](-0) , a[40](10) )= 2 |
| 0 |
| f2 (a[51](-0) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[51](-0) , a[40](10) )= 7 |
| f1 (a[51](-0) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[51](-0) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[51](-0) , a[41](10.1) )= 2 |
| f1 (a[51](-0) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[51](-0) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[51](-0) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[51](-0) , a[43](5e-324) )= 5 |
| f2 (a[51](-0) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[43](5e-324) )= 5 |
| f1 (a[51](-0) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[51](-0) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[44](NaN) )= 5 |
| f1 (a[51](-0) , a[45](Infinity) )= 5 |
| f2 (a[51](-0) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[51](-0) , a[45](Infinity) )= 5 |
| f1 (a[51](-0) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[51](-0) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[51](-0) , a[46](-Infinity) )= 5 |
| f1 (a[51](-0) , a[47]() )= 5 |
| f2 (a[51](-0) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[47]() )= 5 |
| f1 (a[51](-0) , a[48](hello) )= 5 |
| NaN |
| f2 (a[51](-0) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[48](hello) )= 5 |
| f1 (a[51](-0) , a[49](hello) )= 5 |
| NaN |
| f2 (a[51](-0) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[49](hello) )= 5 |
| f1 (a[51](-0) , a[50](+0) )= 5 |
| f2 (a[51](-0) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[50](+0) )= 5 |
| f1 (a[51](-0) , a[51](-0) )= 5 |
| f2 (a[51](-0) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[51](-0) )= 5 |
| f1 (a[51](-0) , a[52](0) )= 5 |
| f2 (a[51](-0) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[52](0) )= 5 |
| -3 |
| f1 (a[51](-0) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[51](-0) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[51](-0) , a[53](1) )= 0 |
| f1 (a[51](-0) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[51](-0) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[51](-0) , a[54](10.0) )= 7 |
| f1 (a[51](-0) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[51](-0) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[51](-0) , a[55](10.1) )= 2 |
| f1 (a[51](-0) , a[56]() )= 5 |
| f2 (a[51](-0) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[51](-0) , a[56]() )= 5 |
| f1 (a[51](-0) , a[57](hello) )= 5 |
| NaN |
| f2 (a[51](-0) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[57](hello) )= 5 |
| f1 (a[51](-0) , a[58](hello) )= 5 |
| NaN |
| f2 (a[51](-0) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[58](hello) )= 5 |
| f1 (a[51](-0) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[51](-0) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[59]([object Object]) )= 5 |
| f1 (a[51](-0) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[51](-0) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[60](1,2,3) )= 5 |
| f1 (a[51](-0) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[51](-0) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[61]([object Object]) )= 5 |
| f1 (a[51](-0) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[51](-0) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[62](1,2,3) )= 5 |
| f1 (a[51](-0) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[51](-0) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[51](-0) , a[63](function foo() {}) )= 5 |
| f1 (a[52](0) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[52](0) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[0](undefined) )= 5 |
| f1 (a[52](0) , a[1](null) )= 5 |
| f2 (a[52](0) , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[1](null) )= 5 |
| -3 |
| f1 (a[52](0) , a[2](true) )= 0 |
| -7.6 |
| f2 (a[52](0) , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[52](0) , a[2](true) )= 0 |
| f1 (a[52](0) , a[3](false) )= 5 |
| f2 (a[52](0) , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[3](false) )= 5 |
| -3 |
| f1 (a[52](0) , a[4](true) )= 0 |
| -7.6 |
| f2 (a[52](0) , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[52](0) , a[4](true) )= 0 |
| f1 (a[52](0) , a[5](false) )= 5 |
| f2 (a[52](0) , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[5](false) )= 5 |
| f1 (a[52](0) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[52](0) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[6](NaN) )= 5 |
| f1 (a[52](0) , a[7](0) )= 5 |
| f2 (a[52](0) , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[7](0) )= 5 |
| f1 (a[52](0) , a[8](0) )= 5 |
| f2 (a[52](0) , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[8](0) )= 5 |
| f1 (a[52](0) , a[9](0) )= 5 |
| f2 (a[52](0) , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[9](0) )= 5 |
| -3 |
| f1 (a[52](0) , a[10](1) )= 0 |
| -7.6 |
| f2 (a[52](0) , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[52](0) , a[10](1) )= 0 |
| f1 (a[52](0) , a[11](10) )= 2 |
| 0 |
| f2 (a[52](0) , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[52](0) , a[11](10) )= 7 |
| f1 (a[52](0) , a[12](10.1) )= 2 |
| 0 |
| f2 (a[52](0) , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[52](0) , a[12](10.1) )= 2 |
| f1 (a[52](0) , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[52](0) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[52](0) , a[13](-1) )= 2 |
| f1 (a[52](0) , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[52](0) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[52](0) , a[14](-5) )= 0 |
| -3 |
| f1 (a[52](0) , a[15](5) )= 0 |
| -7.6 |
| f2 (a[52](0) , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[52](0) , a[15](5) )= 0 |
| f1 (a[52](0) , a[16](124) )= 7 |
| f2 (a[52](0) , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[52](0) , a[16](124) )= 2 |
| f1 (a[52](0) , a[17](248) )= 7 |
| f2 (a[52](0) , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[52](0) , a[17](248) )= 2 |
| f1 (a[52](0) , a[18](654) )= 2 |
| 0 |
| f2 (a[52](0) , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[52](0) , a[18](654) )= 0 |
| f1 (a[52](0) , a[19](987) )= 2 |
| 0 |
| f2 (a[52](0) , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[52](0) , a[19](987) )= 2 |
| f1 (a[52](0) , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[52](0) , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[52](0) , a[20](-1026) )= -2059 |
| f1 (a[52](0) , a[21](98768.2546) )= 7 |
| f2 (a[52](0) , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[52](0) , a[21](98768.2546) )= 2 |
| f1 (a[52](0) , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[52](0) , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[52](0) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[52](0) , a[23](1) )= 0 |
| -7.6 |
| f2 (a[52](0) , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[52](0) , a[23](1) )= 0 |
| f1 (a[52](0) , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[52](0) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[52](0) , a[24](-1) )= 2 |
| f1 (a[52](0) , a[25](0) )= 5 |
| f2 (a[52](0) , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[25](0) )= 5 |
| f1 (a[52](0) , a[26](-2147483648) )= -2147483643 |
| f2 (a[52](0) , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[52](0) , a[26](-2147483648) )= -7 |
| f1 (a[52](0) , a[27](2147483648) )= -2147483643 |
| f2 (a[52](0) , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[52](0) , a[27](2147483648) )= 2 |
| f1 (a[52](0) , a[28](33554432) )= 7 |
| f2 (a[52](0) , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[52](0) , a[28](33554432) )= 2 |
| f1 (a[52](0) , a[29](-33554432) )= -33554427 |
| f2 (a[52](0) , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[52](0) , a[29](-33554432) )= -67108871 |
| f1 (a[52](0) , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[52](0) , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[52](0) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[52](0) , a[31](5e-324) )= 5 |
| f2 (a[52](0) , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[31](5e-324) )= 5 |
| f1 (a[52](0) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[52](0) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[32](NaN) )= 5 |
| f1 (a[52](0) , a[33](Infinity) )= 5 |
| f2 (a[52](0) , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[52](0) , a[33](Infinity) )= 5 |
| f1 (a[52](0) , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[52](0) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[52](0) , a[34](-Infinity) )= 5 |
| f1 (a[52](0) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[52](0) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[35](NaN) )= 5 |
| f1 (a[52](0) , a[36](0) )= 5 |
| f2 (a[52](0) , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[36](0) )= 5 |
| f1 (a[52](0) , a[37](0) )= 5 |
| f2 (a[52](0) , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[37](0) )= 5 |
| f1 (a[52](0) , a[38](0) )= 5 |
| f2 (a[52](0) , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[38](0) )= 5 |
| -3 |
| f1 (a[52](0) , a[39](1) )= 0 |
| -7.6 |
| f2 (a[52](0) , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[52](0) , a[39](1) )= 0 |
| f1 (a[52](0) , a[40](10) )= 2 |
| 0 |
| f2 (a[52](0) , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[52](0) , a[40](10) )= 7 |
| f1 (a[52](0) , a[41](10.1) )= 2 |
| 0 |
| f2 (a[52](0) , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[52](0) , a[41](10.1) )= 2 |
| f1 (a[52](0) , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[52](0) , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[52](0) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[52](0) , a[43](5e-324) )= 5 |
| f2 (a[52](0) , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[43](5e-324) )= 5 |
| f1 (a[52](0) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[52](0) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[44](NaN) )= 5 |
| f1 (a[52](0) , a[45](Infinity) )= 5 |
| f2 (a[52](0) , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[52](0) , a[45](Infinity) )= 5 |
| f1 (a[52](0) , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[52](0) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[52](0) , a[46](-Infinity) )= 5 |
| f1 (a[52](0) , a[47]() )= 5 |
| f2 (a[52](0) , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[47]() )= 5 |
| f1 (a[52](0) , a[48](hello) )= 5 |
| NaN |
| f2 (a[52](0) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[48](hello) )= 5 |
| f1 (a[52](0) , a[49](hello) )= 5 |
| NaN |
| f2 (a[52](0) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[49](hello) )= 5 |
| f1 (a[52](0) , a[50](+0) )= 5 |
| f2 (a[52](0) , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[50](+0) )= 5 |
| f1 (a[52](0) , a[51](-0) )= 5 |
| f2 (a[52](0) , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[51](-0) )= 5 |
| f1 (a[52](0) , a[52](0) )= 5 |
| f2 (a[52](0) , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[52](0) )= 5 |
| -3 |
| f1 (a[52](0) , a[53](1) )= 0 |
| -7.6 |
| f2 (a[52](0) , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[52](0) , a[53](1) )= 0 |
| f1 (a[52](0) , a[54](10.0) )= 2 |
| 0 |
| f2 (a[52](0) , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[52](0) , a[54](10.0) )= 7 |
| f1 (a[52](0) , a[55](10.1) )= 2 |
| 0 |
| f2 (a[52](0) , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[52](0) , a[55](10.1) )= 2 |
| f1 (a[52](0) , a[56]() )= 5 |
| f2 (a[52](0) , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[52](0) , a[56]() )= 5 |
| f1 (a[52](0) , a[57](hello) )= 5 |
| NaN |
| f2 (a[52](0) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[57](hello) )= 5 |
| f1 (a[52](0) , a[58](hello) )= 5 |
| NaN |
| f2 (a[52](0) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[58](hello) )= 5 |
| f1 (a[52](0) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[52](0) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[59]([object Object]) )= 5 |
| f1 (a[52](0) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[52](0) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[60](1,2,3) )= 5 |
| f1 (a[52](0) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[52](0) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[61]([object Object]) )= 5 |
| f1 (a[52](0) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[52](0) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[62](1,2,3) )= 5 |
| f1 (a[52](0) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[52](0) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[52](0) , a[63](function foo() {}) )= 5 |
| f1 (a[53](1) , a[0](undefined) )= 7 |
| NaN |
| f2 (a[53](1) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[0](undefined) )= 7 |
| f1 (a[53](1) , a[1](null) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[1](null) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[1](null) )= 7 |
| -3 |
| f1 (a[53](1) , a[2](true) )= 1 |
| -3.4 |
| f2 (a[53](1) , a[2](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[53](1) , a[2](true) )= 1 |
| f1 (a[53](1) , a[3](false) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[3](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[3](false) )= 7 |
| -3 |
| f1 (a[53](1) , a[4](true) )= 1 |
| -3.4 |
| f2 (a[53](1) , a[4](true) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[53](1) , a[4](true) )= 1 |
| f1 (a[53](1) , a[5](false) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[5](false) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[5](false) )= 7 |
| f1 (a[53](1) , a[6](NaN) )= 7 |
| NaN |
| f2 (a[53](1) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[6](NaN) )= 7 |
| f1 (a[53](1) , a[7](0) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[7](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[7](0) )= 7 |
| f1 (a[53](1) , a[8](0) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[8](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[8](0) )= 7 |
| f1 (a[53](1) , a[9](0) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[9](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[9](0) )= 7 |
| -3 |
| f1 (a[53](1) , a[10](1) )= 1 |
| -3.4 |
| f2 (a[53](1) , a[10](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[53](1) , a[10](1) )= 1 |
| f1 (a[53](1) , a[11](10) )= 100 |
| f2 (a[53](1) , a[11](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[53](1) , a[11](10) )= 3 |
| f1 (a[53](1) , a[12](10.1) )= 100 |
| f2 (a[53](1) , a[12](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[53](1) , a[12](10.1) )= 100 |
| f1 (a[53](1) , a[13](-1) )= 0 |
| -6.5 |
| f2 (a[53](1) , a[13](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[53](1) , a[13](-1) )= 100 |
| f1 (a[53](1) , a[14](-5) )= 0 |
| -10.5 |
| f2 (a[53](1) , a[14](-5) )= -5 |
| 1 |
| -3 |
| -3 |
| 0.18181818181818182 |
| 1 1 |
| f3 (a[53](1) , a[14](-5) )= 1 |
| -3 |
| f1 (a[53](1) , a[15](5) )= 1 |
| -3.4 |
| f2 (a[53](1) , a[15](5) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 5 |
