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Don't parse param init when = is required but missing
Makes another test case pass that was taking exponential time to parse, because now it notices that the = is not present and doesn't even try to parse the initialiser expression.
This commit is contained in:
Nathan Shively-Sanders
parent
3a25650f1d
commit
86d5311feb
@ -3025,9 +3025,8 @@ namespace ts {
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return undefined;
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}
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if (inParameter && requireEqualsToken) {
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// this occurs with speculative parsing of lambdas, so try to consume the initializer,
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// but signal that the parameter was missing the equals sign so it can abort if it wants
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parseAssignmentExpressionOrHigher();
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// = is required when speculatively parsing arrow function parameters,
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// so return a fake initializer as a signal that the equals token was missing
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const result = createNode(SyntaxKind.Identifier, scanner.getStartPos()) as Identifier;
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result.escapedText = "= not found" as __String;
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return result;
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@ -0,0 +1,46 @@
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//// [parserRegularExpressionDivideAmbiguity6.ts]
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function c255lsqr8h(a7, a6, a5, a4, a3, a2, a1, a0) {
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let r = [];
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let v;
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r[0] = (v = a0*a0) & 0xFFFF;
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r[1] = (v = ((v / 0x10000) | 0) + 2*a0*a1) & 0xFFFF;
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r[2] = (v = ((v / 0x10000) | 0) + 2*a0*a2 + a1*a1) & 0xFFFF;
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r[3] = (v = ((v / 0x10000) | 0) + 2*a0*a3 + 2*a1*a2) & 0xFFFF;
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r[4] = (v = ((v / 0x10000) | 0) + 2*a0*a4 + 2*a1*a3 + a2*a2) & 0xFFFF;
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r[5] = (v = ((v / 0x10000) | 0) + 2*a0*a5 + 2*a1*a4 + 2*a2*a3) & 0xFFFF;
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r[6] = (v = ((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 + 2*a2*a4 + a3*a3) & 0xFFFF;
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r[7] = (v = ((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 + 2*a2*a5 + 2*a3*a4) & 0xFFFF;
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r[8] = (v = ((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 + 2*a3*a5 + a4*a4) & 0xFFFF;
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r[9] = (v = ((v / 0x10000) | 0) + 2*a2*a7 + 2*a3*a6 + 2*a4*a5) & 0xFFFF;
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r[10] = (v = ((v / 0x10000) | 0) + 2*a3*a7 + 2*a4*a6 + a5*a5) & 0xFFFF;
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r[11] = (v = ((v / 0x10000) | 0) + 2*a4*a7 + 2*a5*a6) & 0xFFFF;
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r[12] = (v = ((v / 0x10000) | 0) + 2*a5*a7 + a6*a6) & 0xFFFF;
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r[13] = (v = ((v / 0x10000) | 0) + 2*a6*a7) & 0xFFFF;
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r[14] = (v = ((v / 0x10000) | 0) + a7*a7) & 0xFFFF;
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r[15] = ((v / 0x10000) | 0);
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return r;
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}
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//// [parserRegularExpressionDivideAmbiguity6.js]
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function c255lsqr8h(a7, a6, a5, a4, a3, a2, a1, a0) {
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var r = [];
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var v;
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r[0] = (v = a0 * a0) & 0xFFFF;
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r[1] = (v = ((v / 0x10000) | 0) + 2 * a0 * a1) & 0xFFFF;
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r[2] = (v = ((v / 0x10000) | 0) + 2 * a0 * a2 + a1 * a1) & 0xFFFF;
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r[3] = (v = ((v / 0x10000) | 0) + 2 * a0 * a3 + 2 * a1 * a2) & 0xFFFF;
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r[4] = (v = ((v / 0x10000) | 0) + 2 * a0 * a4 + 2 * a1 * a3 + a2 * a2) & 0xFFFF;
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r[5] = (v = ((v / 0x10000) | 0) + 2 * a0 * a5 + 2 * a1 * a4 + 2 * a2 * a3) & 0xFFFF;
