1 | <!DOCTYPE html> |
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2 | <html> |
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3 | <head> |
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4 | <meta http-equiv="Content-type" content="text/html; charset=utf-8"> |
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5 | <title>Calculator Executor Test</title> |
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6 | |
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7 | <script type="text/javascript" src="../../../dojo/dojo.js" data-dojo-config="isDebug:true, parseOnLoad: true"></script> |
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8 | |
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9 | <script type="text/javascript"> |
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10 | var executor; |
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11 | var waitForLoad; |
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12 | function executorLoaded(){ |
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13 | executor = dijit.byId('executor'); |
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14 | waitForLoad.callback(true); |
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15 | } |
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16 | require(["dojox/calc/_Executor", "doh/runner", "dojo/number", "dojo/ready", "dojo/parser", "dojox/math/_base"], |
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17 | function(calc, runner, number, ready, parser, math){ |
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18 | |
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19 | waitForLoad = new doh.Deferred(); |
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20 | |
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21 | function test(text, ans){ |
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22 | if (ans!=true&&ans!=false) |
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23 | ans = calc.approx(ans); |
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24 | console.log("text is "+text); |
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25 | doh.is(ans, calc.approx(executor.eval(text)), text); |
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26 | } |
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27 | var status = "Error(s) on page"; |
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28 | dojo.ready(function(){ |
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29 | function allTests(){ |
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30 | dojo.byId("status").innerHTML = "Testing..."; |
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31 | func = executor.Function("fcn1", "i,j","k=i+j+1;return k;"); |
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32 | |
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33 | executor.Function("prompt", "", " return (arguments[2]=='j') ? 6 : NaN "); |
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34 | test("fcn1(5)", 12); |
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35 | test(func(4), 11); |
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36 | executor.Function("fcn2", "i","return j=fcn1(k,i);"); |
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37 | test("fcn2(i=fcn1(6,7))", 29); |
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38 | test("j+k", 58); |
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39 | |
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40 | // number conversion tests |
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41 | test("toRadix(5,2)", "0b101"); |
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42 | test("toRadix(toRadix(5,2), 10)", 5); |
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43 | test("toRadix(toRadix(5,3), 10)", 5); |
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44 | test("toRadix(0xf, 16)", "0xf"); |
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45 | |
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46 | test("toRadix(0xf, 15)", "10#15"); |
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47 | test("toRadix(0b1111, 15)", "10#15"); |
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48 | test("toRadix(0o17, 15)", "10#15"); |
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49 | test("toRadix(10#15, 16)", "0xf"); |
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50 | test("toRadix(10#15, 2)", "0b1111"); |
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51 | test("toRadix(10#15, 8)", "0o17"); |
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52 | |
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53 | test("toRadix(0xf, 10)", "15"); |
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54 | test("toRadix(0xf, 2)", "0b1111"); |
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55 | test("toRadix(0b1111, 16)", "0xf"); |
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56 | test("toRadix(0o111, 16)", "0x49"); |
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57 | |
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58 | // unary tests |
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59 | test("0--2", 2); |
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60 | test("0 --2", 2); |
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61 | test("0 - -2", 2); |
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62 | test("0 - - 2", 2); |
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63 | test("0- -2", 2); |
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64 | test("0- - 2", 2); |
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65 | test("0 - - 2", 2); |
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66 | test("0 --2", 2); |
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67 | test("0 - - 2", 2); |
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68 | |
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69 | // pi tests |
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70 | // some browsers get 8105800789910702, some get 8105800789910700 |
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71 | test("Math.abs(pi^32-8105800789910701) <= 1", true); |
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72 | test("32\u221A8105800789910700", Math.PI); |
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73 | test("64\u221A65704006445717084572022626334541", Math.PI); |
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74 | |
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75 | // new pow tests |
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76 | test(" (-27)^(1/3) ", -3); |
