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December 2, 2014 22:20
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1989 problem - up to depth 5
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| -990 [2] = -(1 + (989)) | |
| -989 [2] = -((1) * (989)) | |
| -988 [1] = 1 - (989) | |
| -976 [5] = -((1 - (sqrt(9))) ^ (8) + (((sqrt(9))!)!)) | |
| -960 [4] = (1 - (9)) * ((8 - (sqrt(9)))!) | |
| -918 [4] = -(198) - (((sqrt(9))!)!) | |
| -912 [5] = ((1 + (sqrt(9)))!) * (-(8)) - (((sqrt(9))!)!) | |
| -900 [5] = (sqrt(sqrt((1 + (9)) ^ (8)))) * (-(9)) | |
| -891 [2] = (1 + (98)) * (-(9)) | |
| -890 [2] = (1 + (9)) * (-(89)) | |
| -883 [2] = -(1) - ((98) * (9)) | |
| -882 [2] = (-(1)) * ((98) * (9)) | |
| -881 [2] = 1 - ((98) * (9)) | |
| -873 [2] = (1 - (98)) * (9) | |
| -872 [4] = -((19) * (8)) - (((sqrt(9))!)!) | |
| -841 [5] = -(1) - (((sqrt(9))!)! + ((8 - (sqrt(9)))!)) | |
| -840 [4] = ((-(1 - (9)))!) / ((-(8)) * ((sqrt(9))!)) | |
| -839 [5] = 1 - (((sqrt(9))!)! + ((8 - (sqrt(9)))!)) | |
| -819 [4] = -(1 + (98)) - (((sqrt(9))!)!) | |
| -818 [4] = -((1) * (98)) - (((sqrt(9))!)!) | |
| -817 [4] = 1 - (98) - (((sqrt(9))!)!) | |
| -810 [3] = ((1 + (9))!) / (((8)!) / (-(9))) | |
| -809 [5] = (-(1)) * (((sqrt(9))!)! + (89)) | |
| -808 [5] = 1 - (((sqrt(9))!)! + (89)) | |
| -802 [5] = -(1) - (sqrt(sqrt((9) ^ (8))) + (((sqrt(9))!)!)) | |
| -801 [5] = (-(1)) * (sqrt(sqrt((9) ^ (8))) + (((sqrt(9))!)!)) | |
| -800 [4] = (1 + (9)) * (-(8)) - (((sqrt(9))!)!) | |
| -793 [4] = -(1) - ((9) * (8)) - (((sqrt(9))!)!) | |
| -792 [4] = (-(1)) * ((9) * (8)) - (((sqrt(9))!)!) | |
| -791 [4] = 1 - ((9) * (8)) - (((sqrt(9))!)!) | |
| -784 [4] = (1 - (9)) * (8) - (((sqrt(9))!)!) | |
| -777 [5] = -(1) - (((sqrt(9))!)!) - (((8)!) / (((sqrt(9))!)!)) | |
| -776 [5] = (-(1)) * (((sqrt(9))!)!) - (((8)!) / (((sqrt(9))!)!)) | |
| -775 [5] = 1 - (((sqrt(9))!)!) - (((8)!) / (((sqrt(9))!)!)) | |
| -769 [5] = -(1) - (((sqrt(9))!)! + ((8) * ((sqrt(9))!))) | |
| -768 [4] = ((1 - (sqrt(9))) ^ (8)) * (-(sqrt(9))) | |
| -767 [5] = 1 - (((sqrt(9))!)! + ((8) * ((sqrt(9))!))) | |
| -760 [5] = (1 - ((sqrt(9))!)) * (8) - (((sqrt(9))!)!) | |
| -752 [4] = (1 + (sqrt(9))) * (-(8)) - (((sqrt(9))!)!) | |
| -747 [4] = -(19 + (8)) - (((sqrt(9))!)!) | |
| -745 [4] = -(1) - ((sqrt(9)) * (8)) - (((sqrt(9))!)!) | |
| -744 [4] = (1) * ((sqrt(9)) * (-(8))) - (((sqrt(9))!)!) | |
| -743 [4] = 1 - ((sqrt(9)) * (8)) - (((sqrt(9))!)!) | |
| -738 [4] = -(1) - (9 + (8)) - (((sqrt(9))!)!) | |
| -737 [4] = (-(1)) * (9 + (8)) - (((sqrt(9))!)!) | |
| -736 [4] = 1 - (9 + (8)) - (((sqrt(9))!)!) | |
| -735 [5] = -(1) - (((sqrt(9))!)! + (8 + ((sqrt(9))!))) | |
| -734 [5] = (-(1)) * (((sqrt(9))!)! + (8 + ((sqrt(9))!))) | |
| -733 [5] = 1 - (((sqrt(9))!)! + (8 + ((sqrt(9))!))) | |
| -732 [4] = -(1) - (sqrt(9) + (8)) - (((sqrt(9))!)!) | |
| -731 [4] = (-(1)) * (sqrt(9) + (8)) - (((sqrt(9))!)!) | |
| -730 [4] = -(1) - ((sqrt((9) ^ (8))) / (9)) | |
| -729 [4] = -(((1) ^ (9) + (8)) ^ (sqrt(9))) | |
| -728 [4] = 1 - ((sqrt((9) ^ (8))) / (9)) | |
| -727 [4] = (1) ^ (9) - (8) - (((sqrt(9))!)!) | |
| -726 [4] = -(1) + (sqrt(9) - (8)) - (((sqrt(9))!)!) | |
| -725 [4] = (1) * (sqrt(9) - (8)) - (((sqrt(9))!)!) | |
| -724 [4] = 1 + (sqrt(9) - (8)) - (((sqrt(9))!)!) | |
| -723 [5] = -(sqrt((1) ^ (9) + (8)) + (((sqrt(9))!)!)) | |
| -722 [4] = -(1) - (9 - (8)) - (((sqrt(9))!)!) | |
| -721 [4] = (-(1)) ^ (9 + (8)) - (((sqrt(9))!)!) | |
| -720 [3] = -((1 + (9)) * ((8) * (9))) | |
| -719 [4] = (1) ^ (9 + (8)) - (((sqrt(9))!)!) | |
| -718 [4] = 1 + (9 - (8)) - (((sqrt(9))!)!) | |
| -717 [4] = sqrt((1) ^ (9) + (8)) - (((sqrt(9))!)!) | |
| -716 [4] = sqrt(-(1) + (9 + (8))) - (((sqrt(9))!)!) | |
| -715 [4] = (-(1)) * (sqrt(9) - (8)) - (((sqrt(9))!)!) | |
| -714 [4] = 1 - (sqrt(9) - (8)) - (((sqrt(9))!)!) | |
| -713 [4] = -((1) ^ (9) - (8)) - (((sqrt(9))!)!) | |
| -712 [4] = ((1) ^ (9)) * (8) - (((sqrt(9))!)!) | |
| -711 [4] = (1) ^ (9) + (8) - (((sqrt(9))!)!) | |
| -710 [4] = 1 + (((9)!) / ((8)!)) - (((sqrt(9))!)!) | |
| -709 [4] = (1) * (sqrt(9) + (8)) - (((sqrt(9))!)!) | |
| -708 [4] = 1 + (sqrt(9) + (8)) - (((sqrt(9))!)!) | |
| -707 [5] = -(1) - (((sqrt(9))!)! - (8 + ((sqrt(9))!))) | |
| -706 [5] = (1) * ((sqrt(9))! + (8) - (((sqrt(9))!)!)) | |
| -705 [5] = 1 - (((sqrt(9))!)! - (8 + ((sqrt(9))!))) | |
| -704 [4] = -(1) + (9 + (8)) - (((sqrt(9))!)!) | |
| -703 [4] = (1) * (9 + (8)) - (((sqrt(9))!)!) | |
| -702 [4] = 1 + (9 + (8)) - (((sqrt(9))!)!) | |
| -701 [5] = sqrt(sqrt(sqrt((19) ^ (8)))) - (((sqrt(9))!)!) | |
| -697 [4] = -(1) + ((sqrt(9)) * (8)) - (((sqrt(9))!)!) | |
| -696 [4] = (1) * ((sqrt(9)) * (8)) - (((sqrt(9))!)!) | |
| -695 [4] = 1 + ((sqrt(9)) * (8)) - (((sqrt(9))!)!) | |
| -693 [4] = 19 + (8) - (((sqrt(9))!)!) | |
| -688 [4] = (1 + (sqrt(9))) * (8) - (((sqrt(9))!)!) | |
| -680 [5] = (1 - ((sqrt(9))!)) * (-(8)) - (((sqrt(9))!)!) | |
| -673 [5] = -(1) - (((sqrt(9))!)! - ((8) * ((sqrt(9))!))) | |
| -672 [5] = (1) * (((sqrt(9))!) * (8) - (((sqrt(9))!)!)) | |
| -671 [5] = 1 - (((sqrt(9))!)! - ((8) * ((sqrt(9))!))) | |