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r[6] = (v = ((v / 0x10000) | 0) + 2 * a0 * a6 + 2 * a1 * a5 + 2 * a2 * a4 + a3 * a3) & 0xFFFF;
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r[7] = (v = ((v / 0x10000) | 0) + 2 * a0 * a7 + 2 * a1 * a6 + 2 * a2 * a5 + 2 * a3 * a4) & 0xFFFF;
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r[8] = (v = ((v / 0x10000) | 0) + 2 * a1 * a7 + 2 * a2 * a6 + 2 * a3 * a5 + a4 * a4) & 0xFFFF;
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r[9] = (v = ((v / 0x10000) | 0) + 2 * a2 * a7 + 2 * a3 * a6 + 2 * a4 * a5) & 0xFFFF;
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r[10] = (v = ((v / 0x10000) | 0) + 2 * a3 * a7 + 2 * a4 * a6 + a5 * a5) & 0xFFFF;
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r[11] = (v = ((v / 0x10000) | 0) + 2 * a4 * a7 + 2 * a5 * a6) & 0xFFFF;
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r[12] = (v = ((v / 0x10000) | 0) + 2 * a5 * a7 + a6 * a6) & 0xFFFF;
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r[13] = (v = ((v / 0x10000) | 0) + 2 * a6 * a7) & 0xFFFF;
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r[14] = (v = ((v / 0x10000) | 0) + a7 * a7) & 0xFFFF;
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r[15] = ((v / 0x10000) | 0);
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return r;
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}
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@ -0,0 +1,172 @@
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=== tests/cases/conformance/parser/ecmascript5/RegularExpressions/parserRegularExpressionDivideAmbiguity6.ts ===
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function c255lsqr8h(a7, a6, a5, a4, a3, a2, a1, a0) {
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>c255lsqr8h : Symbol(c255lsqr8h, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 0))
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>a7 : Symbol(a7, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 20))
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>a6 : Symbol(a6, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 23))
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>a5 : Symbol(a5, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 27))
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>a4 : Symbol(a4, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 31))
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>a3 : Symbol(a3, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 35))
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>a2 : Symbol(a2, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 39))
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>a1 : Symbol(a1, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 43))
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>a0 : Symbol(a0, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 47))
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let r = [];
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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let v;
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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r[0] = (v = a0*a0) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a0 : Symbol(a0, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 47))
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>a0 : Symbol(a0, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 47))
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r[1] = (v = ((v / 0x10000) | 0) + 2*a0*a1) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a0 : Symbol(a0, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 47))
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>a1 : Symbol(a1, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 43))
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r[2] = (v = ((v / 0x10000) | 0) + 2*a0*a2 + a1*a1) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a0 : Symbol(a0, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 47))
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>a2 : Symbol(a2, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 39))
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>a1 : Symbol(a1, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 43))
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>a1 : Symbol(a1, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 43))
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r[3] = (v = ((v / 0x10000) | 0) + 2*a0*a3 + 2*a1*a2) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a0 : Symbol(a0, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 47))
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>a3 : Symbol(a3, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 35))
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>a1 : Symbol(a1, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 43))
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>a2 : Symbol(a2, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 39))
