Middle three digits: Difference between revisions

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middleThreeDigits(-2002): Need odd and >= 3 digits
middleThreeDigits(-2002): Need odd and >= 3 digits
middleThreeDigits(0): Need odd and >= 3 digits</pre>
middleThreeDigits(0): Need odd and >= 3 digits</pre>

===Alternative Version===
This longer version is more correct (works with T.min), gives a stronger typed output, and it tries to be faster avoiding conversions to string.
<lang d>import std.stdio, std.traits, std.math, std.variant;

/// Returns a string with the error, or the three digits.
Algebraic!(string, char[3]) middleThreeDigits(T)(in T n)
if (isIntegral!T) {
// Awkward code to face abs(T.min) when T is signed.
ulong ln;
static if (isSigned!T) {
if (n >= 0) {
ln = n;
} else {
if (n == T.min) {
ln = -(n + 1);
ln++;
} else {
ln = -n;
}
}
} else {
ln = n;
}

if (ln < 100)
return typeof(return)("n is too short.");
immutable uint digits = 1 + cast(uint)log10(ln);
if (digits % 2 == 0)
return typeof(return)("n must have an odd number of digits.");

// From the Reddit answer by "millstone".
int drop = (digits - 3) / 2;
while (drop-- > 0)
ln /= 10;

char[3] result = void;
result[2] = ln % 10 + '0';
ln /= 10;
result[1] = ln % 10 + '0';
ln /= 10;
result[0] = ln % 10 + '0';
return typeof(return)(result);
}

void main() {
immutable passing = [123, 12345, 1234567, 987654321, 10001,
-10001, -123, -100, 100, -12345, -8765432];
foreach (n; passing) {
auto mtd = middleThreeDigits(n);
// A string result means it didn't pass.
assert(!mtd.peek!string);
writefln("middleThreeDigits(%d): %s", n, mtd);
}
writeln();

immutable failing = [1, 2, -1, -10, 2002, -2002, 0,
15, int.min, int.max];
foreach (n; failing) {
auto mtd = middleThreeDigits(n);
assert(mtd.peek!string);
writefln("middleThreeDigits(%d): %s", n, mtd);
}
writeln();

immutable long[] passingL = [123, 12345, 1234567, 987654321, 10001,
-10001, -123, -100, 100, -12345,
-8765432, long.min, long.max];
foreach (n; passingL) {
auto mtd = middleThreeDigits(n);
assert(!mtd.peek!string);
writefln("middleThreeDigits(%d): %s", n, mtd);
}
writeln();

immutable long[] failingL = [1, 2, -1, -10, 2002, -2002, 0, 15];
foreach (n; failingL) {
auto mtd = middleThreeDigits(n);
assert(mtd.peek!string);
writefln("middleThreeDigits(%d): %s", n, mtd);
}
writeln();

{
immutable n = short.min;
auto mtd = middleThreeDigits(n);
assert(!mtd.peek!string);
writefln("middleThreeDigits(cast(short)%d): %s", n, mtd);
}
}</lang>
{{out}}
<pre>middleThreeDigits(123): 123
middleThreeDigits(12345): 234
middleThreeDigits(1234567): 345
middleThreeDigits(987654321): 654
middleThreeDigits(10001): 000
middleThreeDigits(-10001): 000
middleThreeDigits(-123): 123
middleThreeDigits(-100): 100
middleThreeDigits(100): 100
middleThreeDigits(-12345): 234
middleThreeDigits(-8765432): 654

middleThreeDigits(1): n is too short.
middleThreeDigits(2): n is too short.
middleThreeDigits(-1): n is too short.
middleThreeDigits(-10): n is too short.
middleThreeDigits(2002): n must have an odd number of digits.
middleThreeDigits(-2002): n must have an odd number of digits.
middleThreeDigits(0): n is too short.
middleThreeDigits(15): n is too short.
middleThreeDigits(-2147483648): n must have an odd number of digits.
middleThreeDigits(2147483647): n must have an odd number of digits.

middleThreeDigits(123): 123
middleThreeDigits(12345): 234
middleThreeDigits(1234567): 345
middleThreeDigits(987654321): 654
middleThreeDigits(10001): 000
middleThreeDigits(-10001): 000
middleThreeDigits(-123): 123
middleThreeDigits(-100): 100
middleThreeDigits(100): 100
middleThreeDigits(-12345): 234
middleThreeDigits(-8765432): 654
middleThreeDigits(-9223372036854775808): 368
middleThreeDigits(9223372036854775807): 368

middleThreeDigits(1): n is too short.
middleThreeDigits(2): n is too short.
middleThreeDigits(-1): n is too short.
middleThreeDigits(-10): n is too short.
middleThreeDigits(2002): n must have an odd number of digits.
middleThreeDigits(-2002): n must have an odd number of digits.
middleThreeDigits(0): n is too short.
middleThreeDigits(15): n is too short.

middleThreeDigits(cast(short)-32768): 276</pre>


=={{header|OCaml}}==
=={{header|OCaml}}==