| -665 [5] = -(1) - (((sqrt(9))!)!) + (((8)!) / (((sqrt(9))!)!)) | |
| -664 [5] = (-(1)) * (((sqrt(9))!)!) + (((8)!) / (((sqrt(9))!)!)) | |
| -663 [5] = 1 - (((sqrt(9))!)!) + (((8)!) / (((sqrt(9))!)!)) | |
| -657 [3] = (1 + ((9) * (8))) * (-(9)) | |
| -656 [4] = (1 - (9)) * (-(8)) - (((sqrt(9))!)!) | |
| -649 [3] = -(1) - ((9) * ((8) * (9))) | |
| -648 [3] = -(((1) * (9)) * ((8) * (9))) | |
| -647 [3] = 1 - ((9) * ((8) * (9))) | |
| -640 [4] = (1 + (9)) * (8) - (((sqrt(9))!)!) | |
| -639 [3] = (1 - ((9) * (8))) * (9) | |
| -638 [5] = 1 + (sqrt(sqrt((9) ^ (8))) - (((sqrt(9))!)!)) | |
| -632 [5] = -(1) - (((sqrt(9))!)! - (89)) | |
| -631 [5] = (-(1)) * (((sqrt(9))!)! - (89)) | |
| -630 [4] = ((1 + (9))!) / ((8)!) - (((sqrt(9))!)!) | |
| -623 [4] = -(1 - (98)) - (((sqrt(9))!)!) | |
| -622 [4] = (1) * (98) - (((sqrt(9))!)!) | |
| -621 [4] = 1 + (98) - (((sqrt(9))!)!) | |
| -620 [5] = sqrt(sqrt((1 + (9)) ^ (8))) - (((sqrt(9))!)!) | |
| -608 [5] = (-(1) + ((sqrt(9))!))! - (8 + (((sqrt(9))!)!)) | |
| -601 [5] = -(1) - (((sqrt(9))!)! - ((8 - (sqrt(9)))!)) | |
| -600 [4] = (1 - ((sqrt(9))!)) * ((8 - (sqrt(9)))!) | |
| -599 [5] = 1 - (((sqrt(9))!)! - ((8 - (sqrt(9)))!)) | |
| -594 [3] = (-(1 + (98))) * ((sqrt(9))!) | |
| -592 [5] = (-(1) + ((sqrt(9))!))! + (8 - (((sqrt(9))!)!)) | |
| -589 [4] = -(1) - ((98) * ((sqrt(9))!)) | |
| -588 [3] = (-((1) * (98))) * ((sqrt(9))!) | |
| -587 [4] = 1 - ((98) * ((sqrt(9))!)) | |
| -582 [3] = (1 - (98)) * ((sqrt(9))!) | |
| -576 [2] = (1 - (9)) * ((8) * (9)) | |
| -568 [4] = (19) * (8) - (((sqrt(9))!)!) | |
| -561 [5] = -(1) - (((9)! + ((8)!)) / (((sqrt(9))!)!)) | |
| -560 [4] = ((-(1 - (9)))!) / (-((8) * (9))) | |
| -559 [5] = 1 - (((9)! + ((8)!)) / (((sqrt(9))!)!)) | |
| -540 [4] = ((1 + (9))!) / ((-((8)!)) / ((sqrt(9))!)) | |
| -536 [5] = -((1 + (sqrt(9)))! + ((8) ^ (sqrt(9)))) | |
| -535 [4] = -(1) - (((sqrt(9))!) * (89)) | |
| -534 [4] = (1) * (((sqrt(9))!) * (-(89))) | |
| -533 [4] = 1 - (((sqrt(9))!) * (89)) | |
| -531 [3] = -(19) - ((8) ^ (sqrt(9))) | |
| -528 [5] = ((1 + (sqrt(9)))!) * (8) - (((sqrt(9))!)!) | |
| -522 [3] = -(1 + (9)) - ((8) ^ (sqrt(9))) | |
| -521 [3] = -((1) * (9)) - ((8) ^ (sqrt(9))) | |
| -520 [3] = 1 - (9) - ((8) ^ (sqrt(9))) | |
| -519 [4] = -(1) - ((sqrt(9))! + ((8) ^ (sqrt(9)))) | |
| -518 [4] = (-(1)) * ((sqrt(9))! + ((8) ^ (sqrt(9)))) | |
| -517 [4] = 1 - ((sqrt(9))! + ((8) ^ (sqrt(9)))) | |
| -516 [3] = -(1) - (sqrt(9)) - ((8) ^ (sqrt(9))) | |
| -515 [3] = (-(1)) * (sqrt(9)) - ((8) ^ (sqrt(9))) | |
| -514 [3] = 1 - (sqrt(9)) - ((8) ^ (sqrt(9))) | |
| -513 [3] = -((1) ^ (9)) - ((8) ^ (sqrt(9))) | |
| -512 [3] = ((1) ^ (9)) * ((-(8)) ^ (sqrt(9))) | |
| -511 [3] = (1) ^ (9) - ((8) ^ (sqrt(9))) | |
| -510 [3] = -(1) + (sqrt(9)) - ((8) ^ (sqrt(9))) | |
| -509 [3] = sqrt((1) * (9)) - ((8) ^ (sqrt(9))) | |
| -508 [3] = 1 + (sqrt(9)) - ((8) ^ (sqrt(9))) | |
| -507 [4] = -(1) + ((sqrt(9))! - ((8) ^ (sqrt(9)))) | |
| -506 [4] = (1) * ((sqrt(9))! - ((8) ^ (sqrt(9)))) | |
| -505 [4] = 1 + ((sqrt(9))! - ((8) ^ (sqrt(9)))) | |
| -504 [3] = -(1 - (9)) - ((8) ^ (sqrt(9))) | |
| -503 [3] = (1) * (9) - ((8) ^ (sqrt(9))) | |
| -502 [3] = 1 + (9) - ((8) ^ (sqrt(9))) | |
| -493 [3] = 19 - ((8) ^ (sqrt(9))) | |
| -492 [5] = (1 + (sqrt(sqrt((9) ^ (8))))) * (-((sqrt(9))!)) | |
| -488 [4] = (1 + (sqrt(9)))! - ((8) ^ (sqrt(9))) | |
| -487 [5] = -(1) - ((sqrt(sqrt((9) ^ (8)))) * ((sqrt(9))!)) | |
| -486 [5] = (1) * ((sqrt(sqrt((9) ^ (8)))) * (-((sqrt(9))!))) | |
| -485 [5] = 1 - ((sqrt(sqrt((9) ^ (8)))) * ((sqrt(9))!)) | |
| -480 [3] = ((1 + (9)) * (-(8))) * ((sqrt(9))!) | |
| -464 [4] = (1 - (sqrt(9))) ^ (8) - (((sqrt(9))!)!) | |
| -456 [3] = -(((19) * (8)) * (sqrt(9))) | |
| -449 [5] = -(1) - (((9)! - ((8)!)) / (((sqrt(9))!)!)) | |
| -448 [4] = ((1 - (9)) * ((8)!)) / (((sqrt(9))!)!) | |
| -447 [5] = 1 - (((9)! - ((8)!)) / (((sqrt(9))!)!)) | |
| -445 [4] = (1 - ((sqrt(9))!)) * (89) | |
| -441 [5] = (1 + (((sqrt(9))!) * (8))) * (-(9)) | |
| -438 [3] = (-(1) - ((9) * (8))) * ((sqrt(9))!) | |
| -433 [4] = -(1) - (((sqrt(9))!) * ((8) * (9))) | |
| -432 [3] = ((-(1)) * ((9) * (8))) * ((sqrt(9))!) | |
| -431 [4] = 1 - (((sqrt(9))!) * ((8) * (9))) | |
| -426 [3] = (1 - ((9) * (8))) * ((sqrt(9))!) | |
| -423 [5] = (1 - (((sqrt(9))!) * (8))) * (9) | |
| -408 [4] = ((1 + (sqrt(9)))!) * (-(8 + (9))) | |
| -392 [5] = (1 + ((sqrt(9))!)) * ((-((8)!)) / (((sqrt(9))!)!)) | |
| -384 [3] = ((1 - (9)) * (8)) * ((sqrt(9))!) | |
| -370 [5] = -(sqrt(sqrt((19) ^ (8))) + (9)) | |
| -367 [5] = -(sqrt(sqrt((19) ^ (8))) + ((sqrt(9))!)) | |
| -364 [5] = -(sqrt(sqrt((19) ^ (8))) + (sqrt(9))) | |
| -361 [5] = -(1) - ((sqrt(9)) * ((8 - (sqrt(9)))!)) | |
| -360 [4] = ((-(1)) * (sqrt(9))) * ((8 - (sqrt(9)))!) | |
| -359 [5] = 1 - ((sqrt(9)) * ((8 - (sqrt(9)))!)) | |
| -358 [5] = -(sqrt(sqrt((19) ^ (8))) - (sqrt(9))) | |
| -356 [3] = (1 + (sqrt(9))) * (-(89)) | |
| -355 [5] = -(sqrt(sqrt((19) ^ (8))) - ((sqrt(9))!)) | |
| -352 [5] = -(sqrt(sqrt((19) ^ (8))) - (9)) | |
| -343 [3] = ((1) ^ (9) - (8)) ^ (sqrt(9)) | |