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r[4] = (v = ((v / 0x10000) | 0) + 2*a0*a4 + 2*a1*a3 + a2*a2) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a0 : Symbol(a0, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 47))
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>a4 : Symbol(a4, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 31))
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>a1 : Symbol(a1, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 43))
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>a3 : Symbol(a3, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 35))
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>a2 : Symbol(a2, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 39))
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>a2 : Symbol(a2, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 39))
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r[5] = (v = ((v / 0x10000) | 0) + 2*a0*a5 + 2*a1*a4 + 2*a2*a3) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a0 : Symbol(a0, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 47))
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>a5 : Symbol(a5, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 27))
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>a1 : Symbol(a1, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 43))
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>a4 : Symbol(a4, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 31))
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>a2 : Symbol(a2, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 39))
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>a3 : Symbol(a3, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 35))
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r[6] = (v = ((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 + 2*a2*a4 + a3*a3) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a0 : Symbol(a0, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 47))
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>a6 : Symbol(a6, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 23))
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>a1 : Symbol(a1, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 43))
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>a5 : Symbol(a5, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 27))
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>a2 : Symbol(a2, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 39))
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>a4 : Symbol(a4, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 31))
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>a3 : Symbol(a3, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 35))
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>a3 : Symbol(a3, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 35))
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r[7] = (v = ((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 + 2*a2*a5 + 2*a3*a4) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a0 : Symbol(a0, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 47))
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>a7 : Symbol(a7, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 20))
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>a1 : Symbol(a1, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 43))
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>a6 : Symbol(a6, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 23))
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>a2 : Symbol(a2, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 39))
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>a5 : Symbol(a5, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 27))
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>a3 : Symbol(a3, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 35))
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>a4 : Symbol(a4, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 31))
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r[8] = (v = ((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 + 2*a3*a5 + a4*a4) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a1 : Symbol(a1, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 43))
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>a7 : Symbol(a7, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 20))
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>a2 : Symbol(a2, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 39))
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>a6 : Symbol(a6, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 23))
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>a3 : Symbol(a3, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 35))
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>a5 : Symbol(a5, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 27))
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>a4 : Symbol(a4, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 31))
