├── .gitignore ├── dist ├── favicon.png ├── style.css └── render.js ├── LICENSE ├── index.html ├── README.md ├── src ├── style.css └── render.js └── data ├── solution.0.dat ├── solution.1.dat ├── solution.2.dat ├── solution.14.dat ├── solution.4.dat ├── solution.3.dat ├── solution.5.dat ├── solution.9.dat ├── solution.10.dat └── solution.12.dat /.gitignore: -------------------------------------------------------------------------------- 1 | .idea 2 | -------------------------------------------------------------------------------- /dist/favicon.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/MathsFans/Tchisla/HEAD/dist/favicon.png -------------------------------------------------------------------------------- /LICENSE: -------------------------------------------------------------------------------- 1 | MIT License 2 | 3 | Copyright (c) 2016 Geometry Fans 4 | 5 | Permission is hereby granted, free of charge, to any person obtaining a copy 6 | of this software and associated documentation files (the "Software"), to deal 7 | in the Software without restriction, including without limitation the rights 8 | to use, copy, modify, merge, publish, distribute, sublicense, and/or sell 9 | copies of the Software, and to permit persons to whom the Software is 10 | furnished to do so, subject to the following conditions: 11 | 12 | The above copyright notice and this permission notice shall be included in all 13 | copies or substantial portions of the Software. 14 | 15 | THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR 16 | IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, 17 | FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE 18 | AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER 19 | LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, 20 | OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE 21 | SOFTWARE. 22 | -------------------------------------------------------------------------------- /index.html: -------------------------------------------------------------------------------- 1 | 2 | 3 | 4 | 5 | 6 | Tchisla 解题参考 by Math-Fans 7 | 8 | 9 | 10 | 11 | 12 |
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20 | 21 | 22 | 24 | 25 | 26 | -------------------------------------------------------------------------------- /dist/style.css: -------------------------------------------------------------------------------- 1 | body{background:#0f1720;padding:0;margin:0}#titleBack{position:fixed;top:0;background:#377fde;height:15px;width:100%;box-shadow:0 5px 15px rgba(0,0,0,.4)}#solutions{margin:20px auto 0;border-collapse:separate;border-spacing:3px}#solutions td{font:14px/1 Helvetica,Arial,sans-serif;width:38px;height:38px;padding:0;background:#f2bc0f;border-radius:6px;text-align:center}#solutions td.row{color:#afadad;width:30px;background:0 0;text-align:right;font-size:10px}#numTitle{position:fixed;top:0;text-align:center;background:#377fde;height:15px;border-spacing:0;padding-left:1px}#numTitle td{width:41px;height:15px;background:0 0;font:10px/1.5 Helvetica,Arial,sans-serif}#answer{display:none;position:fixed;background:rgba(15,23,32,.85);color:#afadad;height:200px;width:87%;top:calc(50% - 100px);left:10.5%;border-radius:40px;font:18px/18px Consolas,Helvetica,Arial,sans-serif}#answer #quiz{margin:15px 20px 0;text-align:center}#answer #formula{height:130px;display:table-cell;width:360px;vertical-align:middle;text-align:center;font-size:16px;font-family:MJXc-TeX-main-R,MJXc-TeX-main-Rw}#answer #solution{margin:0 20px;text-align:center;font-size:14px}#controller{width:100%}#controller>span{display:block;position:absolute;top:15px;height:20px;background:#444;border-radius:20px;border:2px solid #afadad;width:20px;text-align:center;font:14px/20px Arial,sans-serif}#controller #last{left:20px}#controller #next{right:20px}@media screen and (max-width:320px){#numTitle td{width:32px}}@media screen and (min-width:768px){#answer{width:360px;left:calc(50% - 163px);top:calc(50% - 100px);border-radius:40px;font:18px/26px Consolas,Helvetica,Arial,sans-serif}} 2 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | -------------------- 2 | 3 | 中文说明 4 | 5 | 本项目用来收集[Tchisla](https://itunes.apple.com/us/app/tchisla/id1100623105?mt=8)游戏的最优解法。 6 | 7 | 本Repo页面维护团队： 8 | - [@gsdevcn](https://github.com/gsdevcn) 9 | - [@Tairraos](https://github.com/tairraos) 10 | 11 | 本Repo Q群：527621502，欢迎通过github提交issue，也欢迎加群讨论。 12 | 13 | 当前更新了1-2000的解法，全部是当前最优解，后续会添加更多的解法。 14 | 15 | [解题数据](https://github.com/MathsFans/Tchisla/blob/master/src/solutions.txt) 16 | 17 | [渲染页面](https://mathsfans.github.io/Tchisla/) 18 | 19 | __更新日志__ 20 | * 2017-04-30 更新1252#5=6,1257#5=7,1372#5=7,1794#7=7,1878#5=7,1883#5=8,1953#5=8 参见[issue 1](https://github.com/MathsFans/Tchisla/issues/1) 21 | * 2016-10-01 新增初版渲染页面 22 | * 2016-09-28 更新1788#7的8步解法 23 | * 2016-09-26 更新1401#4和1403#4的6步解法 24 | * 2016-09-24 更新1905#6的7步解法 25 | 26 | -------------------- 27 | 28 | Readme in English 29 | 30 | This project is collecting all optimal solutions to the iOS game [Tchisla](https://itunes.apple.com/us/app/tchisla/id1100623105?mt=8). 31 | 32 | This Repo is currently maintained by 33 | - [@gsdevcn](https://github.com/gsdevcn) 34 | - [@Tairraos](https://github.com/tairraos) 35 | 36 | We welcome any comments. 37 | 38 | All currently optimal solutions to 1-2000 have been updated, and more solutions are coming soon. 39 | 40 | [Solutions Data](https://github.com/MathsFans/Tchisla/blob/master/src/solutions.txt) 41 | 42 | [Rendered Page](https://mathsfans.github.io/Tchisla/) 43 | 44 | __Changelog__ 45 | * 2017-04-30 Updated 1252#5=6,1257#5=7,1372#5=7,1794#7=7,1878#5=7,1883#5=8,1953#5=8 See[issue 1](https://github.com/MathsFans/Tchisla/issues/1) 46 | * 2016-10-01 Added 1st version of rendered page 47 | * 2016-09-28 Updated 8 step solution for 1788#7 48 | * 2016-09-26 Updated 6 step solutions for 1401#4 and 1403#4 49 | * 2016-09-24 Updated 7 step solution for 1905#6 50 | -------------------------------------------------------------------------------- /dist/render.js: -------------------------------------------------------------------------------- 1 | (function(){var a={dataPath:"data/",dataBest:"best.dat",dataSolutions:"solution.%n.dat",answer:[],renderedLines:0,toLines:0,rendering:!1,$tchislaPad:document.getElementById("tchislaPad"),$solutions:document.getElementById("solutions"),$answer:document.getElementById("answer"),$last:document.getElementById("last"),$next:document.getElementById("next"),$quiz:document.getElementById("quiz"),$formula:document.getElementById("formula"),$solution:document.getElementById("solution"),getName:function(b){return a.dataSolutions.replace(/%n/,(b-1)/50|0)},getLatex:function(a,d){return"$$"+a+"="+d.replace(/([a-z])/g,"#$1").replace(/#t/g,"\\times").replace(/#s/g,"\\sqrt").replace(/#l/g,"\\left").replace(/#r/g,"\\right").replace(/#f/g,"\\frac").replace(/#x/g,"\\textstyle")+"$$"}},c=window.tchisla={getData:function(b,d,c){var e=new XMLHttpRequest;e.open("GET",a.dataPath+b,c);e.onload=function(){200<=e.status&&400>e.status&&(console.log("file load success",b),a[b]=e.responseText,d(a[b]))};e.send()},parseData:function(b){b.split(/[\n\r]+/).forEach(function(b){b.match(/^\d+,\d+,[^,]+,[^,]+$/)&&(b=b.split(","),a.answer[b[0]]=a.answer[b[0]]||[],a.answer[b[0]][b[1]]=[b[2],b[3]])})},onScroll:function(){var b=window.scrollY/41+51|0;a.renderedLines=e;e++)c=document.createElement("td"),c.setAttribute("rel",b+"#"+e),c.innerText=parseInt(a.bestArr[b-1][e-1],36),d.appendChild(c);a.$solutions.appendChild(d)}a.rendering=!1},showAnswer:function(b,c){a.x=+c;a.y=+b;a.$answer.style.display="block";a.$quiz.innerText=b+"#"+c;a.$solution.innerText=b+"="+a.answer[b][c][0];MathJax&&(a.$formula.innerText=a.getLatex(b,a.answer[b][c][1]),MathJax.Hub.Queue(["Typeset",MathJax.Hub,a.$formula]))},render:function(){c.getData(a.dataBest,function(b){a.bestArr=a[a.dataBest].split(/[\n\r]+/);a.maxY=a.bestArr.length;a.$tchislaPad.style.height=41*a.bestArr.length+6+"px";a.toLines=50;a.rendering||c.renderPad()},!0);a.$solutions.addEventListener("click",function(b){if(b=b.target.getAttribute("rel")){var d=b.split("#");b=+d[0];d=+d[1];a[a.getName(b)]||c.getData(a.getName(b),c.parseData,!1);c.showAnswer(b,d)}});a.$answer.addEventListener("click",function(b){"last"===b.target.id?(0===--a.x&&(a.x=9,a.y--),0>=a.y&&(a.x=1,a.y=1),c.showAnswer(a.y,a.x)):"next"===b.target.id?(10===++a.x&&(a.x=1,a.y++),a.y>a.maxY&&(a.x=9,a.y=a.maxY),c.showAnswer(a.y,a.x)):a.$answer.style.display="none"});document.addEventListener("scroll",c.onScroll)}};c.render();window.sys=a})(); 2 | -------------------------------------------------------------------------------- /src/style.css: -------------------------------------------------------------------------------- 1 | body { 2 | background: #0f1720; 3 | padding: 0; 4 | margin: 0; 5 | } 6 | 7 | #titleBack { 8 | position: fixed; 9 | top: 0; 10 | background: #377fde; 11 | height: 15px; 12 | width: 100%; 13 | box-shadow: 0 5px 15px rgba(0, 0, 0, .4); 14 | } 15 | 16 | #solutions { 17 | margin: 20px auto 0; 18 | border-collapse: separate; 19 | border-spacing: 3px; 20 | } 21 | 22 | #solutions td { 23 | font: 14px/1 Helvetica, Arial, sans-serif; 24 | width: 38px; 25 | height: 38px; 26 | padding: 0; 27 | background: #f2bc0f; 28 | border-radius: 6px; 29 | text-align: center; 30 | } 31 | 32 | #solutions td.row { 33 | color: #afadad; 34 | width: 30px; 35 | background: none; 36 | text-align: right; 37 | font-size: 10px; 38 | } 39 | 40 | #numTitle { 41 | position: fixed; 42 | top: 0; 43 | text-align: center; 44 | background: #377fde; 45 | height: 15px; 46 | border-spacing: 0; 47 | padding-left: 1px; 48 | } 49 | 50 | #numTitle td { 51 | width: 41px; 52 | height: 15px; 53 | background: none; 54 | font: 10px/1.5 Helvetica, Arial, sans-serif; 55 | } 56 | 57 | #answer { 58 | display: none; 59 | position: fixed; 60 | background: rgba(15, 23, 32, .85); 61 | color: #afadad; 62 | height: 200px; 63 | width: 87%; 64 | top: calc(50% - 100px); 65 | left: 10.5%; 66 | border-radius: 40px; 67 | font: 18px/18px Consolas, Helvetica, Arial, sans-serif; 68 | } 69 | 70 | #answer #quiz { 71 | margin: 15px 20px 0; 72 | text-align: center; 73 | } 74 | 75 | #answer #formula { 76 | height: 130px; 77 | display: table-cell; 78 | width: 360px; 79 | vertical-align: middle; 80 | text-align: center; 81 | font-size: 16px; 82 | font-family: MJXc-TeX-main-R, MJXc-TeX-main-Rw; 83 | } 84 | 85 | #answer #solution { 86 | margin: 0 20px; 87 | text-align: center; 88 | font-size: 14px; 89 | } 90 | 91 | #controller { 92 | width: 100%; 93 | } 94 | 95 | #controller > span { 96 | display: block; 97 | position: absolute; 98 | top: 15px; 99 | height: 20px; 100 | background: #444; 101 | border-radius: 20px; 102 | border: 2px solid #afadad; 103 | width: 20px; 104 | text-align: center; 105 | font: 14px/20px Arial, sans-serif; 106 | } 107 | 108 | #controller #last { 109 | left: 20px; 110 | } 111 | 112 | #controller #next { 113 | right: 20px; 114 | } 115 | 116 | @media screen and (max-width: 320px) { 117 | #numTitle td { 118 | width: 32px; 119 | } 120 | } 121 | 122 | @media screen and (min-width: 768px) { 123 | #answer { 124 | width: 360px; 125 | left: calc(50% - 163px); 126 | top: calc(50% - 100px); 127 | border-radius: 40px; 128 | font: 18px/26px Consolas, Helvetica, Arial, sans-serif; 129 | } 130 | } -------------------------------------------------------------------------------- /src/render.js: -------------------------------------------------------------------------------- 1 | (function () { 2 | 'use strict'; 3 | var sys = { 4 | dataPath: 'data/', 5 | dataBest: 'best.dat', 6 | dataSolutions: 'solution.%n.dat', 7 | answer: [], 8 | renderedLines: 0, //current rendered best pad line numbers 9 | toLines: 0, 10 | rendering: false, 11 | $tchislaPad:document.getElementById('tchislaPad'), 12 | $solutions: document.getElementById('solutions'), 13 | $answer: document.getElementById('answer'), 14 | $last: document.getElementById('last'), 15 | $next: document.getElementById('next'), 16 | $quiz: document.getElementById('quiz'), 17 | $formula: document.getElementById('formula'), 18 | $solution: document.getElementById('solution'), 19 | getName: function (n) { 20 | return sys.dataSolutions.replace(/%n/, (n - 1) / 50 | 0) 21 | }, 22 | getLatex: function (a, s) { 23 | return '$$' + a + '=' + s.replace(/([a-z])/g, '#$1').replace(/#t/g, '\\times'). 24 | replace(/#s/g, '\\sqrt').replace(/#l/g, '\\left').replace(/#r/g, '\\right'). 25 | replace(/#f/g, '\\frac').replace(/#x/g, '\\textstyle') + '$$'; 26 | } 27 | }, 28 | tchisla = window.tchisla = { 29 | getData: function (file, callback, isAsync) { 30 | var request = new XMLHttpRequest(); 31 | request.open('GET', sys.dataPath + file, isAsync); 32 | request.onload = function () { 33 | if (request.status >= 200 && request.status < 400) { 34 | console.log('file load success', file); 35 | sys[file] = request.responseText; 36 | callback(sys[file]); 37 | } 38 | }; 39 | request.send(); 40 | }, 41 | parseData: function (dataSolution) { 42 | var solutionArr = dataSolution.split(/[\n\r]+/); 43 | solutionArr.forEach(function (data) { 44 | if (data.match(/^\d+,\d+,[^,]+,[^,]+$/)) { 45 | var answerArr = data.split(','); 46 | sys.answer[answerArr[0]] = sys.answer[answerArr[0]] || []; 47 | sys.answer[answerArr[0]][answerArr[1]] = [answerArr[2], answerArr[3]]; 48 | } 49 | }); 50 | }, 51 | onScroll: function () { 52 | var targetPos = window.scrollY / 41 + 1 + 50 | 0; 53 | if (sys.renderedLines < targetPos) { 54 | sys.toLines = targetPos; 55 | if (!sys.rendering) { tchisla.renderPad(); } 56 | } 57 | }, 58 | renderPad: function () { 59 | sys.rendering = true; 60 | if (sys.maxY < sys.toLines) {sys.toLines = sys.maxY;} 61 | while (sys.renderedLines < sys.toLines) { 62 | var y = ++sys.renderedLines; 63 | var tr = document.createElement('tr'), td = document.createElement('td'); 64 | td.setAttribute('class', 'row'); 65 | td.innerText = y; 66 | tr.appendChild(td); 67 | for (var x = 1; x <= 9; x++) { 68 | td = document.createElement('td'); 69 | td.setAttribute('rel', (y) + '#' + (x)); 70 | td.innerText = parseInt(sys.bestArr[y-1][x-1], 36); 71 | tr.appendChild(td); 72 | } 73 | sys.$solutions.appendChild(tr); 74 | } 75 | sys.rendering = false; 76 | }, 77 | showAnswer: function (targetNum, baseNum) { 78 | sys.x = +baseNum; 79 | sys.y = +targetNum; 80 | sys.$answer.style.display = 'block'; 81 | sys.$quiz.innerText = targetNum + '#' + baseNum; 82 | sys.$solution.innerText = targetNum + '=' + sys.answer[targetNum][baseNum][0]; 83 | if (MathJax) { 84 | sys.$formula.innerText = sys.getLatex(targetNum, sys.answer[targetNum][baseNum][1]); 85 | MathJax.Hub.Queue(["Typeset", MathJax.Hub, sys.$formula]); 86 | } 87 | }, 88 | render: function () { 89 | tchisla.getData(sys.dataBest, function (bestData) { 90 | sys.bestArr = sys[sys.dataBest].split(/[\n\r]+/); 91 | sys.maxY = sys.bestArr.length; 92 | sys.$tchislaPad.style.height = sys.bestArr.length * 41 + 6 + 'px'; 93 | sys.toLines = 50; 94 | if (!sys.rendering) { tchisla.renderPad(); } 95 | }, true); 96 | sys.$solutions.addEventListener('click', function (e) { 97 | var quiz = e.target.getAttribute('rel'); 98 | if (!quiz) { return; } 99 | var temp = quiz.split('#'), targetNum = +temp[0], baseNum = +temp[1]; 100 | if (!sys[sys.getName(targetNum)]) { 101 | tchisla.getData(sys.getName(targetNum), tchisla.parseData, false); 102 | } 103 | tchisla.showAnswer(targetNum, baseNum); 104 | }); 105 | sys.$answer.addEventListener('click', function (e) { 106 | if (e.target.id === 'last') { 107 | if (--sys.x === 0) { sys.x = 9; sys.y--; } 108 | if (sys.y <= 0) { sys.x = 1; sys.y = 1; } 109 | tchisla.showAnswer(sys.y, sys.x); 110 | } else if (e.target.id === 'next') { 111 | if (++sys.x === 10) { sys.x = 1; sys.y++; } 112 | if (sys.y > sys.maxY) { sys.x = 9; sys.y = sys.maxY; } 113 | tchisla.showAnswer(sys.y, sys.x); 114 | } else { 115 | sys.$answer.style.display = 'none'; 116 | } 117 | }); 118 | document.addEventListener('scroll', tchisla.onScroll); 119 | } 120 | }; 121 | tchisla.render(); 122 | window.sys=sys; 123 | })(); 124 | -------------------------------------------------------------------------------- /data/solution.0.dat: -------------------------------------------------------------------------------- 1 | 1,1,1,1 2 | 1,2,2/2,f{x2}{x2} 3 | 1,3,3/3,f{x3}{x3} 4 | 1,4,4/4,f{x4}{x4} 5 | 1,5,5/5,f{x5}{x5} 6 | 1,6,6/6,f{x6}{x6} 7 | 1,7,7/7,f{x7}{x7} 8 | 1,8,8/8,f{x8}{x8} 9 | 1,9,9/9,f{x9}{x9} 10 | 2,1,1+1,1+1 11 | 2,2,2,2 12 | 2,3,3!/3,f{x3!}{x3} 13 | 2,4,√4,s{4} 14 | 2,5,(5+5)/5,f{x5+5}{x5} 15 | 2,6,(6+6)/6,f{x6+6}{x6} 16 | 2,7,(7+7)/7,f{x7+7}{x7} 17 | 2,8,√√(8+8),s{\!\!s{8+8}} 18 | 2,9,(√9)!/√9,f{xl(s{9}r)!}{xs{9}} 19 | 3,1,1+1+1,1+1+1 20 | 3,2,2+2/2,2+f{x2}{x2} 21 | 3,3,3,3 22 | 3,4,4-4/4,4-f{x4}{x4} 23 | 3,5,(5+5+5)/5,f{x5+5+5}{x5} 24 | 3,6,(6+6+6)/6,f{x6+6+6}{x6} 25 | 3,7,(7+7+7)/7,f{x7+7+7}{x7} 26 | 3,8,√(8+8/8),s{8+f{x8}{x8}} 27 | 3,9,√9,s{9} 28 | 4,1,1+1+1+1,1+1+1+1 29 | 4,2,2+2,2+2 30 | 4,3,3+3/3,3+f{x3}{x3} 31 | 4,4,4,4 32 | 4,5,5-5/5,5-f{x5}{x5} 33 | 4,6,6-(6+6)/6,6-f{x6+6}{x6} 34 | 4,7,77/7-7,f{x77}{x7}-7 35 | 4,8,√(8+8),s{8+8} 36 | 4,9,√9+9/9,s{9}+f{x9}{x9} 37 | 5,1,(1+1+1)!-1,l(1+1+1r)!-1 38 | 5,2,2+2+2/2,2+2+f{x2}{x2} 39 | 5,3,3+3!/3,3+f{x3!}{x3} 40 | 5,4,4+4/4,4+f{x4}{x4} 41 | 5,5,5,5 42 | 5,6,6-6/6,6-f{x6}{x6} 43 | 5,7,7-(7+7)/7,7-f{x7+7}{x7} 44 | 5,8,8-√(8+8/8),8-s{8+f{x8}{x8}} 45 | 5,9,(√9)!-9/9,l(s{9}r)!-f{x9}{x9} 46 | 6,1,(1+1+1)!,l(1+1+1r)! 47 | 6,2,2+2+2,2+2+2 48 | 6,3,3!,3! 49 | 6,4,4!/4,f{x4!}{x4} 50 | 6,5,5+5/5,5+f{x5}{x5} 51 | 6,6,6,6 52 | 6,7,7-7/7,7-f{x7}{x7} 53 | 6,8,8-√√(8+8),8-s{\!\!s{8+8}} 54 | 6,9,(√9)!,l(s{9}r)! 55 | 7,1,1+(1+1+1)!,1+l(1+1+1r)! 56 | 7,2,22/2-2-2,f{x22}{x2}-2-2 57 | 7,3,3!+3/3,3!+f{x3}{x3} 58 | 7,4,(4!+4)/4,f{x4!+4}{x4} 59 | 7,5,5+(5+5)/5,5+f{x5+5}{x5} 60 | 7,6,6+6/6,6+f{x6}{x6} 61 | 7,7,7,7 62 | 7,8,8-8/8,8-f{x8}{x8} 63 | 7,9,(√9)!+9/9,l(s{9}r)!+f{x9}{x9} 64 | 8,1,11-1-1-1,11-1-1-1 65 | 8,2,2*(2+2),2tl(2+2r) 66 | 8,3,(3!/3)^3,{l(f{x3!}{x3}r)}^{3} 67 | 8,4,4+4,4+4 68 | 8,5,5!/(5+5+5),f{x5!}{x5+5+5} 69 | 8,6,6+(6+6)/6,6+f{x6+6}{x6} 70 | 8,7,7+7/7,7+f{x7}{x7} 71 | 8,8,8,8 72 | 8,9,9-9/9,9-f{x9}{x9} 73 | 9,1,11-1-1,11-1-1 74 | 9,2,22/2-2,f{x22}{x2}-2 75 | 9,3,3*3,3t3 76 | 9,4,4+4+4/4,4+4+f{x4}{x4} 77 | 9,5,5+5-5/5,5+5-f{x5}{x5} 78 | 9,6,(66-6-6)/6,f{x66-6-6}{x6} 79 | 9,7,7+(7+7)/7,7+f{x7+7}{x7} 80 | 9,8,8+8/8,8+f{x8}{x8} 81 | 9,9,9,9 82 | 10,1,11-1,11-1 83 | 10,2,(22-2)/2,f{x22-2}{x2} 84 | 10,3,(33-3)/3,f{x33-3}{x3} 85 | 10,4,4+4!/4,4+f{x4!}{x4} 86 | 10,5,5+5,5+5 87 | 10,6,(66-6)/6,f{x66-6}{x6} 88 | 10,7,(77-7)/7,f{x77-7}{x7} 89 | 10,8,8+√√(8+8),8+s{\!\!s{8+8}} 90 | 10,9,9+9/9,9+f{x9}{x9} 91 | 11,1,11,11 92 | 11,2,22/2,f{x22}{x2} 93 | 11,3,33/3,f{x33}{x3} 94 | 11,4,44/4,f{x44}{x4} 95 | 11,5,55/5,f{x55}{x5} 96 | 11,6,66/6,f{x66}{x6} 97 | 11,7,77/7,f{x77}{x7} 98 | 11,8,88/8,f{x88}{x8} 99 | 11,9,99/9,f{x99}{x9} 100 | 12,1,1+11,1+11 101 | 12,2,(2+2)!/2,f{xl(2+2r)!}{x2} 102 | 12,3,3!+3!,3!+3! 103 | 12,4,4!/√4,f{x4!}{xs{4}} 104 | 12,5,5!/(5+5),f{x5!}{x5+5} 105 | 12,6,6+6,6+6 106 | 12,7,(7+77)/7,f{x7+77}{x7} 107 | 12,8,8+√(8+8),8+s{8+8} 108 | 12,9,√9+9,s{9}+9 109 | 13,1,1+1+11,1+1+11 110 | 13,2,2+22/2,2+f{x22}{x2} 111 | 13,3,(3!+33)/3,f{x3!+33}{x3} 112 | 13,4,(√4+4!)/√4,f{xs{4}+4!}{xs{4}} 113 | 13,5,(5!-55)/5,f{x5!-55}{x5} 114 | 13,6,6+6+6/6,6+6+f{x6}{x6} 115 | 13,7,7+7-7/7,7+7-f{x7}{x7} 116 | 13,8,(8+8+88)/8,f{x8+8+88}{x8} 117 | 13,9,9+√9+9/9,9+s{9}+f{x9}{x9} 118 | 14,1,1+1+1+11,1+1+1+11 119 | 14,2,2^(2+2)-2,{2}^{2+2}-2 120 | 14,3,3+33/3,3+f{x33}{x3} 121 | 14,4,4*4-√4,4t4-s{4} 122 | 14,5,5!/5-5-5,f{x5!}{x5}-5-5 123 | 14,6,6!/6/6-6,f{x6!}{x6t6}-6 124 | 14,7,7+7,7+7 125 | 14,8,8+8-√√(8+8),8+8-s{\!\!s{8+8}} 126 | 14,9,√9+99/9,s{9}+f{x99}{x9} 127 | 15,1,1+1+1+1+11,1+1+1+1+11 128 | 15,2,2+2+22/2,2+2+f{x22}{x2} 129 | 15,3,3!*3-3,3!t3-3 130 | 15,4,4+44/4,4+f{x44}{x4} 131 | 15,5,5+5+5,5+5+5 132 | 15,6,(6+6!/6)/6-6,f{x6+f{x6!}{x6}}{x6}-6 133 | 15,7,7+7+7/7,7+7+f{x7}{x7} 134 | 15,8,8+8-8/8,8+8-f{x8}{x8} 135 | 15,9,(√9)!+9,l(s{9}r)!+9 136 | 16,1,(1+1)^(1+1+1+1),{l(1+1r)}^{1+1+1+1} 137 | 16,2,2^(2+2),{2}^{2+2} 138 | 16,3,3!*3-3!/3,3!t3-f{x3!}{x3} 139 | 16,4,4*4,4t4 140 | 16,5,5+55/5,5+f{x55}{x5} 141 | 16,6,6+(66-6)/6,6+f{x66-6}{x6} 142 | 16,7,7+7+(7+7)/7,7+7+f{x7+7}{x7} 143 | 16,8,8+8,8+8 144 | 16,9,9+(√9)!+9/9,9+l(s{9}r)!+f{x9}{x9} 145 | 17,1,(1+1+1)!+11,l(1+1+1r)!+11 146 | 17,2,2/2+2^(2+2),f{x2}{x2}+{2}^{2+2} 147 | 17,3,3!+33/3,3!+f{x33}{x3} 148 | 17,4,4/4+4*4,f{x4}{x4}+4t4 149 | 17,5,5+5!/(5+5),5+f{x5!}{x5+5} 150 | 17,6,6+66/6,6+f{x66}{x6} 151 | 17,7,7+(77-7)/7,7+f{x77-7}{x7} 152 | 17,8,8+8+8/8,8+8+f{x8}{x8} 153 | 17,9,9+9-9/9,9+9-f{x9}{x9} 154 | 18,1,(1+1)*(11-1-1),l(1+1r)tl(11-1-1r) 155 | 18,2,22-2-2,22-2-2 156 | 18,3,3!*3,3!t3 157 | 18,4,√4+4*4,s{4}+4t4 158 | 18,5,(5!-5)/5-5,f{x5!-5}{x5}-5 159 | 18,6,6+6+6,6+6+6 160 | 18,7,7+77/7,7+f{x77}{x7} 161 | 18,8,8+8+√√(8+8),8+8+s{\!\!s{8+8}} 162 | 18,9,9+9,9+9 163 | 19,1,(1+1)*(11-1)-1,l(1+1r)tl(11-1r)-1 164 | 19,2,22-2/2-2,22-f{x2}{x2}-2 165 | 19,3,3!*3+3/3,3!t3+f{x3}{x3} 166 | 19,4,4!-4/4-4,4!-f{x4}{x4}-4 167 | 19,5,5!/5-5,f{x5!}{x5}-5 168 | 19,6,(6!/6-6)/6,f{xf{x6!}{x6}-6}{x6} 169 | 19,7,7+(7+77)/7,7+f{x7+77}{x7} 170 | 19,8,8+88/8,8+f{x88}{x8} 171 | 19,9,9+9+9/9,9+9+f{x9}{x9} 172 | 20,1,(1+1)*(11-1),l(1+1r)tl(11-1r) 173 | 20,2,22-2,22-2 174 | 20,3,3!!/(3!)/(3!),f{x3!!}{x3!t3!} 175 | 20,4,4!-4,4!-4 176 | 20,5,5*5-5,5t5-5 177 | 20,6,6!/6/6,f{x6!}{x6t6} 178 | 20,7,7+7+7-7/7,7+7+7-f{x7}{x7} 179 | 20,8,8+8+√(8+8),8+8+s{8+8} 180 | 20,9,(√9)!!/((√9)!)/((√9)!),f{xl(s{9}r)!!}{xl(s{9}r)!tl(s{9}r)!} 181 | 21,1,11+11-1,11+11-1 182 | 21,2,22-2/2,22-f{x2}{x2} 183 | 21,3,3+3!*3,3+3!t3 184 | 21,4,4!+4/4-4,4!+f{x4}{x4}-4 185 | 21,5,5+5+55/5,5+5+f{x55}{x5} 186 | 21,6,(6+6!/6)/6,f{x6+f{x6!}{x6}}{x6} 187 | 21,7,7+7+7,7+7+7 188 | 21,8,(√(8+8))!-√(8+8/8),l(s{8+8}r)!-s{8+f{x8}{x8}} 189 | 21,9,9+√9+9,9+s{9}+9 190 | 22,1,11+11,11+11 191 | 22,2,22,22 192 | 22,3,(3!!+3!)/33,f{x3!!+3!}{x33} 193 | 22,4,4!-√4,4!-s{4} 194 | 22,5,(5!-5-5)/5,f{x5!-5-5}{x5} 195 | 22,6,(66+66)/6,f{x66+66}{x6} 196 | 22,7,(77+77)/7,f{x77+77}{x7} 197 | 22,8,88/√(8+8),f{x88}{xs{8+8}} 198 | 22,9,(√9)!*(√9+(√9)!/9),l(s{9}r)!tl(s{9}+f{xl(s{9}r)!}{x9}r) 199 | 23,1,1+11+11,1+11+11 200 | 23,2,2/2+22,f{x2}{x2}+22 201 | 23,3,3+3!!/(3!)/(3!),3+f{x3!!}{x3!t3!} 202 | 23,4,4!-4/4,4!-f{x4}{x4} 203 | 23,5,(5!-5)/5,f{x5!-5}{x5} 204 | 23,6,6+6+66/6,6+6+f{x66}{x6} 205 | 23,7,(7+77+77)/7,f{x7+77+77}{x7} 206 | 23,8,(√(8+8))!-8/8,l(s{8+8}r)!-f{x8}{x8} 207 | 23,9,(((√9)!)^√9-9)/9,f{x{l(s{9}r)!}^{s{9}}-9}{x9} 208 | 24,1,(1+1+1+1)!,l(1+1+1+1r)! 209 | 24,2,(2+2)!,l(2+2r)! 210 | 24,3,3^3-3,{3}^{3}-3 211 | 24,4,4!,4! 212 | 24,5,5!/5,f{x5!}{x5} 213 | 24,6,6+6+6+6,6+6+6+6 214 | 24,7,(77/7-7)!,l(f{x77}{x7}-7r)! 215 | 24,8,(√(8+8))!,l(s{8+8}r)! 216 | 24,9,9+(√9)!+9,9+l(s{9}r)!+9 217 | 25,1,1+(1+1+1+1)!,1+l(1+1+1+1r)! 218 | 25,2,2/2+(2+2)!,f{x2}{x2}+l(2+2r)! 219 | 25,3,3^3-3!/3,{3}^{3}-f{x3!}{x3} 220 | 25,4,4!+4/4,4!+f{x4}{x4} 221 | 25,5,5*5,5t5 222 | 25,6,(√6^6-66)/6,f{x{s{6}}^{6}-66}{x6} 223 | 25,7,7+7+77/7,7+7+f{x77}{x7} 224 | 25,8,8/8+(√(8+8))!,f{x8}{x8}+l(s{8+8}r)! 225 | 25,9,(9+((√9)!)^√9)/9,f{x9+{l(s{9}r)!}^{s{9}}}{x9} 226 | 26,1,(1+1)*(1+1+11),l(1+1r)tl(1+1+11r) 227 | 26,2,2+(2+2)!,2+l(2+2r)! 228 | 26,3,3^3-3/3,{3}^{3}-f{x3}{x3} 229 | 26,4,√4+4!,s{4}+4! 230 | 26,5,5/5+5*5,f{x5}{x5}+5t5 231 | 26,6,6+6!/6/6,6+f{x6!}{x6t6} 232 | 26,7,7+7+(7+77)/7,7+7+f{x7+77}{x7} 233 | 26,8,(√(8+8))!+√√(8+8),l(s{8+8}r)!+s{\!\!s{8+8}} 234 | 26,9,√9*9-9/9,s{9}t9-f{x9}{x9} 235 | 27,1,(1+1+1)^(1+1+1),{l(1+1+1r)}^{1+1+1} 236 | 27,2,2+2/2+(2+2)!,2+f{x2}{x2}+l(2+2r)! 237 | 27,3,3^3,{3}^{3} 238 | 27,4,4+4!-4/4,4+4!-f{x4}{x4} 239 | 27,5,((5+5)/5)^5-5,{l(f{x5+5}{x5}r)}^{5}-5 240 | 27,6,(6/√(6+6))^6,{l(f{x6}{xs{6+6}}r)}^{6} 241 | 27,7,√(7+(7+7!+7)/7),s{7+f{x7+7!+7}{x7}} 242 | 27,8,8+8+88/8,8+8+f{x88}{x8} 243 | 27,9,√9*9,s{9}t9 244 | 28,1,(1+1)*(1+1+1+11),l(1+1r)tl(1+1+1+11r) 245 | 28,2,2+2+(2+2)!,2+2+l(2+2r)! 246 | 28,3,3^3+3/3,{3}^{3}+f{x3}{x3} 247 | 28,4,4!+4,4!+4 248 | 28,5,5+(5!-5)/5,5+f{x5!-5}{x5} 249 | 28,6,√(6!+((6+6)/6)^6),s{6!+{l(f{x6+6}{x6}r)}^{6}} 250 | 28,7,77-7*7,77-7t7 251 | 28,8,(√(8+8))!+√(8+8),l(s{8+8}r)!+s{8+8} 252 | 28,9,√9*9+9/9,s{9}t9+f{x9}{x9} 253 | 29,1,(1+1+1)*(11-1)-1,l(1+1+1r)tl(11-1r)-1 254 | 29,2,2+2+2/2+(2+2)!,2+2+f{x2}{x2}+l(2+2r)! 255 | 29,3,3!/3+3^3,f{x3!}{x3}+{3}^{3} 256 | 29,4,4+4!+4/4,4+4!+f{x4}{x4} 257 | 29,5,5+5!/5,5+f{x5!}{x5} 258 | 29,6,√(6!+(6!+6)/6),s{6!+f{x6!+6}{x6}} 259 | 29,7,7+(77+77)/7,7+f{x77+77}{x7} 260 | 29,8,888/((√(8+8))!)-8,f{x888}{xl(s{8+8}r)!}-8 261 | 29,9,√9*(9+(√9)!/9),s{9}tl(9+f{xl(s{9}r)!}{x9}r) 262 | 30,1,(1+1+1)*(11-1),l(1+1+1r)tl(11-1r) 263 | 30,2,2*(2+2)+22,2tl(2+2r)+22 264 | 30,3,33-3,33-3 265 | 30,4,4+√4+4!,4+s{4}+4! 266 | 30,5,5+5*5,5+5t5 267 | 30,6,6*6-6,6t6-6 268 | 30,7,7!/((77/7-7)!)/7,f{x7!}{xl(f{x77}{x7}-7r)!t7} 269 | 30,8,8+88/√(8+8),8+f{x88}{xs{8+8}} 270 | 30,9,√9+√9*9,s{9}+s{9}t9 271 | 31,1,√(1+1)^(11-1)-1,{s{1+1}}^{11-1}-1 272 | 31,2,(√(√2^((2+2)!))-2)/2,f{xs{{s{2}}^{l(2+2r)!}}-2}{x2} 273 | 31,3,33-3!/3,33-f{x3!}{x3} 274 | 31,4,4!+(4!+4)/4,4!+f{x4!+4}{x4} 275 | 31,5,55-5!/5,55-f{x5!}{x5} 276 | 31,6,(6+√6^6)/6-6,f{x6+{s{6}}^{6}}{x6}-6 277 | 31,7,7+(77/7-7)!,7+l(f{x77}{x7}-7r)! 278 | 31,8,(√(√(8+8)^8)-8)/8,f{xs{{s{8+8}}^{8}}-8}{x8} 279 | 31,9,(99-(√9)!)/√9,f{x99-l(s{9}r)!}{xs{9}} 280 | 32,1,√(1+1)^(11-1),{s{1+1}}^{11-1} 281 | 32,2,2*2^(2+2),2t{2}^{2+2} 282 | 32,3,33-3/3,33-f{x3}{x3} 283 | 32,4,4*(4+4),4tl(4+4r) 284 | 32,5,((5+5)/5)^5,{l(f{x5+5}{x5}r)}^{5} 285 | 32,6,6+6+6!/6/6,6+6+f{x6!}{x6t6} 286 | 32,7,7+7+7+77/7,7+7+7+f{x77}{x7} 287 | 32,8,8*√(8+8),8ts{8+8} 288 | 32,9,(99-√9)/√9,f{x99-s{9}}{xs{9}} 289 | 33,1,(1+1+1)*11,l(1+1+1r)t11 290 | 33,2,22+22/2,22+f{x22}{x2} 291 | 33,3,33,33 292 | 33,4,(√4+√√(√4^(4!)))/√4,f{xs{4}+s{\!\!s{{s{4}}^{4!}}}}{xs{4}} 293 | 33,5,5+5+(5!-5)/5,5+5+f{x5!-5}{x5} 294 | 33,6,6/((6+6)/66),6tf{x66}{x6+6} 295 | 33,7,7!/(7*7+77)-7,f{x7!}{x7t7+77}-7 296 | 33,8,(8+√(√(8+8)^8))/8,f{x8+s{{s{8+8}}^{8}}}{x8} 297 | 33,9,99/√9,f{x99}{xs{9}} 298 | 34,1,1+(1+1+1)*11,1+l(1+1+1r)t11 299 | 34,2,(2+2+2)^2-2,{l(2+2+2r)}^{2}-2 300 | 34,3,3/3+33,f{x3}{x3}+33 301 | 34,4,√4+4*(4+4),s{4}+4tl(4+4r) 302 | 34,5,5+5+5!/5,5+5+f{x5!}{x5} 303 | 34,6,(√6^6-6-6)/6,f{x{s{6}}^{6}-6-6}{x6} 304 | 34,7,777/7-77,f{x777}{x7}-77 305 | 34,8,√√(8+8)+8*√(8+8),s{\!\!s{8+8}}+8ts{8+8} 306 | 34,9,(√9+99)/√9,f{xs{9}+99}{xs{9}} 307 | 35,1,(1+1+1+1)!+11,l(1+1+1+1r)!+11 308 | 35,2,(2+2)!+22/2,l(2+2r)!+f{x22}{x2} 309 | 35,3,3!/3+33,f{x3!}{x3}+33 310 | 35,4,4!+44/4,4!+f{x44}{x4} 311 | 35,5,5+5+5*5,5+5+5t5 312 | 35,6,(√6^6-6)/6,f{x{s{6}}^{6}-6}{x6} 313 | 35,7,7*7-7-7,7t7-7-7 314 | 35,8,(√(8+8))!+88/8,l(s{8+8}r)!+f{x88}{x8} 315 | 35,9,((√9)!+99)/√9,f{xl(s{9}r)!+99}{xs{9}} 316 | 36,1,((1+1+1)!)^(1+1),{l(1+1+1r)!}^{1+1} 317 | 36,2,(2+2+2)^2,{l(2+2+2r)}^{2} 318 | 36,3,3!*3!,3!t3! 319 | 36,4,√(4!/4)^4,{s{f{x4!}{x4}}}^{4} 320 | 36,5,5*5+55/5,5t5+f{x55}{x5} 321 | 36,6,6*6,6t6 322 | 36,7,7/7+7*7-7-7,f{x7}{x7}+7t7-7-7 323 | 36,8,√(√(8-√√(8+8))^8),s{{s{8-s{\!\!s{8+8}}}}^{8}} 324 | 36,9,(√9)!*(√9)!,l(s{9}r)!tl(s{9}r)! 325 | 37,1,111/(1+1+1),f{x111}{x1+1+1} 326 | 37,2,222/(2+2+2),f{x222}{x2+2+2} 327 | 37,3,3!*3!+3/3,3!t3!+f{x3}{x3} 328 | 37,4,4!+(√4+4!)/√4,4!+f{xs{4}+4!}{xs{4}} 329 | 37,5,5+((5+5)/5)^5,5+{l(f{x5+5}{x5}r)}^{5} 330 | 37,6,(6+√6^6)/6,f{x6+{s{6}}^{6}}{x6} 331 | 37,7,777/(7+7+7),f{x777}{x7+7+7} 332 | 37,8,888/((√(8+8))!),f{x888}{xl(s{8+8}r)!} 333 | 37,9,(√9)!!/(9+9)-√9,f{xl(s{9}r)!!}{x9+9}-s{9} 334 | 38,1,1+111/(1+1+1),1+f{x111}{x1+1+1} 335 | 38,2,2*(22-2)-2,2tl(22-2r)-2 336 | 38,3,3!*3!+3!/3,3!t3!+f{x3!}{x3} 337 | 38,4,44-√4-4,44-s{4}-4 338 | 38,5,(5!+5!)/5-5-5,f{x5!+5!}{x5}-5-5 339 | 38,6,(6+6+√6^6)/6,f{x6+6+{s{6}}^{6}}{x6} 340 | 38,7,7*7-77/7,7t7-f{x77}{x7} 341 | 38,8,8+8+88/√(8+8),8+8+f{x88}{xs{8+8}} 342 | 38,9,(√9)!*((√9)!+√9/9),l(s{9}r)!tl(l(s{9}r)!+f{xs{9}}{x9}r) 343 | 39,1,(1+1+1)*(1+1+11),l(1+1+1r)tl(1+1+11r) 344 | 39,2,2*(22-2)-2/2,2tl(22-2r)-f{x2}{x2} 345 | 39,3,3!+33,3!+33 346 | 39,4,44-4/4-4,44-f{x4}{x4}-4 347 | 39,5,5+5+5+5!/5,5+5+5+f{x5!}{x5} 348 | 39,6,6*(6+6/(6+6)),6tl(6+f{x6}{x6+6}r) 349 | 39,7,(7+7*77)/(7+7),f{x7+7t77}{x7+7} 350 | 39,8,88-√(√(8-8/8)^8),88-s{{s{8-f{x8}{x8}}}^{8}} 351 | 39,9,√9+(√9)!*(√9)!,s{9}+l(s{9}r)!tl(s{9}r)! 352 | 40,1,(1+1)*(1+1)*(11-1),l(1+1r)tl(1+1r)tl(11-1r) 353 | 40,2,2*(22-2),2tl(22-2r) 354 | 40,3,3!!/(3!)/3,f{x3!!}{x3!t3} 355 | 40,4,44-4,44-4 356 | 40,5,55-5-5-5,55-5-5-5 357 | 40,6,6!/(6+6+6),f{x6!}{x6+6+6} 358 | 40,7,7!/(7*7+77),f{x7!}{x7t7+77} 359 | 40,8,8+8*√(8+8),8+8ts{8+8} 360 | 40,9,(√9)!!/(9+9),f{xl(s{9}r)!!}{x9+9} 361 | 41,1,(1+1)*(11+11-1)-1,l(1+1r)tl(11+11-1r)-1 362 | 41,2,2*22-2/2-2,2t22-f{x2}{x2}-2 363 | 41,3,(3+3!!/(3!))/3,f{x3+f{x3!!}{x3!}}{x3} 364 | 41,4,√((4!+(4+4)!)/(4!)),s{f{x4!+l(4+4r)!}{x4!}} 365 | 41,5,5!-(5!/5+55),5!-l(f{x5!}{x5}+55r) 366 | 41,6,6+(√6^6-6)/6,6+f{x{s{6}}^{6}-6}{x6} 367 | 41,7,7*7-7/7-7,7t7-f{x7}{x7}-7 368 | 41,8,√(√(8-8/8)^8)-8,s{{s{8-f{x8}{x8}}}^{8}}-8 369 | 41,9,(√9+(√9)!!/((√9)!))/√9,f{xs{9}+f{xl(s{9}r)!!}{xl(s{9}r)!}}{xs{9}} 370 | 42,1,(1+1)*(11+11-1),l(1+1r)tl(11+11-1r) 371 | 42,2,2*22-2,2t22-2 372 | 42,3,3!+3!*3!,3!+3!t3! 373 | 42,4,44-√4,44-s{4} 374 | 42,5,(5!+5!-5)/5-5,f{x5!+5!-5}{x5}-5 375 | 42,6,6+6*6,6+6t6 376 | 42,7,7*7-7,7t7-7 377 | 42,8,8*8-88/√(8+8),8t8-f{x88}{xs{8+8}} 378 | 42,9,(√9)!+(√9)!*(√9)!,l(s{9}r)!+l(s{9}r)!tl(s{9}r)! 