| f3 (a[53](1) , a[15](5) )= 1 |
| 0 |
| f1 (a[53](1) , a[16](124) )= 3 |
| f2 (a[53](1) , a[16](124) )= 3.4 |
| 1 |
| -3 |
| 1 254.5 |
| f3 (a[53](1) , a[16](124) )= 1 |
| 0 |
| f1 (a[53](1) , a[17](248) )= 3 |
| f2 (a[53](1) , a[17](248) )= 3.4 |
| 1 |
| -3 |
| 1 502.5 |
| f3 (a[53](1) , a[17](248) )= 1 |
| f1 (a[53](1) , a[18](654) )= 100 |
| f2 (a[53](1) , a[18](654) )= 3.4 |
| -3 |
| -3 |
| 1 2352438 |
| f3 (a[53](1) , a[18](654) )= 1 |
| 1 |
| f1 (a[53](1) , a[19](987) )= 1 |
| -0.29437229437229434 |
| f2 (a[53](1) , a[19](987) )= 1 |
| 0.9965478728804955 |
| 1 |
| -3 |
| 0.9965478728804955 |
| 1 987 |
| f3 (a[53](1) , a[19](987) )= 1 |
| f1 (a[53](1) , a[20](-1026) )= 100 |
| -1031.5 |
| f2 (a[53](1) , a[20](-1026) )= -1026 |
| -2064 |
| -3 |
| -2059 -2059.6 |
| f3 (a[53](1) , a[20](-1026) )= -2059 |
| 0 |
| f1 (a[53](1) , a[21](98768.2546) )= 3 |
| f2 (a[53](1) , a[21](98768.2546) )= 3.4 |
| 1 |
| -3 |
| 1 197543.0092 |
| f3 (a[53](1) , a[21](98768.2546) )= 1 |
| f1 (a[53](1) , a[22](-88754.15478) )= 100 |
| -88759.65478 |
| f2 (a[53](1) , a[22](-88754.15478) )= -88754.15478 |
| -711960064 |
| -3 |
| -711960059 7877974533.838525 |
| f3 (a[53](1) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[53](1) , a[23](1) )= 1 |
| -3.4 |
| f2 (a[53](1) , a[23](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[53](1) , a[23](1) )= 1 |
| f1 (a[53](1) , a[24](-1) )= 0 |
| -6.5 |
| f2 (a[53](1) , a[24](-1) )= -1 |
| -3 |
| 100 2.096774193548387 |
| f3 (a[53](1) , a[24](-1) )= 100 |
| f1 (a[53](1) , a[25](0) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[25](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[25](0) )= 7 |
| f1 (a[53](1) , a[26](-2147483648) )= -2147483641 |
| -2147483653.5 |
| f2 (a[53](1) , a[26](-2147483648) )= -2147483646 |
| -12 |
| -3 |
| -7 -4294967303.6 |
| f3 (a[53](1) , a[26](-2147483648) )= -7 |
| f1 (a[53](1) , a[27](2147483648) )= -2147483641 |
| f2 (a[53](1) , a[27](2147483648) )= 3.4 |
| 1 |
| -3 |
| 1 4294967302.5 |
| f3 (a[53](1) , a[27](2147483648) )= 1 |
| 0 |
| f1 (a[53](1) , a[28](33554432) )= 3 |
| f2 (a[53](1) , a[28](33554432) )= 3.4 |
| 1 |
| -3 |
| 1 67108870.5 |
| f3 (a[53](1) , a[28](33554432) )= 1 |
| f1 (a[53](1) , a[29](-33554432) )= -33554425 |
| -33554437.5 |
| f2 (a[53](1) , a[29](-33554432) )= -33554430 |
| -67108876 |
| -3 |
| -67108871 -67108871.6 |
| f3 (a[53](1) , a[29](-33554432) )= -67108871 |
| f1 (a[53](1) , a[30](1.7976931348623157e+308) )= 7 |
| f2 (a[53](1) , a[30](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[53](1) , a[30](1.7976931348623157e+308) )= 7 |
| f1 (a[53](1) , a[31](5e-324) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[31](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[53](1) , a[31](5e-324) )= 7 |
| f1 (a[53](1) , a[32](NaN) )= 7 |
| NaN |
| f2 (a[53](1) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[32](NaN) )= 7 |
| f1 (a[53](1) , a[33](Infinity) )= 7 |
| f2 (a[53](1) , a[33](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[53](1) , a[33](Infinity) )= 7 |
| f1 (a[53](1) , a[34](-Infinity) )= 7 |
| -Infinity |
| f2 (a[53](1) , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[53](1) , a[34](-Infinity) )= 7 |
| f1 (a[53](1) , a[35](NaN) )= 7 |
| NaN |
| f2 (a[53](1) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[35](NaN) )= 7 |
| f1 (a[53](1) , a[36](0) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[36](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[36](0) )= 7 |
| f1 (a[53](1) , a[37](0) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[37](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[37](0) )= 7 |
| f1 (a[53](1) , a[38](0) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[38](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[38](0) )= 7 |
| -3 |
| f1 (a[53](1) , a[39](1) )= 1 |
| -3.4 |
| f2 (a[53](1) , a[39](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[53](1) , a[39](1) )= 1 |
| f1 (a[53](1) , a[40](10) )= 100 |
| f2 (a[53](1) , a[40](10) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[53](1) , a[40](10) )= 3 |
| f1 (a[53](1) , a[41](10.1) )= 100 |
| f2 (a[53](1) , a[41](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[53](1) , a[41](10.1) )= 100 |
| f1 (a[53](1) , a[42](1.7976931348623157e+308) )= 7 |
| f2 (a[53](1) , a[42](1.7976931348623157e+308) )= 3.4 |
| -3 |
| 7 Infinity |
| f3 (a[53](1) , a[42](1.7976931348623157e+308) )= 7 |
| f1 (a[53](1) , a[43](5e-324) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[43](5e-324) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 1.5e-323 |
| f3 (a[53](1) , a[43](5e-324) )= 7 |
| f1 (a[53](1) , a[44](NaN) )= 7 |
| NaN |
| f2 (a[53](1) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[44](NaN) )= 7 |
| f1 (a[53](1) , a[45](Infinity) )= 7 |
| f2 (a[53](1) , a[45](Infinity) )= 3.4 |
| Infinity |
| -3 |
| Infinity |
| 7 NaN |
| f3 (a[53](1) , a[45](Infinity) )= 7 |
| f1 (a[53](1) , a[46](-Infinity) )= 7 |
| -Infinity |
| f2 (a[53](1) , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 7 -Infinity |
| f3 (a[53](1) , a[46](-Infinity) )= 7 |
| f1 (a[53](1) , a[47]() )= 7 |
| -5.5 |
| f2 (a[53](1) , a[47]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[47]() )= 7 |
| f1 (a[53](1) , a[48](hello) )= 7 |
| NaN |
| f2 (a[53](1) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[48](hello) )= 7 |
| f1 (a[53](1) , a[49](hello) )= 7 |
| NaN |
| f2 (a[53](1) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[49](hello) )= 7 |
| f1 (a[53](1) , a[50](+0) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[50](+0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[50](+0) )= 7 |
| f1 (a[53](1) , a[51](-0) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[51](-0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[51](-0) )= 7 |
| f1 (a[53](1) , a[52](0) )= 7 |
| -5.5 |
| f2 (a[53](1) , a[52](0) )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[52](0) )= 7 |
| -3 |
| f1 (a[53](1) , a[53](1) )= 1 |
| -3.4 |
| f2 (a[53](1) , a[53](1) )= 1 |
| -3.4 |
| -3 |
| -3 |
| -3.4 |
| 1 1 |
| f3 (a[53](1) , a[53](1) )= 1 |
| f1 (a[53](1) , a[54](10.0) )= 100 |
| f2 (a[53](1) , a[54](10.0) )= 3.4 |
| 12.4 |
| 0 |
| -3 |
| 12.4 |
| 3 1000 |
| f3 (a[53](1) , a[54](10.0) )= 3 |
| f1 (a[53](1) , a[55](10.1) )= 100 |
| f2 (a[53](1) , a[55](10.1) )= 3.4 |
| 36.8 |
| -3 |
| 36.8 |
| 100 1030.301 |
| f3 (a[53](1) , a[55](10.1) )= 100 |
| f1 (a[53](1) , a[56]() )= 7 |
| -5.5 |
| f2 (a[53](1) , a[56]() )= 2 |
| -7.6 |
| -3 |
| -7.6 |
| 7 0 |
| f3 (a[53](1) , a[56]() )= 7 |
| f1 (a[53](1) , a[57](hello) )= 7 |
| NaN |
| f2 (a[53](1) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[57](hello) )= 7 |
| f1 (a[53](1) , a[58](hello) )= 7 |
| NaN |
| f2 (a[53](1) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[58](hello) )= 7 |
| f1 (a[53](1) , a[59]([object Object]) )= 7 |
| NaN |
| f2 (a[53](1) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[59]([object Object]) )= 7 |
| f1 (a[53](1) , a[60](1,2,3) )= 7 |
| NaN |
| f2 (a[53](1) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[60](1,2,3) )= 7 |
| f1 (a[53](1) , a[61]([object Object]) )= 7 |
| NaN |
| f2 (a[53](1) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[61]([object Object]) )= 7 |
| f1 (a[53](1) , a[62](1,2,3) )= 7 |
| NaN |
| f2 (a[53](1) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[62](1,2,3) )= 7 |
| f1 (a[53](1) , a[63](function foo() {}) )= 7 |
| NaN |
| f2 (a[53](1) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 7 NaN |
| f3 (a[53](1) , a[63](function foo() {}) )= 7 |
| f1 (a[54](10.0) , a[0](undefined) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[0](undefined) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[0](undefined) )= 150 |
| f1 (a[54](10.0) , a[1](null) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[1](null) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[1](null) )= 150 |
| f1 (a[54](10.0) , a[2](true) )= 50 |
| 12.4 |
| f2 (a[54](10.0) , a[2](true) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[54](10.0) , a[2](true) )= 50 |
| f1 (a[54](10.0) , a[3](false) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[3](false) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[3](false) )= 150 |
| f1 (a[54](10.0) , a[4](true) )= 50 |
| 12.4 |
| f2 (a[54](10.0) , a[4](true) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[54](10.0) , a[4](true) )= 50 |
| f1 (a[54](10.0) , a[5](false) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[5](false) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[5](false) )= 150 |
| f1 (a[54](10.0) , a[6](NaN) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[6](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[6](NaN) )= 150 |
| f1 (a[54](10.0) , a[7](0) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[7](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[7](0) )= 150 |
| f1 (a[54](10.0) , a[8](0) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[8](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[8](0) )= 150 |
| f1 (a[54](10.0) , a[9](0) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[9](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[9](0) )= 150 |
| f1 (a[54](10.0) , a[10](1) )= 50 |
| 12.4 |
| f2 (a[54](10.0) , a[10](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[54](10.0) , a[10](1) )= 50 |
| f1 (a[54](10.0) , a[11](10) )= 200 |
| f2 (a[54](10.0) , a[11](10) )= 5500 |
| 12.4 |
| 1025 27500 |
| f3 (a[54](10.0) , a[11](10) )= 1025 |
| f1 (a[54](10.0) , a[12](10.1) )= 200 |
| f2 (a[54](10.0) , a[12](10.1) )= 5555 |
| 36.8 |
| 200 28052.75 |
| f3 (a[54](10.0) , a[12](10.1) )= 200 |
| f1 (a[54](10.0) , a[13](-1) )= 20 |
| 6.58008658008658 |
| f2 (a[54](10.0) , a[13](-1) )= 1000 |
| 200 2.619047619047619 |
| f3 (a[54](10.0) , a[13](-1) )= 200 |
| f1 (a[54](10.0) , a[14](-5) )= 20 |
| 6.58008658008658 |
| f2 (a[54](10.0) , a[14](-5) )= 1000 |
| 1 |
| 9.09090909090909 |
| 50 1250 |
| f3 (a[54](10.0) , a[14](-5) )= 50 |
| f1 (a[54](10.0) , a[15](5) )= 50 |
| 12.4 |
| f2 (a[54](10.0) , a[15](5) )= 1000 |
| -3.4 |
| 50 17 |
| f3 (a[54](10.0) , a[15](5) )= 50 |
| f1 (a[54](10.0) , a[16](124) )= 149 |
| f2 (a[54](10.0) , a[16](124) )= 68200 |
| 2 |
| 303.5 |
| 100 768800 |
| f3 (a[54](10.0) , a[16](124) )= 100 |
| f1 (a[54](10.0) , a[17](248) )= 273 |
| f2 (a[54](10.0) , a[17](248) )= 136400 |
| 2 |
| 551.5 |
| 100 3075200 |
| f3 (a[54](10.0) , a[17](248) )= 100 |
| f1 (a[54](10.0) , a[18](654) )= 200 |
| f2 (a[54](10.0) , a[18](654) )= 359700 |
| -12938394 |
| 100 117621900 |
| f3 (a[54](10.0) , a[18](654) )= 100 |
| 2 |
| f1 (a[54](10.0) , a[19](987) )= 100 |
| f2 (a[54](10.0) , a[19](987) )= 542850 |
| 0.9965478728804955 |
| 2 |
| 2.6190476190476186 |
| 100 987 |
| f3 (a[54](10.0) , a[19](987) )= 100 |
| f1 (a[54](10.0) , a[20](-1026) )= 200 |
| 76 |
| f2 (a[54](10.0) , a[20](-1026) )= 1000 |
| 50 -7797.6 |
| f3 (a[54](10.0) , a[20](-1026) )= 50 |
| f1 (a[54](10.0) , a[21](98768.2546) )= 98793 |
| f2 (a[54](10.0) , a[21](98768.2546) )= 54322540.03 |
| 2 |
| 197592.0092 |
| 100 487758405836.5211 |
| f3 (a[54](10.0) , a[21](98768.2546) )= 100 |
| f1 (a[54](10.0) , a[22](-88754.15478) )= 200 |
| 76 |
| f2 (a[54](10.0) , a[22](-88754.15478) )= 1000 |
| 50 90982814892.72587 |
| f3 (a[54](10.0) , a[22](-88754.15478) )= 50 |
| f1 (a[54](10.0) , a[23](1) )= 50 |
| 12.4 |
| f2 (a[54](10.0) , a[23](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[54](10.0) , a[23](1) )= 50 |
| f1 (a[54](10.0) , a[24](-1) )= 20 |
| 6.58008658008658 |
| f2 (a[54](10.0) , a[24](-1) )= 1000 |
| 200 2.619047619047619 |
| f3 (a[54](10.0) , a[24](-1) )= 200 |
| f1 (a[54](10.0) , a[25](0) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[25](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[25](0) )= 150 |
| f1 (a[54](10.0) , a[26](-2147483648) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[26](-2147483648) )= 1000 |
| -16320875724.8 |
| 50 -6442450944 |
| f3 (a[54](10.0) , a[26](-2147483648) )= 50 |
| f1 (a[54](10.0) , a[27](2147483648) )= 150 |
| f2 (a[54](10.0) , a[27](2147483648) )= 1181116006400 |
| 2 |
| 4294967351.5 |
| 100 230584300921369400000 |
| f3 (a[54](10.0) , a[27](2147483648) )= 100 |
| f1 (a[54](10.0) , a[28](33554432) )= 33554457 |
| f2 (a[54](10.0) , a[28](33554432) )= 18454937600 |
| 2 |
| 67108919.5 |
| 100 56294995342131200 |
| f3 (a[54](10.0) , a[28](33554432) )= 100 |
| f1 (a[54](10.0) , a[29](-33554432) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[29](-33554432) )= 1000 |
| -255013683.2 |
| 50 -100663296 |
| f3 (a[54](10.0) , a[29](-33554432) )= 50 |
| f1 (a[54](10.0) , a[30](1.7976931348623157e+308) )= 150 |
| f2 (a[54](10.0) , a[30](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[54](10.0) , a[30](1.7976931348623157e+308) )= 150 |
| f1 (a[54](10.0) , a[31](5e-324) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[31](5e-324) )= 1000 |
| -7.6 |
| 150 4e-323 |
| f3 (a[54](10.0) , a[31](5e-324) )= 150 |
| f1 (a[54](10.0) , a[32](NaN) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[32](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[32](NaN) )= 150 |
| f1 (a[54](10.0) , a[33](Infinity) )= 150 |
| Infinity |
| f2 (a[54](10.0) , a[33](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[54](10.0) , a[33](Infinity) )= 150 |
| f1 (a[54](10.0) , a[34](-Infinity) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[34](-Infinity) )= 1000 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[54](10.0) , a[34](-Infinity) )= 150 |
| f1 (a[54](10.0) , a[35](NaN) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[35](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[35](NaN) )= 150 |
| f1 (a[54](10.0) , a[36](0) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[36](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[36](0) )= 150 |
| f1 (a[54](10.0) , a[37](0) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[37](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[37](0) )= 150 |
| f1 (a[54](10.0) , a[38](0) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[38](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[38](0) )= 150 |
| f1 (a[54](10.0) , a[39](1) )= 50 |
| 12.4 |
| f2 (a[54](10.0) , a[39](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[54](10.0) , a[39](1) )= 50 |
| f1 (a[54](10.0) , a[40](10) )= 200 |
| f2 (a[54](10.0) , a[40](10) )= 5500 |
| 12.4 |
| 1025 27500 |
| f3 (a[54](10.0) , a[40](10) )= 1025 |
| f1 (a[54](10.0) , a[41](10.1) )= 200 |
| f2 (a[54](10.0) , a[41](10.1) )= 5555 |
| 36.8 |
| 200 28052.75 |
| f3 (a[54](10.0) , a[41](10.1) )= 200 |
| f1 (a[54](10.0) , a[42](1.7976931348623157e+308) )= 150 |
| f2 (a[54](10.0) , a[42](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[54](10.0) , a[42](1.7976931348623157e+308) )= 150 |
| f1 (a[54](10.0) , a[43](5e-324) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[43](5e-324) )= 1000 |