| -342 [3] = (-((19)!)) / ((8 + (9))!) | |
| -337 [5] = -(1) - ((((sqrt(9))!) * ((8)!)) / (((sqrt(9))!)!)) | |
| -336 [4] = ((1 + (sqrt(9)))!) * (-(8) - ((sqrt(9))!)) | |
| -335 [5] = 1 - ((((sqrt(9))!) * ((8)!)) / (((sqrt(9))!)!)) | |
| -323 [2] = (-(19)) * (8 + (9)) | |
| -300 [5] = (sqrt(sqrt((1 + (9)) ^ (8)))) * (-(sqrt(9))) | |
| -297 [3] = -((1 + (98)) * (sqrt(9))) | |
| -295 [3] = -(1) - ((98) * (sqrt(9))) | |
| -294 [5] = (1 + (((sqrt(9))!) * (8))) * (-((sqrt(9))!)) | |
| -293 [3] = 1 - ((98) * (sqrt(9))) | |
| -291 [2] = (1 - (98)) * (sqrt(9)) | |
| -289 [5] = -(1) - (((sqrt(9))!) * ((8) * ((sqrt(9))!))) | |
| -288 [3] = (1 + (sqrt(9))) * (-((8) * (9))) | |
| -287 [5] = 1 - (((sqrt(9))!) * ((8) * ((sqrt(9))!))) | |
| -282 [5] = (1 - (((sqrt(9))!) * (8))) * ((sqrt(9))!) | |
| -280 [5] = (1 - ((sqrt(9))!)) * (((8)!) / (((sqrt(9))!)!)) | |
| -270 [4] = -(((1 + (9))!) / (((8)!) / (sqrt(9)))) | |
| -268 [3] = -(1) - ((sqrt(9)) * (89)) | |
| -267 [3] = (1) * ((sqrt(9)) * (-(89))) | |
| -266 [4] = (19) * (-(8) - ((sqrt(9))!)) | |
| -265 [5] = -((1 - (sqrt(9))) ^ (8) + (9)) | |
| -264 [4] = ((1 + (sqrt(9)))!) * (-(8) - (sqrt(9))) | |
| -262 [5] = -((1 - (sqrt(9))) ^ (8) + ((sqrt(9))!)) | |
| -259 [5] = -((1 - (sqrt(9))) ^ (8) + (sqrt(9))) | |
| -253 [5] = -((1 - (sqrt(9))) ^ (8) - (sqrt(9))) | |
| -250 [5] = -((1 - (sqrt(9))) ^ (8) - ((sqrt(9))!)) | |
| -247 [5] = -((1 - (sqrt(9))) ^ (8) - (9)) | |
| -246 [5] = (1 + (sqrt(sqrt((9) ^ (8))))) * (-(sqrt(9))) | |
| -244 [4] = -(1) - ((sqrt(9)) ^ (8 - (sqrt(9)))) | |
| -243 [3] = ((-(1)) * (sqrt(9))) ^ (8 - (sqrt(9))) | |
| -242 [4] = 1 - ((sqrt(9)) ^ (8 - (sqrt(9)))) | |
| -240 [3] = (1 + (9)) * ((-(8)) * (sqrt(9))) | |
| -225 [4] = (1 + ((sqrt(9)) * (8))) * (-(9)) | |
| -224 [4] = ((1 + (sqrt(9))) * (-((8)!))) / (((sqrt(9))!)!) | |
| -219 [3] = (1 + ((9) * (8))) * (-(sqrt(9))) | |
| -217 [3] = -(1) - ((sqrt(9)) * ((8) * (9))) | |
| -216 [3] = (-(1)) * ((sqrt(9)) * ((8) * (9))) | |
| -215 [3] = 1 - ((sqrt(9)) * ((8) * (9))) | |
| -214 [5] = -(1) - (sqrt(((9)!) / (8) + (9))) | |
| -213 [3] = (1 - ((9) * (8))) * (sqrt(9)) | |
| -212 [5] = 1 - (sqrt(((9)!) / (8) + (9))) | |
| -210 [5] = ((1 + ((sqrt(9))!))!) / ((-(8)) * (sqrt(9))) | |
| -209 [5] = -(1) - (((sqrt(9))!)! - ((8) ^ (sqrt(9)))) | |
| -208 [5] = (-(1)) * (((sqrt(9))!)! - ((8) ^ (sqrt(9)))) | |
| -207 [4] = (1 - ((sqrt(9)) * (8))) * (9) | |
| -204 [3] = -(198) - ((sqrt(9))!) | |
| -201 [5] = ((1 + (sqrt(9)))!) * (-(8)) - (9) | |
| -198 [5] = ((1 + (sqrt(9)))!) * (-(8)) - ((sqrt(9))!) | |
| -195 [5] = ((1 + (sqrt(9)))!) * (-(8)) - (sqrt(9)) | |
| -192 [3] = (1 - (9)) * ((8) * (sqrt(9))) | |
| -189 [5] = ((1 + (sqrt(9)))!) * (-(8)) + (sqrt(9)) | |
| -186 [5] = ((1 + (sqrt(9)))!) * (-(8)) + ((sqrt(9))!) | |
| -183 [5] = ((1 + (sqrt(9)))!) * (-(8)) + (9) | |
| -178 [3] = (1 - (sqrt(9))) * (89) | |
| -171 [5] = (sqrt(sqrt(sqrt((19) ^ (8))))) * (-(9)) | |
| -170 [3] = -((1 + (9)) * (8 + (9))) | |
| -169 [5] = -(1) - (((sqrt(9)) * ((8)!)) / (((sqrt(9))!)!)) | |
| -168 [4] = (1 + ((sqrt(9))!)) * ((-(8)) * (sqrt(9))) | |
| -167 [5] = 1 - (((sqrt(9)) * ((8)!)) / (((sqrt(9))!)!)) | |
| -162 [3] = (1 + (9 + (8))) * (-(9)) | |
| -161 [3] = -((19) * (8) + (9)) | |
| -158 [3] = -((19) * (8)) - ((sqrt(9))!) | |
| -155 [3] = -((19) * (8) + (sqrt(9))) | |
| -154 [3] = -(1) - ((9) * (8 + (9))) | |
| -153 [3] = -(((1) * (9)) * (8 + (9))) | |
| -152 [3] = 1 - ((9) * (8 + (9))) | |
| -150 [4] = (1 + ((sqrt(9)) * (8))) * (-((sqrt(9))!)) | |
| -149 [3] = -((19) * (8) - (sqrt(9))) | |
| -147 [5] = (1 + (((sqrt(9))!) * (8))) * (-(sqrt(9))) | |
| -146 [3] = -((19) * (8)) + ((sqrt(9))!) | |
| -145 [4] = -(1) - (((sqrt(9))!) * ((8) * (sqrt(9)))) | |
| -144 [3] = (1 - (sqrt(9))) * ((8) * (9)) | |
| -143 [4] = 1 - (((sqrt(9))!) * ((8) * (sqrt(9)))) | |
| -141 [5] = (1 - (((sqrt(9))!) * (8))) * (sqrt(9)) | |
| -140 [4] = (1 + (9)) * (-(8) - ((sqrt(9))!)) | |
| -139 [4] = -(19) - ((8 - (sqrt(9)))!) | |
| -138 [4] = (1 - ((sqrt(9)) * (8))) * ((sqrt(9))!) | |
| -136 [2] = (1 - (9)) * (8 + (9)) | |
| -135 [5] = (1 + ((sqrt(9))! + (8))) * (-(9)) | |
| -130 [4] = -(1 + (9)) - ((8 - (sqrt(9)))!) | |
| -129 [4] = -((1) * (9)) - ((8 - (sqrt(9)))!) | |
| -128 [4] = 1 - (9) - ((8 - (sqrt(9)))!) | |
| -127 [4] = -(1) - ((sqrt(9))!) - ((8 - (sqrt(9)))!) | |
| -126 [4] = -(1) + ((sqrt(9) - (8)) ^ (sqrt(9))) | |
| -125 [4] = (1) * ((sqrt(9) - (8)) ^ (sqrt(9))) | |
| -124 [4] = 1 + ((sqrt(9) - (8)) ^ (sqrt(9))) | |
| -123 [4] = (-(1)) * (sqrt(9)) - ((8 - (sqrt(9)))!) | |
| -122 [4] = 1 - (sqrt(9)) - ((8 - (sqrt(9)))!) | |
| -121 [4] = -((1) ^ (9)) - ((8 - (sqrt(9)))!) | |
| -120 [4] = (-((1) ^ (9))) * ((8 - (sqrt(9)))!) | |
| -119 [4] = (1) ^ (9) - ((8 - (sqrt(9)))!) | |
| -118 [4] = -(1) + (sqrt(9)) - ((8 - (sqrt(9)))!) | |
| -117 [4] = sqrt((1) * (9)) - ((8 - (sqrt(9)))!) | |
| -116 [4] = 1 + (sqrt(9)) - ((8 - (sqrt(9)))!) | |
| -115 [4] = -(1) + ((sqrt(9))!) - ((8 - (sqrt(9)))!) | |
| -114 [4] = (sqrt((1) * (9)))! - ((8 - (sqrt(9)))!) | |
| -113 [4] = 1 + ((sqrt(9))!) - ((8 - (sqrt(9)))!) | |