379 | 43,1,(1+1)*(11+11)-1,l(1+1r)tl(11+11r)-1 380 | 43,2,2*22-2/2,2t22-f{x2}{x2} 381 | 43,3,3+3!!/(3!)/3,3+f{x3!!}{x3!t3} 382 | 43,4,44-4/4,44-f{x4}{x4} 383 | 43,5,(5!+5!)/5-5,f{x5!+5!}{x5}-5 384 | 43,6,6+(6+√6^6)/6,6+f{x6+{s{6}}^{6}}{x6} 385 | 43,7,7/7+7*7-7,f{x7}{x7}+7t7-7 386 | 43,8,(√(8+8)*88-8)/8,f{xs{8+8}t88-8}{x8} 387 | 43,9,√9+(√9)!!/(9+9),s{9}+f{xl(s{9}r)!!}{x9+9} 388 | 44,1,(1+1)*(11+11),l(1+1r)tl(11+11r) 389 | 44,2,2*22,2t22 390 | 44,3,33+33/3,33+f{x33}{x3} 391 | 44,4,44,44 392 | 44,5,55-55/5,55-f{x55}{x5} 393 | 44,6,6+(6+6+√6^6)/6,6+f{x6+6+{s{6}}^{6}}{x6} 394 | 44,7,7*7+(7+7)/7-7,7t7+f{x7+7}{x7}-7 395 | 44,8,88/√√(8+8),f{x88}{xs{\!\!s{8+8}}} 396 | 44,9,(√9)!!/9-(√9)!*(√9)!,f{xl(s{9}r)!!}{x9}-l(s{9}r)!tl(s{9}r)! 397 | 45,1,1+(1+1)*(11+11),1+l(1+1r)tl(11+11r) 398 | 45,2,2/2+2*22,f{x2}{x2}+2t22 399 | 45,3,3*(3!*3-3),3tl(3!t3-3r) 400 | 45,4,4/4+44,f{x4}{x4}+44 401 | 45,5,55-5-5,55-5-5 402 | 45,6,666/6-66,f{x666}{x6}-66 403 | 45,7,7+7*7-77/7,7+7t7-f{x77}{x7} 404 | 45,8,8!/(8+888),f{x8!}{x8+888} 405 | 45,9,(√9)!*9-9,l(s{9}r)!t9-9 406 | 46,1,(1+1)*(1+11+11),l(1+1r)tl(1+11+11r) 407 | 46,2,2+2*22,2+2t22 408 | 46,3,3!+3!!/(3!)/3,3!+f{x3!!}{x3!t3} 409 | 46,4,√4+44,s{4}+44 410 | 46,5,(5!+5!-5-5)/5,f{x5!+5!-5-5}{x5} 411 | 46,6,66-6!/6/6,66-f{x6!}{x6t6} 412 | 46,7,7*7-(7+7+7)/7,7t7-f{x7+7+7}{x7} 413 | 46,8,8*8-√√(8+8)-8-8,8t8-s{\!\!s{8+8}}-8-8 414 | 46,9,(√9)!+(√9)!!/(9+9),l(s{9}r)!+f{xl(s{9}r)!!}{x9+9} 415 | 47,1,((1+1+1)!)^(1+1)+11,{l(1+1+1r)!}^{1+1}+11 416 | 47,2,2*(2+2)!-2/2,2tl(2+2r)!-f{x2}{x2} 417 | 47,3,3!*3!+33/3,3!t3!+f{x33}{x3} 418 | 47,4,4!+4!-4/4,4!+4!-f{x4}{x4} 419 | 47,5,(5!+5!-5)/5,f{x5!+5!-5}{x5} 420 | 47,6,(√6^6+66)/6,f{x{s{6}}^{6}+66}{x6} 421 | 47,7,7*7-(7+7)/7,7t7-f{x7+7}{x7} 422 | 47,8,√((8!+8)/8)-(√(8+8))!,s{f{x8!+8}{x8}}-l(s{8+8}r)! 423 | 47,9,9!/((√9)!!)/9-9,f{x9!}{xl(s{9}r)!!t9}-9 424 | 48,1,(1+1)*(1+1+1+1)!,l(1+1r)tl(1+1+1+1r)! 425 | 48,2,2*(2+2)!,2tl(2+2r)! 426 | 48,3,3*3!*3-3!,3t3!t3-3! 427 | 48,4,4!+4!,4!+4! 428 | 48,5,(5!+5!)/5,f{x5!+5!}{x5} 429 | 48,6,6+6+6*6,6+6+6t6 430 | 48,7,7*7-7/7,7t7-f{x7}{x7} 431 | 48,8,8*8-8-8,8t8-8-8 432 | 48,9,(√9)!*9-(√9)!,l(s{9}r)!t9-l(s{9}r)! 433 | 49,1,(1+(1+1+1)!)^(1+1),{l(1+l(1+1+1r)!r)}^{1+1} 434 | 49,2,2/2+2*(2+2)!,f{x2}{x2}+2tl(2+2r)! 435 | 49,3,(3!+3/3)^(3!/3),{l(3!+f{x3}{x3}r)}^{f{3!}{3}} 436 | 49,4,√((4!+4)/4)^4,{s{f{x4!+4}{x4}}}^{4} 437 | 49,5,5!/5+5*5,f{x5!}{x5}+5t5 438 | 49,6,√((6!+√(6!/6)^6)/(6!)),s{f{x6!+{s{f{x6!}{x6}}}^{6}}{x6!}} 439 | 49,7,7*7,7t7 440 | 49,8,√(√(8-8/8)^8),s{{s{8-f{x8}{x8}}}^{8}} 441 | 49,9,9+(√9)!!/(9+9),9+f{xl(s{9}r)!!}{x9+9} 442 | 50,1,(111-11)/(1+1),f{x111-11}{x1+1} 443 | 50,2,2+2*(2+2)!,2+2tl(2+2r)! 444 | 50,3,((3!/3)^3)!/(3!!)-3!,f{xl({l(f{x3!}{x3}r)}^{3}r)!}{x3!!}-3! 445 | 50,4,4!+√4+4!,4!+s{4}+4! 446 | 50,5,55-5,55-5 447 | 50,6,(6!-6!/6)/(6+6),f{x6!-f{x6!}{x6}}{x6+6} 448 | 50,7,7/7+7*7,f{x7}{x7}+7t7 449 | 50,8,√(√(√8+√8+√(√√(8+8)))^8),s{{s{s{8}+s{8}+s{\!\!s{\!\!s{8+8}}}}}^{8}} 450 | 50,9,(√9)!*(9-(√9)!/9),l(s{9}r)!tl(9-f{xl(s{9}r)!}{x9}r) -------------------------------------------------------------------------------- /data/solution.1.dat: -------------------------------------------------------------------------------- 1 | 51,1,1+(111-11)/(1+1),1+f{x111-11}{x1+1} 2 | 51,2,2+2/2+2*(2+2)!,2+f{x2}{x2}+2tl(2+2r)! 3 | 51,3,3!*3+33,3!t3+33 4 | 51,4,4!*(√4+√√√(√4^(-4!))),4!tl(s{4}+s{\!\!s{\!\!s{{s{4}}^{-4!}}}}r) 5 | 51,5,5/5+55-5,f{x5}{x5}+55-5 6 | 51,6,(6!-6*6)/(6+6)-6,f{x6!-6t6}{x6+6}-6 7 | 51,7,7*7+(7+7)/7,7t7+f{x7+7}{x7} 8 | 51,8,√√(8+8)+√(√(8-8/8)^8),s{\!\!s{8+8}}+s{{s{8-f{x8}{x8}}}^{8}} 9 | 51,9,(√9)!*9-√9,l(s{9}r)!t9-s{9} 10 | 52,1,√(1+1)^(1+11)-11-1,{s{1+1}}^{1+11}-11-1 11 | 52,2,2*(2+(2+2)!),2tl(2+l(2+2r)!r) 12 | 52,3,(3!*3^3-3!)/3,f{x3!t{3}^{3}-3!}{x3} 13 | 52,4,4+4!+4!,4+4!+4! 14 | 52,5,5+(5!+5!-5)/5,5+f{x5!+5!-5}{x5} 15 | 52,6,((6+6)/6)^6-6-6,{l(f{x6+6}{x6}r)}^{6}-6-6 16 | 52,7,7*7+(7+7+7)/7,7t7+f{x7+7+7}{x7} 17 | 52,8,8*8-√(8+8)-8,8t8-s{8+8}-8 18 | 52,9,(√9)!*(9-√9/9),l(s{9}r)!tl(9-f{xs{9}}{x9}r) 19 | 53,1,√(1+1)^(1+11)-11,{s{1+1}}^{1+11}-11 20 | 53,2,(2+√2^(-2))*22-2,l(2+{s{2}}^{-2}r)t22-2 21 | 53,3,(3!*3^3-3)/3,f{x3!t{3}^{3}-3}{x3} 22 | 53,4,(4^4-44)/4,f{x{4}^{4}-44}{x4} 23 | 53,5,5+(5!+5!)/5,5+f{x5!+5!}{x5} 24 | 53,6,(6!-6)/6-66,f{x6!-6}{x6}-66 25 | 53,7,7!/(7+77)-7,f{x7!}{x7+77}-7 26 | 53,8,8*8-88/8,8t8-f{x88}{x8} 27 | 53,9,(√9)!*9-9/9,l(s{9}r)!t9-f{x9}{x9} 28 | 54,1,(111-1)/(1+1)-1,f{x111-1}{x1+1}-1 29 | 54,2,2+2*(2+(2+2)!),2+2tl(2+l(2+2r)!r) 30 | 54,3,3*3!*3,3t3!t3 31 | 54,4,(4!/4)^4/(4!),f{x{l(f{x4!}{x4}r)}^{4}}{x4!} 32 | 54,5,55-5/5,55-f{x5}{x5} 33 | 54,6,66-6-6,66-6-6 34 | 54,7,7+7*7-(7+7)/7,7+7t7-f{x7+7}{x7} 35 | 54,8,8*8-√√(8+8)-8,8t8-s{\!\!s{8+8}}-8 36 | 54,9,(√9)!*9,l(s{9}r)!t9 37 | 55,1,(111-1)/(1+1),f{x111-1}{x1+1} 38 | 55,2,(2+√2^(-2))*22,l(2+{s{2}}^{-2}r)t22 39 | 55,3,(333-3)/(3!),f{x333-3}{x3!} 40 | 55,4,44+44/4,44+f{x44}{x4} 41 | 55,5,55,55 42 | 55,6,66-66/6,66-f{x66}{x6} 43 | 55,7,7+7*7-7/7,7+7t7-f{x7}{x7} 44 | 55,8,8*8-8/8-8,8t8-f{x8}{x8}-8 45 | 55,9,(√9)!*9+9/9,l(s{9}r)!t9+f{x9}{x9} 46 | 56,1,(1+111)/(1+1),f{x1+111}{x1+1} 47 | 56,2,2*(2+2+(2+2)!),2tl(2+2+l(2+2r)!r) 48 | 56,3,((3!/3)^3)!/(3!!),f{xl({l(f{x3!}{x3}r)}^{3}r)!}{x3!!} 49 | 56,4,√4*(4!+4),s{4}tl(4!+4r) 50 | 56,5,5/5+55,f{x5}{x5}+55 51 | 56,6,6*(6+6!/(√6^6)),6tl(6+f{x6!}{x{s{6}}^{6}}r) 52 | 56,7,7+7*7,7+7t7 53 | 56,8,8*8-8,8t8-8 54 | 56,9,9!/((√9)!!)/9,f{x9!}{xl(s{9}r)!!t9} 55 | 57,1,1+(1+111)/(1+1),1+f{x1+111}{x1+1} 56 | 57,2,2+(2+√2^(-2))*22,2+l(2+{s{2}}^{-2}r)t22 57 | 57,3,3+3*3!*3,3+3t3!t3 58 | 57,4,(4^4-4!-4)/4,f{x{4}^{4}-4!-4}{x4} 59 | 57,5,(5+5)/5+55,f{x5+5}{x5}+55 60 | 57,6,(6!-6*6)/(6+6),f{x6!-6t6}{x6+6} 61 | 57,7,777-7!/7,777-f{x7!}{x7} 62 | 57,8,8/8+8*8-8,f{x8}{x8}+8t8-8 63 | 57,9,√9+(√9)!*9,s{9}+l(s{9}r)!t9 64 | 58,1,1+1+(1+111)/(1+1),1+1+f{x1+111}{x1+1} 65 | 58,2,(2+2+2)^2+22,{l(2+2+2r)}^{2}+22 66 | 58,3,(3!/3)^(3!)-3!,{l(f{x3!}{x3}r)}^{3!}-3! 67 | 58,4,(4^4-4!)/4,f{x{4}^{4}-4!}{x4} 68 | 58,5,5+5+(5!+5!)/5,5+5+f{x5!+5!}{x5} 69 | 58,6,((6+6)/6)^6-6,{l(f{x6+6}{x6}r)}^{6}-6 70 | 58,7,777-(7!-7)/7,777-f{x7!-7}{x7} 71 | 58,8,8*8+√√(8+8)-8,8t8+s{\!\!s{8+8}}-8 72 | 58,9,(√9)!*(9+(√9)!/9),l(s{9}r)!tl(9+f{xl(s{9}r)!}{x9}r) 73 | 59,1,(1+1+1)!*(11-1)-1,l(1+1+1r)!tl(11-1r)-1 74 | 59,2,2*(2+2)!+22/2,2tl(2+2r)!+f{x22}{x2} 75 | 59,3,3+((3!/3)^3)!/(3!!),3+f{xl({l(f{x3!}{x3}r)}^{3}r)!}{x3!!} 76 | 59,4,(4^4-4)/4-4,f{x{4}^{4}-4}{x4}-4 77 | 59,5,5+55-5/5,5+55-f{x5}{x5} 78 | 59,6,66-6/6-6,66-f{x6}{x6}-6 79 | 59,7,77-77/7-7,77-f{x77}{x7}-7 80 | 59,8,8*8+√(8+8/8)-8,8t8+s{8+f{x8}{x8}}-8 81 | 59,9,√9+9!/((√9)!!)/9,s{9}+f{x9!}{xl(s{9}r)!!t9} 82 | 60,1,(1+1+1)!*(11-1),l(1+1+1r)!tl(11-1r) 83 | 60,2,(2+2+2/2)!/2,f{xl(2+2+f{x2}{x2}r)!}{x2} 84 | 60,3,3!!/(3!+3!),f{x3!!}{x3!+3!} 85 | 60,4,√√(√4^(4!))-4,s{\!\!s{{s{4}}^{4!}}}-4 86 | 60,5,5+55,5+55 87 | 60,6,66-6,66-6 88 | 60,7,7!/(7+77),f{x7!}{x7+77} 89 | 60,8,8*8-√(8+8),8t8-s{8+8} 90 | 60,9,(√9)!+(√9)!*9,l(s{9}r)!+l(s{9}r)!t9 91 | 61,1,(11+111)/(1+1),f{x11+111}{x1+1} 92 | 61,2,(2+(2+2+2/2)!)/2,f{x2+l(2+2+f{x2}{x2}r)!}{x2} 93 | 61,3,(3!/3)^(3!)-3,{l(f{x3!}{x3}r)}^{3!}-3 94 | 61,4,(4+4^4)/4-4,f{x4+{4}^{4}}{x4}-4 95 | 61,5,5+5/5+55,5+f{x5}{x5}+55 96 | 61,6,6/6+66-6,f{x6}{x6}+66-6 97 | 61,7,7*7+(7+77)/7,7t7+f{x7+77}{x7} 98 | 61,8,8*8-√(8+8/8),8t8-s{8+f{x8}{x8}} 99 | 61,9,((√9)!/√9)^((√9)!)-√9,{l(f{xl(s{9}r)!}{xs{9}}r)}^{l(s{9}r)!}-s{9} 100 | 62,1,√(1+1)^(1+11)-1-1,{s{1+1}}^{1+11}-1-1 101 | 62,2,√(√2^((2+2)!))-2,s{{s{2}}^{l(2+2r)!}}-2 102 | 62,3,3*(3!!/(3^3)-3!),3tl(f{x3!!}{x{3}^{3}}-3!r) 103 | 62,4,√√(√4^(4!))-√4,s{\!\!s{{s{4}}^{4!}}}-s{4} 104 | 62,5,5+(5+5)/5+55,5+f{x5+5}{x5}+55 105 | 62,6,(6+6)/6+66-6,f{x6+6}{x6}+66-6 106 | 62,7,777/7-7*7,f{x777}{x7}-7t7 107 | 62,8,8*8-√√(8+8),8t8-s{\!\!s{8+8}} 108 | 62,9,(√9)!!/9-9-9,f{xl(s{9}r)!!}{x9}-9-9 109 | 63,1,√(1+1)^(1+11)-1,{s{1+1}}^{1+11}-1 110 | 63,2,√(√2^((2+2)!))-2/2,s{{s{2}}^{l(2+2r)!}}-f{x2}{x2} 111 | 63,3,3*(3+3!*3),3tl(3+3!t3r) 112 | 63,4,(4^4-4)/4,f{x{4}^{4}-4}{x4} 113 | 63,5,(5+5^5/5)/(5+5),f{x5+f{x{5}^{5}}{x5}}{x5+5} 114 | 63,6,(6!+6*6)/(6+6),f{x6!+6t6}{x6+6} 115 | 63,7,77-7-7,77-7-7 116 | 63,8,8*8-8/8,8t8-f{x8}{x8} 117 | 63,9,9+(√9)!*9,9+l(s{9}r)!t9 118 | 64,1,√(1+1)^(1+11),{s{1+1}}^{1+11} 119 | 64,2,√(√2^((2+2)!)),s{{s{2}}^{l(2+2r)!}} 120 | 64,3,(3!/3)^(3!),{l(f{x3!}{x3}r)}^{3!} 121 | 64,4,√√(√4^(4!)),s{\!\!s{{s{4}}^{4!}}} 122 | 64,5,5!-(5/5+55),5!-l(f{x5}{x5}+55r) 123 | 64,6,((6+6)/6)^6,{l(f{x6+6}{x6}r)}^{6} 124 | 64,7,√(7!+7/7)-7,s{7!+f{x7}{x7}}-7 125 | 64,8,8*8,8t8 126 | 64,9,((√9)!/√9)^((√9)!),{l(f{xl(s{9}r)!}{xs{9}}r)}^{l(s{9}r)!} 127 | 65,1,1+√(1+1)^(1+11),1+{s{1+1}}^{1+11} 128 | 65,2,2/2+√(√2^((2+2)!)),f{x2}{x2}+s{{s{2}}^{l(2+2r)!}} 129 | 65,3,(3!*33-3)/3,f{x3!t33-3}{x3} 130 | 65,4,(4+4^4)/4,f{x4+{4}^{4}}{x4} 131 | 65,5,5!-55,5!-55 132 | 65,6,66-6/6,66-f{x6}{x6} 133 | 65,7,7!/(77-7)-7,f{x7!}{x77-7}-7 134 | 65,8,8/8+8*8,f{x8}{x8}+8t8 135 | 65,9,9+9!/((√9)!!)/9,9+f{x9!}{xl(s{9}r)!!t9} 136 | 66,1,(1+1+1)!*11,l(1+1+1r)!t11 137 | 66,2,2+√(√2^((2+2)!)),2+s{{s{2}}^{l(2+2r)!}} 138 | 66,3,√(3!*(3!!+3!)),s{3!tl(3!!+3!r)} 139 | 66,4,√4+√√(√4^(4!)),s{4}+s{\!\!s{{s{4}}^{4!}}} 140 | 66,5,55+55/5,55+f{x55}{x5} 141 | 66,6,66,66 142 | 66,7,77-77/7,77-f{x77}{x7} 143 | 66,8,8*8+√√(8+8),8t8+s{\!\!s{8+8}} 144 | 66,9,√((√9)!*((√9)!!+(√9)!)),s{l(s{9}r)!tl(l(s{9}r)!!+l(s{9}r)!r)} 145 | 67,1,1+(1+1+1)!*11,1+l(1+1+1r)!t11 146 | 67,2,2+2/2+√(√2^((2+2)!)),2+f{x2}{x2}+s{{s{2}}^{l(2+2r)!}} 147 | 67,3,3+(3!/3)^(3!),3+{l(f{x3!}{x3}r)}^{3!} 148 | 67,4,4+(4^4-4)/4,4+f{x{4}^{4}-4}{x4} 149 | 67,5,5!/(5+5)+55,f{x5!}{x5+5}+55 150 | 67,6,6/6+66,f{x6}{x6}+66 151 | 67,7,7+7!/(7+77),7+f{x7!}{x7+77} 152 | 67,8,8*8+√(8+8/8),8t8+s{8+f{x8}{x8}} 153 | 67,9,√(9+9!/9/9),s{9+f{x9!}{x9t9}} 154 | 68,1,1+1+(1+1+1)!*11,1+1+l(1+1+1r)!t11 155 | 68,2,(2+2)!+2*22,l(2+2r)!+2t22 156 | 68,3,((3!)^3-3)/3-3,f{x{3!}^{3}-3}{x3}-3 157 | 68,4,4!+44,4!+44 158 | 68,5,55+(5!-55)/5,55+f{x5!-55}{x5} 159 | 68,6,(6+6)/6+66,f{x6+6}{x6}+66 160 | 68,7,77-(7+7)/7-7,77-f{x7+7}{x7}-7 161 | 68,8,8*8+√(8+8),8t8+s{8+8} 162 | 68,9,(√9)!!/9-√9-9,f{xl(s{9}r)!!}{x9}-s{9}-9 163 | 69,1,√(1+(1+(1+1+1)!)!)-1-1,s{1+l(1+l(1+1+1r)!r)!}-1-1 164 | 69,2,(2+2/2)*(2/2+22),l(2+f{x2}{x2}r)tl(f{x2}{x2}+22r) 165 | 69,3,(3!)^3/3-3,f{x{3!}^{3}}{x3}-3 166 | 69,4,4+(4+4^4)/4,4+f{x4+{4}^{4}}{x4} 167 | 69,5,5!/5+55-5-5,f{x5!}{x5}+55-5-5 168 | 69,6,6*(6+66/(6+6)),6tl(6+f{x66}{x6+6}r) 169 | 69,7,77-7/7-7,77-f{x7}{x7}-7 170 | 69,8,√((8!+8)/8)-√√(8+8),s{f{x8!+8}{x8}}-s{\!\!s{8+8}} 171 | 69,9,9*9-√9-9,9t9-s{9}-9 172 | 70,1,√(1+(1+(1+1+1)!)!)-1,s{1+l(1+l(1+1+1r)!r)!}-1 173 | 70,2,2*(2+2)!+22,2tl(2+2r)!+22 174 | 70,3,((3!)^3-3!)/3,f{x{3!}^{3}-3!}{x3} 175 | 70,4,(4!+4^4)/4,f{x4!+{4}^{4}}{x4} 176 | 70,5,5+5!-55,5+5!-55 177 | 70,6,6+((6+6)/6)^6,6+{l(f{x6+6}{x6}r)}^{6} 178 | 70,7,77-7,77-7 179 | 70,8,8!/√(√((√(8+8))!)^8),f{x8!}{xs{{s{l(s{8+8}r)!}}^{8}}} 180 | 70,9,((√9)!!-9)/9-9,f{xl(s{9}r)!!-9}{x9}-9 181 | 71,1,√(1+(1+(1+1+1)!)!),s{1+l(1+l(1+1+1r)!r)!} 182 | 71,2,(((2+2)!/2)^2-2)/2,f{x{l(f{xl(2+2r)!}{x2}r)}^{2}-2}{x2} 183 | 71,3,((3!)^3-3)/3,f{x{3!}^{3}-3}{x3} 184 | 71,4,(4+4!+4^4)/4,f{x4+4!+{4}^{4}}{x4} 185 | 71,5,5!-(5!/5+5*5),5!-l(f{x5!}{x5}+5t5r) 186 | 71,6,6+66-6/6,6+66-f{x6}{x6} 187 | 71,7,√(7!+7/7),s{7!+f{x7}{x7}} 188 | 71,8,√((8!+8)/8),s{f{x8!+8}{x8}} 189 | 71,9,(√9)!!/9-9,f{xl(s{9}r)!!}{x9}-9 190 | 72,1,(1+1+1)!*(1+11),l(1+1+1r)!tl(1+11r) 191 | 72,2,2*(2+2+2)^2,2t{l(2+2+2r)}^{2} 192 | 72,3,(3!)^3/3,f{x{3!}^{3}}{x3} 193 | 72,4,4!*4-4!,4!t4-4! 194 | 72,5,(5!+5!+5!)/5,f{x5!+5!+5!}{x5} 195 | 72,6,6+66,6+66 196 | 72,7,7!/(77-7),f{x7!}{x77-7} 197 | 72,8,8+8*8,8+8t8 198 | 72,9,9*9-9,9t9-9 199 | 73,1,1+(1+1+1)!*(1+11),1+l(1+1+1r)!tl(1+11r) 200 | 73,2,(2+((2+2)!/2)^2)/2,f{x2+{l(f{xl(2+2r)!}{x2}r)}^{2}}{x2} 201 | 73,3,(3+(3!)^3)/3,f{x3+{3!}^{3}}{x3} 202 | 73,4,(4+√((4!)^4/4))/4,f{x4+s{f{x{4!}^{4}}{x4}}}{x4} 203 | 73,5,5*5+(5!+5!)/5,5t5+f{x5!+5!}{x5} 204 | 73,6,6+6/6+66,6+f{x6}{x6}+66 205 | 73,7,7+77-77/7,7+77-f{x77}{x7} 206 | 73,8,8+8/8+8*8,8+f{x8}{x8}+8t8 207 | 73,9,9+((√9)!/√9)^((√9)!),9+{l(f{xl(s{9}r)!}{xs{9}}r)}^{l(s{9}r)!} 208 | 74,1,111/(1+1/(1+1)),f{x111}{x1+f{x1}{x1+1}} 209 | 74,2,222/(2+2/2),f{x222}{x2+f{x2}{x2}} 210 | 74,3,(3!+(3!)^3)/3,f{x3!+{3!}^{3}}{x3} 211 | 74,4,√4+4!*4-4!,s{4}+4!t4-4! 212 | 74,5,5!/5+55-5,f{x5!}{x5}+55-5 213 | 74,6,6+(6+6)/6+66,6+f{x6+6}{x6}+66 214 | 74,7,77-(7+7+7)/7,77-f{x7+7+7}{x7} 215 | 74,8,8+8*8+√√(8+8),8+8t8+s{\!\!s{8+8}} 216 | 74,9,(√9)!!/9-(√9)!,f{xl(s{9}r)!!}{x9}-l(s{9}r)! 217 | 75,1,11+√(1+1)^(1+11),11+{s{1+1}}^{1+11} 218 | 75,2,√(√2^((2+2)!))+22/2,s{{s{2}}^{l(2+2r)!}}+f{x22}{x2} 219 | 75,3,3+(3!)^3/3,3+f{x{3!}^{3}}{x3} 220 | 75,4,(4^4+44)/4,f{x{4}^{4}+44}{x4} 221 | 75,5,5*(5+5+5),5tl(5+5+5r) 222 | 75,6,(666-√6^6)/6,f{x666-{s{6}}^{6}}{x6} 223 | 75,7,77-(7+7)/7,77-f{x7+7}{x7} 224 | 75,8,8*8+88/8,8t8+f{x88}{x8} 225 | 75,9,9*9-(√9)!,9t9-l(s{9}r)! 226 | 76,1,(1+(1+1+1)!)*11-1,l(1+l(1+1+1r)!r)t11-1 227 | 76,2,2*(2*(22-2)-2),2tl(2tl(22-2r)-2r) 228 | 76,3,3+(3+(3!)^3)/3,3+f{x3+{3!}^{3}}{x3} 229 | 76,4,4*(4!-4)-4,4tl(4!-4r)-4 230 | 76,5,5!-(55-55/5),5!-55+f{x55}{x5} 231 | 76,6,66+(66-6)/6,66+f{x66-6}{x6} 232 | 76,7,77-7/7,77-f{x7}{x7} 233 | 76,8,88-√(8+8)-8,88-s{8+8}-8 234 | 76,9,((√9)!!-9)/9-√9,f{xl(s{9}r)!!-9}{x9}-s{9} 235 | 77,1,(1+(1+1+1)!)*11,l(1+l(1+1+1r)!r)t11 236 | 77,2,2*(2-2^(-2))*22,2tl(2-{2}^{-2}r)t22 237 | 77,3,3!!/3/3-3,f{x3!!}{x3t3}-3 238 | 77,4,(4-4/4)^4-4,{l(4-f{x4}{x4}r)}^{4}-4 239 | 77,5,5+(5!+5!+5!)/5,5+f{x5!+5!+5!}{x5} 240 | 77,6,66+66/6,66+f{x66}{x6} 241 | 77,7,77,77 242 | 77,8,88-88/8,88-f{x88}{x8} 243 | 77,9,(√9)!!/9-√9,f{xl(s{9}r)!!}{x9}-s{9} 244 | 78,1,1+(1+(1+1+1)!)*11,1+l(1+l(1+1+1r)!r)t11 245 | 78,2,2*2*(22-2)-2,2t2tl(22-2r)-2 246 | 78,3,3*3^3-3,3t{3}^{3}-3 247 | 78,4,4*(4!-4)-√4,4tl(4!-4r)-s{4} 248 | 78,5,(5!-5)/5+55,f{x5!-5}{x5}+55 249 | 78,6,6+6+66,6+6+66 250 | 78,7,7/7+77,f{x7}{x7}+77 251 | 78,8,88-√√(8+8)-8,88-s{\!\!s{8+8}}-8 252 | 78,9,9*9-√9,9t9-s{9} 253 | 79,1,111-√(1+1)^(11-1),111-{s{1+1}}^{11-1} 254 | 79,2,(22/2-2)^2-2,{l(f{x22}{x2}-2r)}^{2}-2 255 | 79,3,(3!!/3-3)/3,f{xf{x3!!}{x3}-3}{x3} 256 | 79,4,(4-4/4)^4-√4,{l(4-f{x4}{x4}r)}^{4}-s{4} 257 | 79,5,5!/5+55,f{x5!}{x5}+55 258 | 79,6,6+6+6/6+66,6+6+f{x6}{x6}+66 259 | 79,7,(7+7)/7+77,f{x7+7}{x7}+77 260 | 79,8,8+√((8!+8)/8),8+s{f{x8!+8}{x8}} 261 | 79,9,((√9)!!-9)/9,f{xl(s{9}r)!!-9}{x9} 262 | 80,1,(11-1-1)^(1+1)-1,{l(11-1-1r)}^{1+1}-1 263 | 80,2,2*2*(22-2),2t2tl(22-2r) 264 | 80,3,3!!/3/3,f{x3!!}{x3t3} 265 | 80,4,4*(4!-4),4tl(4!-4r) 266 | 80,5,5*5+55,5t5+55 267 | 80,6,(6!+6!)/(6+6+6),f{x6!+6!}{x6+6+6} 268 | 80,7,7!/(77-7-7),f{x7!}{x77-7-7} 269 | 80,8,88-8,88-8 270 | 80,9,(√9)!!/9,f{xl(s{9}r)!!}{x9} 271 | 81,1,(11-1-1)^(1+1),{l(11-1-1r)}^{1+1} 272 | 81,2,(22/2-2)^2,{l(f{x22}{x2}-2r)}^{2} 273 | 81,3,3*3^3,3t{3}^{3} 274 | 81,4,(4-4/4)^4,{l(4-f{x4}{x4}r)}^{4} 275 | 81,5,5*5+5/5+55,5t5+f{x5}{x5}+55 276 | 81,6,6^6/(6*√6^6-6!),f{x{6}^{6}}{x6t{s{6}}^{6}-6!} 277 | 81,7,77+77/7-7,77+f{x77}{x7}-7 278 | 81,8,√(√(8+8/8)^8),s{{s{8+f{x8}{x8}}}^{8}} 279 | 81,9,9*9,9t9 280 | 82,1,1+(11-1-1)^(1+1),1+{l(11-1-1r)}^{1+1} 281 | 82,2,2+2*2*(22-2),2+2t2tl(22-2r) 282 | 82,3,(3!+3!!/3)/3,f{x3!+f{x3!!}{x3}}{x3} 283 | 82,4,√4+4*(4!-4),s{4}+4tl(4!-4r) 284 | 82,5,(555-5!)/5-5,f{x555-5!}{x5}-5 285 | 82,6,(6!-√6^6-6-6)/6,f{x6!-{s{6}}^{6}-6-6}{x6} 286 | 82,7,7+77-(7+7)/7,7+77-f{x7+7}{x7} 287 | 82,8,√√(8+8)+88-8,s{\!\!s{8+8}}+88-8 288 | 82,9,9/9+9*9,f{x9}{x9}+9t9 289 | 83,1,1+1+(11-1-1)^(1+1),1+1+{l(11-1-1r)}^{1+1} 290 | 83,2,2+(22/2-2)^2,2+{l(f{x22}{x2}-2r)}^{2} 291 | 83,3,3+3!!/3/3,3+f{x3!!}{x3t3} 292 | 83,4,√4+(4-4/4)^4,s{4}+{l(4-f{x4}{x4}r)}^{4} 293 | 83,5,5+(5!-5)/5+55,5+f{x5!-5}{x5}+55 294 | 83,6,(6!-√6^6-6)/6,f{x6!-{s{6}}^{6}-6}{x6} 295 | 83,7,7+77-7/7,7+77-f{x7}{x7} 296 | 83,8,8+8*8+88/8,8+8t8+f{x88}{x8} 297 | 83,9,√9+(√9)!!/9,s{9}+f{xl(s{9}r)!!}{x9} 298 | 84,1,(1+(1+1+1)!)*(1+11),l(1+l(1+1+1r)!r)tl(1+11r) 299 | 84,2,2*(2*22-2),2tl(2t22-2r) 300 | 84,3,3+3*3^3,3+3t{3}^{3} 301 | 84,4,√4*44-4,s{4}t44-4 302 | 84,5,5+5!/5+55,5+f{x5!}{x5}+55 303 | 84,6,(6!-√6^6)/6,f{x6!-{s{6}}^{6}}{x6} 304 | 84,7,7+77,7+77 305 | 84,8,88-√(8+8),88-s{8+8} 306 | 84,9,√9+9*9,s{9}+9t9 307 | 85,1,1+(1+(1+1+1)!)*(1+11),1+l(1+l(1+1+1r)!r)tl(1+11r) 308 | 85,2,2+2+(22/2-2)^2,2+2+{l(f{x22}{x2}-2r)}^{2} 309 | 85,3,3+(3!+3!!/3)/3,3+f{x3!+f{x3!!}{x3}}{x3} 310 | 85,4,4+(4-4/4)^4,4+{l(4-f{x4}{x4}r)}^{4} 311 | 85,5,5+5*5+55,5+5t5+55 312 | 85,6,(6+6!-√6^6)/6,f{x6+6!-{s{6}}^{6}}{x6} 313 | 85,7,7+7/7+77,7+f{x7}{x7}+77 314 | 85,8,88-√(8+8/8),88-s{8+f{x8}{x8}} 315 | 85,9,(√9)!+((√9)!!-9)/9,l(s{9}r)!+f{xl(s{9}r)!!-9}{x9} 316 | 86,1,111-(1+1+1+1)!-1,111-l(1+1+1+1r)!-1 317 | 86,2,2*2*22-2,2t2t22-2 318 | 86,3,3!+3!!/3/3,3!+f{x3!!}{x3t3} 319 | 86,4,√4*44-√4,s{4}t44-s{4} 320 | 86,5,5!-5!/5-5-5,5!-f{x5!}{x5}-5-5 321 | 86,6,6!/6/6+66,f{x6!}{x6t6}+66 322 | 86,7,7+(7+7)/7+77,7+f{x7+7}{x7}+77 323 | 86,8,88-√√(8+8),88-s{\!\!s{8+8}} 324 | 86,9,(√9)!+(√9)!!/9,l(s{9}r)!+f{xl(s{9}r)!!}{x9} 325 | 87,1,111-(1+1+1+1)!,111-l(1+1+1+1r)! 326 | 87,2,2*2*22-2/2,2t2t22-f{x2}{x2} 327 | 87,3,3!+3*3^3,3!+3t{3}^{3} 328 | 87,4,444/4-4!,f{x444}{x4}-4! 329 | 87,5,(555-5!)/5,f{x555-5!}{x5} 330 | 87,6,(6+6!/6)/6+66,f{x6+f{x6!}{x6}}{x6}+66 331 | 87,7,77+(77-7)/7,77+f{x77-7}{x7} 332 | 87,8,88-8/8,88-f{x8}{x8} 333 | 87,9,(√9)!+9*9,l(s{9}r)!+9t9 334 | 88,1,11*(11-1-1-1),11tl(11-1-1-1r) 335 | 88,2,2*2*22,2t2t22 336 | 88,3,(3!!+3!)/(3!)-33,f{x3!!+3!}{x3!}-33 337 | 88,4,√4*44,s{4}t44 338 | 88,5,5!-((5+5)/5)^5,5!-{l(f{x5+5}{x5}r)}^{5} 339 | 88,6,(6!-6!/6)/6-6-6,f{x6!-f{x6!}{x6}}{x6}-6-6 340 | 88,7,77+77/7,77+f{x77}{x7} 341 | 88,8,88,88 342 | 88,9,9+((√9)!!-9)/9,9+f{xl(s{9}r)!!-9}{x9} 343 | 89,1,√(1+(1+1+1)!!*11),s{1+l(1+1+1r)!!t11} 344 | 89,2,222/2-22,f{x222}{x2}-22 345 | 89,3,3*(3+3!!/(3^3)),3tl(3+f{x3!!}{x{3}^{3}}r) 346 | 89,4,4/4+√4*44,f{x4}{x4}+s{4}t44 347 | 89,5,5!-(55-5!/5),5!-55+f{x5!}{x5} 348 | 89,6,√((6+6!*66)/6),s{f{x6+6!t66}{x6}} 349 | 89,7,√((7!+(77/7)!)/(7!)),s{f{x7!+l(f{x77}{x7}r)!}{x7!}} 350 | 89,8,8/8+88,f{x8}{x8}+88 351 | 89,9,9+(√9)!!/9,9+f{xl(s{9}r)!!}{x9} 352 | 90,1,(11-1)*(11-1-1),l(11-1r)tl(11-1-1r) 353 | 90,2,2+2*2*22,2+2t2t22 354 | 90,3,3*(33-3),3tl(33-3r) 355 | 90,4,√4+√4*44,s{4}+s{4}t44 356 | 90,5,5!-5*5-5,5!-5t5-5 357 | 90,6,6+(6!-√6^6)/6,6+f{x6!-{s{6}}^{6}}{x6} 358 | 90,7,7!/(7+7*7),f{x7!}{x7+7t7} 359 | 90,8,√√(8+8)+88,s{\!\!s{8+8}}+88 360 | 90,9,99-9,99-9 361 | 91,1,111-(1+1)*(11-1),111-l(1+1r)tl(11-1r) 362 | 91,2,2+222/2-22,2+f{x222}{x2}-22 363 | 91,3,(3!!/3+33)/3,f{xf{x3!!}{x3}+33}{x3} 364 | 91,4,4!*4-4/4-4,4!t4-f{x4}{x4}-4 365 | 91,5,5!-5!/5-5,5!-f{x5!}{x5}-5 366 | 91,6,(666-6!/6)/6,f{x666-f{x6!}{x6}}{x6} 367 | 91,7,7+7+77,7+7+77 368 | 91,8,√(8+8/8)+88,s{8+f{x8}{x8}}+88 369 | 91,9,((√9)!!+99)/9,f{xl(s{9}r)!!+99}{x9} 370 | 92,1,11+(11-1-1)^(1+1),11+{l(11-1-1r)}^{1+1} 371 | 92,2,2*(2+2*22),2tl(2+2t22r) 372 | 92,3,(3!!/3+3!*3!)/3,f{xf{x3!!}{x3}+3!t3!}{x3} 373 | 92,4,4!*4-4,4!t4-4 374 | 92,5,5!-(5!-5)/5-5,5!-f{x5!-5}{x5}-5 375 | 92,6,6+6!/6/6+66,6+f{x6!}{x6t6}+66 376 | 92,7,7+7+7/7+77,7+7+f{x7}{x7}+77 377 | 92,8,√(8+8)+88,s{8+8}+88 378 | 92,9,9+√9+(√9)!!/9,9+s{9}+f{xl(s{9}r)!!}{x9} 379 | 93,1,((1+1)^(11-1)-1)/11,f{x{l(1+1r)}^{11-1}-1}{x11} 380 | 93,2,(√2^22-2)/22,f{x{s{2}}^{22}-2}{x22} 381 | 93,3,3*33-3!,3t33-3! 382 | 93,4,4!*(4-√√√(√4^(-4!))),4!tl(4-s{\!\!s{\!\!s{{s{4}}^{-4!}}}}r) 383 | 93,5,5+5!-((5+5)/5)^5,5+5!-{l(f{x5+5}{x5}r)}^{5} 384 | 93,6,(6!+6*66)/(6+6),f{x6!+6t66}{x6+6} 385 | 93,7,(777-77)/7-7,f{x777-77}{x7}-7 386 | 93,8,8+88-√(8+8/8),8+88-s{8+f{x8}{x8}} 387 | 93,9,99-(√9)!,99-l(s{9}r)! 388 | 94,1,111-11-(1+1+1)!,111-11-l(1+1+1r)! 389 | 94,2,2*2*(2+2)!-2,2t2tl(2+2r)!-2 390 | 94,3,(3!!+3!)/(3!)-3^3,f{x3!!+3!}{x3!}-{3}^{3} 391 | 94,4,4!*4-√4,4!t4-s{4} 392 | 94,5,5!-(5/5+5*5),5!-l(f{x5}{x5}+5t5r) 393 | 94,6,(6!-6!/6)/6-6,f{x6!-f{x6!}{x6}}{x6}-6 394 | 94,7,7777/77-7,f{x7777}{x77}-7 395 | 94,8,8+88-√√(8+8),8+88-s{\!\!s{8+8}} 396 | 94,9,9/9+99-(√9)!,f{x9}{x9}+99-l(s{9}r)! 397 | 95,1,1111/11-(1+1+1)!,f{x1111}{x11}-l(1+1+1r)! 398 | 95,2,2*2*(2+2)!-2/2,2t2tl(2+2r)!-f{x2}{x2} 399 | 95,3,(3!)^3-(3!!+3!)/(3!),{3!}^{3}-f{x3!!+3!}{x3!} 400 | 95,4,4!*4-4/4,4!t4-f{x4}{x4} 401 | 95,5,5!-5*5,5!-5t5 402 | 95,6,√6^6-(6!+6)/6,{s{6}}^{6}-f{x6!+6}{x6} 403 | 95,7,7+77+77/7,7+77+f{x77}{x7} 404 | 95,8,8+88-8/8,8+88-f{x8}{x8} 405 | 95,9,9+(√9)!+(√9)!!/9,9+l(s{9}r)!+f{xl(s{9}r)!!}{x9} 406 | 96,1,(1+11)*(11-1-1-1),l(1+11r)tl(11-1-1-1r) 407 | 96,2,2*2*(2+2)!,2t2tl(2+2r)! 408 | 96,3,3*33-3,3t33-3 409 | 96,4,4!*4,4!t4 410 | 96,5,5!-5!/5,5!-f{x5!}{x5} 411 | 96,6,√6^6-6!/6,{s{6}}^{6}-f{x6!}{x6} 412 | 96,7,(7!+7)/7/7-7,f{x7!+7}{x7t7}-7 413 | 96,8,8+88,8+88 414 | 96,9,99-√9,99-s{9} 415 | 97,1,111-11-1-1-1,111-11-1-1-1 416 | 97,2,(22/2)^2-(2+2)!,{l(f{x22}{x2}r)}^{2}-l(2+2r)! 417 | 97,3,3*33-3!/3,3t33-f{x3!}{x3} 418 | 97,4,4!*4+4/4,4!t4+f{x4}{x4} 419 | 97,5,5!-(5!-5)/5,5!-f{x5!-5}{x5} 420 | 97,6,√6^6-(6!-6)/6,{s{6}}^{6}-f{x6!-6}{x6} 421 | 97,7,7*(7+7)-7/7,7tl(7+7r)-f{x7}{x7} 422 | 97,8,8+8/8+88,8+f{x8}{x8}+88 423 | 97,9,99-(√9)!/√9,99-f{xl(s{9}r)!}{xs{9}} 424 | 98,1,111-11-1-1,111-11-1-1 425 | 98,2,2+2*2*(2+2)!,2+2t2tl(2+2r)! 426 | 98,3,3*33-3/3,3t33-f{x3}{x3} 427 | 98,4,√4+4!*4,s{4}+4!t4 428 | 98,5,5!-(5!-5-5)/5,5!-f{x5!-5-5}{x5} 429 | 98,6,(6!-(66+66))/6,f{x6!-l(66+66r)}{x6} 430 | 98,7,7*(7+7),7tl(7+7r) 431 | 98,8,8+√√(8+8)+88,8+s{\!\!s{8+8}}+88 432 | 98,9,99-9/9,99-f{x9}{x9} 433 | 99,1,111-11-1,111-11-1 434 | 99,2,(22/2)^2-22,{l(f{x22}{x2}r)}^{2}-22 435 | 99,3,3*33,3t33 436 | 99,4,4!*(4+√√√(√4^(-4!))),4!tl(4+s{\!\!s{\!\!s{{s{4}}^{-4!}}}}r) 437 | 99,5,5*(5*5-5)-5/5,5tl(5t5-5r)-f{x5}{x5} 438 | 99,6,(6!-6!/6-6)/6,f{x6!-f{x6!}{x6}-6}{x6} 439 | 99,7,7/7+7*(7+7),f{x7}{x7}+7tl(7+7r) 440 | 99,8,88+88/8,88+f{x88}{x8} 441 | 99,9,99,99 442 | 100,1,111-11,111-11 443 | 100,2,((22-2)/2)^2,{l(f{x22-2}{x2}r)}^{2} 444 | 100,3,(3!!-3!!/(3!))/(3!),f{x3!!-f{x3!!}{x3!}}{x3!} 445 | 100,4,4+4!*4,4+4!t4 446 | 100,5,5*(5*5-5),5tl(5t5-5r) 447 | 100,6,(6!-6!/6)/6,f{x6!-f{x6!}{x6}}{x6} 448 | 100,7,(777-77)/7,f{x777-77}{x7} 449 | 100,8,√(√(8+√√(8+8))^8),s{{s{8+s{\!\!s{8+8}}}}^{8}} 450 | 100,9,9/9+99,f{x9}{x9}+99 -------------------------------------------------------------------------------- /data/solution.2.dat: -------------------------------------------------------------------------------- 1 | 101,1,1111/11,f{x1111}{x11} 2 | 101,2,2222/22,f{x2222}{x22} 3 | 101,3,3!/3+3*33,f{x3!}{x3}+3t33 4 | 101,4,(4+√(4!-4)^4)/4,f{x4+{s{4!-4}}^{4}}{x4} 5 | 101,5,5+5!-5!/5,5+5!-f{x5!}{x5} 6 | 101,6,(6+6!-6!/6)/6,f{x6+6!-f{x6!}{x6}}{x6} 7 | 101,7,7777/77,f{x7777}{x77} 8 | 101,8,8888/88,f{x8888}{x88} 9 | 101,9,(√9)!/√9+99,f{xl(s{9}r)!}{xs{9}}+99 10 | 102,1,1+1111/11,1+f{x1111}{x11} 11 | 102,2,2+((22-2)/2)^2,2+{l(f{x22-2}{x2}r)}^{2} 12 | 102,3,3+3*33,3+3t33 13 | 102,4,4+√4+4!*4,4+s{4}+4!t4 14 | 102,5,5+5!-(5!-5)/5,5+5!-f{x5!-5}{x5} 15 | 102,6,6*6+66,6t6+66 16 | 102,7,((7!+7)/7-7)/7,f{xf{x7!+7}{x7}-7}{x7} 17 | 102,8,(888-8)/8-8,f{x888-8}{x8}-8 18 | 102,9,√9+99,s{9}+99 19 | 103,1,1+1+1111/11,1+1+f{x1111}{x11} 20 | 103,2,2+2222/22,2+f{x2222}{x22} 21 | 103,3,(3!!+3!)/(3!)-3!*3,f{x3!!+3!}{x3!}-3!t3 22 | 103,4,4*(√4+4!)-4/4,4tl(s{4}+4!r)-f{x4}{x4} 23 | 103,5,(5!+5!)/5+55,f{x5!+5!}{x5}+55 24 | 103,6,(6!-66)/6-6,f{x6!-66}{x6}-6 25 | 103,7,(7!+7)/7/7,f{x7!+7}{x7t7} 26 | 103,8,888/8-8,f{x888}{x8}-8 27 | 103,9,√9+9/9+99,s{9}+f{x9}{x9}+99 28 | 104,1,111-(1+1+1)!-1,111-l(1+1+1r)!-1 29 | 104,2,2*2*(2+(2+2)!),2t2tl(2+l(2+2r)!r) 30 | 104,3,(3!!+(3!)^3)/3/3,f{x3!!+{3!}^{3}}{x3t3} 31 | 104,4,4*(√4+4!),4tl(s{4}+4!r) 32 | 104,5,5!-55/5-5,5!-f{x55}{x5}-5 33 | 104,6,(666-6)/6-6,f{x666-6}{x6}-6 34 | 104,7,777/7-7,f{x777}{x7}-7 35 | 104,8,8+8+88,8+8+88 36 | 104,9,((√9)!!+((√9)!)^√9)/9,f{xl(s{9}r)!!+{l(s{9}r)!}^{s{9}}}{x9} 37 | 105,1,111-(1+1+1)!,111-l(1+1+1r)! 38 | 105,2,222/2-2-2-2,f{x222}{x2}-2-2-2 39 | 105,3,3!+3*33,3!+3t33 40 | 105,4,(444-4!)/4,f{x444-4!}{x4} 41 | 105,5,5!-5-5-5,5!-5-5-5 42 | 105,6,666/6-6,f{x666}{x6}-6 43 | 105,7,7+7*(7+7),7+7tl(7+7r) 44 | 105,8,8!/((√(8+8))!*(8+8)),f{x8!}{xl(s{8+8}r)!tl(8+8r)} 45 | 105,9,(√9)!+99,l(s{9}r)!+99 46 | 106,1,1+111-(1+1+1)!,1+111-l(1+1+1r)! 47 | 106,2,2+2*2*(2+(2+2)!),2+2t2tl(2+l(2+2r)!r) 48 | 106,3,3*3!*3!-3!/3,3t3!t3!-f{x3!}{x3} 49 | 106,4,√4+4*(√4+4!),s{4}+4tl(s{4}+4!r) 50 | 106,5,555/5-5,f{x555}{x5}-5 51 | 106,6,6+(6!-6!/6)/6,6+f{x6!-f{x6!}{x6}}{x6} 52 | 106,7,7+7/7+7*(7+7),7+f{x7}{x7}+7tl(7+7r) 53 | 106,8,8+8+√√(8+8)+88,8+8+s{\!\!s{8+8}}+88 54 | 106,9,(√9)!+9/9+99,l(s{9}r)!+f{x9}{x9}+99 55 | 107,1,111-1-1-1-1,111-1-1-1-1 56 | 107,2,222/2-2-2,f{x222}{x2}-2-2 57 | 107,3,3*3!*3!-3/3,3t3!t3!-f{x3}{x3} 58 | 107,4,444/4-4,f{x444}{x4}-4 59 | 107,5,5!-(5!-55)/5,5!-f{x5!-55}{x5} 60 | 107,6,(6!-6)/6-6-6,f{x6!-6}{x6}-6-6 61 | 107,7,7+(777-77)/7,7+f{x777-77}{x7} 62 | 107,8,8+88+88/8,8+88+f{x88}{x8} 63 | 107,9,(√9)!!/9+√9*9,f{xl(s{9}r)!!}{x9}+s{9}t9 64 | 108,1,111-1-1-1,111-1-1-1 65 | 108,2,(222-2)/2-2,f{x222-2}{x2}-2 66 | 108,3,3*3!*3!,3t3!t3! 67 | 108,4,4*(4!+4)-4,4tl(4!+4r)-4 68 | 108,5,5!-5!/(5+5),5!-f{x5!}{x5+5} 69 | 108,6,6*(6+6+6),6tl(6+6+6r) 70 | 108,7,7+7777/77,7+f{x7777}{x77} 71 | 108,8,8+√(√(8+√√(8+8))^8),8+s{{s{8+s{\!\!s{8+8}}}}^{8}} 72 | 108,9,9+99,9+99 73 | 109,1,111-1-1,111-1-1 74 | 109,2,222/2-2,f{x222}{x2}-2 75 | 109,3,(333-3!)/3,f{x333-3!}{x3} 76 | 109,4,444/4-√4,f{x444}{x4}-s{4} 77 | 109,5,5!-55/5,5!-f{x55}{x5} 78 | 109,6,(6!-66)/6,f{x6!-66}{x6} 79 | 109,7,(777-7-7)/7,f{x777-7-7}{x7} 80 | 109,8,√((8!+(8+√(8+8))!)/(8!)),s{f{x8!+l(8+s{8+8}r)!}{x8!}} 81 | 109,9,9+9/9+99,9+f{x9}{x9}+99 82 | 110,1,111-1,111-1 83 | 110,2,(222-2)/2,f{x222-2}{x2} 84 | 110,3,(333-3)/3,f{x333-3}{x3} 85 | 110,4,4*(4!+4)-√4,4tl(4!+4r)-s{4} 86 | 110,5,5!-5-5,5!-5-5 87 | 110,6,(666-6)/6,f{x666-6}{x6} 88 | 110,7,(777-7)/7,f{x777-7}{x7} 89 | 110,8,(888-8)/8,f{x888-8}{x8} 90 | 110,9,(99/9)!/(9!),f{xl(f{x99}{x9}r)!}{x9!} 91 | 111,1,111,111 92 | 111,2,222/2,f{x222}{x2} 93 | 111,3,333/3,f{x333}{x3} 94 | 111,4,444/4,f{x444}{x4} 95 | 111,5,555/5,f{x555}{x5} 96 | 111,6,666/6,f{x666}{x6} 97 | 111,7,777/7,f{x777}{x7} 98 | 111,8,888/8,f{x888}{x8} 99 | 111,9,(√9)!!/((√9)!)-9,f{xl(s{9}r)!!}{xl(s{9}r)!}-9 100 | 112,1,1+111,1+111 101 | 112,2,(2+222)/2,f{x2+222}{x2} 102 | 112,3,(3+333)/3,f{x3+333}{x3} 103 | 112,4,4*(4!+4),4tl(4!+4r) 104 | 112,5,(5+555)/5,f{x5+555}{x5} 105 | 112,6,(6+666)/6,f{x6+666}{x6} 106 | 112,7,(7+777)/7,f{x7+777}{x7} 107 | 112,8,(√(8+8))!+88,l(s{8+8}r)!+88 108 | 112,9,(9!+9!)/((√9)!!)/9,f{x9!+9!}{xl(s{9}r)!!t9} 109 | 113,1,1+1+111,1+1+111 110 | 113,2,2+222/2,2+f{x222}{x2} 111 | 113,3,(3!!-3!)/(3!)-3!,f{x3!!-3!}{x3!}-3! 112 | 113,4,√4+444/4,s{4}+f{x444}{x4} 113 | 113,5,5!-(5+5)/5-5,5!-f{x5+5}{x5}-5 114 | 113,6,(6!-6)/6-6,f{x6!-6}{x6}-6 115 | 113,7,(7-(7+7)/7)!-7,l(7-f{x7+7}{x7}r)!-7 116 | 113,8,√(√(88/8)^8)-8,s{{s{f{x88}{x8}}}^{8}}-8 117 | 113,9,((√9)!!-(√9)!)/((√9)!)-(√9)!,f{xl(s{9}r)!!-l(s{9}r)!}{xl(s{9}r)!}-l(s{9}r)! 118 | 114,1,1+1+1+111,1+1+1+111 119 | 114,2,2+(2+222)/2,2+f{x2+222}{x2} 120 | 114,3,3!!/(3!)-3!,f{x3!!}{x3!}-3! 121 | 114,4,√4+4*(4!+4),s{4}+4tl(4!+4r) 122 | 114,5,5!-5/5-5,5!-f{x5}{x5}-5 123 | 114,6,6!/6-6,f{x6!}{x6}-6 124 | 114,7,((7+7)/7)^7-7-7,{l(f{x7+7}{x7}r)}^{7}-7-7 125 | 114,8,((√(8+8))!+888)/8,f{xl(s{8+8}r)!+888}{x8} 126 | 114,9,(√9)!!/((√9)!)-(√9)!,f{xl(s{9}r)!!}{xl(s{9}r)!}-l(s{9}r)! 127 | 115,1,1+1+1+1+111,1+1+1+1+111 128 | 115,2,2+2+222/2,2+2+f{x222}{x2} 129 | 115,3,(3!!+3!)/(3!)-3!,f{x3!!+3!}{x3!}-3! 130 | 115,4,4+444/4,4+f{x444}{x4} 131 | 115,5,5!-5,5!-5 132 | 115,6,(6!+6)/6-6,f{x6!+6}{x6}-6 133 | 115,7,(77+777)/7-7,f{x77+777}{x7}-7 134 | 115,8,√(8+8)+888/8,s{8+8}+f{x888}{x8} 135 | 115,9,((√9)!!+(√9)!)/((√9)!)-(√9)!,f{xl(s{9}r)!!+l(s{9}r)!}{xl(s{9}r)!}-l(s{9}r)! 136 | 116,1,(1+1+1)!+111-1,l(1+1+1r)!+111-1 137 | 116,2,(2+2+2/2)!-2-2,l(2+2+f{x2}{x2}r)!-2-2 138 | 116,3,(3!!-3!)/(3!)-3,f{x3!!-3!}{x3!}-3 139 | 116,4,(4+4/4)!-4,l(4+f{x4}{x4}r)!-4 140 | 116,5,5!+5/5-5,5!+f{x5}{x5}-5 141 | 116,6,(6+6!+6)/6-6,f{x6+6!+6}{x6}-6 142 | 116,7,7+(777-7-7)/7,7+f{x777-7-7}{x7} 143 | 116,8,8*(8+8)-√(8+8)-8,8tl(8+8r)-s{8+8}-8 144 | 116,9,(√9)!!/9+(√9)!*(√9)!,f{xl(s{9}r)!!}{x9}+l(s{9}r)!tl(s{9}r)! 145 | 117,1,(1+1+1)!+111,l(1+1+1r)!+111 146 | 117,2,(22/2)^2-2-2,{l(f{x22}{x2}r)}^{2}-2-2 147 | 117,3,3!!/(3!)-3,f{x3!!}{x3!}-3 148 | 117,4,√(44/4)^4-4,{s{f{x44}{x4}}}^{4}-4 149 | 117,5,5!+(5+5)/5-5,5!+f{x5+5}{x5}-5 150 | 117,6,6+666/6,6+f{x666}{x6} 151 | 117,7,7+(777-7)/7,7+f{x777-7}{x7} 152 | 117,8,8*(8+8)-88/8,8tl(8+8r)-f{x88}{x8} 153 | 117,9,(√9)!!/((√9)!)-√9,f{xl(s{9}r)!!}{xl(s{9}r)!}-s{9} 154 | 118,1,((1+1+1)!-1)!-1-1,l(l(1+1+1r)!-1r)!-1-1 155 | 118,2,(2+2+2/2)!-2,l(2+2+f{x2}{x2}r)!-2 156 | 118,3,(3!!+3!)/(3!)-3,f{x3!!+3!}{x3!}-3 157 | 118,4,(4+4/4)!-√4,l(4+f{x4}{x4}r)!-s{4} 158 | 118,5,5!-(5+5)/5,5!-f{x5+5}{x5} 159 | 118,6,(6!-6-6)/6,f{x6!-6-6}{x6} 160 | 118,7,7+777/7,7+f{x777}{x7} 161 | 118,8,(8!/8-√8^8)/8,f{xf{x8!}{x8}-{s{8}}^{8}}{x8} 162 | 118,9,((√9)!!-√9-9)/((√9)!),f{xl(s{9}r)!!-s{9}-9}{xl(s{9}r)!} 163 | 119,1,((1+1+1)!-1)!-1,l(l(1+1+1r)!-1r)!-1 164 | 119,2,(22/2)^2-2,{l(f{x22}{x2}r)}^{2}-2 165 | 119,3,(3!!-3!)/(3!),f{x3!!-3!}{x3!} 166 | 119,4,√(44/4)^4-√4,{s{f{x44}{x4}}}^{4}-s{4} 167 | 119,5,5!-5/5,5!-f{x5}{x5} 168 | 119,6,(6!-6)/6,f{x6!-6}{x6} 169 | 119,7,7*7+77-7,7t7+77-7 170 | 119,8,8+888/8,8+f{x888}{x8} 171 | 119,9,((√9)!!-(√9)!)/((√9)!),f{xl(s{9}r)!!-l(s{9}r)!}{xl(s{9}r)!} 172 | 120,1,((1+1+1)!-1)!,l(l(1+1+1r)!-1r)! 173 | 120,2,(2+2+2/2)!,l(2+2+f{x2}{x2}r)! 174 | 120,3,3!!/(3!),f{x3!!}{x3!} 175 | 120,4,(4+4/4)!,l(4+f{x4}{x4}r)! 176 | 120,5,5!,5! 177 | 120,6,6!/6,f{x6!}{x6} 178 | 120,7,(7-(7+7)/7)!,l(7-f{x7+7}{x7}r)! 179 | 120,8,8*(8+8)-8,8tl(8+8r)-8 180 | 120,9,(√9)!!/((√9)!),f{xl(s{9}r)!!}{xl(s{9}r)!