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>a4 : Symbol(a4, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 31))
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r[9] = (v = ((v / 0x10000) | 0) + 2*a2*a7 + 2*a3*a6 + 2*a4*a5) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a2 : Symbol(a2, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 39))
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>a7 : Symbol(a7, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 20))
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>a3 : Symbol(a3, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 35))
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>a6 : Symbol(a6, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 23))
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>a4 : Symbol(a4, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 31))
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>a5 : Symbol(a5, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 27))
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r[10] = (v = ((v / 0x10000) | 0) + 2*a3*a7 + 2*a4*a6 + a5*a5) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a3 : Symbol(a3, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 35))
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>a7 : Symbol(a7, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 20))
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>a4 : Symbol(a4, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 31))
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>a6 : Symbol(a6, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 23))
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>a5 : Symbol(a5, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 27))
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>a5 : Symbol(a5, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 27))
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r[11] = (v = ((v / 0x10000) | 0) + 2*a4*a7 + 2*a5*a6) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a4 : Symbol(a4, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 31))
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>a7 : Symbol(a7, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 20))
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>a5 : Symbol(a5, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 27))
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>a6 : Symbol(a6, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 23))
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r[12] = (v = ((v / 0x10000) | 0) + 2*a5*a7 + a6*a6) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a5 : Symbol(a5, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 27))
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>a7 : Symbol(a7, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 20))
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>a6 : Symbol(a6, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 23))
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>a6 : Symbol(a6, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 23))
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r[13] = (v = ((v / 0x10000) | 0) + 2*a6*a7) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a6 : Symbol(a6, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 23))
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>a7 : Symbol(a7, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 20))
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r[14] = (v = ((v / 0x10000) | 0) + a7*a7) & 0xFFFF;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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>a7 : Symbol(a7, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 20))
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>a7 : Symbol(a7, Decl(parserRegularExpressionDivideAmbiguity6.ts, 0, 20))
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r[15] = ((v / 0x10000) | 0);
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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>v : Symbol(v, Decl(parserRegularExpressionDivideAmbiguity6.ts, 2, 7))
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return r;
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>r : Symbol(r, Decl(parserRegularExpressionDivideAmbiguity6.ts, 1, 7))
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}
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@ -0,0 +1,498 @@
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=== tests/cases/conformance/parser/ecmascript5/RegularExpressions/parserRegularExpressionDivideAmbiguity6.ts ===
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function c255lsqr8h(a7, a6, a5, a4, a3, a2, a1, a0) {
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>c255lsqr8h : (a7: any, a6: any, a5: any, a4: any, a3: any, a2: any, a1: any, a0: any) => any[]
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>a7 : any
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>a6 : any
