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-rw-r--r--src/qml/jsruntime/qv4numberobject.cpp38
-rw-r--r--src/qml/jsruntime/qv4runtime.cpp17
2 files changed, 16 insertions, 39 deletions
diff --git a/src/qml/jsruntime/qv4numberobject.cpp b/src/qml/jsruntime/qv4numberobject.cpp
index d26e888069..13f6912371 100644
--- a/src/qml/jsruntime/qv4numberobject.cpp
+++ b/src/qml/jsruntime/qv4numberobject.cpp
@@ -223,41 +223,9 @@ ReturnedValue NumberPrototype::method_toString(const FunctionObject *b, const Va
return v4->throwError(QStringLiteral("Number.prototype.toString: %0 is not a valid radix").arg(radix));
}
- if (std::isnan(num)) {
- return Encode(v4->newString(QStringLiteral("NaN")));
- } else if (qt_is_inf(num)) {
- return Encode(v4->newString(QLatin1String(num < 0 ? "-Infinity" : "Infinity")));
- }
-
- if (radix != 10) {
- QString str;
- bool negative = false;
- if (num < 0) {
- negative = true;
- num = -num;
- }
- double frac = num - std::floor(num);
- num = Value::toInteger(num);
- do {
- char c = (char)std::fmod(num, radix);
- c = (c < 10) ? (c + '0') : (c - 10 + 'a');
- str.prepend(QLatin1Char(c));
- num = std::floor(num / radix);
- } while (num != 0);
- if (frac != 0) {
- str.append(QLatin1Char('.'));
- do {
- frac = frac * radix;
- char c = (char)std::floor(frac);
- c = (c < 10) ? (c + '0') : (c - 10 + 'a');
- str.append(QLatin1Char(c));
- frac = frac - std::floor(frac);
- } while (frac != 0);
- }
- if (negative)
- str.prepend(QLatin1Char('-'));
- return Encode(v4->newString(str));
- }
+ QString str;
+ RuntimeHelpers::numberToString(&str, num, radix);
+ return Encode(v4->newString(str));
}
return Encode(Value::fromDouble(num).toString(v4));
diff --git a/src/qml/jsruntime/qv4runtime.cpp b/src/qml/jsruntime/qv4runtime.cpp
index 13244fdd95..424103cb08 100644
--- a/src/qml/jsruntime/qv4runtime.cpp
+++ b/src/qml/jsruntime/qv4runtime.cpp
@@ -298,13 +298,22 @@ void RuntimeHelpers::numberToString(QString *result, double num, int radix)
if (frac != 0) {
result->append(QLatin1Char('.'));
+ double magnitude = 1;
+ double next = frac;
do {
- frac = frac * radix;
- char c = (char)::floor(frac);
+ next *= radix;
+ const int floored = ::floor(next);
+ char c = char(floored);
c = (c < 10) ? (c + '0') : (c - 10 + 'a');
result->append(QLatin1Char(c));
- frac = frac - ::floor(frac);
- } while (frac != 0);
+ magnitude /= radix;
+ frac -= double(floored) * magnitude;
+ next -= double(floored);
+
+ // The next digit still makes a difference
+ // if a value of "radix" for it would change frac.
+ // Otherwise we've reached the limit of numerical precision.
+ } while (frac > 0 && frac - magnitude != frac);
}
if (negative)