Singapore's prime minister Lee Hsien Loong showcased his Sudoku Solver C code. You can read his original Facebook post here and another news reporting it here.

I have made some slight modification to adapt it so it can be tested on LeetCode OJ. It passed all 6/6 test cases with a runtime of **1 ms**. Pretty impressive for a prime minister, huh?

```
// Original author: Hsien Loong Lee (http://bit.ly/1zfIGMc)
// Slight modification by @1337c0d3r to adapt to run on LeetCode OJ.
// https://leetcode.com/problems/sudoku-solver/
int InBlock[81], InRow[81], InCol[81];
const int BLANK = 0;
const int ONES = 0x3fe; // Binary 1111111110
int Entry[81]; // Records entries 1-9 in the grid, as the corresponding bit set to 1
int Block[9], Row[9], Col[9]; // Each int is a 9-bit array
int SeqPtr = 0;
int Sequence[81];
void SwapSeqEntries(int S1, int S2)
{
int temp = Sequence[S2];
Sequence[S2] = Sequence[S1];
Sequence[S1] = temp;
}
void InitEntry(int i, int j, int val)
{
int Square = 9 * i + j;
int valbit = 1 << val;
int SeqPtr2;
// add suitable checks for data consistency
Entry[Square] = valbit;
Block[InBlock[Square]] &= ~valbit;
Col[InCol[Square]] &= ~valbit; // Simpler Col[j] &= ~valbit;
Row[InRow[Square]] &= ~valbit; // Simpler Row[i] &= ~valbit;
SeqPtr2 = SeqPtr;
while (SeqPtr2 < 81 && Sequence[SeqPtr2] != Square)
SeqPtr2++ ;
SwapSeqEntries(SeqPtr, SeqPtr2);
SeqPtr++;
}
void PrintArray(char **board)
{
int i, j, valbit, val, Square;
char ch;
Square = 0;
for (i = 0; i < 9; i++) {
for (j = 0; j < 9; j++) {
valbit = Entry[Square++];
if (valbit == 0) ch = '-';
else {
for (val = 1; val <= 9; val++)
if (valbit == (1 << val)) {
ch = '0' + val;
break;
}
}
board[i][j] = ch;
}
}
}
int NextSeq(int S)
{
int S2, Square, Possibles, BitCount;
int T, MinBitCount = 100;
for (T = S; T < 81; T++) {
Square = Sequence[T];
Possibles = Block[InBlock[Square]] & Row[InRow[Square]] & Col[InCol[Square]];
BitCount = 0;
while (Possibles) {
Possibles &= ~(Possibles & -Possibles);
BitCount++;
}
if (BitCount < MinBitCount) {
MinBitCount = BitCount;
S2 = T;
}
}
return S2;
}
void Place(int S, char** board)
{
if (S >= 81) {
PrintArray(board);
return;
}
int S2 = NextSeq(S);
SwapSeqEntries(S, S2);
int Square = Sequence[S];
int BlockIndex = InBlock[Square],
RowIndex = InRow[Square],
ColIndex = InCol[Square];
int Possibles = Block[BlockIndex] & Row[RowIndex] & Col[ColIndex];
while (Possibles) {
int valbit = Possibles & (-Possibles); // Lowest 1 bit in Possibles
Possibles &= ~valbit;
Entry[Square] = valbit;
Block[BlockIndex] &= ~valbit;
Row[RowIndex] &= ~valbit;
Col[ColIndex] &= ~valbit;
Place(S + 1, board);
Entry[Square] = BLANK; // Could be moved out of the loop
Block[BlockIndex] |= valbit;
Row[RowIndex] |= valbit;
Col[ColIndex] |= valbit;
}
SwapSeqEntries(S, S2);
}
void solveSudoku(char **board, int m, int n) {
SeqPtr = 0;
int i, j, Square;
for (i = 0; i < 9; i++)
for (j = 0; j < 9; j++) {
Square = 9 * i + j;
InRow[Square] = i;
InCol[Square] = j;
InBlock[Square] = (i / 3) * 3 + ( j / 3);
}
for (Square = 0; Square < 81; Square++) {
Sequence[Square] = Square;
Entry[Square] = BLANK;
}
for (i = 0; i < 9; i++)
Block[i] = Row[i] = Col[i] = ONES;
for (int i = 0; i < 9; ++i)
for (int j = 0; j < 9; ++j) {
if ('.' != board[i][j])
InitEntry(i, j, board[i][j] - '0');
}
Place(SeqPtr, board);
}
```