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Closes: #33
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Rúnar Berg
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Rúnar Berg
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Jul 25, 2019
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export var binaryPrefixExponent; | ||
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export default function(x, p) { | ||
var binaryExponent = 0; | ||
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while (Math.round(x) >= 1024 && binaryExponent < 80) { | ||
binaryExponent += 10; | ||
x /= 1024; | ||
} | ||
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if (p <= 3 && Math.round(x) >= 1000) { | ||
// Unlike SI prefixes, intergers can take three digits. | ||
binaryExponent += 10; | ||
x /= 1024; | ||
} | ||
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binaryPrefixExponent = Math.max(0, Math.min(8, Math.floor(binaryExponent / 10))) * 10; | ||
var i = binaryExponent - binaryPrefixExponent + 1, | ||
coefficient = x * i, | ||
split = ('' + coefficient).split('.'), | ||
integer = split[0], | ||
fraction = split[1] || '', | ||
n = (integer + fraction).length; | ||
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if (n === p) return coefficient; | ||
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if (n > p) { | ||
var fractionLength = Math.max(0, p - integer.length); | ||
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while (+coefficient.toFixed(fractionLength) === 0) { | ||
fractionLength += 1; | ||
} | ||
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coefficient = coefficient.toFixed(fractionLength); | ||
} else { | ||
coefficient = integer + '.' + fraction; | ||
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while (n < p) { | ||
coefficient += '0'; | ||
n += 1; | ||
} | ||
} | ||
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return coefficient; | ||
} |
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Original file line number | Diff line number | Diff line change |
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var tape = require("tape"), | ||
format = require("../"); | ||
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tape("format(\"B\") outputs binary-prefix notation with default precision 6", function(test) { | ||
var f = format.format("B"); | ||
test.equal(f(0), "0.00000"); | ||
test.equal(f(1), "1.00000"); | ||
test.equal(f(10), "10.0000"); | ||
test.equal(f(100), "100.000"); | ||
test.equal(f(999.5), "999.500"); | ||
test.equal(f(1000), "1000.00"); | ||
test.equal(f(999500), "976.074Ki"); | ||
test.equal(f(1000000), "976.563Ki"); | ||
test.equal(f(100), "100.000"); | ||
test.equal(f(1024), "1.00000Ki"); | ||
test.equal(f(1280), "1.25000Ki"); | ||
test.equal(f(1536.512), "1.50050Ki"); | ||
test.equal(f(.00001), "0.00001"); | ||
test.equal(f(.000001), "0.000001"); | ||
test.end(); | ||
}); | ||
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tape("format(\"[.precision]B\") outputs binary-prefix notation with precision significant digits", function(test) { | ||
var f1 = format.format(".3B"); | ||
test.equal(f1(0), "0.00"); | ||
test.equal(f1(1), "1.00"); | ||
test.equal(f1(10), "10.0"); | ||
test.equal(f1(100), "100"); | ||
test.equal(f1(1023.5), "1.00Ki"); | ||
test.equal(f1(1048576), "1.00Mi"); | ||
test.equal(f1(1048064), "1.00Mi"); | ||
test.equal(f1(1040000), "0.99Mi"); | ||
test.equal(f1(1024), "1.00Ki"); | ||
test.equal(f1(1536), "1.50Ki"); | ||
test.equal(f1(152567808), "146Mi"); // 145.5Mi | ||
test.equal(f1(152567807), "145Mi"); // 145.499999Mi | ||
test.equal(f1(100 * Math.pow(2, 80)), "100Yi"); | ||
var f2 = format.format(".4B"); | ||
test.equal(f2(999.5), "999.5"); | ||
test.equal(f2(1000), "1000"); | ||
test.equal(f2(999.5 * 1024), "999.5Ki"); | ||
test.equal(f2(1000 * 1024), "1000Ki"); | ||
test.end(); | ||
}); | ||
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tape("format(\"B\") formats numbers smaller than 1", function(test) { | ||
var f = format.format(".8B"); | ||
test.equal(f(1.29e-6), "0.0000013"); // Note: rounded! | ||
test.equal(f(1.29e-5), "0.0000129"); | ||
test.equal(f(1.29e-4), "0.0001290"); | ||
test.equal(f(1.29e-3), "0.0012900"); | ||
test.equal(f(1.29e-2), "0.0129000"); | ||
test.equal(f(1.29e-1), "0.1290000"); | ||
test.end(); | ||
}); | ||
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tape("format(\"B\") formats numbers larger than 2**80 with yobi", function(test) { | ||