| -7.6 |
| 150 4e-323 |
| f3 (a[54](10.0) , a[43](5e-324) )= 150 |
| f1 (a[54](10.0) , a[44](NaN) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[44](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[44](NaN) )= 150 |
| f1 (a[54](10.0) , a[45](Infinity) )= 150 |
| Infinity |
| f2 (a[54](10.0) , a[45](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[54](10.0) , a[45](Infinity) )= 150 |
| f1 (a[54](10.0) , a[46](-Infinity) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[46](-Infinity) )= 1000 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[54](10.0) , a[46](-Infinity) )= 150 |
| f1 (a[54](10.0) , a[47]() )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[47]() )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[47]() )= 150 |
| f1 (a[54](10.0) , a[48](hello) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[48](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[48](hello) )= 150 |
| f1 (a[54](10.0) , a[49](hello) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[49](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[49](hello) )= 150 |
| f1 (a[54](10.0) , a[50](+0) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[50](+0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[50](+0) )= 150 |
| f1 (a[54](10.0) , a[51](-0) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[51](-0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[51](-0) )= 150 |
| f1 (a[54](10.0) , a[52](0) )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[52](0) )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[52](0) )= 150 |
| f1 (a[54](10.0) , a[53](1) )= 50 |
| 12.4 |
| f2 (a[54](10.0) , a[53](1) )= 1000 |
| -3.4 |
| 50 3.4 |
| f3 (a[54](10.0) , a[53](1) )= 50 |
| f1 (a[54](10.0) , a[54](10.0) )= 200 |
| f2 (a[54](10.0) , a[54](10.0) )= 5500 |
| 12.4 |
| 1025 27500 |
| f3 (a[54](10.0) , a[54](10.0) )= 1025 |
| f1 (a[54](10.0) , a[55](10.1) )= 200 |
| f2 (a[54](10.0) , a[55](10.1) )= 5555 |
| 36.8 |
| 200 28052.75 |
| f3 (a[54](10.0) , a[55](10.1) )= 200 |
| f1 (a[54](10.0) , a[56]() )= 150 |
| 27.6 |
| f2 (a[54](10.0) , a[56]() )= 1000 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[54](10.0) , a[56]() )= 150 |
| f1 (a[54](10.0) , a[57](hello) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[57](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[57](hello) )= 150 |
| f1 (a[54](10.0) , a[58](hello) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[58](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[58](hello) )= 150 |
| f1 (a[54](10.0) , a[59]([object Object]) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[59]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[59]([object Object]) )= 150 |
| f1 (a[54](10.0) , a[60](1,2,3) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[60](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[60](1,2,3) )= 150 |
| f1 (a[54](10.0) , a[61]([object Object]) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[61]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[61]([object Object]) )= 150 |
| f1 (a[54](10.0) , a[62](1,2,3) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[62](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[62](1,2,3) )= 150 |
| f1 (a[54](10.0) , a[63](function foo() {}) )= 150 |
| NaN |
| f2 (a[54](10.0) , a[63](function foo() {}) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[54](10.0) , a[63](function foo() {}) )= 150 |
| f1 (a[55](10.1) , a[0](undefined) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[0](undefined) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[0](undefined) )= 150 |
| f1 (a[55](10.1) , a[1](null) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[1](null) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[1](null) )= 150 |
| f1 (a[55](10.1) , a[2](true) )= 50 |
| 36.8 |
| f2 (a[55](10.1) , a[2](true) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[55](10.1) , a[2](true) )= 50 |
| f1 (a[55](10.1) , a[3](false) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[3](false) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[3](false) )= 150 |
| f1 (a[55](10.1) , a[4](true) )= 50 |
| 36.8 |
| f2 (a[55](10.1) , a[4](true) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[55](10.1) , a[4](true) )= 50 |
| f1 (a[55](10.1) , a[5](false) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[5](false) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[5](false) )= 150 |
| f1 (a[55](10.1) , a[6](NaN) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[6](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[6](NaN) )= 150 |
| f1 (a[55](10.1) , a[7](0) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[7](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[7](0) )= 150 |
| f1 (a[55](10.1) , a[8](0) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[8](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[8](0) )= 150 |
| f1 (a[55](10.1) , a[9](0) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[9](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[9](0) )= 150 |
| f1 (a[55](10.1) , a[10](1) )= 50 |
| 36.8 |
| f2 (a[55](10.1) , a[10](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[55](10.1) , a[10](1) )= 50 |
| f1 (a[55](10.1) , a[11](10) )= 200 |
| f2 (a[55](10.1) , a[11](10) )= 1178.2155 |
| 12.4 |
| 1025 27500 |
| f3 (a[55](10.1) , a[11](10) )= 1025 |
| f1 (a[55](10.1) , a[12](10.1) )= 200 |
| f2 (a[55](10.1) , a[12](10.1) )= 5666.655499999999 |
| 36.8 |
| 200 28052.75 |
| f3 (a[55](10.1) , a[12](10.1) )= 200 |
| f1 (a[55](10.1) , a[13](-1) )= 20 |
| 8.832034632034631 |
| f2 (a[55](10.1) , a[13](-1) )= 1030.301 |
| 200 2.619047619047619 |
| f3 (a[55](10.1) , a[13](-1) )= 200 |
| f1 (a[55](10.1) , a[14](-5) )= 20 |
| 8.832034632034631 |
| f2 (a[55](10.1) , a[14](-5) )= 1030.301 |
| 1 |
| 9.09090909090909 |
| 50 1250 |
| f3 (a[55](10.1) , a[14](-5) )= 50 |
| f1 (a[55](10.1) , a[15](5) )= 50 |
| 36.8 |
| f2 (a[55](10.1) , a[15](5) )= 1030.301 |
| -3.4 |
| 50 17 |
| f3 (a[55](10.1) , a[15](5) )= 50 |
| f1 (a[55](10.1) , a[16](124) )= 149 |
| f2 (a[55](10.1) , a[16](124) )= 69570.81999999999 |
| 2 |
| 303.5 |
| 100 768800 |
| f3 (a[55](10.1) , a[16](124) )= 100 |
| f1 (a[55](10.1) , a[17](248) )= 273 |
| f2 (a[55](10.1) , a[17](248) )= 139141.63999999998 |
| 2 |
| 551.5 |
| 100 3075200 |
| f3 (a[55](10.1) , a[17](248) )= 100 |
| f1 (a[55](10.1) , a[18](654) )= 200 |
| f2 (a[55](10.1) , a[18](654) )= 366929.97 |
| -12938394 |
| 100 117621900 |
| f3 (a[55](10.1) , a[18](654) )= 100 |
| 2 |
| f1 (a[55](10.1) , a[19](987) )= 100 |
| f2 (a[55](10.1) , a[19](987) )= 553761.2849999999 |
| 0.9965478728804955 |
| 2 |
| 2.6190476190476186 |
| 100 987 |
| f3 (a[55](10.1) , a[19](987) )= 100 |
| f1 (a[55](10.1) , a[20](-1026) )= 200 |
| f2 (a[55](10.1) , a[20](-1026) )= 1178.2155 |
| 50 -7797.6 |
| f3 (a[55](10.1) , a[20](-1026) )= 50 |
| f1 (a[55](10.1) , a[21](98768.2546) )= 98793 |
| f2 (a[55](10.1) , a[21](98768.2546) )= 55414423.084603 |
| 2 |
| 197592.0092 |
| 100 487758405836.5211 |
| f3 (a[55](10.1) , a[21](98768.2546) )= 100 |
| f1 (a[55](10.1) , a[22](-88754.15478) )= 200 |
| f2 (a[55](10.1) , a[22](-88754.15478) )= 1178.2155 |
| 50 90982814892.72587 |
| f3 (a[55](10.1) , a[22](-88754.15478) )= 50 |
| f1 (a[55](10.1) , a[23](1) )= 50 |
| 36.8 |
| f2 (a[55](10.1) , a[23](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[55](10.1) , a[23](1) )= 50 |
| f1 (a[55](10.1) , a[24](-1) )= 20 |
| 8.832034632034631 |
| f2 (a[55](10.1) , a[24](-1) )= 1030.301 |
| 200 2.619047619047619 |
| f3 (a[55](10.1) , a[24](-1) )= 200 |
| f1 (a[55](10.1) , a[25](0) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[25](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[25](0) )= 150 |
| f1 (a[55](10.1) , a[26](-2147483648) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[26](-2147483648) )= 1030.301 |
| -16320875724.8 |
| 50 -6442450944 |
| f3 (a[55](10.1) , a[26](-2147483648) )= 50 |
| f1 (a[55](10.1) , a[27](2147483648) )= 150 |
| f2 (a[55](10.1) , a[27](2147483648) )= 1204856438128.64 |
| 2 |
| 4294967351.5 |
| 100 230584300921369400000 |
| f3 (a[55](10.1) , a[27](2147483648) )= 100 |
| f1 (a[55](10.1) , a[28](33554432) )= 33554457 |
| f2 (a[55](10.1) , a[28](33554432) )= 18825881845.76 |
| 2 |
| 67108919.5 |
| 100 56294995342131200 |
| f3 (a[55](10.1) , a[28](33554432) )= 100 |
| f1 (a[55](10.1) , a[29](-33554432) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[29](-33554432) )= 1030.301 |
| -255013683.2 |
| 50 -100663296 |
| f3 (a[55](10.1) , a[29](-33554432) )= 50 |
| f1 (a[55](10.1) , a[30](1.7976931348623157e+308) )= 150 |
| f2 (a[55](10.1) , a[30](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[55](10.1) , a[30](1.7976931348623157e+308) )= 150 |
| f1 (a[55](10.1) , a[31](5e-324) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[31](5e-324) )= 1030.301 |
| -7.6 |
| 150 4e-323 |
| f3 (a[55](10.1) , a[31](5e-324) )= 150 |
| f1 (a[55](10.1) , a[32](NaN) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[32](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[32](NaN) )= 150 |
| f1 (a[55](10.1) , a[33](Infinity) )= 150 |
| Infinity |
| f2 (a[55](10.1) , a[33](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[55](10.1) , a[33](Infinity) )= 150 |
| f1 (a[55](10.1) , a[34](-Infinity) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[34](-Infinity) )= 1030.301 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[55](10.1) , a[34](-Infinity) )= 150 |
| f1 (a[55](10.1) , a[35](NaN) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[35](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[35](NaN) )= 150 |
| f1 (a[55](10.1) , a[36](0) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[36](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[36](0) )= 150 |
| f1 (a[55](10.1) , a[37](0) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[37](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[37](0) )= 150 |
| f1 (a[55](10.1) , a[38](0) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[38](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[38](0) )= 150 |
| f1 (a[55](10.1) , a[39](1) )= 50 |
| 36.8 |
| f2 (a[55](10.1) , a[39](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[55](10.1) , a[39](1) )= 50 |
| f1 (a[55](10.1) , a[40](10) )= 200 |
| f2 (a[55](10.1) , a[40](10) )= 1178.2155 |
| 12.4 |
| 1025 27500 |
| f3 (a[55](10.1) , a[40](10) )= 1025 |
| f1 (a[55](10.1) , a[41](10.1) )= 200 |
| f2 (a[55](10.1) , a[41](10.1) )= 5666.655499999999 |
| 36.8 |
| 200 28052.75 |
| f3 (a[55](10.1) , a[41](10.1) )= 200 |
| f1 (a[55](10.1) , a[42](1.7976931348623157e+308) )= 150 |
| f2 (a[55](10.1) , a[42](1.7976931348623157e+308) )= Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[55](10.1) , a[42](1.7976931348623157e+308) )= 150 |
| f1 (a[55](10.1) , a[43](5e-324) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[43](5e-324) )= 1030.301 |
| -7.6 |
| 150 4e-323 |
| f3 (a[55](10.1) , a[43](5e-324) )= 150 |
| f1 (a[55](10.1) , a[44](NaN) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[44](NaN) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[44](NaN) )= 150 |
| f1 (a[55](10.1) , a[45](Infinity) )= 150 |
| Infinity |
| f2 (a[55](10.1) , a[45](Infinity) )= Infinity |
| Infinity |
| Infinity |
| 150 Infinity |
| f3 (a[55](10.1) , a[45](Infinity) )= 150 |
| f1 (a[55](10.1) , a[46](-Infinity) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[46](-Infinity) )= 1030.301 |
| -Infinity |
| -Infinity |
| 150 -Infinity |
| f3 (a[55](10.1) , a[46](-Infinity) )= 150 |
| f1 (a[55](10.1) , a[47]() )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[47]() )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[47]() )= 150 |
| f1 (a[55](10.1) , a[48](hello) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[48](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[48](hello) )= 150 |
| f1 (a[55](10.1) , a[49](hello) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[49](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[49](hello) )= 150 |
| f1 (a[55](10.1) , a[50](+0) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[50](+0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[50](+0) )= 150 |
| f1 (a[55](10.1) , a[51](-0) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[51](-0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[51](-0) )= 150 |
| f1 (a[55](10.1) , a[52](0) )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[52](0) )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[52](0) )= 150 |
| f1 (a[55](10.1) , a[53](1) )= 50 |
| 36.8 |
| f2 (a[55](10.1) , a[53](1) )= 1030.301 |
| -3.4 |
| 50 3.4 |
| f3 (a[55](10.1) , a[53](1) )= 50 |
| f1 (a[55](10.1) , a[54](10.0) )= 200 |
| f2 (a[55](10.1) , a[54](10.0) )= 1178.2155 |
| 12.4 |
| 1025 27500 |
| f3 (a[55](10.1) , a[54](10.0) )= 1025 |
| f1 (a[55](10.1) , a[55](10.1) )= 200 |
| f2 (a[55](10.1) , a[55](10.1) )= 5666.655499999999 |
| 36.8 |
| 200 28052.75 |
| f3 (a[55](10.1) , a[55](10.1) )= 200 |
| f1 (a[55](10.1) , a[56]() )= 150 |
| 190.32 |
| f2 (a[55](10.1) , a[56]() )= 1030.301 |
| -7.6 |
| 0 |
| 150 0 |
| f3 (a[55](10.1) , a[56]() )= 150 |
| f1 (a[55](10.1) , a[57](hello) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[57](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[57](hello) )= 150 |
| f1 (a[55](10.1) , a[58](hello) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[58](hello) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[58](hello) )= 150 |
| f1 (a[55](10.1) , a[59]([object Object]) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[59]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[59]([object Object]) )= 150 |
| f1 (a[55](10.1) , a[60](1,2,3) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[60](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[60](1,2,3) )= 150 |
| f1 (a[55](10.1) , a[61]([object Object]) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[61]([object Object]) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[61]([object Object]) )= 150 |
| f1 (a[55](10.1) , a[62](1,2,3) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[62](1,2,3) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[62](1,2,3) )= 150 |
| f1 (a[55](10.1) , a[63](function foo() {}) )= 150 |
| NaN |
| f2 (a[55](10.1) , a[63](function foo() {}) )= NaN |
| NaN |
| NaN |
| 150 NaN |
| f3 (a[55](10.1) , a[63](function foo() {}) )= 150 |
| f1 (a[56]() , a[0](undefined) )= 5 |
| NaN |
| f2 (a[56]() , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[0](undefined) )= 5 |
| f1 (a[56]() , a[1](null) )= 5 |
| f2 (a[56]() , a[1](null) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[1](null) )= 5 |
| -3 |
| f1 (a[56]() , a[2](true) )= 0 |
| -7.6 |
| f2 (a[56]() , a[2](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[56]() , a[2](true) )= 0 |
| f1 (a[56]() , a[3](false) )= 5 |