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>a5 : any
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>a4 : any
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>a3 : any
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>a2 : any
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>a1 : any
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>a0 : any
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let r = [];
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>r : any[]
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>[] : undefined[]
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let v;
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>v : any
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r[0] = (v = a0*a0) & 0xFFFF;
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>r[0] = (v = a0*a0) & 0xFFFF : number
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>r[0] : any
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>r : any[]
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>0 : 0
|
||||
>(v = a0*a0) & 0xFFFF : number
|
||||
>(v = a0*a0) : number
|
||||
>v = a0*a0 : number
|
||||
>v : any
|
||||
>a0*a0 : number
|
||||
>a0 : any
|
||||
>a0 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[1] = (v = ((v / 0x10000) | 0) + 2*a0*a1) & 0xFFFF;
|
||||
>r[1] = (v = ((v / 0x10000) | 0) + 2*a0*a1) & 0xFFFF : number
|
||||
>r[1] : any
|
||||
>r : any[]
|
||||
>1 : 1
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a1) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a1) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a0*a1 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a0*a1 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a0*a1 : number
|
||||
>2*a0 : number
|
||||
>2 : 2
|
||||
>a0 : any
|
||||
>a1 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[2] = (v = ((v / 0x10000) | 0) + 2*a0*a2 + a1*a1) & 0xFFFF;
|
||||
>r[2] = (v = ((v / 0x10000) | 0) + 2*a0*a2 + a1*a1) & 0xFFFF : number
|
||||
>r[2] : any
|
||||
>r : any[]
|
||||
>2 : 2
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a2 + a1*a1) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a2 + a1*a1) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a0*a2 + a1*a1 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a0*a2 + a1*a1 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a2 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a0*a2 : number
|
||||
>2*a0 : number
|
||||
>2 : 2
|
||||
>a0 : any
|
||||
>a2 : any
|
||||
>a1*a1 : number
|
||||
>a1 : any
|
||||
>a1 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[3] = (v = ((v / 0x10000) | 0) + 2*a0*a3 + 2*a1*a2) & 0xFFFF;
|
||||
>r[3] = (v = ((v / 0x10000) | 0) + 2*a0*a3 + 2*a1*a2) & 0xFFFF : number
|
||||
>r[3] : any
|
||||
>r : any[]
|
||||
>3 : 3
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a3 + 2*a1*a2) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a3 + 2*a1*a2) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a0*a3 + 2*a1*a2 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a0*a3 + 2*a1*a2 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a3 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a0*a3 : number
|
||||
>2*a0 : number
|
||||
>2 : 2
|
||||
>a0 : any
|
||||
>a3 : any
|
||||
>2*a1*a2 : number
|
||||
>2*a1 : number
|
||||
>2 : 2
|
||||
>a1 : any
|
||||
>a2 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[4] = (v = ((v / 0x10000) | 0) + 2*a0*a4 + 2*a1*a3 + a2*a2) & 0xFFFF;
|
||||
>r[4] = (v = ((v / 0x10000) | 0) + 2*a0*a4 + 2*a1*a3 + a2*a2) & 0xFFFF : number
|
||||
>r[4] : any
|
||||
>r : any[]
|
||||
>4 : 4
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a4 + 2*a1*a3 + a2*a2) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a4 + 2*a1*a3 + a2*a2) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a0*a4 + 2*a1*a3 + a2*a2 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a0*a4 + 2*a1*a3 + a2*a2 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a4 + 2*a1*a3 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a4 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a0*a4 : number
|
||||
>2*a0 : number
|
||||
>2 : 2
|
||||
>a0 : any
|
||||
>a4 : any
|
||||
>2*a1*a3 : number
|
||||
>2*a1 : number
|
||||
>2 : 2
|
||||
>a1 : any
|
||||
>a3 : any
|
||||
>a2*a2 : number
|
||||
>a2 : any
|
||||
>a2 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[5] = (v = ((v / 0x10000) | 0) + 2*a0*a5 + 2*a1*a4 + 2*a2*a3) & 0xFFFF;
|
||||
>r[5] = (v = ((v / 0x10000) | 0) + 2*a0*a5 + 2*a1*a4 + 2*a2*a3) & 0xFFFF : number
|
||||
>r[5] : any
|
||||
>r : any[]
|
||||
>5 : 5
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a5 + 2*a1*a4 + 2*a2*a3) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a5 + 2*a1*a4 + 2*a2*a3) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a0*a5 + 2*a1*a4 + 2*a2*a3 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a0*a5 + 2*a1*a4 + 2*a2*a3 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a5 + 2*a1*a4 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a5 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a0*a5 : number