| -112 [4] = (1 - (9)) * (8 + ((sqrt(9))!)) | |
| -111 [4] = (1) * (9) - ((8 - (sqrt(9)))!) | |
| -110 [3] = (1 + (9)) * (-(8) - (sqrt(9))) | |
| -109 [5] = 1 - (((sqrt(9) + (8))!) / ((9)!)) | |
| -108 [3] = (-(1) - (9 + (8))) * ((sqrt(9))!) | |
| -107 [2] = (-(1)) * (98 + (9)) | |
| -106 [2] = 1 - (98 + (9)) | |
| -105 [5] = ((1 + ((sqrt(9))!))!) / ((-(8)) * ((sqrt(9))!)) | |
| -104 [3] = -((1) * (98)) - ((sqrt(9))!) | |
| -103 [4] = -(1) - (((sqrt(9))!) * (8 + (9))) | |
| -102 [3] = ((-(1)) * (9 + (8))) * ((sqrt(9))!) | |
| -101 [4] = 1 - (((sqrt(9))!) * (8 + (9))) | |
| -100 [4] = -(1) - ((9) * (8 + (sqrt(9)))) | |
| -99 [3] = ((1) * (9)) * (-(8) - (sqrt(9))) | |
| -98 [4] = 1 - ((9) * (8 + (sqrt(9)))) | |
| -97 [2] = 1 - (9 + (89)) | |
| -96 [3] = (1 + (sqrt(9))) * ((-(8)) * (sqrt(9))) | |
| -95 [3] = (19) * (-(8) + (sqrt(9))) | |
| -94 [2] = 1 - (98) + (sqrt(9)) | |
| -93 [4] = ((1 + (9))!) / (-((8)!)) - (sqrt(9)) | |
| -92 [3] = -((1) * (98)) + ((sqrt(9))!) | |
| -91 [5] = -(1) - (sqrt(sqrt((9) ^ (8))) + (9)) | |
| -90 [4] = (1 - (sqrt(9) + (8))) * (9) | |
| -89 [3] = (1 + (9)) * (-(8)) - (9) | |
| -88 [3] = (1 - (9)) * (8 + (sqrt(9))) | |
| -87 [4] = ((1 + (9))!) / (-((8)!)) + (sqrt(9)) | |
| -86 [3] = (1 + (9)) * (-(8)) - ((sqrt(9))!) | |
| -85 [4] = (1 - ((sqrt(9))!)) * (8 + (9)) | |
| -84 [4] = ((sqrt((1) * (9)))!) * (-(8) - ((sqrt(9))!)) | |
| -83 [3] = (1 + (9)) * (-(8)) - (sqrt(9)) | |
| -82 [3] = -(1 + (9) + ((8) * (9))) | |
| -81 [3] = -((1) * (9) + ((8) * (9))) | |
| -80 [2] = 1 - (9) - ((8) * (9)) | |
| -79 [3] = -(1) - ((9) * (8)) - ((sqrt(9))!) | |
| -78 [3] = (-(1)) * ((9) * (8)) - ((sqrt(9))!) | |
| -77 [3] = 1 - ((9) * (8)) - ((sqrt(9))!) | |
| -76 [3] = -(1) - (sqrt(9) + ((8) * (9))) | |
| -75 [3] = (-(1)) * (sqrt(9) + ((8) * (9))) | |
| -74 [3] = 1 - (sqrt(9) + ((8) * (9))) | |
| -73 [3] = -((1) ^ (9) + ((8) * (9))) | |
| -72 [3] = -(((1) ^ (9)) * ((8) * (9))) | |
| -71 [2] = (1) ^ (9) - ((8) * (9)) | |
| -70 [3] = -(1) + (sqrt(9) - ((8) * (9))) | |
| -69 [3] = (1) * (sqrt(9) - ((8) * (9))) | |
| -68 [3] = 1 + (sqrt(9) - ((8) * (9))) | |
| -67 [3] = -(1) - ((9) * (8)) + ((sqrt(9))!) | |
| -66 [3] = (-(1)) * ((9) * (8)) + ((sqrt(9))!) | |
| -65 [3] = 1 - ((9) * (8)) + ((sqrt(9))!) | |
| -64 [3] = -(1 - (9) + ((8) * (9))) | |
| -63 [2] = (1) * (9) - ((8) * (9)) | |
| -62 [2] = 1 + (9) - ((8) * (9)) | |
| -61 [3] = (1 - (9)) * (8) + (sqrt(9)) | |
| -60 [4] = (1 - (sqrt(9) + (8))) * ((sqrt(9))!) | |
| -59 [5] = (-(1)) * (sqrt(9)) - (((8)!) / (((sqrt(9))!)!)) | |
| -58 [3] = (1 - (9)) * (8) + ((sqrt(9))!) | |
| -57 [4] = -((1) * (9)) - ((8) * ((sqrt(9))!)) | |
| -56 [4] = 1 - (9) - ((8) * ((sqrt(9))!)) | |
| -55 [3] = (1 - (9)) * (8) + (9) | |
| -54 [3] = (1 + (9 + (8))) * (-(sqrt(9))) | |
| -53 [4] = 1 - ((((9)!) / ((8)!)) * ((sqrt(9))!)) | |
| -52 [3] = -(1) - ((sqrt(9)) * (8 + (9))) | |
| -51 [3] = (-(1)) * ((sqrt(9)) * (8 + (9))) | |
| -50 [3] = 1 - ((sqrt(9)) * (8 + (9))) | |
| -49 [4] = -((1) ^ (9)) - ((8) * ((sqrt(9))!)) | |
| -48 [3] = (1 - (sqrt(9))) * ((8) * (sqrt(9))) | |
| -47 [4] = (1) ^ (9) - ((8) * ((sqrt(9))!)) | |
| -46 [4] = -(1) - ((9) * (8 - (sqrt(9)))) | |
| -45 [3] = ((1) * (9)) * (-(8) + (sqrt(9))) | |
| -44 [3] = (1 + (sqrt(9))) * (-(8) - (sqrt(9))) | |
| -43 [4] = -(1) + ((sqrt(9))!) - ((8) * ((sqrt(9))!)) | |
| -42 [3] = ((1) ^ (9) - (8)) * ((sqrt(9))!) | |
| -41 [4] = 1 + ((sqrt(9))!) - ((8) * ((sqrt(9))!)) | |
| -40 [3] = (1 - (9)) * (8 - (sqrt(9))) | |
| -39 [4] = (1) * (9) - ((8) * ((sqrt(9))!)) | |
| -38 [4] = 1 + (9) - ((8) * ((sqrt(9))!)) | |
| -37 [5] = -(1) - (((sqrt(9))!) ^ (8 - ((sqrt(9))!))) | |
| -36 [4] = (sqrt(-(1) + (9 + (8)))) * (-(9)) | |
| -35 [4] = (1 + ((sqrt(9))!)) * (-(8) + (sqrt(9))) | |
| -34 [3] = -(1 + (9)) - ((8) * (sqrt(9))) | |
| -33 [3] = -((1) * (9)) - ((8) * (sqrt(9))) | |
| -32 [3] = 1 - (9) - ((8) * (sqrt(9))) | |
| -31 [4] = -(1) - (((sqrt(9))!) * (8 - (sqrt(9)))) | |
| -30 [4] = -(((1 + (9))!) / (((8)!) * (sqrt(9)))) | |
| -29 [4] = 1 - (((sqrt(9))!) * (8 - (sqrt(9)))) | |
| -28 [3] = -(1) - (sqrt(9)) - ((8) * (sqrt(9))) | |
| -27 [3] = -(1 + (9) + (8 + (9))) | |
| -26 [3] = -((1) * (9) + (8 + (9))) | |
| -25 [2] = 1 - (9) - (8 + (9)) | |
| -24 [3] = (-(1)) * (((9) * (8)) / (sqrt(9))) | |
| -23 [3] = 1 - (((9) * (8)) / (sqrt(9))) | |
| -22 [3] = (1 - (sqrt(9))) * (8 + (sqrt(9))) | |
| -21 [3] = -(1) - (sqrt(9) + (8 + (9))) | |
| -20 [3] = (-(1)) * (sqrt(9) + (8 + (9))) | |
| -19 [3] = 1 - (sqrt(9) + (8 + (9))) | |
| -18 [3] = -((1) ^ (9) + (8 + (9))) | |
| -17 [3] = -(((1) ^ (9)) * (8 + (9))) | |
| -16 [2] = (1) ^ (9) - (8 + (9)) | |
| -15 [3] = -(1) + (sqrt(9) - (8 + (9))) | |
| -14 [3] = (1) * (sqrt(9) - (8 + (9))) | |
| -13 [3] = 1 + (sqrt(9) - (8 + (9))) | |
| -12 [3] = -((1) ^ (9)) - (8 + (sqrt(9))) | |
| -11 [3] = -(1 + (9) - (8 - (9))) | |
| -10 [2] = (1 + (9)) * (8 - (9)) | |
| -9 [2] = 1 - (9) + (8 - (9)) | |
| -8 [2] = (1) * (9) - (8 + (9)) | |
| -7 [2] = 1 + (9) - (8 + (9)) | |
| -6 [3] = -((1) ^ (9)) - (8 - (sqrt(9))) | |
