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fix(currency): Handle not-quite-zero values
IEEE 754 floating point sometimes results in values that are very small, rather than zero. One example is 1.0 + 1.07 - 2.07, which returns 4.440892098500626e-16 instead of 0. This change tweaks the number formatting logic so that an exponential value with a negative exponent that is larger than the precision+1 returns 0 instead. For example: with precision 2, anything with an exponent of -4, -5 or more would become 0. 9e-3 = 0.009 = 0.01, but 9e-4 = 0.0009 = 0.001 = 0.00. This detail is unlikely to matter since this quirk is usually only triggered with values very close to zero. Closes #1469
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2 changed files with 18 additions and 2 deletions
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@ -117,9 +117,18 @@ function formatNumber(number, pattern, groupSep, decimalSep, fractionSize) {
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formatedText = '',
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parts = [];
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var hasExponent = false;
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if (numStr.indexOf('e') !== -1) {
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formatedText = numStr;
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} else {
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var match = numStr.match(/([\d\.]+)e(-?)(\d+)/);
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if (match && match[2] == '-' && match[3] > fractionSize + 1) {
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numStr = '0';
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} else {
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formatedText = numStr;
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hasExponent = true;
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}
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}
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if (!hasExponent) {
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var fractionLen = (numStr.split(DECIMAL_SEP)[1] || '').length;
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// determine fractionSize if it is not specified
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@ -91,6 +91,13 @@ describe('filters', function() {
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expect(currency()).toBe('');
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expect(currency('abc')).toBe('');
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});
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it('should handle zero and nearly-zero values properly', function() {
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// This expression is known to yield 4.440892098500626e-16 instead of 0.0.
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expect(currency(1.07 + 1 - 2.07)).toBe('$0.00');
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expect(currency(0.008)).toBe('$0.01');
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expect(currency(0.003)).toBe('$0.00');
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});
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});
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