| f2 (a[56]() , a[3](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[3](false) )= 5 |
| -3 |
| f1 (a[56]() , a[4](true) )= 0 |
| -7.6 |
| f2 (a[56]() , a[4](true) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[56]() , a[4](true) )= 0 |
| f1 (a[56]() , a[5](false) )= 5 |
| f2 (a[56]() , a[5](false) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[5](false) )= 5 |
| f1 (a[56]() , a[6](NaN) )= 5 |
| NaN |
| f2 (a[56]() , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[6](NaN) )= 5 |
| f1 (a[56]() , a[7](0) )= 5 |
| f2 (a[56]() , a[7](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[7](0) )= 5 |
| f1 (a[56]() , a[8](0) )= 5 |
| f2 (a[56]() , a[8](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[8](0) )= 5 |
| f1 (a[56]() , a[9](0) )= 5 |
| f2 (a[56]() , a[9](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[9](0) )= 5 |
| -3 |
| f1 (a[56]() , a[10](1) )= 0 |
| -7.6 |
| f2 (a[56]() , a[10](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[56]() , a[10](1) )= 0 |
| f1 (a[56]() , a[11](10) )= 2 |
| 0 |
| f2 (a[56]() , a[11](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[56]() , a[11](10) )= 7 |
| f1 (a[56]() , a[12](10.1) )= 2 |
| 0 |
| f2 (a[56]() , a[12](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[56]() , a[12](10.1) )= 2 |
| f1 (a[56]() , a[13](-1) )= 0 |
| 4.5 |
| f2 (a[56]() , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[56]() , a[13](-1) )= 2 |
| f1 (a[56]() , a[14](-5) )= 0 |
| 0.5 |
| f2 (a[56]() , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[56]() , a[14](-5) )= 0 |
| -3 |
| f1 (a[56]() , a[15](5) )= 0 |
| -7.6 |
| f2 (a[56]() , a[15](5) )= 0 |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[56]() , a[15](5) )= 0 |
| f1 (a[56]() , a[16](124) )= 7 |
| f2 (a[56]() , a[16](124) )= 7.6 |
| -3 |
| 2 253.5 |
| f3 (a[56]() , a[16](124) )= 2 |
| f1 (a[56]() , a[17](248) )= 7 |
| f2 (a[56]() , a[17](248) )= 7.6 |
| -3 |
| 2 501.5 |
| f3 (a[56]() , a[17](248) )= 2 |
| f1 (a[56]() , a[18](654) )= 2 |
| 0 |
| f2 (a[56]() , a[18](654) )= 0 |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[56]() , a[18](654) )= 0 |
| f1 (a[56]() , a[19](987) )= 2 |
| 0 |
| f2 (a[56]() , a[19](987) )= 0 |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[56]() , a[19](987) )= 2 |
| f1 (a[56]() , a[20](-1026) )= 0 |
| -1020.5 |
| f2 (a[56]() , a[20](-1026) )= 0 |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[56]() , a[20](-1026) )= -2059 |
| f1 (a[56]() , a[21](98768.2546) )= 7 |
| f2 (a[56]() , a[21](98768.2546) )= 7.6 |
| -3 |
| 2 197542.0092 |
| f3 (a[56]() , a[21](98768.2546) )= 2 |
| f1 (a[56]() , a[22](-88754.15478) )= 0 |
| -88748.65478 |
| f2 (a[56]() , a[22](-88754.15478) )= 0 |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[56]() , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[56]() , a[23](1) )= 0 |
| -7.6 |
| f2 (a[56]() , a[23](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[56]() , a[23](1) )= 0 |
| f1 (a[56]() , a[24](-1) )= 0 |
| 4.5 |
| f2 (a[56]() , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[56]() , a[24](-1) )= 2 |
| f1 (a[56]() , a[25](0) )= 5 |
| f2 (a[56]() , a[25](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[25](0) )= 5 |
| f1 (a[56]() , a[26](-2147483648) )= -2147483643 |
| f2 (a[56]() , a[26](-2147483648) )= -2147483642.5 |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[56]() , a[26](-2147483648) )= -7 |
| f1 (a[56]() , a[27](2147483648) )= -2147483643 |
| f2 (a[56]() , a[27](2147483648) )= 7.6 |
| -3 |
| 2 4294967301.5 |
| f3 (a[56]() , a[27](2147483648) )= 2 |
| f1 (a[56]() , a[28](33554432) )= 7 |
| f2 (a[56]() , a[28](33554432) )= 7.6 |
| -3 |
| 2 67108869.5 |
| f3 (a[56]() , a[28](33554432) )= 2 |
| f1 (a[56]() , a[29](-33554432) )= -33554427 |
| f2 (a[56]() , a[29](-33554432) )= -33554426.5 |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[56]() , a[29](-33554432) )= -67108871 |
| f1 (a[56]() , a[30](1.7976931348623157e+308) )= 5 |
| f2 (a[56]() , a[30](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[56]() , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[56]() , a[31](5e-324) )= 5 |
| f2 (a[56]() , a[31](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[31](5e-324) )= 5 |
| f1 (a[56]() , a[32](NaN) )= 5 |
| NaN |
| f2 (a[56]() , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[32](NaN) )= 5 |
| f1 (a[56]() , a[33](Infinity) )= 5 |
| f2 (a[56]() , a[33](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[56]() , a[33](Infinity) )= 5 |
| f1 (a[56]() , a[34](-Infinity) )= 5 |
| -Infinity |
| f2 (a[56]() , a[34](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[56]() , a[34](-Infinity) )= 5 |
| f1 (a[56]() , a[35](NaN) )= 5 |
| NaN |
| f2 (a[56]() , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[35](NaN) )= 5 |
| f1 (a[56]() , a[36](0) )= 5 |
| f2 (a[56]() , a[36](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[36](0) )= 5 |
| f1 (a[56]() , a[37](0) )= 5 |
| f2 (a[56]() , a[37](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[37](0) )= 5 |
| f1 (a[56]() , a[38](0) )= 5 |
| f2 (a[56]() , a[38](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[38](0) )= 5 |
| -3 |
| f1 (a[56]() , a[39](1) )= 0 |
| -7.6 |
| f2 (a[56]() , a[39](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[56]() , a[39](1) )= 0 |
| f1 (a[56]() , a[40](10) )= 2 |
| 0 |
| f2 (a[56]() , a[40](10) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[56]() , a[40](10) )= 7 |
| f1 (a[56]() , a[41](10.1) )= 2 |
| 0 |
| f2 (a[56]() , a[41](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[56]() , a[41](10.1) )= 2 |
| f1 (a[56]() , a[42](1.7976931348623157e+308) )= 5 |
| f2 (a[56]() , a[42](1.7976931348623157e+308) )= 7.6 |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[56]() , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[56]() , a[43](5e-324) )= 5 |
| f2 (a[56]() , a[43](5e-324) )= 7.6 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[43](5e-324) )= 5 |
| f1 (a[56]() , a[44](NaN) )= 5 |
| NaN |
| f2 (a[56]() , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[44](NaN) )= 5 |
| f1 (a[56]() , a[45](Infinity) )= 5 |
| f2 (a[56]() , a[45](Infinity) )= 7.6 |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[56]() , a[45](Infinity) )= 5 |
| f1 (a[56]() , a[46](-Infinity) )= 5 |
| -Infinity |
| f2 (a[56]() , a[46](-Infinity) )= -Infinity |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[56]() , a[46](-Infinity) )= 5 |
| f1 (a[56]() , a[47]() )= 5 |
| f2 (a[56]() , a[47]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[47]() )= 5 |
| f1 (a[56]() , a[48](hello) )= 5 |
| NaN |
| f2 (a[56]() , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[48](hello) )= 5 |
| f1 (a[56]() , a[49](hello) )= 5 |
| NaN |
| f2 (a[56]() , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[49](hello) )= 5 |
| f1 (a[56]() , a[50](+0) )= 5 |
| f2 (a[56]() , a[50](+0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[50](+0) )= 5 |
| f1 (a[56]() , a[51](-0) )= 5 |
| f2 (a[56]() , a[51](-0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[51](-0) )= 5 |
| f1 (a[56]() , a[52](0) )= 5 |
| f2 (a[56]() , a[52](0) )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[52](0) )= 5 |
| -3 |
| f1 (a[56]() , a[53](1) )= 0 |
| -7.6 |
| f2 (a[56]() , a[53](1) )= 0 |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[56]() , a[53](1) )= 0 |
| f1 (a[56]() , a[54](10.0) )= 2 |
| 0 |
| f2 (a[56]() , a[54](10.0) )= 0 |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[56]() , a[54](10.0) )= 7 |
| f1 (a[56]() , a[55](10.1) )= 2 |
| 0 |
| f2 (a[56]() , a[55](10.1) )= 0 |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[56]() , a[55](10.1) )= 2 |
| f1 (a[56]() , a[56]() )= 5 |
| f2 (a[56]() , a[56]() )= 5.5 |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[56]() , a[56]() )= 5 |
| f1 (a[56]() , a[57](hello) )= 5 |
| NaN |
| f2 (a[56]() , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[57](hello) )= 5 |
| f1 (a[56]() , a[58](hello) )= 5 |
| NaN |
| f2 (a[56]() , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[58](hello) )= 5 |
| f1 (a[56]() , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[56]() , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[59]([object Object]) )= 5 |
| f1 (a[56]() , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[56]() , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[60](1,2,3) )= 5 |
| f1 (a[56]() , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[56]() , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[61]([object Object]) )= 5 |
| f1 (a[56]() , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[56]() , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[62](1,2,3) )= 5 |
| f1 (a[56]() , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[56]() , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[56]() , a[63](function foo() {}) )= 5 |
| f1 (a[57](hello) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[57](hello) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[0](undefined) )= 5 |
| f1 (a[57](hello) , a[1](null) )= 5 |
| NaN |
| f2 (a[57](hello) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[1](null) )= 5 |
| -3 |
| f1 (a[57](hello) , a[2](true) )= 0 |
| NaN |
| f2 (a[57](hello) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[57](hello) , a[2](true) )= 0 |
| f1 (a[57](hello) , a[3](false) )= 5 |
| NaN |
| f2 (a[57](hello) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[3](false) )= 5 |
| -3 |
| f1 (a[57](hello) , a[4](true) )= 0 |
| NaN |
| f2 (a[57](hello) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[57](hello) , a[4](true) )= 0 |
| f1 (a[57](hello) , a[5](false) )= 5 |
| NaN |
| f2 (a[57](hello) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[5](false) )= 5 |
| f1 (a[57](hello) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[57](hello) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[6](NaN) )= 5 |
| f1 (a[57](hello) , a[7](0) )= 5 |
| NaN |
| f2 (a[57](hello) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[7](0) )= 5 |
| f1 (a[57](hello) , a[8](0) )= 5 |
| NaN |
| f2 (a[57](hello) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[8](0) )= 5 |
| f1 (a[57](hello) , a[9](0) )= 5 |
| NaN |
| f2 (a[57](hello) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[9](0) )= 5 |
| -3 |
| f1 (a[57](hello) , a[10](1) )= 0 |
| NaN |
| f2 (a[57](hello) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[57](hello) , a[10](1) )= 0 |
| f1 (a[57](hello) , a[11](10) )= 2 |
| NaN |
| f2 (a[57](hello) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[57](hello) , a[11](10) )= 7 |
| f1 (a[57](hello) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[57](hello) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[57](hello) , a[12](10.1) )= 2 |
| f1 (a[57](hello) , a[13](-1) )= 0 |
| NaN |
| f2 (a[57](hello) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[57](hello) , a[13](-1) )= 2 |
| f1 (a[57](hello) , a[14](-5) )= 0 |
| NaN |
| f2 (a[57](hello) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[57](hello) , a[14](-5) )= 0 |
| -3 |
| f1 (a[57](hello) , a[15](5) )= 0 |
| NaN |
| f2 (a[57](hello) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[57](hello) , a[15](5) )= 0 |
| f1 (a[57](hello) , a[16](124) )= 7 |
| NaN |
| f2 (a[57](hello) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[57](hello) , a[16](124) )= 2 |
| f1 (a[57](hello) , a[17](248) )= 7 |
| NaN |
| f2 (a[57](hello) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[57](hello) , a[17](248) )= 2 |
| f1 (a[57](hello) , a[18](654) )= 2 |
| NaN |
| f2 (a[57](hello) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[57](hello) , a[18](654) )= 0 |
| f1 (a[57](hello) , a[19](987) )= 2 |
| NaN |
| f2 (a[57](hello) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[57](hello) , a[19](987) )= 2 |
| f1 (a[57](hello) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[57](hello) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[57](hello) , a[20](-1026) )= -2059 |
| f1 (a[57](hello) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[57](hello) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[57](hello) , a[21](98768.2546) )= 2 |
| f1 (a[57](hello) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[57](hello) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[57](hello) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[57](hello) , a[23](1) )= 0 |
| NaN |
| f2 (a[57](hello) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[57](hello) , a[23](1) )= 0 |
| f1 (a[57](hello) , a[24](-1) )= 0 |
| NaN |
| f2 (a[57](hello) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[57](hello) , a[24](-1) )= 2 |
| f1 (a[57](hello) , a[25](0) )= 5 |
| NaN |
| f2 (a[57](hello) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[25](0) )= 5 |
| f1 (a[57](hello) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[57](hello) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[57](hello) , a[26](-2147483648) )= -7 |
| f1 (a[57](hello) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[57](hello) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[57](hello) , a[27](2147483648) )= 2 |
| f1 (a[57](hello) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[57](hello) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[57](hello) , a[28](33554432) )= 2 |
| f1 (a[57](hello) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[57](hello) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[57](hello) , a[29](-33554432) )= -67108871 |
| f1 (a[57](hello) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[57](hello) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[57](hello) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[57](hello) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[57](hello) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[31](5e-324) )= 5 |
| f1 (a[57](hello) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[57](hello) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[32](NaN) )= 5 |
| f1 (a[57](hello) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[57](hello) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[57](hello) , a[33](Infinity) )= 5 |
| f1 (a[57](hello) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[57](hello) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[57](hello) , a[34](-Infinity) )= 5 |
| f1 (a[57](hello) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[57](hello) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[35](NaN) )= 5 |
| f1 (a[57](hello) , a[36](0) )= 5 |
| NaN |
| f2 (a[57](hello) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[36](0) )= 5 |
| f1 (a[57](hello) , a[37](0) )= 5 |
| NaN |
| f2 (a[57](hello) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[37](0) )= 5 |
| f1 (a[57](hello) , a[38](0) )= 5 |
| NaN |
| f2 (a[57](hello) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[38](0) )= 5 |