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77 | test(" (-36)^(1/2) ", NaN); |
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78 | |
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79 | test("y=true", true); |
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80 | test("y=!y", false); |
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81 | test("y=(true||!true)", true); |
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82 | test("x=5", 5); |
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83 | test("x", 5); |
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84 | test("x++", 5); |
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85 | test("x", 6); |
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86 | |
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87 | test("x--", 6); |
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88 | test("x", 5); |
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89 | test("x==5", true); |
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90 | test("5+x++", 10); |
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91 | |
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92 | test("x", 6); |
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93 | |
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94 | test("x=5", 5); |
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95 | test("y=(x!=6)", true);// x != 6 |
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96 | test("x=3", 3); |
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97 | test("y=(x!!=6)", false);// factorial(x) != 6 |
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98 | test("5", 5); |
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99 | test("3!", 6); |
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100 | test("\u221A(3!)", Math.sqrt(math.factorial(3))); // 2.4494897427831780981972840747059); |
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101 | // factorial goes first, 2^3! = 2^6 |
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102 | test("\u221A3!", Math.sqrt(math.factorial(3))); // 2.4494897427831780981972840747059); |
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103 | test("\u221A(3!^2)", 6); |
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104 | test("3\u221A(3!^3)", 6); |
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105 | test("4\u221A(4^4)", 4); |
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106 | test("(4^(1/2))\u221A(4^2)", 4); |
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107 | test("(4^(1/2))\u221A4^2", 4); |
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108 | test("4^(1/2)\u221A(4^2)", 4); |
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109 | test("4^(1/2)\u221A4^2", 4); |
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110 | |
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111 | test("2^Math.sin(\u03C0)", 1); |
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112 | test("\u221A\u221A"+"16", 2); |
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113 | test("Math.sqrt(\u221A16, 2)", 2); |
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114 | test("\u221AMath.sqrt(16, 2)", 2); |
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115 | |
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116 | // New Radical tests |
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117 | test("\u221A2\u221A4\u221A16", 2); |
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118 | test("2\u221A4\u221A16", 4); |
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119 | test("2^2\u221A16", 2); |
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120 | test("2^-3^-4", Math.pow(2,(-Math.pow(3,(-4))))); |
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121 | test("2^-2\u221A4", .25); |
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122 | |
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123 | |
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124 | test("2^Math.sin((\u03C0))", 1); |
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125 | test("2^Math.sin(3!!)", calc.pow(2, Math.sin(math.factorial(math.factorial(3))))); |
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126 | test("2^Math.sin((3!)!)", calc.pow(2, Math.sin(math.factorial(math.factorial(3))))); |
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127 | test("2^Math.sin((3!+3!)-1)", calc.pow(2, Math.sin((math.factorial(3)+math.factorial(3))-1))); |
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128 | test("2^\u221A-Math.sin(3!+3!-1)", calc.pow(2, Math.sqrt(-Math.sin(math.factorial(3)+math.factorial(3)-1)))); |
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129 | test("2^-\u221A+4", 1/4); |
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130 | test("2^-2\u221A+4", 1/4); |
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131 | test("2^(-2)\u221A+4", 256); |
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132 | test("2^2\u221A+4", Math.sqrt(2)); |
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133 | test("2^\u221A+4", 4); |
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134 | test("2^-(-2)\u221A+4", calc.pow(2, (-1/2))); |
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135 | test("2^--2\u221A+4", 4); |
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136 | test("-\u221A4", -2); |
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137 | test("2^-2", 1/4); |
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138 | test("--2", 2); |
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139 | test("pow(2^2, 2^2)", 256) |
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140 | // extreme negative sign scenarios |
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141 | test("2^--\u221A--4", 4); |
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142 | test("---\u221A--4", -2); |
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143 | test("---\u221A4", -2); |
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144 | test("---2*(3-5)+1", 5); |
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145 | test("---(2*(3-5))+1", 5); |
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146 | // floating poMath.floor tests |
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147 | test("--4.56443*2", 4.56443*2); |
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148 | test("\u221A--\u221A4.56443*2", Math.sqrt(Math.sqrt(4.56443))*2);//2.923321855); |
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149 | test("\u221A--\u221A4.56443!*2", Math.sqrt(Math.sqrt(math.factorial(4.56443)))*2); |