| -5 [3] = -(1) - (sqrt(9) - (8 - (9))) | |
| -4 [3] = (-(1)) * (sqrt(9) - (8 - (9))) | |
| -3 [3] = 1 - (sqrt(9) - (8 - (9))) | |
| -2 [3] = -((1) ^ (9) - (8 - (9))) | |
| -1 [2] = ((1) ^ (9)) * (8 - (9)) | |
| 0 [2] = (1) ^ (9) + (8 - (9)) | |
| 1 [2] = ((1) ^ (9)) ^ (8 + (9)) | |
| 2 [2] = (1) ^ (9) - (8 - (9)) | |
| 3 [3] = sqrt(1 + (9) + (8 - (9))) | |
| 4 [3] = (1) * (sqrt(9) - (8 - (9))) | |
| 5 [3] = 1 + (sqrt(9) - (8 - (9))) | |
| 6 [3] = (1) ^ (9) + (8 - (sqrt(9))) | |
| 7 [3] = -(1 + (9) - (8 + (9))) | |
| 8 [2] = (1 - (9)) * (8 - (9)) | |
| 9 [2] = 1 + (9) + (8 - (9)) | |
| 10 [2] = (1) * (9) - (8 - (9)) | |
| 11 [2] = 1 + (9) - (8 - (9)) | |
| 12 [3] = (1) ^ (9) + (8 + (sqrt(9))) | |
| 13 [3] = -(1) - (sqrt(9) - (8 + (9))) | |
| 14 [3] = (1) * (9 + (8) - (sqrt(9))) | |
| 15 [3] = 1 - (sqrt(9) - (8 + (9))) | |
| 16 [3] = -((1) ^ (9) - (8 + (9))) | |
| 17 [2] = ((1) ^ (9)) * (8 + (9)) | |
| 18 [2] = (1) ^ (9) + (8 + (9)) | |
| 19 [3] = -(1) + (sqrt(9) + (8 + (9))) | |
| 20 [3] = (1) * (sqrt(9) + (8 + (9))) | |
| 21 [3] = 1 + (sqrt(9) + (8 + (9))) | |
| 22 [3] = 1 - (sqrt(9)) + ((8) * (sqrt(9))) | |
| 23 [3] = -(1) + (((9) * (8)) / (sqrt(9))) | |
| 24 [3] = (1) * (((9) * (8)) / (sqrt(9))) | |
| 25 [3] = -(1 - (9) - (8 + (9))) | |
| 26 [2] = (1) * (9) + (8 + (9)) | |
| 27 [2] = 1 + (9) + (8 + (9)) | |
| 28 [3] = 1 + (sqrt(9)) + ((8) * (sqrt(9))) | |
| 29 [4] = -(1) + (((sqrt(9))!) * (8 - (sqrt(9)))) | |
| 30 [3] = ((1 + (9))!) / (((8)!) * (sqrt(9))) | |
| 31 [4] = 1 + (((sqrt(9))!) * (8 - (sqrt(9)))) | |
| 32 [3] = -(1 - (9)) + ((8) * (sqrt(9))) | |
| 33 [3] = (1) * (9) + ((8) * (sqrt(9))) | |
| 34 [3] = 1 + (9) + ((8) * (sqrt(9))) | |
| 35 [4] = (1 + (sqrt(9)))! + (8 + (sqrt(9))) | |
| 36 [4] = ((sqrt((1) * (9)))!) ^ (8 - ((sqrt(9))!)) | |
| 37 [5] = 1 + (((sqrt(9))!) ^ (8 - ((sqrt(9))!))) | |
| 38 [4] = -(1 + (9)) + ((8) * ((sqrt(9))!)) | |
| 39 [4] = -((1) * (9)) + ((8) * ((sqrt(9))!)) | |
| 40 [3] = (1 - (9)) * (-(8) + (sqrt(9))) | |
| 41 [4] = (1 + (sqrt(9)))! + (8 + (9)) | |
| 42 [4] = -(((1) ^ (9) - (8)) * ((sqrt(9))!)) | |
| 43 [4] = 1 - ((sqrt(9))!) + ((8) * ((sqrt(9))!)) | |
| 44 [3] = (1 + (sqrt(9))) * (8 + (sqrt(9))) | |
| 45 [3] = ((1) * (9)) * (8 - (sqrt(9))) | |
| 46 [4] = 1 + ((9) * (8 - (sqrt(9)))) | |
| 47 [4] = -((1) ^ (9)) + ((8) * ((sqrt(9))!)) | |
| 48 [3] = (1 - (sqrt(9))) * ((-(8)) * (sqrt(9))) | |
| 49 [4] = (1) ^ (9) + ((8) * ((sqrt(9))!)) | |
| 50 [3] = -(1) + ((sqrt(9)) * (8 + (9))) | |
| 51 [3] = (1) * ((sqrt(9)) * (8 + (9))) | |
| 52 [3] = 1 + ((sqrt(9)) * (8 + (9))) | |
| 53 [4] = -(1) + ((((9)!) / ((8)!)) * ((sqrt(9))!)) | |
| 54 [3] = (1 + (9 + (8))) * (sqrt(9)) | |
| 55 [3] = (1 - (9)) * (-(8)) - (9) | |
| 56 [4] = -(1 - (9)) + ((8) * ((sqrt(9))!)) | |
| 57 [4] = (1) * (9) + ((8) * ((sqrt(9))!)) | |
| 58 [3] = (1 - (9)) * (-(8)) - ((sqrt(9))!) | |
| 59 [5] = sqrt((1) * (9)) + (((8)!) / (((sqrt(9))!)!)) | |
| 60 [4] = (1 - (sqrt(9) + (8))) * (-((sqrt(9))!)) | |
| 61 [3] = (1 - (9)) * (-(8)) - (sqrt(9)) | |
| 62 [3] = -(1 + (9) - ((8) * (9))) | |
| 63 [3] = -((1) * (9) - ((8) * (9))) | |
| 64 [2] = 1 - (9) + ((8) * (9)) | |
| 65 [3] = -(1) + ((9) * (8)) - ((sqrt(9))!) | |
| 66 [3] = (1) * ((9) * (8)) - ((sqrt(9))!) | |
| 67 [3] = 1 + ((9) * (8)) - ((sqrt(9))!) | |
| 68 [3] = -(1) - (sqrt(9) - ((8) * (9))) | |
| 69 [3] = (1) * ((9) * (8) - (sqrt(9))) | |
| 70 [3] = 1 - (sqrt(9) - ((8) * (9))) | |
| 71 [3] = -((1) ^ (9) - ((8) * (9))) | |
| 72 [2] = ((1) ^ (9)) * ((8) * (9)) | |
| 73 [2] = (1) ^ (9) + ((8) * (9)) | |
| 74 [3] = -(1) + (sqrt(9) + ((8) * (9))) | |
| 75 [3] = (1) * (sqrt(9) + ((8) * (9))) | |
| 76 [3] = 1 + (sqrt(9) + ((8) * (9))) | |
| 77 [3] = -(1) + ((9) * (8)) + ((sqrt(9))!) | |
| 78 [3] = (1) * ((9) * (8)) + ((sqrt(9))!) | |
| 79 [3] = 1 + ((9) * (8)) + ((sqrt(9))!) | |
| 80 [3] = -(1 - (9) - ((8) * (9))) | |
| 81 [2] = (1) * (9) + ((8) * (9)) | |
| 82 [2] = 1 + (9) + ((8) * (9)) | |
| 83 [3] = (1 + (9)) * (8) + (sqrt(9)) | |
| 84 [4] = ((sqrt((1) * (9)))!) * (8 + ((sqrt(9))!)) | |
| 85 [4] = (1 - ((sqrt(9))!)) * (-(8 + (9))) | |
| 86 [3] = (1 + (9)) * (8) + ((sqrt(9))!) | |
| 87 [4] = ((1 + (9))!) / ((8)!) - (sqrt(9)) | |
| 88 [3] = (1 - (9)) * (-(8) - (sqrt(9))) | |
| 89 [3] = (1 + (9)) * (8) + (9) | |
| 90 [4] = (1 - (sqrt(9) + (8))) * (-(9)) | |
| 91 [5] = 1 + (sqrt(sqrt((9) ^ (8))) + (9)) | |
| 92 [3] = (1) * (98) - ((sqrt(9))!) | |
| 93 [4] = ((1 + (9))!) / ((8)!) + (sqrt(9)) | |
| 94 [5] = sqrt(sqrt((1 + (9)) ^ (8))) - ((sqrt(9))!) | |
| 95 [3] = (19) * (8 - (sqrt(9))) | |
| 96 [3] = (1 + (sqrt(9))) * ((8) * (sqrt(9))) | |
| 97 [5] = sqrt(sqrt((1 + (9)) ^ (8))) - (sqrt(9)) | |
| 98 [4] = -(1) + ((9) * (8 + (sqrt(9)))) | |
| 99 [3] = ((1) * (9)) * (8 + (sqrt(9))) | |
| 100 [4] = 1 + ((9) * (8 + (sqrt(9)))) | |
| 101 [4] = -(1) + (((sqrt(9))!) * (8 + (9))) | |
| 102 [3] = ((1) * (9 + (8))) * ((sqrt(9))!) | |
| 103 [4] = 1 + (((sqrt(9))!) * (8 + (9))) | |
| 104 [3] = (1) * (98) + ((sqrt(9))!) | |
| 105 [5] = ((1 + ((sqrt(9))!))!) / ((8) * ((sqrt(9))!)) | |
| 106 [5] = (-(1) + ((sqrt(9))!))! - (8 + ((sqrt(9))!)) | |