} 181 | 121,1,11*11,11t11 182 | 121,2,(22/2)^2,{l(f{x22}{x2}r)}^{2} 183 | 121,3,(3!!+3!)/(3!),f{x3!!+3!}{x3!} 184 | 121,4,√(44/4)^4,{s{f{x44}{x4}}}^{4} 185 | 121,5,5!+5/5,5!+f{x5}{x5} 186 | 121,6,(6!+6)/6,f{x6!+6}{x6} 187 | 121,7,((7+7)/7)^7-7,{l(f{x7+7}{x7}r)}^{7}-7 188 | 121,8,√(√(88/8)^8),s{{s{f{x88}{x8}}}^{8}} 189 | 121,9,((√9)!!+(√9)!)/((√9)!),f{xl(s{9}r)!!+l(s{9}r)!}{xl(s{9}r)!} 190 | 122,1,11+111,11+111 191 | 122,2,2+(2+2+2/2)!,2+l(2+2+f{x2}{x2}r)! 192 | 122,3,(3+3^(3!))/(3!),f{x3+{3}^{3!}}{x3!} 193 | 122,4,√4+(4+4/4)!,s{4}+l(4+f{x4}{x4}r)! 194 | 122,5,5!+(5+5)/5,5!+f{x5+5}{x5} 195 | 122,6,(6+6!+6)/6,f{x6+6!+6}{x6} 196 | 122,7,(77+777)/7,f{x77+777}{x7} 197 | 122,8,(88+888)/8,f{x88+888}{x8} 198 | 122,9,(√9+9^√9)/((√9)!),f{xs{9}+{9}^{s{9}}}{xl(s{9}r)!} 199 | 123,1,1+11+111,1+11+111 200 | 123,2,2+(22/2)^2,2+{l(f{x22}{x2}r)}^{2} 201 | 123,3,3+3!!/(3!),3+f{x3!!}{x3!} 202 | 123,4,√4+√(44/4)^4,s{4}+{s{f{x44}{x4}}}^{4} 203 | 123,5,5+5!-(5+5)/5,5+5!-f{x5+5}{x5} 204 | 123,6,(6+6+6!+6)/6,f{x6+6+6!+6}{x6} 205 | 123,7,(7+77+777)/7,f{x7+77+777}{x7} 206 | 123,8,√√(8+8)+√(√(88/8)^8),s{\!\!s{8+8}}+s{{s{f{x88}{x8}}}^{8}} 207 | 123,9,√9+(√9)!!/((√9)!),s{9}+f{xl(s{9}r)!!}{xl(s{9}r)!} 208 | 124,1,1+1+11+111,1+1+11+111 209 | 124,2,2*(√(√2^((2+2)!))-2),2tl(s{{s{2}}^{l(2+2r)!}}-2r) 210 | 124,3,3+(3!!+3!)/(3!),3+f{x3!!+3!}{x3!} 211 | 124,4,4+(4+4/4)!,4+l(4+f{x4}{x4}r)! 212 | 124,5,5+5!-5/5,5+5!-f{x5}{x5} 213 | 124,6,6+(6!-6-6)/6,6+f{x6!-6-6}{x6} 214 | 124,7,(7+7!+7!)/77-7,f{x7+7!+7!}{x77}-7 215 | 124,8,8*(8+8)-√(8+8),8tl(8+8r)-s{8+8} 216 | 124,9,√9+((√9)!!+(√9)!)/((√9)!),s{9}+f{xl(s{9}r)!!+l(s{9}r)!}{xl(s{9}r)!} 217 | 125,1,((1+1+1)!-1)^(1+1+1),{l(l(1+1+1r)!-1r)}^{1+1+1} 218 | 125,2,2+2+(22/2)^2,2+2+{l(f{x22}{x2}r)}^{2} 219 | 125,3,(3+3!/3)^3,{l(3+f{x3!}{x3}r)}^{3} 220 | 125,4,√√(√(4+4/4)^(4!)),s{\!\!s{{s{4+f{x4}{x4}}}^{4!}}} 221 | 125,5,5!+5,5!+5 222 | 125,6,√(6-6/6)^6,{s{6-f{x6}{x6}}}^{6} 223 | 125,7,7+7+777/7,7+7+f{x777}{x7} 224 | 125,8,8*(8+8)-√(8+8/8),8tl(8+8r)-s{8+f{x8}{x8}} 225 | 125,9,((√9)!-9/9)^√9,{l(l(s{9}r)!-f{x9}{x9}r)}^{s{9}} 226 | 126,1,(1+1+1)!+((1+1+1)!-1)!,l(1+1+1r)!+l(l(1+1+1r)!-1r)! 227 | 126,2,2*√(√2^((2+2)!))-2,2ts{{s{2}}^{l(2+2r)!}}-2 228 | 126,3,3!+3!!/(3!),3!+f{x3!!}{x3!} 229 | 126,4,(4^4-4)/√4,f{x{4}^{4}-4}{xs{4}} 230 | 126,5,5+5!+5/5,5+5!+f{x5}{x5} 231 | 126,6,6+6!/6,6+f{x6!}{x6} 232 | 126,7,7*7+77,7t7+77 233 | 126,8,8*(8+8)-√√(8+8),8tl(8+8r)-s{\!\!s{8+8}} 234 | 126,9,(√9)!+(√9)!!/((√9)!),l(s{9}r)!+f{xl(s{9}r)!!}{xl(s{9}r)!} 235 | 127,1,(1+1+1)!+11*11,l(1+1+1r)!+11t11 236 | 127,2,(2^(2*(2+2))-2)/2,f{x{2}^{2tl(2+2r)}-2}{x2} 237 | 127,3,3!+(3!!+3!)/(3!),3!+f{x3!!+3!}{x3!} 238 | 127,4,(4^4-√4)/√4,f{x{4}^{4}-s{4}}{xs{4}} 239 | 127,5,5+5!+(5+5)/5,5+5!+f{x5+5}{x5} 240 | 127,6,6+(6!+6)/6,6+f{x6!+6}{x6} 241 | 127,7,7+(7-(7+7)/7)!,7+l(7-f{x7+7}{x7}r)! 242 | 127,8,8*(8+8)-8/8,8tl(8+8r)-f{x8}{x8} 243 | 127,9,(√9)!+((√9)!!+(√9)!)/((√9)!),l(s{9}r)!+f{xl(s{9}r)!!+l(s{9}r)!}{xl(s{9}r)!} 244 | 128,1,(1+1)^(1+(1+1+1)!),{l(1+1r)}^{1+l(1+1+1r)!} 245 | 128,2,2*√(√2^((2+2)!)),2ts{{s{2}}^{l(2+2r)!}} 246 | 128,3,3+(3+3!/3)^3,3+{l(3+f{x3!}{x3}r)}^{3} 247 | 128,4,4^4/√4,f{x{4}^{4}}{xs{4}} 248 | 128,5,5!+5!/(5+5+5),5!+f{x5!}{x5+5+5} 249 | 128,6,6+(6+6!+6)/6,6+f{x6+6!+6}{x6} 250 | 128,7,((7+7)/7)^7,{l(f{x7+7}{x7}r)}^{7} 251 | 128,8,8*(8+8),8tl(8+8r) 252 | 128,9,9+((√9)!!-(√9)!)/((√9)!),9+f{xl(s{9}r)!!-l(s{9}r)!}{xl(s{9}r)!} 253 | 129,1,1+(1+1)^(1+(1+1+1)!),1+{l(1+1r)}^{1+l(1+1+1r)!} 254 | 129,2,(2+2^(2*(2+2)))/2,f{x2+{2}^{2tl(2+2r)}}{x2} 255 | 129,3,3!!/(3!)+3*3,f{x3!!}{x3!}+3t3 256 | 129,4,(√4+4^4)/√4,f{xs{4}+{4}^{4}}{xs{4}} 257 | 129,5,5+5+5!-5/5,5+5+5!-f{x5}{x5} 258 | 129,6,(6!+66-6-6)/6,f{x6!+66-6-6}{x6} 259 | 129,7,7/7+((7+7)/7)^7,f{x7}{x7}+{l(f{x7+7}{x7}r)}^{7} 260 | 129,8,8/8+8*(8+8),f{x8}{x8}+8tl(8+8r) 261 | 129,9,9+(√9)!!/((√9)!),9+f{xl(s{9}r)!!}{xl(s{9}r)!} 262 | 130,1,11*(1+11)-1-1,11tl(1+11r)-1-1 263 | 130,2,2+2*√(√2^((2+2)!)),2+2ts{{s{2}}^{l(2+2r)!}} 264 | 130,3,3*3+(3!!+3!)/(3!),3t3+f{x3!!+3!}{x3!} 265 | 130,4,(4+4^4)/√4,f{x4+{4}^{4}}{xs{4}} 266 | 130,5,5+5!+5,5+5!+5 267 | 130,6,(6!+66-6)/6,f{x6!+66-6}{x6} 268 | 130,7,77+7!/(7+77)-7,77+f{x7!}{x7+77}-7 269 | 130,8,√√(8+8)+8*(8+8),s{\!\!s{8+8}}+8tl(8+8r) 270 | 130,9,9+((√9)!!+(√9)!)/((√9)!),9+f{xl(s{9}r)!!+l(s{9}r)!}{xl(s{9}r)!} 271 | 131,1,11*(1+11)-1,11tl(1+11r)-1 272 | 131,2,22+222/2-2,22+f{x222}{x2}-2 273 | 131,3,3!+(3+3!/3)^3,3!+{l(3+f{x3!}{x3}r)}^{3} 274 | 131,4,4+(4^4-√4)/√4,4+f{x{4}^{4}-s{4}}{xs{4}} 275 | 131,5,5!+55/5,5!+f{x55}{x5} 276 | 131,6,(6!+66)/6,f{x6!+66}{x6} 277 | 131,7,(7+7!+7!)/77,f{x7+7!+7!}{x77} 278 | 131,8,√(8+8/8)+8*(8+8),s{8+f{x8}{x8}}+8tl(8+8r) 279 | 131,9,9+(√9+9^√9)/((√9)!),9+f{xs{9}+{9}^{s{9}}}{xl(s{9}r)!} 280 | 132,1,11*(1+11),11tl(1+11r) 281 | 132,2,(2+2+2)*22,l(2+2+2r)t22 282 | 132,3,3!+3!+3!!/(3!),3!+3!+f{x3!!}{x3!} 283 | 132,4,4+4^4/√4,4+f{x{4}^{4}}{xs{4}} 284 | 132,5,5!+5!/(5+5),5!+f{x5!}{x5+5} 285 | 132,6,66+66,66+66 286 | 132,7,7!/7-7*(7+77),f{x7!}{x7}-7tl(7+77r) 287 | 132,8,√(8+8)+8*(8+8),s{8+8}+8tl(8+8r) 288 | 132,9,9*((√9)!+9)-√9,9tl(l(s{9}r)!+9r)-s{9} 289 | 133,1,1+11*(1+11),1+11tl(1+11r) 290 | 133,2,22+222/2,22+f{x222}{x2} 291 | 133,3,3!+3!+(3!!+3!)/(3!),3!+3!+f{x3!!+3!}{x3!} 292 | 133,4,(√(4!)^4-44)/4,f{x{s{4!}}^{4}-44}{x4} 293 | 133,5,5!+(5!-55)/5,5!+f{x5!-55}{x5} 294 | 133,6,6+6+(6!+6)/6,6+6+f{x6!+6}{x6} 295 | 133,7,7+7*7+77,7+7t7+77 296 | 133,8,88+8!/(8+888),88+f{x8!}{x8+888} 297 | 133,9,(√9)!*9+((√9)!!-9)/9,l(s{9}r)!t9+f{xl(s{9}r)!!-9}{x9} 298 | 134,1,1+1+11*(1+11),1+1+11tl(1+11r) 299 | 134,2,2+(2+2+2)*22,2+l(2+2+2r)t22 300 | 134,3,(3!!+3!!/(3!))/(3!)-3!,f{x3!!+f{x3!!}{x3!}}{x3!}-3! 301 | 134,4,4+(4+4^4)/√4,4+f{x4+{4}^{4}}{xs{4}} 302 | 134,5,5!+5!/5-5-5,5!+f{x5!}{x5}-5-5 303 | 134,6,(6!+6!/6)/6-6,f{x6!+f{x6!}{x6}}{x6}-6 304 | 134,7,7+7+(7-(7+7)/7)!,7+7+l(7-f{x7+7}{x7}r)! 305 | 134,8,√((8!+8)/√√(8+8))-8,s{f{x8!+8}{xs{\!\!s{8+8}}}}-8 306 | 134,9,(√9)!!/9+(√9)!*9,f{xl(s{9}r)!!}{x9}+l(s{9}r)!t9 307 | 135,1,(1+1+1+1)!+111,l(1+1+1+1r)!+111 308 | 135,2,(2+2)!+222/2,l(2+2r)!+f{x222}{x2} 309 | 135,3,3*3*(3!*3-3),3t3tl(3!t3-3r) 310 | 135,4,4!+444/4,4!+f{x444}{x4} 311 | 135,5,5+5+5!+5,5+5+5!+5 312 | 135,6,(6+6!+6!/6)/6-6,f{x6+6!+f{x6!}{x6}}{x6}-6 313 | 135,7,7+((7+7)/7)^7,7+{l(f{x7+7}{x7}r)}^{7} 314 | 135,8,8*8+√((8!+8)/8),8t8+s{f{x8!+8}{x8}} 315 | 135,9,9*((√9)!+9),9tl(l(s{9}r)!+9r) 316 | 136,1,1+(1+1+1+1)!+111,1+l(1+1+1+1r)!+111 317 | 136,2,2*((2+2)!+2*22),2tl(l(2+2r)!+2t22r) 318 | 136,3,(3!)^3-3!!/3/3,{3!}^{3}-f{x3!!}{x3t3} 319 | 136,4,√4*(4!+44),s{4}tl(4!+44r) 320 | 136,5,5+5!+55/5,5+5!+f{x55}{x5} 321 | 136,6,6+(6!+66-6)/6,6+f{x6!+66-6}{x6} 322 | 136,7,7*(7+7+7)-77/7,7tl(7+7+7r)-f{x77}{x7} 323 | 136,8,8+8*(8+8),8+8tl(8+8r) 324 | 136,9,((√9)!)^√9-(√9)!!/9,{l(s{9}r)!}^{s{9}}-f{xl(s{9}r)!!}{x9} 325 | 137,1,(1+1)*(1+1+11)+111,l(1+1r)tl(1+1+11r)+111 326 | 137,2,2^(2+2)+(22/2)^2,{2}^{2+2}+{l(f{x22}{x2}r)}^{2} 327 | 137,3,3!*3+(3!!-3!)/(3!),3!t3+f{x3!!-3!}{x3!} 328 | 137,4,(√(4!)^4-4!-4)/4,f{x{s{4!}}^{4}-4!-4}{x4} 329 | 137,5,5+5!+5!/(5+5),5+5!+f{x5!}{x5+5} 330 | 137,6,6+(6!+66)/6,6+f{x6!+66}{x6} 331 | 137,7,77+7!/(7+77),77+f{x7!}{x7+77} 332 | 137,8,8+8/8+8*(8+8),8+f{x8}{x8}+8tl(8+8r) 333 | 137,9,9*9+9!/((√9)!!)/9,9t9+f{x9!}{xl(s{9}r)!!t9} 334 | 138,1,(1+11)*(1/(1+1)+11),l(1+11r)tl(f{x1}{x1+1}+11r) 335 | 138,2,((2+2)!)!/22!/2/2,f{xl(2+2r)!!}{x22!t2t2} 336 | 138,3,3!!/(3!)+3!*3,f{x3!!}{x3!}+3!t3 337 | 138,4,(√(4!)^4-4!)/4,f{x{s{4!}}^{4}-4!}{x4} 338 | 138,5,5!+(5!-5)/5-5,5!+f{x5!-5}{x5}-5 339 | 138,6,6+66+66,6+66+66 340 | 138,7,7+(7+7!+7!)/77,7+f{x7+7!+7!}{x77} 341 | 138,8,8+√√(8+8)+8*(8+8),8+s{\!\!s{8+8}}+8tl(8+8r) 342 | 138,9,√9+9*((√9)!+9),s{9}+9tl(l(s{9}r)!+9r) 343 | 139,1,(1+1)^(1+(1+1+1)!)+11,{l(1+1r)}^{1+l(1+1+1r)!}+11 344 | 139,2,(2^(2*(2+2))+22)/2,f{x{2}^{2tl(2+2r)}+22}{x2} 345 | 139,3,3!*3+(3!!+3!)/(3!),3!t3+f{x3!!+3!}{x3!} 346 | 139,4,(√(4!)^4-4)/4-4,f{x{s{4!}}^{4}-4}{x4}-4 347 | 139,5,5!+5!/5-5,5!+f{x5!}{x5}-5 348 | 139,6,(6!+6!/6-6)/6,f{x6!+f{x6!}{x6}-6}{x6} 349 | 139,7,7*7+7!/(7+7*7),7t7+f{x7!}{x7+7t7} 350 | 139,8,8*(8+8)+88/8,8tl(8+8r)+f{x88}{x8} 351 | 139,9,(√9)!!/(9+9)+99,f{xl(s{9}r)!!}{x9+9}+99 352 | 140,1,(11-1)*(1+1+1+11),l(11-1r)tl(1+1+1+11r) 353 | 140,2,2*(2*(2+2)!+22),2tl(2tl(2+2r)!+22r) 354 | 140,3,(3!!+3!!/(3!))/(3!),f{x3!!+f{x3!!}{x3!}}{x3!} 355 | 140,4,4!*4+44,4!t4+44 356 | 140,5,5!+5*5-5,5!+5t5-5 357 | 140,6,(6!+6!/6)/6,f{x6!+f{x6!}{x6}}{x6} 358 | 140,7,7*(7+7+7)-7,7tl(7+7+7r)-7 359 | 140,8,(8!+8!)/√(√((√(8+8))!)^8),f{x8!+8!}{xs{{s{l(s{8+8}r)!}}^{8}}} 360 | 140,9,((√9)!!+(√9)!!/((√9)!))/((√9)!),f{xl(s{9}r)!!+f{xl(s{9}r)!!}{xl(s{9}r)!}}{xl(s{9}r)!} 361 | 141,1,11*(1+1+11)-1-1,11tl(1+1+11r)-1-1 362 | 141,2,22+(22/2)^2-2,22+{l(f{x22}{x2}r)}^{2}-2 363 | 141,3,3!*(3^3-3)-3,3!tl({3}^{3}-3r)-3 364 | 141,4,(4+√(4!)^4)/4-4,f{x4+{s{4!}}^{4}}{x4}-4 365 | 141,5,5+5+5!+55/5,5+5+5!+f{x55}{x5} 366 | 141,6,(6+6!+6!/6)/6,f{x6+6!+f{x6!}{x6}}{x6} 367 | 141,7,√(7!+7/7)+77-7,s{7!+f{x7}{x7}}+77-7 368 | 141,8,((√8+√8)*√(8!+8)-8)/8,f{xl(s{8}+s{8}r)ts{8!+8}-8}{x8} 369 | 141,9,(√9)!!/√9-99,f{xl(s{9}r)!!}{xs{9}}-99 370 | 142,1,11*(1+1+11)-1,11tl(1+1+11r)-1 371 | 142,2,((2+2)!/2)^2-2,{l(f{xl(2+2r)!}{x2}r)}^{2}-2 372 | 142,3,3!*(3!!/(3^3)-3),3!tl(f{x3!!}{x{3}^{3}}-3r) 373 | 142,4,√(4!)^4/4-√4,f{x{s{4!}}^{4}}{x4}-s{4} 374 | 142,5,5!+(5!-5-5)/5,5!+f{x5!-5-5}{x5} 375 | 142,6,(6!+66+66)/6,f{x6!+66+66}{x6} 376 | 142,7,(√√(7!)+√√(7!))*√(√(7!)+√(7!)/7!),l(s{\!\!s{7!}}+s{\!\!s{7!}}r)ts{s{7!}+f{xs{7!}}{x7!}} 377 | 142,8,√((8!+8)/√√(8+8)),s{f{x8!+8}{xs{\!\!s{8+8}}}} 378 | 142,9,((√9)!!+√9)/√9-99,f{xl(s{9}r)!!+s{9}}{xs{9}}-99 379 | 143,1,11*(1+1+11),11tl(1+1+11r) 380 | 143,2,22+(22/2)^2,22+{l(f{x22}{x2}r)}^{2} 381 | 143,3,3+(3!!+3!!/(3!))/(3!),3+f{x3!!+f{x3!!}{x3!}}{x3!} 382 | 143,4,(√(4!)^4-4)/4,f{x{s{4!}}^{4}-4}{x4} 383 | 143,5,5!+(5!-5)/5,5!+f{x5!-5}{x5} 384 | 143,6,(6+6)*(6+6)-6/6,l(6+6r)tl(6+6r)-f{x6}{x6} 385 | 143,7,77+77-77/7,77+77-f{x77}{x7} 386 | 143,8,8+8*8+√((8!+8)/8),8+8t8+s{f{x8!+8}{x8}} 387 | 143,9,(√(((√9)!)^9/((√9)!))-9)/9,f{xs{f{x{l(s{9}r)!}^{9}}{xl(s{9}r)!}}-9}{x9} 388 | 144,1,(1+11)^(1+1),{l(1+11r)}^{1+1} 389 | 144,2,((2+2)!/2)^2,{l(f{xl(2+2r)!}{x2}r)}^{2} 390 | 144,3,3!*(3^3-3),3!tl({3}^{3}-3r) 391 | 144,4,√(4!)^4/4,f{x{s{4!}}^{4}}{x4} 392 | 144,5,5!+5!/5,5!+f{x5!}{x5} 393 | 144,6,(6+6)*(6+6),l(6+6r)tl(6+6r) 394 | 144,7,7!/(7*7-7-7),f{x7!}{x7t7-7-7} 395 | 144,8,√(√(8+√(8+8))^8),s{{s{8+s{8+8}}}^{8}} 396 | 144,9,9+9*((√9)!+9),9+9tl(l(s{9}r)!+9r) 397 | 145,1,1+(1+11)^(1+1),1+{l(1+11r)}^{1+1} 398 | 145,2,(2+2)!+(22/2)^2,l(2+2r)!+{l(f{x22}{x2}r)}^{2} 399 | 145,3,3/3+3!*(3^3-3),f{x3}{x3}+3!tl({3}^{3}-3r) 400 | 145,4,(4+√(4!)^4)/4,f{x4+{s{4!}}^{4}}{x4} 401 | 145,5,5!+5*5,5!+5t5 402 | 145,6,6/6+(6+6)*(6+6),f{x6}{x6}+l(6+6r)tl(6+6r) 403 | 145,7,7*(7+7+7)-(7+7)/7,7tl(7+7+7r)-f{x7+7}{x7} 404 | 145,8,8*8+√(√(8+8/8)^8),8t8+s{{s{8+f{x8}{x8}}}^{8}} 405 | 145,9,((√9)!+9)*(9+(√9)!/9),l(l(s{9}r)!+9r)tl(9+f{xl(s{9}r)!}{x9}r) 406 | 146,1,1+1+(1+11)^(1+1),1+1+{l(1+11r)}^{1+1} 407 | 146,2,2+((2+2)!/2)^2,2+{l(f{xl(2+2r)!}{x2}r)}^{2} 408 | 146,3,3^3+(3!!-3!)/(3!),{3}^{3}+f{x3!!-3!}{x3!} 409 | 146,4,√4+√(4!)^4/4,s{4}+f{x{s{4!}}^{4}}{x4} 410 | 146,5,5!+5/5+5*5,5!+f{x5}{x5}+5t5 411 | 146,6,6+(6!+6!/6)/6,6+f{x6!+f{x6!}{x6}}{x6} 412 | 146,7,7*(7+7+7)-7/7,7tl(7+7+7r)-f{x7}{x7} 413 | 146,8,8!/((√(8+8))!)/8-8*8,f{x8!}{xl(s{8+8}r)!t8}-8t8 414 | 146,9,((√9)!!+(√9)!*99)/9,f{xl(s{9}r)!!+l(s{9}r)!t99}{x9} 415 | 147,1,1+1+1+(1+11)^(1+1),1+1+1+{l(1+11r)}^{1+1} 416 | 147,2,(2+22/2)^2-22,{l(2+f{x22}{x2}r)}^{2}-22 417 | 147,3,3!!/(3!)+3^3,f{x3!!}{x3!}+{3}^{3} 418 | 147,4,4+(√(4!)^4-4)/4,4+f{x{s{4!}}^{4}-4}{x4} 419 | 147,5,5!+((5+5)/5)^5-5,5!+{l(f{x5+5}{x5}r)}^{5}-5 420 | 147,6,(√6^6+666)/6,f{x{s{6}}^{6}+666}{x6} 421 | 147,7,7*(7+7+7),7tl(7+7+7r) 422 | 147,8,(√(8+8))!*√√(√8-√8/8)^8,l(s{8+8}r)!t{s{\!\!s{s{8}-f{xs{8}}{x8}}}}^{8} 423 | 147,9,(√9)!!/((√9)!)+√9*9,f{xl(s{9}r)!!}{xl(s{9}r)!}+s{9}t9 424 | 148,1,(1+1/(1+1+1))*111,l(1+f{x1}{x1+1+1}r)t111 425 | 148,2,222/(2-√2^(-2)),f{x222}{x2-{s{2}}^{-2}} 426 | 148,3,3^3+(3!!+3!)/(3!),{3}^{3}+f{x3!!+3!}{x3!} 427 | 148,4,4+√(4!)^4/4,4+f{x{s{4!}}^{4}}{x4} 428 | 148,5,5+5!+(5!-5)/5,5+5!+f{x5!-5}{x5} 429 | 148,6,(6+6)!/(6!)/(6!)/6-6,f{xl(6+6r)!}{x6!t6!t6}-6 430 | 148,7,√(7!+7/7)+77,s{7!+f{x7}{x7}}+77 431 | 148,8,8*8+88-√(8+8),8t8+88-s{8+8} 432 | 148,9,(9*99-√9)/((√9)!),f{x9t99-s{9}}{xl(s{9}r)!} 433 | 149,1,1+(1+1/(1+1+1))*111,1+l(1+f{x1}{x1+1+1}r)t111 434 | 149,2,2+(2+22/2)^2-22,2+{l(2+f{x22}{x2}r)}^{2}-22 435 | 149,3,(3+3^3*33)/(3!),f{x3+{3}^{3}t33}{x3!} 436 | 149,4,4+(4+√(4!)^4)/4,4+f{x4+{s{4!}}^{4}}{x4} 437 | 149,5,5+5!+5!/5,5+5!+f{x5!}{x5} 438 | 149,6,√6^6-66-6/6,{s{6}}^{6}-66-f{x6}{x6} 439 | 149,7,77+7!/(77-7),77+f{x7!}{x77-7} 440 | 149,8,8*8+88-√(8+8/8),8t8+88-s{8+f{x8}{x8}} 441 | 149,9,(√9+9*99)/((√9)!),f{xs{9}+9t99}{xl(s{9}r)!} 442 | 150,1,(1+1+1)!+(1+11)^(1+1),l(1+1+1r)!+{l(1+11r)}^{1+1} 443 | 150,2,2*√(√2^((2+2)!))+22,2ts{{s{2}}^{l(2+2r)!}}+22 444 | 150,3,3!+3!*(3^3-3),3!+3!tl({3}^{3}-3r) 445 | 150,4,(4!+√(4!)^4)/4,f{x4!+{s{4!}}^{4}}{x4} 446 | 150,5,5*(5+5*5),5tl(5+5t5r) 447 | 150,6,√6^6-66,{s{6}}^{6}-66 448 | 150,7,(7+7+7)*(7+7/(7*7)),l(7+7+7r)tl(7+f{x7}{x7t7}r) 449 | 150,8,8+√((8!+8)/√√(8+8)),8+s{f{x8!+8}{xs{\!\!s{8+8}}}} 450 | 150,9,9*(9+9)-√9-9,9tl(9+9r)-s{9}-9 -------------------------------------------------------------------------------- /data/solution.14.dat: -------------------------------------------------------------------------------- 1 | 701,1,1+(1+1+1)!!-(1+1)*(11-1),1+l(1+1+1r)!!-l(1+1r)tl(11-1r) 2 | 701,2,2+2/2+(2+2+2)!-22,2+f{x2}{x2}+l(2+2+2r)!-22 3 | 701,3,3!!-(3!*3+3/3),3!!-l(3!t3+f{x3}{x3}r) 4 | 701,4,√(((4!+4)!+4!!)/4!!),s{f{xl(4!+4r)!+4!!}{x4!!}} 5 | 701,5,5+5!*(5+5!/5)/5,5+f{x5!tl(5+f{x5!}{x5}r)}{x5} 6 | 701,6,6!-(6!/6-6)/6,6!-f{xf{x6!}{x6}-6}{x6} 7 | 701,7,(7!-77-7)/7-7,f{x7!-77-7}{x7}-7 8 | 701,8,8*88-√(8+8/8),8t88-s{8+f{x8}{x8}} 9 | 701,9,(√9)!!-9/9-9-9,l(s{9}r)!!-f{x9}{x9}-9-9 10 | 702,1,11*√(1+1)^(1+11)-1-1,11t{s{1+1}}^{1+11}-1-1 11 | 702,2,2*2^(2+2)*22-2,2t{2}^{2+2}t22-2 12 | 702,3,3!!-3!*3,3!!-3!t3 13 | 702,4,4*4*44-√4,4t4t44-s{4} 14 | 702,5,5+(5+5!*(5+5!/5))/5,5+f{x5+5!tl(5+f{x5!}{x5}r)}{x5} 15 | 702,6,6!-6-6-6,6!-6-6-6 16 | 702,7,(7!-77)/7-7,f{x7!-77}{x7}-7 17 | 702,8,8*88-√√(8+8),8t88-s{\!\!s{8+8}} 18 | 702,9,(√9)!!-9-9,l(s{9}r)!!-9-9 19 | 703,1,11*√(1+1)^(1+11)-1,11t{s{1+1}}^{1+11}-1 20 | 703,2,(√(√2^((2+2)!))*22-2)/2,f{xs{{s{2}}^{l(2+2r)!}}t22-2}{x2} 21 | 703,3,3!!-33/3-3!,3!!-f{x33}{x3}-3! 22 | 703,4,√4+√(((4!+4)!+4!!)/4!!),s{4}+s{f{xl(4!+4r)!+4!!}{x4!!}} 23 | 703,5,(5!+5^5-5)/5+55,f{x5!+{5}^{5}-5}{x5}+55 24 | 703,6,6!-66/6-6,6!-f{x66}{x6}-6 25 | 703,7,(7+7!-77)/7-7,f{x7+7!-77}{x7}-7 26 | 703,8,8*88-8/8,8t88-f{x8}{x8} 27 | 703,9,(√9)!!+9/9-9-9,l(s{9}r)!!+f{x9}{x9}-9-9 28 | 704,1,11*√(1+1)^(1+11),11t{s{1+1}}^{1+11} 29 | 704,2,2*2^(2+2)*22,2t{2}^{2+2}t22 30 | 704,3,3!!-(3!*3-3!/3),3!!-3!t3+f{x3!}{x3} 31 | 704,4,4*4*44,4t4t44 32 | 704,5,(5!+5^5)/5+55,f{x5!+{5}^{5}}{x5}+55 33 | 704,6,6!-(66-6)/6-6,6!-f{x66-6}{x6}-6 34 | 704,7,(7!-7-7)/7-7-7,f{x7!-7-7}{x7}-7-7 35 | 704,8,8*88,8t88 36 | 704,9,(√9)!!-9/9-(√9)!-9,l(s{9}r)!!-f{x9}{x9}-l(s{9}r)!-9 37 | 705,1,1+11*√(1+1)^(1+11),1+11t{s{1+1}}^{1+11} 38 | 705,2,(2+√(√2^((2+2)!))*22)/2,f{x2+s{{s{2}}^{l(2+2r)!}}t22}{x2} 39 | 705,3,3+3!!-3!*3,3+3!!-3!t3 40 | 705,4,√(√(4-4/4)^(4!))-4!,s{{s{4-f{x4}{x4}}}^{4!}}-4! 41 | 705,5,(5+5+5)*55-5!,l(5+5+5r)t55-5! 42 | 705,6,6+6!-(6+6!/6)/6,6+6!-f{x6+f{x6!}{x6}}{x6} 43 | 705,7,(7!-7)/7-7-7,f{x7!-7}{x7}-7-7 44 | 705,8,8/8+8*88,f{x8}{x8}+8t88 45 | 705,9,(√9)!!-(√9)!-9,l(s{9}r)!!-l(s{9}r)!-9 46 | 706,1,(1+1+1)!!-11-1-1-1,l(1+1+1r)!!-11-1-1-1 47 | 706,2,22^2+222,{22}^{2}+222 48 | 706,3,3!!-33/3-3,3!!-f{x33}{x3}-3 49 | 706,4,√4+4*4*44,s{4}+4t4t44 50 | 706,5,5!*5+555/5-5,5!t5+f{x555}{x5}-5 51 | 706,6,6+6!-6!/6/6,6+6!-f{x6!}{x6t6} 52 | 706,7,7!/7-7-7,f{x7!}{x7}-7-7 53 | 706,8,√√(8+8)+8*88,s{\!\!s{8+8}}+8t88 54 | 706,9,(√9)!!-99/9-√9,l(s{9}r)!!-f{x99}{x9}-s{9} 55 | 707,1,(1+1+1)!!-11-1-1,l(1+1+1r)!!-11-1-1 56 | 707,2,(2+2+2)!-22/2-2,l(2+2+2r)!-f{x22}{x2}-2 57 | 707,3,3!!-(3!+33)/3,3!!-f{x3!+33}{x3} 58 | 707,4,(4!/4)!-(√4+4!)/√4,l(f{x4!}{x4}r)!-f{xs{4}+4!}{xs{4}} 59 | 707,5,(5!*(5+5!/5)+55)/5,f{x5!tl(5+f{x5!}{x5}r)+55}{x5} 60 | 707,6,(6+6^6)/66,f{x6+{6}^{6}}{x66} 61 | 707,7,(7!+7)/7-7-7,f{x7!+7}{x7}-7-7 62 | 707,8,√(8+8/8)+8*88,s{8+f{x8}{x8}}+8t88 63 | 707,9,(√9)!!-9/9-√9-9,l(s{9}r)!!-f{x9}{x9}-s{9}-9 64 | 708,1,(1+1+1)!!-11-1,l(1+1+1r)!!-11-1 65 | 708,2,(2+2+2)!-(2+2)!/2,l(2+2+2r)!-f{xl(2+2r)!}{x2} 66 | 708,3,3!!-3!-3!,3!!-3!-3! 67 | 708,4,(4!/4)!-4!/√4,l(f{x4!}{x4}r)!-f{x4!}{xs{4}} 68 | 708,5,(5+5/5)!-5!/(5+5),l(5+f{x5}{x5}r)!-f{x5!}{x5+5} 69 | 708,6,6!-6-6,6!-6-6 70 | 708,7,(7!-77-7)/7,f{x7!-77-7}{x7} 71 | 708,8,√(8+8)+8*88,s{8+8}+8t88 72 | 708,9,(√9)!!-√9-9,l(s{9}r)!!-s{9}-9 73 | 709,1,(1+1+1)!!-11,l(1+1+1r)!!-11 74 | 709,2,(2+2+2)!-22/2,l(2+2+2r)!-f{x22}{x2} 75 | 709,3,3!!-33/3,3!!-f{x33}{x3} 76 | 709,4,(4!/4)!-44/4,l(f{x4!}{x4}r)!-f{x44}{x4} 77 | 709,5,(5+5/5)!-55/5,l(5+f{x5}{x5}r)!-f{x55}{x5} 78 | 709,6,6!-66/6,6!-f{x66}{x6} 79 | 709,7,(7!-77)/7,f{x7!-77}{x7} 80 | 709,8,(8-√√(8+8))!-88/8,l(8-s{\!\!s{8+8}}r)!-f{x88}{x8} 81 | 709,9,(√9)!!-99/9,l(s{9}r)!!-f{x99}{x9} 82 | 710,1,1+(1+1+1)!!-11,1+l(1+1+1r)!!-11 83 | 710,2,(2+2+2)!-(22-2)/2,l(2+2+2r)!-f{x22-2}{x2} 84 | 710,3,3!!-(33-3)/3,3!!-f{x33-3}{x3} 85 | 710,4,(4!/4)!-√4-4-4,l(f{x4!}{x4}r)!-s{4}-4-4 86 | 710,5,(5+5/5)!-5-5,l(5+f{x5}{x5}r)!-5-5 87 | 710,6,6!-(66-6)/6,6!-f{x66-6}{x6} 88 | 710,7,(7+7!-77)/7,f{x7+7!-77}{x7} 89 | 710,8,8!/8/8+88-8,f{x8!}{x8t8}+88-8 90 | 710,9,(√9)!!-9/9-9,l(s{9}r)!!-f{x9}{x9}-9 91 | 711,1,1+1+(1+1+1)!!-11,1+1+l(1+1+1r)!!-11 92 | 711,2,2+(2+2+2)!-22/2,2+l(2+2+2r)!-f{x22}{x2} 93 | 711,3,3!!-3*3,3!!-3t3 94 | 711,4,(4!/4)!-4/4-4-4,l(f{x4!}{x4}r)!-f{x4}{x4}-4-4 95 | 711,5,5!*5+555/5,5!t5+f{x555}{x5} 96 | 711,6,6!-(66-6-6)/6,6!-f{x66-6-6}{x6} 97 | 711,7,(7!-7-7)/7-7,f{x7!-7-7}{x7}-7 98 | 711,8,8+8*88-8/8,8+8t88-f{x8}{x8} 99 | 711,9,(√9)!!-9,l(s{9}r)!!-9 100 | 712,1,1+1+1+(1+1+1)!!-11,1+1+1+l(1+1+1r)!!-11 101 | 712,2,(2+2+2)!-2*(2+2),l(2+2+2r)!-2tl(2+2r) 102 | 712,3,3!!-(3!/3)^3,3!!-{l(f{x3!}{x3}r)}^{3} 103 | 712,4,(4!/4)!-4-4,l(f{x4!}{x4}r)!-4-4 104 | 712,5,(5^5+555-5!)/5,f{x{5}^{5}+555-5!}{x5} 105 | 712,6,6!-(6+6)/6-6,6!-f{x6+6}{x6}-6 106 | 712,7,(7!-7)/7-7,f{x7!-7}{x7}-7 107 | 712,8,8+8*88,8+8t88 108 | 712,9,(√9)!!+9/9-9,l(s{9}r)!!+f{x9}{x9}-9 109 | 713,1,(1+1+1)!!-(1+1+1)!-1,l(1+1+1r)!!-l(1+1+1r)!-1 110 | 713,2,2+2+(2+2+2)!-22/2,2+2+l(2+2+2r)!-f{x22}{x2} 111 | 713,3,3!!-3/3-3!,3!!-f{x3}{x3}-3! 112 | 713,4,(4!/4)!-(4!+4)/4,l(f{x4!}{x4}r)!-f{x4!+4}{x4} 113 | 713,5,(5+5/5)!-(5+5)/5-5,l(5+f{x5}{x5}r)!-f{x5+5}{x5}-5 114 | 713,6,6!-6/6-6,6!-f{x6}{x6}-6 115 | 713,7,7!/7-7,f{x7!}{x7}-7 116 | 713,8,8+8/8+8*88,8+f{x8}{x8}+8t88 117 | 713,9,(√9)!!-9/9-(√9)!,l(s{9}r)!!-f{x9}{x9}-l(s{9}r)! 118 | 714,1,(1+1+1)!!-(1+1+1)!,l(1+1+1r)!!-l(1+1+1r)! 119 | 714,2,(2+2+2)!-2-2-2,l(2+2+2r)!-2-2-2 120 | 714,3,3!!-3!,3!!-3! 121 | 714,4,(4!/4)!-√4-4,l(f{x4!}{x4}r)!-s{4}-4 122 | 714,5,(5+5/5)!-5/5-5,l(5+f{x5}{x5}r)!-f{x5}{x5}-5 123 | 714,6,6!-6,6!-6 124 | 714,7,(7!+7)/7-7,f{x7!+7}{x7}-7 125 | 714,8,8+√√(8+8)+8*88,8+s{\!\!s{8+8}}+8t88 126 | 714,9,(√9)!!-(√9)!,l(s{9}r)!!-l(s{9}r)! 127 | 715,1,1+(1+1+1)!!-(1+1+1)!,1+l(1+1+1r)!!-l(1+1+1r)! 128 | 715,2,(2+2+2)!-2/2-2-2,l(2+2+2r)!-f{x2}{x2}-2-2 129 | 715,3,3!!-3!/3-3,3!!-f{x3!}{x3}-3 130 | 715,4,(4!/4)!-4/4-4,l(f{x4!}{x4}r)!-f{x4}{x4}-4 131 | 715,5,(5+5/5)!-5,l(5+f{x5}{x5}r)!-5 132 | 715,6,6!+6/6-6,6!+f{x6}{x6}-6 133 | 715,7,(7+7!+7)/7-7,f{x7+7!+7}{x7}-7 134 | 715,8,(8+√√(√8^(-8)))*88,l(8+s{\!\!s{{s{8}}^{-8}}}r)t88 135 | 715,9,(√9)!!+9/9-(√9)!,l(s{9}r)!!+f{x9}{x9}-l(s{9}r)! 136 | 716,1,(1+1+1)!!-1-1-1-1,l(1+1+1r)!!-1-1-1-1 137 | 716,2,(2+2+2)!-2-2,l(2+2+2r)!-2-2 138 | 716,3,3!!-3/3-3,3!!-f{x3}{x3}-3 139 | 716,4,(4!/4)!-4,l(f{x4!}{x4}r)!-4 140 | 716,5,5/5+(5+5/5)!-5,f{x5}{x5}+l(5+f{x5}{x5}r)!-5 141 | 716,6,6!+(6+6)/6-6,6!+f{x6+6}{x6}-6 142 | 716,7,7+(7!-77)/7,7+f{x7!-77}{x7} 143 | 716,8,(8-√√(8+8))!-√(8+8),l(8-s{\!\!s{8+8}}r)!-s{8+8} 144 | 716,9,(√9)!!-9/9-√9,l(s{9}r)!!-f{x9}{x9}-s{9} 145 | 717,1,(1+1+1)!!-1-1-1,l(1+1+1r)!!-1-1-1 146 | 717,2,(2+2+2)!-2/2-2,l(2+2+2r)!-f{x2}{x2}-2 147 | 717,3,3!!-3,3!!-3 148 | 717,4,(4!/4)!+4/4-4,l(f{x4!}{x4}r)!+f{x4}{x4}-4 149 | 717,5,(5+5/5)!+(5+5)/5-5,l(5+f{x5}{x5}r)!+f{x5+5}{x5}-5 150 | 717,6,6!-(6+6+6)/6,6!-f{x6+6+6}{x6} 151 | 717,7,(7!-7-7-7)/7,f{x7!-7-7-7}{x7} 152 | 717,8,(8!/8-8)/8+88,f{xf{x8!}{x8}-8}{x8}+88 153 | 717,9,(√9)!!-√9,l(s{9}r)!!-s{9} 154 | 718,1,(1+1+1)!!-1-1,l(1+1+1r)!!-1-1 155 | 718,2,(2+2+2)!-2,l(2+2+2r)!-2 156 | 718,3,3!!-3!/3,3!!-f{x3!}{x3} 157 | 718,4,(4!/4)!-√4,l(f{x4!}{x4}r)!-s{4} 158 | 718,5,(5+5/5)!-(5+5)/5,l(5+f{x5}{x5}r)!-f{x5+5}{x5} 159 | 718,6,6!-(6+6)/6,6!-f{x6+6}{x6} 160 | 718,7,(7!-7-7)/7,f{x7!-7-7}{x7} 161 | 718,8,8!/8/8+88,f{x8!}{x8t8}+88 162 | 718,9,(√9)!!-(√9)!/√9,l(s{9}r)!!-f{xl(s{9}r)!}{xs{9}} 163 | 719,1,(1+1+1)!!-1,l(1+1+1r)!!-1 164 | 719,2,(2+2+2)!-2/2,l(2+2+2r)!-f{x2}{x2} 165 | 719,3,3!!-3/3,3!!-f{x3}{x3} 166 | 719,4,(4!/4)!-4/4,l(f{x4!}{x4}r)!-f{x4}{x4} 167 | 719,5,(5+5/5)!-5/5,l(5+f{x5}{x5}r)!-f{x5}{x5} 168 | 719,6,6!-6/6,6!-f{x6}{x6} 169 | 719,7,(7!-7)/7,f{x7!-7}{x7} 170 | 719,8,(8-√√(8+8))!-8/8,l(8-s{\!\!s{8+8}}r)!-f{x8}{x8} 171 | 719,9,(√9)!!-9/9,l(s{9}r)!!-f{x9}{x9} 172 | 720,1,(1+1+1)!!,l(1+1+1r)!! 173 | 720,2,(2+2+2)!,l(2+2+2r)! 174 | 720,3,3!!,3!! 175 | 720,4,(4!/4)!,l(f{x4!}{x4}r)! 176 | 720,5,(5+5/5)!,l(5+f{x5}{x5}r)! 177 | 720,6,6!,6! 178 | 720,7,7!/7,f{x7!}{x7} 179 | 720,8,(8-√√(8+8))!,l(8-s{\!\!s{8+8}}r)! 180 | 720,9,(√9)!!,l(s{9}r)!! 181 | 721,1,1+(1+1+1)!!,1+l(1+1+1r)!! 182 | 721,2,2/2+(2+2+2)!,f{x2}{x2}+l(2+2+2r)! 183 | 721,3,3!!+3/3,3!!+f{x3}{x3} 184 | 721,4,(4!/4)!+4/4,l(f{x4!}{x4}r)!+f{x4}{x4} 185 | 721,5,5/5+(5+5/5)!,f{x5}{x5}+l(5+f{x5}{x5}r)! 186 | 721,6,6!+6/6,6!+f{x6}{x6} 187 | 721,7,(7!+7)/7,f{x7!+7}{x7} 188 | 721,8,8/8+(8-√√(8+8))!,f{x8}{x8}+l(8-s{\!\!s{8+8}}r)! 189 | 721,9,(√9)!!+9/9,l(s{9}r)!!+f{x9}{x9} 190 | 722,1,1+1+(1+1+1)!!,1+1+l(1+1+1r)!! 191 | 722,2,2+(2+2+2)!,2+l(2+2+2r)! 192 | 722,3,3!!+3!/3,3!!+f{x3!}{x3} 193 | 722,4,√4+(4!/4)!,s{4}+l(f{x4!}{x4}r)! 194 | 722,5,(5+5/5)!+(5+5)/5,l(5+f{x5}{x5}r)!+f{x5+5}{x5} 195 | 722,6,6!+(6+6)/6,6!+f{x6+6}{x6} 196 | 722,7,(7+7!+7)/7,f{x7+7!+7}{x7} 197 | 722,8,√√(8+8)+(8-√√(8+8))!,s{\!\!s{8+8}}+l(8-s{\!\!s{8+8}}r)! 198 | 722,9,(√9)!!+(√9)!/√9,l(s{9}r)!!+f{xl(s{9}r)!}{xs{9}} 199 | 723,1,1+1+1+(1+1+1)!!,1+1+1+l(1+1+1r)!! 200 | 723,2,2+2/2+(2+2+2)!,2+f{x2}{x2}+l(2+2+2r)! 201 | 723,3,3!!+3,3!!+3 202 | 723,4,4+(4!/4)!-4/4,4+l(f{x4!}{x4}r)!-f{x4}{x4} 203 | 723,5,5+(5+5/5)!-(5+5)/5,5+l(5+f{x5}{x5}r)!-f{x5+5}{x5} 204 | 723,6,6!+(6+6+6)/6,6!+f{x6+6+6}{x6} 205 | 723,7,(7+7+7!+7)/7,f{x7+7+7!+7}{x7} 206 | 723,8,8+(8+√√(√8^(-8)))*88,8+l(8+s{\!\!s{{s{8}}^{-8}}}r)t88 207 | 723,9,(√9)!!+√9,l(s{9}r)!!+s{9} 208 | 724,1,1+1+1+1+(1+1+1)!!,1+1+1+1+l(1+1+1r)!! 209 | 724,2,2+2+(2+2+2)!,2+2+l(2+2+2r)! 210 | 724,3,3+3!!+3/3,3+3!!+f{x3}{x3} 211 | 724,4,4+(4!/4)!,4+l(f{x4!}{x4}r)! 212 | 724,5,5+(5+5/5)!-5/5,5+l(5+f{x5}{x5}r)!-f{x5}{x5} 213 | 724,6,6+6!-(6+6)/6,6+6!-f{x6+6}{x6} 214 | 724,7,(7!+77)/7-7,f{x7!+77}{x7}-7 215 | 724,8,√(8+8)+(8-√√(8+8))!,s{8+8}+l(8-s{\!\!s{8+8}}r)! 216 | 724,9,√9+(√9)!!+9/9,s{9}+l(s{9}r)!!+f{x9}{x9} 217 | 725,1,(1+1+1)!!+(1+1+1)!-1,l(1+1+1r)!!+l(1+1+1r)!-1 218 | 725,2,2+2+2/2+(2+2+2)!,2+2+f{x2}{x2}+l(2+2+2r)! 219 | 725,3,3+3!!+3!/3,3+3!!+f{x3!}{x3} 220 | 725,4,√(√(4-4/4)^(4!))-4,s{{s{4-f{x4}{x4}}}^{4!}}-4 221 | 725,5,5+(5+5/5)!,5+l(5+f{x5}{x5}r)! 222 | 725,6,6+6!-6/6,6+6!-f{x6}{x6} 223 | 725,7,7+(7!-7-7)/7,7+f{x7!-7-7}{x7} 224 | 725,8,8+(8!/8-8)/8+88,8+f{xf{x8!}{x8}-8}{x8}+88 225 | 725,9,(√9)!+(√9)!!-9/9,l(s{9}r)!+l(s{9}r)!!-f{x9}{x9} 226 | 726,1,(1+1+1)!!+(1+1+1)!,l(1+1+1r)!!+l(1+1+1r)! 227 | 726,2,(2-√2^(-2))*22^2,l(2-{s{2}}^{-2}r)t{22}^{2} 228 | 726,3,3!!+3!,3!!+3! 229 | 726,4,4+√4+(4!/4)!,4+s{4}+l(f{x4!}{x4}r)! 230 | 726,5,5+5/5+(5+5/5)!,5+f{x5}{x5}+l(5+f{x5}{x5}r)! 231 | 726,6,6!+6,6!+6 232 | 726,7,7+(7!-7)/7,7+f{x7!-7}{x7} 233 | 726,8,8+8!/8/8+88,8+f{x8!}{x8t8}+88 234 | 726,9,(√9)!!+(√9)!,l(s{9}r)!!+l(s{9}r)! 235 | 727,1,1+(1+1+1)!!+(1+1+1)!,1+l(1+1+1r)!!+l(1+1+1r)! 236 | 727,2,√(√(2+2/2)^((2+2)!))-2,s{{s{2+f{x2}{x2}}}^{l(2+2r)!}}-2 237 | 727,3,3^(3!)-3!/3,{3}^{3!}-f{x3!}{x3} 238 | 727,4,√(√(4-4/4)^(4!))-√4,s{{s{4-f{x4}{x4}}}^{4!}}-s{4} 239 | 727,5,5+(5+5/5)!+(5+5)/5,5+l(5+f{x5}{x5}r)!+f{x5+5}{x5} 240 | 727,6,6+6!+6/6,6+6!+f{x6}{x6} 241 | 727,7,7+7!/7,7+f{x7!}{x7} 242 | 727,8,8+(8-√√(8+8))!-8/8,8+l(8-s{\!\!s{8+8}}r)!-f{x8}{x8} 243 | 727,9,9^√9-(√9)!/√9,{9}^{s{9}}-f{xl(s{9}r)!}{xs{9}} 244 | 728,1,√(1+1+1)^(1+11)-1,{s{1+1+1}}^{1+11}-1 245 | 728,2,2*(2+2)+(2+2+2)!,2tl(2+2r)+l(2+2+2r)! 246 | 728,3,3^(3!)-3/3,{3}^{3!}-f{x3}{x3} 247 | 728,4,4+4+(4!/4)!,4+4+l(f{x4!}{x4}r)! 248 | 728,5,(5!+5!+5^5)/5+55,f{x5!+5!+{5}^{5}}{x5}+55 249 | 728,6,6+6!+(6+6)/6,6+6!+f{x6+6}{x6} 250 | 728,7,7+(7!+7)/7,7+f{x7!+7}{x7} 251 | 728,8,8+(8-√√(8+8))!,8+l(8-s{\!\!s{8+8}}r)! 252 | 728,9,9^√9-9/9,{9}^{s{9}}-f{x9}{x9} 253 | 729,1,√(1+1+1)^(1+11),{s{1+1+1}}^{1+11} 254 | 729,2,√(√(2+2/2)^((2+2)!)),s{{s{2+f{x2}{x2}}}^{l(2+2r)!}} 255 | 729,3,3^(3!),{3}^{3!} 256 | 729,4,√(√(4-4/4)^(4!)),s{{s{4-f{x4}{x4}}}^{4!}} 257 | 729,5,√(√((5+5+5)/5)^(5!/5)),s{{s{f{x5+5+5}{x5}}}^{f{5!}{5}}} 258 | 729,6,((6+6+6)/6)^6,{l(f{x6+6+6}{x6}r)}^{6} 259 | 729,7,7+(7+7!+7)/7,7+f{x7+7!+7}{x7} 260 | 729,8,√(√√(8+8/8)^((√(8+8))!)),s{{s{\!\!s{8+f{x8}{x8}}}}^{l(s{8+8}r)!}} 261 | 729,9,9^√9,{9}^{s{9}} 262 | 730,1,(1+1+1)!!+11-1,l(1+1+1r)!!+11-1 263 | 730,2,(2+2+2)!+(22-2)/2,l(2+2+2r)!+f{x22-2}{x2} 264 | 730,3,3^(3!)+3/3,{3}^{3!}+f{x3}{x3} 265 | 730,4,4+4+√4+(4!/4)!,4+4+s{4}+l(f{x4!}{x4}r)! 266 | 730,5,5+5+(5+5/5)!,5+5+l(5+f{x5}{x5}r)! 267 | 730,6,6!+(66-6)/6,6!+f{x66-6}{x6} 268 | 730,7,(7!+77-7)/7,f{x7!+77-7}{x7} 269 | 730,8,8+√√(8+8)+(8-√√(8+8))!,8+s{\!\!s{8+8}}+l(8-s{\!\!s{8+8}}r)! 270 | 730,9,9^√9+9/9,{9}^{s{9}}+f{x9}{x9} 271 | 731,1,(1+1+1)!!+11,l(1+1+1r)!!+11 272 | 731,2,(2+2+2)!+22/2,l(2+2+2r)!+f{x22}{x2} 273 | 731,3,3!!+33/3,3!!+f{x33}{x3} 274 | 731,4,(4!/4)!+44/4,l(f{x4!}{x4}r)!+f{x44}{x4} 275 | 731,5,(5+5/5)!+55/5,l(5+f{x5}{x5}r)!+f{x55}{x5} 276 | 731,6,6!+66/6,6!+f{x66}{x6} 277 | 731,7,(7!+77)/7,f{x7!+77}{x7} 278 | 731,8,(8-√√(8+8))!+88/8,l(8-s{\!\!s{8+8}}r)!+f{x88}{x8} 279 | 731,9,(√9)!!+99/9,l(s{9}r)!!+f{x99}{x9} 280 | 732,1,1+(1+1+1)!!+11,1+l(1+1+1r)!!+11 281 | 732,2,(2+2)!/2+(2+2+2)!,f{xl(2+2r)!}{x2}+l(2+2+2r)! 282 | 732,3,3+3^(3!),3+{3}^{3!} 283 | 732,4,4!/√4+(4!/4)!,f{x4!}{xs{4}}+l(f{x4!}{x4}r)! 284 | 732,5,5!/(5+5)+(5+5/5)!,f{x5!}{x5+5}+l(5+f{x5}{x5}r)! 285 | 732,6,6+6!+6,6+6!+6 286 | 732,7,(7+7!+77)/7,f{x7+7!+77}{x7} 287 | 732,8,8+√(8+8)+(8-√√(8+8))!,8+s{8+8}+l(8-s{\!\!s{8+8}}r)! 288 | 732,9,√9+9^√9,s{9}+{9}^{s{9}} 289 | 733,1,1+1+(1+1+1)!!+11,1+1+l(1+1+1r)!!+11 290 | 733,2,2+(2+2+2)!+22/2,2+l(2+2+2r)!+f{x22}{x2} 291 | 733,3,3+3^(3!)+3/3,3+{3}^{3!}+f{x3}{x3} 292 | 733,4,4+√(√(4-4/4)^(4!)),4+s{{s{4-f{x4}{x4}}}^{4!}} 293 | 733,5,5!+(5^5-55-5)/5,5!+f{x{5}^{5}-55-5}{x5} 294 | 733,6,6+6+6!+6/6,6+6+6!+f{x6}{x6} 295 | 733,7,7+7+(7!-7)/7,7+7+f{x7!-7}{x7} 296 | 733,8,(8!/8+888)/8-8,f{xf{x8!}{x8}+888}{x8}-8 297 | 733,9,√9+9^√9+9/9,s{9}+{9}^{s{9}}+f{x9}{x9} 298 | 734,1,1+1+1+(1+1+1)!!+11,1+1+1+l(1+1+1r)!!+11 299 | 734,2,2^(2+2)+(2+2+2)!-2,{2}^{2+2}+l(2+2+2r)!-2 300 | 734,3,3+3!!+33/3,3+3!!+f{x33}{x3} 301 | 734,4,(4!/4)!+4*4-√4,l(f{x4!}{x4}r)!+4t4-s{4} 302 | 734,5,5!+(5^5-55)/5,5!+f{x{5}^{5}-55}{x5} 303 | 734,6,6!+6!/6/6-6,6!+f{x6!}{x6t6}-6 304 | 734,7,7+7+7!/7,7+7+f{x7!}{x7} 305 | 734,8,8+8+8!/8/8+88,8+8+f{x8!}{x8t8}+88 306 | 734,9,(√9)!+9^√9-9/9,l(s{9}r)!+{9}^{s{9}}-f{x9}{x9} 307 | 735,1,(1+1+1)!+√(1+1+1)^(1+11),l(1+1+1r)!+{s{1+1+1}}^{1+11} 308 | 735,2,2+2+(2+2+2)!+22/2,2+2+l(2+2+2r)!+f{x22}{x2} 309 | 735,3,3!+3^(3!),3!+{3}^{3!} 310 | 735,4,4+(4!/4)!+44/4,4+l(f{x4!}{x4}r)!+f{x44}{x4} 311 | 735,5,5+5+5+(5+5/5)!,5+5+5+l(5+f{x5}{x5}r)! 312 | 735,6,6+((6+6+6)/6)^6,6+{l(f{x6+6+6}{x6}r)}^{6} 313 | 735,7,7*(7+7*(7+7)),7tl(7+7tl(7+7r)r) 314 | 735,8,8*(√(8+8)+88)-8/8,8tl(s{8+8}+88r)-f{x8}{x8} 315 | 735,9,(√9)!+9^√9,l(s{9}r)!+{9}^{s{9}} 316 | 736,1,11*(1+(1+1+1)!*11)-1,11tl(1+l(1+1+1r)!t11r)-1 317 | 736,2,2^(2+2)+(2+2+2)!,{2}^{2+2}+l(2+2+2r)! 318 | 736,3,3!+3^(3!)+3/3,3!+{3}^{3!}+f{x3}{x3} 319 | 736,4,(4!/4)!+4*4,l(f{x4!}{x4}r)!+4t4 320 | 736,5,(5^5+555)/5,f{x{5}^{5}+555}{x5} 321 | 736,6,6+6!+(66-6)/6,6+6!+f{x66-6}{x6} 322 | 736,7,7+7+(7+7!+7)/7,7+7+f{x7+7!+7}{x7} 323 | 736,8,8*(√(8+8)+88),8tl(s{8+8}+88r) 324 | 736,9,(√9)!+9^√9+9/9,l(s{9}r)!+{9}^{s{9}}+f{x9}{x9} 325 | 737,1,11*(1+(1+1+1)!*11),11tl(1+l(1+1+1r)!t11r) 326 | 737,2,(2+√2^22-((2+2)!)^2)/2,f{x2+{s{2}}^{22}-{l(2+2r)!}^{2}}{x2} 327 | 737,3,3^(3!)+(3!/3)^3,{3}^{3!}+{l(f{x3!}{x3}r)}^{3} 328 | 737,4,4+4+√(√(4-4/4)^(4!)),4+4+s{{s{4-f{x4}{x4}}}^{4!}} 329 | 737,5,(5+5^5+555)/5,f{x5+{5}^{5}+555}{x5} 330 | 737,6,6+6!+66/6,6+6!+f{x66}{x6} 331 | 737,7,7+(7!+77-7)/7,7+f{x7!+77-7}{x7} 332 | 737,8,8+√(√√(8+8/8)^((√(8+8))!)),8+s{{s{\!\!s{8+f{x8}{x8}}}}^{l(s{8+8}r)!}} 333 | 737,9,9+9^√9-9/9,9+{9}^{s{9}}-f{x9}{x9} 334 | 738,1,(1+1+1)!*(1+11+111),l(1+1+1r)!tl(1+11+111r) 335 | 738,2,(2+2+2)!+22-2-2,l(2+2+2r)!+22-2-2 336 | 738,3,3!!+3!*3,3!!+3!t3 337 | 738,4,√4+(4!/4)!+4*4,s{4}+l(f{x4!}{x4}r)!+4t4 338 | 738,5,5!+(5^5-5-5)/5-5,5!+f{x{5}^{5}-5-5}{x5}-5 339 | 738,6,6+6+6!+6,6+6+6!+6 340 | 738,7,7+(7!+77)/7,7+f{x7!+77}{x7} 341 | 738,8,(√(8+√√(8+8))^8-√8^8)/8,f{x{s{8+s{\!\!s{8+8}}}}^{8}-{s{8}}^{8}}{x8} 342 | 738,9,9+9^√9,9+{9}^{s{9}} 343 | 739,1,11+√(1+1+1)^(1+11)-1,11+{s{1+1+1}}^{1+11}-1 344 | 739,2,(2+2+2)!+22-2/2-2,l(2+2+2r)!+22-f{x2}{x2}-2 345 | 739,3,3!!+3!*3+3/3,3!!+3!t3+f{x3}{x3} 346 | 739,4,4!