|
||||
>2*a0 : number
|
||||
>2 : 2
|
||||
>a0 : any
|
||||
>a5 : any
|
||||
>2*a1*a4 : number
|
||||
>2*a1 : number
|
||||
>2 : 2
|
||||
>a1 : any
|
||||
>a4 : any
|
||||
>2*a2*a3 : number
|
||||
>2*a2 : number
|
||||
>2 : 2
|
||||
>a2 : any
|
||||
>a3 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[6] = (v = ((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 + 2*a2*a4 + a3*a3) & 0xFFFF;
|
||||
>r[6] = (v = ((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 + 2*a2*a4 + a3*a3) & 0xFFFF : number
|
||||
>r[6] : any
|
||||
>r : any[]
|
||||
>6 : 6
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 + 2*a2*a4 + a3*a3) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 + 2*a2*a4 + a3*a3) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 + 2*a2*a4 + a3*a3 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 + 2*a2*a4 + a3*a3 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 + 2*a2*a4 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a6 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a0*a6 : number
|
||||
>2*a0 : number
|
||||
>2 : 2
|
||||
>a0 : any
|
||||
>a6 : any
|
||||
>2*a1*a5 : number
|
||||
>2*a1 : number
|
||||
>2 : 2
|
||||
>a1 : any
|
||||
>a5 : any
|
||||
>2*a2*a4 : number
|
||||
>2*a2 : number
|
||||
>2 : 2
|
||||
>a2 : any
|
||||
>a4 : any
|
||||
>a3*a3 : number
|
||||
>a3 : any
|
||||
>a3 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[7] = (v = ((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 + 2*a2*a5 + 2*a3*a4) & 0xFFFF;
|
||||
>r[7] = (v = ((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 + 2*a2*a5 + 2*a3*a4) & 0xFFFF : number
|
||||
>r[7] : any
|
||||
>r : any[]
|
||||
>7 : 7
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 + 2*a2*a5 + 2*a3*a4) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 + 2*a2*a5 + 2*a3*a4) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 + 2*a2*a5 + 2*a3*a4 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 + 2*a2*a5 + 2*a3*a4 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 + 2*a2*a5 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 : number
|
||||
>((v / 0x10000) | 0) + 2*a0*a7 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a0*a7 : number
|
||||
>2*a0 : number
|
||||
>2 : 2
|
||||
>a0 : any
|
||||
>a7 : any
|
||||
>2*a1*a6 : number
|
||||
>2*a1 : number
|
||||
>2 : 2
|
||||
>a1 : any
|
||||
>a6 : any
|
||||
>2*a2*a5 : number
|
||||
>2*a2 : number
|
||||
>2 : 2
|
||||
>a2 : any
|
||||
>a5 : any
|
||||
>2*a3*a4 : number
|
||||
>2*a3 : number
|
||||
>2 : 2
|
||||
>a3 : any
|
||||
>a4 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[8] = (v = ((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 + 2*a3*a5 + a4*a4) & 0xFFFF;
|
||||
>r[8] = (v = ((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 + 2*a3*a5 + a4*a4) & 0xFFFF : number
|
||||
>r[8] : any
|
||||
>r : any[]
|
||||
>8 : 8
|
||||
>(v = ((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 + 2*a3*a5 + a4*a4) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 + 2*a3*a5 + a4*a4) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 + 2*a3*a5 + a4*a4 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 + 2*a3*a5 + a4*a4 : number
|
||||
>((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 + 2*a3*a5 : number
|
||||
>((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 : number
|
||||
>((v / 0x10000) | 0) + 2*a1*a7 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a1*a7 : number
|
||||
>2*a1 : number
|
||||
>2 : 2
|
||||
>a1 : any
|
||||
>a7 : any
|
||||
>2*a2*a6 : number
|
||||
>2*a2 : number
|
||||
>2 : 2
|
||||
>a2 : any
|
||||
>a6 : any
|
||||
>2*a3*a5 : number
|
||||
>2*a3 : number
|
||||
>2 : 2
|
||||
>a3 : any
|
||||
>a5 : any
|
||||
>a4*a4 : number
|
||||
>a4 : any
|
||||
>a4 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[9] = (v = ((v / 0x10000) | 0) + 2*a2*a7 + 2*a3*a6 + 2*a4*a5) & 0xFFFF;
|
||||
>r[9] = (v = ((v / 0x10000) | 0) + 2*a2*a7 + 2*a3*a6 + 2*a4*a5) & 0xFFFF : number
|
||||
>r[9] : any
|
||||
>r : any[]
|
||||
>9 : 9
|
||||
>(v = ((v / 0x10000) | 0) + 2*a2*a7 + 2*a3*a6 + 2*a4*a5) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a2*a7 + 2*a3*a6 + 2*a4*a5) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a2*a7 + 2*a3*a6 + 2*a4*a5 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a2*a7 + 2*a3*a6 + 2*a4*a5 : number
|
||||
>((v / 0x10000) | 0) + 2*a2*a7 + 2*a3*a6 : number
|
||||
>((v / 0x10000) | 0) + 2*a2*a7 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a2*a7 : number
|
||||
>2*a2 : number
|
||||
>2 : 2
|
||||
>a2 : any
|
||||
>a7 : any
|
||||
>2*a3*a6 : number
|
||||
>2*a3 : number
|
||||
>2 : 2
|
||||
>a3 : any
|
||||
>a6 : any
|
||||
>2*a4*a5 : number
|
||||
>2*a4 : number
|
||||
>2 : 2
|
||||
>a4 : any
|
||||
>a5 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[10] = (v = ((v / 0x10000) | 0) + 2*a3*a7 + 2*a4*a6 + a5*a5) & 0xFFFF;
|
||||
>r[10] = (v = ((v / 0x10000) | 0) + 2*a3*a7 + 2*a4*a6 + a5*a5) & 0xFFFF : number
|
||||
>r[10] : any
|
||||
>r : any[]
|
||||
>10 : 10
|
||||