| 107 [2] = (1) * (98 + (9)) | |
| 108 [3] = (1 + (9 + (8))) * ((sqrt(9))!) | |
| 109 [5] = -(1) + (((sqrt(9) + (8))!) / ((9)!)) | |
| 110 [3] = (1 + (9)) * (8 + (sqrt(9))) | |
| 111 [4] = -((1) * (9)) + ((8 - (sqrt(9)))!) | |
| 112 [4] = 1 - (9) + ((8 - (sqrt(9)))!) | |
| 113 [4] = -(1) - ((sqrt(9))!) + ((8 - (sqrt(9)))!) | |
| 114 [4] = (-(1)) * ((sqrt(9))!) + ((8 - (sqrt(9)))!) | |
| 115 [4] = 1 - ((sqrt(9))!) + ((8 - (sqrt(9)))!) | |
| 116 [4] = -(1) - (sqrt(9)) + ((8 - (sqrt(9)))!) | |
| 117 [4] = (-(1)) * (sqrt(9)) + ((8 - (sqrt(9)))!) | |
| 118 [4] = 1 - (sqrt(9)) + ((8 - (sqrt(9)))!) | |
| 119 [4] = -((1) ^ (9)) + ((8 - (sqrt(9)))!) | |
| 120 [4] = (1 + (sqrt(9) - (8 - (9))))! | |
| 121 [4] = (1) ^ (9) + ((8 - (sqrt(9)))!) | |
| 122 [4] = -(1) + (sqrt(9)) + ((8 - (sqrt(9)))!) | |
| 123 [4] = sqrt((1) * (9)) + ((8 - (sqrt(9)))!) | |
| 124 [4] = -(1) - ((sqrt(9) - (8)) ^ (sqrt(9))) | |
| 125 [4] = (-(1)) * ((sqrt(9) - (8)) ^ (sqrt(9))) | |
| 126 [4] = 1 - ((sqrt(9) - (8)) ^ (sqrt(9))) | |
| 127 [4] = 1 + ((sqrt(9))!) + ((8 - (sqrt(9)))!) | |
| 128 [4] = -(1 - (9)) + ((8 - (sqrt(9)))!) | |
| 129 [4] = (1) * (9) + ((8 - (sqrt(9)))!) | |
| 130 [4] = 1 + (9) + ((8 - (sqrt(9)))!) | |
| 131 [5] = (-(1) + ((sqrt(9))!))! + (8 + (sqrt(9))) | |
| 134 [5] = (-(1) + ((sqrt(9))!))! + (8 + ((sqrt(9))!)) | |
| 135 [5] = (1 + ((sqrt(9))! + (8))) * (9) | |
| 136 [3] = -((1 - (9)) * (8 + (9))) | |
| 137 [5] = (-(1) + ((sqrt(9))!))! + (8 + (9)) | |
| 138 [4] = (1 - ((sqrt(9)) * (8))) * (-((sqrt(9))!)) | |
| 139 [4] = 19 + ((8 - (sqrt(9)))!) | |
| 140 [4] = (1 + (9)) * (8 + ((sqrt(9))!)) | |
| 141 [5] = (1 - (((sqrt(9))!) * (8))) * (-(sqrt(9))) | |
| 143 [4] = -(1) + (((sqrt(9))!) * ((8) * (sqrt(9)))) | |
| 144 [3] = (1 - (sqrt(9))) * (-((8) * (9))) | |
| 145 [4] = 1 + (((sqrt(9))!) * ((8) * (sqrt(9)))) | |
| 146 [3] = (19) * (8) - ((sqrt(9))!) | |
| 147 [5] = (1 + (((sqrt(9))!) * (8))) * (sqrt(9)) | |
| 149 [2] = (19) * (8) - (sqrt(9)) | |
| 150 [4] = (1 + ((sqrt(9)) * (8))) * ((sqrt(9))!) | |
| 152 [3] = -(1) + ((9) * (8 + (9))) | |
| 153 [2] = ((1) * (9)) * (8 + (9)) | |
| 154 [3] = 1 + ((9) * (8 + (9))) | |
| 155 [2] = (19) * (8) + (sqrt(9)) | |
| 158 [3] = (19) * (8) + ((sqrt(9))!) | |
| 161 [2] = (19) * (8) + (9) | |
| 162 [3] = (1 + (9 + (8))) * (9) | |
| 167 [5] = -(1) + (((sqrt(9)) * ((8)!)) / (((sqrt(9))!)!)) | |
| 168 [4] = (1 + ((sqrt(9))!)) * ((8) * (sqrt(9))) | |
| 169 [5] = 1 + (((sqrt(9)) * ((8)!)) / (((sqrt(9))!)!)) | |
| 170 [2] = (1 + (9)) * (8 + (9)) | |
| 171 [5] = (sqrt(sqrt(sqrt((19) ^ (8))))) * (9) | |
| 176 [5] = (-(1) + ((sqrt(9))!))! + (((8)!) / (((sqrt(9))!)!)) | |
| 178 [3] = (1 - (sqrt(9))) * (-(89)) | |
| 183 [5] = ((1 + (sqrt(9)))!) * (8) - (9) | |
| 186 [5] = ((1 + (sqrt(9)))!) * (8) - ((sqrt(9))!) | |
| 189 [5] = ((1 + (sqrt(9)))!) * (8) - (sqrt(9)) | |
| 192 [3] = (1 - (9)) * ((-(8)) * (sqrt(9))) | |
| 195 [5] = ((1 + (sqrt(9)))!) * (8) + (sqrt(9)) | |
| 198 [5] = ((1 + (sqrt(9)))!) * (8) + ((sqrt(9))!) | |
| 199 [5] = sqrt((1) ^ (9) + ((8)!) - (((sqrt(9))!)!)) | |
| 201 [5] = ((1 + (sqrt(9)))!) * (8) + (9) | |
| 204 [3] = 198 + ((sqrt(9))!) | |
| 207 [4] = (1 - ((sqrt(9)) * (8))) * (-(9)) | |
| 208 [5] = (1) * (((sqrt(9))!)! - ((8) ^ (sqrt(9)))) | |
| 209 [5] = 1 + (((sqrt(9))!)! - ((8) ^ (sqrt(9)))) | |
| 210 [5] = ((1 + ((sqrt(9))!))!) / ((8) * (sqrt(9))) | |
| 212 [5] = -(1) + (sqrt(((9)!) / (8) + (9))) | |
| 213 [3] = (1 - ((9) * (8))) * (-(sqrt(9))) | |
| 214 [5] = 1 + (sqrt(((9)!) / (8) + (9))) | |
| 215 [3] = -(1) + ((sqrt(9)) * ((8) * (9))) | |
| 216 [3] = (1) * ((sqrt(9)) * ((8) * (9))) | |
| 217 [3] = 1 + ((sqrt(9)) * ((8) * (9))) | |
| 219 [3] = (1 + ((9) * (8))) * (sqrt(9)) | |
| 224 [4] = ((1 + (sqrt(9))) * ((8)!)) / (((sqrt(9))!)!) | |
| 225 [4] = (1 + ((sqrt(9)) * (8))) * (9) | |
| 240 [3] = (1 + (9)) * ((8) * (sqrt(9))) | |
| 242 [4] = -(1) + ((sqrt(9)) ^ (8 - (sqrt(9)))) | |
| 243 [3] = (sqrt((1) * (9))) ^ (8 - (sqrt(9))) | |
| 244 [4] = 1 + ((sqrt(9)) ^ (8 - (sqrt(9)))) | |
| 246 [5] = (1 + (sqrt(sqrt((9) ^ (8))))) * (sqrt(9)) | |
| 247 [4] = (1 - (sqrt(9))) ^ (8) - (9) | |
| 250 [4] = (1 - (sqrt(9))) ^ (8) - ((sqrt(9))!) | |
| 253 [4] = (1 - (sqrt(9))) ^ (8) - (sqrt(9)) | |
| 259 [4] = (1 - (sqrt(9))) ^ (8) + (sqrt(9)) | |
| 262 [4] = (1 - (sqrt(9))) ^ (8) + ((sqrt(9))!) | |
| 264 [4] = ((1 + (sqrt(9)))!) * (8 + (sqrt(9))) | |
| 265 [4] = (1 - (sqrt(9))) ^ (8) + (9) | |
| 266 [4] = (19) * (8 + ((sqrt(9))!)) | |
| 267 [3] = (1) * ((sqrt(9)) * (89)) | |
| 268 [3] = 1 + ((sqrt(9)) * (89)) | |
| 270 [3] = ((1 + (9))!) / (((8)!) / (sqrt(9))) | |
| 280 [5] = (1 - ((sqrt(9))!)) * ((-((8)!)) / (((sqrt(9))!)!)) | |
| 282 [5] = (1 - (((sqrt(9))!) * (8))) * (-((sqrt(9))!)) | |
| 287 [5] = -(1) + (((sqrt(9))!) * ((8) * ((sqrt(9))!))) | |
| 288 [3] = (1 + (sqrt(9))) * ((8) * (9)) | |
| 289 [5] = 1 + (((sqrt(9))!) * ((8) * ((sqrt(9))!))) | |
| 291 [3] = -((1 - (98)) * (sqrt(9))) | |
| 293 [3] = -(1) + ((98) * (sqrt(9))) | |
| 294 [5] = (1 + (((sqrt(9))!) * (8))) * ((sqrt(9))!) | |
