/*
A more efficient approach. (Okay after testing turns out this is exactly the same solution)
row_offset -- the index of the first row of the tree we're traversing (0 is first)
col_offset -- the index of the first column of the tree we're traversing
Basically, keep splitting into sub-trees and take the sub-tree that's larger.
Extremely efficient, runs in 0.02 seconds.
*/
long triangle_sum(int row_offset, int col_offset)
{
call_count++;
//Out of bounds: too far left or too far down
if(col_offset > row_offset || col_offset < 0 || row_offset > ROWS)
{
//just stop
printf("ERROR\n");
return -1;
}
//if on the last row
if(row_offset == ROWS)
{
//return the value of this node
return TRIANGLE[row_offset][col_offset];
}
int left = triangle_sum(row_offset + 1, col_offset);
int right = triangle_sum(row_offset + 1, col_offset + 1);
return TRIANGLE[row_offset][col_offset] + (left > right ? left : right);
}
int main(void)
{
long sum = triangle_sum(0, 0);
printf("Largest sum found: %ld\nCalled %d times.\n", sum, call_count);
return 0;
}
int main(int argc, char *argv[]){
char *line, *tokptr;
size_t len = 0, read;
uint64_t tok_n, sum, l_len = 0, i = 0, line_n = 0;
uint64_t **triangle = malloc(sizeof(uint64_t*) * 100);
FILE *input = NULL;
if(argc == 2){ // we are reading from file
if(access(argv[1], R_OK)){
fprintf(stderr, "Could not access file %s\n", argv[1]);
return EXIT_FAILURE;
}
input = fopen(argv[1], "r");
} else {
input = stdin;
}
while((read=getline(&line, &len, input)) != EOF){
uint64_t *n_field;
tok_n = 0;
read = read - 1;
line[read] = '\0';
if(strlen(line) == 0){
fprintf(stderr, "lol no hahahah\n");
return EXIT_FAILURE;
}
for(i=0; i < read; i++){
if(line[i] == 0x20){
tok_n += 1;
}
}
n_field = malloc(sizeof(uint64_t) * tok_n);
tokptr = strtok(line, " ");
for(i=0; i < tok_n; i++){
n_field[i] = atoi(tokptr);
tokptr = strtok(NULL, " ");
}
triangle[line_n] = n_field;
line_n += 1;
}
sum = triangle_sum(line_n, triangle);
for(i=line_n; i; i--){
free(triangle[i]);
}
free(triangle);
printf("%lu\n", sum);
}