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150 | test("--4.56443*2-4.56443", 4.56443); |
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151 | // more arithmetic |
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152 | test("4*2-(5+2*3-2)*6/-2", 35); |
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153 | test("Math.floor(2^3^4)+Math.floor(2^Math.floor(2))", 4100); |
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154 | // scientific notation |
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155 | test("10e10", 10e10); |
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156 | test("10e-10", 10e-10); |
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157 | test("10e+10", 10e10); |
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158 | test("10e+10*2", 10e10*2); |
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159 | test("2*10e+10*2", 2*10e10*2); |
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160 | test("2*10e10*2", 2*10e10*2); |
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161 | // with \u221A (radicals) |
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162 | test("\u221A10e10*2", Math.sqrt(10e10)*2); |
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163 | test("\u221A10e-10*2", Math.sqrt(10e-10)*2); |
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164 | test("5\u221A10e-10*2", calc.pow(10e-10, 1/5)*2); |
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165 | test("5\u221A10e-10*2+5\u221A10e-10*2", calc.pow(10e-10, 1/5)*2*2); |
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166 | |
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167 | test("2^3!\u221A3", calc.pow(3, 1/calc.pow(2, 6))); |
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168 | test("2^-3!\u221A3", calc.pow(2, -calc.pow(3, 1/math.factorial(3)))); |
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169 | test("2^(-3!)\u221A3", calc.pow(3, 1/calc.pow(2, -math.factorial(3)))); |
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170 | |
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171 | // full space tests |
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172 | test(" x = 5 ", 5); |
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173 | test(" x ", 5); |
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174 | test(" x ++ ", 5); |
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175 | test(" x ", 6); |
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176 | test(" x -- ", 6); |
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177 | test(" x ", 5); |
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178 | test(" x == 5 ", true); |
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179 | test(" 5 ", 5); |
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180 | test(" 3 !", 6); |
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181 | test(" \u221A ( 3 ! )", Math.sqrt(math.factorial(3))); //2.4494897427831780981972840747059); |
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182 | // factorial goes first, 2^3! = 2^6 |
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183 | test(" \u221A 3 !", Math.sqrt(math.factorial(3))); //2.4494897427831780981972840747059); |
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184 | test(" \u221A ( 3 ! ^ 2 ) ", 6); |
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185 | test(" 3 \u221A ( 3 ! ^ 3 ) ", 6); |
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186 | test(" 4 \u221A ( 4 ^ 4 ) ", 4); |
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187 | test(" ( 4 ^ ( 1 / 2 ) ) \u221A ( 4 ^ 2 ) ", 4); |
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188 | test(" ( 4 ^ ( 1 / 2 ) ) \u221A 4 ^ 2 ", 4); |
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189 | test(" 4 ^ ( 1 / 2 ) \u221A ( 4 ^ 2 ) ", 4); |
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190 | test(" 4 ^ ( 1 / 2 ) \u221A 4 ^ 2 ", 4); |
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191 | |
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192 | test(" 2 ^ Math.sin ( \u03C0 ) ", 1); |
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193 | test(" \u221A \u221A 16 ", 2); |
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194 | test(" Math.sqrt ( \u221A 16 , 2 )", 2); |
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195 | test(" \u221A Math.sqrt ( 16 , 2 ) ", 2); |
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196 | |
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197 | test(" 2 ^ Math.sin ( ( \u03C0 ) ) ", 1); |
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198 | test(" 2 ^ Math.sin ( 3 ! ! ) ", calc.pow(2, Math.sin(math.factorial(math.factorial(3))))); |
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199 | test(" 2 ^ Math.sin( ( 3 ! ) ! ) ", calc.pow(2, Math.sin(math.factorial(math.factorial(3))))); |
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200 | test(" 2 ^ Math.sin ( ( 3 ! + 3 ! ) - 1 ) ", calc.pow(2, Math.sin((math.factorial(3)+math.factorial(3))-1))); |
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201 | test(" 2 ^ \u221A - Math.sin ( 3 ! + 3 ! - 1 ) ", calc.pow(2, Math.sqrt(-Math.sin(math.factorial(3)+math.factorial(3)-1)))); |
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202 | test(" 2 ^ - \u221A + 4 ", 1/4); |
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203 | test(" 2 ^ - 2 \u221A + 4 ", 1/4); |
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204 | test(" 2 ^ ( - 2 ) \u221A + 4 ", 256); |
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205 | test(" 2 ^ 2 \u221A + 4 ", Math.sqrt(2)); |
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206 | test(" 2 ^ \u221A + 4 ", 4); |
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207 | test(" 2 ^ - ( - 2 ) \u221A + 4 ", calc.pow(2, (-1/2))); |
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208 | test(" 2 ^ - - 2 \u221A + 4 ", 4); |
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209 | test(" - \u221A 4 " , -2); |
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210 | test(" 2 ^ - 2 ", 1/4); |
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211 | test(" - - 2 ", 2); |
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212 | test("pow( 2 ^ 2 , 2 ^ 2)", 256) |
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213 | |
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214 | // extreme negative sign scenarios |
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215 | test(" 2 ^ - - \u221A - - 4 ", 4); |
