mirror of
https://github.com/classilla/tenfourfox.git
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125 lines
5.7 KiB
JavaScript
125 lines
5.7 KiB
JavaScript
/* Any copyright is dedicated to the Public Domain.
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* http://creativecommons.org/publicdomain/zero/1.0/ */
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MARIONETTE_TIMEOUT = 60000;
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MARIONETTE_HEAD_JS = 'head.js';
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const LEN_7BIT = 160;
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const LEN_7BIT_WITH_8BIT_REF = 153;
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const LEN_7BIT_WITH_16BIT_REF = 152;
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const LEN_UCS2 = 70;
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const LEN_UCS2_WITH_8BIT_REF = 67;
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const LEN_UCS2_WITH_16BIT_REF = 66;
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function times(str, n) {
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return (new Array(n + 1)).join(str);
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}
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function test(text, segments, charsPerSegment, charsAvailableInLastSegment) {
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// 'text' may contain non-ascii characters, so we're not going to print it on
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// Marionette console to avoid breaking it.
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ok(true, "Testing '" + text + "' ...");
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let domRequest = manager.getSegmentInfoForText(text);
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ok(domRequest, "DOMRequest object returned.");
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return domRequest.then(function(aResult) {
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ok(aResult, "result = " + JSON.stringify(aResult));
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is(aResult.segments, segments, "result.segments");
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is(aResult.charsPerSegment, charsPerSegment, "result.charsPerSegment");
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is(aResult.charsAvailableInLastSegment, charsAvailableInLastSegment,
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"result.charsAvailableInLastSegment");
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});
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}
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startTestCommon(function() {
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// Ensure we always begin with strict 7bit encoding set to false.
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return pushPrefEnv({ set: [["dom.sms.strict7BitEncoding", false]] })
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// GSM 7Bit Alphabets:
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//
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// 'a' is in GSM default locking shift table, so it takes 1 septet.
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.then(() => test("a", 1, LEN_7BIT, LEN_7BIT - 1))
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// '\u20ac' is in GSM default single shift table, so it takes 2 septets.
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.then(() => test("\u20ac", 1, LEN_7BIT, LEN_7BIT - 2))
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// SP is defined in both locking shift and single shift tables.
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.then(() => test(" ", 1, LEN_7BIT, LEN_7BIT - 1))
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// Some combinations.
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.then(() => test("a\u20ac", 1, LEN_7BIT, LEN_7BIT - 3))
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.then(() => test("a ", 1, LEN_7BIT, LEN_7BIT - 2))
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.then(() => test("\u20aca", 1, LEN_7BIT, LEN_7BIT - 3))
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.then(() => test("\u20ac ", 1, LEN_7BIT, LEN_7BIT - 3))
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.then(() => test(" \u20ac", 1, LEN_7BIT, LEN_7BIT - 3))
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.then(() => test(" a", 1, LEN_7BIT, LEN_7BIT - 2))
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// GSM 7Bit Alphabets (multipart):
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//
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// Exactly 160 locking shift table chararacters.
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.then(() => test(times("a", LEN_7BIT), 1, LEN_7BIT, 0))
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// 161 locking shift table chararacters. We'll have |161 - 153 = 8| septets in
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// the 2nd segment.
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.then(() => test(times("a", LEN_7BIT + 1),
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2, LEN_7BIT_WITH_8BIT_REF, LEN_7BIT_WITH_8BIT_REF - 8))
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// |LEN_7BIT_WITH_8BIT_REF * 2| locking shift table chararacters.
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.then(() => test(times("a", LEN_7BIT_WITH_8BIT_REF * 2),
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2, LEN_7BIT_WITH_8BIT_REF, 0))
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// |LEN_7BIT_WITH_8BIT_REF * 2 + 1| locking shift table chararacters.
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.then(() => test(times("a", LEN_7BIT_WITH_8BIT_REF * 2 + 1),
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3, LEN_7BIT_WITH_8BIT_REF, LEN_7BIT_WITH_8BIT_REF - 1))
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// Exactly 80 single shift table chararacters.