var f = format.format(".8B"); | ||
test.equal(f(1.23 * Math.pow(2, 70)), "1.2300000Zi"); | ||
test.equal(f(12.3 * Math.pow(2, 70)), "12.300000Zi"); | ||
test.equal(f(123 * Math.pow(2, 70)), "123.00000Zi"); | ||
test.equal(f(1.23 * Math.pow(2, 80)), "1.2300000Yi"); | ||
test.equal(f(12.3 * Math.pow(2, 80)), "12.300000Yi"); | ||
test.equal(f(123 * Math.pow(2, 80)), "123.00000Yi"); | ||
test.equal(f(1230 * Math.pow(2, 80)), "1230.0000Yi"); | ||
test.equal(f(12300 * Math.pow(2, 80)), "12300.000Yi"); | ||
test.equal(f(123000 * Math.pow(2, 80)), "123000.00Yi"); | ||
test.equal(f(1230000 * Math.pow(2, 80)), "1230000.0Yi"); | ||
test.equal(f(1234567.89 * Math.pow(2, 80)), "1234567.9Yi"); | ||
test.equal(f(-1.23 * Math.pow(2, 70)), "-1.2300000Zi"); | ||
test.equal(f(-12.3 * Math.pow(2, 70)), "-12.300000Zi"); | ||
test.equal(f(-123 * Math.pow(2, 70)), "-123.00000Zi"); | ||
test.equal(f(-1.23 * Math.pow(2, 80)), "-1.2300000Yi"); | ||
test.equal(f(-12.3 * Math.pow(2, 80)), "-12.300000Yi"); | ||
test.equal(f(-123 * Math.pow(2, 80)), "-123.00000Yi"); | ||
test.equal(f(-1230 * Math.pow(2, 80)), "-1230.0000Yi"); | ||
test.equal(f(-12300 * Math.pow(2, 80)), "-12300.000Yi"); | ||
test.equal(f(-123000 * Math.pow(2, 80)), "-123000.00Yi"); | ||
test.equal(f(-1230000 * Math.pow(2, 80)), "-1230000.0Yi"); | ||
test.equal(f(-1234567.89 * Math.pow(2, 80)), "-1234567.9Yi"); | ||
test.end(); | ||
}); | ||
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tape("format(\"$B\") outputs binary-prefix notation with a currency symbol", function(test) { | ||
var f1 = format.format("$.2B"); | ||
test.equal(f1(0), "$0.0"); | ||
test.equal(f1(256000), "$250Ki"); | ||
test.equal(f1(-250 * Math.pow(2, 20)), "-$250Mi"); | ||
test.equal(f1(250 * Math.pow(2, 30)), "$250Gi"); | ||
var f2 = format.format("$.3B"); | ||
test.equal(f2(0), "$0.00"); | ||
test.equal(f2(1), "$1.00"); | ||
test.equal(f2(10), "$10.0"); | ||
test.equal(f2(100), "$100"); | ||
test.equal(f2(999.4), "$999"); | ||
test.equal(f2(999.5), "$0.98Ki"); | ||
test.equal(f2(.9995 * Math.pow(2, 10)), "$1.00Ki"); | ||
test.equal(f2(.9995 * Math.pow(2, 20)), "$1.00Mi"); | ||
test.equal(f2(1024), "$1.00Ki"); | ||
test.equal(f2(1535.5), "$1.50Ki"); | ||
test.equal(f2(152567808), "$146Mi"); | ||
test.equal(f2(152567807), "$145Mi"); | ||
test.equal(f2(100 * Math.pow(2, 80)), "$100Yi"); | ||
test.equal(f2(.000001), "$0.000001"); | ||
test.equal(f2(.009995), "$0.01"); | ||
var f3 = format.format("$.4B"); | ||
test.equal(f3(1023), "$1023"); | ||
test.equal(f3(1023 * Math.pow(2, 10)), "$1023Ki"); | ||
var f4 = format.format("$.5B"); | ||
test.equal(f4(1023.5), "$0.9995Ki"); | ||
test.equal(f4(1023.5 * Math.pow(2, 10)), "$0.9995Mi"); | ||
test.end(); | ||
}); | ||
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tape("format(\"B\") binary-prefix notation precision is consistent for small and large numbers", function(test) { | ||
var f1 = format.format(".0B"); | ||
test.equal(f1(1e0 * Math.pow(2, 0)), "1"); | ||
test.equal(f1(1e1 * Math.pow(2, 0)), "10"); | ||
test.equal(f1(1e2 * Math.pow(2, 0)), "100"); | ||
test.equal(f1(1e0 * Math.pow(2, 10)), "1Ki"); | ||
test.equal(f1(1e1 * Math.pow(2, 10)), "10Ki"); | ||
test.equal(f1(1e2 * Math.pow(2, 10)), "100Ki"); | ||
var f2 = format.format(".4B"); | ||
test.equal(f2(1e+0 * Math.pow(2, 0)), "1.000"); | ||
test.equal(f2(1e+1 * Math.pow(2, 0)), "10.00"); | ||
test.equal(f2(1e+2 * Math.pow(2, 0)), "100.0"); | ||
test.equal(f2(1e+0 * Math.pow(2, 10)), "1.000Ki"); | ||
test.equal(f2(1e+1 * Math.pow(2, 10)), "10.00Ki"); | ||
test.equal(f2(1e+2 * Math.pow(2, 10)), "100.0Ki"); | ||
test.end(); | ||
}); | ||
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tape("format(\"0[width],B\") will group thousands due to zero fill", function(test) { | ||
var f = format.format("020,B"); | ||
test.equal(f(42), "000,000,000,042.0000"); | ||
test.equal(f(42 * Math.pow(2, 40)), "0,000,000,042.0000Ti"); | ||
test.end(); | ||
}); | ||
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tape("format(\",B\") will group thousands for very large numbers", function(test) { | ||
var f = format.format(",B"); | ||
test.equal(f(42e6 * Math.pow(2, 80)), "42,000,000Yi"); | ||
test.end(); | ||
}); | ||
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tape("format(\"B\") will not hang on Infinity", function(test) { | ||
var f = format.format("B"); | ||
test.equal(f(Infinity), "InfinityYi"); | ||
test.end(); | ||
}); |