+(4!/4)!-4/4-4,4!+l(f{x4!}{x4}r)!-f{x4}{x4}-4 347 | 739,5,5!+(5^5-5)/5-5,5!+f{x{5}^{5}-5}{x5}-5 348 | 739,6,6!+(6!/6-6)/6,6!+f{xf{x6!}{x6}-6}{x6} 349 | 739,7,7+(7+7!+77)/7,7+f{x7+7!+77}{x7} 350 | 739,8,8+(8-√√(8+8))!+88/8,8+l(8-s{\!\!s{8+8}}r)!+f{x88}{x8} 351 | 739,9,9+9^√9+9/9,9+{9}^{s{9}}+f{x9}{x9} 352 | 740,1,11+√(1+1+1)^(1+11),11+{s{1+1+1}}^{1+11} 353 | 740,2,(2+2+2)!+22-2,l(2+2+2r)!+22-2 354 | 740,3,3!!+3!!/(3!)/(3!),3!!+f{x3!!}{x3!t3!} 355 | 740,4,4!+(4!/4)!-4,4!+l(f{x4!}{x4}r)!-4 356 | 740,5,5!+5^5/5-5,5!+f{x{5}^{5}}{x5}-5 357 | 740,6,6!+6!/6/6,6!+f{x6!}{x6t6} 358 | 740,7,7+7+7+(7!-7)/7,7+7+7+f{x7!-7}{x7} 359 | 740,8,(8+8/(8+8))*88-8,l(8+f{x8}{x8+8}r)t88-8 360 | 740,9,(√9)!!+(√9)!!/((√9)!)/((√9)!),l(s{9}r)!!+f{xl(s{9}r)!!}{xl(s{9}r)!tl(s{9}r)!} 361 | 741,1,(1+1+1)!!+11+11-1,l(1+1+1r)!!+11+11-1 362 | 741,2,(2+2+2)!+22-2/2,l(2+2+2r)!+22-f{x2}{x2} 363 | 741,3,3+3!!+3!*3,3+3!!+3!t3 364 | 741,4,4!+(4!/4)!+4/4-4,4!+l(f{x4!}{x4}r)!+f{x4}{x4}-4 365 | 741,5,5!+(5+5^5)/5-5,5!+f{x5+{5}^{5}}{x5}-5 366 | 741,6,6!+(6+6!/6)/6,6!+f{x6+f{x6!}{x6}}{x6} 367 | 741,7,7+7+7+7!/7,7+7+7+f{x7!}{x7} 368 | 741,8,(8!/8+888)/8,f{xf{x8!}{x8}+888}{x8} 369 | 741,9,9+√9+9^√9,9+s{9}+{9}^{s{9}} 370 | 742,1,(1+1+1)!!+11+11,l(1+1+1r)!!+11+11 371 | 742,2,(2+2+2)!+22,l(2+2+2r)!+22 372 | 742,3,3!!+(3!!+3!)/33,3!!+f{x3!!+3!}{x33} 373 | 742,4,4!+(4!/4)!-√4,4!+l(f{x4!}{x4}r)!-s{4} 374 | 742,5,5!+(5+5+5^5)/5-5,5!+f{x5+5+{5}^{5}}{x5}-5 375 | 742,6,6!+(66+66)/6,6!+f{x66+66}{x6} 376 | 742,7,(7!+77+77)/7,f{x7!+77+77}{x7} 377 | 742,8,(8+8!/8+888)/8,f{x8+f{x8!}{x8}+888}{x8} 378 | 742,9,(√9)!!+(√9)!*(√9+(√9)!/9),l(s{9}r)!!+l(s{9}r)!tl(s{9}+f{xl(s{9}r)!}{x9}r) 379 | 743,1,1+(1+1+1)!!+11+11,1+l(1+1+1r)!!+11+11 380 | 743,2,2/2+(2+2+2)!+22,f{x2}{x2}+l(2+2+2r)!+22 381 | 743,3,3+3!!+3!!/(3!)/(3!),3+3!!+f{x3!!}{x3!t3!} 382 | 743,4,4!+(4!/4)!-4/4,4!+l(f{x4!}{x4}r)!-f{x4}{x4} 383 | 743,5,5!+(5^5-5-5)/5,5!+f{x{5}^{5}-5-5}{x5} 384 | 743,6,6+6+6!+66/6,6+6+6!+f{x66}{x6} 385 | 743,7,(7+7!+77+77)/7,f{x7+7!+77+77}{x7} 386 | 743,8,(8!+√(√(88)^8))/8/8-8,f{x8!+s{{s{88}}^{8}}}{x8t8}-8 387 | 743,9,(√9)!!+(((√9)!)^√9-9)/9,l(s{9}r)!!+f{x{l(s{9}r)!}^{s{9}}-9}{x9} 388 | 744,1,(1+1+1)!!+(1+1+1+1)!,l(1+1+1r)!!+l(1+1+1+1r)! 389 | 744,2,(2+2)!+(2+2+2)!,l(2+2r)!+l(2+2+2r)! 390 | 744,3,3!!+3^3-3,3!!+{3}^{3}-3 391 | 744,4,4!+(4!/4)!,4!+l(f{x4!}{x4}r)! 392 | 744,5,5!+(5^5-5)/5,5!+f{x{5}^{5}-5}{x5} 393 | 744,6,6+6+6+6!+6,6+6+6+6!+6 394 | 744,7,7!/7+(77/7-7)!,f{x7!}{x7}+l(f{x77}{x7}-7r)! 395 | 744,8,(√(8+8))!+(8-√√(8+8))!,l(s{8+8}r)!+l(8-s{\!\!s{8+8}}r)! 396 | 744,9,9+(√9)!+9^√9,9+l(s{9}r)!+{9}^{s{9}} 397 | 745,1,1+(1+1+1)!!+(1+1+1+1)!,1+l(1+1+1r)!!+l(1+1+1+1r)! 398 | 745,2,(2+2)!+2/2+(2+2+2)!,l(2+2r)!+f{x2}{x2}+l(2+2+2r)! 399 | 745,3,3!!+3^3-3!/3,3!!+{3}^{3}-f{x3!}{x3} 400 | 745,4,4!+(4!/4)!+4/4,4!+l(f{x4!}{x4}r)!+f{x4}{x4} 401 | 745,5,5!+5^5/5,5!+f{x{5}^{5}}{x5} 402 | 745,6,6!+(√6^6-66)/6,6!+f{x{s{6}}^{6}-66}{x6} 403 | 745,7,7+7+(7!+77)/7,7+7+f{x7!+77}{x7} 404 | 745,8,((√(8+8))!+√(8+8)^8)/88,f{xl(s{8+8}r)!+{s{8+8}}^{8}}{x88} 405 | 745,9,(√9)!!+(9+((√9)!)^√9)/9,l(s{9}r)!!+f{x9+{l(s{9}r)!}^{s{9}}}{x9} 406 | 746,1,(1+1+1)!!+(1+1)*(1+1+11),l(1+1+1r)!!+l(1+1r)tl(1+1+11r) 407 | 746,2,2+(2+2)!+(2+2+2)!,2+l(2+2r)!+l(2+2+2r)! 408 | 746,3,3!!+3^3-3/3,3!!+{3}^{3}-f{x3}{x3} 409 | 746,4,4!+√4+(4!/4)!,4!+s{4}+l(f{x4!}{x4}r)! 410 | 746,5,5!+(5+5^5)/5,5!+f{x5+{5}^{5}}{x5} 411 | 746,6,6+6!+6!/6/6,6+6!+f{x6!}{x6t6} 412 | 746,7,7+7+(7+7!+77)/7,7+7+f{x7+7!+77}{x7} 413 | 746,8,888-√((8!+8)/√√(8+8)),888-s{f{x8!+8}{xs{\!\!s{8+8}}}} 414 | 746,9,(√9)!!+√9*9-9/9,l(s{9}r)!!+s{9}t9-f{x9}{x9} 415 | 747,1,(1+1+1)!!+(1+1+1)^(1+1+1),l(1+1+1r)!!+{l(1+1+1r)}^{1+1+1} 416 | 747,2,2+(2+2)!+2/2+(2+2+2)!,2+l(2+2r)!+f{x2}{x2}+l(2+2+2r)! 417 | 747,3,3!!+3^3,3!!+{3}^{3} 418 | 747,4,4+4!+(4!/4)!-4/4,4+4!+l(f{x4!}{x4}r)!-f{x4}{x4} 419 | 747,5,5!+(5+5+5^5)/5,5!+f{x5+5+{5}^{5}}{x5} 420 | 747,6,6!+(6/√(6+6))^6,6!+{l(f{x6}{xs{6+6}}r)}^{6} 421 | 747,7,(7!-7)/7+77-7*7,f{x7!-7}{x7}+77-7t7 422 | 747,8,((8!+8!)/8-√8^8-8)/8,f{xf{x8!+8!}{x8}-{s{8}}^{8}-8}{x8} 423 | 747,9,(√9)!!+√9*9,l(s{9}r)!!+s{9}t9 424 | 748,1,11*(1+1+(1+1+1)!*11),11tl(1+1+l(1+1+1r)!t11r) 425 | 748,2,((2+2+2)^2-2)*22,l({l(2+2+2r)}^{2}-2r)t22 426 | 748,3,3!!+3^3+3/3,3!!+{3}^{3}+f{x3}{x3} 427 | 748,4,4+4!+(4!/4)!,4+4!+l(f{x4!}{x4}r)! 428 | 748,5,5+5!+(5^5-5-5)/5,5+5!+f{x{5}^{5}-5-5}{x5} 429 | 748,6,6!+√(6!+((6+6)/6)^6),6!+s{6!+{l(f{x6+6}{x6}r)}^{6}} 430 | 748,7,7!/7+77-7*7,f{x7!}{x7}+77-7t7 431 | 748,8,(8+8/(8+8))*88,l(8+f{x8}{x8+8}r)t88 432 | 748,9,(√9)!!+√9*9+9/9,l(s{9}r)!!+s{9}t9+f{x9}{x9} 433 | 749,1,1+11*(1+1+(1+1+1)!*11),1+11tl(1+1+l(1+1+1r)!t11r) 434 | 749,2,√(√(2+2/2)^((2+2)!))+22-2,s{{s{2+f{x2}{x2}}}^{l(2+2r)!}}+22-2 435 | 749,3,3!!+3!/3+3^3,3!!+f{x3!}{x3}+{3}^{3} 436 | 749,4,4!+√(√(4-4/4)^(4!))-4,4!+s{{s{4-f{x4}{x4}}}^{4!}}-4 437 | 749,5,5+5!+(5^5-5)/5,5+5!+f{x{5}^{5}-5}{x5} 438 | 749,6,6!+√(6!+(6!+6)/6),6!+s{6!+f{x6!+6}{x6}} 439 | 749,7,7*7+777-77,7t7+777-77 440 | 749,8,8+(8!/8+888)/8,8+f{xf{x8!}{x8}+888}{x8} 441 | 749,9,(√9)!!+√9*(9+(√9)!/9),l(s{9}r)!!+s{9}tl(9+f{xl(s{9}r)!}{x9}r) 442 | 750,1,(1+1+1)!!+(1+1+1)*(11-1),l(1+1+1r)!!+l(1+1+1r)tl(11-1r) 443 | 750,2,(2+2)!*22+222,l(2+2r)!t22+222 444 | 750,3,3!!+33-3,3!!+33-3 445 | 750,4,4+4!+√4+(4!/4)!,4+4!+s{4}+l(f{x4!}{x4}r)! 446 | 750,5,5*5*(5+5*5),5t5tl(5+5t5r) 447 | 750,6,6!+6*6-6,6!+6t6-6 448 | 750,7,(7!+7!/((77/7-7)!))/7,f{x7!+f{x7!}{xl(f{x77}{x7}-7r)!}}{x7} 449 | 750,8,8!/8/8+8*(8+8)-8,f{x8!}{x8t8}+8tl(8+8r)-8 450 | 750,9,√9+(√9)!!+√9*9,s{9}+l(s{9}r)!!+s{9}t9 -------------------------------------------------------------------------------- /data/solution.4.dat: -------------------------------------------------------------------------------- 1 | 201,1,1+(1+1)*(111-11),1+l(1+1r)tl(111-11r) 2 | 201,2,(2+(22-2)^2)/2,f{x2+{l(22-2r)}^{2}}{x2} 3 | 201,3,3+3!*33,3+3!t33 4 | 201,4,(√4+√(4!-4)^4)/√4,f{xs{4}+{s{4!-4}}^{4}}{xs{4}} 5 | 201,5,(5+√(√√(5+5)^(5!/5)))/5,f{x5+s{{s{\!\!s{5+5}}}^{f{5!}{5}}}}{x5} 6 | 201,6,6/((6+6)/(6+6*66)),6tf{x6+6t66}{x6+6} 7 | 201,7,7*(7+7)+(7!+7)/7/7,7tl(7+7r)+f{x7!+7}{x7t7} 8 | 201,8,√(8!+√(√(8+8/8)^8)),s{8!+s{{s{8+f{x8}{x8}}}^{8}}} 9 | 201,9,√(9!/9+9*9),s{f{x9!}{x9}+9t9} 10 | 202,1,(1+1)/(11/1111),l(1+1r)tf{x1111}{x11} 11 | 202,2,2+222-22,2+222-22 12 | 202,3,(3!!-3!)/3-3!*3!,f{x3!!-3!}{x3}-3!t3! 13 | 202,4,4!+√4+4*44,4!+s{4}+4t44 14 | 202,5,5!+(555-5!)/5-5,5!+f{x555-5!}{x5}-5 15 | 202,6,6+√6^6-6!/6/6,6+{s{6}}^{6}-f{x6!}{x6t6} 16 | 202,7,7+(7+7)*(7+7)-7/7,7+l(7+7r)tl(7+7r)-f{x7}{x7} 17 | 202,8,8!/((√(8+8))!)/8-8,f{x8!}{xl(s{8+8}r)!t8}-8 18 | 202,9,(√9+√(9!+9^√9))/√9,f{xs{9}+s{9!+{9}^{s{9}}}}{xs{9}} 19 | 203,1,1+(1+1)/(11/1111),1+l(1+1r)tf{x1111}{x11} 20 | 203,2,2+(2+(22-2)^2)/2,2+f{x2+{l(22-2r)}^{2}}{x2} 21 | 203,3,(3^(3!)-3!!/(3!))/3,f{x{3}^{3!}-f{x3!!}{x3!}}{x3} 22 | 203,4,4!+((4!/4)!-4)/4,4!+f{xl(f{x4!}{x4}r)!-4}{x4} 23 | 203,5,(5^5-5)/(5+5+5)-5,f{x{5}^{5}-5}{x5+5+5}-5 24 | 203,6,√6^6-6/6-6-6,{s{6}}^{6}-f{x6}{x6}-6-6 25 | 203,7,7+(7+7)*(7+7),7+l(7+7r)tl(7+7r) 26 | 203,8,√(8!+8/8+888),s{8!+f{x8}{x8}+888} 27 | 203,9,((√9)!+√(9!+9^√9))/√9,f{xl(s{9}r)!+s{9!+{9}^{s{9}}}}{xs{9}} 28 | 204,1,(1+11)*((1+1+1)!+11),l(1+11r)tl(l(1+1+1r)!+11r) 29 | 204,2,2+2+222-22,2+2+222-22 30 | 204,3,3!+3!*33,3!+3!t33 31 | 204,4,4!+(4!/4)!/4,4!+f{xl(f{x4!}{x4}r)!}{x4} 32 | 204,5,5+5!+5!/5+55,5+5!+f{x5!}{x5}+55 33 | 204,6,√6^6-6-6,{s{6}}^{6}-6-6 34 | 204,7,(77*(7+77)-7!)/7,f{x77tl(7+77r)-7!}{x7} 35 | 204,8,√(8!+√(8-√√(8+8))^8),s{8!+{s{8-s{\!\!s{8+8}}}}^{8}} 36 | 204,9,((√9)!)^√9-√9-9,{l(s{9}r)!}^{s{9}}-s{9}-9 37 | 205,1,((1+1+1)!)^(1+1+1)-11,{l(1+1+1r)!}^{1+1+1}-11 38 | 205,2,222-2^(2+2)-2/2,222-{2}^{2+2}-f{x2}{x2} 39 | 205,3,(3!)^3-33/3,{3!}^{3}-f{x33}{x3} 40 | 205,4,4!+(4+(4!/4)!)/4,4!+f{x4+l(f{x4!}{x4}r)!}{x4} 41 | 205,5,5*(5!-55)-5!,5tl(5!-55r)-5! 42 | 205,6,√6^6-66/6,{s{6}}^{6}-f{x66}{x6} 43 | 205,7,((7+7)/7)^7+77,{l(f{x7+7}{x7}r)}^{7}+77 44 | 205,8,√(8+8!+(8!+8)/8)-8,s{8+8!+f{x8!+8}{x8}}-8 45 | 205,9,((√9)!)^√9-99/9,{l(s{9}r)!}^{s{9}}-f{x99}{x9} 46 | 206,1,1+((1+1+1)!)^(1+1+1)-11,1+{l(1+1+1r)!}^{1+1+1}-11 47 | 206,2,222-2^(2+2),222-{2}^{2+2} 48 | 206,3,(3!!-3)/3-33,f{x3!!-3}{x3}-33 49 | 206,4,((4!+4)/4)!/(4!)-4,f{xl(f{x4!+4}{x4}r)!}{x4!}-4 50 | 206,5,((5!-5)*(5+5)-5!)/5,f{xl(5!-5r)tl(5+5r)-5!}{x5} 51 | 206,6,√6^6-(66-6)/6,{s{6}}^{6}-f{x66-6}{x6} 52 | 206,7,(7+7+7!+7!)/7/7,f{x7+7+7!+7!}{x7t7} 53 | 206,8,8!/((√(8+8))!)/8-√(8+8),f{x8!}{xl(s{8+8}r)!t8}-s{8+8} 54 | 206,9,((√9)!)^√9-9/9-9,{l(s{9}r)!}^{s{9}}-f{x9}{x9}-9 55 | 207,1,(1+1)*(111-1-1)-11,l(1+1r)tl(111-1-1r)-11 56 | 207,2,222-22/2-2-2,222-f{x22}{x2}-2-2 57 | 207,3,(3!)^3-3*3,{3!}^{3}-3t3 58 | 207,4,4!*4+444/4,4!t4+f{x444}{x4} 59 | 207,5,5!+(555-5!)/5,5!+f{x555-5!}{x5} 60 | 207,6,√6^6-(66-6-6)/6,{s{6}}^{6}-f{x66-6-6}{x6} 61 | 207,7,(7+7)*(7+7)+77/7,l(7+7r)tl(7+7r)+f{x77}{x7} 62 | 207,8,(8!/((√(8+8))!)-(√(8+8))!)/8,f{xf{x8!}{xl(s{8+8}r)!}-l(s{8+8}r)!}{x8} 63 | 207,9,((√9)!)^√9-9,{l(s{9}r)!}^{s{9}}-9 64 | 208,1,(1+1)*(111-1)-11-1,l(1+1r)tl(111-1r)-11-1 65 | 208,2,2*2*2*(2+(2+2)!),2t2t2tl(2+l(2+2r)!r) 66 | 208,3,(3!!+3)/3-33,f{x3!!+3}{x3}-33 67 | 208,4,4*(4+4!+4!),4tl(4+4!+4!r) 68 | 208,5,(5^5-5)/(5+5+5),f{x{5}^{5}-5}{x5+5+5} 69 | 208,6,√6^6-(6+6)/6-6,{s{6}}^{6}-f{x6+6}{x6}-6 70 | 208,7,77+(7+7!+7!)/77,77+f{x7+7!+7!}{x77} 71 | 208,8,8+8+8*(√(8+8))!,8+8+8tl(s{8+8}r)! 72 | 208,9,(√9)!!-((√9)!/√9)^9,l(s{9}r)!!-{l(f{xl(s{9}r)!}{xs{9}}r)}^{9} 73 | 209,1,(1+1)*(111-1)-11,l(1+1r)tl(111-1r)-11 74 | 209,2,222-22/2-2,222-f{x22}{x2}-2 75 | 209,3,(3!)^3-3/3-3!,{3!}^{3}-f{x3}{x3}-3! 76 | 209,4,(((4!+4)/4)!-4!)/(4!),f{xl(f{x4!+4}{x4}r)!-4!}{x4!} 77 | 209,5,(5!/5-5)*55/5,f{xl(f{x5!}{x5}-5r)t55}{x5} 78 | 209,6,√6^6-6/6-6,{s{6}}^{6}-f{x6}{x6}-6 79 | 209,7,7*(7+7)+777/7,7tl(7+7r)+f{x777}{x7} 80 | 209,8,(8!/((√(8+8))!)-8)/8,f{xf{x8!}{xl(s{8+8}r)!}-8}{x8} 81 | 209,9,((√9)!)^√9-9/9-(√9)!,{l(s{9}r)!}^{s{9}}-f{x9}{x9}-l(s{9}r)! 82 | 210,1,(1+1)*111-11-1,l(1+1r)t111-11-1 83 | 210,2,222-(2+2)!/2,222-f{xl(2+2r)!}{x2} 84 | 210,3,(3!)^3-3!,{3!}^{3}-3! 85 | 210,4,((4!+4)/4)!/(4!),f{xl(f{x4!+4}{x4}r)!}{x4!} 86 | 210,5,5!+5!-5*5-5,5!+5!-5t5-5 87 | 210,6,√6^6-6,{s{6}}^{6}-6 88 | 210,7,7!/((77/7-7)!),f{x7!}{xl(f{x77}{x7}-7r)!} 89 | 210,8,8!/((√(8+8))!)/8,f{x8!}{xl(s{8+8}r)!t8} 90 | 210,9,((√9)!)^√9-(√9)!,{l(s{9}r)!}^{s{9}}-l(s{9}r)! 91 | 211,1,(1+1)*111-11,l(1+1r)t111-11 92 | 211,2,222-22/2,222-f{x22}{x2} 93 | 211,3,(3!)^3-3!/3-3,{3!}^{3}-f{x3!}{x3}-3 94 | 211,4,(4!+((4!+4)/4)!)/(4!),f{x4!+l(f{x4!+4}{x4}r)!}{x4!} 95 | 211,5,5!+5!-5!/5-5,5!+5!-f{x5!}{x5}-5 96 | 211,6,√6^6+6/6-6,{s{6}}^{6}+f{x6}{x6}-6 97 | 211,7,7/7+7!/((77/7-7)!),f{x7}{x7}+f{x7!}{xl(f{x77}{x7}-7r)!} 98 | 211,8,(8+8!/((√(8+8))!))/8,f{x8+f{x8!}{xl(s{8+8}r)!}}{x8} 99 | 211,9,(√9+9)!/((√9)!)/(9!)-9,f{xl(s{9}+9r)!}{xl(s{9}r)!t9!}-9 100 | 212,1,1+(1+1)*111-11,1+l(1+1r)t111-11 101 | 212,2,222-(22-2)/2,222-f{x22-2}{x2} 102 | 212,3,(3!)^3-3/3-3,{3!}^{3}-f{x3}{x3}-3 103 | 212,4,4^4-44,{4}^{4}-44 104 | 212,5,5!+5!-(5!-5)/5-5,5!+5!-f{x5!-5}{x5}-5 105 | 212,6,√6^6+(6+6)/6-6,{s{6}}^{6}+f{x6+6}{x6}-6 106 | 212,7,7+((7+7)/7)^7+77,7+{l(f{x7+7}{x7}r)}^{7}+77 107 | 212,8,(8+8+8!/((√(8+8))!))/8,f{x8+8+f{x8!}{xl(s{8+8}r)!}}{x8} 108 | 212,9,((√9)!)^√9-9/9-√9,{l(s{9}r)!}^{s{9}}-f{x9}{x9}-s{9} 109 | 213,1,(1+1)*(1+111)-11,l(1+1r)tl(1+111r)-11 110 | 213,2,2+222-22/2,2+222-f{x22}{x2} 111 | 213,3,(3!)^3-3,{3!}^{3}-3 112 | 213,4,4/4+4^4-44,f{x4}{x4}+{4}^{4}-44 113 | 213,5,5+(5^5-5)/(5+5+5),5+f{x{5}^{5}-5}{x5+5+5} 114 | 213,6,6*(6*6-6/(6+6)),6tl(6t6-f{x6}{x6+6}r) 115 | 213,7,√(√(7!)+√(7!)/7!)*(√√(7!)+√√(7!)+√√(7!)),s{s{7!}+f{xs{7!}}{x7!}}tl(s{\!\!s{7!}}+s{\!\!s{7!}}+s{\!\!s{7!}}r) 116 | 213,8,√(8+8!+(8!+8)/8),s{8+8!+f{x8!+8}{x8}} 117 | 213,9,((√9)!)^√9-√9,{l(s{9}r)!}^{s{9}}-s{9} 118 | 214,1,((1+1+1)!)^(1+1+1)-1-1,{l(1+1+1r)!}^{1+1+1}-1-1 119 | 214,2,222-2*(2+2),222-2tl(2+2r) 120 | 214,3,(3!)^3-3!/3,{3!}^{3}-f{x3!}{x3} 121 | 214,4,√√(√(4!/4)^(4!))-√4,s{\!\!s{{s{f{x4!}{x4}}}^{4!}}}-s{4} 122 | 214,5,5!+5!-(5/5+5*5),5!+5!-l(f{x5}{x5}+5t5r) 123 | 214,6,√6^6-(6+6)/6,{s{6}}^{6}-f{x6+6}{x6} 124 | 214,7,((7!+7)/7+777)/7,f{xf{x7!+7}{x7}+777}{x7} 125 | 214,8,888/√(8+8)-8,f{x888}{xs{8+8}}-8 126 | 214,9,((√9)!)^√9-(√9)!/√9,{l(s{9}r)!}^{s{9}}-f{xl(s{9}r)!}{xs{9}} 127 | 215,1,((1+1+1)!)^(1+1+1)-1,{l(1+1+1r)!}^{1+1+1}-1 128 | 215,2,√√(√(2+2+2)^((2+2)!))-2/2,s{\!\!s{{s{2+2+2}}^{l(2+2r)!}}}-f{x2}{x2} 129 | 215,3,(3!)^3-3/3,{3!}^{3}-f{x3}{x3} 130 | 215,4,√√(√(4!/4)^(4!))-4/4,s{\!\!s{{s{f{x4!}{x4}}}^{4!}}}-f{x4}{x4} 131 | 215,5,5!+5!-5*5,5!+5!-5t5 132 | 215,6,√6^6-6/6,{s{6}}^{6}-f{x6}{x6} 133 | 215,7,7*7*7-((7+7)/7)^7,7t7t7-{l(f{x7+7}{x7}r)}^{7} 134 | 215,8,8*(8+8)+88-8/8,8tl(8+8r)+88-f{x8}{x8} 135 | 215,9,((√9)!)^√9-9/9,{l(s{9}r)!}^{s{9}}-f{x9}{x9} 136 | 216,1,((1+1+1)!)^(1+1+1),{l(1+1+1r)!}^{1+1+1} 137 | 216,2,√√(√(2+2+2)^((2+2)!)),s{\!\!s{{s{2+2+2}}^{l(2+2r)!}}} 138 | 216,3,(3!)^3,{3!}^{3} 139 | 216,4,√√(√(4!/4)^(4!)),s{\!\!s{{s{f{x4!}{x4}}}^{4!}}} 140 | 216,5,5!+5!-5!/5,5!+5!-f{x5!}{x5} 141 | 216,6,√6^6,{s{6}}^{6} 142 | 216,7,√(7-7/7)^(7-7/7),{s{7-f{x7}{x7}}}^{7-f{7}{7}} 143 | 216,8,8*(8+8)+88,8tl(8+8r)+88 144 | 216,9,((√9)!)^√9,{l(s{9}r)!}^{s{9}} 145 | 217,1,1+((1+1+1)!)^(1+1+1),1+{l(1+1+1r)!}^{1+1+1} 146 | 217,2,222-2/2-2-2,222-f{x2}{x2}-2-2 147 | 217,3,(3!)^3+3/3,{3!}^{3}+f{x3}{x3} 148 | 217,4,4/4+√√(√(4!/4)^(4!)),f{x4}{x4}+s{\!\!s{{s{f{x4!}{x4}}}^{4!}}} 149 | 217,5,5!+5!-(5!-5)/5,5!+5!-f{x5!-5}{x5} 150 | 217,6,√6^6+6/6,{s{6}}^{6}+f{x6}{x6} 151 | 217,7,7*(7*7-7)-77,7tl(7t7-7r)-77 152 | 217,8,√(√(8+8-8/8)^8)-8,s{{s{8+8-f{x8}{x8}}}^{8}}-8 153 | 217,9,((√9)!)^√9+9/9,{l(s{9}r)!}^{s{9}}+f{x9}{x9} 154 | 218,1,(1+1)*(111-1-1),l(1+1r)tl(111-1-1r) 155 | 218,2,222-2-2,222-2-2 156 | 218,3,(3!)^3+3!/3,{3!}^{3}+f{x3!}{x3} 157 | 218,4,√4+√√(√(4!/4)^(4!)),s{4}+s{\!\!s{{s{f{x4!}{x4}}}^{4!}}} 158 | 218,5,5!+5!-(5!-5-5)/5,5!+5!-f{x5!-5-5}{x5} 159 | 218,6,√6^6+(6+6)/6,{s{6}}^{6}+f{x6+6}{x6} 160 | 218,7,7*(7+7)+(7-(7+7)/7)!,7tl(7+7r)+l(7-f{x7+7}{x7}r)! 161 | 218,8,8+8!/((√(8+8))!)/8,8+f{x8!}{xl(s{8+8}r)!t8} 162 | 218,9,((√9)!)^√9+(√9)!/√9,{l(s{9}r)!}^{s{9}}+f{xl(s{9}r)!}{xs{9}} 163 | 219,1,(1+1)*(111-1)-1,l(1+1r)tl(111-1r)-1 164 | 219,2,222-2/2-2,222-f{x2}{x2}-2 165 | 219,3,3+(3!)^3,3+{3!}^{3} 166 | 219,4,((4!-4)*44-4)/4,f{xl(4!-4r)t44-4}{x4} 167 | 219,5,5*55-55-5/5,5t55-55-f{x5}{x5} 168 | 219,6,6*(6*6+6/(6+6)),6tl(6t6+f{x6}{x6+6}r) 169 | 219,7,7!/(7+7+7)-7-7-7,f{x7!}{x7+7+7}-7-7-7 170 | 219,8,8+(8+8!/((√(8+8))!))/8,8+f{x8+f{x8!}{xl(s{8+8}r)!}}{x8} 171 | 219,9,√9+((√9)!)^√9,s{9}+{l(s{9}r)!}^{s{9}} 172 | 220,1,(1+1)*(111-1),l(1+1r)tl(111-1r) 173 | 220,2,222-2,222-2 174 | 220,3,3+(3!)^3+3/3,3+{3!}^{3}+f{x3}{x3} 175 | 220,4,4+√√(√(4!/4)^(4!)),4+s{\!\!s{{s{f{x4!}{x4}}}^{4!}}} 176 | 220,5,5*55-55,5t55-55 177 | 220,6,6!/(√6^6/66),6!tf{x66}{x{s{6}}^{6}} 178 | 220,7,7*7+(√7^7-√7)/(√7+√7),7t7+f{x{s{7}}^{7}-s{7}}{xs{7}+s{7}} 179 | 220,8,(888-8)/√(8+8),f{x888-8}{xs{8+8}} 180 | 220,9,(√9+9)!/((√9)!)/(9!),f{xl(s{9}+9r)!}{xl(s{9}r)!t9!} 181 | 221,1,(1+1)*111-1,l(1+1r)t111-1 182 | 221,2,222-2/2,222-f{x2}{x2} 183 | 221,3,3+(3!)^3+3!/3,3+{3!}^{3}+f{x3!}{x3} 184 | 221,4,(444-√4)/√4,f{x444-s{4}}{xs{4}} 185 | 221,5,5+5!+5!-5!/5,5+5!+5!-f{x5!}{x5} 186 | 221,6,6+√6^6-6/6,6+{s{6}}^{6}-f{x6}{x6} 187 | 221,7,7!/(7*7-7-7)+77,f{x7!}{x7t7-7-7}+77 188 | 221,8,(8!/((√(8+8))!)+88)/8,f{xf{x8!}{xl(s{8+8}r)!}+88}{x8} 189 | 221,9,((√9)!!-√9)/√9-9-9,f{xl(s{9}r)!!-s{9}}{xs{9}}-9-9 190 | 222,1,(1+1)*111,l(1+1r)t111 191 | 222,2,222,222 192 | 222,3,3!+(3!)^3,3!+{3!}^{3} 193 | 222,4,444/√4,f{x444}{xs{4}} 194 | 222,5,5+5!+5!-(5!-5)/5,5+5!+5!-f{x5!-5}{x5} 195 | 222,6,6+√6^6,6+{s{6}}^{6} 196 | 222,7,(777+777)/7,f{x777+777}{x7} 197 | 222,8,888/√(8+8),f{x888}{xs{8+8}} 198 | 222,9,(√9)!+((√9)!)^√9,l(s{9}r)!+{l(s{9}r)!}^{s{9}} 199 | 223,1,1+(1+1)*111,1+l(1+1r)t111 200 | 223,2,2/2+222,f{x2}{x2}+222 201 | 223,3,3!+(3!)^3+3/3,3!+{3!}^{3}+f{x3}{x3} 202 | 223,4,(√4+444)/√4,f{xs{4}+444}{xs{4}} 203 | 223,5,5!+(5!+5!)/5+55,5!+f{x5!+5!}{x5}+55 204 | 223,6,6+√6^6+6/6,6+{s{6}}^{6}+f{x6}{x6} 205 | 223,7,7!/7-√(7*(7+7!*7)),f{x7!}{x7}-s{7tl(7+7!t7r)} 206 | 223,8,8/8+888/√(8+8),f{x8}{x8}+f{x888}{xs{8+8}} 207 | 223,9,((√9)!!+√9)/√9-9-9,f{xl(s{9}r)!!+s{9}}{xs{9}}-9-9 208 | 224,1,(1+1)*(1+111),l(1+1r)tl(1+111r) 209 | 224,2,2+222,2+222 210 | 224,3,(3!)^3+(3!/3)^3,{3!}^{3}+{l(f{x3!}{x3}r)}^{3} 211 | 224,4,(4!+4)*(4+4),l(4!+4r)tl(4+4r) 212 | 224,5,5!+5!-55/5-5,5!+5!-f{x55}{x5}-5 213 | 224,6,6+√6^6+(6+6)/6,6+{s{6}}^{6}+f{x6+6}{x6} 214 | 224,7,7*(7+7+7)+77,7tl(7+7+7r)+77 215 | 224,8,√(8+8)*(8*8-8),s{8+8}tl(8t8-8r) 216 | 224,9,9+((√9)!)^√9-9/9,9+{l(s{9}r)!}^{s{9}}-f{x9}{x9} 217 | 225,1,1+(1+1)*(1+111),1+l(1+1r)tl(1+111r) 218 | 225,2,2+2/2+222,2+f{x2}{x2}+222 219 | 225,3,(3!)^3+3*3,{3!}^{3}+3t3 220 | 225,4,√(4+44/4)^4,{s{4+f{x44}{x4}}}^{4} 221 | 225,5,5*(55-5-5),5tl(55-5-5r) 222 | 225,6,(6!+666)/6-6,f{x6!+666}{x6}-6 223 | 225,7,(7+7+7/7)^((7+7)/7),{l(7+7+f{x7}{x7}r)}^{f{7+7}{7}} 224 | 225,8,√(√(8+8-8/8)^8),s{{s{8+8-f{x8}{x8}}}^{8}} 225 | 225,9,9+((√9)!)^√9,9+{l(s{9}r)!}^{s{9}} 226 | 226,1,(1+1)*(1+1+111),l(1+1r)tl(1+1+111r) 227 | 226,2,2+2+222,2+2+222 228 | 226,3,(3!!-33)/3-3,f{x3!!-33}{x3}-3 229 | 226,4,4+444/√4,4+f{x444}{xs{4}} 230 | 226,5,5!+555/5-5,5!+f{x555}{x5}-5 231 | 226,6,√6^6+(66-6)/6,{s{6}}^{6}+f{x66-6}{x6} 232 | 226,7,7!/(7+7+7)-7-7,f{x7!}{x7+7+7}-7-7 233 | 226,8,8+8+8!/((√(8+8))!)/8,8+8+f{x8!}{xl(s{8+8}r)!t8} 234 | 226,9,9+((√9)!)^√9+9/9,9+{l(s{9}r)!}^{s{9}}+f{x9}{x9} 235 | 227,1,1+(1+1)*(1+1+111),1+l(1+1r)tl(1+1+111r) 236 | 227,2,2+2+2/2+222,2+2+f{x2}{x2}+222 237 | 227,3,(3!)^3+33/3,{3!}^{3}+f{x33}{x3} 238 | 227,4,√4+√(4+44/4)^4,s{4}+{s{4+f{x44}{x4}}}^{4} 239 | 227,5,5*55-(5!+5!)/5,5t55-f{x5!+5!}{x5} 240 | 227,6,√6^6+66/6,{s{6}}^{6}+f{x66}{x6} 241 | 227,7,(√(7*7^7)+777)/(7+7),f{xs{7t{7}^{7}}+777}{x7+7} 242 | 227,8,8!/(8+8)/8-88,f{x8!}{xl(8+8r)t8}-88 243 | 227,9,((√9)!)^√9+99/9,{l(s{9}r)!}^{s{9}}+f{x99}{x9} 244 | 228,1,(1+1)*(1+1+1+111),l(1+1r)tl(1+1+1+111r) 245 | 228,2,2+2+2+222,2+2+2+222 246 | 228,3,3!+3!+(3!)^3,3!+3!+{3!}^{3} 247 | 228,4,4^4-4!-4,{4}^{4}-4!-4 248 | 228,5,5!+5!-5!/(5+5),5!+5!-f{x5!}{x5+5} 249 | 228,6,6+6+√6^6,6+6+{s{6}}^{6} 250 | 228,7,7*(7+77)-7!/(7+7),7tl(7+77r)-f{x7!}{x7+7} 251 | 228,8,8+(888-8)/√(8+8),8+f{x888-8}{xs{8+8}} 252 | 228,9,9+√9+((√9)!)^√9,9+s{9}+{l(s{9}r)!}^{s{9}} 253 | 229,1,(1+1)*((1+1+1)!-1)!-11,l(1+1r)tl(l(1+1+1r)!-1r)!-11 254 | 229,2,(22^2-22)/2-2,f{x{22}^{2}-22}{x2}-2 255 | 229,3,(3!!-33)/3,f{x3!!-33}{x3} 256 | 229,4,4+√(4+44/4)^4,4+{s{4+f{x44}{x4}}}^{4} 257 | 229,5,5!+5!-55/5,5!+5!-f{x55}{x5} 258 | 229,6,(6!+6!-66)/6,f{x6!+6!-66}{x6} 259 | 229,7,7*7+7!/(77-7*7),7t7+f{x7!}{x77-7t7} 260 | 229,8,(8!/√√(8+8)-8)/88,f{xf{x8!}{xs{\!\!s{8+8}}}-8}{x88} 261 | 229,9,((√9)!!-(√9)!)/√9-9,f{xl(s{9}r)!!-l(s{9}r)!}{xs{9}}-9 262 | 230,1,11*(11+11-1)-1,11tl(11+11-1r)-1 263 | 230,2,2*(2+2)+222,2tl(2+2r)+222 264 | 230,3,(3+3!!-33)/3,f{x3+3!!-33}{x3} 265 | 230,4,4^4-√4-4!,{4}^{4}-s{4}-4! 266 | 230,5,5!+5!-5-5,5!+5!-5-5 267 | 230,6,(6!+666-6)/6,f{x6!+666-6}{x6} 268 | 230,7,7!/7-7*(77-7),f{x7!}{x7}-7tl(77-7r) 269 | 230,8,8+888/√(8+8),8+f{x888}{xs{8+8}} 270 | 230,9,((√9)!!-√9)/√9-9,f{xl(s{9}r)!!-s{9}}{xs{9}}-9 271 | 231,1,11*(11+11-1),11tl(11+11-1r) 272 | 231,2,(22^2-22)/2,f{x{22}^{2}-22}{x2} 273 | 231,3,(3!!-3^3)/3,f{x3!!-{3}^{3}}{x3} 274 | 231,4,4^4-4/4-4!,{4}^{4}-f{x4}{x4}-4! 275 | 231,5,5!+555/5,5!+f{x555}{x5} 276 | 231,6,(6!+666)/6,f{x6!+666}{x6} 277 | 231,7,77+77+77,77+77+77 278 | 231,8,√(√(8+8)^8)-8/8-(√(8+8))!,s{{s{8+8}}^{8}}-f{x8}{x8}-l(s{8+8}r)! 279 | 231,9,(√9)!!/√9-9,f{xl(s{9}r)!!}{xs{9}}-9 280 | 232,1,11*11+111,11t11+111 281 | 232,2,2^(2*(2+2))-(2+2)!,{2}^{2tl(2+2r)}-l(2+2r)! 282 | 232,3,(3!!-3!)/3-3!,f{x3!!-3!}{x3}-3! 283 | 232,4,4^4-4!,{4}^{4}-4! 284 | 232,5,5!+(5+555)/5,5!+f{x5+555}{x5} 285 | 232,6,(6+6!+666)/6,f{x6+6!+666}{x6} 286 | 232,7,7*7*7-777/7,7t7t7-f{x777}{x7} 287 | 232,8,√(√(8+8)^8)-(√(8+8))!,s{{s{8+8}}^{8}}-l(s{8+8}r)! 288 | 232,9,((√9)!!+√9)/√9-9,f{xl(s{9}r)!!+s{9}}{xs{9}}-9 289 | 233,1,11+(1+1)*111,11+l(1+1r)t111 290 | 233,2,22/2+222,f{x22}{x2}+222 291 | 233,3,(3!!-3)/3-3!,f{x3!!-3}{x3}-3! 292 | 233,4,4^4+4/4-4!,{4}^{4}+f{x4}{x4}-4! 293 | 233,5,5!+5!-(5+5)/5-5,5!+5!-f{x5+5}{x5}-5 294 | 233,6,(6!+6!-6)/6-6,f{x6!+6!-6}{x6}-6 295 | 233,7,7!/(7+7+7)-7,f{x7!}{x7+7+7}-7 296 | 233,8,8+√(√(8+8-8/8)^8),8+s{{s{8+8-f{x8}{x8}}}^{8}} 297 | 233,9,((√9)!!+(√9)!)/√9-9,f{xl(s{9}r)!!+l(s{9}r)!}{xs{9}}-9 298 | 234,1,1+11+(1+1)*111,1+11+l(1+1r)t111 299 | 234,2,2^(2*(2+2))-22,{2}^{2tl(2+2r)}-22 300 | 234,3,3!!/3-3!,f{x3!!}{x3}-3! 301 | 234,4,√4+4^4-4!,s{4}+{4}^{4}-4! 302 | 234,5,5!+5!-5/5-5,5!+5!-f{x5}{x5}-5 303 | 234,6,(6!+6!)/6-6,f{x6!+6!}{x6}-6 304 | 234,7,7!/(7+7)-77-7*7,f{x7!}{x7+7}-77-7t7 305 | 234,8,√(√(88/(√8+√8))^8)-8,s{{s{f{x88}{xs{8}+s{8}}}}^{8}}-8 306 | 234,9,(√9)!!/√9-(√9)!,f{xl(s{9}r)!!}{xs{9}}-l(s{9}r)! 307 | 235,1,11+(1+1)*(1+111),11+l(1+1r)tl(1+111r) 308 | 235,2,2+22/2+222,2+f{x22}{x2}+222 309 | 235,3,(3!!-3!)/3-3,f{x3!!-3!}{x3}-3 310 | 235,4,4+4^4-4/4-4!,4+{4}^{4}-f{x4}{x4}-4! 311 | 235,5,5!+5!-5,5!+5!-5 312 | 235,6,(6+6!+6!)/6-6,f{x6+6!+6!}{x6}-6 313 | 235,7,7+7*(7+77)-7!/(7+7),7+7tl(7+77r)-f{x7!}{x7+7} 314 | 235,8,8+8!/(8+8)/8-88,8+f{x8!}{xl(8+8r)t8}-88 315 | 235,9,((√9)!!-(√9)!-9)/√9,f{xl(s{9}r)!!-l(s{9}r)!-9}{xs{9}} 316 | 236,1,(1+1)*(((1+1+1)!-1)!-1-1),l(1+1r)tl(l(l(1+1+1r)!-1r)!-1-1r) 317 | 236,2,(2+2+2)!-22^2,l(2+2+2r)!-{22}^{2} 318 | 236,3,(3!!-3)/3-3,f{x3!!-3}{x3}-3 319 | 236,4,4+4^4-4!,4+{4}^{4}-4! 320 | 236,5,5!+5!+5/5-5,5!+5!+f{x5}{x5}-5 321 | 236,6,√6^6+6!/6/6,{s{6}}^{6}+f{x6!}{x6t6} 322 | 236,7,(7!-77-7)/(7+7+7),f{x7!-77-7}{x7+7+7} 323 | 236,8,(8!/8-√8^8)/√(8+8),f{xf{x8!}{x8}-{s{8}}^{8}}{xs{8+8}} 324 | 236,9,((√9)!!-√9-9)/√9,f{xl(s{9}r)!!-s{9}-9}{xs{9}} 325 | 237,1,(1+1)*(((1+1+1)!-1)!-1)-1,l(1+1r)tl(l(l(1+1+1r)!-1r)!-1r)-1 326 | 237,2,(22^2-2)/2-2-2,f{x{22}^{2}-2}{x2}-2-2 327 | 237,3,3!!/3-3,f{x3!!}{x3}-3 328 | 237,4,4+4^4+4/4-4!,4+{4}^{4}+f{x4}{x4}-4! 329 | 237,5,5!+5!+(5+5)/5-5,5!+5!+f{x5+5}{x5}-5 330 | 237,6,6+(6!+666)/6,6+f{x6!+666}{x6} 331 | 237,7,7+7!/7-7*(77-7),7+f{x7!}{x7}-7tl(77-7r) 332 | 237,8,√(√(8+8)^8)-88/8-8,s{{s{8+8}}^{8}}-f{x88}{x8}-8 333 | 237,9,((√9)!!-9)/√9,f{xl(s{9}r)!!-9}{xs{9}} 334 | 238,1,(1+1)*(((1+1+1)!-1)!-1),l(1+1r)tl(l(l(1+1+1r)!-1r)!-1r) 335 | 238,2,2^(2+2)+222,{2}^{2+2}+222 336 | 238,3,(3!!-3!)/3,f{x3!!-3!}{x3} 337 | 238,4,4^4-4*4-√4,{4}^{4}-4t4-s{4} 338 | 238,5,5!+5!-(5+5)/5,5!+5!-f{x5+5}{x5} 339 | 238,6,(6!+6!-6-6)/6,f{x6!+6!-6-6}{x6} 340 | 238,7,7!-(√7+√7)*√7^7,7!-l(s{7}+s{7}r)t{s{7}}^{7} 341 | 238,8,8+8+888/√(8+8),8+8+f{x888}{xs{8+8}} 342 | 238,9,((√9)!!-(√9)!)/√9,f{xl(s{9}r)!!-l(s{9}r)!}{xs{9}} 343 | 239,1,(1+1)*((1+1+1)!-1)!-1,l(1+1r)tl(l(1+1+1r)!-1r)!-1 344 | 239,2,(22^2-2)/2-2,f{x{22}^{2}-2}{x2}-2 345 | 239,3,(3!!-3)/3,f{x3!!-3}{x3} 346 | 239,4,(4!*(4!-4)-√4)/√4,f{x4!tl(4!-4r)-s{4}}{xs{4}} 347 | 239,5,5!+5!-5/5,5!+5!-f{x5}{x5} 348 | 239,6,(6!+6!-6)/6,f{x6!+6!-6}{x6} 349 | 239,7,7!/(7+7+7)-7/7,f{x7!}{x7+7+7}-f{x7}{x7} 350 | 239,8,8*(8+8)+888/8,8tl(8+8r)+f{x888}{x8} 351 | 239,9,((√9)!!-√9)/√9,f{xl(s{9}r)!!-s{9}}{xs{9}} 352 | 240,1,(1+1)*((1+1+1)!-1)!,l(1+1r)tl(l(1+1+1r)!-1r)! 353 | 240,2,22^2/2-2,f{x{22}^{2}}{x2}-2 354 | 240,3,3!!/3,f{x3!!}{x3} 355 | 240,4,4^4-4*4,{4}^{4}-4t4 356 | 240,5,5!+5!,5!+5! 357 | 240,6,(6!+6!)/6,f{x6!+6!}{x6} 358 | 240,7,7!/(7+7+7),f{x7!}{x7+7+7} 359 | 240,8,√(√(8+8)^8)-8-8,s{{s{8+8}}^{8}}-8-8 360 | 240,9,(√9)!!/√9,f{xl(s{9}r)!!}{xs{9}} 361 | 241,1,11*(11+11)-1,11tl(11+11r)-1 362 | 241,2,(22^2-2)/2,f{x{22}^{2}-2}{x2} 363 | 241,3,(3!!+3)/3,f{x3!!+3}{x3} 364 | 241,4,(√(4!-√4)^4-√4)/√4,f{x{s{4!-s{4}}}^{4}-s{4}}{xs{4}} 365 | 241,5,5!+5!+5/5,5!+5!+f{x5}{x5} 366 | 241,6,(6+6!+6!)/6,f{x6+6!+6!}{x6} 367 | 241,7,7/7+7!/(7+7+7),f{x7}{x7}+f{x7!}{x7+7+7} 368 | 241,8,(√(√(88)^8/(8+8))-8)/8,f{xs{f{x{s{88}}^{8}}{x8+8}}-8}{x8} 369 | 241,9,((√9)!!+√9)/√9,f{xl(s{9}r)!!+s{9}}{xs{9}} 370 | 242,1,11*(11+11),11tl(11+11r) 371 | 242,2,22^2/2,f{x{22}^{2}}{x2} 372 | 242,3,(3!!+3!)/3,f{x3!!+3!}{x3} 373 | 242,4,√((4!-√4)^4/4),s{f{x{l(4!-s{4}r)}^{4}}{x4}} 374 | 242,5,5!+5!+(5+5)/5,5!+5!+f{x5+5}{x5} 375 | 242,6,(6+6+6!+6!)/6,f{x6+6+6!+6!}{x6} 376 | 242,7,(7!+7*7-7)/(7+7+7),f{x7!+7t7-7}{x7+7+7} 377 | 242,8,√(√(88/(√8+√8))^8),s{{s{f{x88}{xs{8}+s{8}}}}^{8}} 378 | 242,9,((√9)!!+(√9)!)/√9,f{xl(s{9}r)!!+l(s{9}r)!}{xs{9}} 379 | 243,1,√(1+1+1)^(11-1),{s{1+1+1}}^{11-1} 380 | 243,2,(2+22^2)/2,f{x2+{22}^{2}}{x2} 381 | 243,3,3^(3!)/3,f{x{3}^{3!}}{x3} 382 | 243,4,√(√(4-4/4)^(4!-4)),s{{s{4-f{x4}{x4}}}^{4!-4}} 383 | 243,5,((5+5+5)/5)^5,{l(f{x5+5+5}{x5}r)}^{5} 384 | 243,6,√6^6+(6/√(6+6))^6,{s{6}}^{6}+{l(f{x6}{xs{6+6}}r)}^{6} 385 | 243,7,√((7+7+7)/7)^((77-7)/7),{s{f{x7+7+7}{x7}}}^{f{77-7}{7}} 386 | 243,8,√(√(8+8/8)^(8+√√(8+8))),s{{s{8+f{x8}{x8}}}^{8+s{\!\!s{8+8}}}} 387 | 243,9,9*√9*9,9ts{9}t9 388 | 244,1,(1+1)*(11+111),l(1+1r)tl(11+111r) 389 | 244,2,22+222,22+222 390 | 244,3,(3+3^(3!))/3,f{x3+{3}^{3!}}{x3} 391 | 244,4,4^4-4!/√4,{4}^{4}-f{x4!}{xs{4}} 392 | 244,5,5+5!+5!-5/5,5+5!+5!-f{x5}{x5} 393 | 244,6,6+(6!+6!-6-6)/6,6+f{x6!+6!-6-6}{x6} 394 | 244,7,7*(7*7-7-7)-7/7,7tl(7t7-7-7r)-f{x7}{x7} 395 | 244,8,√(√(8+8)^8)-√(8+8)-8,s{{s{8+8}}^{8}}-s{8+8}-8 396 | 244,9,(√9+9^√9)/√9,f{xs{9}+{9}^{s{9}}}{xs{9}} 397 | 245,1,1+(1+1)*(11+111),1+l(1+1r)tl(11+111r) 398 | 245,2,2+(2+22^2)/2,2+f{x2+{22}^{2}}{x2} 399 | 245,3,(3!+3^(3!))/3,f{x3!+{3}^{3!}}{x3} 400 | 245,4,4^4-44/4,{4}^{4}-f{x44}{x4} 401 | 245,5,5+5!+5!,5+5!+5! 402 | 245,6,6+(6!+6!-6)/6,6+f{x6!+6!-6}{x6} 403 | 245,7,7*(7*7-7-7),7tl(7t7-7-7r) 404 | 245,8,√(√(8+8)^8)-88/8,s{{s{8+8}}^{8}}-f{x88}{x8} 405 | 245,9,((√9)!+9^√9)/√9,f{xl(s{9}r)!+{9}^{s{9}}}{xs{9}} 406 | 246,1,(1+1)*(1+11+111),l(1+1r)tl(1+11+111r) 407 | 246,2,(2+2)!+222,l(2+2r)!+222 408 | 246,3,3!+3!!/3,3!+f{x3!!}{x3} 409 | 246,4,4!+444/√4,4!+f{x444}{xs{4}} 410 | 246,5,5+5!+5!+5/5,5+5!+5!+f{x5}{x5} 411 | 246,6,6+(6!+6!)/6,6+f{x6!+6!}{x6} 412 | 246,7,7/7+7*(7*7-7-7),f{x7}{x7}+7tl(7t7-7-7r) 413 | 246,8,√(√(8+8)^8)-√√(8+8)-8,s{{s{8+8}}^{8}}-s{\!\!s{8+8}}-8 414 | 246,9,(√9)!+(√9)!!/√9,l(s{9}r)!+f{xl(s{9}r)!!}{xs{9}} 415 | 247,1,1+(1+1)*(1+11+111),1+l(1+1r)tl(1+11+111r) 416 | 247,2,2+2+(2+22^2)/2,2+2+f{x2+{22}^{2}}{x2} 417 | 247,3,3!+(3!!+3)/3,3!+f{x3!!+3}{x3} 418 | 247,4,4^4-4/4-4-4,{4}^{4}-f{x4}{x4}-4-4 419 | 247,5,(5+5)!/(5!)/(5!)-5,f{xl(5+5r)!}{x5!t5!}-5 420 | 247,6,6+(6+6!+6!)/6,6+f{x6+6!+6!}{x6} 421 | 247,7,7+7!/(7+7+7),7+f{x7!}{x7+7+7} 422 | 247,8,√(√(8+8)^8)-8/8-8,s{{s{8+8}}^{8}}-f{x8}{x8}-8 423 | 247,9,9+((√9)!!-(√9)!)/√9,9+f{xl(s{9}r)!!-l(s{9}r)!}{xs{9}} 424 | 248,1,(1+1)*(1+1+11+111),l(1+1r)tl(1+1+11+111r) 425 | 248,2,2+(2+2)!+222,2+l(2+2r)!+222 426 | 248,3,3!+(3!!+3!)/3,3!+f{x3!!+3!}{x3} 427 | 248,4,4^4-4-4,{4}^{4}-4-4 428 | 248,5,5+((5+5+5)/5)^5,5+{l(f{x5+5+5}{x5}r)}^{5} 429 | 248,6,6+(6+6+6!+6!)/6,6+f{x6+6+6!+6!}{x6} 430 | 248,7,7+7/7+7!/(7+7+7),7+f{x7}{x7}+f{x7!}{x7+7+7} 431 | 248,8,√(√(8+8)^8)-8,s{{s{8+8}}^{8}}-8 432 | 248,9,9+((√9)!!-√9)/√9,9+f{xl(s{9}r)!!-s{9}}{xs{9}} 433 | 249,1,(1+1+1)!!/(1+1)-111,f{xl(1+1+1r)!!}{x1+1}-111 434 | 249,2,((2+2+2)!-222)/2,f{xl(2+2+2r)!-222}{x2} 435 | 249,3,(3!)^3+33,{3!}^{3}+33 436 | 249,4,4^4-(4!+4)/4,{4}^{4}-f{x4!+4}{x4} 437 | 249,5,5*(55-5)-5/5,5tl(55-5r)-f{x5}{x5} 438 | 249,6,6*(6*6+66/(6+6)),6tl(6t6+f{x66}{x6+6}r) 439 | 249,7,7!/(7+7)-777/7,f{x7!}{x7+7}-f{x777}{x7} 440 | 249,8,8/8+√(√(8+8)^8)-8,f{x8}{x8}+s{{s{8+8}}^{8}}-8 441 | 249,9,9+(√9)!!/√9,9+f{xl(s{9}r)!!}{xs{9}} 442 | 250,1,(1+(1+1+1+1)!)*(11-1),l(1+l(1+1+1+1r)!r)tl(11-1r) 443 | 250,2,2*(2+2+(22/2)^2),2tl(2+2+{l(f{x22}{x2}r)}^{2}r) 444 | 250,3,(3!!+33-3)/3,f{x3!!+33-3}{x3} 445 | 250,4,4^4-√4-4,{4}^{4}-s{4}-4 446 | 250,5,5*(55-5),5tl(55-5r) 447 | 250,6,(6!+6!+66-6)/6,f{x6!+6!+66-6}{x6} 448 | 250,7,(7+7)*(7+(77-7/7)/7),l(7+7r)tl(7+f{x77-f{x7}{x7}}{x7}r) 449 | 250,8,8+√(√(88/(√8+√8))^8),8+s{{s{f{x88}{xs{8}+s{8}}}}^{8}} 450 | 250,9,9+((√9)!!+√9)/√9,9+f{xl(s{9}r)!!+s{9}}{xs{9}} -------------------------------------------------------------------------------- /data/solution.3.dat: -------------------------------------------------------------------------------- 1 | 151,1,1+(1+1+1)!+(1+11)^(1+1),1+l(1+1+1r)!+{l(1+11r)}^{1+1} 2 | 151,2,2*(22-2)+222/2,2tl(22-2r)+f{x222}{x2} 3 | 151,3,3!*3^3-33/3,3!t{3}^{3}-f{x33}{x3} 4 | 151,4,(4+4!+√(4!)^4)/4,f{x4+4!+{s{4!}}^{4}}{x4} 5 | 151,5,5!+55-5!/5,5!+55-f{x5!}{x5} 6 | 151,6,6/6+√6^6-66,f{x6}{x6}+{s{6}}^{6}-66 7 | 151,7,7+7!/(7*7-7-7),7+f{x7!}{x7t7-7-7} 8 | 151,8,8*8+88-8/8,8t8+88-f{x8}{x8} 9 | 151,9,((√9)!!+(√9)!!)/9-9,f{xl(s{9}r)!!+l(s{9}r)!!}{x9}-9 10 | 152,1,11*(1+1+1+11)-1-1,11tl(1+1+1+11r)-1-1 11 | 152,2,(2+2)!+2*√(√2^((2+2)!)),l(2+2r)!+2ts{{s{2}}^{l(2+2r)!}} 12 | 152,3,(3!!/3+(3!)^3)/3,f{xf{x3!!}{x3}+{3!}^{3}}{x3} 13 | 152,4,4*44-4!,4t44-4! 14 | 152,5,5!+((5+5)/5)^5,5!+{l(f{x5+5}{x5}r)}^{5} 15 | 152,6,√6^6-((6+6)/6)^6,{s{6}}^{6}-{l(f{x6+6}{x6}r)}^{6} 16 | 152,7,7*7+(7!+7)/7/7,7t7+f{x7!+7}{x7t7} 17 | 152,8,8*8+88,8t8+88 18 | 152,9,(√9)!!/9+9*9-9,f{xl(s{9}r)!!}{x9}+9t9-9 19 | 153,1,11*(1+1+1+11)-1,11tl(1+1+1+11r)-1 20 | 153,2,2*22+222/2-2,2t22+f{x222}{x2}-2 21 | 153,3,3!!/(3!)+33,f{x3!!}{x3!}+33 22 | 153,4,4!+(√4+4^4)/√4,4!+f{xs{4}+{4}^{4}}{xs{4}} 23 | 153,5,5+5+5!+(5!-5)/5,5+5+5!+f{x5!-5}{x5} 24 | 153,6,((6+6)!/(6!)/(6!)-6)/6,f{xf{xl(6+6r)!}{x6!t6!}-6}{x6} 25 | 153,7,77+77-7/7,77+77-f{x7}{x7} 26 | 153,8,8*8+8/8+88,8t8+f{x8}{x8}+88 27 | 153,9,9*(9+9)-9,9tl(9+9r)-9 28 | 154,1,11*(1+1+1+11),11tl(1+1+1+11r) 29 | 154,2,2*2*2*22-22,2t2t2t22-22 30 | 154,3,(3!!+3!)/(3!)+33,f{x3!!+3!}{x3!}+33 31 | 154,4,(4-√4/4)*44,l(4-f{xs{4}}{x4}r)t44 32 | 154,5,5+5+5!+5!/5,5+5+5!+f{x5!}{x5} 33 | 154,6,(6+6)!/(6!)/(6!)/6,f{xl(6+6r)!}{x6!t6!t6} 34 | 154,7,77+77,77+77 35 | 154,8,√√(8+8)+8*8+88,s{\!\!s{8+8}}+8t8+88 36 | 154,9,((√9)!!