| -3 |
| f1 (a[57](hello) , a[39](1) )= 0 |
| NaN |
| f2 (a[57](hello) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[57](hello) , a[39](1) )= 0 |
| f1 (a[57](hello) , a[40](10) )= 2 |
| NaN |
| f2 (a[57](hello) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[57](hello) , a[40](10) )= 7 |
| f1 (a[57](hello) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[57](hello) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[57](hello) , a[41](10.1) )= 2 |
| f1 (a[57](hello) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[57](hello) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[57](hello) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[57](hello) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[57](hello) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[43](5e-324) )= 5 |
| f1 (a[57](hello) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[57](hello) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[44](NaN) )= 5 |
| f1 (a[57](hello) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[57](hello) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[57](hello) , a[45](Infinity) )= 5 |
| f1 (a[57](hello) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[57](hello) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[57](hello) , a[46](-Infinity) )= 5 |
| f1 (a[57](hello) , a[47]() )= 5 |
| NaN |
| f2 (a[57](hello) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[47]() )= 5 |
| f1 (a[57](hello) , a[48](hello) )= 5 |
| NaN |
| f2 (a[57](hello) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[48](hello) )= 5 |
| f1 (a[57](hello) , a[49](hello) )= 5 |
| NaN |
| f2 (a[57](hello) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[49](hello) )= 5 |
| f1 (a[57](hello) , a[50](+0) )= 5 |
| NaN |
| f2 (a[57](hello) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[50](+0) )= 5 |
| f1 (a[57](hello) , a[51](-0) )= 5 |
| NaN |
| f2 (a[57](hello) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[51](-0) )= 5 |
| f1 (a[57](hello) , a[52](0) )= 5 |
| NaN |
| f2 (a[57](hello) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[52](0) )= 5 |
| -3 |
| f1 (a[57](hello) , a[53](1) )= 0 |
| NaN |
| f2 (a[57](hello) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[57](hello) , a[53](1) )= 0 |
| f1 (a[57](hello) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[57](hello) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[57](hello) , a[54](10.0) )= 7 |
| f1 (a[57](hello) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[57](hello) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[57](hello) , a[55](10.1) )= 2 |
| f1 (a[57](hello) , a[56]() )= 5 |
| NaN |
| f2 (a[57](hello) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[57](hello) , a[56]() )= 5 |
| f1 (a[57](hello) , a[57](hello) )= 5 |
| NaN |
| f2 (a[57](hello) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[57](hello) )= 5 |
| f1 (a[57](hello) , a[58](hello) )= 5 |
| NaN |
| f2 (a[57](hello) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[58](hello) )= 5 |
| f1 (a[57](hello) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[57](hello) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[59]([object Object]) )= 5 |
| f1 (a[57](hello) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[57](hello) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[60](1,2,3) )= 5 |
| f1 (a[57](hello) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[57](hello) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[61]([object Object]) )= 5 |
| f1 (a[57](hello) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[57](hello) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[62](1,2,3) )= 5 |
| f1 (a[57](hello) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[57](hello) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[57](hello) , a[63](function foo() {}) )= 5 |
| f1 (a[58](hello) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[58](hello) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[0](undefined) )= 5 |
| f1 (a[58](hello) , a[1](null) )= 5 |
| NaN |
| f2 (a[58](hello) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[1](null) )= 5 |
| -3 |
| f1 (a[58](hello) , a[2](true) )= 0 |
| NaN |
| f2 (a[58](hello) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[58](hello) , a[2](true) )= 0 |
| f1 (a[58](hello) , a[3](false) )= 5 |
| NaN |
| f2 (a[58](hello) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[3](false) )= 5 |
| -3 |
| f1 (a[58](hello) , a[4](true) )= 0 |
| NaN |
| f2 (a[58](hello) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[58](hello) , a[4](true) )= 0 |
| f1 (a[58](hello) , a[5](false) )= 5 |
| NaN |
| f2 (a[58](hello) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[5](false) )= 5 |
| f1 (a[58](hello) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[58](hello) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[6](NaN) )= 5 |
| f1 (a[58](hello) , a[7](0) )= 5 |
| NaN |
| f2 (a[58](hello) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[7](0) )= 5 |
| f1 (a[58](hello) , a[8](0) )= 5 |
| NaN |
| f2 (a[58](hello) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[8](0) )= 5 |
| f1 (a[58](hello) , a[9](0) )= 5 |
| NaN |
| f2 (a[58](hello) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[9](0) )= 5 |
| -3 |
| f1 (a[58](hello) , a[10](1) )= 0 |
| NaN |
| f2 (a[58](hello) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[58](hello) , a[10](1) )= 0 |
| f1 (a[58](hello) , a[11](10) )= 2 |
| NaN |
| f2 (a[58](hello) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[58](hello) , a[11](10) )= 7 |
| f1 (a[58](hello) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[58](hello) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[58](hello) , a[12](10.1) )= 2 |
| f1 (a[58](hello) , a[13](-1) )= 0 |
| NaN |
| f2 (a[58](hello) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[58](hello) , a[13](-1) )= 2 |
| f1 (a[58](hello) , a[14](-5) )= 0 |
| NaN |
| f2 (a[58](hello) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[58](hello) , a[14](-5) )= 0 |
| -3 |
| f1 (a[58](hello) , a[15](5) )= 0 |
| NaN |
| f2 (a[58](hello) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[58](hello) , a[15](5) )= 0 |
| f1 (a[58](hello) , a[16](124) )= 7 |
| NaN |
| f2 (a[58](hello) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[58](hello) , a[16](124) )= 2 |
| f1 (a[58](hello) , a[17](248) )= 7 |
| NaN |
| f2 (a[58](hello) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[58](hello) , a[17](248) )= 2 |
| f1 (a[58](hello) , a[18](654) )= 2 |
| NaN |
| f2 (a[58](hello) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[58](hello) , a[18](654) )= 0 |
| f1 (a[58](hello) , a[19](987) )= 2 |
| NaN |
| f2 (a[58](hello) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[58](hello) , a[19](987) )= 2 |
| f1 (a[58](hello) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[58](hello) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[58](hello) , a[20](-1026) )= -2059 |
| f1 (a[58](hello) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[58](hello) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[58](hello) , a[21](98768.2546) )= 2 |
| f1 (a[58](hello) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[58](hello) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[58](hello) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[58](hello) , a[23](1) )= 0 |
| NaN |
| f2 (a[58](hello) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[58](hello) , a[23](1) )= 0 |
| f1 (a[58](hello) , a[24](-1) )= 0 |
| NaN |
| f2 (a[58](hello) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[58](hello) , a[24](-1) )= 2 |
| f1 (a[58](hello) , a[25](0) )= 5 |
| NaN |
| f2 (a[58](hello) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[25](0) )= 5 |
| f1 (a[58](hello) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[58](hello) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[58](hello) , a[26](-2147483648) )= -7 |
| f1 (a[58](hello) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[58](hello) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[58](hello) , a[27](2147483648) )= 2 |
| f1 (a[58](hello) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[58](hello) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[58](hello) , a[28](33554432) )= 2 |
| f1 (a[58](hello) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[58](hello) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[58](hello) , a[29](-33554432) )= -67108871 |
| f1 (a[58](hello) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[58](hello) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[58](hello) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[58](hello) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[58](hello) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[31](5e-324) )= 5 |
| f1 (a[58](hello) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[58](hello) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[32](NaN) )= 5 |
| f1 (a[58](hello) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[58](hello) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[58](hello) , a[33](Infinity) )= 5 |
| f1 (a[58](hello) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[58](hello) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[58](hello) , a[34](-Infinity) )= 5 |
| f1 (a[58](hello) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[58](hello) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[35](NaN) )= 5 |
| f1 (a[58](hello) , a[36](0) )= 5 |
| NaN |
| f2 (a[58](hello) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[36](0) )= 5 |
| f1 (a[58](hello) , a[37](0) )= 5 |
| NaN |
| f2 (a[58](hello) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[37](0) )= 5 |
| f1 (a[58](hello) , a[38](0) )= 5 |
| NaN |
| f2 (a[58](hello) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[38](0) )= 5 |
| -3 |
| f1 (a[58](hello) , a[39](1) )= 0 |
| NaN |
| f2 (a[58](hello) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[58](hello) , a[39](1) )= 0 |
| f1 (a[58](hello) , a[40](10) )= 2 |
| NaN |
| f2 (a[58](hello) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[58](hello) , a[40](10) )= 7 |
| f1 (a[58](hello) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[58](hello) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[58](hello) , a[41](10.1) )= 2 |
| f1 (a[58](hello) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[58](hello) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[58](hello) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[58](hello) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[58](hello) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[43](5e-324) )= 5 |
| f1 (a[58](hello) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[58](hello) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[44](NaN) )= 5 |
| f1 (a[58](hello) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[58](hello) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[58](hello) , a[45](Infinity) )= 5 |
| f1 (a[58](hello) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[58](hello) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[58](hello) , a[46](-Infinity) )= 5 |
| f1 (a[58](hello) , a[47]() )= 5 |
| NaN |
| f2 (a[58](hello) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[47]() )= 5 |
| f1 (a[58](hello) , a[48](hello) )= 5 |
| NaN |
| f2 (a[58](hello) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[48](hello) )= 5 |
| f1 (a[58](hello) , a[49](hello) )= 5 |
| NaN |
| f2 (a[58](hello) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[49](hello) )= 5 |
| f1 (a[58](hello) , a[50](+0) )= 5 |
| NaN |
| f2 (a[58](hello) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[50](+0) )= 5 |
| f1 (a[58](hello) , a[51](-0) )= 5 |
| NaN |
| f2 (a[58](hello) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[51](-0) )= 5 |
| f1 (a[58](hello) , a[52](0) )= 5 |
| NaN |
| f2 (a[58](hello) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[52](0) )= 5 |
| -3 |
| f1 (a[58](hello) , a[53](1) )= 0 |
| NaN |
| f2 (a[58](hello) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[58](hello) , a[53](1) )= 0 |
| f1 (a[58](hello) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[58](hello) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[58](hello) , a[54](10.0) )= 7 |
| f1 (a[58](hello) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[58](hello) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[58](hello) , a[55](10.1) )= 2 |
| f1 (a[58](hello) , a[56]() )= 5 |
| NaN |
| f2 (a[58](hello) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[58](hello) , a[56]() )= 5 |
| f1 (a[58](hello) , a[57](hello) )= 5 |
| NaN |
| f2 (a[58](hello) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[57](hello) )= 5 |
| f1 (a[58](hello) , a[58](hello) )= 5 |
| NaN |
| f2 (a[58](hello) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[58](hello) )= 5 |
| f1 (a[58](hello) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[58](hello) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[59]([object Object]) )= 5 |
| f1 (a[58](hello) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[58](hello) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[60](1,2,3) )= 5 |
| f1 (a[58](hello) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[58](hello) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[61]([object Object]) )= 5 |
| f1 (a[58](hello) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[58](hello) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[62](1,2,3) )= 5 |
| f1 (a[58](hello) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[58](hello) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[58](hello) , a[63](function foo() {}) )= 5 |
| f1 (a[59]([object Object]) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[0](undefined) )= 5 |
| f1 (a[59]([object Object]) , a[1](null) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[1](null) )= 5 |
| -3 |
| f1 (a[59]([object Object]) , a[2](true) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[59]([object Object]) , a[2](true) )= 0 |
| f1 (a[59]([object Object]) , a[3](false) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[3](false) )= 5 |
| -3 |
| f1 (a[59]([object Object]) , a[4](true) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[59]([object Object]) , a[4](true) )= 0 |
| f1 (a[59]([object Object]) , a[5](false) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[5](false) )= 5 |
| f1 (a[59]([object Object]) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[6](NaN) )= 5 |
| f1 (a[59]([object Object]) , a[7](0) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[7](0) )= 5 |
| f1 (a[59]([object Object]) , a[8](0) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[8](0) )= 5 |