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.then(() => test(times("\u20ac", LEN_7BIT / 2), 1, LEN_7BIT, 0))
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// 81 single shift table chararacters. Because |Math.floor(153 / 2) = 76|, it
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// should left 5 septets in the 2nd segment.
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.then(() => test(times("\u20ac", LEN_7BIT / 2 + 1),
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2, LEN_7BIT_WITH_8BIT_REF, LEN_7BIT_WITH_8BIT_REF - 10))
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// |1 + 2 * 76| single shift table chararacters. We have only |153 - 76 * 2 = 1|
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// space left, but each single shift table character takes 2, so it will be
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// filled in the 3rd segment.
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.then(() => test(times("\u20ac", 1 + 2 * Math.floor(LEN_7BIT_WITH_8BIT_REF / 2)),
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3, LEN_7BIT_WITH_8BIT_REF, LEN_7BIT_WITH_8BIT_REF - 2))
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// |2 * 76| single shift table chararacters + 1 locking shift table chararacter.
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.then(() => test("a" + times("\u20ac", 2 * Math.floor(LEN_7BIT_WITH_8BIT_REF / 2)),
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2, LEN_7BIT_WITH_8BIT_REF, 1))
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.then(() => test(times("\u20ac", 2 * Math.floor(LEN_7BIT_WITH_8BIT_REF / 2)) + "a",
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2, LEN_7BIT_WITH_8BIT_REF, 0))
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// UCS2:
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//
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// '\u6afb' should be encoded as UCS2.
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.then(() => test("\u6afb", 1, LEN_UCS2, LEN_UCS2 - 1))
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// Combination of GSM 7bit alphabets.
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.then(() => test("\u6afba", 1, LEN_UCS2, LEN_UCS2 - 2))
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.then(() => test("\u6afb\u20ac", 1, LEN_UCS2, LEN_UCS2 - 2))
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.then(() => test("\u6afb ", 1, LEN_UCS2, LEN_UCS2 - 2))
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// UCS2 (multipart):
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//
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// Exactly 70 UCS2 chararacters.
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.then(() => test(times("\u6afb", LEN_UCS2), 1, LEN_UCS2, 0))
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// 71 UCS2 chararacters. We'll have |71 - 67 = 4| chararacters in the 2nd
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// segment.
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.then(() => test(times("\u6afb", LEN_UCS2 + 1),
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2, LEN_UCS2_WITH_8BIT_REF, LEN_UCS2_WITH_8BIT_REF - 4))
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// |LEN_UCS2_WITH_8BIT_REF * 2| ucs2 chararacters.
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.then(() => test(times("\u6afb", LEN_UCS2_WITH_8BIT_REF * 2),
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2, LEN_UCS2_WITH_8BIT_REF, 0))
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// |LEN_7BIT_WITH_8BIT_REF * 2 + 1| ucs2 chararacters.
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.then(() => test(times("\u6afb", LEN_UCS2_WITH_8BIT_REF * 2 + 1),
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3, LEN_UCS2_WITH_8BIT_REF, LEN_UCS2_WITH_8BIT_REF - 1))
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// Strict 7-Bit Encoding:
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//
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.then(() => pushPrefEnv({ set: [["dom.sms.strict7BitEncoding", true]] }))
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// Should have no effect on GSM default alphabet characters.
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.then(() => test("\u0041", 1, LEN_7BIT, LEN_7BIT - 1))
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// "\u00c0"(À) should be mapped to "\u0041"(A).
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.then(() => test("\u00c0", 1, LEN_7BIT, LEN_7BIT - 1))
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// Mixing mapped characters with unmapped ones.
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.then(() => test("\u00c0\u0041", 1, LEN_7BIT, LEN_7BIT - 2))
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.then(() => test("\u0041\u00c0", 1, LEN_7BIT, LEN_7BIT - 2))
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// UCS2 characters should be mapped to '*'.
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.then(() => test("\u1234", 1, LEN_7BIT, LEN_7BIT - 1));
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});
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