+(√9)!!)/9-(√9)!,f{xl(s{9}r)!!+l(s{9}r)!!}{x9}-l(s{9}r)! 37 | 155,1,11+(1+11)^(1+1),11+{l(1+11r)}^{1+1} 38 | 155,2,2*22+222/2,2t22+f{x222}{x2} 39 | 155,3,(3!!+(3!)^3-3!)/(3!),f{x3!!+{3!}^{3}-3!}{x3!} 40 | 155,4,(√(4!)^4+44)/4,f{x{s{4!}}^{4}+44}{x4} 41 | 155,5,5*55-5!,5t55-5! 42 | 155,6,(6!+√6^6-6)/6,f{x6!+{s{6}}^{6}-6}{x6} 43 | 155,7,7/7+77+77,f{x7}{x7}+77+77 44 | 155,8,8*8+√(8+8/8)+88,8t8+s{8+f{x8}{x8}}+88 45 | 155,9,9!/((√9)!!)/9+99,f{x9!}{xl(s{9}r)!!t9}+99 46 | 156,1,(1+1+11)!/(11!),f{xl(1+1+11r)!}{x11!} 47 | 156,2,(2+(2+2)!)*(2+2+2),l(2+l(2+2r)!r)tl(2+2+2r) 48 | 156,3,3!*3^3-3!,3!t{3}^{3}-3! 49 | 156,4,4!*(√4+4!)/4,f{x4!tl(s{4}+4!r)}{x4} 50 | 156,5,(5^5-5)/(5*5-5),f{x{5}^{5}-5}{x5t5-5} 51 | 156,6,(6!+√6^6)/6,f{x6!+{s{6}}^{6}}{x6} 52 | 156,7,(7+7)/7+77+77,f{x7+7}{x7}+77+77 53 | 156,8,√(8+8)+8*8+88,s{8+8}+8t8+88 54 | 156,9,9*(9+9)-(√9)!,9tl(9+9r)-l(s{9}r)! 55 | 157,1,1+(1+1+11)!/(11!),1+f{xl(1+1+11r)!}{x11!} 56 | 157,2,2+2*22+222/2,2+2t22+f{x222}{x2} 57 | 157,3,3!*3!!/(3^3)-3,f{x3!t3!!}{x{3}^{3}}-3 58 | 157,4,(4+4!*(√4+4!))/4,f{x4+4!tl(s{4}+4!r)}{x4} 59 | 157,5,5+5!+((5+5)/5)^5,5+5!+{l(f{x5+5}{x5}r)}^{5} 60 | 157,6,(6+6!+√6^6)/6,f{x6+6!+{s{6}}^{6}}{x6} 61 | 157,7,77+7!/(77-7-7),77+f{x7!}{x77-7-7} 62 | 157,8,(8!/(8+8)-8)/(8+8),f{xf{x8!}{x8+8}-8}{x8+8} 63 | 157,9,((√9)!!+(√9)!!)/9-√9,f{xl(s{9}r)!!+l(s{9}r)!!}{x9}-s{9} 64 | 158,1,(1+1+11)^(1+1)-11,{l(1+1+11r)}^{1+1}-11 65 | 158,2,222-√(√2^((2+2)!)),222-s{{s{2}}^{l(2+2r)!}} 66 | 158,3,((3!!+3!!)/3-3!)/3,f{xf{x3!!+3!!}{x3}-3!}{x3} 67 | 158,4,4*(44-4)-√4,4tl(44-4r)-s{4} 68 | 158,5,5!+(5!+5!)/5-5-5,5!+f{x5!+5!}{x5}-5-5 69 | 158,6,(6+6+6!+√6^6)/6,f{x6+6+6!+{s{6}}^{6}}{x6} 70 | 158,7,7*(7+7+7)+77/7,7tl(7+7+7r)+f{x77}{x7} 71 | 158,8,(8+8!/(8+8))/(8+8),f{x8+f{x8!}{x8+8}}{x8+8} 72 | 158,9,(√9)!!/9+9*9-√9,f{xl(s{9}r)!!}{x9}+9t9-s{9} 73 | 159,1,1+(1+1+11)^(1+1)-11,1+{l(1+1+11r)}^{1+1}-11 74 | 159,2,2*(2+2)!+222/2,2tl(2+2r)!+f{x222}{x2} 75 | 159,3,3!*3^3-3,3!t{3}^{3}-3 76 | 159,4,4*(44-4)-4/4,4tl(44-4r)-f{x4}{x4} 77 | 159,5,((√√5+√√5)^5-√√5)/√√5,f{x{l(s{\!\!s{5}}+s{\!\!s{5}}r)}^{5}-s{\!\!s{5}}}{xs{\!\!s{5}}} 78 | 159,6,(6!+(6!+6!)/6-6)/6,f{x6!+f{x6!+6!}{x6}-6}{x6} 79 | 159,7,7*7+(777-7)/7,7t7+f{x777-7}{x7} 80 | 159,8,√((8!+8)/8)+88,s{f{x8!+8}{x8}}+88 81 | 159,9,9*(9+9)-√9,9tl(9+9r)-s{9} 82 | 160,1,(1+1+1)!!/(11/(1+1)-1),f{xl(1+1+1r)!!}{xf{x11}{x1+1}-1} 83 | 160,2,2*2*2*(22-2),2t2t2tl(22-2r) 84 | 160,3,3!*3!!/(3^3),f{x3!t3!!}{x{3}^{3}} 85 | 160,4,4*(44-4),4tl(44-4r) 86 | 160,5,(√√5+√√5)^5/√√5,f{x{l(s{\!\!s{5}}+s{\!\!s{5}}r)}^{5}}{xs{\!\!s{5}}} 87 | 160,6,(6!+(6!+6!)/6)/6,f{x6!+f{x6!+6!}{x6}}{x6} 88 | 160,7,7*7+777/7,7t7+f{x777}{x7} 89 | 160,8,8+8*8+88,8+8t8+88 90 | 160,9,((√9)!!+(√9)!!)/9,f{xl(s{9}r)!!+l(s{9}r)!!}{x9} 91 | 161,1,(1+1)*(11-1-1)^(1+1)-1,l(1+1r)t{l(11-1-1r)}^{1+1}-1 92 | 161,2,((22-2-2)^2-2)/2,f{x{l(22-2-2r)}^{2}-2}{x2} 93 | 161,3,3!*3^3-3/3,3!t{3}^{3}-f{x3}{x3} 94 | 161,4,4/4+4*(44-4),f{x4}{x4}+4tl(44-4r) 95 | 161,5,(√√5+(√√5+√√5)^5)/√√5,f{xs{\!\!s{5}}+{l(s{\!\!s{5}}+s{\!\!s{5}}r)}^{5}}{xs{\!\!s{5}}} 96 | 161,6,√((6+6!*√6^6)/6),s{f{x6+6!t{s{6}}^{6}}{x6}} 97 | 161,7,7+77+77,7+77+77 98 | 161,8,(√(8-√√(8+8))^8-8)/8,f{x{s{8-s{\!\!s{8+8}}}}^{8}-8}{x8} 99 | 161,9,(√9)!!/9+9*9,f{xl(s{9}r)!!}{x9}+9t9 100 | 162,1,(1+1)*(11-1-1)^(1+1),l(1+1r)t{l(11-1-1r)}^{1+1} 101 | 162,2,((√√2+√√2*2)^2)^2,{l({l(s{\!\!s{2}}+s{\!\!s{2}}t2r)}^{2}r)}^{2} 102 | 162,3,3!*3^3,3!t{3}^{3} 103 | 162,4,(√√(√4)*4-√√(√4))^4,{l(s{\!\!s{\!\!s{4}}}t4-s{\!\!s{\!\!s{4}}}r)}^{4} 104 | 162,5,5!+(5!+5!-5)/5-5,5!+f{x5!+5!-5}{x5}-5 105 | 162,6,6*(6/√(6+6))^6,6t{l(f{x6}{xs{6+6}}r)}^{6} 106 | 162,7,7+7/7+77+77,7+f{x7}{x7}+77+77 107 | 162,8,√(8-√√(8+8))^8/8,f{x{s{8-s{\!\!s{8+8}}}}^{8}}{x8} 108 | 162,9,9*(9+9),9tl(9+9r) 109 | 163,1,1+(1+1)*(11-1-1)^(1+1),1+l(1+1r)t{l(11-1-1r)}^{1+1} 110 | 163,2,(2+(22-2-2)^2)/2,f{x2+{l(22-2-2r)}^{2}}{x2} 111 | 163,3,3/3+3!*3^3,f{x3}{x3}+3!t{3}^{3} 112 | 163,4,(√(√4+4!)^4-4!)/4,f{x{s{s{4}+4!}}^{4}-4!}{x4} 113 | 163,5,5!+(5!+5!)/5-5,5!+f{x5!+5!}{x5}-5 114 | 163,6,6+(6+6!+√6^6)/6,6+f{x6+6!+{s{6}}^{6}}{x6} 115 | 163,7,7!/(7+7+7)-77,f{x7!}{x7+7+7}-77 116 | 163,8,(8+√(8-√√(8+8))^8)/8,f{x8+{s{8-s{\!\!s{8+8}}}}^{8}}{x8} 117 | 163,9,√9+((√9)!!+(√9)!!)/9,s{9}+f{xl(s{9}r)!!+l(s{9}r)!!}{x9} 118 | 164,1,(1+1/(1+1))*(111-1)-1,l(1+f{x1}{x1+1}r)tl(111-1r)-1 119 | 164,2,2+((√√2+√√2*2)^2)^2,2+{l({l(s{\!\!s{2}}+s{\!\!s{2}}t2r)}^{2}r)}^{2} 120 | 164,3,3!/3+3!*3^3,f{x3!}{x3}+3!t{3}^{3} 121 | 164,4,4+4*(44-4),4+4tl(44-4r) 122 | 164,5,5!+55-55/5,5!+55-f{x55}{x5} 123 | 164,6,6+(6+6+6!+√6^6)/6,6+f{x6+6+6!+{s{6}}^{6}}{x6} 124 | 164,7,(√7^7-√7)/(√7+√7)-7,f{x{s{7}}^{7}-s{7}}{xs{7}+s{7}}-7 125 | 164,8,8*8+√(√(8+√√(8+8))^8),8t8+s{{s{8+s{\!\!s{8+8}}}}^{8}} 126 | 164,9,(√9)!/√9+9*(9+9),f{xl(s{9}r)!}{xs{9}}+9tl(9+9r) 127 | 165,1,(1+1/(1+1))*(111-1),l(1+f{x1}{x1+1}r)tl(111-1r) 128 | 165,2,22*(2+22/2/2),22tl(2+f{x22}{x2t2}r) 129 | 165,3,3+3!*3^3,3+3!t{3}^{3} 130 | 165,4,(4-√(√4^(-4)))*44,l(4-s{{s{4}}^{-4}}r)t44 131 | 165,5,5!+55-5-5,5!+55-5-5 132 | 165,6,6!*√((6!+6)/((√6+√6)^6)),6!ts{f{x6!+6}{x{l(s{6}+s{6}r)}^{6}}} 133 | 165,7,(√7+√7^7)/(√7+√7)-7,f{xs{7}+{s{7}}^{7}}{xs{7}+s{7}}-7 134 | 165,8,(√√(8+8)-√√(√8^(-8)))*88,l(s{\!\!s{8+8}}-s{\!\!s{{s{8}}^{-8}}}r)t88 135 | 165,9,√9+9*(9+9),s{9}+9tl(9+9r) 136 | 166,1,111+(111-1)/(1+1),111+f{x111-1}{x1+1} 137 | 166,2,((2+2)!/2)^2+22,{l(f{xl(2+2r)!}{x2}r)}^{2}+22 138 | 166,3,((3*3)!/(3!!)-3!)/3,f{xf{xl(3t3r)!}{x3!!}-3!}{x3} 139 | 166,4,4*(44-√4)-√4,4tl(44-s{4}r)-s{4} 140 | 166,5,55+555/5,55+f{x555}{x5} 141 | 166,6,(6!-6!/6)/6+66,f{x6!-f{x6!}{x6}}{x6}+66 142 | 166,7,7!/(77-7*7)-7-7,f{x7!}{x77-7t7}-7-7 143 | 166,8,(√(8+8))!+√((8!+8)/√√(8+8)),l(s{8+8}r)!+s{f{x8!+8}{xs{\!\!s{8+8}}}} 144 | 166,9,(9!/((√9)!!)-(√9)!)/√9,f{xf{x9!}{xl(s{9}r)!!}-l(s{9}r)!}{xs{9}} 145 | 167,1,(1+1+11)^(1+1)-1-1,{l(1+1+11r)}^{1+1}-1-1 146 | 167,2,(2+22/2)^2-2,{l(2+f{x22}{x2}r)}^{2}-2 147 | 167,3,((3*3)!/(3!!)-3)/3,f{xf{xl(3t3r)!}{x3!!}-3}{x3} 148 | 167,4,(4!*(4!+4)-4)/4,f{x4!tl(4!+4r)-4}{x4} 149 | 167,5,5!+(5!+5!-5)/5,5!+f{x5!+5!-5}{x5} 150 | 167,6,(6!+√6^6+66)/6,f{x6!+{s{6}}^{6}+66}{x6} 151 | 167,7,7!/(7+7*7)+77,f{x7!}{x7+7t7}+77 152 | 167,8,8+√((8!+8)/8)+88,8+s{f{x8!+8}{x8}}+88 153 | 167,9,(9!/((√9)!!)-√9)/√9,f{xf{x9!}{xl(s{9}r)!!}-s{9}}{xs{9}} 154 | 168,1,(1+1+11)^(1+1)-1,{l(1+1+11r)}^{1+1}-1 155 | 168,2,2*2*(2*22-2),2t2tl(2t22-2r) 156 | 168,3,3!+3!*3^3,3!+3!t{3}^{3} 157 | 168,4,4*(44-√4),4tl(44-s{4}r) 158 | 168,5,5!+(5!+5!)/5,5!+f{x5!+5!}{x5} 159 | 168,6,(√(6+6)^6-6!)/6,f{x{s{6+6}}^{6}-6!}{x6} 160 | 168,7,7*(77/7-7)!,7tl(f{x77}{x7}-7r)! 161 | 168,8,88+88-8,88+88-8 162 | 168,9,9!/((√9)!!*√9),f{x9!}{xl(s{9}r)!!ts{9}} 163 | 169,1,(1+1+11)^(1+1),{l(1+1+11r)}^{1+1} 164 | 169,2,(2+22/2)^2,{l(2+f{x22}{x2}r)}^{2} 165 | 169,3,(3+(3*3)!/(3!!))/3,f{x3+f{xl(3t3r)!}{x3!!}}{x3} 166 | 169,4,√(√4+4!)^4/4,f{x{s{s{4}+4!}}^{4}}{x4} 167 | 169,5,5!+5!/5+5*5,5!+f{x5!}{x5}+5t5 168 | 169,6,(6+√(6+6)^6-6!)/6,f{x6+{s{6+6}}^{6}-6!}{x6} 169 | 169,7,7*7+(7-(7+7)/7)!,7t7+l(7-f{x7+7}{x7}r)! 170 | 169,8,√(√((8+8+88)/8)^8),s{{s{f{x8+8+88}{x8}}}^{8}} 171 | 169,9,9+((√9)!!+(√9)!!)/9,9+f{xl(s{9}r)!!+l(s{9}r)!!}{x9} 172 | 170,1,1+(1+1+11)^(1+1),1+{l(1+1+11r)}^{1+1} 173 | 170,2,2+2*2*(2*22-2),2+2t2tl(2t22-2r) 174 | 170,3,(3!+(3*3)!/(3!!))/3,f{x3!+f{xl(3t3r)!}{x3!!}}{x3} 175 | 170,4,4*44-√4-4,4t44-s{4}-4 176 | 170,5,5!+55-5,5!+55-5 177 | 170,6,√(6!*(6+6!+6!)-6!)/6,f{xs{6!tl(6+6!+6!r)-6!}}{x6} 178 | 170,7,(7!-77)/7-7*77,f{x7!-77}{x7}-7t77 179 | 170,8,8+√(8-√√(8+8))^8/8,8+f{x{s{8-s{\!\!s{8+8}}}}^{8}}{x8} 180 | 170,9,((√9)!+9!/((√9)!!))/√9,f{xl(s{9}r)!+f{x9!}{xl(s{9}r)!!}}{xs{9}} 181 | 171,1,1+1+(1+1+11)^(1+1),1+1+{l(1+1+11r)}^{1+1} 182 | 171,2,2+(2+22/2)^2,2+{l(2+f{x22}{x2}r)}^{2} 183 | 171,3,3!*33-3^3,3!t33-{3}^{3} 184 | 171,4,(4+4+√(√4^(4!)))/(4!),f{x4+4+s{{s{4}}^{4!}}}{x4!} 185 | 171,5,5!+5/5+55-5,5!+f{x5}{x5}+55-5 186 | 171,6,66+666/6-6,66+f{x666}{x6}-6 187 | 171,7,(√7^7-√7)/(√7+√7),f{x{s{7}}^{7}-s{7}}{xs{7}+s{7}} 188 | 171,8,(8+√8^8)/((√(8+8))!),f{x8+{s{8}}^{8}}{xl(s{8+8}r)!} 189 | 171,9,9+9*(9+9),9+9tl(9+9r) 190 | 172,1,1+1+1+(1+1+11)^(1+1),1+1+1+{l(1+1+11r)}^{1+1} 191 | 172,2,2*(2*2*22-2),2tl(2t2t22-2r) 192 | 172,3,(3+3^(3!)-(3!)^3)/3,f{x3+{3}^{3!}-{3!}^{3}}{x3} 193 | 172,4,4*44-4,4t44-4 194 | 172,5,5+5!+(5!+5!-5)/5,5+5!+f{x5!+5!-5}{x5} 195 | 172,6,6+(6!-6!/6)/6+66,6+f{x6!-f{x6!}{x6}}{x6}+66 196 | 172,7,(√7+√7^7)/(√7+√7),f{xs{7}+{s{7}}^{7}}{xs{7}+s{7}} 197 | 172,8,88+88-√(8+8),88+88-s{8+8} 198 | 172,9,(9+√9+9!/((√9)!!))/√9,f{x9+s{9}+f{x9!}{xl(s{9}r)!!}}{xs{9}} 199 | 173,1,√(1+1)^(1+11)+111-1-1,{s{1+1}}^{1+11}+111-1-1 200 | 173,2,2+2+(2+22/2)^2,2+2+{l(2+f{x22}{x2}r)}^{2} 201 | 173,3,3!*3^3+33/3,3!t{3}^{3}+f{x33}{x3} 202 | 173,4,4+√(√4+4!)^4/4,4+f{x{s{s{4}+4!}}^{4}}{x4} 203 | 173,5,5+5!+(5!+5!)/5,5+5!+f{x5!+5!}{x5} 204 | 173,6,(6!+6!-6)/6-66,f{x6!+6!-6}{x6}-66 205 | 173,7,7!/(77-7*7)-7,f{x7!}{x77-7t7}-7 206 | 173,8,88+88-√(8+8/8),88+88-s{8+f{x8}{x8}} 207 | 173,9,(√9)!!/9+99-(√9)!,f{xl(s{9}r)!!}{x9}+99-l(s{9}r)! 208 | 174,1,√(1+1)^(1+11)+111-1,{s{1+1}}^{1+11}+111-1 209 | 174,2,2*2*2*22-2,2t2t2t22-2 210 | 174,3,3!*(33-3)-3!,3!tl(33-3r)-3! 211 | 174,4,4*44-√4,4t44-s{4} 212 | 174,5,5!+55-5/5,5!+55-f{x5}{x5} 213 | 174,6,6*(6*6-6)-6,6tl(6t6-6r)-6 214 | 174,7,7!/7-7*77-7,f{x7!}{x7}-7t77-7 215 | 174,8,(8*88-8)/√(8+8),f{x8t88-8}{xs{8+8}} 216 | 174,9,(√9)!+9!/((√9)!!*√9),l(s{9}r)!+f{x9!}{xl(s{9}r)!!ts{9}} 217 | 175,1,√(1+1)^(1+11)+111,{s{1+1}}^{1+11}+111 218 | 175,2,(2^(2+2)*22-2)/2,f{x{2}^{2+2}t22-2}{x2} 219 | 175,3,(3!!+333-3)/(3!),f{x3!!+333-3}{x3!} 220 | 175,4,4*44-4/4,4t44-f{x4}{x4} 221 | 175,5,5!+55,5!+55 222 | 175,6,66+(6!-66)/6,66+f{x6!-66}{x6} 223 | 175,7,7*(7+7)+77,7tl(7+7r)+77 224 | 175,8,8*8+888/8,8t8+f{x888}{x8} 225 | 175,9,9+(9!/((√9)!!)-(√9)!)/√9,9+f{xf{x9!}{xl(s{9}r)!!}-l(s{9}r)!}{xs{9}} 226 | 176,1,(1+1)^(1+1+1+1)*11,{l(1+1r)}^{1+1+1+1}t11 227 | 176,2,2*2*2*22,2t2t2t22 228 | 176,3,(3!)^3-3!!/(3!)/3,{3!}^{3}-f{x3!!}{x3!t3} 229 | 176,4,4*44,4t44 230 | 176,5,5!+5/5+55,5!+f{x5}{x5}+55 231 | 176,6,(6-6!/(√6^6))*66,l(6-f{x6!}{x{s{6}}^{6}}r)t66 232 | 176,7,(√√7*(√√7+√√7)^7-7!)/7,f{xs{\!\!s{7}}t{l(s{\!\!s{7}}+s{\!\!s{7}}r)}^{7}-7!}{x7} 233 | 176,8,88+88,88+88 234 | 176,9,(√9)!!/9+99-√9,f{xl(s{9}r)!!}{x9}+99-s{9} 235 | 177,1,(1+1+1)!*11+111,l(1+1+1r)!t11+111 236 | 177,2,(2+2^(2+2)*22)/2,f{x2+{2}^{2+2}t22}{x2} 237 | 177,3,3!*(33-3)-3,3!tl(33-3r)-3 238 | 177,4,4/4+4*44,f{x4}{x4}+4t44 239 | 177,5,5!+(5+5)/5+55,5!+f{x5+5}{x5}+55 240 | 177,6,66+666/6,66+f{x666}{x6} 241 | 177,7,7*7+((7+7)/7)^7,7t7+{l(f{x7+7}{x7}r)}^{7} 242 | 177,8,8/8+88+88,f{x8}{x8}+88+88 243 | 177,9,9+9!/((√9)!!*√9),9+f{x9!}{xl(s{9}r)!!ts{9}} 244 | 178,1,(1+1)*√(1+(1+1+1)!!*11),l(1+1r)ts{1+l(1+1+1r)!!t11} 245 | 178,2,222-2*22,222-2t22 246 | 178,3,3!*(3+3!!/(3^3)),3!tl(3+f{x3!!}{x{3}^{3}}r) 247 | 178,4,√4+4*44,s{4}+4t44 248 | 178,5,5+5+5!+(5!+5!)/5,5+5+5!+f{x5!+5!}{x5} 249 | 178,6,66+(6+666)/6,66+f{x6+666}{x6} 250 | 178,7,7+(√7^7-√7)/(√7+√7),7+f{x{s{7}}^{7}-s{7}}{xs{7}+s{7}} 251 | 178,8,(8+8*88)/√(8+8),f{x8+8t88}{xs{8+8}} 252 | 178,9,((√9)!!-9)/9+99,f{xl(s{9}r)!!-9}{x9}+99 253 | 179,1,√((11-1)!/(1+111))-1,s{f{xl(11-1r)!}{x1+111}}-1 254 | 179,2,((2+2+2)!/2-2)/2,f{xf{xl(2+2+2r)!}{x2}-2}{x2} 255 | 179,3,3!*(33-3)-3/3,3!tl(33-3r)-f{x3}{x3} 256 | 179,4,((4!/4)!-4)/4,f{xl(f{x4!}{x4}r)!-4}{x4} 257 | 179,5,5+5!+55-5/5,5+5!+55-f{x5}{x5} 258 | 179,6,√6^6-6/6-6*6,{s{6}}^{6}-f{x6}{x6}-6t6 259 | 179,7,7*77-7!/(7+7),7t77-f{x7!}{x7+7} 260 | 179,8,8+(8+√8^8)/((√(8+8))!),8+f{x8+{s{8}}^{8}}{xl(s{8+8}r)!} 261 | 179,9,(√9)!!/9+99,f{xl(s{9}r)!!}{x9}+99 262 | 180,1,√((11-1)!/(1+111)),s{f{xl(11-1r)!}{x1+111}} 263 | 180,2,(2+2+2)!/2/2,f{xl(2+2+2r)!}{x2t2} 264 | 180,3,3!*(33-3),3!tl(33-3r) 265 | 180,4,(4!/4)!/4,f{xl(f{x4!}{x4}r)!}{x4} 266 | 180,5,5+5!+55,5+5!+55 267 | 180,6,6*(6*6-6),6tl(6t6-6r) 268 | 180,7,7!/(77-7*7),f{x7!}{x77-7t7} 269 | 180,8,(8-√√(8+8))!/√(8+8),f{xl(8-s{\!\!s{8+8}}r)!}{xs{8+8}} 270 | 180,9,9*9+99,9t9+99 271 | 181,1,1+√((11-1)!/(1+111)),1+s{f{xl(11-1r)!}{x1+111}} 272 | 181,2,(2+(2+2+2)!/2)/2,f{x2+f{xl(2+2+2r)!}{x2}}{x2} 273 | 181,3,(33*33-3)/(3!),f{x33t33-3}{x3!} 274 | 181,4,(4+(4!/4)!)/4,f{x4+l(f{x4!}{x4}r)!}{x4} 275 | 181,5,5+5!+5/5+55,5+5!+f{x5}{x5}+55 276 | 181,6,√6^6+6/6-6*6,{s{6}}^{6}+f{x6}{x6}-6t6 277 | 181,7,7!/7-7*77,f{x7!}{x7}-7t77 278 | 181,8,√(8/8+8*√8^8-8),s{f{x8}{x8}+8t{s{8}}^{8}-8} 279 | 181,9,((√9)!+9*(√9)!!/((√9)!))/((√9)!),f{xl(s{9}r)!+f{x9tl(s{9}r)!!}{xl(s{9}r)!}}{xl(s{9}r)!} 280 | 182,1,(1+1+1+11)!/((1+11)!),f{xl(1+1+1+11r)!}{xl(1+11r)!} 281 | 182,2,2+(2+2+2)!/2/2,2+f{xl(2+2+2r)!}{x2t2} 282 | 182,3,(3+33*33)/(3!),f{x3+33t33}{x3!} 283 | 182,4,√4+(4!/4)!/4,s{4}+f{xl(f{x4!}{x4}r)!}{x4} 284 | 182,5,5+5!+(5+5)/5+55,5+5!+f{x5+5}{x5}+55 285 | 182,6,(6!/6/6-6)!/((6+6)!),f{xl(f{x6!}{x6t6}-6r)!}{xl(6+6r)!} 286 | 182,7,7+7*(7+7)+77,7+7tl(7+7r)+77 287 | 182,8,8*(√(8+8))!-√√(8+8)-8,8tl(s{8+8}r)!-s{\!\!s{8+8}}-8 288 | 182,9,√9+(√9)!!/9+99,s{9}+f{xl(s{9}r)!!}{x9}+99 289 | 183,1,(1+1/(1+1))*(11+111),l(1+f{x1}{x1+1}r)tl(11+111r) 290 | 183,2,2+(2+(2+2+2)!/2)/2,2+f{x2+f{xl(2+2+2r)!}{x2}}{x2} 291 | 183,3,(3!)^3-33,{3!}^{3}-33 292 | 183,4,4+((4!/4)!-4)/4,4+f{xl(f{x4!}{x4}r)!-4}{x4} 293 | 183,5,5!+(5+5^5/5)/(5+5),5!+f{x5+f{x{5}^{5}}{x5}}{x5+5} 294 | 183,6,6+66+666/6,6+66+f{x666}{x6} 295 | 183,7,(7+7!+7)/7-7*77,f{x7+7!+7}{x7}-7t77 296 | 183,8,8*(√(8+8))!-8/8-8,8tl(s{8+8}r)!-f{x8}{x8}-8 297 | 183,9,√9+9*9+99,s{9}+9t9+99 298 | 184,1,(1111-1)/((1+1+1)!)-1,f{x1111-1}{xl(1+1+1r)!}-1 299 | 184,2,2*2*(2+2*22),2t2tl(2+2t22r) 300 | 184,3,3!!/(3!)+(3!/3)^(3!),f{x3!!}{x3!}+{l(f{x3!}{x3}r)}^{3!} 301 | 184,4,4*(√4+44),4tl(s{4}+44r) 302 | 184,5,5!+5!-(5/5+55),5!+5!-l(f{x5}{x5}+55r) 303 | 184,6,(6!-6-6)/6+66,f{x6!-6-6}{x6}+66 304 | 184,7,7+7*7+((7+7)/7)^7,7+7t7+{l(f{x7+7}{x7}r)}^{7} 305 | 184,8,8*(√(8+8))!-8,8tl(s{8+8}r)!-8 306 | 184,9,((√9)!!*√9-9!/((√9)!!))/9,f{xl(s{9}r)!!ts{9}-f{x9!}{xl(s{9}r)!!}}{x9} 307 | 185,1,(1111-1)/((1+1+1)!),f{x1111-1}{xl(1+1+1r)!} 308 | 185,2,√(√2^((2+2)!))+(22/2)^2,s{{s{2}}^{l(2+2r)!}}+{l(f{x22}{x2}r)}^{2} 309 | 185,3,3!/3+(3!)^3-33,f{x3!}{x3}+{3!}^{3}-33 310 | 185,4,4+(4+(4!/4)!)/4,4+f{x4+l(f{x4!}{x4}r)!}{x4} 311 | 185,5,5!+5!-55,5!+5!-55 312 | 185,6,(6!-6)/6+66,f{x6!-6}{x6}+66 313 | 185,7,(7+7)*(7+7)-77/7,l(7+7r)tl(7+7r)-f{x77}{x7} 314 | 185,8,8*8+√(√(88/8)^8),8t8+s{{s{f{x88}{x8}}}^{8}} 315 | 185,9,(√9)!+(√9)!!/9+99,l(s{9}r)!+f{xl(s{9}r)!!}{x9}+99 316 | 186,1,((1+1)^11-1-1)/11,f{x{l(1+1r)}^{11}-1-1}{x11} 317 | 186,2,222-(2+2+2)^2,222-{l(2+2+2r)}^{2} 318 | 186,3,3+(3!)^3-33,3+{3!}^{3}-33 319 | 186,4,(4!+(4!/4)!)/4,f{x4!+l(f{x4!}{x4}r)!}{x4} 320 | 186,5,5!+55+55/5,5!+55+f{x55}{x5} 321 | 186,6,6!/6+66,f{x6!}{x6}+66 322 | 186,7,7+7*77-7!/(7+7),7+7t77-f{x7!}{x7+7} 323 | 186,8,√√(8+8)+8*(√(8+8))!-8,s{\!\!s{8+8}}+8tl(s{8+8}r)!-8 324 | 186,9,(√9)!!/√9-(√9)!*9,f{xl(s{9}r)!!}{xs{9}}-l(s{9}r)!t9 325 | 187,1,11*((1+1+1)!+11),11tl(l(1+1+1r)!+11r) 326 | 187,2,2*(2+2+2^(-2))*22,2tl(2+2+{2}^{-2}r)t22 327 | 187,3,3!*33-33/3,3!t33-f{x33}{x3} 328 | 187,4,(4+√(√4^(-4)))*44,l(4+s{{s{4}}^{-4}}r)t44 329 | 187,5,5!+5!/(5+5)+55,5!+f{x5!}{x5+5}+55 330 | 187,6,(6!+6)/6+66,f{x6!+6}{x6}+66 331 | 187,7,7+7!/(77-7*7),7+f{x7!}{x77-7t7} 332 | 187,8,(√√(√8^(-8))+√√(8+8))*88,l(s{\!\!s{{s{8}}^{-8}}}+s{\!\!s{8+8}}r)t88 333 | 187,9,(√9+9!/(((√9)!)^√9))/9,f{xs{9}+f{x9!}{x{l(s{9}r)!}^{s{9}}}}{x9} 334 | 188,1,1+11*((1+1+1)!+11),1+11tl(l(1+1+1r)!+11r) 335 | 188,2,2*(2*2*(2+2)!-2),2tl(2t2tl(2+2r)!-2r) 336 | 188,3,(3!)^3-3^3-3/3,{3!}^{3}-{3}^{3}-f{x3}{x3} 337 | 188,4,4!*(4+4)-4,4!tl(4+4r)-4 338 | 188,5,((5+5+5)/5)^5-55,{l(f{x5+5+5}{x5}r)}^{5}-55 339 | 188,6,(6+6!+6)/6+66,f{x6+6!+6}{x6}+66 340 | 188,7,77+777/7,77+f{x777}{x7} 341 | 188,8,√(8!-(8!/8-8*8)),s{8!-f{x8!}{x8}+8t8} 342 | 188,9,9+(√9)!!/9+99,9+f{xl(s{9}r)!!}{x9}+99 343 | 189,1,(1+1)*(111-11)-11,l(1+1r)tl(111-11r)-11 344 | 189,2,((22-2)^2-22)/2,f{x{l(22-2r)}^{2}-22}{x2} 345 | 189,3,(3!)^3-3^3,{3!}^{3}-{3}^{3} 346 | 189,4,4!*√4*(4-√4^(-4)),4!ts{4}tl(4-{s{4}}^{-4}r) 347 | 189,5,(5!+(5+5+5)*55)/5,f{x5!+l(5+5+5r)t55}{x5} 348 | 189,6,√6^6-(6/√(6+6))^6,{s{6}}^{6}-{l(f{x6}{xs{6+6}}r)}^{6} 349 | 189,7,(7+7)*(7+7)-7,l(7+7r)tl(7+7r)-7 350 | 189,8,(√(8+8))!*(8-√√(√8^(-8))),l(s{8+8}r)!tl(8-s{\!\!s{{s{8}}^{-8}}}r) 351 | 189,9,9*(9+√9+9),9tl(9+s{9}+9r) 352 | 190,1,(11-1)*((1+1)*(11-1)-1),l(11-1r)tl(l(1+1r)tl(11-1r)-1r) 353 | 190,2,2*2*2*(2+2)!-2,2t2t2tl(2+2r)!-2 354 | 190,3,3/3+(3!)^3-3^3,f{x3}{x3}+{3!}^{3}-{3}^{3} 355 | 190,4,4!*(4+4)-√4,4!tl(4+4r)-s{4} 356 | 190,5,(5+5)*(5!/5-5),l(5+5r)tl(f{x5!}{x5}-5r) 357 | 190,6,√6^6-6!/6/6-6,{s{6}}^{6}-f{x6!}{x6t6}-6 358 | 190,7,7/7+(7+7)*(7+7)-7,f{x7}{x7}+l(7+7r)tl(7+7r)-7 359 | 190,8,8*(√(8+8))!-√√(8+8),8tl(s{8+8}r)!-s{\!\!s{8+8}} 360 | 190,9,√((9!+9)/9-(√9)!!)-9,s{f{x9!+9}{x9}-l(s{9}r)!!}-9 361 | 191,1,11+√((11-1)!/(1+111)),11+s{f{xl(11-1r)!}{x1+111}} 362 | 191,2,22+(2+22/2)^2,22+{l(2+f{x22}{x2}r)}^{2} 363 | 191,3,((√√3+√√3)^(3!)-√3)/√3,f{x{l(s{\!\!s{3}}+s{\!\!s{3}}r)}^{3!}-s{3}}{xs{3}} 364 | 191,4,4!*(4+4)-4/4,4!tl(4+4r)-f{x4}{x4} 365 | 191,5,5!+5!-(5!/5+5*5),5!+5!-l(f{x5!}{x5}+5t5r) 366 | 191,6,√(6-6/6)^6+66,{s{6-f{x6}{x6}}}^{6}+66 367 | 191,7,7!/(7+7+7)-7*7,f{x7!}{x7+7+7}-7t7 368 | 191,8,8*(√(8+8))!-8/8,8tl(s{8+8}r)!-f{x8}{x8} 369 | 191,9,((√9)!!+999)/9,f{xl(s{9}r)!!+999}{x9} 370 | 192,1,(1+1+1)*√(1+1)^(1+11),l(1+1+1r)t{s{1+1}}^{1+11} 371 | 192,2,2*2*2*(2+2)!,2t2t2tl(2+2r)! 372 | 192,3,3!*33-3!,3!t33-3! 373 | 192,4,4!*(4+4),4!tl(4+4r) 374 | 192,5,5!+(5!+5!+5!)/5,5!+f{x5!+5!+5!}{x5} 375 | 192,6,6+6!/6+66,6+f{x6!}{x6}+66 376 | 192,7,(7!+77)/7-7*77,f{x7!+77}{x7}-7t77 377 | 192,8,8*(√(8+8))!,8tl(s{8+8}r)! 378 | 192,9,(√9+9)^√9/9,f{x{l(s{9}+9r)}^{s{9}}}{x9} 379 | 193,1,1+(1+1+1)*√(1+1)^(1+11),1+l(1+1+1r)t{s{1+1}}^{1+11} 380 | 193,2,(2+2)!+(2+22/2)^2,l(2+2r)!+{l(2+f{x22}{x2}r)}^{2} 381 | 193,3,(√3+(√√3+√√3)^(3!))/√3,f{xs{3}+{l(s{\!\!s{3}}+s{\!\!s{3}}r)}^{3!}}{xs{3}} 382 | 193,4,4/4+4!*(4+4),f{x4}{x4}+4!tl(4+4r) 383 | 193,5,(5+5^5)/(5+5)-5!,f{x5+{5}^{5}}{x5+5}-5! 384 | 193,6,6+(6!+6)/6+66,6+f{x6!+6}{x6}+66 385 | 193,7,7*7+7!/(7*7-7-7),7t7+f{x7!}{x7t7-7-7} 386 | 193,8,8/8+8*(√(8+8))!,f{x8}{x8}+8tl(s{8+8}r)! 387 | 193,9,(9+(√9+9)^√9)/9,f{x9+{l(s{9}+9r)}^{s{9}}}{x9} 388 | 194,1,(1+1+1+11)^(1+1)-1-1,{l(1+1+1+11r)}^{1+1}-1-1 389 | 194,2,(2^(2+2)-2)^2-2,{l({2}^{2+2}-2r)}^{2}-2 390 | 194,3,(3!!-3!!/(3!))/3-3!,f{x3!!-f{x3!!}{x3!}}{x3}-3! 391 | 194,4,√4+4!*(4+4),s{4}+4!tl(4+4r) 392 | 194,5,5!+5!/5+55-5,5!+f{x5!}{x5}+55-5 393 | 194,6,√6^6-(66+66)/6,{s{6}}^{6}-f{x66+66}{x6} 394 | 194,7,(7+7)*(7+7-7/(7*7)),l(7+7r)tl(7+7-f{x7}{x7t7}r) 395 | 194,8,√√(8+8)+8*(√(8+8))!,s{\!\!s{8+8}}+8tl(s{8+8}r)! 396 | 194,9,(√9)!!/((√9)!)+(√9)!!/9-(√9)!,f{xl(s{9}r)!!}{xl(s{9}r)!}+f{xl(s{9}r)!!}{x9}-l(s{9}r)! 397 | 195,1,(1+1+1+11)^(1+1)-1,{l(1+1+1+11r)}^{1+1}-1 398 | 195,2,(2^(2+2)-2)^2-2/2,{l({2}^{2+2}-2r)}^{2}-f{x2}{x2} 399 | 195,3,3!*33-3,3!t33-3 400 | 195,4,(√(4!+4)^4-4)/4,f{x{s{4!+4}}^{4}-4}{x4} 401 | 195,5,5!+5*(5+5+5),5!+5tl(5+5+5r) 402 | 195,6,√6^6-(6+6!/6)/6,{s{6}}^{6}-f{x6+f{x6!}{x6}}{x6} 403 | 195,7,(7+7)*(7+7)-7/7,l(7+7r)tl(7+7r)-f{x7}{x7} 404 | 195,8,(√(8+8))!*(8+√√(√8^(-8))),l(s{8+8}r)!tl(8+s{\!\!s{{s{8}}^{-8}}}r) 405 | 195,9,99+99-√9,99+99-s{9} 406 | 196,1,(1+1+1+11)^(1+1),{l(1+1+1+11r)}^{1+1} 407 | 196,2,(2^(2+2)-2)^2,{l({2}^{2+2}-2r)}^{2} 408 | 196,3,3!*33-3!/3,3!t33-f{x3!}{x3} 409 | 196,4,√(4!+4)^4/4,f{x{s{4!+4}}^{4}}{x4} 410 | 196,5,5*55-55-5!/5,5t55-55-f{x5!}{x5} 411 | 196,6,√6^6-6!/6/6,{s{6}}^{6}-f{x6!}{x6t6} 412 | 196,7,(7+7)*(7+7),l(7+7r)tl(7+7r) 413 | 196,8,√(√(8+8-√√(8+8))^8),s{{s{8+8-s{\!\!s{8+8}}}}^{8}} 414 | 196,9,((√9)!*99-(√9)!)/√9,f{xl(s{9}r)!t99-l(s{9}r)!}{xs{9}} 415 | 197,1,1+(1+1+1+11)^(1+1),1+{l(1+1+1+11r)}^{1+1} 416 | 197,2,((22-2)^2-2)/2-2,f{x{l(22-2r)}^{2}-2}{x2}-2 417 | 197,3,3!*33-3/3,3!t33-f{x3}{x3} 418 | 197,4,(4+√(4!+4)^4)/4,f{x4+{s{4!+4}}^{4}}{x4} 419 | 197,5,(5+5)!/(5!)/(5!)-55,f{xl(5+5r)!}{x5!t5!}-55 420 | 197,6,66+(6!+66)/6,66+f{x6!+66}{x6} 421 | 197,7,7/7+(7+7)*(7+7),f{x7}{x7}+l(7+7r)tl(7+7r) 422 | 197,8,(√8^8-8!/(8+8))/8,f{x{s{8}}^{8}-f{x8!}{x8+8}}{x8} 423 | 197,9,((√9)!*99-√9)/√9,f{xl(s{9}r)!t99-s{9}}{xs{9}} 424 | 198,1,(1+1)*(111-11-1),l(1+1r)tl(111-11-1r) 425 | 198,2,222-(2+2)!,222-l(2+2r)! 426 | 198,3,3!*33,3!t33 427 | 198,4,(4+√4/4)*44,l(4+f{xs{4}}{x4}r)t44 428 | 198,5,5!+(5!-5)/5+55,5!+f{x5!-5}{x5}+55 429 | 198,6,√6^6-6-6-6,{s{6}}^{6}-6-6-6 430 | 198,7,77*(7+77/7)/7,f{x77tl(7+f{x77}{x7}r)}{x7} 431 | 198,8,8+8*(√(8+8))!-√√(8+8),8+8tl(s{8+8}r)!-s{\!\!s{8+8}} 432 | 198,9,99+99,99+99 433 | 199,1,(1+1)*(111-11)-1,l(1+1r)tl(111-11r)-1 434 | 199,2,((22-2)^2-2)/2,f{x{l(22-2r)}^{2}-2}{x2} 435 | 199,3,3/3+3!*33,f{x3}{x3}+3!t33 436 | 199,4,(√(4!-4)^4-√4)/√4,f{x{s{4!-4}}^{4}-s{4}}{xs{4}} 437 | 199,5,5!+5!/5+55,5!+f{x5!}{x5}+55 438 | 199,6,√6^6-66/6-6,{s{6}}^{6}-f{x66}{x6}-6 439 | 199,7,√((7+7/7)!-(7!-7)/7),s{l(7+f{x7}{x7}r)!-f{x7!-7}{x7}} 440 | 199,8,88+888/8,88+f{x888}{x8} 441 | 199,9,√((9!+9)/9-(√9)!!),s{f{x9!+9}{x9}-l(s{9}r)!!} 442 | 200,1,(1+1)*(111-11),l(1+1r)tl(111-11r) 443 | 200,2,222-22,222-22 444 | 200,3,(3!!-3!!/(3!))/3,f{x3!!-f{x3!!}{x3!}}{x3} 445 | 200,4,4!+4*44,4!+4t44 446 | 200,5,(5+5)*(5*5-5),l(5+5r)tl(5t5-5r) 447 | 200,6,6!/(√6^6/(66-6)),6!tf{x66-6}{x{s{6}}^{6}} 448 | 200,7,(7+7)*(7+7)+77/7-7,l(7+7r)tl(7+7r)+f{x77}{x7}-7 449 | 200,8,8+8*(√(8+8))!,8+8tl(s{8+8}r)! 450 | 200,9,(√9)!!/((√9)!)+(√9)!!/9,f{xl(s{9}r)!!}{xl(s{9}r)!}+f{xl(s{9}r)!!}{x9} -------------------------------------------------------------------------------- /data/solution.5.dat: -------------------------------------------------------------------------------- 1 | 251,1,(1+1)*((1+1+1)!-1)!+11,l(1+1r)tl(l(1+1+1r)!-1r)!+11 2 | 251,2,(22+22^2)/2-2,f{x22+{22}^{2}}{x2}-2 3 | 251,3,(3!!+33)/3,f{x3!!+33}{x3} 4 | 251,4,4^4-4/4-4,{4}^{4}-f{x4}{x4}-4 5 | 251,5,5*55-5!/5,5t55-f{x5!}{x5} 6 | 251,6,(6!+6!+66)/6,f{x6!+6!+66}{x6} 7 | 251,7,7!/(7+7+7)+77/7,f{x7!}{x7+7+7}+f{x77}{x7} 8 | 251,8,8!/(8+8)/8-8*8,f{x8!}{xl(8+8r)t8}-8t8 9 | 251,9,9+((√9)!!+(√9)!)/√9,9+f{xl(s{9}r)!!+l(s{9}r)!}{xs{9}} 10 | 252,1,11*(1+11+11)-1,11tl(1+11+11r)-1 11 | 252,2,2^(2*(2+2))-2-2,{2}^{2tl(2+2r)}-2-2 12 | 252,3,3!*3!+(3!)^3,3!t3!+{3!}^{3} 13 | 252,4,4^4-4,{4}^{4}-4 14 | 252,5,(5+5)!/(5!)/(5!),f{xl(5+5r)!}{x5!t5!} 15 | 252,6,6*(6+6*6),6tl(6+6t6r) 16 | 252,7,(7+7)*(7+77/7),l(7+7r)tl(7+f{x77}{x7}r) 17 | 252,8,√(√(8+8)^8)-√(8+8),s{{s{8+8}}^{8}}-s{8+8} 18 | 252,9,9!/((√9)!!+(√9)!!),f{x9!}{xl(s{9}r)!!+l(s{9}r)!!} 19 | 253,1,11*(1+11+11),11tl(1+11+11r) 20 | 253,2,(22+22^2)/2,f{x22+{22}^{2}}{x2} 21 | 253,3,(3!+3!!+33)/3,f{x3!+3!!+33}{x3} 22 | 253,4,4^4+4/4-4,{4}^{4}+f{x4}{x4}-4 23 | 253,5,(5!+(5+5)!/(5!))/(5!),f{x5!+f{xl(5+5r)!}{x5!}}{x5!} 24 | 253,6,6*6+√6^6+6/6,6t6+{s{6}}^{6}+f{x6}{x6} 25 | 253,7,7*7*7-7!/(7+7*7),7t7t7-f{x7!}{x7+7t7} 26 | 253,8,√(√(8+8)^8)-√(8+8/8),s{{s{8+8}}^{8}}-s{8+f{x8}{x8}} 27 | 253,9,9+(√9+9^√9)/√9,9+f{xs{9}+{9}^{s{9}}}{xs{9}} 28 | 254,1,1+11*(1+11+11),1+11tl(1+11+11r) 29 | 254,2,2^(2*(2+2))-2,{2}^{2tl(2+2r)}-2 30 | 254,3,(3^(3!)+33)/3,f{x{3}^{3!}+33}{x3} 31 | 254,4,4^4-√4,{4}^{4}-s{4} 32 | 254,5,(5!+(5!-5)*(5+5))/5,f{x5!+l(5!-5r)tl(5+5r)}{x5} 33 | 254,6,(6!+6!+6!/6)/6-6,f{x6!+6!+f{x6!}{x6}}{x6}-6 34 | 254,7,7+7+7!/(7+7+7),7+7+f{x7!}{x7+7+7} 35 | 254,8,√(√(8+8)^8)-√√(8+8),s{{s{8+8}}^{8}}-s{\!\!s{8+8}} 36 | 254,9,9+((√9)!+9^√9)/√9,9+f{xl(s{9}r)!+{9}^{s{9}}}{xs{9}} 37 | 255,1,√√(√√√√√√(1+1)^((1+1)^11))-1,s{\!\!s{{s{\!\!s{\!\!s{\!\!s{\!\!s{\!\!s{1+1}}}}}}}^{{l(1+1r)}^{11}}}}-1 38 | 255,2,2^(2*(2+2))-2/2,{2}^{2tl(2+2r)}-f{x2}{x2} 39 | 255,3,3!+(3!)^3+33,3!+{3!}^{3}+33 40 | 255,4,4^4-4/4,{4}^{4}-f{x4}{x4} 41 | 255,5,5+5*(55-5),5+5tl(55-5r) 42 | 255,6,6*(6+6*6+6/(6+6)),6tl(6+6t6+f{x6}{x6+6}r) 43 | 255,7,7!/(7+7)-7*(7+7)-7,f{x7!}{x7+7}-7tl(7+7r)-7 44 | 255,8,√(√(8+8)^8)-8/8,s{{s{8+8}}^{8}}-f{x8}{x8} 45 | 255,9,9+(√9)!+(√9)!!/√9,9+l(s{9}r)!+f{xl(s{9}r)!!}{xs{9}} 46 | 256,1,√√(√√√√√√(1+1)^((1+1)^11)),s{\!\!s{{s{\!\!s{\!\!s{\!\!s{\!\!s{\!\!s{1+1}}}}}}}^{{l(1+1r)}^{11}}}} 47 | 256,2,2^(2*(2+2)),{2}^{2tl(2+2r)} 48 | 256,3,(3!/3)^((3!/3)^3),{l(f{x3!}{x3}r)}^{{l(f{3!}{3}r)}^{3}} 49 | 256,4,4^4,{4}^{4} 50 | 256,5,(5-5/5)^(5-5/5),{l(5-f{x5}{x5}r)}^{5-f{5}{5}} 51 | 256,6,√6^6+6!/(6+6+6),{s{6}}^{6}+f{x6!}{x6+6+6} 52 | 256,7,((7+7)/7)^(7+7/7),{l(f{x7+7}{x7}r)}^{7+f{7}{7}} 53 | 256,8,√(√(8+8)^8),s{{s{8+8}}^{8}} 54 | 256,9,((√9)!/√9)^(9-9/9),{l(f{xl(s{9}r)!}{xs{9}}r)}^{9-f{9}{9}} 55 | 257,1,1+√√(√√√√√√(1+1)^((1+1)^11)),1+s{\!\!s{{s{\!\!s{\!\!s{\!\!s{\!\!s{\!\!s{1+1}}}}}}}^{{l(1+1r)}^{11}}}} 56 | 257,2,2/2+2^(2*(2+2)),f{x2}{x2}+{2}^{2tl(2+2r)} 57 | 257,3,3!+(3!!+33)/3,3!+f{x3!!+33}{x3} 58 | 257,4,4^4+4/4,{4}^{4}+f{x4}{x4} 59 | 257,5,5+(5+5)!/(5!)/(5!),5+f{xl(5+5r)!}{x5!t5!} 60 | 257,6,6+(6!+6!+66)/6,6+f{x6!+6!+66}{x6} 61 | 257,7,77+7!/(77-7*7),77+f{x7!}{x77-7t7} 62 | 257,8,8/8+√(√(8+8)^8),f{x8}{x8}+s{{s{8+8}}^{8}} 63 | 257,9,9+9+((√9)!!-√9)/√9,9+9+f{xl(s{9}r)!!-s{9}}{xs{9}} 64 | 258,1,1+1+√√(√√√√√√(1+1)^((1+1)^11)),1+1+s{\!\!s{{s{\!\!s{\!\!s{\!\!s{\!\!s{\!\!s{1+1}}}}}}}^{{l(1+1r)}^{11}}}} 65 | 258,2,2+2^(2*(2+2)),2+{2}^{2tl(2+2r)} 66 | 258,3,3!!/3+3!*3,f{x3!!}{x3}+3!t3 67 | 258,4,√4+4^4,s{4}+{4}^{4} 68 | 258,5,5!+5!+(5!-5)/5-5,5!+5!+f{x5!-5}{x5}-5 69 | 258,6,6+6*(6+6*6),6+6tl(6+6t6r) 70 | 258,7,7!/7-(7*77-77),f{x7!}{x7}-7t77+77 71 | 258,8,√√(8+8)+√(√(8+8)^8),s{\!\!s{8+8}}+s{{s{8+8}}^{8}} 72 | 258,9,9+9+(√9)!!/√9,9+9+f{xl(s{9}r)!!}{xs{9}} 73 | 259,1,(1+1+1/(1+1+1))*111,l(1+1+f{x1}{x1+1+1}r)t111 74 | 259,2,2+2/2+2^(2*(2+2)),2+f{x2}{x2}+{2}^{2tl(2+2r)} 75 | 259,3,3!*3+(3!!+3)/3,3!t3+f{x3!!+3}{x3} 76 | 259,4,4+4^4-4/4,4+{4}^{4}-f{x4}{x4} 77 | 259,5,5!+5!+5!/5-5,5!+5!+f{x5!}{x5}-5 78 | 259,6,(6!+6!+6!/6-6)/6,f{x6!+6!+f{x6!}{x6}-6}{x6} 79 | 259,7,7*7*7-77-7,7t7t7-77-7 80 | 259,8,√(8+8/8)+√(√(8+8)^8),s{8+f{x8}{x8}}+s{{s{8+8}}^{8}} 81 | 259,9,9+9+((√9)!!+√9)/√9,9+9+f{xl(s{9}r)!!+s{9}}{xs{9}} 82 | 260,1,(1+1)*(11*(1+11)-1-1),l(1+1r)tl(11tl(1+11r)-1-1r) 83 | 260,2,2+2+2^(2*(2+2)),2+2+{2}^{2tl(2+2r)} 84 | 260,3,3!*3+(3!!+3!)/3,3!t3+f{x3!!+3!}{x3} 85 | 260,4,4+4^4,4+{4}^{4} 86 | 260,5,5!+5!+5*5-5,5!+5!+5t5-5 87 | 260,6,(6!+6!+6!/6)/6,f{x6!+6!+f{x6!}{x6}}{x6} 88 | 260,7,(7+7)*(77-7)-7!/7,l(7+7r)tl(77-7r)-f{x7!}{x7} 89 | 260,8,√(8+8)+√(√(8+8)^8),s{8+8}+s{{s{8+8}}^{8}} 90 | 260,9,9+9+((√9)!!+(√9)!)/√9,9+9+f{xl(s{9}r)!!+l(s{9}r)!}{xs{9}} 91 | 261,1,(1+1)*(11*(1+11)-1)-1,l(1+1r)tl(11tl(1+11r)-1r)-1 92 | 261,2,((2+2)!*22-2)/2-2,f{xl(2+2r)!t22-2}{x2}-2 93 | 261,3,3*(3!+3*3^3),3tl(3!+3t{3}^{3}r) 94 | 261,4,4+4^4+4/4,4+{4}^{4}+f{x4}{x4} 95 | 261,5,55/5+5*(55-5),f{x55}{x5}+5tl(55-5r) 96 | 261,6,(6+6!+6!+6!/6)/6,f{x6+6!+6!+f{x6!}{x6}}{x6} 97 | 261,7,7+7+7+7!/(7+7+7),7+7+7+f{x7!}{x7+7+7} 98 | 261,8,(√8^8+88-8)/(8+8),f{x{s{8}}^{8}+88-8}{x8+8} 99 | 261,9,√9*((√9)!+9*9),s{9}tl(l(s{9}r)!+9t9r) 100 | 262,1,(1+1)*(11*(1+11)-1),l(1+1r)tl(11tl(1+11r)-1r) 101 | 262,2,22^2-222,{22}^{2}-222 102 | 262,3,(3!!+√(3!*(3!!+3!)))/3,f{x3!!+s{3!tl(3!!+3!r)}}{x3} 103 | 262,4,4+√4+4^4,4+s{4}+{4}^{4} 104 | 262,5,(5+5+5!*5!)/55,f{x5+5+5!t5!}{x55} 105 | 262,6,(6+6)*(6!+66)/6/6,f{xl(6+6r)tl(6!+66r)}{x6t6} 106 | 262,7,7!/(7+7)-7*(7+7),f{x7!}{x7+7}-7tl(7+7r) 107 | 262,8,8+√(√(8+8)^8)-√√(8+8),8+s{{s{8+8}}^{8}}-s{\!\!s{8+8}} 108 | 262,9,9!/((√9)!!)-((√9)!!+(√9)!)/√9,f{x9!}{xl(s{9}r)!!}-f{xl(s{9}r)!!+l(s{9}r)!}{xs{9}} 109 | 263,1,(1+1+1+1)!*11-1,l(1+1+1+1r)!t11-1 110 | 263,2,((2+2)!*22-2)/2,f{xl(2+2r)!t22-2}{x2} 111 | 263,3,3^3+(3!!-3)/3-3,{3}^{3}+f{x3!!-3}{x3}-3 112 | 263,4,(4!*44-4)/4,f{x4!t44-4}{x4} 113 | 263,5,5!+5!+(5!-5)/5,5!+5!+f{x5!-5}{x5} 114 | 263,6,6*6+√6^6+66/6,6t6+{s{6}}^{6}+f{x66}{x6} 115 | 263,7,7+((7+7)/7)^(7+7/7),7+{l(f{x7+7}{x7}r)}^{7+f{7}{7}} 116 | 263,8,8+√(√(8+8)^8)-8/8,8+s{{s{8+8}}^{8}}-f{x8}{x8} 117 | 263,9,9!/((√9)!!)-((√9)!!+√9)/√9,f{x9!}{xl(s{9}r)!!}-f{xl(s{9}r)!!+s{9}}{xs{9}} 118 | 264,1,(1+1+1+1)!*11,l(1+1+1+1r)!t11 119 | 264,2,(2+2)!*22/2,f{xl(2+2r)!t22}{x2} 120 | 264,3,(3!/3)^3*33,{l(f{x3!}{x3}r)}^{3}t33 121 | 264,4,4+4+4^4,4+4+{4}^{4} 122 | 264,5,5!+5!+5!/5,5!+5!+f{x5!}{x5} 123 | 264,6,(6-(6+6)/6)*66,l(6-f{x6+6}{x6}r)t66 124 | 264,7,77*(77/7-7)!/7,f{x77tl(f{x77}{x7}-7r)!}{x7} 125 | 264,8,8+√(√(8+8)^8),8+s{{s{8+8}}^{8}} 126 | 264,9,9!/((√9)!!)-(√9)!!/√9,f{x9!}{xl(s{9}r)!!}-f{xl(s{9}r)!!}{xs{9}} 127 | 265,1,1+(1+1+1+1)!*11,1+l(1+1+1+1r)!t11 128 | 265,2,(2+(2+2)!*22)/2,f{x2+l(2+2r)!t22}{x2} 129 | 265,3,3^3+(3!!-3!)/3,{3}^{3}+f{x3!!-3!}{x3} 130 | 265,4,(4+4!*44)/4,f{x4+4!t44}{x4} 131 | 265,5,5!+5!+5*5,5!+5!+5t5 132 | 265,6,6*66-(6!+66)/6,6t66-f{x6!+66}{x6} 133 | 265,7,(√7^7-√7)/√7-77,f{x{s{7}}^{7}-s{7}}{xs{7}}-77 134 | 265,8,8+8/8+√(√(8+8)^8),8+f{x8}{x8}+s{{s{8+8}}^{8}} 135 | 265,9,√9*(9+((√9)!!-(√9)!)/9),s{9}tl(9+f{xl(s{9}r)!!-l(s{9}r)!}{x9}r) 136 | 266,1,(1+1)*(1+11*(1+11)),l(1+1r)tl(1+11tl(1+11r)r) 137 | 266,2,2*22+222,2t22+222 138 | 266,3,3^3+(3!!-3)/3,{3}^{3}+f{x3!!-3}{x3} 139 | 266,4,4+4+√4+4^4,4+4+s{4}+{4}^{4} 140 | 266,5,5!+5!+5/5+5*5,5!+5!+f{x5}{x5}+5t5 141 | 266,6,6+(6!+6!+6!/6)/6,6+f{x6!+6!+f{x6!}{x6}}{x6} 142 | 266,7,7*7*7-77,7t7t7-77 143 | 266,8,8+√√(8+8)+√(√(8+8)^8),8+s{\!\!s{8+8}}+s{{s{8+8}}^{8}} 144 | 266,9,√9*(9+((√9)!!-√9)/9),s{9}tl(9+f{xl(s{9}r)!!-s{9}}{x9}r) 145 | 267,1,11+√√(√√√√√√(1+1)^((1+1)^11)),11+s{\!\!s{{s{\!\!s{\!\!s{\!\!s{\!\!s{\!\!s{1+1}}}}}}}^{{l(1+1r)}^{11}}}} 146 | 267,2,2^(2*(2+2))+22/2,{2}^{2tl(2+2r)}+f{x22}{x2} 147 | 267,3,3!!/3+3^3,f{x3!!}{x3}+{3}^{3} 148 | 267,4,4^4+44/4,{4}^{4}+f{x44}{x4} 149 | 267,5,5*55-5!/(5+5+5),5t55-f{x5!}{x5+5+5} 150 | 267,6,(6!+√6^6+666)/6,f{x6!+{s{6}}^{6}+666}{x6} 151 | 267,7,(√7+√7^7)/√7-77,f{xs{7}+{s{7}}^{7}}{xs{7}}-77 152 | 267,8,√(√(8+8)^8)+88/8,s{{s{8+8}}^{8}}+f{x88}{x8} 153 | 267,9,√(9+(√9)!!*99),s{9+l(s{9}r)!!t99} 154 | 268,1,(1+1)*(1+1+11*(1+11)),l(1+1r)tl(1+1+11tl(1+11r)r) 155 | 268,2,2+2*22+222,2+2t22+222 156 | 268,3,3^3+(3!!