>(v = ((v / 0x10000) | 0) + 2*a3*a7 + 2*a4*a6 + a5*a5) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a3*a7 + 2*a4*a6 + a5*a5) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a3*a7 + 2*a4*a6 + a5*a5 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a3*a7 + 2*a4*a6 + a5*a5 : number
|
||||
>((v / 0x10000) | 0) + 2*a3*a7 + 2*a4*a6 : number
|
||||
>((v / 0x10000) | 0) + 2*a3*a7 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a3*a7 : number
|
||||
>2*a3 : number
|
||||
>2 : 2
|
||||
>a3 : any
|
||||
>a7 : any
|
||||
>2*a4*a6 : number
|
||||
>2*a4 : number
|
||||
>2 : 2
|
||||
>a4 : any
|
||||
>a6 : any
|
||||
>a5*a5 : number
|
||||
>a5 : any
|
||||
>a5 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[11] = (v = ((v / 0x10000) | 0) + 2*a4*a7 + 2*a5*a6) & 0xFFFF;
|
||||
>r[11] = (v = ((v / 0x10000) | 0) + 2*a4*a7 + 2*a5*a6) & 0xFFFF : number
|
||||
>r[11] : any
|
||||
>r : any[]
|
||||
>11 : 11
|
||||
>(v = ((v / 0x10000) | 0) + 2*a4*a7 + 2*a5*a6) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a4*a7 + 2*a5*a6) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a4*a7 + 2*a5*a6 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a4*a7 + 2*a5*a6 : number
|
||||
>((v / 0x10000) | 0) + 2*a4*a7 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a4*a7 : number
|
||||
>2*a4 : number
|
||||
>2 : 2
|
||||
>a4 : any
|
||||
>a7 : any
|
||||
>2*a5*a6 : number
|
||||
>2*a5 : number
|
||||
>2 : 2
|
||||
>a5 : any
|
||||
>a6 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[12] = (v = ((v / 0x10000) | 0) + 2*a5*a7 + a6*a6) & 0xFFFF;
|
||||
>r[12] = (v = ((v / 0x10000) | 0) + 2*a5*a7 + a6*a6) & 0xFFFF : number
|
||||
>r[12] : any
|
||||
>r : any[]
|
||||
>12 : 12
|
||||
>(v = ((v / 0x10000) | 0) + 2*a5*a7 + a6*a6) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a5*a7 + a6*a6) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a5*a7 + a6*a6 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a5*a7 + a6*a6 : number
|
||||
>((v / 0x10000) | 0) + 2*a5*a7 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a5*a7 : number
|
||||
>2*a5 : number
|
||||
>2 : 2
|
||||
>a5 : any
|
||||
>a7 : any
|
||||
>a6*a6 : number
|
||||
>a6 : any
|
||||
>a6 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[13] = (v = ((v / 0x10000) | 0) + 2*a6*a7) & 0xFFFF;
|
||||
>r[13] = (v = ((v / 0x10000) | 0) + 2*a6*a7) & 0xFFFF : number
|
||||
>r[13] : any
|
||||
>r : any[]
|
||||
>13 : 13
|
||||
>(v = ((v / 0x10000) | 0) + 2*a6*a7) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + 2*a6*a7) : number
|
||||
>v = ((v / 0x10000) | 0) + 2*a6*a7 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + 2*a6*a7 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>2*a6*a7 : number
|
||||
>2*a6 : number
|
||||
>2 : 2
|
||||
>a6 : any
|
||||
>a7 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[14] = (v = ((v / 0x10000) | 0) + a7*a7) & 0xFFFF;
|
||||
>r[14] = (v = ((v / 0x10000) | 0) + a7*a7) & 0xFFFF : number
|
||||
>r[14] : any
|
||||
>r : any[]
|
||||
>14 : 14
|
||||
>(v = ((v / 0x10000) | 0) + a7*a7) & 0xFFFF : number
|
||||
>(v = ((v / 0x10000) | 0) + a7*a7) : number
|
||||
>v = ((v / 0x10000) | 0) + a7*a7 : number
|
||||
>v : any
|
||||
>((v / 0x10000) | 0) + a7*a7 : number
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
>a7*a7 : number
|
||||
>a7 : any
|
||||
>a7 : any
|
||||
>0xFFFF : 65535
|
||||
|
||||
r[15] = ((v / 0x10000) | 0);
|
||||
>r[15] = ((v / 0x10000) | 0) : number
|
||||
>r[15] : any
|
||||
>r : any[]
|
||||
>15 : 15
|
||||
>((v / 0x10000) | 0) : number
|
||||
>(v / 0x10000) | 0 : number
|
||||
>(v / 0x10000) : number
|
||||
>v / 0x10000 : number
|
||||
>v : any
|
||||
>0x10000 : 65536
|
||||
>0 : 0
|
||||
|
||||
return r;
|
||||
>r : any[]
|
||||
}
|
||||
|
||||
@ -0,0 +1,21 @@
|
||||
function c255lsqr8h(a7, a6, a5, a4, a3, a2, a1, a0) {
|
||||
let r = [];
|
||||
let v;
|
||||
r[0] = (v = a0*a0) & 0xFFFF;
|
||||
r[1] = (v = ((v / 0x10000) | 0) + 2*a0*a1) & 0xFFFF;
|
||||
r[2] = (v = ((v / 0x10000) | 0) + 2*a0*a2 + a1*a1) & 0xFFFF;
|
||||
r[3] = (v = ((v / 0x10000) | 0) + 2*a0*a3 + 2*a1*a2) & 0xFFFF;
|
||||
r[4] = (v = ((v / 0x10000) | 0) + 2*a0*a4 + 2*a1*a3 + a2*a2) & 0xFFFF;
|
||||
r[5] = (v = ((v / 0x10000) | 0) + 2*a0*a5 + 2*a1*a4 + 2*a2*a3) & 0xFFFF;
|
||||
r[6] = (v = ((v / 0x10000) | 0) + 2*a0*a6 + 2*a1*a5 + 2*a2*a4 + a3*a3) & 0xFFFF;
|
||||
r[7] = (v = ((v / 0x10000) | 0) + 2*a0*a7 + 2*a1*a6 + 2*a2*a5 + 2*a3*a4) & 0xFFFF;
|
||||
r[8] = (v = ((v / 0x10000) | 0) + 2*a1*a7 + 2*a2*a6 + 2*a3*a5 + a4*a4) & 0xFFFF;
|
||||
r[9] = (v = ((v / 0x10000) | 0) + 2*a2*a7 + 2*a3*a6 + 2*a4*a5) & 0xFFFF;
|
||||
r[10] = (v = ((v / 0x10000) | 0) + 2*a3*a7 + 2*a4*a6 + a5*a5) & 0xFFFF;
|
||||
r[11] = (v = ((v / 0x10000) | 0) + 2*a4*a7 + 2*a5*a6) & 0xFFFF;
|
||||
r[12] = (v = ((v / 0x10000) | 0) + 2*a5*a7 + a6*a6) & 0xFFFF;
|
||||
r[13] = (v = ((v / 0x10000) | 0) + 2*a6*a7) & 0xFFFF;
|
||||
r[14] = (v = ((v / 0x10000) | 0) + a7*a7) & 0xFFFF;
|
||||
r[15] = ((v / 0x10000) | 0);
|
||||
return r;
|
||||
}
|
||||
Loading…
x
Reference in New Issue
Block a user