| 295 [3] = 1 + ((98) * (sqrt(9))) | |
| 297 [2] = (1 + (98)) * (sqrt(9)) | |
| 300 [5] = sqrt((sqrt((1 + (9)) ^ (8))) * (9)) | |
| 323 [2] = (19) * (8 + (9)) | |
| 335 [5] = -(1) + ((((sqrt(9))!) * ((8)!)) / (((sqrt(9))!)!)) | |
| 336 [4] = ((-(1 - (9)))!) / ((8 - (sqrt(9)))!) | |
| 337 [5] = 1 + ((((sqrt(9))!) * ((8)!)) / (((sqrt(9))!)!)) | |
| 342 [3] = ((19)!) / ((8 + (9))!) | |
| 343 [4] = -(((1) ^ (9) - (8)) ^ (sqrt(9))) | |
| 352 [4] = sqrt(sqrt((19) ^ (8))) - (9) | |
| 355 [4] = sqrt(sqrt((19) ^ (8))) - ((sqrt(9))!) | |
| 356 [3] = (1 + (sqrt(9))) * (89) | |
| 358 [4] = sqrt(sqrt((19) ^ (8))) - (sqrt(9)) | |
| 359 [5] = -(1) + ((sqrt(9)) * ((8 - (sqrt(9)))!)) | |
| 360 [4] = (sqrt((1) * (9))) * ((8 - (sqrt(9)))!) | |
| 361 [5] = 1 + ((sqrt(9)) * ((8 - (sqrt(9)))!)) | |
| 364 [4] = sqrt(sqrt((19) ^ (8))) + (sqrt(9)) | |
| 367 [4] = sqrt(sqrt((19) ^ (8))) + ((sqrt(9))!) | |
| 370 [4] = sqrt(sqrt((19) ^ (8))) + (9) | |
| 384 [3] = ((1 - (9)) * (-(8))) * ((sqrt(9))!) | |
| 392 [5] = (1 + ((sqrt(9))!)) * (((8)!) / (((sqrt(9))!)!)) | |
| 408 [4] = ((1 + (sqrt(9)))!) * (8 + (9)) | |
| 423 [5] = (1 - (((sqrt(9))!) * (8))) * (-(9)) | |
| 426 [3] = (-(1) + ((9) * (8))) * ((sqrt(9))!) | |
| 431 [4] = -(1) + (((sqrt(9))!) * ((8) * (9))) | |
| 432 [3] = ((1) * ((9) * (8))) * ((sqrt(9))!) | |
| 433 [4] = 1 + (((sqrt(9))!) * ((8) * (9))) | |
| 438 [3] = (1 + ((9) * (8))) * ((sqrt(9))!) | |
| 441 [5] = (1 + (((sqrt(9))!) * (8))) * (9) | |
| 445 [4] = (1 - ((sqrt(9))!)) * (-(89)) | |
| 447 [5] = -(1) + (((9)! - ((8)!)) / (((sqrt(9))!)!)) | |
| 448 [4] = (-((1 - (9)) * ((8)!))) / (((sqrt(9))!)!) | |
| 449 [5] = 1 + (((9)! - ((8)!)) / (((sqrt(9))!)!)) | |
| 456 [2] = ((19) * (8)) * (sqrt(9)) | |
| 464 [5] = -((1 - (sqrt(9))) ^ (8) - (((sqrt(9))!)!)) | |
| 480 [3] = ((1 + (9)) * (8)) * ((sqrt(9))!) | |
| 485 [5] = -(1) + ((sqrt(sqrt((9) ^ (8)))) * ((sqrt(9))!)) | |
| 486 [5] = (1) * ((sqrt(sqrt((9) ^ (8)))) * ((sqrt(9))!)) | |
| 487 [5] = 1 + ((sqrt(sqrt((9) ^ (8)))) * ((sqrt(9))!)) | |
| 488 [5] = -((1 + (sqrt(9)))! - ((8) ^ (sqrt(9)))) | |
| 492 [5] = (1 + (sqrt(sqrt((9) ^ (8))))) * ((sqrt(9))!) | |
| 493 [3] = -(19) + ((8) ^ (sqrt(9))) | |
| 502 [3] = -(1 + (9)) + ((8) ^ (sqrt(9))) | |
| 503 [3] = -((1) * (9)) + ((8) ^ (sqrt(9))) | |
| 504 [3] = 1 - (9) + ((8) ^ (sqrt(9))) | |
| 505 [4] = -(1) - ((sqrt(9))! - ((8) ^ (sqrt(9)))) | |
| 506 [4] = (-(1)) * ((sqrt(9))! - ((8) ^ (sqrt(9)))) | |
| 507 [4] = 1 - ((sqrt(9))! - ((8) ^ (sqrt(9)))) | |
| 508 [3] = -(1) - (sqrt(9)) + ((8) ^ (sqrt(9))) | |
| 509 [3] = (-(1)) * (sqrt(9)) + ((8) ^ (sqrt(9))) | |
| 510 [3] = 1 - (sqrt(9)) + ((8) ^ (sqrt(9))) | |
| 511 [3] = -((1) ^ (9)) + ((8) ^ (sqrt(9))) | |
| 512 [3] = ((1) ^ (9)) * ((8) ^ (sqrt(9))) | |
| 513 [3] = (1) ^ (9) + ((8) ^ (sqrt(9))) | |
| 514 [3] = -(1) + (sqrt(9)) + ((8) ^ (sqrt(9))) | |
| 515 [3] = sqrt((1) * (9)) + ((8) ^ (sqrt(9))) | |
| 516 [3] = 1 + (sqrt(9)) + ((8) ^ (sqrt(9))) | |
| 517 [4] = -(1) + ((sqrt(9))! + ((8) ^ (sqrt(9)))) | |
| 518 [4] = (1) * ((sqrt(9))! + ((8) ^ (sqrt(9)))) | |
| 519 [4] = 1 + ((sqrt(9))! + ((8) ^ (sqrt(9)))) | |
| 520 [3] = -(1 - (9)) + ((8) ^ (sqrt(9))) | |
| 521 [3] = (1) * (9) + ((8) ^ (sqrt(9))) | |
| 522 [3] = 1 + (9) + ((8) ^ (sqrt(9))) | |
| 528 [5] = ((1 + (sqrt(9)))!) * (-(8)) + (((sqrt(9))!)!) | |
| 531 [3] = 19 + ((8) ^ (sqrt(9))) | |
| 533 [4] = -(1) + (((sqrt(9))!) * (89)) | |
| 534 [4] = (1) * (((sqrt(9))!) * (89)) | |
| 535 [4] = 1 + (((sqrt(9))!) * (89)) | |
| 536 [4] = (1 + (sqrt(9)))! + ((8) ^ (sqrt(9))) | |
| 540 [4] = ((1 + (9))!) / (((8)!) / ((sqrt(9))!)) | |
| 559 [5] = -(1) + (((9)! + ((8)!)) / (((sqrt(9))!)!)) | |
| 560 [4] = ((-(1 - (9)))!) / ((8) * (9)) | |
| 561 [5] = 1 + (((9)! + ((8)!)) / (((sqrt(9))!)!)) | |
| 568 [4] = -((19) * (8)) + (((sqrt(9))!)!) | |
| 576 [3] = -((1 - (9)) * ((8) * (9))) | |
| 582 [3] = (-(1 - (98))) * ((sqrt(9))!) | |
| 587 [4] = -(1) + ((98) * ((sqrt(9))!)) | |
| 588 [3] = ((1) * (98)) * ((sqrt(9))!) | |
| 589 [4] = 1 + ((98) * ((sqrt(9))!)) | |
| 594 [3] = (1 + (98)) * ((sqrt(9))!) | |
| 599 [5] = -(1) + (((sqrt(9))!)! - ((8 - (sqrt(9)))!)) | |
| 600 [4] = (-(1) + ((sqrt(9))!)) * ((8 - (sqrt(9)))!) | |
| 601 [5] = 1 + (((sqrt(9))!)! - ((8 - (sqrt(9)))!)) | |
| 603 [5] = sqrt(1 + ((9)! + (8)) + (((sqrt(9))!)!)) | |
| 621 [4] = -(1 + (98)) + (((sqrt(9))!)!) | |
| 622 [4] = -((1) * (98)) + (((sqrt(9))!)!) | |
| 623 [4] = 1 - (98) + (((sqrt(9))!)!) | |
| 630 [4] = (((1 + (9))!) / (8)) / (((sqrt(9))!)!) | |
| 631 [5] = (1) * (((sqrt(9))!)! - (89)) | |
| 632 [5] = (-(1) + ((sqrt(9))!))! + ((8) ^ (sqrt(9))) | |
| 638 [5] = -(1) - (sqrt(sqrt((9) ^ (8))) - (((sqrt(9))!)!)) | |
| 639 [3] = (1 - ((9) * (8))) * (-(9)) | |
| 640 [4] = (1 + (9)) * (-(8)) + (((sqrt(9))!)!) | |
| 647 [3] = -(1) + ((9) * ((8) * (9))) | |
| 648 [2] = ((1) * (9)) * ((8) * (9)) | |
| 649 [3] = 1 + ((9) * ((8) * (9))) | |
| 656 [4] = (1 - (9)) * (8) + (((sqrt(9))!)!) | |
| 657 [3] = (1 + ((9) * (8))) * (9) | |
| 663 [5] = -(1) + (((sqrt(9))!)!) - (((8)!) / (((sqrt(9))!)!)) | |
