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Walker Boh, 4? means 4+3+2+1=10 just as 7? means 7+6+5+4+3+2+1=28 67 = (4?)? +4 +4 +4
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Randil wrote:
Walker Boh, 4? means 4+3+2+1=10 just as 7? means 7+6+5+4+3+2+1=28
I know that. I simply didn't see the ?-mark up there. Well, 68 solved anyway ;)
/Walker Boh
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69 = (4?)? + 4? +sqrt4 + sqrt4 70 = 4! + 4! + 4! - sqrt4 71 = (4?)? + (sqrt4*sqrt4*4) 72 = (sqrt4+sqrt4)! + 4! + 4! 73 = 4! + (4?)? -4 - sqrt4 74 = 4! + 4! + 4! +sqrt4 75 = (4?)? + (4*4) + 4 76 = 4! + 4! + 4! + 4 77 = (4?+sqrt4)? - (4/4) 78 = (4 + 4 + sqrt4 + sqrt4)? 79 = (4? + sqrt4)? + (4/4) 80 = 4?*(4+sqrt4+sqrt4) 81 = (4?)? + 4! + (4/sqrt4) 82 = (4? + sqrt4)? + sqrt4 + sqrt4 83 = (4?)? + 4! +sqrt4 + sqrt4 84 = (4? + sqrt4)? + 4 + sqrt4 85 = (4?)? + 4? + 4? + 4? 86 = (4? + sqrt4)? + 4 + 4 87 = 4? + 4! + 4 + 4 88 = 4*4*4 + 4! 89 = (4?+4)? - 4*4 90 = (4+4)*(4?) + 4? 91 = (4?)? + (sqrt4+sqrt4+4)? 92 = 4! + (4? + sqrt4)? - 4? 93 = (4?)? + (4+4)? +sqrt4 94 = (4? + sqrt4)? + (4*4) 95 = (4? + sqrt4 + sqrt4) - 4? 96 = (sqrt4 + sqrt4)!*(sqrt4+sqrt4) 97 = (4? + 4)? - 4 - 4 98 = (4? + sqrt4)? +4? + 4? 99 = (4? + sqrt4)? + (4+sqrt4)? 100 = ((4+sqrt4)? + 4)*4 Phew.
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73 = ((√4)?) ^ 4 - 4 - 4 74 = (4 + √4)? × 4 - 4? 75 = (4?) × (4?) × (√4)? / 4 76 = ((√4)?) ^ 4 - √4 - (√4)? 77 = ((√4)?) ^ 4 - √4 - √4 78 = (√4)? × (√4)? ^ (√4)? - (√4)? 79 = ((√4)?) ^ 4 + √4 - 4 80 = (44 - 4) × √4 81 = ((√4)?) ^ 4 + 4 - 4 82 = ((√4)?) ^ 4 + 4 / 4 83 = ((√4)?) ^ 4 + 4 - √4 84 = 44 × √4 - 4 85 = 44 × √4 - (√4)? 86 = 44 × √4 - √4 87 = (4 + √4)? × 4 + (√4)? 88 = 44 × 4 / √4 89 = ((√4)?) ^ 4 + 4 + 4 90 = 44 × √4 + √4 91 = 44 × √4 + (√4)? 92 = 44 × √4 + 4 93 = (4?) × (4?) - 4 - (√4)? 94 = (4?) × (4?) - 4 - √4 95 = (4?) × (4?) - √4 - (√4)? 96 = (4?) × (4?) - √4 - √4 97 = (4?) × (4?) + (√4)? - ((√4)?)? 98 = (4?) × (4?) - ((√4)?)? / (√4)? 99 = (4?) × (4?) - 4 / 4 100 = ((√4 + √4)?) × ((√4 + √4)?)
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101 = 4? * 4? + 4/4 102 = 4? * 4? + 4 - √4
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doh, you were minutes faster Dacicus :)
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Did anyone post a replacement 31?
put yourself in my rocketpack if that poochie is one outrageous dude
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103 = 4? × 4? + ((√4)?)? - (√4)? 104 = 4? × 4? + √4 × √4 105 = 4? × 4? + √4 + (√4)? 106 = 4? × 4? + 4 + √4 107 = 4? × 4? + 4 + (√4)? 108 = 4? × 4? + 4 + 4 109 = 4? × 4? + (√4)? × (√4)? 110 = 4? × 4? + (√4 + √4)? 31 has been completed. I think it's on the first page. EDIT: If it's not, then 4? × 4? / 4 + ((√4)?)? works.
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Bag of Magic Food wrote:
Did anyone post a replacement 31?
Yes, I did that earlier today, but here it is again: 31 = (sqrt4+sqrt4+sqrt4)? + 4? and here's another way to do it: 31 = ((sqrt4+sqrt4)?)? -(sqrt4+sqrt4)! By the way, how far are wo gonna go with this? Not that I mind if we continue or anything, I'm just wondering.
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As far as possible, I guess. 112 = 4? × 4? + (√4)? × 4
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nesrocks
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111 = (4?)? + (4?)? + (4/4) 112 = (4?)? + (4?)? + 4 - sqrt4 113 = (4? + 4)? + 4 + 4 114 = (4? + sqrt4)? + (4+4)? 115 = (4? + 4)? + (sqrt4+sqrt4)? 116 = (4?)? + (4?)? + 4 + sqrt4
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117 = (4? + 4)? + sqrt4 + 4? 118 = (4? + sqrt4)? + 4*(4?) 119 = 4! + (4? + 4)? - 4? 120 = 4!*(4+(4/4))
nesrocks
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121 = (4? + 4)? + (4*4) By the way, how do you do the root-symbols?
nesrocks
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copy √4 and paste anyway you skipped 119 and 120... edit: oops. nm 122 = (√4)? * 4 * 4? + √4 123 = (√4)? * 4 * 4? + (√4)? 124 = (√4)? * 4 * 4? + 4
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122 = √4*((4?)?) + 4? +√4 It's starting to get difficult now... :) BTW, thanks FODA for the telling me about the root-symbol 125 =( 4? + 4)? + √4*4? 126 = (4? + 4)? + 4*4
nesrocks
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126 = (√4)? * 4 * 4? + [(√4)?]? 127 = (4? + 4)? + 4! - √4
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129 = (4? + 4)? + (√4*√4)!
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128 = (4 + 4) × 4 × 4
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nesrocks
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130 = (√4)? * 4 * 4? + 4? 131 = 4^4 / √4 + (√4)? edit: 111 = 444 / 4 (hey dont underestimate the 444 heh just felt like posting this)
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Didn't think 128 would be so simple... 130 = (4?)?*√4 + √4*4?
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131 = (4?)?*√4 + (4+√4)? 132 = (4? + 4)? + 4! + (√4)?
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120 is easy 120 = [(4 ! x 4 ?) / 4] x √ 4 And it's quite late here... i shall sleep...ZZZzzzzz
Not dead yet... still very busy... damn...
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133 = (4? + sqrt4)? + [(√4*√4)?]? That's it for me for today, I'm gonna go sleep now. See you all later.
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