+3)/3,{3}^{3}+f{x3!!+3}{x3} 157 | 268,4,4!/√4+4^4,f{x4!}{xs{4}}+{4}^{4} 158 | 268,5,5+5!+5!+(5!-5)/5,5+5!+5!+f{x5!-5}{x5} 159 | 268,6,(√(6+6)^6-6!/6)/6,f{x{s{6+6}}^{6}-f{x6!}{x6}}{x6} 160 | 268,7,(√7+√7+√7^7)/√7-77,f{xs{7}+s{7}+{s{7}}^{7}}{xs{7}}-77 161 | 268,8,8+√(8+8)+√(√(8+8)^8),8+s{8+8}+s{{s{8+8}}^{8}} 162 | 268,9,√9*(9+((√9)!!+√9)/9),s{9}tl(9+f{xl(s{9}r)!!+s{9}}{x9}r) 163 | 269,1,1+(1+1)*(1+1+11*(1+11)),1+l(1+1r)tl(1+1+11tl(1+11r)r) 164 | 269,2,2+2^(2*(2+2))+22/2,2+{2}^{2tl(2+2r)}+f{x22}{x2} 165 | 269,3,3^3+(3!!+3!)/3,{3}^{3}+f{x3!!+3!}{x3} 166 | 269,4,4^4+(√4+4!)/√4,{4}^{4}+f{xs{4}+4!}{xs{4}} 167 | 269,5,5+5!+5!+5!/5,5+5!+5!+f{x5!}{x5} 168 | 269,6,6*66-(6!+6)/6-6,6t66-f{x6!+6}{x6}-6 169 | 269,7,(7*7*77-7)/(7+7),f{x7t7t77-7}{x7+7} 170 | 269,8,888-(8!/8-88)/8,888-f{xf{x8!}{x8}-88}{x8} 171 | 269,9,√9*(9+((√9)!!+(√9)!)/9),s{9}tl(9+f{xl(s{9}r)!!+l(s{9}r)!}{x9}r) 172 | 270,1,(1+1+1)^(1+1+1)*(11-1),{l(1+1+1r)}^{1+1+1}tl(11-1r) 173 | 270,2,2*(2+2)!+222,2tl(2+2r)!+222 174 | 270,3,3*3*(33-3),3t3tl(33-3r) 175 | 270,4,4^4+4*4-√4,{4}^{4}+4t4-s{4} 176 | 270,5,5*55-5,5t55-5 177 | 270,6,6!/(6-6!/(√6^6)),f{x6!}{x6-f{x6!}{x{s{6}}^{6}}} 178 | 270,7,(7!+7!+7!)/(7+7*7),f{x7!+7!+7!}{x7+7t7} 179 | 270,8,(8+8)*(8+√((8!+8)/8)/8),l(8+8r)tl(8+f{xs{f{x8!+8}{x8}}}{x8}r) 180 | 270,9,√9*(99-9),s{9}tl(99-9r) 181 | 271,1,1+(1+1+1)^(1+1+1)*(11-1),1+{l(1+1+1r)}^{1+1+1}tl(11-1r) 182 | 271,2,2/2+2*(2+2)!+222,f{x2}{x2}+2tl(2+2r)!+222 183 | 271,3,(3!!-3!)/3+33,f{x3!!-3!}{x3}+33 184 | 271,4,4+4^4+44/4,4+{4}^{4}+f{x44}{x4} 185 | 271,5,5/5+5*55-5,f{x5}{x5}+5t55-5 186 | 271,6,√6^6+66-66/6,{s{6}}^{6}+66-f{x66}{x6} 187 | 271,7,7*7*7-7!/(77-7),7t7t7-f{x7!}{x77-7} 188 | 271,8,(8!/8-8*88)/(8+8),f{xf{x8!}{x8}-8t88}{x8+8} 189 | 271,9,((√9)!!+99-(√9)!)/√9,f{xl(s{9}r)!!+99-l(s{9}r)!}{xs{9}} 190 | 272,1,(1+1+11)*(11+11-1)-1,l(1+1+11r)tl(11+11-1r)-1 191 | 272,2,2+2*(2+2)!+222,2+2tl(2+2r)!+222 192 | 272,3,(3!!-3)/3+33,f{x3!!-3}{x3}+33 193 | 272,4,4^4+4*4,{4}^{4}+4t4 194 | 272,5,5!+5!+((5+5)/5)^5,5!+5!+{l(f{x5+5}{x5}r)}^{5} 195 | 272,6,6*(6+6*6+6!/(√6^6)),6tl(6+6t6+f{x6!}{x{s{6}}^{6}}r) 196 | 272,7,7*7*7-√(7!+7/7),7t7t7-s{7!+f{x7}{x7}} 197 | 272,8,8+8+√(√(8+8)^8),8+8+s{{s{8+8}}^{8}} 198 | 272,9,((√9)!!+99-√9)/√9,f{xl(s{9}r)!!+99-s{9}}{xs{9}} 199 | 273,1,(1+1+11)*(11+11-1),l(1+1+11r)tl(11+11-1r) 200 | 273,2,(((2+2)!)!/22!-2)/2-2,f{xf{xl(2+2r)!!}{x22!}-2}{x2}-2 201 | 273,3,3!!/3+33,f{x3!!}{x3}+33 202 | 273,4,4*4+4^4+4/4,4t4+{4}^{4}+f{x4}{x4} 203 | 273,5,5*55-(5+5)/5,5t55-f{x5+5}{x5} 204 | 273,6,(6*666-6!)/(6+6),f{x6t666-6!}{x6+6} 205 | 273,7,7+7*7*7-77,7+7t7t7-77 206 | 273,8,√(√(8+88/8)^8)-88,s{{s{8+f{x88}{x8}}}^{8}}-88 207 | 273,9,((√9)!!+99)/√9,f{xl(s{9}r)!!+99}{xs{9}} 208 | 274,1,(1+(1+1+1+1)!)*11-1,l(1+l(1+1+1+1r)!r)t11-1 209 | 274,2,((2+2)!)!/22!/2-2,f{xl(2+2r)!!}{x22!t2}-2 210 | 274,3,(3!!+3)/3+33,f{x3!!+3}{x3}+33 211 | 274,4,√4+4^4+4*4,s{4}+{4}^{4}+4t4 212 | 274,5,5*55-5/5,5t55-f{x5}{x5} 213 | 274,6,(6!+(6+6)!/(6!)/(6!))/6,f{x6!+f{xl(6+6r)!}{x6!t6!}}{x6} 214 | 274,7,7+(√7+√7^7)/√7-77,7+f{xs{7}+{s{7}}^{7}}{xs{7}}-77 215 | 274,8,8*8+8!/((√(8+8))!)/8,8t8+f{x8!}{xl(s{8+8}r)!t8} 216 | 274,9,(√9+(√9)!!+99)/√9,f{xs{9}+l(s{9}r)!!+99}{xs{9}} 217 | 275,1,(1+(1+1+1+1)!)*11,l(1+l(1+1+1+1r)!r)t11 218 | 275,2,(((2+2)!)!/22!-2)/2,f{xf{xl(2+2r)!!}{x22!}-2}{x2} 219 | 275,3,(3!!+3!)/3+33,f{x3!!+3!}{x3}+33 220 | 275,4,(√(4!)^4-√4-4!)/√4,f{x{s{4!}}^{4}-s{4}-4!}{xs{4}} 221 | 275,5,5*55,5t55 222 | 275,6,6*66-(6!+6)/6,6t66-f{x6!+6}{x6} 223 | 275,7,77*(7+7+77/7)/7,f{x77tl(7+7+f{x77}{x7}r)}{x7} 224 | 275,8,8+√(√(8+8)^8)+88/8,8+s{{s{8+8}}^{8}}+f{x88}{x8} 225 | 275,9,((√9)!+(√9)!!+99)/√9,f{xl(s{9}r)!+l(s{9}r)!!+99}{xs{9}} 226 | 276,1,(1+11)*(1+11+11),l(1+11r)tl(1+11+11r) 227 | 276,2,((2+2)!)!/22!/2,f{xl(2+2r)!!}{x22!t2} 228 | 276,3,3!!/3+3!*3!,f{x3!!}{x3}+3!t3! 229 | 276,4,4!+4^4-4,4!+{4}^{4}-4 230 | 276,5,5/5+5*55,f{x5}{x5}+5t55 231 | 276,6,√6^6+66-6,{s{6}}^{6}+66-6 232 | 276,7,7!/(7+7)-77-7,f{x7!}{x7+7}-77-7 233 | 276,8,√(8+8+8!+8!)-8,s{8+8+8!+8!}-8 234 | 276,9,(√9)!!/√9+(√9)!*(√9)!,f{xl(s{9}r)!!}{xs{9}}+l(s{9}r)!tl(s{9}r)! 235 | 277,1,1+(1+11)*(1+11+11),1+l(1+11r)tl(1+11+11r) 236 | 277,2,(((2+2)!)^2-22)/2,f{x{l(2+2r)!}^{2}-22}{x2} 237 | 277,3,3!*3!+(3!!+3)/3,3!t3!+f{x3!!+3}{x3} 238 | 277,4,(√4+√(4!)^4-4!)/√4,f{xs{4}+{s{4!}}^{4}-4!}{xs{4}} 239 | 277,5,(5+5)/5+5*55,f{x5+5}{x5}+5t55 240 | 277,6,(√(6+6)^6-66)/6,f{x{s{6+6}}^{6}-66}{x6} 241 | 277,7,(7!+777)/(7+7+7),f{x7!+777}{x7+7+7} 242 | 277,8,8/8+√(8+8+8!+8!)-8,f{x8}{x8}+s{8+8+8!+8!}-8 243 | 277,9,9!*√((√9)!/(((√9)!)^9))-√9,9!ts{f{xl(s{9}r)!}{x{l(s{9}r)!}^{9}}}-s{9} 244 | 278,1,(1+1111)/(1+1)/(1+1),f{x1+1111}{xl(1+1r)tl(1+1r)} 245 | 278,2,2^(2*(2+2))+22,{2}^{2tl(2+2r)}+22 246 | 278,3,3!*3!+(3!!+3!)/3,3!t3!+f{x3!!+3!}{x3} 247 | 278,4,4!+4^4-√4,4!+{4}^{4}-s{4} 248 | 278,5,(5+5*555)/(5+5),f{x5+5t555}{x5+5} 249 | 278,6,(6+√(6+6)^6-66)/6,f{x6+{s{6+6}}^{6}-66}{x6} 250 | 278,7,(7+7!-77)/(7+7)-77,f{x7+7!-77}{x7+7}-77 251 | 278,8,√(√(8+8)^8)+88/√(8+8),s{{s{8+8}}^{8}}+f{x88}{xs{8+8}} 252 | 278,9,(√9)!*(√9)!+((√9)!!+(√9)!)/√9,l(s{9}r)!tl(s{9}r)!+f{xl(s{9}r)!!+l(s{9}r)!}{xs{9}} 253 | 279,1,1+(1+1111)/(1+1)/(1+1),1+f{x1+1111}{xl(1+1r)tl(1+1r)} 254 | 279,2,2+(((2+2)!)^2-22)/2,2+f{x{l(2+2r)!}^{2}-22}{x2} 255 | 279,3,3*(3*33-3!),3tl(3t33-3!r) 256 | 279,4,4!+4^4-4/4,4!+{4}^{4}-f{x4}{x4} 257 | 279,5,5+5*55-5/5,5+5t55-f{x5}{x5} 258 | 279,6,√6^6+(6!+6*6)/(6+6),{s{6}}^{6}+f{x6!+6t6}{x6+6} 259 | 279,7,7!/(7+77/7)-7/7,f{x7!}{x7+f{x77}{x7}}-f{x7}{x7} 260 | 279,8,8*(√(8+8))!+88-8/8,8tl(s{8+8}r)!+88-f{x8}{x8} 261 | 279,9,999-(√9)!!,999-l(s{9}r)!! 262 | 280,1,(1+1+11)^(1+1)+111,{l(1+1+11r)}^{1+1}+111 263 | 280,2,(2+2)!+2^(2*(2+2)),l(2+2r)!+{2}^{2tl(2+2r)} 264 | 280,3,(3!!+3!!/(3!))/3,f{x3!!+f{x3!!}{x3!}}{x3} 265 | 280,4,4!+4^4,4!+{4}^{4} 266 | 280,5,5+5*55,5+5t55 267 | 280,6,√6^6+((6+6)/6)^6,{s{6}}^{6}+{l(f{x6+6}{x6}r)}^{6} 268 | 280,7,7!/(7+77/7),f{x7!}{x7+f{x77}{x7}} 269 | 280,8,8*(√(8+8))!+88,8tl(s{8+8}r)!+88 270 | 280,9,9!*√((√9)!/(((√9)!)^9)),9!ts{f{xl(s{9}r)!}{x{l(s{9}r)!}^{9}}} 271 | 281,1,1+(1+1+11)^(1+1)+111,1+{l(1+1+11r)}^{1+1}+111 272 | 281,2,2+2+(((2+2)!)^2-22)/2,2+2+f{x{l(2+2r)!}^{2}-22}{x2} 273 | 281,3,(3+3!!+3!!/(3!))/3,f{x3+3!!+f{x3!!}{x3!}}{x3} 274 | 281,4,4!+4^4+4/4,4!+{4}^{4}+f{x4}{x4} 275 | 281,5,5+5/5+5*55,5+f{x5}{x5}+5t55 276 | 281,6,√6^6+66-6/6,{s{6}}^{6}+66-f{x6}{x6} 277 | 281,7,7/7+7!/(7+77/7),f{x7}{x7}+f{x7!}{x7+f{x77}{x7}} 278 | 281,8,√(√(8+8+8/8)^8)-8,s{{s{8+8+f{x8}{x8}}}^{8}}-8 279 | 281,9,((√9)!+9!/(((√9)!)^√9))/((√9)!),f{xl(s{9}r)!+f{x9!}{x{l(s{9}r)!}^{s{9}}}}{xl(s{9}r)!} 280 | 282,1,(1+1)*(11*(1+1+11)-1-1),l(1+1r)tl(11tl(1+1+11r)-1-1r) 281 | 282,2,2*(((2+2)!/2)^2-2)-2,2tl({l(f{xl(2+2r)!}{x2}r)}^{2}-2r)-2 282 | 282,3,(3!+3!)^3/(3!)-3!,f{x{l(3!+3!r)}^{3}}{x3!}-3! 283 | 282,4,4!+√4+4^4,4!+s{4}+{4}^{4} 284 | 282,5,5+(5+5)/5+5*55,5+f{x5+5}{x5}+5t55 285 | 282,6,√6^6+66,{s{6}}^{6}+66 286 | 282,7,7!/(7+7)-77-7/7,f{x7!}{x7+7}-77-f{x7}{x7} 287 | 282,8,√(8+8+8!+8!)-√√(8+8),s{8+8+8!+8!}-s{\!\!s{8+8}} 288 | 282,9,√9*99-(√9)!-9,s{9}t99-l(s{9}r)!-9 289 | 283,1,(1+1)*(11*(1+1+11)-1)-1,l(1+1r)tl(11tl(1+1+11r)-1r)-1 290 | 283,2,(((2+2)!)^2-2)/2-2-2,f{x{l(2+2r)!}^{2}-2}{x2}-2-2 291 | 283,3,(3!!/(3!)+3^(3!))/3,f{xf{x3!!}{x3!}+{3}^{3!}}{x3} 292 | 283,4,(√(4!)^4-√4)/√4-4,f{x{s{4!}}^{4}-s{4}}{xs{4}}-4 293 | 283,5,5!*5!/(55-5)-5,f{x5!t5!}{x55-5}-5 294 | 283,6,6/6+√6^6+66,f{x6}{x6}+{s{6}}^{6}+66 295 | 283,7,7!/(7+7)-77,f{x7!}{x7+7}-77 296 | 283,8,(8!-√8^8)/(8+8)/8,f{x8!-{s{8}}^{8}}{xl(8+8r)t8} 297 | 283,9,((√9)!!/((√9)!)+9^√9)/√9,f{xf{xl(s{9}r)!!}{xl(s{9}r)!}+{9}^{s{9}}}{xs{9}} 298 | 284,1,(1+1)*(11*(1+1+11)-1),l(1+1r)tl(11tl(1+1+11r)-1r) 299 | 284,2,2*(((2+2)!/2)^2-2),2tl({l(f{xl(2+2r)!}{x2}r)}^{2}-2r) 300 | 284,3,33+(3!!+33)/3,33+f{x3!!+33}{x3} 301 | 284,4,4+4!+4^4,4+4!+{4}^{4} 302 | 284,5,(5*5^5-5)/55,f{x5t{5}^{5}-5}{x55} 303 | 284,6,√6^6+(6+6)/6+66,{s{6}}^{6}+f{x6+6}{x6}+66 304 | 284,7,7/7+7!/(7+7)-77,f{x7}{x7}+f{x7!}{x7+7}-77 305 | 284,8,√(8+8+8!+8!),s{8+8+8!+8!} 306 | 284,9,((9+9)^√9-(√9)!!)/(9+9),f{x{l(9+9r)}^{s{9}}-l(s{9}r)!!}{x9+9} 307 | 285,1,(1+1+11)*(11+11)-1,l(1+1+11r)tl(11+11r)-1 308 | 285,2,(((2+2)!)^2-2)/2-2,f{x{l(2+2r)!}^{2}-2}{x2}-2 309 | 285,3,(3!+3!)^3/(3!)-3,f{x{l(3!+3!r)}^{3}}{x3!}-3 310 | 285,4,(√4+√(4!)^4)/√4-4,f{xs{4}+{s{4!}}^{4}}{xs{4}}-4 311 | 285,5,5+5+5*55,5+5+5t55 312 | 285,6,6*66-666/6,6t66-f{x666}{x6} 313 | 285,7,7*(7*7-7)-(7+7)/7-7,7tl(7t7-7r)-f{x7+7}{x7}-7 314 | 285,8,8/8+√(8+8+8!+8!),f{x8}{x8}+s{8+8+8!+8!} 315 | 285,9,√9*99-√9-9,s{9}t99-s{9}-9 316 | 286,1,(1+1+11)*(11+11),l(1+1+11r)tl(11+11r) 317 | 286,2,((2+2)!)^2/2-2,f{x{l(2+2r)!}^{2}}{x2}-2 318 | 286,3,3!+(3!!+3!!/(3!))/3,3!+f{x3!!+f{x3!!}{x3!}}{x3} 319 | 286,4,(√(4!)^4-4)/√4,f{x{s{4!}}^{4}-4}{xs{4}} 320 | 286,5,55/5+5*55,f{x55}{x5}+5t55 321 | 286,6,(√(6+6)^6-6-6)/6,f{x{s{6+6}}^{6}-6-6}{x6} 322 | 286,7,7*(7*7-7)-7/7-7,7tl(7t7-7r)-f{x7}{x7}-7 323 | 286,8,√√(8+8)+√(8+8+8!+8!),s{\!\!s{8+8}}+s{8+8+8!+8!} 324 | 286,9,(√9)!+9!*√((√9)!/(((√9)!)^9)),l(s{9}r)!+9!ts{f{xl(s{9}r)!}{x{l(s{9}r)!}^{9}}} 325 | 287,1,(1+1)*(1+11)^(1+1)-1,l(1+1r)t{l(1+11r)}^{1+1}-1 326 | 287,2,(((2+2)!)^2-2)/2,f{x{l(2+2r)!}^{2}-2}{x2} 327 | 287,3,((3!+3!)^3-3!)/(3!),f{x{l(3!+3!r)}^{3}-3!}{x3!} 328 | 287,4,(√(4!)^4-√4)/√4,f{x{s{4!}}^{4}-s{4}}{xs{4}} 329 | 287,5,5!/(5+5)+5*55,f{x5!}{x5+5}+5t55 330 | 287,6,(√(6+6)^6-6)/6,f{x{s{6+6}}^{6}-6}{x6} 331 | 287,7,7*(7*7-7)-7,7tl(7t7-7r)-7 332 | 287,8,(√(√(8*8-8-8)^8)-8)/8,f{xs{{s{8t8-8-8}}^{8}}-8}{x8} 333 | 287,9,(√9)!!/9+((√9)!)^√9-9,f{xl(s{9}r)!!}{x9}+{l(s{9}r)!}^{s{9}}-9 334 | 288,1,(1+1)*(1+11)^(1+1),l(1+1r)t{l(1+11r)}^{1+1} 335 | 288,2,((2+2)!)^2/2,f{x{l(2+2r)!}^{2}}{x2} 336 | 288,3,(3!+3!)^3/(3!),f{x{l(3!+3!r)}^{3}}{x3!} 337 | 288,4,√((4!)^4/4),s{f{x{4!}^{4}}{x4}} 338 | 288,5,5!*5!/(55-5),f{x5!t5!}{x55-5} 339 | 288,6,√(6+6)^6/6,f{x{s{6+6}}^{6}}{x6} 340 | 288,7,(7!+7!)/(7*7-7-7),f{x7!+7!}{x7t7-7-7} 341 | 288,8,√(8+8)*(8+8*8),s{8+8}tl(8+8t8r) 342 | 288,9,√9*99-9,s{9}t99-9 343 | 289,1,((1+1+1)!+11)^(1+1),{l(l(1+1+1r)!+11r)}^{1+1} 344 | 289,2,(2+((2+2)!)^2)/2,f{x2+{l(2+2r)!}^{2}}{x2} 345 | 289,3,(3!+(3!+3!)^3)/(3!),f{x3!+{l(3!+3!r)}^{3}}{x3!} 346 | 289,4,(√4+√(4!)^4)/√4,f{xs{4}+{s{4!}}^{4}}{xs{4}} 347 | 289,5,(5+5!*5!/(5+5))/5,f{x5+f{x5!t5!}{x5+5}}{x5} 348 | 289,6,(6+√(6+6)^6)/6,f{x6+{s{6+6}}^{6}}{x6} 349 | 289,7,7*7+7!/(7+7+7),7t7+f{x7!}{x7+7+7} 350 | 289,8,√(√(8+8+8/8)^8),s{{s{8+8+f{x8}{x8}}}^{8}} 351 | 289,9,9+9!*√((√9)!/(((√9)!)^9)),9+9!ts{f{xl(s{9}r)!}{x{l(s{9}r)!}^{9}}} 352 | 290,1,(1+1)*(1+(1+11)^(1+1)),l(1+1r)tl(1+{l(1+11r)}^{1+1}r) 353 | 290,2,2+((2+2)!)^2/2,2+f{x{l(2+2r)!}^{2}}{x2} 354 | 290,3,(3!)^3+(3!+(3!)^3)/3,{3!}^{3}+f{x3!+{3!}^{3}}{x3} 355 | 290,4,(4+√(4!)^4)/√4,f{x4+{s{4!}}^{4}}{xs{4}} 356 | 290,5,(5+5)*(5+5!/5),l(5+5r)tl(5+f{x5!}{x5}r) 357 | 290,6,(6+6+√(6+6)^6)/6,f{x6+6+{s{6+6}}^{6}}{x6} 358 | 290,7,7+7!/(7+7)-77,7+f{x7!}{x7+7}-77 359 | 290,8,8/8+√(√(8+8+8/8)^8),f{x8}{x8}+s{{s{8+8+f{x8}{x8}}}^{8}} 360 | 290,9,(√9)!!/9+((√9)!)^√9-(√9)!,f{xl(s{9}r)!!}{x9}+{l(s{9}r)!}^{s{9}}-l(s{9}r)! 361 | 291,1,1+(1+1)*(1+(1+11)^(1+1)),1+l(1+1r)tl(1+{l(1+11r)}^{1+1}r) 362 | 291,2,2+(2+((2+2)!)^2)/2,2+f{x2+{l(2+2r)!}^{2}}{x2} 363 | 291,3,3*3*33-3!,3t3t33-3! 364 | 291,4,4+(√(4!)^4-√4)/√4,4+f{x{s{4!}}^{4}-s{4}}{xs{4}} 365 | 291,5,5+55/5+5*55,5+f{x55}{x5}+5t55 366 | 291,6,(6+6+6+√(6+6)^6)/6,f{x6+6+6+{s{6+6}}^{6}}{x6} 367 | 291,7,77/7+7!/(7+77/7),f{x77}{x7}+f{x7!}{x7+f{x77}{x7}} 368 | 291,8,8!/(8+8)/8-(√(8+8))!,f{x8!}{xl(8+8r)t8}-l(s{8+8}r)! 369 | 291,9,√9*99-(√9)!,s{9}t99-l(s{9}r)! 370 | 292,1,(1+1)*(1+1+(1+11)^(1+1)),l(1+1r)tl(1+1+{l(1+11r)}^{1+1}r) 371 | 292,2,2*(2+((2+2)!/2)^2),2tl(2+{l(f{xl(2+2r)!}{x2}r)}^{2}r) 372 | 292,3,3+(3!+(3!+3!)^3)/(3!),3+f{x3!+{l(3!+3!r)}^{3}}{x3!} 373 | 292,4,4+√((4!)^4/4),4+s{f{x{4!}^{4}}{x4}} 374 | 292,5,5+5!/(5+5)+5*55,5+f{x5!}{x5+5}+5t55 375 | 292,6,6+(√(6+6)^6-6-6)/6,6+f{x{s{6+6}}^{6}-6-6}{x6} 376 | 292,7,7*(7*7-7)-(7+7)/7,7tl(7t7-7r)-f{x7+7}{x7} 377 | 292,8,8+√(8+8+8!+8!),8+s{8+8+8!+8!} 378 | 292,9,(√9)!*9+((√9)!!-(√9)!)/√9,l(s{9}r)!t9+f{xl(s{9}r)!!-l(s{9}r)!}{xs{9}} 379 | 293,1,1+(1+1)*(1+1+(1+11)^(1+1)),1+l(1+1r)tl(1+1+{l(1+11r)}^{1+1}r) 380 | 293,2,2+2+(2+((2+2)!)^2)/2,2+2+f{x2+{l(2+2r)!}^{2}}{x2} 381 | 293,3,333-3!!/(3!)/3,333-f{x3!!}{x3!t3} 382 | 293,4,4+(√4+√(4!)^4)/√4,4+f{xs{4}+{s{4!}}^{4}}{xs{4}} 383 | 293,5,5+5!*5!/(55-5),5+f{x5!t5!}{x55-5} 384 | 293,6,6+(√(6+6)^6-6)/6,6+f{x{s{6+6}}^{6}-6}{x6} 385 | 293,7,7*(7*7-7)-7/7,7tl(7t7-7r)-f{x7}{x7} 386 | 293,8,√(8+8)+√(√(8+8+8/8)^8),s{8+8}+s{{s{8+8+f{x8}{x8}}}^{8}} 387 | 293,9,(√9)!!/9+((√9)!)^√9-√9,f{xl(s{9}r)!!}{x9}+{l(s{9}r)!}^{s{9}}-s{9} 388 | 294,1,(1+1+1)!*(1+(1+1+1)!)^(1+1),l(1+1+1r)!t{l(1+l(1+1+1r)!r)}^{1+1} 389 | 294,2,2+2*(2+((2+2)!/2)^2),2+2tl(2+{l(f{xl(2+2r)!}{x2}r)}^{2}r) 390 | 294,3,3*3*33-3,3t3t33-3 391 | 294,4,4+(4+√(4!)^4)/√4,4+f{x4+{s{4!}}^{4}}{xs{4}} 392 | 294,5,5!/5+5*55-5,f{x5!}{x5}+5t55-5 393 | 294,6,6+√(6+6)^6/6,6+f{x{s{6+6}}^{6}}{x6} 394 | 294,7,7*(7*7-7),7tl(7t7-7r) 395 | 294,8,(8!-8!/8)/(8*(8+8)-8),f{x8!-f{x8!}{x8}}{x8tl(8+8r)-8} 396 | 294,9,√9*99-√9,s{9}t99-s{9} 397 | 295,1,(11/(1+1+1)-1)*111-1,l(f{x11}{x1+1+1}-1r)t111-1 398 | 295,2,(((2+2)!)^2+22)/2-2-2,f{x{l(2+2r)!}^{2}+22}{x2}-2-2 399 | 295,3,(3^3*33-3!)/3,f{x{3}^{3}t33-3!}{x3} 400 | 295,4,(4+4!+√(4*(4!)^4))/4,f{x4+4!+s{4t{4!}^{4}}}{x4} 401 | 295,5,5!+5!+55,5!+5!+55 402 | 295,6,6+(6+√(6+6)^6)/6,6+f{x6+{s{6+6}}^{6}}{x6} 403 | 295,7,7/7+7*(7*7-7),f{x7}{x7}+7tl(7t7-7r) 404 | 295,8,√(8+8+8!+8!)+88/8,s{8+8+8!+8!}+f{x88}{x8} 405 | 295,9,(9*99-(√9)!)/√9,f{x9t99-l(s{9}r)!}{xs{9}} 406 | 296,1,(11/(1+1+1)-1)*111,l(f{x11}{x1+1+1}-1r)t111 407 | 296,2,2/((2-√2^(-2))/222),2tf{x222}{x2-{s{2}}^{-2}} 408 | 296,3,(3!)^3+3!!/3/3,{3!}^{3}+f{x3!!}{x3t3} 409 | 296,4,4^4+44-4,{4}^{4}+44-4 410 | 296,5,5!+5!+5/5+55,5!+5!+f{x5}{x5}+55 411 | 296,6,(√6+√(√6^(-6)))*√(√6+√6)^6,l(s{6}+s{{s{6}}^{-6}}r)t{s{s{6}+s{6}}}^{6} 412 | 296,7,(7+7)/7+7*(7*7-7),f{x7+7}{x7}+7tl(7t7-7r) 413 | 296,8,888/√(8+8/8),f{x888}{xs{8+f{x8}{x8}}} 414 | 296,9,(√9)!!/9+((√9)!)^√9,f{xl(s{9}r)!!}{x9}+{l(s{9}r)!}^{s{9}} 415 | 297,1,(1+1+1)^(1+1+1)*11,{l(1+1+1r)}^{1+1+1}t11 416 | 297,2,(((2+2)!)^2+22)/2-2,f{x{l(2+2r)!}^{2}+22}{x2}-2 417 | 297,3,3*3*33,3t3t33 418 | 297,4,√(4!)^4*(√4+√4^(-4))/4,f{x{s{4!}}^{4}tl(s{4}+{s{4}}^{-4}r)}{x4} 419 | 297,5,(5+(5+5)/5/5)*55,l(5+f{x5+5}{x5t5}r)t55 420 | 297,6,(6*(6!-6)-6!)/(6+6),f{x6tl(6!-6r)-6!}{x6+6} 421 | 297,7,7+7+7!/(7+7)-77,7+7+f{x7!}{x7+7}-77 422 | 297,8,8+√(√(8+8+8/8)^8),8+s{{s{8+8+f{x8}{x8}}}^{8}} 423 | 297,9,√9*99,s{9}t99 424 | 298,1,1+(1+1+1)^(1+1+1)*11,1+{l(1+1+1r)}^{1+1+1}t11 425 | 298,2,(((2+2)!)^2+22-2)/2,f{x{l(2+2r)!}^{2}+22-2}{x2} 426 | 298,3,(3+3^3*33)/3,f{x3+{3}^{3}t33}{x3} 427 | 298,4,4^4+44-√4,{4}^{4}+44-s{4} 428 | 298,5,(5!-5)/5+5*55,f{x5!-5}{x5}+5t55 429 | 298,6,(√(6+6)^6+66-6)/6,f{x{s{6+6}}^{6}+66-6}{x6} 430 | 298,7,7*(7*7-7)+77/7-7,7tl(7t7-7r)+f{x77}{x7}-7 431 | 298,8,8!/((√(8+8))!)/8+88,f{x8!}{xl(s{8+8}r)!t8}+88 432 | 298,9,9/9+√9*99,f{x9}{x9}+s{9}t99 433 | 299,1,(1+1+1)*(111-11)-1,l(1+1+1r)tl(111-11r)-1 434 | 299,2,(((2+2)!)^2+22)/2,f{x{l(2+2r)!}^{2}+22}{x2} 435 | 299,3,(3!+3^3*33)/3,f{x3!+{3}^{3}t33}{x3} 436 | 299,4,(4!+√(4!)^4-√4)/√4,f{x4!+{s{4!}}^{4}-s{4}}{xs{4}} 437 | 299,5,5!/5+5*55,f{x5!}{x5}+5t55 438 | 299,6,(√(6+6)^6+66)/6,f{x{s{6+6}}^{6}+66}{x6} 439 | 299,7,7*77-7!/(7+7+7),7t77-f{x7!}{x7+7+7} 440 | 299,8,8!/(8+8)/8-8-8,f{x8!}{xl(8+8r)t8}-8-8 441 | 299,9,((√9)!+9*99)/√9,f{xl(s{9}r)!+9t99}{xs{9}} 442 | 300,1,(1+1+1)*(111-11),l(1+1+1r)tl(111-11r) 443 | 300,2,((2+2)!+((2+2)!)^2)/2,f{xl(2+2r)!+{l(2+2r)!}^{2}}{x2} 444 | 300,3,333-33,333-33 445 | 300,4,4^4+44,{4}^{4}+44 446 | 300,5,5*(5+55),5tl(5+55r) 447 | 300,6,√(66-6)^6/(6!),f{x{s{66-6}}^{6}}{x6!} 448 | 300,7,√(((7+77)/7)!/(7!)-7!),s{f{xl(f{x7+77}{x7}r)!}{x7!}-7!} 449 | 300,8,8+8+√(8+8+8!+8!),8+8+s{8+8+8!+8!} 450 | 300,9,√9+√9*99,s{9}+s{9}t99 -------------------------------------------------------------------------------- /data/solution.9.dat: -------------------------------------------------------------------------------- 1 | 451,1,11+(1+1)*(1+1)*(111-1),11+l(1+1r)tl(1+1r)tl(111-1r) 2 | 451,2,22*(√2^(-2)+22-2),22tl({s{2}}^{-2}+22-2r) 3 | 451,3,(3!)^3+(3!!-3!)/3-3,{3!}^{3}+f{x3!!-3!}{x3}-3 4 | 451,4,(4!+4)/4+444,f{x4!+4}{x4}+444 5 | 451,5,5!*(5!/5-5)/5-5,f{x5!tl(f{x5!}{x5}-5r)}{x5}-5 6 | 451,6,6/6+666-√6^6,f{x6}{x6}+666-{s{6}}^{6} 7 | 451,7,(7-(7+7/7)/7)*77,l(7-f{x7+f{x7}{x7}}{x7}r)t77 8 | 451,8,(8+8!+8*8)/88-8,f{x8+8!+8t8}{x88}-8 9 | 451,9,√9+(9!-9!/9)/((√9)!!),s{9}+f{x9!-f{x9!}{x9}}{xl(s{9}r)!!} 10 | 452,1,11+(11+11-1)^(1+1),11+{l(11+11-1r)}^{1+1} 11 | 452,2,2*(2+2+222),2tl(2+2+222r) 12 | 452,3,(3!!-3!)/(3!)+333,f{x3!!-3!}{x3!}+333 13 | 452,4,4+4+444,4+4+444 14 | 452,5,(5+5!*(5!/5-5))/5-5,f{x5+5!tl(f{x5!}{x5}-5r)}{x5}-5 15 | 452,6,6*(6+6!/(√6^6)+66),6tl(6+f{x6!}{x{s{6}}^{6}}+66r) 16 | 452,7,77/7+7*(77-7-7),f{x77}{x7}+7tl(77-7-7r) 17 | 452,8,8+888/√√(8+8),8+f{x888}{xs{\!\!s{8+8}}} 18 | 452,9,9+(9+(√9+9)!/(9!))/√9,9+f{x9+f{xl(s{9}+9r)!}{x9!}}{xs{9}} 19 | 453,1,11+(1+1)*((1+1)*111-1),11+l(1+1r)tl(l(1+1r)t111-1r) 20 | 453,2,22/2+2*222-2,f{x22}{x2}+2t222-2 21 | 453,3,3!!/(3!)+333,f{x3!!}{x3!}+333 22 | 453,4,4!*(√(√√(4-√4/4)^(4!))-4!),4!tl(s{{s{\!\!s{4-f{xs{4}}{x4}}}}^{4!}}-4!r) 23 | 453,5,5*(5!-5)-(5+5)/5-5!,5tl(5!-5r)-f{x5+5}{x5}-5! 24 | 453,6,(6!+6*(6!+66))/(6+6),f{x6!+6tl(6!+66r)}{x6+6} 25 | 453,7,7*7*7+(777-7)/7,7t7t7+f{x777-7}{x7} 26 | 453,8,8+(8+√(8+8)*888)/8,8+f{x8+s{8+8}t888}{x8} 27 | 453,9,√9+(√9)!*(9*9-(√9)!),s{9}+l(s{9}r)!tl(9t9-l(s{9}r)!r) 28 | 454,1,11*11+(1+1+1)*111,11t11+l(1+1+1r)t111 29 | 454,2,2+2*(2+2+222),2+2tl(2+2+222r) 30 | 454,3,(3!)^3+(3!!-3!)/3,{3!}^{3}+f{x3!!-3!}{x3} 31 | 454,4,4!*(4!-4)-√4-4!,4!tl(4!-4r)-s{4}-4! 32 | 454,5,5*(5!-5)-5/5-5!,5tl(5!-5r)-f{x5}{x5}-5! 33 | 454,6,√6^6+(6!+6!-6-6)/6,{s{6}}^{6}+f{x6!+6!-6-6}{x6} 34 | 454,7,7*7*7+777/7,7t7t7+f{x777}{x7} 35 | 454,8,8!/8/8-(88+88),f{x8!}{x8t8}-l(88+88r) 36 | 454,9,(√9)!+(9!-9!/9)/((√9)!!),l(s{9}r)!+f{x9!-f{x9!}{x9}}{xl(s{9}r)!!} 37 | 455,1,11+(1+1)*(1+1)*111,11+l(1+1r)tl(1+1r)t111 38 | 455,2,22/2+2*222,f{x22}{x2}+2t222 39 | 455,3,(3!)^3+(3!!-3)/3,{3!}^{3}+f{x3!!-3}{x3} 40 | 455,4,44/4+444,f{x44}{x4}+444 41 | 455,5,5*(5!-5)-5!,5tl(5!-5r)-5! 42 | 455,6,√6^6+(6!+6!-6)/6,{s{6}}^{6}+f{x6!+6!-6}{x6} 43 | 455,7,7*77-77-7,7t77-77-7 44 | 455,8,(8+√√(√8^(-8)))*(8*8-8),l(8+s{\!\!s{{s{8}}^{-8}}}r)tl(8t8-8r) 45 | 455,9,((√9)!!+((√9)!+9)^√9)/9,f{xl(s{9}r)!!+{l(l(s{9}r)!+9r)}^{s{9}}}{x9} 46 | 456,1,(1+1+1)!!-(1+1+1+1)!*11,l(1+1+1r)!!-l(1+1+1+1r)!t11 47 | 456,2,2*(2+2+2+222),2tl(2+2+2+222r) 48 | 456,3,3!!/3+(3!)^3,f{x3!!}{x3}+{3!}^{3} 49 | 456,4,4!*(4!-4)-4!,4!tl(4!-4r)-4! 50 | 456,5,5!*(5!/5-5)/5,f{x5!tl(f{x5!}{x5}-5r)}{x5} 51 | 456,6,√6^6+(6!+6!)/6,{s{6}}^{6}+f{x6!+6!}{x6} 52 | 456,7,(7-7/7)*(77-7/7),l(7-f{x7}{x7}r)tl(77-f{x7}{x7}r) 53 | 456,8,8+8*(8*8-8),8+8tl(8t8-8r) 54 | 456,9,(√9)!!/√9+((√9)!)^√9,f{xl(s{9}r)!!}{xs{9}}+{l(s{9}r)!}^{s{9}} 55 | 457,1,((1+(1+1+1)!)!-1-1)/11-1,f{xl(1+l(1+1+1r)!r)!-1-1}{x11}-1 56 | 457,2,2+22/2+2*222,2+f{x22}{x2}+2t222 57 | 457,3,(3!)^3+(3!!+3)/3,{3!}^{3}+f{x3!!+3}{x3} 58 | 457,4,(√4+4!)/√4+444,f{xs{4}+4!}{xs{4}}+444 59 | 457,5,(5+5!*(5!/5-5))/5,f{x5+5!tl(f{x5!}{x5}-5r)}{x5} 60 | 457,6,√6^6+(6+6!+6!)/6,{s{6}}^{6}+f{x6+6!+6!}{x6} 61 | 457,7,(7+7*(7!-7-7))/77,f{x7+7tl(7!-7-7r)}{x77} 62 | 457,8,(8!-88-8-8)/88,f{x8!-88-8-8}{x88} 63 | 457,9,9+(9!-9!/9)/((√9)!!),9+f{x9!-f{x9!}{x9}}{xl(s{9}r)!!} 64 | 458,1,((1+(1+1+1)!)!-1-1)/11,f{xl(1+l(1+1+1r)!r)!-1-1}{x11} 65 | 458,2,22^2-(2+2)!-2,{22}^{2}-l(2+2r)!-2 66 | 458,3,(3!)^3+(3!!+3!)/3,{3!}^{3}+f{x3!!+3!}{x3} 67 | 458,4,√(4!-√4)^4-√4-4!,{s{4!-s{4}}}^{4}-s{4}-4! 68 | 458,5,(5!-5)/5+555-5!,f{x5!-5}{x5}+555-5! 69 | 458,6,√6^6+(6+6+6!+6!)/6,{s{6}}^{6}+f{x6+6+6!+6!}{x6} 70 | 458,7,(7!*7-7-7)/77,f{x7!t7-7-7}{x77} 71 | 458,8,(8!-8-8)/88,f{x8!-8-8}{x88} 72 | 458,9,((√9)!/√9)^9-(√9)!*9,{l(f{xl(s{9}r)!}{xs{9}}r)}^{9}-l(s{9}r)!t9 73 | 459,1,1+((1+(1+1+1)!)!-1-1)/11,1+f{xl(1+l(1+1+1r)!r)!-1-1}{x11} 74 | 459,2,22^2-2/2-(2+2)!,{22}^{2}-f{x2}{x2}-l(2+2r)! 75 | 459,3,(3!)^3+3^(3!)/3,{3!}^{3}+f{x{3}^{3!}}{x3} 76 | 459,4,(√(44)^4-4)/4-4!,f{x{s{44}}^{4}-4}{x4}-4! 77 | 459,5,5!/5+555-5!,f{x5!}{x5}+555-5! 78 | 459,6,6*(6!-6)/(6+6!/(√6^6)),f{x6tl(6!-6r)}{x6+f{x6!}{x{s{6}}^{6}}} 79 | 459,7,(7+7+7*(7!+7))/77,f{x7+7+7tl(7!+7r)}{x77} 80 | 459,8,(8+8!+8*8)/88,f{x8+8!+8t8}{x88} 81 | 459,9,9*((√9)!*9-√9),9tl(l(s{9}r)!t9-s{9}r) 82 | 460,1,(1+1)*(11*(11+11-1)-1),l(1+1r)tl(11tl(11+11-1r)-1r) 83 | 460,2,22^2-(2+2)!,{22}^{2}-l(2+2r)! 84 | 460,3,(3!)^3+(3+3^(3!))/3,{3!}^{3}+f{x3+{3}^{3!}}{x3} 85 | 460,4,√(4!-√4)^4-4!,{s{4!-s{4}}}^{4}-4! 86 | 460,5,(5!-5)*(5-5/5),l(5!-5r)tl(5-f{x5}{x5}r) 87 | 460,6,6!-(6!+6!+6!/6)/6,6!-f{x6!+6!+f{x6!}{x6}}{x6} 88 | 460,7,7*77-77-(7+7)/7,7t77-77-f{x7+7}{x7} 89 | 460,8,8+8+888/√√(8+8),8+8+f{x888}{xs{\!\!s{8+8}}} 90 | 460,9,(√9)!*(((√9)!!-√9)/9-√9),l(s{9}r)!tl(f{xl(s{9}r)!!-s{9}}{x9}-s{9}r) 91 | 461,1,(11+11)*(11+11-1)-1,l(11+11r)tl(11+11-1r)-1 92 | 461,2,22^2-22-2/2,{22}^{2}-22-f{x2}{x2} 93 | 461,3,(3!)^3+(3!+3^(3!))/3,{3!}^{3}+f{x3!+{3}^{3!}}{x3} 94 | 461,4,(4+√(44)^4)/4-4!,f{x4+{s{44}}^{4}}{x4}-4! 95 | 461,5,5+5!*(5!/5-5)/5,5+f{x5!tl(f{x5!}{x5}-5r)}{x5} 96 | 461,6,((6+6)!/(6!+6!)-6!)/(6!),f{xf{xl(6+6r)!}{x6!+6!}-6!}{x6!} 97 | 461,7,7*77-77-7/7,7t77-77-f{x7}{x7} 98 | 461,8,(8!+√(√(8+8)^8)-8)/88,f{x8!+s{{s{8+8}}^{8}}-8}{x88} 99 | 461,9,((√9)!+9/9)!/9-99,f{xl(l(s{9}r)!+f{x9}{x9}r)!}{x9}-99 100 | 462,1,(11+11)*(11+11-1),l(11+11r)tl(11+11-1r) 101 | 462,2,22^2-22,{22}^{2}-22 102 | 462,3,3!*(3!!/3/3-3),3!tl(f{x3!!}{x3t3}-3r) 103 | 462,4,(4!-√4)!/(4!-4)!,f{xl(4!-s{4}r)!}{xl(4!-4r)!} 104 | 462,5,5+(5+5!*(5!/5-5))/5,5+f{x5+5!tl(f{x5!}{x5}-5r)}{x5} 105 | 462,6,66+6*66,66+6t66 106 | 462,7,7*77-77,7t77-77 107 | 462,8,8!/(88-8*8/88),f{x8!}{x88-f{x8t8}{x88}} 108 | 462,9,(√9)!*((√9)!!/9-√9),l(s{9}r)!tl(f{xl(s{9}r)!!}{x9}-s{9}r) 109 | 463,1,(1+1)*(11*11+111)-1,l(1+1r)tl(11t11+111r)-1 110 | 463,2,2/2+22^2-22,f{x2}{x2}+{22}^{2}-22 111 | 463,3,3!+(3!)^3+(3!!+3)/3,3!+{3!}^{3}+f{x3!!+3}{x3} 112 | 463,4,√4*(4^4-4!)-4/4,s{4}tl({4}^{4}-4!r)-f{x4}{x4} 113 | 463,5,(5+55555)/(5!),f{x5+55555}{x5!} 114 | 463,6,6!/6+√(6+6/6)^6,f{x6!}{x6}+{s{6+f{x6}{x6}}}^{6} 115 | 463,7,7/7+7*77-77,f{x7}{x7}+7t77-77 116 | 463,8,8*8*8-√(√(8-8/8)^8),8t8t8-s{{s{8-f{x8}{x8}}}^{8}} 117 | 463,9,((√9)!*((√9)!!-9)-99)/9,f{xl(s{9}r)!tl(l(s{9}r)!!-9r)-99}{x9} 118 | 464,1,(1+1)*(11*11+111),l(1+1r)tl(11t11+111r) 119 | 464,2,2+22^2-22,2+{22}^{2}-22 120 | 464,3,3!*((3!!+3)/3/3-3),3!tl(f{x3!!+3}{x3t3}-3r) 121 | 464,4,√4*(4^4-4!),s{4}tl({4}^{4}-4!r) 122 | 464,5,5*(5!-5)-555/5,5tl(5!-5r)-f{x555}{x5} 123 | 464,6,(6!+6)/6+√(6+6/6)^6,f{x6!+6}{x6}+{s{6+f{x6}{x6}}}^{6} 124 | 464,7,(7!-(√√√7+√√√7)^(7+7/7))/7,f{x7!-{l(s{\!\!s{\!\!s{7}}}+s{\!\!s{\!\!s{7}}}r)}^{7+f{7}{7}}}{x7} 125 | 464,8,8+8+8*(8*8-8),8+8+8tl(8t8-8r) 126 | 464,9,(((√9)!)^((√9)!)-(√9)!!)/99,f{x{l(s{9}r)!}^{l(s{9}r)!}-l(s{9}r)!!}{x99} 127 | 465,1,((1+1+1+1)!)^(1+1)-111,{l(1+1+1+1r)!}^{1+1}-111 128 | 465,2,((2+2)!)^2-222/2,{l(2+2r)!}^{2}-f{x222}{x2} 129 | 465,3,3!*(3*3^3-3)-3,3!tl(3t{3}^{3}-3r)-3 130 | 465,4,√(4!)^4-444/4,{s{4!}}^{4}-f{x444}{x4} 131 | 465,5,5*(5!-5*5)-5-5,5tl(5!-5t5r)-5-5 132 | 465,6,6/((6+6)/(6!+√6^6-6)),6tf{x6!+{s{6}}^{6}-6}{x6+6} 133 | 465,7,7+(7!*7-7-7)/77,7+f{x7!t7-7-7}{x77} 134 | 465,8,√(√((√(8+8))!)^8)-888/8,s{{s{l(s{8+8}r)!}}^{8}}-f{x888}{x8} 135 | 465,9,(√9)!*(9*9-√9)-√9,l(s{9}r)!tl(9t9-s{9}r)-s{9} 136 | 466,1,(1+1)*(11+(1+1)*111),l(1+1r)tl(11+l(1+1r)t111r) 137 | 466,2,22+2*222,22+2t222 138 | 466,3,3!!-(3^(3!)+33)/3,3!!-f{x{3}^{3!}+33}{x3} 139 | 466,4,4!+444-√4,4!+444-s{4} 140 | 466,5,5*(5!-5)+55/5-5!,5tl(5!-5r)+f{x55}{x5}-5! 141 | 466,6,√(6!/6)^6/(6!)/6+66,f{x{s{f{x6!}{x6}}}^{6}}{x6!t6}+66 142 | 466,7,(7!+7!)/(7+7+7)-7-7,f{x7!+7!}{x7+7+7}-7-7 143 | 466,8,8+(8!-8-8)/88,8+f{x8!-8-8}{x88} 144 | 466,9,(√9)!*(((√9)!!+(√9)!)/9-√9),l(s{9}r)!tl(f{xl(s{9}r)!!+l(s{9}r)!}{x9}-s{9}r) 145 | 467,1,1+(1+1)*(11+(1+1)*111),1+l(1+1r)tl(11+l(1+1r)t111r) 146 | 467,2,2/2+22+2*222,f{x2}{x2}+22+2t222 147 | 467,3,(3!)^3+(3!!+33)/3,{3!}^{3}+f{x3!!+33}{x3} 148 | 467,4,4!+444-4/4,4!+444-f{x4}{x4} 149 | 467,5,(5!*(5!/5-5)+55)/5,f{x5!tl(f{x5!}{x5}-5r)+55}{x5} 150 | 467,6,6*(6+6+66)-6/6,6tl(6+6+66r)-f{x6}{x6} 151 | 467,7,7*77-7!/(77-7),7t77-f{x7!}{x77-7} 152 | 467,8,8+(8+8!+8*8)/88,8+f{x8+8!+8t8}{x88} 153 | 467,9,(√9)!*((√9)!!-(√9)!)/9-9,f{xl(s{9}r)!tl(l(s{9}r)!!-l(s{9}r)!r)}{x9}-9 154 | 468,1,((1+1+1)!)^(1+1)*(1+1+11),{l(1+1+1r)!}^{1+1}tl(1+1+11r) 155 | 468,2,22^2-2^(2+2),{22}^{2}-{2}^{2+2} 156 | 468,3,3!*(3*3^3-3),3!tl(3t{3}^{3}-3r) 157 | 468,4,4!+444,4!+444 158 | 468,5,5!*5-5!/(5+5)-5!,5!t5-f{x5!}{x5+5}-5! 159 | 468,6,6*(6+6+66),6tl(6+6+66r) 160 | 468,7,7*77-√(7!+7/7),7t77-s{7!+f{x7}{x7}} 161 | 468,8,888-8!/(8+88),888-f{x8!}{x8+88} 162 | 468,9,(√9)!*(9*9-√9),l(s{9}r)!tl(9t9-s{9}r) 163 | 469,1,(1+1+1)!!/(1+1/(1+1))-11,f{xl(1+1+1r)!!}{x1+f{x1}{x1+1}}-11 164 | 469,2,22^2-22/2-2-2,{22}^{2}-f{x22}{x2}-2-2 165 | 469,3,(3!!+3!!-33)/3,f{x3!!+3!!-33}{x3} 166 | 469,4,4!+4/4+444,4!+f{x4}{x4}+444 167 | 469,5,5!*5-55/5-5!,5!t5-f{x55}{x5}-5! 168 | 469,6,6!-(6!+6!+66)/6,6!-f{x6!+6!+66}{x6} 169 | 469,7,7+7*77-77,7+7t77-77 170 | 469,8,(8!+8*8+888)/88,f{x8!+8t8+888}{x88} 171 | 469,9,((√9)!!*(√9)!-99)/9,f{xl(s{9}r)!!tl(s{9}r)!-99}{x9} 172 | 470,1,(1+1+1)!!/(1+1)+111-1,f{xl(1+1+1r)!!}{x1+1}+111-1 173 | 470,2,22+2*(2+222),22+2tl(2+222r) 174 | 470,3,(3+3!!+3!!-33)/3,f{x3+3!!+3!!-33}{x3} 175 | 470,4,4!+√4+444,4!+s{4}+444 176 | 470,5,5*(5!-5*5)-5,5tl(5!-5t5r)-5 177 | 470,6,6!-(6!+6!+66-6)/6,6!-f{x6!+6!+66-6}{x6} 178 | 470,7,7+7/7+7*77-77,7+f{x7}{x7}+7t77-77 179 | 470,8,8+8!/(88-8*8/88),8+f{x8!}{x88-f{x8t8}{x88}} 180 | 470,9,((√9)!!*(√9)!-9)/9-9,f{xl(s{9}r)!!tl(s{9}r)!-9}{x9}-9 181 | 471,1,(1+1+1)!!/(1+1)+111,f{xl(1+1+1r)!!}{x1+1}+111 182 | 471,2,22^2-22/2-2,{22}^{2}-f{x22}{x2}-2 183 | 471,3,3!!-((3!)^3+33),3!!-l({3!}^{3}+33r) 184 | 471,4,(4!-4)*(4!-√(√4^(-4)))-4,l(4!-4r)tl(4!-s{{s{4}}^{-4}}r)-4 185 | 471,5,5/5+5*(5!-5*5)-5,f{x5}{x5}+5tl(5!-5t5r)-5 186 | 471,6,6/((6+6)/(6+6!+√6^6)),6tf{x6+6!+{s{6}}^{6}}{x6+6} 187 | 471,7,7!/(7+7)+777/7,f{x7!}{x7+7}+f{x777}{x7} 188 | 471,8,(88/8)!/(8!+8!)-(√(8+8))!,f{xl(f{x88}{x8}r)!}{x8!+8!}-l(s{8+8}r)! 189 | 471,9,(√9)!!*(√9)!/9-9,f{xl(s{9}r)!!tl(s{9}r)!}{x9}-9 190 | 472,1,(11+11)^(1+1)-11-1,{l(11+11r)}^{1+1}-11-1 191 | 472,2,22^2-(2+2)!/2,{22}^{2}-f{xl(2+2r)!}{x2} 192 | 472,3,(3!!+3!!-3!)/3-3!,f{x3!!+3!!-3!}{x3}-3! 193 | 472,4,4+4!+444,4+4!+444 194 | 472,5,(5-5/5)*(5!-(5+5)/5),l(5-f{x5}{x5}r)tl(5!-f{x5+5}{x5}r) 195 | 472,6,(6+6)*(6*6+6!/(√6^6)),l(6+6r)tl(6t6+f{x6!}{x{s{6}}^{6}}r) 196 | 472,7,7*(77-7)-77/7-7,7tl(77-7r)-f{x77}{x7}-7 197 | 472,8,8!/(8+8*8)-88,f{x8!}{x8+8t8}-88 198 | 472,9,(9+(√9)!!*(√9)!)/9-9,f{x9+l(s{9}r)!!tl(s{9}r)!}{x9}-9 199 | 473,1,(11+11)^(1+1)-11,{l(11+11r)}^{1+1}-11 200 | 473,2,22^2-22/2,{22}^{2}-f{x22}{x2} 201 | 473,3,(3!!+3!!-3)/3-3!,f{x3!!+3!!-3}{x3}-3! 202 | 473,4,(√(44)^4-44)/4,f{x{s{44}}^{4}-44}{x4} 203 | 473,5,5*(5!-5*5)-(5+5)/5,5tl(5!-5t5r)-f{x5+5}{x5} 204 | 473,6,6!-(6+6!+6!)/6-6,6!-f{x6+6!+6!}{x6}-6 205 | 473,7,(7!+7!)/(7+7+7)-7,f{x7!+7!}{x7+7+7}-7 206 | 473,8,√(8!+8)*(√8-√8/8)-(√(8+8))!,s{8!+8}tl(s{8}-f{xs{8}}{x8}r)-l(s{8+8}r)! 207 | 473,9,((√9)!*((√9)!!-9)-9)/9,f{xl(s{9}r)!tl(l(s{9}r)!!-9r)-9}{x9} 208 | 474,1,1+(11+11)^(1+1)-11,1+{l(11+11r)}^{1+1}-11 209 | 474,2,22^2-(22-2)/2,{22}^{2}-f{x22-2}{x2} 210 | 474,3,(3!!+3!!)/3-3!,f{x3!!+3!!}{x3}-3! 211 | 474,4,4!*(4!-4)-√4-4,4!tl(4!-4r)-s{4}-4 212 | 474,5,5*(5!-5*5)-5/5,5tl(5!-5t5r)-f{x5}{x5} 213 | 474,6,6!-(6!+6!)/6-6,6!-f{x6!+6!}{x6}-6 214 | 474,7,(7-7/7)*((7+7)/7+77),l(7-f{x7}{x7}r)tl(f{x7+7}{x7}+77r) 215 | 474,8,8+8+(8!-8-8)/88,8+8+f{x8!-8-8}{x88} 216 | 474,9,(√9)!*((√9)!!-9)/9,f{xl(s{9}r)!tl(l(s{9}r)!!-9r)}{x9} 217 | 475,1,1+1+(11+11)^(1+1)-11,1+1+{l(11+11r)}^{1+1}-11 218 | 475,2,2+22^2-22/2,2+{22}^{2}-f{x22}{x2} 219 | 475,3,3!!-(3!+3^(3!))/3,3!!-f{x3!+{3}^{3!}}{x3} 220 | 475,4,(4!-4)*(4!-√(√4^(-4))),l(4!-4r)tl(4!-s{{s{4}}^{-4}}r) 221 | 475,5,5*(5!-5*5),5tl(5!-5t5r) 222 | 475,6,6!-(6!+6!-6)/6-6,6!-f{x6!+6!-6}{x6}-6 223 | 475,7,7!/7-7*(7*7-7-7),f{x7!}{x7}-7tl(7t7-7-7r) 224 | 475,8,(√(√(88)^8)-8-8)/(8+8)-8,f{xs{{s{88}}^{8}}-8-8}{x8+8}-8 225 | 475,9,(9+(√9)!*((√9)!!-9))/9,f{x9+l(s{9}r)!tl(l(s{9}r)!!-9r)}{x9} 226 | 476,1,(1+1)*(1+1)*(((1+1+1)!-1)!-1),l(1+1r)tl(1+1r)tl(l(l(1+1+1r)!-1r)!-1r) 227 | 476,2,22^2-2*(2+2),{22}^{2}-2tl(2+2r) 228 | 476,3,3!!-(3+3^(3!))/3,3!!-f{x3+{3}^{3!}}{x3} 229 | 476,4,4!*(4!-4)-4,4!tl(4!-4r)-4 230 | 476,5,5/5+5*(5!-5*5),f{x5}{x5}+5tl(5!-5t5r) 231 | 476,6,√(6+(6+6)/6)^6-6*6,{s{6+f{x6+6}{x6}}}^{6}-6t6 232 | 476,7,7*(77-7)-7-7,7tl(77-7r)-7-7 233 | 476,8,√(√(88)^8)/(8+8)-8,f{xs{{s{88}}^{8}}}{x8+8}-8 234 | 476,9,(√9)!*((√9)!!-(√9)!)/9,f{xl(s{9}r)!tl(l(s{9}r)!!-l(s{9}r)!r)}{x9} 235 | 477,1,(1+1+1)!!-√(1+1+1)^(11-1),l(1+1+1r)!!-{s{1+1+1}}^{11-1} 236 | 477,2,2+2+22^2-22/2,2+2+{22}^{2}-f{x22}{x2} 237 | 477,3,3!!-3^(3!)/3,3!!-f{x{3}^{3!}}{x3} 238 | 477,4,4!*(4!-√√√(√4^(-4!))-4),4!tl(4!-s{\!\!s{\!\!s{{s{4}}^{-4!}}}}-4r) 239 | 477,5,(5+5)/5+5*(5!-5*5),f{x5+5}{x5}+5tl(5!-5t5r) 240 | 477,6,6!-(√6^6+(6/√(6+6))^6),6!-l({s{6}}^{6}+{l(f{x6}{xs{6+6}}r)}^{6}r) 241 | 477,7,7*(7+77)-777/7,7tl(7+77r)-f{x777}{x7} 242 | 477,8,(√8^8-88)/8-(√(8+8))!,f{x{s{8}}^{8}-88}{x8}-l(s{8+8}r)! 243 | 477,9,9*(√9)!*9-9,9tl(s{9}r)!t9-9 244 | 478,1,(11+11)^(1+1)-(1+1+1)!,{l(11+11r)}^{1+1}-l(1+1+1r)! 245 | 478,2,22^2-2-2-2,{22}^{2}-2-2-2 246 | 478,3,(3!!+3!!-3!)/3,f{x3!!+3!!-3!}{x3} 247 | 478,4,4!*(4!-4)-√4,4!tl(4!-4r)-s{4} 248 | 478,5,5!*5-(5+5)/5-5!,5!t5-f{x5+5}{x5}-5! 249 | 478,6,6!-(6+6+6!+6!)/6,6!-f{x6+6+6!+6!