| f1 (a[59]([object Object]) , a[9](0) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[9](0) )= 5 |
| -3 |
| f1 (a[59]([object Object]) , a[10](1) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[59]([object Object]) , a[10](1) )= 0 |
| f1 (a[59]([object Object]) , a[11](10) )= 2 |
| NaN |
| f2 (a[59]([object Object]) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[59]([object Object]) , a[11](10) )= 7 |
| f1 (a[59]([object Object]) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[59]([object Object]) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[59]([object Object]) , a[12](10.1) )= 2 |
| f1 (a[59]([object Object]) , a[13](-1) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[59]([object Object]) , a[13](-1) )= 2 |
| f1 (a[59]([object Object]) , a[14](-5) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[59]([object Object]) , a[14](-5) )= 0 |
| -3 |
| f1 (a[59]([object Object]) , a[15](5) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[59]([object Object]) , a[15](5) )= 0 |
| f1 (a[59]([object Object]) , a[16](124) )= 7 |
| NaN |
| f2 (a[59]([object Object]) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[59]([object Object]) , a[16](124) )= 2 |
| f1 (a[59]([object Object]) , a[17](248) )= 7 |
| NaN |
| f2 (a[59]([object Object]) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[59]([object Object]) , a[17](248) )= 2 |
| f1 (a[59]([object Object]) , a[18](654) )= 2 |
| NaN |
| f2 (a[59]([object Object]) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[59]([object Object]) , a[18](654) )= 0 |
| f1 (a[59]([object Object]) , a[19](987) )= 2 |
| NaN |
| f2 (a[59]([object Object]) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[59]([object Object]) , a[19](987) )= 2 |
| f1 (a[59]([object Object]) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[59]([object Object]) , a[20](-1026) )= -2059 |
| f1 (a[59]([object Object]) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[59]([object Object]) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[59]([object Object]) , a[21](98768.2546) )= 2 |
| f1 (a[59]([object Object]) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[59]([object Object]) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[59]([object Object]) , a[23](1) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[59]([object Object]) , a[23](1) )= 0 |
| f1 (a[59]([object Object]) , a[24](-1) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[59]([object Object]) , a[24](-1) )= 2 |
| f1 (a[59]([object Object]) , a[25](0) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[25](0) )= 5 |
| f1 (a[59]([object Object]) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[59]([object Object]) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[59]([object Object]) , a[26](-2147483648) )= -7 |
| f1 (a[59]([object Object]) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[59]([object Object]) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[59]([object Object]) , a[27](2147483648) )= 2 |
| f1 (a[59]([object Object]) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[59]([object Object]) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[59]([object Object]) , a[28](33554432) )= 2 |
| f1 (a[59]([object Object]) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[59]([object Object]) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[59]([object Object]) , a[29](-33554432) )= -67108871 |
| f1 (a[59]([object Object]) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[59]([object Object]) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[59]([object Object]) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[31](5e-324) )= 5 |
| f1 (a[59]([object Object]) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[32](NaN) )= 5 |
| f1 (a[59]([object Object]) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[59]([object Object]) , a[33](Infinity) )= 5 |
| f1 (a[59]([object Object]) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[59]([object Object]) , a[34](-Infinity) )= 5 |
| f1 (a[59]([object Object]) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[35](NaN) )= 5 |
| f1 (a[59]([object Object]) , a[36](0) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[36](0) )= 5 |
| f1 (a[59]([object Object]) , a[37](0) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[37](0) )= 5 |
| f1 (a[59]([object Object]) , a[38](0) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[38](0) )= 5 |
| -3 |
| f1 (a[59]([object Object]) , a[39](1) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[59]([object Object]) , a[39](1) )= 0 |
| f1 (a[59]([object Object]) , a[40](10) )= 2 |
| NaN |
| f2 (a[59]([object Object]) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[59]([object Object]) , a[40](10) )= 7 |
| f1 (a[59]([object Object]) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[59]([object Object]) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[59]([object Object]) , a[41](10.1) )= 2 |
| f1 (a[59]([object Object]) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[59]([object Object]) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[59]([object Object]) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[43](5e-324) )= 5 |
| f1 (a[59]([object Object]) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[44](NaN) )= 5 |
| f1 (a[59]([object Object]) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[59]([object Object]) , a[45](Infinity) )= 5 |
| f1 (a[59]([object Object]) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[59]([object Object]) , a[46](-Infinity) )= 5 |
| f1 (a[59]([object Object]) , a[47]() )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[47]() )= 5 |
| f1 (a[59]([object Object]) , a[48](hello) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[48](hello) )= 5 |
| f1 (a[59]([object Object]) , a[49](hello) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[49](hello) )= 5 |
| f1 (a[59]([object Object]) , a[50](+0) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[50](+0) )= 5 |
| f1 (a[59]([object Object]) , a[51](-0) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[51](-0) )= 5 |
| f1 (a[59]([object Object]) , a[52](0) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[52](0) )= 5 |
| -3 |
| f1 (a[59]([object Object]) , a[53](1) )= 0 |
| NaN |
| f2 (a[59]([object Object]) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[59]([object Object]) , a[53](1) )= 0 |
| f1 (a[59]([object Object]) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[59]([object Object]) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[59]([object Object]) , a[54](10.0) )= 7 |
| f1 (a[59]([object Object]) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[59]([object Object]) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[59]([object Object]) , a[55](10.1) )= 2 |
| f1 (a[59]([object Object]) , a[56]() )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[59]([object Object]) , a[56]() )= 5 |
| f1 (a[59]([object Object]) , a[57](hello) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[57](hello) )= 5 |
| f1 (a[59]([object Object]) , a[58](hello) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[58](hello) )= 5 |
| f1 (a[59]([object Object]) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[59]([object Object]) )= 5 |
| f1 (a[59]([object Object]) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[60](1,2,3) )= 5 |
| f1 (a[59]([object Object]) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[61]([object Object]) )= 5 |
| f1 (a[59]([object Object]) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[62](1,2,3) )= 5 |
| f1 (a[59]([object Object]) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[59]([object Object]) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[59]([object Object]) , a[63](function foo() {}) )= 5 |
| f1 (a[60](1,2,3) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[0](undefined) )= 5 |
| f1 (a[60](1,2,3) , a[1](null) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[1](null) )= 5 |
| -3 |
| f1 (a[60](1,2,3) , a[2](true) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[60](1,2,3) , a[2](true) )= 0 |
| f1 (a[60](1,2,3) , a[3](false) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[3](false) )= 5 |
| -3 |
| f1 (a[60](1,2,3) , a[4](true) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[60](1,2,3) , a[4](true) )= 0 |
| f1 (a[60](1,2,3) , a[5](false) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[5](false) )= 5 |
| f1 (a[60](1,2,3) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[6](NaN) )= 5 |
| f1 (a[60](1,2,3) , a[7](0) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[7](0) )= 5 |
| f1 (a[60](1,2,3) , a[8](0) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[8](0) )= 5 |
| f1 (a[60](1,2,3) , a[9](0) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[9](0) )= 5 |
| -3 |
| f1 (a[60](1,2,3) , a[10](1) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[60](1,2,3) , a[10](1) )= 0 |
| f1 (a[60](1,2,3) , a[11](10) )= 2 |
| NaN |
| f2 (a[60](1,2,3) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[60](1,2,3) , a[11](10) )= 7 |
| f1 (a[60](1,2,3) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[60](1,2,3) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[60](1,2,3) , a[12](10.1) )= 2 |
| f1 (a[60](1,2,3) , a[13](-1) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[60](1,2,3) , a[13](-1) )= 2 |
| f1 (a[60](1,2,3) , a[14](-5) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[60](1,2,3) , a[14](-5) )= 0 |
| -3 |
| f1 (a[60](1,2,3) , a[15](5) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[60](1,2,3) , a[15](5) )= 0 |
| f1 (a[60](1,2,3) , a[16](124) )= 7 |
| NaN |
| f2 (a[60](1,2,3) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[60](1,2,3) , a[16](124) )= 2 |
| f1 (a[60](1,2,3) , a[17](248) )= 7 |
| NaN |
| f2 (a[60](1,2,3) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[60](1,2,3) , a[17](248) )= 2 |
| f1 (a[60](1,2,3) , a[18](654) )= 2 |
| NaN |
| f2 (a[60](1,2,3) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[60](1,2,3) , a[18](654) )= 0 |
| f1 (a[60](1,2,3) , a[19](987) )= 2 |
| NaN |
| f2 (a[60](1,2,3) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[60](1,2,3) , a[19](987) )= 2 |
| f1 (a[60](1,2,3) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[60](1,2,3) , a[20](-1026) )= -2059 |
| f1 (a[60](1,2,3) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[60](1,2,3) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[60](1,2,3) , a[21](98768.2546) )= 2 |
| f1 (a[60](1,2,3) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[60](1,2,3) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[60](1,2,3) , a[23](1) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[60](1,2,3) , a[23](1) )= 0 |
| f1 (a[60](1,2,3) , a[24](-1) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[60](1,2,3) , a[24](-1) )= 2 |
| f1 (a[60](1,2,3) , a[25](0) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[25](0) )= 5 |
| f1 (a[60](1,2,3) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[60](1,2,3) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[60](1,2,3) , a[26](-2147483648) )= -7 |
| f1 (a[60](1,2,3) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[60](1,2,3) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[60](1,2,3) , a[27](2147483648) )= 2 |
| f1 (a[60](1,2,3) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[60](1,2,3) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[60](1,2,3) , a[28](33554432) )= 2 |
| f1 (a[60](1,2,3) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[60](1,2,3) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[60](1,2,3) , a[29](-33554432) )= -67108871 |
| f1 (a[60](1,2,3) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[60](1,2,3) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[60](1,2,3) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[31](5e-324) )= 5 |
| f1 (a[60](1,2,3) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[32](NaN) )= 5 |
| f1 (a[60](1,2,3) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[60](1,2,3) , a[33](Infinity) )= 5 |
| f1 (a[60](1,2,3) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[60](1,2,3) , a[34](-Infinity) )= 5 |
| f1 (a[60](1,2,3) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[35](NaN) )= 5 |
| f1 (a[60](1,2,3) , a[36](0) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[36](0) )= 5 |
| f1 (a[60](1,2,3) , a[37](0) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[37](0) )= 5 |
| f1 (a[60](1,2,3) , a[38](0) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[38](0) )= 5 |
| -3 |
| f1 (a[60](1,2,3) , a[39](1) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[60](1,2,3) , a[39](1) )= 0 |
| f1 (a[60](1,2,3) , a[40](10) )= 2 |
| NaN |
| f2 (a[60](1,2,3) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[60](1,2,3) , a[40](10) )= 7 |
| f1 (a[60](1,2,3) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[60](1,2,3) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[60](1,2,3) , a[41](10.1) )= 2 |
| f1 (a[60](1,2,3) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[60](1,2,3) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[60](1,2,3) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[43](5e-324) )= 5 |
| f1 (a[60](1,2,3) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[44](NaN) )= 5 |
| f1 (a[60](1,2,3) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[60](1,2,3) , a[45](Infinity) )= 5 |
| f1 (a[60](1,2,3) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[60](1,2,3) , a[46](-Infinity) )= 5 |
| f1 (a[60](1,2,3) , a[47]() )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[47]() )= 5 |
| f1 (a[60](1,2,3) , a[48](hello) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[48](hello) )= 5 |
| f1 (a[60](1,2,3) , a[49](hello) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[49](hello) )= 5 |
| f1 (a[60](1,2,3) , a[50](+0) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[50](+0) )= 5 |
| f1 (a[60](1,2,3) , a[51](-0) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[51](-0) )= 5 |
| f1 (a[60](1,2,3) , a[52](0) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[52](0) )= 5 |
| -3 |
| f1 (a[60](1,2,3) , a[53](1) )= 0 |
| NaN |
| f2 (a[60](1,2,3) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[60](1,2,3) , a[53](1) )= 0 |
| f1 (a[60](1,2,3) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[60](1,2,3) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[60](1,2,3) , a[54](10.0) )= 7 |
| f1 (a[60](1,2,3) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[60](1,2,3) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[60](1,2,3) , a[55](10.1) )= 2 |
| f1 (a[60](1,2,3) , a[56]() )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[60](1,2,3) , a[56]() )= 5 |
| f1 (a[60](1,2,3) , a[57](hello) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[57](hello) )= 5 |