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216 | test(" - - - \u221A - - 4 ", -2); |
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217 | test(" - - - \u221A 4 ", -2); |
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218 | test(" - - - 2 * ( 3 - 5 ) + 1 ", 5); |
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219 | test(" - - - ( 2 * ( 3 - 5 ) ) + 1 ", 5); |
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220 | // floating point tests |
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221 | test(" - - 4.56443 * 2 ", 4.56443*2); |
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222 | test(" \u221A - - \u221A 4.56443 * 2 ", Math.sqrt(Math.sqrt(4.56443))*2); |
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223 | test(" \u221A - - \u221A 4.56443 ! * 2 ", Math.sqrt(Math.sqrt(math.factorial(4.56443)))*2); |
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224 | test(" - - 4.56443 * 2 - 4.56443 ", 4.56443); |
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225 | // more arithmetic |
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226 | test(" 4 * 2 - ( 5 + 2 * 3 - 2 ) * 6 / - 2 ", 35); |
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227 | test("Math.floor( 2 ^ 3 ^ 4 )+Math.floor( 2 ^ Math.floor ( 2 ) ) ", 4100); |
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228 | // scientific notation |
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229 | test(" 2 * 10e+10 * 2 ", 2*10e10*2); |
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230 | test(" 2 * 10e10 * 2 ", 2*10e10*2); |
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231 | // with \u221A (radicals) |
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232 | test(" \u221A 10e10 * 2 ", Math.sqrt(10e10)*2); |
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233 | test(" \u221A 10e-10 * 2 ", Math.sqrt(10e-10)*2); |
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234 | test(" 5 \u221A 10e-10 * 2 ", calc.pow(10e-10, 1/5)*2); |
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235 | test(" 5 \u221A 10e-10 * 2 + 5 \u221A 10e-10 * 2 ", calc.pow(10e-10, 1/5)*2*2); |
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236 | |
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237 | test(" 2 ^ 3 ! \u221A 3 ", calc.pow(3, 1/calc.pow(2, 6))); |
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238 | test(" 2 ^ - 3 ! \u221A 3 ", calc.pow(2, -calc.pow(3, 1/math.factorial(3)))); |
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239 | test(" 2 ^ ( - 3 ! ) \u221A 3 ", calc.pow(3, 1/calc.pow(2, -math.factorial(3)))); |
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240 | |
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241 | test("3!=6", true); |
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242 | test("3!==6", true); |
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243 | |
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244 | // try to break it on purpose; once upon a time, some might have caused infinite loops |
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245 | test("2*2.4.5", NaN); |
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246 | |
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247 | test("2^^3", NaN); |
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248 | test("2^^^^^^3", NaN); |
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249 | test("2^^^^^^^3", NaN); |
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250 | test("^2^3", NaN); |
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251 | test("!2^3", false); |
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252 | test("!2!+3!", 6); |
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253 | test("2+3\u221A", NaN); |
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254 | test("2+3\u221A^", NaN); |
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255 | test("!", NaN); |
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256 | test("((23+4)", NaN); |
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257 | test("4+", NaN); |
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258 | test("4++", NaN); |
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259 | |
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260 | status = "Completed without errors"; |
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261 | } |
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262 | doh.register("calc._Executor", [ |
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263 | { |
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264 | name: "wait for Executor to load", |
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265 | timeout: 5000, |
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266 | runTest: function(){ if(!executor){ return waitForLoad; }} |
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267 | }, |
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268 | { |
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269 | name: "Executor tests", |
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270 | timeout: 9000, |
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271 | runTest: function(){ allTests() } |
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272 | |
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273 | }, |
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274 | function done(){ |
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275 | dojo.byId("status").innerHTML = status; |
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276 | } |
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277 | ]); |
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278 | doh.run(); |
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279 | }); |
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280 | }); |
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281 | </script> |
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282 | </head> |
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283 | <body> |
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284 | <b>dojox.calc._Executor tests</b> |
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285 | <div id="status" style="direction:ltr">Loading...</div> |
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286 | <span id="executor" data-dojo-type="dojox.calc._Executor" data-dojo-props='onLoad:function(){ executorLoaded() }'></span> |
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287 | </body> |
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288 | </html> |
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