}{x6} 250 | 478,7,7*(77-7)-(7+77)/7,7tl(77-7r)-f{x7+77}{x7} 251 | 478,8,8!/8/8-88-8*8,f{x8!}{x8t8}-88-8t8 252 | 478,9,(√9)!*((√9)!!-√9)/9,f{xl(s{9}r)!tl(l(s{9}r)!!-s{9}r)}{x9} 253 | 479,1,(1+1+1)!!/(1+1/(1+1))-1,f{xl(1+1+1r)!!}{x1+f{x1}{x1+1}}-1 254 | 479,2,22^2-2/2-2-2,{22}^{2}-f{x2}{x2}-2-2 255 | 479,3,(3!!+3!!-3)/3,f{x3!!+3!!-3}{x3} 256 | 479,4,4!*(4!-4)-4/4,4!tl(4!-4r)-f{x4}{x4} 257 | 479,5,5!*5-5/5-5!,5!t5-f{x5}{x5}-5! 258 | 479,6,6!-(6+6!+6!)/6,6!-f{x6+6!+6!}{x6} 259 | 479,7,7*(77-7)-77/7,7tl(77-7r)-f{x77}{x7} 260 | 479,8,(√8^8-√(√(8+8)^8)-8)/8,f{x{s{8}}^{8}-s{{s{8+8}}^{8}}-8}{x8} 261 | 479,9,((√9)!!*(√9)!-9)/9,f{xl(s{9}r)!!tl(s{9}r)!-9}{x9} 262 | 480,1,(1+1+1)!!/(1+1/(1+1)),f{xl(1+1+1r)!!}{x1+f{x1}{x1+1}} 263 | 480,2,22^2-2-2,{22}^{2}-2-2 264 | 480,3,(3!!+3!!)/3,f{x3!!+3!!}{x3} 265 | 480,4,4!*(4!-4),4!tl(4!-4r) 266 | 480,5,5!*5-5!,5!t5-5! 267 | 480,6,6!-(6!+6!)/6,6!-f{x6!+6!}{x6} 268 | 480,7,(7!+7!)/(7+7+7),f{x7!+7!}{x7+7+7} 269 | 480,8,8*(8*8-√(8+8)),8tl(8t8-s{8+8}r) 270 | 480,9,(√9)!!*(√9)!/9,f{xl(s{9}r)!!tl(s{9}r)!}{x9} 271 | 481,1,1+(1+1+1)!!/(1+1/(1+1)),1+f{xl(1+1+1r)!!}{x1+f{x1}{x1+1}} 272 | 481,2,22^2-2/2-2,{22}^{2}-f{x2}{x2}-2 273 | 481,3,(3+3!!+3!!)/3,f{x3+3!!+3!!}{x3} 274 | 481,4,4/4+4!*(4!-4),f{x4}{x4}+4!tl(4!-4r) 275 | 481,5,(5^5-5!)/5-5!,f{x{5}^{5}-5!}{x5}-5! 276 | 481,6,6!-(6!+6!-6)/6,6!-f{x6!+6!-6}{x6} 277 | 481,7,7/7+(7!+7!)/(7+7+7),f{x7}{x7}+f{x7!+7!}{x7+7+7} 278 | 481,8,(8888-8!/8)/8,f{x8888-f{x8!}{x8}}{x8} 279 | 481,9,(9+(√9)!!*(√9)!)/9,f{x9+l(s{9}r)!!tl(s{9}r)!}{x9} 280 | 482,1,(11+11)^(1+1)-1-1,{l(11+11r)}^{1+1}-1-1 281 | 482,2,22^2-2,{22}^{2}-2 282 | 482,3,(3!+3!!+3!!)/3,f{x3!+3!!+3!!}{x3} 283 | 482,4,√(4!-√4)^4-√4,{s{4!-s{4}}}^{4}-s{4} 284 | 482,5,(5+5^5-5!)/5-5!,f{x5+{5}^{5}-5!}{x5}-5! 285 | 482,6,6!-(6!+6!-6-6)/6,6!-f{x6!+6!-6-6}{x6} 286 | 482,7,7*(77-7)-7/7-7,7tl(77-7r)-f{x7}{x7}-7 287 | 482,8,(8!-8!/8)/(8+8*8)-8,f{x8!-f{x8!}{x8}}{x8+8t8}-8 288 | 482,9,(√9)!*((√9)!!+√9)/9,f{xl(s{9}r)!tl(l(s{9}r)!!+s{9}r)}{x9} 289 | 483,1,(11+11)^(1+1)-1,{l(11+11r)}^{1+1}-1 290 | 483,2,22^2-2/2,{22}^{2}-f{x2}{x2} 291 | 483,3,(3!!+3^(3!))/3,f{x3!!+{3}^{3!}}{x3} 292 | 483,4,(√(44)^4-4)/4,f{x{s{44}}^{4}-4}{x4} 293 | 483,5,(5!-5)*(5-(5-5/5)/5),l(5!-5r)tl(5-f{x5-f{x5}{x5}}{x5}r) 294 | 483,6,6!-(6!+666)/6-6,6!-f{x6!+666}{x6}-6 295 | 483,7,7*(77-7)-7,7tl(77-7r)-7 296 | 483,8,(√(√(88)^8)-8-8)/(8+8),f{xs{{s{88}}^{8}}-8-8}{x8+8} 297 | 483,9,9*(√9)!*9-√9,9tl(s{9}r)!t9-s{9} 298 | 484,1,(11+11)^(1+1),{l(11+11r)}^{1+1} 299 | 484,2,22^2,{22}^{2} 300 | 484,3,(3+3!!+3^(3!))/3,f{x3+3!!+{3}^{3!}}{x3} 301 | 484,4,√(4!-√4)^4,{s{4!-s{4}}}^{4} 302 | 484,5,(5!+5/5)*(5-5/5),l(5!+f{x5}{x5}r)tl(5-f{x5}{x5}r) 303 | 484,6,6!-(√6^6+6!/6/6),6!-l({s{6}}^{6}+f{x6!}{x6t6}r) 304 | 484,7,7/7+7*(77-7)-7,f{x7}{x7}+7tl(77-7r)-7 305 | 484,8,√(√(88)^8)/(8+8),f{xs{{s{88}}^{8}}}{x8+8} 306 | 484,9,(√9)!*((√9)!!+(√9)!)/9,f{xl(s{9}r)!tl(l(s{9}r)!!+l(s{9}r)!r)}{x9} 307 | 485,1,1+(11+11)^(1+1),1+{l(11+11r)}^{1+1} 308 | 485,2,2/2+22^2,f{x2}{x2}+{22}^{2} 309 | 485,3,(3!+3!!+3^(3!))/3,f{x3!+3!!+{3}^{3!}}{x3} 310 | 485,4,(4+√(44)^4)/4,f{x4+{s{44}}^{4}}{x4} 311 | 485,5,5+5!*5-5!,5+5!t5-5! 312 | 485,6,6+6!-(6+6!+6!)/6,6+6!-f{x6+6!+6!}{x6} 313 | 485,7,(7+7)/7+7*(77-7)-7,f{x7+7}{x7}+7tl(77-7r)-7 314 | 485,8,(√8^8-88)/8-8-8,f{x{s{8}}^{8}-88}{x8}-8-8 315 | 485,9,9*(√9)!*9-9/9,9tl(s{9}r)!t9-f{x9}{x9} 316 | 486,1,1+1+(11+11)^(1+1),1+1+{l(11+11r)}^{1+1} 317 | 486,2,2+22^2,2+{22}^{2} 318 | 486,3,3*3!*3^3,3t3!t{3}^{3} 319 | 486,4,√4+√(4!-√4)^4,s{4}+{s{4!-s{4}}}^{4} 320 | 486,5,5+(5^5-5!)/5-5!,5+f{x{5}^{5}-5!}{x5}-5! 321 | 486,6,6+6!-(6!+6!)/6,6+6!-f{x6!+6!}{x6} 322 | 486,7,7*7+7!/(7+7)+77,7t7+f{x7!}{x7+7}+77 323 | 486,8,(8!-√(√(8+88)^8))/8/8,f{x8!-s{{s{8+88}}^{8}}}{x8t8} 324 | 486,9,9*(√9)!*9,9tl(s{9}r)!t9 325 | 487,1,1+1+1+(11+11)^(1+1),1+1+1+{l(11+11r)}^{1+1} 326 | 487,2,2+2/2+22^2,2+f{x2}{x2}+{22}^{2} 327 | 487,3,3^(3!)-(3!!+3!)/3,{3}^{3!}-f{x3!!+3!}{x3} 328 | 487,4,4+(√(44)^4-4)/4,4+f{x{s{44}}^{4}-4}{x4} 329 | 487,5,5+(5+5^5-5!)/5-5!,5+f{x5+{5}^{5}-5!}{x5}-5! 330 | 487,6,6+6!-(6!+6!-6)/6,6+6!-f{x6!+6!-6}{x6} 331 | 487,7,7+(7!+7!)/(7+7+7),7+f{x7!+7!}{x7+7+7} 332 | 487,8,(√8^8-8)/8-(√(8+8))!,f{x{s{8}}^{8}-8}{x8}-l(s{8+8}r)! 333 | 487,9,9/9+9*(√9)!*9,f{x9}{x9}+9tl(s{9}r)!t9 334 | 488,1,(1+1)*(1+1)*(11+111),l(1+1r)tl(1+1r)tl(11+111r) 335 | 488,2,2+2+22^2,2+2+{22}^{2} 336 | 488,3,3^(3!)-(3!!+3)/3,{3}^{3!}-f{x3!!+3}{x3} 337 | 488,4,4+√(4!-√4)^4,4+{s{4!-s{4}}}^{4} 338 | 488,5,5!*5-(5+555)/5,5!t5-f{x5+555}{x5} 339 | 488,6,6!-(6+6!+666)/6,6!-f{x6+6!+666}{x6} 340 | 488,7,7*(77-7)-(7+7)/7,7tl(77-7r)-f{x7+7}{x7} 341 | 488,8,8*8*8-(√(8+8))!,8t8t8-l(s{8+8}r)! 342 | 488,9,(√9)!*(√9/9+9*9),l(s{9}r)!tl(f{xs{9}}{x9}+9t9r) 343 | 489,1,1+(1+1)*(1+1)*(11+111),1+l(1+1r)tl(1+1r)tl(11+111r) 344 | 489,2,2+2+2/2+22^2,2+2+f{x2}{x2}+{22}^{2} 345 | 489,3,3^(3!)-3!!/3,{3}^{3!}-f{x3!!}{x3} 346 | 489,4,4+(4+√(44)^4)/4,4+f{x4+{s{44}}^{4}}{x4} 347 | 489,5,5!*5-555/5,5!t5-f{x555}{x5} 348 | 489,6,6!-(6!+666)/6,6!-f{x6!+666}{x6} 349 | 489,7,7*(77-7)-7/7,7tl(77-7r)-f{x7}{x7} 350 | 489,8,(8+√8^8)/8-(√(8+8))!,f{x8+{s{8}}^{8}}{x8}-l(s{8+8}r)! 351 | 489,9,√9+9*(√9)!*9,s{9}+9tl(s{9}r)!t9 352 | 490,1,(1+1+1)!+(11+11)^(1+1),l(1+1+1r)!+{l(11+11r)}^{1+1} 353 | 490,2,2+2+2+22^2,2+2+2+{22}^{2} 354 | 490,3,3^(3!)-(3!!-3)/3,{3}^{3!}-f{x3!!-3}{x3} 355 | 490,4,(4!+√(44)^4)/4,f{x4!+{s{44}}^{4}}{x4} 356 | 490,5,5+5+5!*5-5!,5+5+5!t5-5! 357 | 490,6,6!-(6!+666-6)/6,6!-f{x6!+666-6}{x6} 358 | 490,7,7*(77-7),7tl(77-7r) 359 | 490,8,(8!-8!/8)/(8+8*8),f{x8!-f{x8!}{x8}}{x8+8t8} 360 | 490,9,(√9)!*((√9)!/9+9*9),l(s{9}r)!tl(f{xl(s{9}r)!}{x9}+9t9r) 361 | 491,1,(1+1+1)!!/(1+1/(1+1))+11,f{xl(1+1+1r)!!}{x1+f{x1}{x1+1}}+11 362 | 491,2,22^2+22/2-2-2,{22}^{2}+f{x22}{x2}-2-2 363 | 491,3,(3!!+3!!+33)/3,f{x3!!+3!!+33}{x3} 364 | 491,4,(4+4!+√(44)^4)/4,f{x4+4!+{s{44}}^{4}}{x4} 365 | 491,5,5!*5+55/5-5!,5!t5+f{x55}{x5}-5! 366 | 491,6,6!-(6!+6!-66)/6,6!-f{x6!+6!-66}{x6} 367 | 491,7,7/7+7*(77-7),f{x7}{x7}+7tl(77-7r) 368 | 491,8,√((8!+8)/8)+8!/(8+88),s{f{x8!+8}{x8}}+f{x8!}{x8+88} 369 | 491,9,((√9)!!*(√9)!+99)/9,f{xl(s{9}r)!!tl(s{9}r)!+99}{x9} 370 | 492,1,(1+1)*(1+1)*(1+11+111),l(1+1r)tl(1+1r)tl(1+11+111r) 371 | 492,2,2*(2+2)+22^2,2tl(2+2r)+{22}^{2} 372 | 492,3,3!+3*3!*3^3,3!+3t3!t{3}^{3} 373 | 492,4,4!+4!+444,4!+4!+444 374 | 492,5,5!*5+5!/(5+5)-5!,5!t5+f{x5!}{x5+5}-5! 375 | 492,6,6!-√6^6-6-6,6!-{s{6}}^{6}-6-6 376 | 492,7,(7+7)/7+7*(77-7),f{x7+7}{x7}+7tl(77-7r) 377 | 492,8,8+√(√(88)^8)/(8+8),8+f{xs{{s{88}}^{8}}}{x8+8} 378 | 492,9,(√9)!+9*(√9)!*9,l(s{9}r)!+9tl(s{9}r)!t9 379 | 493,1,(1+(1+1+1)!)!/(11-1)-11,f{xl(1+l(1+1+1r)!r)!}{x11-1}-11 380 | 493,2,22^2+22/2-2,{22}^{2}+f{x22}{x2}-2 381 | 493,3,3!!-((3!)^3+33/3),3!!-l({3!}^{3}+f{x33}{x3}r) 382 | 493,4,(4!-√4)*(4!-√4/4)-4!,l(4!-s{4}r)tl(4!-f{xs{4}}{x4}r)-4! 383 | 493,5,(5^5-55-5)/5-5!,f{x{5}^{5}-55-5}{x5}-5! 384 | 493,6,6!-(√6^6+66/6),6!-l({s{6}}^{6}+f{x66}{x6}r) 385 | 493,7,(7+7/(7*7))*(77-7)-7,l(7+f{x7}{x7t7}r)tl(77-7r)-7 386 | 493,8,(√8^8-88)/8-8,f{x{s{8}}^{8}-88}{x8}-8 387 | 493,9,9!/((√9)!!)-99/9,f{x9!}{xl(s{9}r)!!}-f{x99}{x9} 388 | 494,1,11+(11+11)^(1+1)-1,11+{l(11+11r)}^{1+1}-1 389 | 494,2,22^2+(22-2)/2,{22}^{2}+f{x22-2}{x2} 390 | 494,3,((3!/3)^3)^3-3!*3,{l({l(f{x3!}{x3}r)}^{3}r)}^{3}-3!t3 391 | 494,4,4+(4!+√(44)^4)/4,4+f{x4!+{s{44}}^{4}}{x4} 392 | 494,5,(5^5-55)/5-5!,f{x{5}^{5}-55}{x5}-5! 393 | 494,6,6!-(√6^6+(66-6)/6),6!-l({s{6}}^{6}+f{x66-6}{x6}r) 394 | 494,7,7+7+(7!+7!)/(7+7+7),7+7+f{x7!+7!}{x7+7+7} 395 | 494,8,(8+√8^8-88)/8-8,f{x8+{s{8}}^{8}-88}{x8}-8 396 | 494,9,(9!-(√9)!!)/((√9)!!)-9,f{x9!-l(s{9}r)!!}{xl(s{9}r)!!}-9 397 | 495,1,11+(11+11)^(1+1),11+{l(11+11r)}^{1+1} 398 | 495,2,22^2+22/2,{22}^{2}+f{x22}{x2} 399 | 495,3,(3!*3-3)*33,l(3!t3-3r)t33 400 | 495,4,(4!/√4)!/((4+4)!)/(4!),f{xl(f{x4!}{xs{4}}r)!}{xl(4+4r)!t4!} 401 | 495,5,555-55-5,555-55-5 402 | 495,6,6+6!-(6!+666)/6,6+6!-f{x6!+666}{x6} 403 | 495,7,7!*77/(7+777),f{x7!t77}{x7+777} 404 | 495,8,(88/8)!/(8!+8!),f{xl(f{x88}{x8}r)!}{x8!+8!} 405 | 495,9,9!/((√9)!!)-9,f{x9!}{xl(s{9}r)!!}-9 406 | 496,1,1+11+(11+11)^(1+1),1+11+{l(11+11r)}^{1+1} 407 | 496,2,(2+2)!/2+22^2,f{xl(2+2r)!}{x2}+{22}^{2} 408 | 496,3,3!*(3+(3!!-3)/3/3),3!tl(3+f{x3!!-3}{x3t3}r) 409 | 496,4,4*(4+(4+4/4)!),4tl(4+l(4+f{x4}{x4}r)!r) 410 | 496,5,(5+5^5)/5-5!-5-5,f{x5+{5}^{5}}{x5}-5!-5-5 411 | 496,6,6!-(√6^6+(6+6)/6)-6,6!-l({s{6}}^{6}+f{x6+6}{x6}r)-6 412 | 496,7,√(7*(7+7!*7))-7/7,s{7tl(7+7!t7r)}-f{x7}{x7} 413 | 496,8,8*8*8-8-8,8t8t8-8-8 414 | 496,9,((√9)!!+9!)/((√9)!!)-9,f{xl(s{9}r)!!+9!}{xl(s{9}r)!!}-9 415 | 497,1,(1+1+1)!!-(1+1)*111-1,l(1+1+1r)!!-l(1+1r)t111-1 416 | 497,2,2+22^2+22/2,2+{22}^{2}+f{x22}{x2} 417 | 497,3,((3*3)!-3!!)/(3!!)-3!,f{xl(3t3r)!-3!!}{x3!!}-3! 418 | 497,4,((√(√4^(4!))-4!)/4-4!)/√4,f{xf{xs{{s{4}}^{4!}}-4!}{x4}-4!}{xs{4}} 419 | 497,5,5!*(5!-5)/5/5-55,f{x5!tl(5!-5r)}{x5t5}-55 420 | 497,6,6!-(√6^6+6/6)-6,6!-l({s{6}}^{6}+f{x6}{x6}r)-6 421 | 497,7,√(7*(7+7!*7)),s{7tl(7+7!t7r)} 422 | 497,8,√(8!+8)*(√8-√8/8),s{8!+8}tl(s{8}-f{xs{8}}{x8}r) 423 | 497,9,(9!-(√9)!!)/((√9)!!)-(√9)!,f{x9!-l(s{9}r)!!}{xl(s{9}r)!!}-l(s{9}r)! 424 | 498,1,(1+1+1)!!-(1+1)*111,l(1+1+1r)!!-l(1+1r)t111 425 | 498,2,(2+2+2)!-222,l(2+2+2r)!-222 426 | 498,3,(3*3)!/(3!!)-3!,f{xl(3t3r)!}{x3!!}-3! 427 | 498,4,(4!/4)!-444/√4,l(f{x4!}{x4}r)!-f{x444}{xs{4}} 428 | 498,5,(5^5-5-5)/5-5!-5,f{x{5}^{5}-5-5}{x5}-5!-5 429 | 498,6,6!-√6^6-6,6!-{s{6}}^{6}-6 430 | 498,7,7/7+√(7*(7+7!*7)),f{x7}{x7}+s{7tl(7+7!t7r)} 431 | 498,8,(8+8+√8^8)/8-8-8,f{x8+8+{s{8}}^{8}}{x8}-8-8 432 | 498,9,9!/((√9)!!)-(√9)!,f{x9!}{xl(s{9}r)!!}-l(s{9}r)! 433 | 499,1,(11-1)^(1+1+1)/(1+1)-1,f{x{l(11-1r)}^{1+1+1}}{x1+1}-1 434 | 499,2,(√2^(22-2)-22)/2-2,f{x{s{2}}^{22-2}-22}{x2}-2 435 | 499,3,(3!!+(3*3)!)/(3!!)-3!,f{x3!!+l(3t3r)!}{x3!!}-3! 436 | 499,4,(4*4^4-√4-4!)/√4,f{x4t{4}^{4}-s{4}-4!}{xs{4}} 437 | 499,5,(5^5-5)/5-5!-5,f{x{5}^{5}-5}{x5}-5!-5 438 | 499,6,6!-(√6^6-6/6)-6,6!-{s{6}}^{6}+f{x6}{x6}-6 439 | 499,7,(7+7)/7+√(7*(7+7!*7)),f{x7+7}{x7}+s{7tl(7+7!t7r)} 440 | 499,8,(√8^8-88-8-8)/8,f{x{s{8}}^{8}-88-8-8}{x8} 441 | 499,9,((√9)!!+9!)/((√9)!!)-(√9)!,f{xl(s{9}r)!!+9!}{xl(s{9}r)!!}-l(s{9}r)! 442 | 500,1,(11-1)^(1+1+1)/(1+1),f{x{l(11-1r)}^{1+1+1}}{x1+1} 443 | 500,2,2^(2+2)+22^2,{2}^{2+2}+{22}^{2} 444 | 500,3,((3*3)!-3!!)/(3!!)-3,f{xl(3t3r)!-3!!}{x3!!}-3 445 | 500,4,√4*(4^4-4)-4,s{4}tl({4}^{4}-4r)-4 446 | 500,5,555-55,555-55 447 | 500,6,6!-6!/(√6^6/66),6!-6!tf{x66}{x{s{6}}^{6}} 448 | 500,7,(7+7/(7*7))*(77-7),l(7+f{x7}{x7t7}r)tl(77-7r) 449 | 500,8,(√8^8-88-8)/8,f{x{s{8}}^{8}-88-8}{x8} 450 | 500,9,(9!-(√9)!!)/((√9)!!)-√9,f{x9!-l(s{9}r)!!}{xl(s{9}r)!!}-s{9} -------------------------------------------------------------------------------- /data/solution.10.dat: -------------------------------------------------------------------------------- 1 | 501,1,(1+1)^(11-1-1)-11,{l(1+1r)}^{11-1-1}-11 2 | 501,2,(√2^(22-2)-22)/2,f{x{s{2}}^{22-2}-22}{x2} 3 | 501,3,(3*3)!/(3!!)-3,f{xl(3t3r)!}{x3!!}-3 4 | 501,4,√4*4^4-44/4,s{4}t{4}^{4}-f{x44}{x4} 5 | 501,5,(5+5^5)/5-5!-5,f{x5+{5}^{5}}{x5}-5!-5 6 | 501,6,6!-6*(6*6+6/(6+6)),6!-6tl(6t6+f{x6}{x6+6}r) 7 | 501,7,77/7+7*(77-7),f{x77}{x7}+7tl(77-7r) 8 | 501,8,(√8^8-88)/8,f{x{s{8}}^{8}-88}{x8} 9 | 501,9,9!/((√9)!!)-√9,f{x9!}{xl(s{9}r)!!}-s{9} 10 | 502,1,1+(1+1)^(11-1-1)-11,1+{l(1+1r)}^{11-1-1}-11 11 | 502,2,22+22^2-2-2,22+{22}^{2}-2-2 12 | 502,3,3!!-((3!)^3+3!/3),3!!-l({3!}^{3}+f{x3!}{x3}r) 13 | 502,4,√4*(4^4-4)-√4,s{4}tl({4}^{4}-4r)-s{4} 14 | 502,5,(5+5)*(55-5!/5/5),l(5+5r)tl(55-f{x5!}{x5t5}r) 15 | 502,6,6!-(√6^6+(6+6)/6),6!-l({s{6}}^{6}+f{x6+6}{x6}r) 16 | 502,7,7*(77-7)+(7+77)/7,7tl(77-7r)+f{x7+77}{x7} 17 | 502,8,(8+√8^8-88)/8,f{x8+{s{8}}^{8}-88}{x8} 18 | 502,9,9!/((√9)!!)-(√9)!/√9,f{x9!}{xl(s{9}r)!!}-f{xl(s{9}r)!}{xs{9}} 19 | 503,1,(1+(1+1+1)!)!/(11-1)-1,f{xl(1+l(1+1+1r)!r)!}{x11-1}-1 20 | 503,2,2+(√2^(22-2)-22)/2,2+f{x{s{2}}^{22-2}-22}{x2} 21 | 503,3,((3*3)!-3!!)/(3!!),f{xl(3t3r)!-3!!}{x3!!} 22 | 503,4,√4*(4^4-4)-4/4,s{4}tl({4}^{4}-4r)-f{x4}{x4} 23 | 503,5,(5^5-5-5)/5-5!,f{x{5}^{5}-5-5}{x5}-5! 24 | 503,6,6!-(√6^6+6/6),6!-l({s{6}}^{6}+f{x6}{x6}r) 25 | 503,7,7*7!/(77-7)-7/7,f{x7t7!}{x77-7}-f{x7}{x7} 26 | 503,8,(√8^8-8)/8-8,f{x{s{8}}^{8}-8}{x8}-8 27 | 503,9,(9!-(√9)!!)/((√9)!!),f{x9!-l(s{9}r)!!}{xl(s{9}r)!!} 28 | 504,1,(1+(1+1+1)!)!/(11-1),f{xl(1+l(1+1+1r)!r)!}{x11-1} 29 | 504,2,22+22^2-2,22+{22}^{2}-2 30 | 504,3,(3*3)!/(3!!),f{xl(3t3r)!}{x3!!} 31 | 504,4,√4*(4^4-4),s{4}tl({4}^{4}-4r) 32 | 504,5,(5^5-5)/5-5!,f{x{5}^{5}-5}{x5}-5! 33 | 504,6,6!-√6^6,6!-{s{6}}^{6} 34 | 504,7,7*7!/(77-7),f{x7t7!}{x77-7} 35 | 504,8,8*8*8-8,8t8t8-8 36 | 504,9,9!/((√9)!!),f{x9!}{xl(s{9}r)!!} 37 | 505,1,1+(1+(1+1+1)!)!/(11-1),1+f{xl(1+l(1+1+1r)!r)!}{x11-1} 38 | 505,2,22+22^2-2/2,22+{22}^{2}-f{x2}{x2} 39 | 505,3,(3!!+(3*3)!)/(3!!),f{x3!!+l(3t3r)!}{x3!!} 40 | 505,4,√(4!-4/4)^4-4!,{s{4!-f{x4}{x4}}}^{4}-4! 41 | 505,5,5^5/5-5!,f{x{5}^{5}}{x5}-5! 42 | 505,6,6!-(√6^6-6/6),6!-{s{6}}^{6}+f{x6}{x6} 43 | 505,7,√(7+7/7)^(7-7/7)-7,{s{7+f{x7}{x7}}}^{7-f{7}{7}}-7 44 | 505,8,(8+√8^8)/8-8,f{x8+{s{8}}^{8}}{x8}-8 45 | 505,9,((√9)!!+9!)/((√9)!!),f{xl(s{9}r)!!+9!}{xl(s{9}r)!!} 46 | 506,1,(11+11)*(1+11+11),l(11+11r)tl(1+11+11r) 47 | 506,2,22+22^2,22+{22}^{2} 48 | 506,3,((3!/3)^3)^3-3!,{l({l(f{x3!}{x3}r)}^{3}r)}^{3}-3! 49 | 506,4,√4*4^4-√4-4,s{4}t{4}^{4}-s{4}-4 50 | 506,5,(5+5^5)/5-5!,f{x5+{5}^{5}}{x5}-5! 51 | 506,6,√(6+(6+6)/6)^6-6,{s{6+f{x6+6}{x6}}}^{6}-6 52 | 506,7,(7-(7+7+7)/7/7)*77,l(7-f{x7+7+7}{x7t7}r)t77 53 | 506,8,(8+8+√8^8)/8-8,f{x8+8+{s{8}}^{8}}{x8}-8 54 | 506,9,((√9)!/√9)^9-(√9)!,{l(f{xl(s{9}r)!}{xs{9}}r)}^{9}-l(s{9}r)! 55 | 507,1,(1+1+1)*(1+1+11)^(1+1),l(1+1+1r)t{l(1+1+11r)}^{1+1} 56 | 507,2,2/2+22+22^2,f{x2}{x2}+22+{22}^{2} 57 | 507,3,3+(3*3)!/(3!!),3+f{xl(3t3r)!}{x3!!} 58 | 507,4,4!+(√(44)^4-4)/4,4!+f{x{s{44}}^{4}-4}{x4} 59 | 507,5,555-(5!+5!)/5,555-f{x5!+5!}{x5} 60 | 507,6,6*66+666/6,6t66+f{x666}{x6} 61 | 507,7,7!/(7+7)+7*(7+7+7),f{x7!}{x7+7}+7tl(7+7+7r) 62 | 507,8,(√8^8-8)/8-√(8+8),f{x{s{8}}^{8}-8}{x8}-s{8+8} 63 | 507,9,√9+9!/((√9)!!),s{9}+f{x9!}{xl(s{9}r)!!} 64 | 508,1,(1+1)*(1+11*(1+11+11)),l(1+1r)tl(1+11tl(1+11+11r)r) 65 | 508,2,(2+2)!+22^2,l(2+2r)!+{22}^{2} 66 | 508,3,3+(3!!+(3*3)!)/(3!!),3+f{x3!!+l(3t3r)!}{x3!!} 67 | 508,4,√4*4^4-4,s{4}t{4}^{4}-4 68 | 508,5,555-(5!+5!-5)/5,555-f{x5!+5!-5}{x5} 69 | 508,6,6+6!-(√6^6+(6+6)/6),6+6!-l({s{6}}^{6}+f{x6+6}{x6}r) 70 | 508,7,√(7*(7+7!*7))+77/7,s{7tl(7+7!t7r)}+f{x77}{x7} 71 | 508,8,8*8*8-√(8+8),8t8t8-s{8+8} 72 | 508,9,√9+((√9)!!+9!)/((√9)!!),s{9}+f{xl(s{9}r)!!+9!}{xl(s{9}r)!!} 73 | 509,1,(1+1)^(11-1-1)-1-1-1,{l(1+1r)}^{11-1-1}-1-1-1 74 | 509,2,(√2^(22-2)-2)/2-2,f{x{s{2}}^{22-2}-2}{x2}-2 75 | 509,3,((3!/3)^3)^3-3,{l({l(f{x3!}{x3}r)}^{3}r)}^{3}-3 76 | 509,4,(√(√4^(4!))-4!)/(4+4),f{xs{{s{4}}^{4!}}-4!}{x4+4} 77 | 509,5,5+(5^5-5)/5-5!,5+f{x{5}^{5}-5}{x5}-5! 78 | 509,6,6+6!-(√6^6+6/6),6+6!-l({s{6}}^{6}+f{x6}{x6}r) 79 | 509,7,(7+7*(7!+7*7))/(77-7),f{x7+7tl(7!+7t7r)}{x77-7} 80 | 509,8,(√8^8-(√(8+8))!)/8,f{x{s{8}}^{8}-l(s{8+8}r)!}{x8} 81 | 509,9,((√9)!/√9)^9-√9,{l(f{xl(s{9}r)!}{xs{9}}r)}^{9}-s{9} 82 | 510,1,(1+1)^(11-1-1)-1-1,{l(1+1r)}^{11-1-1}-1-1 83 | 510,2,√(√(√2*2)^((2+2)!))-2,s{{s{s{2}t2}}^{l(2+2r)!}}-2 84 | 510,3,3!+(3*3)!/(3!!),3!+f{xl(3t3r)!}{x3!!} 85 | 510,4,√4*4^4-√4,s{4}t{4}^{4}-s{4} 86 | 510,5,5+5^5/5-5!,5+f{x{5}^{5}}{x5}-5! 87 | 510,6,6+6!-√6^6,6+6!-{s{6}}^{6} 88 | 510,7,7!/7-7!/((77/7-7)!),f{x7!}{x7}-f{x7!}{xl(f{x77}{x7}-7r)!} 89 | 510,8,(√8^8-8-8)/8,f{x{s{8}}^{8}-8-8}{x8} 90 | 510,9,(√9)!+9!/((√9)!!),l(s{9}r)!+f{x9!}{xl(s{9}r)!!} 91 | 511,1,(1+1)^(11-1-1)-1,{l(1+1r)}^{11-1-1}-1 92 | 511,2,(√2^(22-2)-2)/2,f{x{s{2}}^{22-2}-2}{x2} 93 | 511,3,3!+(3!!+(3*3)!)/(3!!),3!+f{x3!!+l(3t3r)!}{x3!!} 94 | 511,4,√4*4^4-4/4,s{4}t{4}^{4}-f{x4}{x4} 95 | 511,5,5+(5+5^5)/5-5!,5+f{x5+{5}^{5}}{x5}-5! 96 | 511,6,6+6!-(√6^6-6/6),6+6!-{s{6}}^{6}+f{x6}{x6} 97 | 511,7,7*(7+77)-77,7tl(7+77r)-77 98 | 511,8,(√8^8-8)/8,f{x{s{8}}^{8}-8}{x8} 99 | 511,9,(√9)!+((√9)!!+9!)/((√9)!!),l(s{9}r)!+f{xl(s{9}r)!!+9!}{xl(s{9}r)!!} 100 | 512,1,(1+1)^(11-1-1),{l(1+1r)}^{11-1-1} 101 | 512,2,√(√(√2*2)^((2+2)!)),s{{s{s{2}t2}}^{l(2+2r)!}} 102 | 512,3,((3!/3)^3)^3,{l({l(f{x3!}{x3}r)}^{3}r)}^{3} 103 | 512,4,√4*4^4,s{4}t{4}^{4} 104 | 512,5,√√(√(5!/(5+5+5))^(5!/5)),s{\!\!s{{s{f{x5!}{x5+5+5}}}^{f{5!}{5}}}} 105 | 512,6,√(6+(6+6)/6)^6,{s{6+f{x6+6}{x6}}}^{6} 106 | 512,7,√(7+7/7)^(7-7/7),{s{7+f{x7}{x7}}}^{7-f{7}{7}} 107 | 512,8,8*8*8,8t8t8 108 | 512,9,((√9)!/√9)^9,{l(f{xl(s{9}r)!}{xs{9}}r)}^{9} 109 | 513,1,1+(1+1)^(11-1-1),1+{l(1+1r)}^{11-1-1} 110 | 513,2,(2+√2^(22-2))/2,f{x2+{s{2}}^{22-2}}{x2} 111 | 513,3,3^(3!)-(3!)^3,{3}^{3!}-{3!}^{3} 112 | 513,4,4/4+√4*4^4,f{x4}{x4}+s{4}t{4}^{4} 113 | 513,5,(5^5-555-5)/5,f{x{5}^{5}-555-5}{x5} 114 | 513,6,6/6+√(6+(6+6)/6)^6,f{x6}{x6}+{s{6+f{x6+6}{x6}}}^{6} 115 | 513,7,7/7+√(7+7/7)^(7-7/7),f{x7}{x7}+{s{7+f{x7}{x7}}}^{7-f{7}{7}} 116 | 513,8,(8+√8^8)/8,f{x8+{s{8}}^{8}}{x8} 117 | 513,9,9+9!/((√9)!!),9+f{x9!}{xl(s{9}r)!!} 118 | 514,1,1+1+(1+1)^(11-1-1),1+1+{l(1+1r)}^{11-1-1} 119 | 514,2,2+√(√(√2*2)^((2+2)!)),2+s{{s{s{2}t2}}^{l(2+2r)!}} 120 | 514,3,3/3+3^(3!)-(3!)^3,f{x3}{x3}+{3}^{3!}-{3!}^{3} 121 | 514,4,√4+√4*4^4,s{4}+s{4}t{4}^{4} 122 | 514,5,(5^5-555)/5,f{x{5}^{5}-555}{x5} 123 | 514,6,6!-(√6^6-(66-6)/6),6!-{s{6}}^{6}+f{x66-6}{x6} 124 | 514,7,7!/(7+7)+77+77,f{x7!}{x7+7}+77+77 125 | 514,8,(8+8+√8^8)/8,f{x8+8+{s{8}}^{8}}{x8} 126 | 514,9,9+((√9)!!+9!)/((√9)!!),9+f{xl(s{9}r)!!+9!}{xl(s{9}r)!!} 127 | 515,1,1+1+1+(1+1)^(11-1-1),1+1+1+{l(1+1r)}^{11-1-1} 128 | 515,2,2+(2+√2^(22-2))/2,2+f{x2+{s{2}}^{22-2}}{x2} 129 | 515,3,3+((3!/3)^3)^3,3+{l({l(f{x3!}{x3}r)}^{3}r)}^{3} 130 | 515,4,(4!+√(√4^(4!)))/(4+4),f{x4!+s{{s{4}}^{4!}}}{x4+4} 131 | 515,5,5!+5!+5*55,5!+5!+5t55 132 | 515,6,6!-(√6^6-66/6),6!-{s{6}}^{6}+f{x66}{x6} 133 | 515,7,7*77-(77/7-7)!,7t77-l(f{x77}{x7}-7r)! 134 | 515,8,(√8^8+(√(8+8))!)/8,f{x{s{8}}^{8}+l(s{8+8}r)!}{x8} 135 | 515,9,√9+((√9)!/√9)^9,s{9}+{l(f{xl(s{9}r)!}{xs{9}}r)}^{9} 136 | 516,1,(1+11)*((1+1)*(11+11)-1),l(1+11r)tl(l(1+1r)tl(11+11r)-1r) 137 | 516,2,2*(2+2^(2*(2+2))),2tl(2+{2}^{2tl(2+2r)}r) 138 | 516,3,3+3^(3!)-(3!)^3,3+{3}^{3!}-{3!}^{3} 139 | 516,4,4+√4*4^4,4+s{4}t{4}^{4} 140 | 516,5,(5^5+55)/5-5!,f{x{5}^{5}+55}{x5}-5! 141 | 516,6,6!/6+6*66,f{x6!}{x6}+6t66 142 | 516,7,(7!+7*(7!-7))/77-7,f{x7!+7tl(7!-7r)}{x77}-7 143 | 516,8,√(8+8)+8*8*8,s{8+8}+8t8t8 144 | 516,9,9+√9+9!/((√9)!!),9+s{9}+f{x9!}{xl(s{9}r)!!} 145 | 517,1,11*(((1+1+1)!)^(1+1)+11),11tl({l(1+1+1r)!}^{1+1}+11r) 146 | 517,2,((2+2)!-√2^(-2))*22,l(l(2+2r)!-{s{2}}^{-2}r)t22 147 | 517,3,3!!-(3^(3!)-3!!/(3!))/3,3!!-f{x{3}^{3!}-f{x3!!}{x3!}}{x3} 148 | 517,4,(4!-√4)*(4!-√4/4),l(4!-s{4}r)tl(4!-f{xs{4}}{x4}r) 149 | 517,5,(5+5^5+55)/5-5!,f{x5+{5}^{5}+55}{x5}-5! 150 | 517,6,(6!+6)/6+6*66,f{x6!+6}{x6}+6t66 151 | 517,7,(7-(7+7)/7/7)*77,l(7-f{x7+7}{x7t7}r)t77 152 | 517,8,√(8+8)+(8+√8^8)/8,s{8+8}+f{x8+{s{8}}^{8}}{x8} 153 | 517,9,9+√9+((√9)!!+9!)/((√9)!!),9+s{9}+f{xl(s{9}r)!!+9!}{xl(s{9}r)!!} 154 | 518,1,(1+11/(1+1+1))*111,l(1+f{x11}{x1+1+1}r)t111 155 | 518,2,2+2*(2+2^(2*(2+2))),2+2tl(2+{2}^{2tl(2+2r)}r) 156 | 518,3,3!+((3!/3)^3)^3,3!+{l({l(f{x3!}{x3}r)}^{3}r)}^{3} 157 | 518,4,4+√4+√4*4^4,4+s{4}+s{4}t{4}^{4} 158 | 518,5,(5!+5^5-55)/5-5!,f{x5!+{5}^{5}-55}{x5}-5! 159 | 518,6,6+√(6+(6+6)/6)^6,6+{s{6+f{x6+6}{x6}}}^{6} 160 | 518,7,7*77-7-7-7,7t77-7-7-7 161 | 518,8,8+(√8^8-8-8)/8,8+f{x{s{8}}^{8}-8-8}{x8} 162 | 518,9,(√9)!+((√9)!/√9)^9,l(s{9}r)!+{l(f{xl(s{9}r)!}{xs{9}}r)}^{9} 163 | 519,1,1+(1+11/(1+1+1))*111,1+l(1+f{x11}{x1+1+1}r)t111 164 | 519,2,2+((2+2)!-√2^(-2))*22,2+l(l(2+2r)!-{s{2}}^{-2}r)t22 165 | 519,3,3!!-3!*33-3,3!!-3!t33-3 166 | 519,4,√4*(4+4^4)-4/4,s{4}tl(4+{4}^{4}r)-f{x4}{x4} 167 | 519,5,5+(5^5-555)/5,5+f{x{5}^{5}-555}{x5} 168 | 519,6,(6!+√(6!/6)^6/(6!)-6)/6,f{x6!+f{x{s{f{x6!}{x6}}}^{6}}{x6!}-6}{x6} 169 | 519,7,7+√(7+7/7)^(7-7/7),7+{s{7+f{x7}{x7}}}^{7-f{7}{7}} 170 | 519,8,8+(√8^8-8)/8,8+f{x{s{8}}^{8}-8}{x8} 171 | 519,9,9+(√9)!+9!/((√9)!!),9+l(s{9}r)!+f{x9!}{xl(s{9}r)!!} 172 | 520,1,(1+1+1)!!-(1+1)*(111-11),l(1+1+1r)!!-l(1+1r)tl(111-11r) 173 | 520,2,(2+(2+2)!)*(22-2),l(2+l(2+2r)!r)tl(22-2r) 174 | 520,3,(3!!+3!!+3!!/(3!))/3,f{x3!!+3!!+f{x3!!}{x3!}}{x3} 175 | 520,4,√4*(4+4^4),s{4}tl(4+{4}^{4}r) 176 | 520,5,5*(5!-5)-55,5tl(5!-5r)-55 177 | 520,6,(6!+√(6!/6)^6/(6!))/6,f{x6!+f{x{s{f{x6!}{x6}}}^{6}}{x6!}}{x6} 178 | 520,7,(√(7!)+√((7+7)!+7!))/(√(7!)+√(7!)*7),f{xs{7!}+s{l(7+7r)!+7!}}{xs{7!}+s{7!}t7} 179 | 520,8,8+8*8*8,8+8t8t8 180 | 520,9,(√9)!!*((√9)!+√9/((√9)!))/9,f{xl(s{9}r)!!tl(l(s{9}r)!+f{xs{9}}{xl(s{9}r)!}r)}{x9} 181 | 521,1,11+(1+1)^(11-1-1)-1-1,11+{l(1+1r)}^{11-1-1}-1-1 182 | 521,2,(22+√2^(22-2))/2-2,f{x22+{s{2}}^{22-2}}{x2}-2 183 | 521,3,3*3+((3!/3)^3)^3,3t3+{l({l(f{x3!}{x3}r)}^{3}r)}^{3} 184 | 521,4,√(4!-4/4)^4-4-4,{s{4!-f{x4}{x4}}}^{4}-4-4 185 | 521,5,5!*5-(5!/5+55),5!t5-l(f{x5!}{x5}+55r) 186 | 521,6,√(6-6/6)^6+6*66,{s{6-f{x6}{x6}}}^{6}+6t66 187 | 521,7,7*77-77/7-7,7t77-f{x77}{x7}-7 188 | 521,8,8+(8+√8^8)/8,8+f{x8+{s{8}}^{8}}{x8} 189 | 521,9,9+((√9)!/√9)^9,9+{l(f{xl(s{9}r)!}{xs{9}}r)}^{9} 190 | 522,1,11+(1+1)^(11-1-1)-1,11+{l(1+1r)}^{11-1-1}-1 191 | 522,2,(2+2)!*(22-2^(-2)),l(2+2r)!tl(22-{2}^{-2}r) 192 | 522,3,3!!-3!*33,3!!-3!t33 193 | 522,4,√4+√4*(4+4^4),s{4}+s{4}tl(4+{4}^{4}r) 194 | 522,5,5!*5-((5!-5)/5+55),5!t5-l(f{x5!-5}{x5}+55r) 195 | 522,6,6+6!/6+6*66,6+f{x6!}{x6}+6t66 196 | 522,7,7*77-(77-7)/7-7,7t77-f{x77-7}{x7}-7 197 | 522,8,(√8^8+88-8)/8,f{x{s{8}}^{8}+88-8}{x8} 198 | 522,9,9+9+9!/((√9)!!),9+9+f{x9!}{xl(s{9}r)!!} 199 | 523,1,11+(1+1)^(11-1-1),11+{l(1+1r)}^{11-1-1} 200 | 523,2,(22+√2^(22-2))/2,f{x22+{s{2}}^{22-2}}{x2} 201 | 523,3,3!!-(3!*33-3/3),3!!-3!t33+f{x3}{x3} 202 | 523,4,√4*4^4+44/4,s{4}t{4}^{4}+f{x44}{x4} 203 | 523,5,555-((5+5)/5)^5,555-{l(f{x5+5}{x5}r)}^{5} 204 | 523,6,6+(6!+6)/6+6*66,6+f{x6!+6}{x6}+6t66 205 | 523,7,(7!+7*(7!-7))/77,f{x7!+7tl(7!-7r)}{x77} 206 | 523,8,(√8^8+88)/8,f{x{s{8}}^{8}+88}{x8} 207 | 523,9,√(9!+9^√9)-(√9)!!/9,s{9!+{9}^{s{9}}}-f{xl(s{9}r)!!}{x9} 208 | 524,1,1+11+(1+1)^(11-1-1),1+11+{l(1+1r)}^{11-1-1} 209 | 524,2,(2+2)!*22-2-2,l(2+2r)!t22-2-2 210 | 524,3,3!+3!+((3!/3)^3)^3,3!+3!+{l({l(f{x3!}{x3}r)}^{3}r)}^{3} 211 | 524,4,4!*(4!-√4)-4,4!tl(4!-s{4}r)-4 212 | 524,5,(5!+5^5)/5-5!-5,f{x5!+{5}^{5}}{x5}-5!-5 213 | 524,6,6!-(√6^6-6!/6/6),6!-{s{6}}^{6}+f{x6!}{x6t6} 214 | 524,7,7!/7-(7+7)*(7+7),f{x7!}{x7}-l(7+7r)tl(7+7r) 215 | 524,8,(8+√8^8+88)/8,f{x8+{s{8}}^{8}+88}{x8} 216 | 524,9,9+√9+((√9)!/√9)^9,9+s{9}+{l(f{xl(s{9}r)!}{xs{9}}r)}^{9} 217 | 525,1,1+1+11+(1+1)^(11-1-1),1+1+11+{l(1+1r)}^{11-1-1} 218 | 525,2,(2/2+22)^2-2-2,{l(f{x2}{x2}+22r)}^{2}-2-2 219 | 525,3,3+3!!-3!*33,3+3!!-3!t33 220 | 525,4,√(4!-4/4)^4-4,{s{4!-f{x4}{x4}}}^{4}-4 221 | 525,5,5*(5!-5-5-5),5tl(5!-5-5-5r) 222 | 525,6,6!-(√6^6-(6+6!/6)/6),6!-{s{6}}^{6}+f{x6+f{x6!}{x6}}{x6} 223 | 525,7,7*77-7-7,7t77-7-7 224 | 525,8,(8+8+√8^8+88)/8,f{x8+8+{s{8}}^{8}+88}{x8} 225 | 525,9,9+9+√9+9!/((√9)!!),9+9+s{9}+f{x9!}{xl(s{9}r)!!} 226 | 526,1,(1+1)*((1+1+1+1)!*11-1),l(1+1r)tl(l(1+1+1+1r)!t11-1r) 227 | 526,2,(2+2)!*22-2,l(2+2r)!t22-2 228 | 526,3,3!+(3!!+3!!+3!!/(3!))/3,3!+f{x3!!+3!!+f{x3!!}{x3!}}{x3} 229 | 526,4,4!*(4!-√4)-√4,4!tl(4!-s{4}r)-s{4} 230 | 526,5,555-5!/5-5,555-f{x5!}{x5}-5 231 | 526,6,666-(6!+6!/6)/6,666-f{x6!+f{x6!}{x6}}{x6} 232 | 526,7,7/7+7*77-7-7,f{x7}{x7}+7t77-7-7 233 | 526,8,8+8+(√8^8-8-8)/8,8+8+f{x{s{8}}^{8}-8-8}{x8} 234 | 526,9,(√9)!!/(9+9)+9*(√9)!*9,f{xl(s{9}r)!!}{x9+9}+9tl(s{9}r)!t9 235 | 527,1,(1+11+11)^(1+1)-1-1,{l(1+11+11r)}^{1+1}-1-1 236 | 527,2,(2/2+22)^2-2,{l(f{x2}{x2}+22r)}^{2}-2 237 | 527,3,3*(3!)^3-(3!!+3!)/(3!),3t{3!}^{3}-f{x3!!+3!}{x3!} 238 | 527,4,√(4!-4/4)^4-√4,{s{4!-f{x4}{x4}}}^{4}-s{4} 239 | 527,5,5*(5!-5)-(5!+5!)/5,5tl(5!-5r)-f{x5!+5!}{x5} 240 | 527,6,6*66+(6!+66)/6,6t66+f{x6!+66}{x6} 241 | 527,7,7*77-(7+77)/7,7t77-f{x7+77}{x7} 242 | 527,8,8+8+(√8^8-8)/8,8+8+f{x{s{8}}^{8}-8}{x8} 243 | 527,9,9+(√9)!+((√9)!/√9)^9,9+l(s{9}r)!+{l(f{xl(s{9}r)!}{xs{9}}r)}^{9} 244 | 528,1,(1+11+11)^(1+1)-1,{l(1+11+11r)}^{1+1}-1 245 | 528,2,(2+2)!*22,l(2+2r)!t22 246 | 528,3,3!+3!!-3!*33,3!+3!!-3!t33 247 | 528,4,4!*(4!-√4),4!tl(4!-s{4}r) 248 | 528,5,(5!+5!)*55/5/5,f{xl(5!+5!r)t55}{x5t5} 249 | 528,6,66/(√(6/(6+6))^6),f{x66}{x{s{f{x6}{x6+6}}}^{6}} 250 | 528,7,7*77-77/7,7t77-f{x77}{x7} 251 | 528,8,8+8+8*8*8,8+8+8t8t8 252 | 528,9,((√9)!-(√9)!/9)*99,l(l(s{9}r)!-f{xl(s{9}r)!}{x9}r)t99 253 | 529,1,(1+11+11)^(1+1),{l(1+11+11r)}^{1+1} 254 | 529,2,(2/2+22)^2,{l(f{x2}{x2}+22r)}^{2} 255 | 529,3,(3+3!!/(3!)/(3!))^(3!/3),{l(3+f{x3!!}{x3!t3!}r)}^{f{3!}{3}} 256 | 529,4,√(4!-4/4)^4,{s{4!-f{x4}{x4}}}^{4} 257 | 529,5,(5!+5^5)/5-5!,f{x5!+{5}^{5}}{x5}-5! 258 | 529,6,6!-(√(6-6/6)^6+66),6!-l({s{6-f{x6}{x6}}}^{6}+66r) 259 | 529,7,7*77-(77-7)/7,7t77-f{x77-7}{x7} 260 | 529,8,√(√((√(8+8))!-8/8)^8),s{{s{l(s{8+8}r)!-f{x8}{x8}}}^{8}} 261 | 529,9,(√9)!!-((√9)!!+999)/9,l(s{9}r)!!-f{xl(s{9}r)!!+999}{x9} 262 | 530,1,1+(1+11+11)^(1+1),1+{l(1+11+11r)}^{1+1} 263 | 530,2,2+(2+2)!*22,2+l(2+2r)!t22 264 | 530,3,3!*3+((3!/3)^3)^3,3!t3+{l({l(f{x3!}{x3}r)}^{3}r)}^{3} 265 | 530,4,√4+4!*(4!-√4),s{4}+4!tl(4!-s{4}r) 266 | 530,5,555-5*5,555-5t5 267 | 530,6,6+6!-(√6^6-6!/6/6),6+6!-{s{6}}^{6}+f{x6!}{x6t6} 268 | 530,7,7*77-(7+7)/7-7,7t77-f{x7+7}{x7}-7 269 | 530,8,8+(√8^8+88-8)/8,8+f{x{s{8}}^{8}+88-8}{x8} 270 | 530,9,9+9+((√9)!/√9)^9,9+9+{l(f{xl(s{9}r)!}{xs{9}}r)}^{9} 271 | 531,1,1+1+(1+11+11)^(1+1),1+1+{l(1+11+11r)}^{1+1} 272 | 531,2,2+(2/2+22)^2,2+{l(f{x2}{x2}+22r)}^{2} 273 | 531,3,3^(3!)-3!*33,{3}^{3!}-3!t33 274 | 531,4,√4+√(4!-4/4)^4,s{4}+{s{4!-f{x4}{x4}}}^{4} 275 | 531,5,555-5!/5,555-f{x5!}{x5} 276 | 531,6,6!-(√6^6-(6/√(6+6))^6),6!-{s{6}}^{6}+{l(f{x6}{xs{6+6}}r)}^{6} 277 | 531,7,7*77-7/7-7,7t77-f{x7}{x7}-7 278 | 531,8,8+(√8^8+88)/8,8+f{x{s{8}}^{8}+88}{x8} 279 | 531,9,9!/((√9)!!)+√9*9,f{x9!}{xl(s{9}r)!!}+s{9}t9 280 | 532,1,1+1+1+(1+11+11)^(1+1),1+1+1+{l(1+11+11r)}^{1+1} 281 | 532,2,2+2+(2+2)!*22,2+2+l(2+2r)!t22 282 | 532,3,3^3+(3!!+(3*3)!)/(3!!),{3}^{3}+f{x3!!+l(3t3r)!}{x3!!} 283 | 532,4,√(4!)^4-44,{s{4!}}^{4}-44 284 | 532,5,555-(5!-5)/5,555-f{x5!-5}{x5} 285 | 532,6,6!-((6+6!+6)/6+66),6!-l(f{x6+6!+6}{x6}+66r) 286 | 532,7,7*77-7,7t77-7 287 | 532,8,8+(8+√8^8+88)/8,8+f{x8+{s{8}}^{8}+88}{x8} 288 | 532,9,(9!+9!/(9+9))/((√9)!!),f{x9!+f{x9!}{x9+9}}{xl(s{9}r)!!} 289 | 533,1,(1+1+1)!!-11*((1+1+1)!+11),l(1+1+1r)!!-11tl(l(1+1+1r)!+11r) 290 | 533,2,2+2+(2/2+22)^2,2+2+{l(f{x2}{x2}+22r)}^{2} 291 | 533,3,3!!-(3!*33-33/3),3!!-3!t33+f{x33}{x3} 292 | 533,4,4+√(4!-4/4)^4,4+{s{4!-f{x4}{x4}}}^{4} 293 | 533,5,555-(5!-5-5)/5,555-f{x5!-5-5}{x5} 294 | 533,6,6!-((6!+6)/6+66),6!-l(f{x6!+6}{x6}+66r) 295 | 533,7,7/7+7*77-7,f{x7}{x7}+7t77-7 296 | 533,8,(8!/8-8)/8-88-8,f{xf{x8!}{x8}-8}{x8}-88-8 297 | 533,9,9*(9!/((9+9)^√9)-√9),9tl(f{x9!}{x{l(9+9r)}^{s{9}}}-s{9}r) 298 | 534,1,(1+1+1)!*√(1+(1+1+1)!!*11),l(1+1+1r)!ts{1+l(1+1+1r)!!t11} 299 | 534,2,(2+2)!*(2^(-2)+22),l(2+2r)!tl({2}^{-2}+22r) 300 | 534,3,3+3^(3!)-3!*33,3+{3}^{3!}-3!t33 301 | 534,4,√4+√(4!)^4-44,s{4}+{s{4!}}^{4}-44 302 | 534,5,5+(5!+5^5)/5-5!,5+f{x5!+{5}^{5}}{x5}-5! 303 | 534,6,√(6*(6+6!*66)),s{6tl(6+6!t66r)} 304 | 534,7,(7+7)/7+7*77-7,f{x7+7}{x7}+7t77-7 305 | 534,8,8!/8/8-88-8,f{x8!}{x8t8}-88-8 306 | 534,9,(√9)!*(9+(√9)!!/9),l(s{9}r)!tl(9+f{xl(s{9}r)!!}{x9}r) 307 | 535,1,(11-1)*(111/(1+1)-1-1),l(11-1r)tl(f{x111}{x1+1}-1-1r) 308 | 535,2,22+(2+√2^(22-2))/2,22+f{x2+{s{2}}^{22-2}}{x2} 309 | 535,3,(3!!+3^3*33-3!)/3,f{x3!!+{3}^{3}t33-3!}{x3} 310 | 535,4,(4!+√(√4+44)^4)/4,f{x4!+{s{s{4}+44}}^{4}}{x4} 311 | 535,5,5!*5+55-5!,5!t5+55-5! 312 | 535,6,6!-((6!-6)/6+66),6!-l(f{x6!-6}{x6}+66r) 313 | 535,7,7+7*77-77/7,7+7t77-f{x77}{x7} 314 | 535,8,(√(8+8))!+(√8^8-8)/8,l(s{8+8}r)!+f{x{s{8}}^{8}-8}{x8} 315 | 535,9,(9+9)!/(((√9)!+9)!)/9-9,f{xl(9+9r)!}{xl(l(s{9}r)!+9r)!t9}-9 316 | 536,1,(1+1+1+1)!+(1+1)^(11-1-1),l(1+1+1+1r)!+{l(1+1r)}^{11-1-1} 317 | 536,2,(2+2)!+√(√(√2*2)^((2+2)!)),l(2+2r)!+s{{s{s{2}t2}}^{l(2+2r)!}} 318 | 536,3,((3*3)!-3!!)/(3!!)+33,f{xl(3t3r)!-3!!}{x3!!}+33 319 | 536,4,4!+√4*4^4,4!+s{4}t{4}^{4} 320 | 536,5,5+555-5!/5,5+555-f{x5!}{x5} 321 | 536,6,6!-((6!-6-6)/6+66),6!-l(f{x6!-6-6}{x6}+66r) 322 | 536,7,7*77-(7+7+7)/7,7t77-f{x7+7+7}{x7} 323 | 536,8,(√(8+8))!+8*8*8,l(s{8+8}r)!+8t8t8 324 | 536,9,(√9)!*(9+((√9)!!+√9)/9),l(s{9}r)!tl(9+f{xl(s{9}r)!!+s{9}}{x9}r) 325 | 537,1,(1+(1+1+1)!)^(1+1)*11-1-1,{l(1+l(1+1+1r)!r)}^{1+1}t11-1-1 326 | 537,2,(√2^(-2)+(2+2)!)*22-2,l({s{2}}^{-2}+l(2+2r)!r)t22-2 327 | 537,3,3!!-((3!)^3-33),3!!-{3!}^{3}+33 328 | 537,4,4+4+√(4!-4/4)^4,4+4+{s{4!-f{x4}{x4}}}^{4} 329 | 537,5,5+555-(5!-5)/5,5+555-f{x5!-5}{x5} 330 | 537,6,(6^6/(6+6)-666)/6,f{xf{x{6}^{6}}{x6+6}-666}{x6} 331 | 537,7,7*77-(7+7)/7,7t77-f{x7+7}{x7} 332 | 537,8,(√(8+8))!+(8+√8^8)/8,l(s{8+8}r)!+f{x8+{s{8}}^{8}}{x8} 333 | 537,9,(√9)!*(99-9)-√9,l(s{9}r)!tl(99-9r)-s{9} 334 | 538,1,(1+(1+1+1)!)^(1+1)*11-1,{l(1+l(1+1+1r)!r)}^{1+1}t11-1 335 | 538,2,(2+2)!*(√2^(-2)+22)-2,l(2+2r)!tl({s{2}}^{-2}+22r)-2 336 | 538,3,(3!!+(3*3)!)/(3!!)+33,f{x3!!+l(3t3r)!}{x3!!}+33 337 | 538,4,4!+√4+√4*4^4,4!+s{4}+s{4}t{4}^{4} 338 | 538,5,(5!+5^5-555)/5,f{x5!+{5}^{5}-555}{x5} 339 | 538,6,((6!+6^6)/(6+6)-6!)/6,f{xf{x6!+{6}^{6}}{x6+6}-6!}{x6} 340 | 538,7,7*77-7/7,7t77-f{x7}{x7} 341 | 538,8,8!/8/8-88-√(8+8),f{x8!}{x8t8}-88-s{8+8} 342 | 538,9,(√9)!*(9+((√9)!!+(√9)!)/9),l(s{9}r)!tl(9+f{xl(s{9}r)!!+l(s{9}r)!}{x9}r) 343 | 539,1,(1+(1+1+1)!)^(1+1)*11,{l(1+l(1+1+1r)!r)}^{1+1}t11 344 | 539,2,(√2^(-2)+(2+2)!)*22,l({s{2}}^{-2}+l(2+2r)!r)t22 345 | 539,3,3^3+((3!/3)^3)^3,{3}^{3}+{l({l(f{x3!}{x3}r)}^{3}r)}^{3} 346 | 539,4,(4!-√4)*(4!+√4/4),l(4!-s{4}r)tl(4!+f{xs{4}}{x4}r) 347 | 539,5,(5+5!/5/5)*55,l(5+f{x5!}{x5t5}r)t55 348 | 539,6,666-(6!+6)/6-6,666-f{x6!+6}{x6}-6 349 | 539,7,7*77,7t77 350 | 539,8,√√(√8-√8/8)^8*88,{s{\!\!s{s{8}-f{xs{8}}{x8}}}}^{8}t88 351 | 539,9,√9*9+((√9)!/√9)^9,s{9}t9+{l(f{xl(s{9}r)!}{xs{9}}r)}^{9} 352 | 540,1,(1+1+1)!!/(1+1/(1+1+1)),f{xl(1+1+1r)!!