| f1 (a[60](1,2,3) , a[58](hello) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[58](hello) )= 5 |
| f1 (a[60](1,2,3) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[59]([object Object]) )= 5 |
| f1 (a[60](1,2,3) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[60](1,2,3) )= 5 |
| f1 (a[60](1,2,3) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[61]([object Object]) )= 5 |
| f1 (a[60](1,2,3) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[62](1,2,3) )= 5 |
| f1 (a[60](1,2,3) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[60](1,2,3) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[60](1,2,3) , a[63](function foo() {}) )= 5 |
| f1 (a[61]([object Object]) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[0](undefined) )= 5 |
| f1 (a[61]([object Object]) , a[1](null) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[1](null) )= 5 |
| -3 |
| f1 (a[61]([object Object]) , a[2](true) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[61]([object Object]) , a[2](true) )= 0 |
| f1 (a[61]([object Object]) , a[3](false) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[3](false) )= 5 |
| -3 |
| f1 (a[61]([object Object]) , a[4](true) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[61]([object Object]) , a[4](true) )= 0 |
| f1 (a[61]([object Object]) , a[5](false) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[5](false) )= 5 |
| f1 (a[61]([object Object]) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[6](NaN) )= 5 |
| f1 (a[61]([object Object]) , a[7](0) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[7](0) )= 5 |
| f1 (a[61]([object Object]) , a[8](0) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[8](0) )= 5 |
| f1 (a[61]([object Object]) , a[9](0) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[9](0) )= 5 |
| -3 |
| f1 (a[61]([object Object]) , a[10](1) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[61]([object Object]) , a[10](1) )= 0 |
| f1 (a[61]([object Object]) , a[11](10) )= 2 |
| NaN |
| f2 (a[61]([object Object]) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[61]([object Object]) , a[11](10) )= 7 |
| f1 (a[61]([object Object]) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[61]([object Object]) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[61]([object Object]) , a[12](10.1) )= 2 |
| f1 (a[61]([object Object]) , a[13](-1) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[61]([object Object]) , a[13](-1) )= 2 |
| f1 (a[61]([object Object]) , a[14](-5) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[61]([object Object]) , a[14](-5) )= 0 |
| -3 |
| f1 (a[61]([object Object]) , a[15](5) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[61]([object Object]) , a[15](5) )= 0 |
| f1 (a[61]([object Object]) , a[16](124) )= 7 |
| NaN |
| f2 (a[61]([object Object]) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[61]([object Object]) , a[16](124) )= 2 |
| f1 (a[61]([object Object]) , a[17](248) )= 7 |
| NaN |
| f2 (a[61]([object Object]) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[61]([object Object]) , a[17](248) )= 2 |
| f1 (a[61]([object Object]) , a[18](654) )= 2 |
| NaN |
| f2 (a[61]([object Object]) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[61]([object Object]) , a[18](654) )= 0 |
| f1 (a[61]([object Object]) , a[19](987) )= 2 |
| NaN |
| f2 (a[61]([object Object]) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[61]([object Object]) , a[19](987) )= 2 |
| f1 (a[61]([object Object]) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[61]([object Object]) , a[20](-1026) )= -2059 |
| f1 (a[61]([object Object]) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[61]([object Object]) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[61]([object Object]) , a[21](98768.2546) )= 2 |
| f1 (a[61]([object Object]) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[61]([object Object]) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[61]([object Object]) , a[23](1) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[61]([object Object]) , a[23](1) )= 0 |
| f1 (a[61]([object Object]) , a[24](-1) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[61]([object Object]) , a[24](-1) )= 2 |
| f1 (a[61]([object Object]) , a[25](0) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[25](0) )= 5 |
| f1 (a[61]([object Object]) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[61]([object Object]) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[61]([object Object]) , a[26](-2147483648) )= -7 |
| f1 (a[61]([object Object]) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[61]([object Object]) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[61]([object Object]) , a[27](2147483648) )= 2 |
| f1 (a[61]([object Object]) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[61]([object Object]) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[61]([object Object]) , a[28](33554432) )= 2 |
| f1 (a[61]([object Object]) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[61]([object Object]) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[61]([object Object]) , a[29](-33554432) )= -67108871 |
| f1 (a[61]([object Object]) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[61]([object Object]) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[61]([object Object]) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[31](5e-324) )= 5 |
| f1 (a[61]([object Object]) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[32](NaN) )= 5 |
| f1 (a[61]([object Object]) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[61]([object Object]) , a[33](Infinity) )= 5 |
| f1 (a[61]([object Object]) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[61]([object Object]) , a[34](-Infinity) )= 5 |
| f1 (a[61]([object Object]) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[35](NaN) )= 5 |
| f1 (a[61]([object Object]) , a[36](0) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[36](0) )= 5 |
| f1 (a[61]([object Object]) , a[37](0) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[37](0) )= 5 |
| f1 (a[61]([object Object]) , a[38](0) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[38](0) )= 5 |
| -3 |
| f1 (a[61]([object Object]) , a[39](1) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[61]([object Object]) , a[39](1) )= 0 |
| f1 (a[61]([object Object]) , a[40](10) )= 2 |
| NaN |
| f2 (a[61]([object Object]) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[61]([object Object]) , a[40](10) )= 7 |
| f1 (a[61]([object Object]) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[61]([object Object]) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[61]([object Object]) , a[41](10.1) )= 2 |
| f1 (a[61]([object Object]) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[61]([object Object]) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[61]([object Object]) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[43](5e-324) )= 5 |
| f1 (a[61]([object Object]) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[44](NaN) )= 5 |
| f1 (a[61]([object Object]) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[61]([object Object]) , a[45](Infinity) )= 5 |
| f1 (a[61]([object Object]) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[61]([object Object]) , a[46](-Infinity) )= 5 |
| f1 (a[61]([object Object]) , a[47]() )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[47]() )= 5 |
| f1 (a[61]([object Object]) , a[48](hello) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[48](hello) )= 5 |
| f1 (a[61]([object Object]) , a[49](hello) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[49](hello) )= 5 |
| f1 (a[61]([object Object]) , a[50](+0) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[50](+0) )= 5 |
| f1 (a[61]([object Object]) , a[51](-0) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[51](-0) )= 5 |
| f1 (a[61]([object Object]) , a[52](0) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[52](0) )= 5 |
| -3 |
| f1 (a[61]([object Object]) , a[53](1) )= 0 |
| NaN |
| f2 (a[61]([object Object]) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[61]([object Object]) , a[53](1) )= 0 |
| f1 (a[61]([object Object]) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[61]([object Object]) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[61]([object Object]) , a[54](10.0) )= 7 |
| f1 (a[61]([object Object]) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[61]([object Object]) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[61]([object Object]) , a[55](10.1) )= 2 |
| f1 (a[61]([object Object]) , a[56]() )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[61]([object Object]) , a[56]() )= 5 |
| f1 (a[61]([object Object]) , a[57](hello) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[57](hello) )= 5 |
| f1 (a[61]([object Object]) , a[58](hello) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[58](hello) )= 5 |
| f1 (a[61]([object Object]) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[59]([object Object]) )= 5 |
| f1 (a[61]([object Object]) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[60](1,2,3) )= 5 |
| f1 (a[61]([object Object]) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[61]([object Object]) )= 5 |
| f1 (a[61]([object Object]) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[62](1,2,3) )= 5 |
| f1 (a[61]([object Object]) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[61]([object Object]) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[61]([object Object]) , a[63](function foo() {}) )= 5 |
| f1 (a[62](1,2,3) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[0](undefined) )= 5 |
| f1 (a[62](1,2,3) , a[1](null) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[1](null) )= 5 |
| -3 |
| f1 (a[62](1,2,3) , a[2](true) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[62](1,2,3) , a[2](true) )= 0 |
| f1 (a[62](1,2,3) , a[3](false) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[3](false) )= 5 |
| -3 |
| f1 (a[62](1,2,3) , a[4](true) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[62](1,2,3) , a[4](true) )= 0 |
| f1 (a[62](1,2,3) , a[5](false) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[5](false) )= 5 |
| f1 (a[62](1,2,3) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[6](NaN) )= 5 |
| f1 (a[62](1,2,3) , a[7](0) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[7](0) )= 5 |
| f1 (a[62](1,2,3) , a[8](0) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[8](0) )= 5 |
| f1 (a[62](1,2,3) , a[9](0) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[9](0) )= 5 |
| -3 |
| f1 (a[62](1,2,3) , a[10](1) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[62](1,2,3) , a[10](1) )= 0 |
| f1 (a[62](1,2,3) , a[11](10) )= 2 |
| NaN |
| f2 (a[62](1,2,3) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[62](1,2,3) , a[11](10) )= 7 |
| f1 (a[62](1,2,3) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[62](1,2,3) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[62](1,2,3) , a[12](10.1) )= 2 |
| f1 (a[62](1,2,3) , a[13](-1) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[62](1,2,3) , a[13](-1) )= 2 |
| f1 (a[62](1,2,3) , a[14](-5) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[62](1,2,3) , a[14](-5) )= 0 |
| -3 |
| f1 (a[62](1,2,3) , a[15](5) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[62](1,2,3) , a[15](5) )= 0 |
| f1 (a[62](1,2,3) , a[16](124) )= 7 |
| NaN |
| f2 (a[62](1,2,3) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[62](1,2,3) , a[16](124) )= 2 |
| f1 (a[62](1,2,3) , a[17](248) )= 7 |
| NaN |
| f2 (a[62](1,2,3) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[62](1,2,3) , a[17](248) )= 2 |
| f1 (a[62](1,2,3) , a[18](654) )= 2 |
| NaN |
| f2 (a[62](1,2,3) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[62](1,2,3) , a[18](654) )= 0 |
| f1 (a[62](1,2,3) , a[19](987) )= 2 |
| NaN |
| f2 (a[62](1,2,3) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[62](1,2,3) , a[19](987) )= 2 |
| f1 (a[62](1,2,3) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[62](1,2,3) , a[20](-1026) )= -2059 |
| f1 (a[62](1,2,3) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[62](1,2,3) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[62](1,2,3) , a[21](98768.2546) )= 2 |
| f1 (a[62](1,2,3) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[62](1,2,3) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[62](1,2,3) , a[23](1) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[62](1,2,3) , a[23](1) )= 0 |
| f1 (a[62](1,2,3) , a[24](-1) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[62](1,2,3) , a[24](-1) )= 2 |
| f1 (a[62](1,2,3) , a[25](0) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[25](0) )= 5 |
| f1 (a[62](1,2,3) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[62](1,2,3) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[62](1,2,3) , a[26](-2147483648) )= -7 |
| f1 (a[62](1,2,3) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[62](1,2,3) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[62](1,2,3) , a[27](2147483648) )= 2 |
| f1 (a[62](1,2,3) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[62](1,2,3) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[62](1,2,3) , a[28](33554432) )= 2 |
| f1 (a[62](1,2,3) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[62](1,2,3) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[62](1,2,3) , a[29](-33554432) )= -67108871 |
| f1 (a[62](1,2,3) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[62](1,2,3) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[62](1,2,3) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[31](5e-324) )= 5 |
| f1 (a[62](1,2,3) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[32](NaN) )= 5 |
| f1 (a[62](1,2,3) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[62](1,2,3) , a[33](Infinity) )= 5 |
| f1 (a[62](1,2,3) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[62](1,2,3) , a[34](-Infinity) )= 5 |
| f1 (a[62](1,2,3) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[35](NaN) )= 5 |
| f1 (a[62](1,2,3) , a[36](0) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[36](0) )= 5 |
| f1 (a[62](1,2,3) , a[37](0) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[37](0) )= 5 |
| f1 (a[62](1,2,3) , a[38](0) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[38](0) )= 5 |
| -3 |
| f1 (a[62](1,2,3) , a[39](1) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[62](1,2,3) , a[39](1) )= 0 |
| f1 (a[62](1,2,3) , a[40](10) )= 2 |
| NaN |
| f2 (a[62](1,2,3) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[62](1,2,3) , a[40](10) )= 7 |
| f1 (a[62](1,2,3) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[62](1,2,3) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[62](1,2,3) , a[41](10.1) )= 2 |
| f1 (a[62](1,2,3) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[62](1,2,3) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[62](1,2,3) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[43](5e-324) )= 5 |
