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[libc] Fix recently introduced integer-type warnings (#125864)
These warnings all come up in code modified by one of my two recent commitsc06d0ff806andb53da77c50, and all relate to implicit integer type conversion. In a build of ours with strict compile options two of them became errors. Even without that problem, it's worth fixing them to reduce noise that might hide a more serious warning.
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@@ -604,7 +604,7 @@ approx_reciprocal(const DyadicFloat<Bits> &a) {
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// of correct bits in x' is double the number in x.
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// An initial approximation to the reciprocal
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DyadicFloat<Bits> x(Sign::POS, -32 - a.exponent - Bits,
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DyadicFloat<Bits> x(Sign::POS, -32 - a.exponent - int(Bits),
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uint64_t(0xFFFFFFFFFFFFFFFF) /
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static_cast<uint64_t>(a.mantissa >> (Bits - 32)));
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@@ -231,7 +231,7 @@ extract_decimal_digit(T &value) {
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// Having multiplied it by 6, add the lowest half-word, and then reduce mod
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// 10 by normal integer division to finish.
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acc_remainder += value.val[0] & HALFWORD_MASK;
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uint8_t digit = acc_remainder % 10;
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uint8_t digit = static_cast<uint8_t>(acc_remainder % 10);
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// Now we have the output digit. Subtract it from the input value, and shift
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// right to divide by 2.
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@@ -113,7 +113,7 @@ struct DigitsOutput {
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// enough that for any binary exponent in the range of float128 it will give
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// the correct value of floor(log10(2^n)).
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LIBC_INLINE int estimate_log10(int exponent_of_2) {
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return (exponent_of_2 * 1292913986LL) >> 32;
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return static_cast<int>((exponent_of_2 * 1292913986LL) >> 32);
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}
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// Calculate the actual digits of a decimal representation of an FP number.
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@@ -189,7 +189,7 @@ DigitsOutput decimal_digits(DigitsInput input, int precision, bool e_mode) {
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// overflow _after_ the multiplication and retry. So if even the smaller
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// number of possible output digits is too many, we might as well change our
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// mind right now and switch into E mode.
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if (log10_input_max - log10_low_digit + 1 > MAX_DIGITS) {
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if (log10_input_max - log10_low_digit + 1 > int(MAX_DIGITS)) {
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precision = MAX_DIGITS;
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e_mode = true;
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log10_low_digit = log10_input_min + 1 - precision;
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@@ -362,8 +362,8 @@ DigitsOutput decimal_digits(DigitsInput input, int precision, bool e_mode) {
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// we made it from and doing the decimal conversion all over again.)
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for (size_t i = output.ndigits; i-- > 0;) {
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if (output.digits[i] != '9') {
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output.digits[i] = internal::int_to_b36_char(
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internal::b36_char_to_int(output.digits[i]) + 1);
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output.digits[i] = static_cast<char>(internal::int_to_b36_char(
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internal::b36_char_to_int(output.digits[i]) + 1));
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break;
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} else {
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output.digits[i] = '0';
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