}{x1+f{x1}{x1+1+1}} 353 | 540,2,(2+2)!*(√2^(-2)+22),l(2+2r)!tl({s{2}}^{-2}+22r) 354 | 540,3,3*3!*(33-3),3t3!tl(33-3r) 355 | 540,4,4!*4+444,4!t4+444 356 | 540,5,5!*5-55-5,5!t5-55-5 357 | 540,6,6!-6*(6*6-6),6!-6tl(6t6-6r) 358 | 540,7,7/7+7*77,f{x7}{x7}+7t77 359 | 540,8,(8!/8-(8-√√(8+8))!)/8,f{xf{x8!}{x8}-l(8-s{\!\!s{8+8}}r)!}{x8} 360 | 540,9,(√9)!*(99-9),l(s{9}r)!tl(99-9r) 361 | 541,1,1+(1+1+1)!!/(1+1/(1+1+1)),1+f{xl(1+1+1r)!!}{x1+f{x1}{x1+1+1}} 362 | 541,2,2+(√2^(-2)+(2+2)!)*22,2+l({s{2}}^{-2}+l(2+2r)!r)t22 363 | 541,3,(3!+3!!*3^3/(3!))/(3!),f{x3!+f{x3!!t{3}^{3}}{x3!}}{x3!} 364 | 541,4,√(4!)^4-44/4-4!,{s{4!}}^{4}-f{x44}{x4}-4! 365 | 541,5,5+5+555-5!/5,5+5+555-f{x5!}{x5} 366 | 541,6,666-√(6-6/6)^6,666-{s{6-f{x6}{x6}}}^{6} 367 | 541,7,(7+7)/7+7*77,f{x7+7}{x7}+7t77 368 | 541,8,(8!/8-8)/8-88,f{xf{x8!}{x8}-8}{x8}-88 369 | 541,9,(√9)!!-((√9)!!/9+99),l(s{9}r)!!-l(f{xl(s{9}r)!!}{x9}+99r) 370 | 542,1,1+1+(1+1+1)!!/(1+1/(1+1+1)),1+1+f{xl(1+1+1r)!!}{x1+f{x1}{x1+1+1}} 371 | 542,2,2+(2+2)!*(√2^(-2)+22),2+l(2+2r)!tl({s{2}}^{-2}+22r) 372 | 542,3,3!!-3!*(3+3!!/(3^3)),3!!-3!tl(3+f{x3!!}{x{3}^{3}}r) 373 | 542,4,√4+4!*4+444,s{4}+4!t4+444 374 | 542,5,555-(5!-55)/5,555-f{x5!-55}{x5} 375 | 542,6,6!-(66+(6+666)/6),6!-l(66+f{x6+666}{x6}r) 376 | 542,7,(7+7+7)/7+7*77,f{x7+7+7}{x7}+7t77 377 | 542,8,8!/8/8-88,f{x8!}{x8t8}-88 378 | 542,9,(√9)!*(√9/9+99-9),l(s{9}r)!tl(f{xs{9}}{x9}+99-9r) 379 | 543,1,(1111-1)/(1+1)-11-1,f{x1111-1}{x1+1}-11-1 380 | 543,2,((2+2)!)^2-(22+22/2),{l(2+2r)!}^{2}-l(22+f{x22}{x2}r) 381 | 543,3,3+3*3!*(33-3),3+3t3!tl(33-3r) 382 | 543,4,4^4+(√(4!)^4-√4)/√4,{4}^{4}+f{x{s{4!}}^{4}-s{4}}{xs{4}} 383 | 543,5,555-5!/(5+5),555-f{x5!}{x5+5} 384 | 543,6,6!-(66+666/6),6!-l(66+f{x666}{x6}r) 385 | 543,7,77/7+7*77-7,f{x77}{x7}+7t77-7 386 | 543,8,(8+8!/8)/8-88,f{x8+f{x8!}{x8}}{x8}-88 387 | 543,9,√9+(√9)!*(99-9),s{9}+l(s{9}r)!tl(99-9r) 388 | 544,1,(1111-1)/(1+1)-11,f{x1111-1}{x1+1}-11 389 | 544,2,2^(2+2)+(2+2)!*22,{2}^{2+2}+l(2+2r)!t22 390 | 544,3,3!!-((3!)^3-3!!/(3!)/3),3!!-{3!}^{3}+f{x3!!}{x3!t3} 391 | 544,4,(4+4)*(4!+44),l(4+4r)tl(4!+44r) 392 | 544,5,555-55/5,555-f{x55}{x5} 393 | 544,6,666-(6+6!+6)/6,666-f{x6+6!+6}{x6} 394 | 544,7,7+7*77-(7+7)/7,7+7t77-f{x7+7}{x7} 395 | 544,8,8*(8*8+√(8+8)),8tl(8t8+s{8+8}r) 396 | 544,9,(9+9)!/(((√9)!+9)!)/9,f{xl(9+9r)!}{xl(l(s{9}r)!+9r)!t9} 397 | 545,1,(1+1111)/(1+1)-11,f{x1+1111}{x1+1}-11 398 | 545,2,2^(2+2)+(2/2+22)^2,{2}^{2+2}+{l(f{x2}{x2}+22r)}^{2} 399 | 545,3,((3!/3)^3)^3+33,{l({l(f{x3!}{x3}r)}^{3}r)}^{3}+33 400 | 545,4,4*4+√(4!-4/4)^4,4t4+{s{4!-f{x4}{x4}}}^{4} 401 | 545,5,5!*5-55,5!t5-55 402 | 545,6,666-(6!+6)/6,666-f{x6!+6}{x6} 403 | 545,7,7+7*77-7/7,7+7t77-f{x7}{x7} 404 | 545,8,(8+√8^8+√(√(8+8)^8))/8,f{x8+{s{8}}^{8}+s{{s{8+8}}^{8}}}{x8} 405 | 545,9,((√9)!/√9)^9+99/√9,{l(f{xl(s{9}r)!}{xs{9}}r)}^{9}+f{x99}{xs{9}} 406 | 546,1,1+(1+1111)/(1+1)-11,1+f{x1+1111}{x1+1}-11 407 | 546,2,(2+(2+2)!)*(22-2/2),l(2+l(2+2r)!r)tl(22-f{x2}{x2}r) 408 | 546,3,(3!)^3+333-3,{3!}^{3}+333-3 409 | 546,4,√(4!)^4-√4-4!-4,{s{4!}}^{4}-s{4}-4!-4 410 | 546,5,5/5+5!*5-55,f{x5}{x5}+5!t5-55 411 | 546,6,666-6!/6,666-f{x6!}{x6} 412 | 546,7,7+7*77,7+7t77 413 | 546,8,88+(8!-8-8)/88,88+f{x8!-8-8}{x88} 414 | 546,9,(√9)!+(√9)!*(99-9),l(s{9}r)!+l(s{9}r)!tl(99-9r) 415 | 547,1,(1111-11)/(1+1)-1-1-1,f{x1111-11}{x1+1}-1-1-1 416 | 547,2,√(√2^((2+2)!))+22^2-2/2,s{{s{2}}^{l(2+2r)!}}+{22}^{2}-f{x2}{x2} 417 | 547,3,(3!)^3+333-3!/3,{3!}^{3}+333-f{x3!}{x3} 418 | 547,4,√(4!)^4-4/4-4!-4,{s{4!}}^{4}-f{x4}{x4}-4!-4 419 | 547,5,5!*(5!-5)/5/5-5,f{x5!tl(5!-5r)}{x5t5}-5 420 | 547,6,666-(6!-6)/6,666-f{x6!-6}{x6} 421 | 547,7,7+7/7+7*77,7+f{x7}{x7}+7t77 422 | 547,8,(√(8+8))!+(√8^8+88)/8,l(s{8+8}r)!+f{x{s{8}}^{8}+88}{x8} 423 | 547,9,(9+√9^9)/((√9)!)/((√9)!),f{x9+{s{9}}^{9}}{xl(s{9}r)!tl(s{9}r)!} 424 | 548,1,(1111-11)/(1+1)-1-1,f{x1111-11}{x1+1}-1-1 425 | 548,2,√(√2^((2+2)!))+22^2,s{{s{2}}^{l(2+2r)!}}+{22}^{2} 426 | 548,3,3!*3!+((3!/3)^3)^3,3!t3!+{l({l(f{x3!}{x3}r)}^{3}r)}^{3} 427 | 548,4,√(4!)^4-4!-4,{s{4!}}^{4}-4!-4 428 | 548,5,555-(5+5)/5-5,555-f{x5+5}{x5}-5 429 | 548,6,666-(6!-6-6)/6,666-f{x6!-6-6}{x6} 430 | 548,7,7+(7+7)/7+7*77,7+f{x7+7}{x7}+7t77 431 | 548,8,8*8+√(√(88)^8)/(8+8),8t8+f{xs{{s{88}}^{8}}}{x8+8} 432 | 548,9,(√9)!*(√9)!+((√9)!/√9)^9,l(s{9}r)!tl(s{9}r)!+{l(f{xl(s{9}r)!}{xs{9}}r)}^{9} 433 | 549,1,(1111-11)/(1+1)-1,f{x1111-11}{x1+1}-1 434 | 549,2,((2+2)!)!/22!-2/2-2,f{xl(2+2r)!!}{x22!}-f{x2}{x2}-2 435 | 549,3,(3!)^3+333,{3!}^{3}+333 436 | 549,4,4!*(4!-√√√(√4^(-4!)))-4!,4!tl(4!-s{\!\!s{\!\!s{{s{4}}^{-4!}}}}r)-4! 437 | 549,5,555-5/5-5,555-f{x5}{x5}-5 438 | 549,6,666-666/6-6,666-f{x666}{x6}-6 439 | 549,7,7*77+(77-7)/7,7t77+f{x77-7}{x7} 440 | 549,8,8+(8!/8-8)/8-88,8+f{xf{x8!}{x8}-8}{x8}-88 441 | 549,9,9+(√9)!*(99-9),9+l(s{9}r)!tl(99-9r) 442 | 550,1,(1111-11)/(1+1),f{x1111-11}{x1+1} 443 | 550,2,((2+2)!)!/22!-2,f{xl(2+2r)!!}{x22!}-2 444 | 550,3,(3!!+3!!+(3!)^3-3!)/3,f{x3!!+3!!+{3!}^{3}-3!}{x3} 445 | 550,4,√(4!)^4-√4-4!,{s{4!}}^{4}-s{4}-4! 446 | 550,5,555-5,555-5 447 | 550,6,(6^6-6!)/6/6-6!-6,f{x{6}^{6}-6!}{x6t6}-6!-6 448 | 550,7,77/7+7*77,f{x77}{x7}+7t77 449 | 550,8,8+8!/8/8-88,8+f{x8!}{x8t8}-88 450 | 550,9,(√9)!!-((√9)!+9!/((√9)!!))/√9,l(s{9}r)!!-f{xl(s{9}r)!+f{x9!}{xl(s{9}r)!!}}{xs{9}} -------------------------------------------------------------------------------- /data/solution.12.dat: -------------------------------------------------------------------------------- 1 | 601,1,1+(1+1+1)!!-((1+1+1)!-1)!,1+l(1+1+1r)!!-l(l(1+1+1r)!-1r)! 2 | 601,2,(2/2+(2+2)!)^2-(2+2)!,{l(f{x2}{x2}+l(2+2r)!r)}^{2}-l(2+2r)! 3 | 601,3,3!!-(3!!-3!)/(3!),3!!-f{x3!!-3!}{x3!} 4 | 601,4,(4+4/4)^4-4!,{l(4+f{x4}{x4}r)}^{4}-4! 5 | 601,5,(5^5-5!)/5,f{x{5}^{5}-5!}{x5} 6 | 601,6,6!-(6!-6)/6,6!-f{x6!-6}{x6} 7 | 601,7,(7!-777-7)/7-7,f{x7!-777-7}{x7}-7 8 | 601,8,(8+√8^8)/8+88,f{x8+{s{8}}^{8}}{x8}+88 9 | 601,9,(√9)!!-((√9)!!-(√9)!)/((√9)!),l(s{9}r)!!-f{xl(s{9}r)!!-l(s{9}r)!}{xl(s{9}r)!} 10 | 602,1,1+1+(1+1+1)!!-((1+1+1)!-1)!,1+1+l(1+1+1r)!!-l(l(1+1+1r)!-1r)! 11 | 602,2,2+(2+2)!+((2+2)!)^2,2+l(2+2r)!+{l(2+2r)!}^{2} 12 | 602,3,3+3!!-(3!!+3!)/(3!),3+3!!-f{x3!!+3!}{x3!} 13 | 602,4,4!+√4+√(4!)^4,4!+s{4}+{s{4!}}^{4} 14 | 602,5,(5+5^5-5!)/5,f{x5+{5}^{5}-5!}{x5} 15 | 602,6,6!-(6!-6-6)/6,6!-f{x6!-6-6}{x6} 16 | 602,7,7+7+7*(7+77),7+7+7tl(7+77r) 17 | 602,8,(√8^8+(8-√√(8+8))!)/8,f{x{s{8}}^{8}+l(8-s{\!\!s{8+8}}r)!}{x8} 18 | 602,9,√(9!+9^√9)-9/9,s{9!+{9}^{s{9}}}-f{x9}{x9} 19 | 603,1,(1+1+1)!!-111-(1+1+1)!,l(1+1+1r)!!-111-l(1+1+1r)! 20 | 603,2,(2/2+(2+2)!)^2-22,{l(f{x2}{x2}+l(2+2r)!r)}^{2}-22 21 | 603,3,√(3^(3!)+(3*3)!),s{{3}^{3!}+l(3t3r)!} 22 | 603,4,4!+4!*(4!+√√√(√4^(-4!))),4!+4!tl(4!+s{\!\!s{\!\!s{{s{4}}^{-4!}}}}r) 23 | 603,5,(5!+5!)/5+555,f{x5!+5!}{x5}+555 24 | 603,6,6!-666/6-6,6!-f{x666}{x6}-6 25 | 603,7,(7+7!-777)/7-7,f{x7+7!-777}{x7}-7 26 | 603,8,(8!/8-88)/8-8-8,f{xf{x8!}{x8}-88}{x8}-8-8 27 | 603,9,√(9!+9^√9),s{9!+{9}^{s{9}}} 28 | 604,1,11*(111-1)/(1+1)-1,f{x11tl(111-1r)}{x1+1}-1 29 | 604,2,(2+2+2/2)!+22^2,l(2+2+f{x2}{x2}r)!+{22}^{2} 30 | 604,3,3+3!!-(3!!-3!)/(3!),3+3!!-f{x3!!-3!}{x3!} 31 | 604,4,4+4!+√(4!)^4,4+4!+{s{4!}}^{4} 32 | 604,5,5+5!*5-5/5,5+5!t5-f{x5}{x5} 33 | 604,6,6+6!-(6+6!+6)/6,6+6!-f{x6+6!+6}{x6} 34 | 604,7,(7+7+7!-777)/7-7,f{x7+7+7!-777}{x7}-7 35 | 604,8,√(8+8)+8*8*8+88,s{8+8}+8t8t8+88 36 | 604,9,9/9+√(9!+9^√9),f{x9}{x9}+s{9!+{9}^{s{9}}} 37 | 605,1,11*(111-1)/(1+1),f{x11tl(111-1r)}{x1+1} 38 | 605,2,22^2+(22/2)^2,{22}^{2}+{l(f{x22}{x2}r)}^{2} 39 | 605,3,3!+3!!-(3!!+3!)/(3!),3!+3!!-f{x3!!+3!}{x3!} 40 | 605,4,4+(4+4/4)^4-4!,4+{l(4+f{x4}{x4}r)}^{4}-4! 41 | 605,5,5+5!*5,5+5!t5 42 | 605,6,6+6!-(6!+6)/6,6+6!-f{x6!+6}{x6} 43 | 605,7,(7+(7-7/7)/7)*77,l(7+f{x7-f{x7}{x7}}{x7}r)t77 44 | 605,8,(8!/8-8)/8-(√(8+8))!,f{xf{x8!}{x8}-8}{x8}-l(s{8+8}r)! 45 | 605,9,(√9)!/√9+√(9!+9^√9),f{xl(s{9}r)!}{xs{9}}+s{9!+{9}^{s{9}}} 46 | 606,1,1+11*(111-1)/(1+1),1+f{x11tl(111-1r)}{x1+1} 47 | 606,2,(2+2)!*2^(2+2)+222,l(2+2r)!t{2}^{2+2}+222 48 | 606,3,3!+3!!-3!!/(3!),3!+3!!-f{x3!!}{x3!} 49 | 606,4,4+4!+√4+√(4!)^4,4+4!+s{4}+{s{4!}}^{4} 50 | 606,5,5+(5^5-5!)/5,5+f{x{5}^{5}-5!}{x5} 51 | 606,6,6+6!-6!/6,6+6!-f{x6!}{x6} 52 | 606,7,(7!-((7!+7)/7+77))/7,f{x7!-l(f{x7!+7}{x7}+77r)}{x7} 53 | 606,8,8!/8/8-(√(8+8))!,f{x8!}{x8t8}-l(s{8+8}r)! 54 | 606,9,√9+√(9!+9^√9),s{9}+s{9!+{9}^{s{9}}} 55 | 607,1,(1+1+1)!!-111-1-1,l(1+1+1r)!!-111-1-1 56 | 607,2,2+22^2+(22/2)^2,2+{22}^{2}+{l(f{x22}{x2}r)}^{2} 57 | 607,3,3!+3!!-(3!!-3!)/(3!),3!+3!!-f{x3!!-3!}{x3!} 58 | 607,4,4!+√(4!)^4+(4!+4)/4,4!+{s{4!}}^{4}+f{x4!+4}{x4} 59 | 607,5,5+(5+5^5-5!)/5,5+f{x5+{5}^{5}-5!}{x5} 60 | 607,6,6+6!-(6!-6)/6,6+6!-f{x6!-6}{x6} 61 | 607,7,(7!-777-7-7)/7,f{x7!-777-7-7}{x7} 62 | 607,8,(8+8!/8)/8-(√(8+8))!,f{x8+f{x8!}{x8}}{x8}-l(s{8+8}r)! 63 | 607,9,(√9)!+(√9)!!-((√9)!!-(√9)!)/((√9)!),l(s{9}r)!+l(s{9}r)!!-f{xl(s{9}r)!!-l(s{9}r)!}{xl(s{9}r)!} 64 | 608,1,(1+1+1)!!-111-1,l(1+1+1r)!!-111-1 65 | 608,2,√2^22-2*(2+2+2)!,{s{2}}^{22}-2tl(2+2+2r)! 66 | 608,3,3^(3!)-(3!!+3!)/(3!),{3}^{3!}-f{x3!!+3!}{x3!} 67 | 608,4,4*(4*44-4!),4tl(4t44-4!r) 68 | 608,5,5!*5+5!/(5+5+5),5!t5+f{x5!}{x5+5+5} 69 | 608,6,6!-(6+666)/6,6!-f{x6+666}{x6} 70 | 608,7,(7!-777-7)/7,f{x7!-777-7}{x7} 71 | 608,8,8*88-88-8,8t88-88-8 72 | 608,9,(√9)!!-(9!+9!)/((√9)!!)/9,l(s{9}r)!!-f{x9!+9!}{xl(s{9}r)!!t9} 73 | 609,1,(1+1+1)!!-111,l(1+1+1r)!!-111 74 | 609,2,(2+2+2)!-222/2,l(2+2+2r)!-f{x222}{x2} 75 | 609,3,3^(3!)-3!!/(3!),{3}^{3!}-f{x3!!}{x3!} 76 | 609,4,(4+4/4)^4-4*4,{l(4+f{x4}{x4}r)}^{4}-4t4 77 | 609,5,(5^5-55)/5-5,f{x{5}^{5}-55}{x5}-5 78 | 609,6,6!-666/6,6!-f{x666}{x6} 79 | 609,7,(7!-777)/7,f{x7!-777}{x7} 80 | 609,8,8+(8+√8^8)/8+88,8+f{x8+{s{8}}^{8}}{x8}+88 81 | 609,9,(√9)!+√(9!+9^√9),l(s{9}r)!+s{9!+{9}^{s{9}}} 82 | 610,1,1+(1+1+1)!!-111,1+l(1+1+1r)!!-111 83 | 610,2,(2+√2^(-2))*(22+222),l(2+{s{2}}^{-2}r)tl(22+222r) 84 | 610,3,3^(3!)-(3!!-3!)/(3!),{3}^{3!}-f{x3!!-3!}{x3!} 85 | 610,4,√(4+(4!)^4+(4+4)!),s{4+{4!}^{4}+l(4+4r)!} 86 | 610,5,5+5+5!*5,5+5+5!t5 87 | 610,6,6!-(666-6)/6,6!-f{x666-6}{x6} 88 | 610,7,(7+7!-777)/7,f{x7+7!-777}{x7} 89 | 610,8,√(8!+√(8+8)+√((√(8+8))!)^8),s{8!+s{8+8}+{s{l(s{8+8}r)!}}^{8}} 90 | 610,9,(√9)!!-(99/9)!/(9!),l(s{9}r)!!-f{xl(f{x99}{x9}r)!}{x9!} 91 | 611,1,(1+11*111)/(1+1),f{x1+11t111}{x1+1} 92 | 611,2,(2+(2+2)!)*((2+2)!-√2^(-2)),l(2+l(2+2r)!r)tl(l(2+2r)!-{s{2}}^{-2}r) 93 | 611,3,(33/3)^3-3!!,{l(f{x33}{x3}r)}^{3}-3!! 94 | 611,4,(√4+4!)*(4!-√4/4),l(s{4}+4!r)tl(4!-f{xs{4}}{x4}r) 95 | 611,5,5!*5+55/5,5!t5+f{x55}{x5} 96 | 611,6,√(66/6)^6-6!,{s{f{x66}{x6}}}^{6}-6! 97 | 611,7,(7+7+7!-777)/7,f{x7+7+7!-777}{x7} 98 | 611,8,(8!/8-88)/8-8,f{xf{x8!}{x8}-88}{x8}-8 99 | 611,9,(9+9!/((√9)!))/99,f{x9+f{x9!}{xl(s{9}r)!}}{x99} 100 | 612,1,1+(1+11*111)/(1+1),1+f{x1+11t111}{x1+1} 101 | 612,2,((2+2)!)^2+(2+2+2)^2,{l(2+2r)!}^{2}+{l(2+2+2r)}^{2} 102 | 612,3,3!!-3*3!*3!,3!!-3t3!t3! 103 | 612,4,√(4!)^4+√(4!/4)^4,{s{4!}}^{4}+{s{f{x4!}{x4}}}^{4} 104 | 612,5,5!*5+5!/(5+5),5!t5+f{x5!}{x5+5} 105 | 612,6,6*(6*6+66),6tl(6t6+66r) 106 | 612,7,7+(7+(7-7/7)/7)*77,7+l(7+f{x7-f{x7}{x7}}{x7}r)t77 107 | 612,8,8*88-88-√(8+8),8t88-88-s{8+8} 108 | 612,9,(√9)!!-99-9,l(s{9}r)!!-99-9 109 | 613,1,1+1+(1+11*111)/(1+1),1+1+f{x1+11t111}{x1+1} 110 | 613,2,(2+2)!*(2+(2+2)!)-22/2,l(2+2r)!tl(2+l(2+2r)!r)-f{x22}{x2} 111 | 613,3,3!!-(3*3!*3!-3/3),3!!-3t3!t3!+f{x3}{x3} 112 | 613,4,(4+4/4)^4-4!/√4,{l(4+f{x4}{x4}r)}^{4}-f{x4!}{xs{4}} 113 | 613,5,(5^5-55-5)/5,f{x{5}^{5}-55-5}{x5} 114 | 613,6,6+6+6!-(6!-6)/6,6+6+6!-f{x6!-6}{x6} 115 | 613,7,(7!-(777-77))/7-7,f{x7!-777+77}{x7}-7 116 | 613,8,(8!/8-8)/8-8-8,f{xf{x8!}{x8}-8}{x8}-8-8 117 | 613,9,(√9)!!-((√9)!!/9+√9*9),l(s{9}r)!!-l(f{xl(s{9}r)!!}{x9}+s{9}t9r) 118 | 614,1,(1+(1+1+1+1)!)^(1+1)-11,{l(1+l(1+1+1+1r)!r)}^{1+1}-11 119 | 614,2,(2+2+(2+2)!)*22-2,l(2+2+l(2+2r)!r)t22-2 120 | 614,3,3+(33/3)^3-3!!,3+{l(f{x33}{x3}r)}^{3}-3!! 121 | 614,4,(4!-√4)*(4!+4)-√4,l(4!-s{4}r)tl(4!+4r)-s{4} 122 | 614,5,(5^5-55)/5,f{x{5}^{5}-55}{x5} 123 | 614,6,6!-(6!-6!/6)/6-6,6!-f{x6!-f{x6!}{x6}}{x6}-6 124 | 614,7,(7!-7)/7-7*(7+7)-7,f{x7!-7}{x7}-7tl(7+7r)-7 125 | 614,8,8!/8/8-8-8,f{x8!}{x8t8}-8-8 126 | 614,9,√(9!+9^√9)+99/9,s{9!+{9}^{s{9}}}+f{x99}{x9} 127 | 615,1,11*(1+111)/(1+1)-1,f{x11tl(1+111r)}{x1+1}-1 128 | 615,2,(2+2+(2+2)!)*22-2/2,l(2+2+l(2+2r)!r)t22-f{x2}{x2} 129 | 615,3,3*(3!)^3-33,3t{3!}^{3}-33 130 | 615,4,((4!+4)*44-√4)/√4,f{xl(4!+4r)t44-s{4}}{xs{4}} 131 | 615,5,5^5/5-5-5,f{x{5}^{5}}{x5}-5-5 132 | 615,6,6+6!-666/6,6+6!-f{x666}{x6} 133 | 615,7,7!/7-7*(7+7)-7,f{x7!}{x7}-7tl(7+7r)-7 134 | 615,8,(8+8!/8)/8-8-8,f{x8+f{x8!}{x8}}{x8}-8-8 135 | 615,9,(√9)!!-99-(√9)!,l(s{9}r)!!-99-l(s{9}r)! 136 | 616,1,11*(1+111)/(1+1),f{x11tl(1+111r)}{x1+1} 137 | 616,2,(2+2+(2+2)!)*22,l(2+2+l(2+2r)!r)t22 138 | 616,3,(3!!/(3!)+(3!+3!)^3)/3,f{xf{x3!!}{x3!}+{l(3!+3!r)}^{3}}{x3} 139 | 616,4,(4!-√4)*(4!+4),l(4!-s{4}r)tl(4!+4r) 140 | 616,5,(5+5^5)/5-5-5,f{x5+{5}^{5}}{x5}-5-5 141 | 616,6,(6+6!/(√6^6))*66,l(6+f{x6!}{x{s{6}}^{6}}r)t66 142 | 616,7,77+7*77,77+7t77 143 | 616,8,8*88-88,8t88-88 144 | 616,9,(9!+(9!+9!)/9)/((√9)!!),f{x9!+f{x9!+9!}{x9}}{xl(s{9}r)!!} 145 | 617,1,1+11*(1+111)/(1+1),1+f{x11tl(1+111r)}{x1+1} 146 | 617,2,2/2+(2+2+(2+2)!)*22,f{x2}{x2}+l(2+2+l(2+2r)!r)t22 147 | 617,3,3!+(33/3)^3-3!!,3!+{l(f{x33}{x3}r)}^{3}-3!! 148 | 617,4,(4+4/4)^4-4-4,{l(4+f{x4}{x4}r)}^{4}-4-4 149 | 617,5,5+5!*5+5!/(5+5),5+5!t5+f{x5!}{x5+5} 150 | 617,6,6+√(66/6)^6-6!,6+{s{f{x66}{x6}}}^{6}-6! 151 | 617,7,(7!-(7!+7)/7)/7,f{x7!-f{x7!+7}{x7}}{x7} 152 | 617,8,√(8-√(8+8/8))^8-8,{s{8-s{8+f{x8}{x8}}}}^{8}-8 153 | 617,9,(√9)!!-(9/9+99)-√9,l(s{9}r)!!-l(f{x9}{x9}+99r)-s{9} 154 | 618,1,√(1+1+1)^(1+11)-111,{s{1+1+1}}^{1+11}-111 155 | 618,2,((2+2)!)^2+2*22-2,{l(2+2r)!}^{2}+2t22-2 156 | 618,3,3!!-3*33-3,3!!-3t33-3 157 | 618,4,√(4!)^4+44-√4,{s{4!}}^{4}+44-s{4} 158 | 618,5,(5^5-5-5)/5-5,f{x{5}^{5}-5-5}{x5}-5 159 | 618,6,6!-(6*6+66),6!-l(6t6+66r) 160 | 618,7,(7+7!-(7!+7)/7)/7,f{x7+7!-f{x7!+7}{x7}}{x7} 161 | 618,8,(8!/8-88-8)/8,f{xf{x8!}{x8}-88-8}{x8} 162 | 618,9,(√9)!!-99-√9,l(s{9}r)!!-99-s{9} 163 | 619,1,(1+1+1)!!-1111/11,l(1+1+1r)!!-f{x1111}{x11} 164 | 619,2,((2+2)!)^2+2*22-2/2,{l(2+2r)!}^{2}+2t22-f{x2}{x2} 165 | 619,3,3!!-(3!/3+3*33),3!!-l(f{x3!}{x3}+3t33r) 166 | 619,4,√(4!)^4+44-4/4,{s{4!}}^{4}+44-f{x4}{x4} 167 | 619,5,(5^5-5)/5-5,f{x{5}^{5}-5}{x5}-5 168 | 619,6,6!-(6+6!-6!/6)/6,6!-f{x6+6!-f{x6!}{x6}}{x6} 169 | 619,7,7!/(7+7/7)-77/7,f{x7!}{x7+f{x7}{x7}}-f{x77}{x7} 170 | 619,8,(8!/8-88)/8,f{xf{x8!}{x8}-88}{x8} 171 | 619,9,(√9)!!-((√9)!/√9+99),l(s{9}r)!!-l(f{xl(s{9}r)!}{xs{9}}+99r) 172 | 620,1,(1+1+1)!!-(111-11),l(1+1+1r)!!-111+11 173 | 620,2,((2+2)!)^2+2*22,{l(2+2r)!}^{2}+2t22 174 | 620,3,3!!-(3!!-3!!/(3!))/(3!),3!!-f{x3!!-f{x3!!}{x3!}}{x3!} 175 | 620,4,√(4!)^4+44,{s{4!}}^{4}+44 176 | 620,5,5^5/5-5,f{x{5}^{5}}{x5}-5 177 | 620,6,6!-(6!-6!/6)/6,6!-f{x6!-f{x6!}{x6}}{x6} 178 | 620,7,(7!-(777-77))/7,f{x7!-777+77}{x7} 179 | 620,8,(8+8!/8-88)/8,f{x8+f{x8!}{x8}-88}{x8} 180 | 620,9,(√9)!!-(9/9+99),l(s{9}r)!!-l(f{x9}{x9}+99r) 181 | 621,1,1+(1+1+1)!!-(111-11),1+l(1+1+1r)!!-111+11 182 | 621,2,(2/2+(2+2)!)^2-2-2,{l(f{x2}{x2}+l(2+2r)!r)}^{2}-2-2 183 | 621,3,3!!-3*33,3!!-3t33 184 | 621,4,(4+4/4)^4-4,{l(4+f{x4}{x4}r)}^{4}-4 185 | 621,5,(5+5^5)/5-5,f{x5+{5}^{5}}{x5}-5 186 | 621,6,6!-(6!-6!/6-6)/6,6!-f{x6!-f{x6!}{x6}-6}{x6} 187 | 621,7,(7!-7)/7-7*(7+7),f{x7!-7}{x7}-7tl(7+7r) 188 | 621,8,(8!/8-8)/8-8,f{xf{x8!}{x8}-8}{x8}-8 189 | 621,9,(√9)!!-99,l(s{9}r)!!-99 190 | 622,1,11+(1+11*111)/(1+1),11+f{x1+11t111}{x1+1} 191 | 622,2,(2+2)!*(2+(2+2)!)-2,l(2+2r)!tl(2+l(2+2r)!r)-2 192 | 622,3,3!!-(3*33-3/3),3!!-3t33+f{x3}{x3} 193 | 622,4,4!*(√4+4!)-√4,4!tl(s{4}+4!r)-s{4} 194 | 622,5,(5+5+5^5)/5-5,f{x5+5+{5}^{5}}{x5}-5 195 | 622,6,6+(6+6!/(√6^6))*66,6+l(6+f{x6!}{x{s{6}}^{6}}r)t66 196 | 622,7,7!/7-7*(7+7),f{x7!}{x7}-7tl(7+7r) 197 | 622,8,8!/8/8-8,f{x8!}{x8t8}-8 198 | 622,9,(√9)!!-(99-9/9),l(s{9}r)!!-99+f{x9}{x9} 199 | 623,1,(1+1)^(11-1-1)+111,{l(1+1r)}^{11-1-1}+111 200 | 623,2,(2/2+(2+2)!)^2-2,{l(f{x2}{x2}+l(2+2r)!r)}^{2}-2 201 | 623,3,3!!-(3*33-3!/3),3!!-3t33+f{x3!}{x3} 202 | 623,4,(4+4/4)^4-√4,{l(4+f{x4}{x4}r)}^{4}-s{4} 203 | 623,5,(5^5-5-5)/5,f{x{5}^{5}-5-5}{x5} 204 | 623,6,6!-(√6^6-(6!-6)/6),6!-{s{6}}^{6}+f{x6!-6}{x6} 205 | 623,7,7!/(7+7/7)-7,f{x7!}{x7+f{x7}{x7}}-7 206 | 623,8,(8+8!/8)/8-8,f{x8+f{x8!}{x8}}{x8}-8 207 | 623,9,(√9)!!-(99-(√9)!/√9),l(s{9}r)!!-99+f{xl(s{9}r)!}{xs{9}} 208 | 624,1,(1+(1+1+1+1)!)^(1+1)-1,{l(1+l(1+1+1+1r)!r)}^{1+1}-1 209 | 624,2,(2+2)!*(2+(2+2)!),l(2+2r)!tl(2+l(2+2r)!r) 210 | 624,3,3+3!!-3*33,3+3!!-3t33 211 | 624,4,4!*(√4+4!),4!tl(s{4}+4!r) 212 | 624,5,(5^5-5)/5,f{x{5}^{5}-5}{x5} 213 | 624,6,6!-(√6^6-6!/6),6!-{s{6}}^{6}+f{x6!}{x6} 214 | 624,7,7+(7!-(7!+7)/7)/7,7+f{x7!-f{x7!+7}{x7}}{x7} 215 | 624,8,8+8*88-88,8+8t88-88 216 | 624,9,√9+(√9)!!-99,s{9}+l(s{9}r)!!-99 217 | 625,1,(1+(1+1+1+1)!)^(1+1),{l(1+l(1+1+1+1r)!r)}^{1+1} 218 | 625,2,(2/2+(2+2)!)^2,{l(f{x2}{x2}+l(2+2r)!r)}^{2} 219 | 625,3,(3+3!/3)^(3+3/3),{l(3+f{x3!}{x3}r)}^{3+f{3}{3}} 220 | 625,4,(4+4/4)^4,{l(4+f{x4}{x4}r)}^{4} 221 | 625,5,5^5/5,f{x{5}^{5}}{x5} 222 | 625,6,6!-(√6^6-(6!+6)/6),6!-{s{6}}^{6}+f{x6!+6}{x6} 223 | 625,7,(7!-77)/7-77-7,f{x7!-77}{x7}-77-7 224 | 625,8,√(8-√(8+8/8))^8,{s{8-s{8+f{x8}{x8}}}}^{8} 225 | 625,9,(√9)!!-(√9)!!/9-(√9)!-9,l(s{9}r)!!-f{xl(s{9}r)!!}{x9}-l(s{9}r)!-9 226 | 626,1,1+(1+(1+1+1+1)!)^(1+1),1+{l(1+l(1+1+1+1r)!r)}^{1+1} 227 | 626,2,2+(2+2)!*(2+(2+2)!),2+l(2+2r)!tl(2+l(2+2r)!r) 228 | 626,3,3!!-((3!!+3!)/(3!)-3^3),3!!-f{x3!!+3!}{x3!}+{3}^{3} 229 | 626,4,√4+4!*(√4+4!),s{4}+4!tl(s{4}+4!r) 230 | 626,5,(5+5^5)/5,f{x5+{5}^{5}}{x5} 231 | 626,6,6+6!-(6!-6!/6)/6,6+6!-f{x6!-f{x6!}{x6}}{x6} 232 | 626,7,7*(7+7+77)-77/7,7tl(7+7+77r)-f{x77}{x7} 233 | 626,8,8!/8/8-√(8+8),f{x8!}{x8t8}-s{8+8} 234 | 626,9,(√9)!+(√9)!!-(9/9+99),l(s{9}r)!+l(s{9}r)!!-l(f{x9}{x9}+99r) 235 | 627,1,11*(1+(1+111)/(1+1)),11tl(1+f{x1+111}{x1+1}r) 236 | 627,2,2+(2/2+(2+2)!)^2,2+{l(f{x2}{x2}+l(2+2r)!r)}^{2} 237 | 627,3,3*((3!)^3-3!)-3,3tl({3!}^{3}-3!r)-3 238 | 627,4,√4+(4+4/4)^4,s{4}+{l(4+f{x4}{x4}r)}^{4} 239 | 627,5,(5+5+5^5)/5,f{x5+5+{5}^{5}}{x5} 240 | 627,6,(6!/6-6)*66/(6+6),f{xl(f{x6!}{x6}-6r)t66}{x6+6} 241 | 627,7,(7+(7+7/7)/7)*77,l(7+f{x7+f{x7}{x7}}{x7}r)t77 242 | 627,8,(8!/8-(√(8+8))!)/8,f{xf{x8!}{x8}-l(s{8+8}r)!}{x8} 243 | 627,9,(√9)!+(√9)!!-99,l(s{9}r)!+l(s{9}r)!!-99 244 | 628,1,1+11*(1+(1+111)/(1+1)),1+11tl(1+f{x1+111}{x1+1}r) 245 | 628,2,((2+2)!/2)^2+22^2,{l(f{xl(2+2r)!}{x2}r)}^{2}+{22}^{2} 246 | 628,3,3*((3!)^3-3!)-3!/3,3tl({3!}^{3}-3!r)-f{x3!}{x3} 247 | 628,4,4+4!*(√4+4!),4+4!tl(s{4}+4!r) 248 | 628,5,(5+5+5+5^5)/5,f{x5+5+5+{5}^{5}}{x5} 249 | 628,6,(6^6/(6+6)-6!/6)/6,f{xf{x{6}^{6}}{x6+6}-f{x6!}{x6}}{x6} 250 | 628,7,(7!-7)/7-77-7-7,f{x7!-7}{x7}-77-7-7 251 | 628,8,(8!/8-8-8)/8,f{xf{x8!}{x8}-8-8}{x8} 252 | 628,9,(√9)!!-(√9)!!/9-√9-9,l(s{9}r)!!-f{xl(s{9}r)!!}{x9}-s{9}-9 253 | 629,1,(1+1+11/(1+1+1))*111,l(1+1+f{x11}{x1+1+1}r)t111 254 | 629,2,2+2+(2/2+(2+2)!)^2,2+2+{l(f{x2}{x2}+l(2+2r)!r)}^{2} 255 | 629,3,3*((3!)^3-3!)-3/3,3tl({3!}^{3}-3!r)-f{x3}{x3} 256 | 629,4,4+(4+4/4)^4,4+{l(4+f{x4}{x4}r)}^{4} 257 | 629,5,5+(5^5-5)/5,5+f{x{5}^{5}-5}{x5} 258 | 629,6,666-6/6-6*6,666-f{x6}{x6}-6t6 259 | 629,7,7!/7-77-7-7,f{x7!}{x7}-77-7-7 260 | 629,8,(8!/8-8)/8,f{xf{x8!}{x8}-8}{x8} 261 | 629,9,(√9)!!-((√9)!!+99)/9,l(s{9}r)!!-f{xl(s{9}r)!!+99}{x9} 262 | 630,1,(11-1)*(√(1+1)^(1+11)-1),l(11-1r)tl({s{1+1}}^{1+11}-1r) 263 | 630,2,(2*(2+2))!/√(√2^((2+2)!)),f{xl(2tl(2+2r)r)!}{xs{{s{2}}^{l(2+2r)!}}} 264 | 630,3,3*((3!)^3-3!),3tl({3!}^{3}-3!r) 265 | 630,4,(4+4)!/√√(√4^(4!)),f{xl(4+4r)!}{xs{\!\!s{{s{4}}^{4!}}}} 266 | 630,5,5+5^5/5,5+f{x{5}^{5}}{x5} 267 | 630,6,666-6*6,666-6t6 268 | 630,7,7!/(7+7/7),f{x7!}{x7+f{x7}{x7}} 269 | 630,8,8!/8/8,f{x8!}{x8t8} 270 | 630,9,9^√9-99,{9}^{s{9}}-99 271 | 631,1,(1+1+1)!!-√(1+(1+1+1)!!*11),l(1+1+1r)!!-s{1+l(1+1+1r)!!t11} 272 | 631,2,2+2+2+(2/2+(2+2)!)^2,2+2+2+{l(f{x2}{x2}+l(2+2r)!r)}^{2} 273 | 631,3,3/3+3*((3!)^3-3!),f{x3}{x3}+3tl({3!}^{3}-3!r) 274 | 631,4,(4+(4+4)!/4/4)/4,f{x4+f{xl(4+4r)!}{x4t4}}{x4} 275 | 631,5,5+(5+5^5)/5,5+f{x5+{5}^{5}}{x5} 276 | 631,6,6!-√((6+6!*66)/6),6!-s{f{x6+6!t66}{x6}} 277 | 631,7,7/7+7!/(7+7/7),f{x7}{x7}+f{x7!}{x7+f{x7}{x7}} 278 | 631,8,(8+8!/8)/8,f{x8+f{x8!}{x8}}{x8} 279 | 631,9,(√9)!!-(√9)!!/9-9,l(s{9}r)!!-f{xl(s{9}r)!!}{x9}-9 280 | 632,1,(1+1+1)!!-11*(11-1-1-1),l(1+1+1r)!!-11tl(11-1-1-1r) 281 | 632,2,(2+2+2)!-2*2*22,l(2+2+2r)!-2t2t22 282 | 632,3,3!/3+3*((3!)^3-3!),f{x3!}{x3}+3tl({3!}^{3}-3!r) 283 | 632,4,√(√4+4!)^4-44,{s{s{4}+4!}}^{4}-44 284 | 632,5,5+(5+5+5^5)/5,5+f{x5+5+{5}^{5}}{x5} 285 | 632,6,(6^6-6!)/(6+66)-6,f{x{6}^{6}-6!}{x6+66}-6 286 | 632,7,(7!-77)/7-77,f{x7!-77}{x7}-77 287 | 632,8,8*(88-8)-8,8tl(88-8r)-8 288 | 632,9,(√9)!!-((√9)!!-9)/9-9,l(s{9}r)!!-f{xl(s{9}r)!!-9}{x9}-9 289 | 633,1,(1+1+1)*((1+1)*111-11),l(1+1+1r)tl(l(1+1r)t111-11r) 290 | 633,2,(22^2+√2^22)/2/2,f{x{22}^{2}+{s{2}}^{22}}{x2t2} 291 | 633,3,3+3*((3!)^3-3!),3+3tl({3!}^{3}-3!r) 292 | 633,4,4+4+(4+4/4)^4,4+4+{l(4+f{x4}{x4}r)}^{4} 293 | 633,5,5+(5+5+5+5^5)/5,5+f{x5+5+5+{5}^{5}}{x5} 294 | 633,6,6!-((6+6!/6)/6+66),6!-l(f{x6+f{x6!}{x6}}{x6}+66r) 295 | 633,7,(7+7!-77)/7-77,f{x7+7!-77}{x7}-77 296 | 633,8,(8!/8+(√(8+8))!)/8,f{xf{x8!}{x8}+l(s{8+8}r)!}{x8} 297 | 633,9,(√9)!!-9*9-(√9)!,l(s{9}r)!!-9t9-l(s{9}r)! 298 | 634,1,11+(1+1)^(11-1-1)+111,11+{l(1+1r)}^{11-1-1}+111 299 | 634,2,2+(2+2+2)!-2*2*22,2+l(2+2+2r)!-2t2t22 300 | 634,3,3!!-3!!/3/3-3!,3!!-f{x3!!}{x3t3}-3! 301 | 634,4,4+(4+4)!/√√(√4^(4!)),4+f{xl(4+4r)!}{xs{\!\!s{{s{4}}^{4!}}}} 302 | 634,5,5+5+(5^5-5)/5,5+5+f{x{5}^{5}-5}{x5} 303 | 634,6,6!-(6!/6/6+66),6!-l(f{x6!}{x6t6}+66r) 304 | 634,7,(7!-7-7)/7-77-7,f{x7!-7-7}{x7}-77-7 305 | 634,8,√(8+8)+8!/8/8,s{8+8}+f{x8!}{x8t8} 306 | 634,9,(√9)!!-(√9)!!/9-(√9)!,l(s{9}r)!!-f{xl(s{9}r)!!}{x9}-l(s{9}r)! 307 | 635,1,(1+(1+1+1+1)!)^(1+1)+11-1,{l(1+l(1+1+1+1r)!r)}^{1+1}+11-1 308 | 635,2,(2+√2^(-2))*(2^(2*(2+2))-2),l(2+{s{2}}^{-2}r)tl({2}^{2tl(2+2r)}-2r) 309 | 635,3,3!!-(3!+3!!/3)/3-3,3!!-f{x3!+f{x3!!}{x3}}{x3}-3 310 | 635,4,4!*(√4+4!)+44/4,4!tl(s{4}+4!r)+f{x44}{x4} 311 | 635,5,5+5+5^5/5,5+5+f{x{5}^{5}}{x5} 312 | 635,6,6!-(6+6!-√6^6)/6,6!-f{x6+6!-{s{6}}^{6}}{x6} 313 | 635,7,(7!-7)/7-77-7,f{x7!-7}{x7}-77-7 314 | 635,8,√(8+8)+(8+8!/8)/8,s{8+8}+f{x8+f{x8!}{x8}}{x8} 315 | 635,9,(√9)!!-((√9)!!-9)/9-(√9)!,l(s{9}r)!!-f{xl(s{9}r)!!-9}{x9}-l(s{9}r)! 316 | 636,1,(1+(1+1+1+1)!)^(1+1)+11,{l(1+l(1+1+1+1r)!r)}^{1+1}+11 317 | 636,2,(2+2)!*(2+√2^(-2)+(2+2)!),l(2+2r)!tl(2+{s{2}}^{-2}+l(2+2r)!r) 318 | 636,3,3*((3!)^3-3)-3,3tl({3!}^{3}-3r)-3 319 | 636,4,((4!/4)^4-4!)/√4,f{x{l(f{x4!}{x4}r)}^{4}-4!}{xs{4}} 320 | 636,5,(5^5+55)/5,f{x{5}^{5}+55}{x5} 321 | 636,6,6!-(6!-√6^6)/6,6!-f{x6!-{s{6}}^{6}}{x6} 322 | 636,7,7!/7-77-7,f{x7!}{x7}-77-7 323 | 636,8,8*(88-8)-√(8+8),8tl(88-8r)-s{8+8} 324 | 636,9,(√9)!!-9*9-√9,l(s{9}r)!!-9t9-s{9} 325 | 637,1,1+(1+(1+1+1+1)!)^(1+1)+11,1+{l(1+l(1+1+1+1r)!r)}^{1+1}+11 326 | 637,2,(2+(2+2)!)*(√2^(-2)+(2+2)!),l(2+l(2+2r)!r)tl({s{2}}^{-2}+l(2+2r)!r) 327 | 637,3,3!!-3!!/3/3-3,3!!-f{x3!!}{x3t3}-3 328 | 637,4,(√4+4!)*(4!+√4/4),l(s{4}+4!r)tl(4!+f{xs{4}}{x4}r) 329 | 637,5,(5+5^5+55)/5,f{x5+{5}^{5}+55}{x5} 330 | 637,6,6!-(6!-√6^6-6)/6,6!-f{x6!-{s{6}}^{6}-6}{x6} 331 | 637,7,7*(7+7+77),7tl(7+7+77r) 332 | 637,8,8+(8!/8-8)/8,8+f{xf{x8!}{x8}-8}{x8} 333 | 637,9,(√9)!!-(√9)!!/9-√9,l(s{9}r)!!-f{xl(s{9}r)!!}{x9}-s{9} 334 | 638,1,11*(1+1+(1+111)/(1+1)),11tl(1+1+f{x1+111}{x1+1}r) 335 | 638,2,((2+2)!)^2+√(√2^((2+2)!))-2,{l(2+2r)!}^{2}+s{{s{2}}^{l(2+2r)!}}-2 336 | 638,3,3!!-(3!+3!!/3)/3,3!!-f{x3!+f{x3!!}{x3}}{x3} 337 | 638,4,√√(√4^(4!))+√(4!)^4-√4,s{\!\!s{{s{4}}^{4!}}}+{s{4!}}^{4}-s{4} 338 | 638,5,(5!+5^5-55)/5,f{x5!+{5}^{5}-55}{x5} 339 | 638,6,(6^6-6!)/(6+66),f{x{6}^{6}-6!}{x6+66} 340 | 638,7,7/7+7*(7+7+77),f{x7}{x7}+7tl(7+7+77r) 341 | 638,8,8+8!/8/8,8+f{x8!}{x8t8} 342 | 638,9,(√9)!!-(9/9+9*9),l(s{9}r)!!-l(f{x9}{x9}+9t9r) 343 | 639,1,(11-1)*√(1+1)^(1+11)-1,l(11-1r)t{s{1+1}}^{1+11}-1 344 | 639,2,(2+2)!*22+222/2,l(2+2r)!t22+f{x222}{x2} 345 | 639,3,3*((3!)^3-3),3tl({3!}^{3}-3r) 346 | 639,4,√(4!)^4+(4^4-4)/4,{s{4!}}^{4}+f{x{4}^{4}-4}{x4} 347 | 639,5,(5!+5^5)/5-5-5,f{x5!+{5}^{5}}{x5}-5-5 348 | 639,6,666-(6/√(6+6))^6,666-{l(f{x6}{xs{6+6}}r)}^{6} 349 | 639,7,7+(7!-77)/7-77,7+f{x7!-77}{x7}-77 350 | 639,8,8+(8+8!/8)/8,8+f{x8+f{x8!}{x8}}{x8} 351 | 639,9,(√9)!!-9*9,l(s{9}r)!!-9t9 352 | 640,1,(11-1)*√(1+1)^(1+11),l(11-1r)t{s{1+1}}^{1+11} 353 | 640,2,((2+2)!)^2+√(√2^((2+2)!)),{l(2+2r)!}^{2}+s{{s{2}}^{l(2+2r)!}} 354 | 640,3,3!!-3!!/3/3,3!!-f{x3!!}{x3t3} 355 | 640,4,√√(√4^(4!))+√(4!)^4,s{\!\!s{{s{4}}^{4!}}}+{s{4!}}^{4} 356 | 640,5,5+5+5+5^5/5,5+5+5+f{x{5}^{5}}{x5} 357 | 640,6,6!-(6!+6!)/(6+6+6),6!-f{x6!+6!}{x6+6+6} 358 | 640,7,7!/(7+7/(7+7/7)),f{x7!}{x7+f{x7}{x7+f{x7}{x7}}} 359 | 640,8,8*(88-8),8tl(88-8r) 360 | 640,9,(√9)!!-(√9)!!/9,l(s{9}r)!!-f{xl(s{9}r)!!}{x9} 361 | 641,1,1+(11-1)*√(1+1)^(1+11),1+l(11-1r)t{s{1+1}}^{1+11} 362 | 641,2,2^(2+2)+(2/2+(2+2)!)^2,{2}^{2+2}+{l(f{x2}{x2}+l(2+2r)!r)}^{2} 363 | 641,3,3!!-(3!!/3-3)/3,3!!-f{xf{x3!!}{x3}-3}{x3} 364 | 641,4,4*4+(4+4/4)^4,4t4+{l(4+f{x4}{x4}r)}^{4} 365 | 641,5,5+(5^5+55)/5,5+f{x{5}^{5}+55}{x5} 366 | 641,6,(6+6^6)/66-66,f{x6+{6}^{6}}{x66}-66 367 | 641,7,(7!-7-7)/7-77,f{x7!-7-7}{x7}-77 368 | 641,8,(8!/8+88)/8,f{xf{x8!}{x8}+88}{x8} 369 | 641,9,(√9)!!-((√9)!!-9)/9,l(s{9}r)!!-f{xl(s{9}r)!!-9}{x9} 370 | 642,1,(1+11)*(111/(1+1)-1-1),l(1+11r)tl(f{x111}{x1+1}-1-1r) 371 | 642,2,2+((2+2)!)^2+√(√2^((2+2)!)),2+{l(2+2r)!}^{2}+s{{s{2}}^{l(2+2r)!}} 372 | 642,3,3*(3!)^3-3!,3t{3!}^{3}-3! 373 | 642,4,(√4+4!)!/(4!)!-4-4,f{xl(s{4}+4!r)!}{x4!!}-4-4 374 | 642,5,5+(5+5^5+55)/5,5+f{x5+{5}^{5}+55}{x5} 375 | 642,6,6!-66-6-6,6!-66-6-6 376 | 642,7,(7!-7)/7-77,f{x7!-7}{x7}-77 377 | 642,8,(8+8!/8+88)/8,f{x8+f{x8!}{x8}+88}{x8} 378 | 642,9,√9+(√9)!!-9*9,s{9}+l(s{9}r)!!-9t9 379 | 643,1,(1+1+1)!!-(1+(1+1+1)!)*11,l(1+1+1r)!!-l(1+l(1+1+1r)!r)t11 380 | 643,2,(22-2)^2+(2+22^2)/2,{l(22-2r)}^{2}+f{x2+{22}^{2}}{x2} 381 | 643,3,3+3!!-3!!/3/3,3+3!!-f{x3!!}{x3t3} 382 | 643,4,((4!/4)^4-√4)/√4-4,f{x{l(f{x4!}{x4}r)}^{4}-s{4}}{xs{4}}-4 383 | 643,5,(5!+5^5-5)/5-5,f{x5!+{5}^{5}-5}{x5}-5 384 | 643,6,6!-(66+66/6),6!-l(66+f{x66}{x6}r) 385 | 643,7,7!/7-77,f{x7!}{x7}-77 386 | 643,8,(8+8+8!/8+88)/8,f{x8+8+f{x8!}{x8}+88}{x8} 387 | 643,9,√9+(√9)!!-(√9)!!/9,s{9}+l(s{9}r)!!-f{xl(s{9}r)!!}{x9} 388 | 644,1,(1+1)*((1+1+1)*111-11),l(1+1r)tl(l(1+1+1r)t111-11r) 389 | 644,2,2*((22-2-2)^2-2),2tl({l(22-2-2r)}^{2}-2r) 390 | 644,3,3*(3!)^3-3/3-3,3t{3!}^{3}-f{x3}{x3}-3 391 | 644,4,4!+√(4!)^4+44,4!+{s{4!}}^{4}+44 392 | 644,5,(5!+5^5)/5-5,f{x5!+{5}^{5}}{x5}-5 393 | 644,6,6!-(66+(66-6)/6),6!-l(66+f{x66-6}{x6}r) 394 | 644,7,(7!+7)/7-77,f{x7!+7}{x7}-77 395 | 644,8,√(8+8)+8*(88-8),s{8+8}+8tl(88-8r) 396 | 644,9,√9+(√9)!!-((√9)!!-9)/9,s{9}+l(s{9}r)!!-f{xl(s{9}r)!!-9}{x9} 397 | 645,1,(1+1+1)!!-(11+√(1+1)^(1+11)),l(1+1+1r)!!-l(11+{s{1+1}}^{1+11}r) 398 | 645,2,(((2+2+2)^2)^2-2)/2-2,f{x{l({l(2+2+2r)}^{2}r)}^{2}-2}{x2}-2 399 | 645,3,3*(3!)^3-3,3t{3!}^{3}-3 400 | 645,4,((4!+√4)!-4!!)/4!!-4,f{xl(4!+s{4}r)!-4!!}{x4!!}-4 401 | 645,5,5*(5+5!+5)-5,5tl(5+5!+5r)-5 402 | 645,6,(6^6-√6^6)/(6+66),f{x{6}^{6}-{s{6}}^{6}}{x6+66} 403 | 645,7,(7+7!+7)/7-77,f{x7+7!+7}{x7}-77 404 | 645,8,8+8+(8!/8-8)/8,8+8+f{xf{x8!}{x8}-8}{x8} 405 | 645,9,√9*((√9)!)^√9-√9,s{9}t{l(s{9}r)!}^{s{9}}-s{9} 406 | 646,1,(1+1+1)!!-111/(1+1/(1+1)),l(1+1+1r)!!-f{x111}{x1+f{x1}{x1+1}} 407 | 646,2,2*(22-2-2)^2-2,2t{l(22-2-2r)}^{2}-2 408 | 646,3,3*(3!)^3-3!/3,3t{3!}^{3}-f{x3!}{x3} 409 | 646,4,(√4+4!)!/(4!)!-4,f{xl(s{4}+4!r)!}{x4!!}-4 410 | 646,5,(√(√√√5^(5!)/5)-5)/(5!)-5,f{xs{f{x{s{\!\!s{\!\!s{5}}}}^{5!}}{x5}}-5}{x5!}-5 411 | 646,6,666-6!/6/6,666-f{x6!}{x6t6} 412 | 646,7,(7+7+7!+7)/7-77,f{x7+7+7!+7}{x7}-77 413 | 646,8,8+8+8!/8/8,8+8+f{x8!}{x8t8} 414 | 646,9,(√9)!+(√9)!!-(√9)!!/9,l(s{9}r)!+l(s{9}r)!!-f{xl(s{9}r)!!}{x9} 415 | 647,1,(1+1+1)!!*(1-1/(11-1))-1,l(1+1+1r)!!tl(1-f{x1}{x11-1}r)-1 416 | 647,2,(((2+2+2)^2)^2-2)/2,f{x{l({l(2+2+2r)}^{2}r)}^{2}-2}{x2} 417 | 647,3,3*(3!)^3-3/3,3t{3!}^{3}-f{x3}{x3} 418 | 647,4,((4!/4)^4-√4)/√4,f{x{l(f{x4!}{x4}r)}^{4}-s{4}}{xs{4}} 419 | 647,5,(5!+5^5-5-5)/5,f{x5!+{5}^{5}-5-5}{x5} 420 | 647,6,(6^6/(6+6)-6)/6,f{xf{x{6}^{6}}{x6+6}-6}{x6} 421 | 647,7,(7!+77)/7-77-7,f{x7!+77}{x7}-77-7 422 | 647,8,(√(√(8+8*8)^8)-8)/8,f{xs{{s{8+8t8}}^{8}}-8}{x8} 423 | 647,9,((9+9)^√9-9)/9,f{x{l(9+9r)}^{s{9}}-9}{x9} 424 | 648,1,(1+1+1)!!*(1-1/(11-1)),l(1+1+1r)!!tl(1-f{x1}{x11-1}r) 425 | 648,2,2*(22-2-2)^2,2t{l(22-2-2r)}^{2} 426 | 648,3,3*(3!)^3,3t{3!}^{3} 427 | 648,4,(4!/4)^4/√4,f{x{l(f{x4!}{x4}r)}^{4}}{xs{4}} 428 | 648,5,(5!+5^5-5)/5,f{x5!+{5}^{5}-5}{x5} 429 | 648,6,6!-66-6,6!-66-6 430 | 648,7,7!/7-7!/(77-7),f{x7!}{x7}-f{x7!}{x77-7} 431 | 648,8,√(√(√8+√8*8)^8),s{{s{s{8}+s{8}t8}}^{8}} 432 | 648,9,√9*((√9)!)^√9,s{9}t{l(s{9}r)!}^{s{9}} 433 | 649,1,(1+1+1)!!-√(1+(1+(1+1+1)!)!),l(1+1+1r)!!-s{1+l(1+l(1+1+1r)!r)!} 434 | 649,2,(2+((2+2+2)^2)^2)/2,f{x2+{l({l(2+2+2r)}^{2}r)}^{2}}{x2} 435 | 649,3,3/3+3*(3!)^3,f{x3}{x3}+3t{3!}^{3} 436 | 649,4,((4!+√4)!-4!!)/4!!,f{xl(4!+s{4}r)!-4!!}{x4!!} 437 | 649,5,(5!+5^5)/5,f{x5!+{5}^{5}}{x5} 438 | 649,6,(6+6^6/(6+6))/6,f{x6+f{x{6}^{6}}{x6+6}}{x6} 439 | 649,7,7!/7-√(7!+7/7),f{x7!}{x7}-s{7!+f{x7}{x7}} 440 | 649,8,8+(8!/8+88)/8,8+f{xf{x8!}{x8}+88}{x8} 441 | 649,9,9^√9-(√9)!!/9,{9}^{s{9}}-f{xl(s{9}r)!!}{x9} 442 | 650,1,(11-1)*(1+√(1+1)^(1+11)),l(11-1r)tl(1+{s{1+1}}^{1+11}r) 443 | 650,2,(2+(2+2)!)!/((2+2)!)!,f{xl(2+l(2+2r)!r)!}{xl(2+2r)!!} 444 | 650,3,3!/3+3*(3!)^3,f{x3!}{x3}+3t{3!}^{3} 445 | 650,4,(√4+4!)!/(4!)!,f{xl(s{4}+4!r)!}{x4!!} 446 | 650,5,5*(5+5!+5),5tl(5+5!+5r) 447 | 650,6,6!-((6+6)/6)^6-6,6!-{l(f{x6+6}{x6}r)}^{6}-6 448 | 650,7,7+7!/7-77,7+f{x7!}{x7}-77 449 | 650,8,(8+√√(√8^(-8)))*(88-8),l(8+s{\!\!s{{s{8}}^{-8}}}r)tl(88-8r) 450 | 650,9,9^√9-((√9)!!-9)/9,{9}^{s{9}}-f{xl(s{9}r)!!-9}{x9} --------------------------------------------------------------------------------