| f1 (a[62](1,2,3) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[44](NaN) )= 5 |
| f1 (a[62](1,2,3) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[62](1,2,3) , a[45](Infinity) )= 5 |
| f1 (a[62](1,2,3) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[62](1,2,3) , a[46](-Infinity) )= 5 |
| f1 (a[62](1,2,3) , a[47]() )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[47]() )= 5 |
| f1 (a[62](1,2,3) , a[48](hello) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[48](hello) )= 5 |
| f1 (a[62](1,2,3) , a[49](hello) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[49](hello) )= 5 |
| f1 (a[62](1,2,3) , a[50](+0) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[50](+0) )= 5 |
| f1 (a[62](1,2,3) , a[51](-0) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[51](-0) )= 5 |
| f1 (a[62](1,2,3) , a[52](0) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[52](0) )= 5 |
| -3 |
| f1 (a[62](1,2,3) , a[53](1) )= 0 |
| NaN |
| f2 (a[62](1,2,3) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[62](1,2,3) , a[53](1) )= 0 |
| f1 (a[62](1,2,3) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[62](1,2,3) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[62](1,2,3) , a[54](10.0) )= 7 |
| f1 (a[62](1,2,3) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[62](1,2,3) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[62](1,2,3) , a[55](10.1) )= 2 |
| f1 (a[62](1,2,3) , a[56]() )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[62](1,2,3) , a[56]() )= 5 |
| f1 (a[62](1,2,3) , a[57](hello) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[57](hello) )= 5 |
| f1 (a[62](1,2,3) , a[58](hello) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[58](hello) )= 5 |
| f1 (a[62](1,2,3) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[59]([object Object]) )= 5 |
| f1 (a[62](1,2,3) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[60](1,2,3) )= 5 |
| f1 (a[62](1,2,3) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[61]([object Object]) )= 5 |
| f1 (a[62](1,2,3) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[62](1,2,3) )= 5 |
| f1 (a[62](1,2,3) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[62](1,2,3) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[62](1,2,3) , a[63](function foo() {}) )= 5 |
| f1 (a[63](function foo() {}) , a[0](undefined) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[0](undefined) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[0](undefined) )= 5 |
| f1 (a[63](function foo() {}) , a[1](null) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[1](null) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[1](null) )= 5 |
| -3 |
| f1 (a[63](function foo() {}) , a[2](true) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[2](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[63](function foo() {}) , a[2](true) )= 0 |
| f1 (a[63](function foo() {}) , a[3](false) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[3](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[3](false) )= 5 |
| -3 |
| f1 (a[63](function foo() {}) , a[4](true) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[4](true) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[63](function foo() {}) , a[4](true) )= 0 |
| f1 (a[63](function foo() {}) , a[5](false) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[5](false) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[5](false) )= 5 |
| f1 (a[63](function foo() {}) , a[6](NaN) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[6](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[6](NaN) )= 5 |
| f1 (a[63](function foo() {}) , a[7](0) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[7](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[7](0) )= 5 |
| f1 (a[63](function foo() {}) , a[8](0) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[8](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[8](0) )= 5 |
| f1 (a[63](function foo() {}) , a[9](0) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[9](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[9](0) )= 5 |
| -3 |
| f1 (a[63](function foo() {}) , a[10](1) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[10](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[63](function foo() {}) , a[10](1) )= 0 |
| f1 (a[63](function foo() {}) , a[11](10) )= 2 |
| NaN |
| f2 (a[63](function foo() {}) , a[11](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[63](function foo() {}) , a[11](10) )= 7 |
| f1 (a[63](function foo() {}) , a[12](10.1) )= 2 |
| NaN |
| f2 (a[63](function foo() {}) , a[12](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[63](function foo() {}) , a[12](10.1) )= 2 |
| f1 (a[63](function foo() {}) , a[13](-1) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[13](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[63](function foo() {}) , a[13](-1) )= 2 |
| f1 (a[63](function foo() {}) , a[14](-5) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[14](-5) )= NaN |
| 1 |
| -3 |
| -3 |
| 0 0 |
| f3 (a[63](function foo() {}) , a[14](-5) )= 0 |
| -3 |
| f1 (a[63](function foo() {}) , a[15](5) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[15](5) )= NaN |
| -3.4 |
| -3 |
| -3 |
| 3.4000000000000003 |
| 0 5 |
| f3 (a[63](function foo() {}) , a[15](5) )= 0 |
| f1 (a[63](function foo() {}) , a[16](124) )= 7 |
| NaN |
| f2 (a[63](function foo() {}) , a[16](124) )= NaN |
| -3 |
| 2 253.5 |
| f3 (a[63](function foo() {}) , a[16](124) )= 2 |
| f1 (a[63](function foo() {}) , a[17](248) )= 7 |
| NaN |
| f2 (a[63](function foo() {}) , a[17](248) )= NaN |
| -3 |
| 2 501.5 |
| f3 (a[63](function foo() {}) , a[17](248) )= 2 |
| f1 (a[63](function foo() {}) , a[18](654) )= 2 |
| NaN |
| f2 (a[63](function foo() {}) , a[18](654) )= NaN |
| -3 |
| -3 |
| 0 |
| 0 1308 |
| f3 (a[63](function foo() {}) , a[18](654) )= 0 |
| f1 (a[63](function foo() {}) , a[19](987) )= 2 |
| NaN |
| f2 (a[63](function foo() {}) , a[19](987) )= NaN |
| 0.9965478728804955 |
| -3 |
| 1.0034374684056213 |
| 2 987 |
| f3 (a[63](function foo() {}) , a[19](987) )= 2 |
| f1 (a[63](function foo() {}) , a[20](-1026) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[20](-1026) )= NaN |
| -2064 |
| -3 |
| -2059 -2044.4 |
| f3 (a[63](function foo() {}) , a[20](-1026) )= -2059 |
| f1 (a[63](function foo() {}) , a[21](98768.2546) )= 7 |
| NaN |
| f2 (a[63](function foo() {}) , a[21](98768.2546) )= NaN |
| -3 |
| 2 197542.0092 |
| f3 (a[63](function foo() {}) , a[21](98768.2546) )= 2 |
| f1 (a[63](function foo() {}) , a[22](-88754.15478) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[22](-88754.15478) )= NaN |
| -711960064 |
| -3 |
| -711960059 7876625470.685868 |
| f3 (a[63](function foo() {}) , a[22](-88754.15478) )= -711960059 |
| -3 |
| f1 (a[63](function foo() {}) , a[23](1) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[23](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[63](function foo() {}) , a[23](1) )= 0 |
| f1 (a[63](function foo() {}) , a[24](-1) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[24](-1) )= NaN |
| -3 |
| 2 4.090909090909091 |
| f3 (a[63](function foo() {}) , a[24](-1) )= 2 |
| f1 (a[63](function foo() {}) , a[25](0) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[25](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[25](0) )= 5 |
| f1 (a[63](function foo() {}) , a[26](-2147483648) )= -2147483643 |
| NaN |
| f2 (a[63](function foo() {}) , a[26](-2147483648) )= NaN |
| -12 |
| -3 |
| -7 -4294967288.4 |
| f3 (a[63](function foo() {}) , a[26](-2147483648) )= -7 |
| f1 (a[63](function foo() {}) , a[27](2147483648) )= -2147483643 |
| NaN |
| f2 (a[63](function foo() {}) , a[27](2147483648) )= NaN |
| -3 |
| 2 4294967301.5 |
| f3 (a[63](function foo() {}) , a[27](2147483648) )= 2 |
| f1 (a[63](function foo() {}) , a[28](33554432) )= 7 |
| NaN |
| f2 (a[63](function foo() {}) , a[28](33554432) )= NaN |
| -3 |
| 2 67108869.5 |
| f3 (a[63](function foo() {}) , a[28](33554432) )= 2 |
| f1 (a[63](function foo() {}) , a[29](-33554432) )= -33554427 |
| NaN |
| f2 (a[63](function foo() {}) , a[29](-33554432) )= NaN |
| -67108876 |
| -3 |
| -67108871 -67108856.4 |
| f3 (a[63](function foo() {}) , a[29](-33554432) )= -67108871 |
| f1 (a[63](function foo() {}) , a[30](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[30](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[63](function foo() {}) , a[30](1.7976931348623157e+308) )= 5 |
| f1 (a[63](function foo() {}) , a[31](5e-324) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[31](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[31](5e-324) )= 5 |
| f1 (a[63](function foo() {}) , a[32](NaN) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[32](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[32](NaN) )= 5 |
| f1 (a[63](function foo() {}) , a[33](Infinity) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[33](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[63](function foo() {}) , a[33](Infinity) )= 5 |
| f1 (a[63](function foo() {}) , a[34](-Infinity) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[34](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[63](function foo() {}) , a[34](-Infinity) )= 5 |
| f1 (a[63](function foo() {}) , a[35](NaN) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[35](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[35](NaN) )= 5 |
| f1 (a[63](function foo() {}) , a[36](0) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[36](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[36](0) )= 5 |
| f1 (a[63](function foo() {}) , a[37](0) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[37](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[37](0) )= 5 |
| f1 (a[63](function foo() {}) , a[38](0) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[38](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[38](0) )= 5 |
| -3 |
| f1 (a[63](function foo() {}) , a[39](1) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[39](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[63](function foo() {}) , a[39](1) )= 0 |
| f1 (a[63](function foo() {}) , a[40](10) )= 2 |
| NaN |
| f2 (a[63](function foo() {}) , a[40](10) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[63](function foo() {}) , a[40](10) )= 7 |
| f1 (a[63](function foo() {}) , a[41](10.1) )= 2 |
| NaN |
| f2 (a[63](function foo() {}) , a[41](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[63](function foo() {}) , a[41](10.1) )= 2 |
| f1 (a[63](function foo() {}) , a[42](1.7976931348623157e+308) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[42](1.7976931348623157e+308) )= NaN |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[63](function foo() {}) , a[42](1.7976931348623157e+308) )= 5 |
| f1 (a[63](function foo() {}) , a[43](5e-324) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[43](5e-324) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[43](5e-324) )= 5 |
| f1 (a[63](function foo() {}) , a[44](NaN) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[44](NaN) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[44](NaN) )= 5 |
| f1 (a[63](function foo() {}) , a[45](Infinity) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[45](Infinity) )= NaN |
| Infinity |
| -3 |
| Infinity |
| 5 Infinity |
| f3 (a[63](function foo() {}) , a[45](Infinity) )= 5 |
| f1 (a[63](function foo() {}) , a[46](-Infinity) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[46](-Infinity) )= NaN |
| -Infinity |
| -3 |
| -Infinity |
| 5 -Infinity |
| f3 (a[63](function foo() {}) , a[46](-Infinity) )= 5 |
| f1 (a[63](function foo() {}) , a[47]() )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[47]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[47]() )= 5 |
| f1 (a[63](function foo() {}) , a[48](hello) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[48](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[48](hello) )= 5 |
| f1 (a[63](function foo() {}) , a[49](hello) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[49](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[49](hello) )= 5 |
| f1 (a[63](function foo() {}) , a[50](+0) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[50](+0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[50](+0) )= 5 |
| f1 (a[63](function foo() {}) , a[51](-0) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[51](-0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[51](-0) )= 5 |
| f1 (a[63](function foo() {}) , a[52](0) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[52](0) )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[52](0) )= 5 |
| -3 |
| f1 (a[63](function foo() {}) , a[53](1) )= 0 |
| NaN |
| f2 (a[63](function foo() {}) , a[53](1) )= NaN |
| -3.4 |
| -3 |
| -3 |
| -5.5 |
| 0 2 |
| f3 (a[63](function foo() {}) , a[53](1) )= 0 |
| f1 (a[63](function foo() {}) , a[54](10.0) )= 2 |
| NaN |
| f2 (a[63](function foo() {}) , a[54](10.0) )= NaN |
| 12.4 |
| -3 |
| 27.6 |
| 7 1000 |
| f3 (a[63](function foo() {}) , a[54](10.0) )= 7 |
| f1 (a[63](function foo() {}) , a[55](10.1) )= 2 |
| NaN |
| f2 (a[63](function foo() {}) , a[55](10.1) )= NaN |
| 36.8 |
| -3 |
| 190.32 |
| 2 1030.301 |
| f3 (a[63](function foo() {}) , a[55](10.1) )= 2 |
| f1 (a[63](function foo() {}) , a[56]() )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[56]() )= NaN |
| -7.6 |
| -3 |
| 5 5.5 |
| f3 (a[63](function foo() {}) , a[56]() )= 5 |
| f1 (a[63](function foo() {}) , a[57](hello) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[57](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[57](hello) )= 5 |
| f1 (a[63](function foo() {}) , a[58](hello) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[58](hello) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[58](hello) )= 5 |
| f1 (a[63](function foo() {}) , a[59]([object Object]) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[59]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[59]([object Object]) )= 5 |
| f1 (a[63](function foo() {}) , a[60](1,2,3) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[60](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[60](1,2,3) )= 5 |
| f1 (a[63](function foo() {}) , a[61]([object Object]) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[61]([object Object]) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[61]([object Object]) )= 5 |
| f1 (a[63](function foo() {}) , a[62](1,2,3) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[62](1,2,3) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[62](1,2,3) )= 5 |
| f1 (a[63](function foo() {}) , a[63](function foo() {}) )= 5 |
| NaN |
| f2 (a[63](function foo() {}) , a[63](function foo() {}) )= NaN |
| NaN |
| -3 |
| NaN |
| 5 NaN |
| f3 (a[63](function foo() {}) , a[63](function foo() {}) )= 5 |
