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1 // vim: set ts=8 sts=4 et sw=4 tw=99: |
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2 |
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3 function f(x, y) { |
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4 // Confuse the type analysis to not know the type of x. |
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5 var u; |
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6 var a = x + u; |
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7 var b = x + 3; |
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8 return x + y; |
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9 } |
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10 |
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11 function g_bool(x, y) { |
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12 var t; |
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13 if (x + 0) |
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14 t = true; |
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15 else |
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16 t = false; |
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17 return t + y; |
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18 |
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19 } |
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20 function g_null(x) { |
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21 return null + x; |
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22 } |
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23 |
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24 assertEq(g_bool(1, 2), 3); |
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25 assertEq(g_bool(0, 2), 2); |
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26 assertEq(g_null(2), 2); |
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27 |
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28 // These will not bailout. |
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29 assertEq(f(Math.cos(Math.PI), 2), 1); |
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30 assertEq(f(null, 2), 2); |
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31 assertEq(f(false, 2), 2); |
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32 assertEq(f(true, 2), 3); |
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33 assertEq(f(17, 2), 19); |
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34 |
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35 // These will bailout. |
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36 assertEq(f(undefined, 2), Number.NaN); |
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37 assertEq(f("20", 2), "202"); |
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38 assertEq(f(16.3, 2), 18.3); |
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39 assertEq((1 / f(-0, -0)), -Infinity); |
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40 |
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41 |