| 664 [5] = ((sqrt((1) * (9)))!)! - (((8)!) / (((sqrt(9))!)!)) | |
| 665 [5] = 1 + (((sqrt(9))!)!) - (((8)!) / (((sqrt(9))!)!)) | |
| 671 [5] = -(1) + (((sqrt(9))!)! - ((8) * ((sqrt(9))!))) | |
| 672 [5] = (1) * (((sqrt(9))!)! - ((8) * ((sqrt(9))!))) | |
| 673 [5] = 1 + (((sqrt(9))!)! - ((8) * ((sqrt(9))!))) | |
| 680 [5] = (1 - ((sqrt(9))!)) * (8) + (((sqrt(9))!)!) | |
| 688 [4] = (1 + (sqrt(9))) * (-(8)) + (((sqrt(9))!)!) | |
| 693 [4] = -(19 + (8)) + (((sqrt(9))!)!) | |
| 695 [4] = -(1) - ((sqrt(9)) * (8)) + (((sqrt(9))!)!) | |
| 696 [4] = (1) * ((sqrt(9)) * (-(8))) + (((sqrt(9))!)!) | |
| 697 [4] = 1 - ((sqrt(9)) * (8)) + (((sqrt(9))!)!) | |
| 702 [4] = -(1) - (9 + (8)) + (((sqrt(9))!)!) | |
| 703 [4] = (-(1)) * (9 + (8)) + (((sqrt(9))!)!) | |
| 704 [4] = 1 - (9 + (8)) + (((sqrt(9))!)!) | |
| 705 [5] = -(1) + (((sqrt(9))!)! - (8 + ((sqrt(9))!))) | |
| 706 [5] = (1) * (((sqrt(9))!)! - (8 + ((sqrt(9))!))) | |
| 707 [5] = 1 + (((sqrt(9))!)! - (8 + ((sqrt(9))!))) | |
| 708 [4] = -(1) - (sqrt(9) + (8)) + (((sqrt(9))!)!) | |
| 709 [4] = (-(1)) * (sqrt(9) + (8)) + (((sqrt(9))!)!) | |
| 710 [4] = 1 - (sqrt(9) + (8)) + (((sqrt(9))!)!) | |
| 711 [4] = -((1) ^ (9) + (8)) + (((sqrt(9))!)!) | |
| 712 [4] = ((1) ^ (9)) * (-(8)) + (((sqrt(9))!)!) | |
| 713 [4] = (1) ^ (9) - (8) + (((sqrt(9))!)!) | |
| 714 [4] = -(1) + (sqrt(9) - (8)) + (((sqrt(9))!)!) | |
| 715 [4] = (1) * (sqrt(9) - (8)) + (((sqrt(9))!)!) | |
| 716 [4] = 1 + (sqrt(9) - (8)) + (((sqrt(9))!)!) | |
| 717 [5] = -(sqrt((1) ^ (9) + (8)) - (((sqrt(9))!)!)) | |
| 718 [4] = -(1) - (9 - (8)) + (((sqrt(9))!)!) | |
| 719 [4] = (-(1)) ^ (9 + (8)) + (((sqrt(9))!)!) | |
| 720 [2] = (1 + (9)) * ((8) * (9)) | |
| 721 [4] = (1) ^ (9 + (8)) + (((sqrt(9))!)!) | |
| 722 [4] = 1 + (9 - (8)) + (((sqrt(9))!)!) | |
| 723 [4] = sqrt((1) ^ (9) + (8)) + (((sqrt(9))!)!) | |
| 724 [4] = sqrt(-(1) + (9 + (8))) + (((sqrt(9))!)!) | |
| 725 [4] = (-(1)) * (sqrt(9) - (8)) + (((sqrt(9))!)!) | |
| 726 [4] = 1 - (sqrt(9) - (8)) + (((sqrt(9))!)!) | |
| 727 [4] = -((1) ^ (9) - (8)) + (((sqrt(9))!)!) | |
| 728 [4] = -(1) + ((sqrt((9) ^ (8))) / (9)) | |
| 729 [3] = ((1) ^ (9) + (8)) ^ (sqrt(9)) | |
| 730 [4] = 1 + ((sqrt((9) ^ (8))) / (9)) | |
| 731 [4] = (1) * (sqrt(9) + (8)) + (((sqrt(9))!)!) | |
| 732 [4] = 1 + (sqrt(9) + (8)) + (((sqrt(9))!)!) | |
| 733 [5] = -(1) + (((sqrt(9))!)! + (8 + ((sqrt(9))!))) | |
| 734 [5] = (1) * (((sqrt(9))!)! + (8 + ((sqrt(9))!))) | |
| 735 [5] = 1 + (((sqrt(9))!)! + (8 + ((sqrt(9))!))) | |
| 736 [4] = -(1) + (9 + (8)) + (((sqrt(9))!)!) | |
| 737 [4] = (1) * (9 + (8)) + (((sqrt(9))!)!) | |
| 738 [4] = 1 + (9 + (8)) + (((sqrt(9))!)!) | |
| 739 [5] = sqrt(sqrt(sqrt((19) ^ (8)))) + (((sqrt(9))!)!) | |
| 743 [4] = -(1) + ((sqrt(9)) * (8)) + (((sqrt(9))!)!) | |
| 744 [4] = (1) * ((sqrt(9)) * (8)) + (((sqrt(9))!)!) | |
| 745 [4] = 1 + ((sqrt(9)) * (8)) + (((sqrt(9))!)!) | |
| 747 [4] = 19 + (8) + (((sqrt(9))!)!) | |
| 752 [4] = (1 + (sqrt(9))) * (8) + (((sqrt(9))!)!) | |
| 760 [5] = (1 - ((sqrt(9))!)) * (-(8)) + (((sqrt(9))!)!) | |
| 767 [5] = -(1) + (((sqrt(9))!)! + ((8) * ((sqrt(9))!))) | |
| 768 [4] = ((1 - (sqrt(9))) ^ (8)) * (sqrt(9)) | |
| 769 [5] = 1 + (((sqrt(9))!)! + ((8) * ((sqrt(9))!))) | |
| 775 [5] = -(1) + (((sqrt(9))!)!) + (((8)!) / (((sqrt(9))!)!)) | |
| 776 [5] = ((sqrt((1) * (9)))!)! + (((8)!) / (((sqrt(9))!)!)) | |
| 777 [5] = 1 + (((sqrt(9))!)!) + (((8)!) / (((sqrt(9))!)!)) | |
| 784 [4] = (1 - (9)) * (-(8)) + (((sqrt(9))!)!) | |
| 791 [4] = -(1) + ((9) * (8)) + (((sqrt(9))!)!) | |
| 792 [4] = (1) * ((9) * (8)) + (((sqrt(9))!)!) | |
| 793 [4] = 1 + ((9) * (8)) + (((sqrt(9))!)!) | |
| 800 [4] = (1 + (9)) * (8) + (((sqrt(9))!)!) | |
| 801 [5] = (1) * (sqrt(sqrt((9) ^ (8))) + (((sqrt(9))!)!)) | |
| 802 [5] = 1 + (sqrt(sqrt((9) ^ (8))) + (((sqrt(9))!)!)) | |
| 808 [5] = -(1) + (((sqrt(9))!)! + (89)) | |
| 809 [5] = (1) * (((sqrt(9))!)! + (89)) | |
| 810 [3] = ((1 + (9))!) / (((8)!) / (9)) | |
| 817 [4] = -(1 - (98)) + (((sqrt(9))!)!) | |
| 818 [4] = (1) * (98) + (((sqrt(9))!)!) | |
| 819 [4] = 1 + (98) + (((sqrt(9))!)!) | |
| 820 [5] = sqrt(sqrt((1 + (9)) ^ (8))) + (((sqrt(9))!)!) | |
| 832 [5] = (-(1) + ((sqrt(9))!))! - (8 - (((sqrt(9))!)!)) | |
| 839 [5] = -(1) + (((sqrt(9))!)! + ((8 - (sqrt(9)))!)) | |
| 840 [4] = ((-(1 - (9)))!) / ((8) * ((sqrt(9))!)) | |
| 841 [5] = 1 + (((sqrt(9))!)! + ((8 - (sqrt(9)))!)) | |
| 848 [5] = (-(1) + ((sqrt(9))!))! + (8 + (((sqrt(9))!)!)) | |
| 872 [4] = (19) * (8) + (((sqrt(9))!)!) | |
| 873 [2] = (1 - (98)) * (-(9)) | |
| 881 [2] = -(1) + ((98) * (9)) | |
| 882 [2] = (1) * ((98) * (9)) | |
| 883 [2] = 1 + ((98) * (9)) | |
| 890 [2] = (1 + (9)) * (89) | |
| 891 [2] = (1 + (98)) * (9) | |
| 900 [5] = (sqrt(sqrt((1 + (9)) ^ (8)))) * (9) | |
| 912 [5] = ((1 + (sqrt(9)))!) * (8) + (((sqrt(9))!)!) | |
| 918 [4] = 198 + (((sqrt(9))!)!) | |
| 960 [4] = (-(1 - (9))) * ((8 - (sqrt(9)))!) | |
| 976 [4] = (1 - (sqrt(9))) ^ (8) + (((sqrt(9))!)!) | |
| 988 [2] = -(1 - (989)) | |
| 989 [1] = (1) * (989) | |
| 990 [1] = 1 + (989) |
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