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import "stdlib/str.jou" | ||
import "stdlib/mem.jou" | ||
import "stdlib/io.jou" | ||
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class Computer: | ||
name: byte[3] | ||
group_id: int # computers connected together have same group id | ||
connections: void*[100] # TODO: should be Computer*[100], can't be due to compiler bug | ||
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def connect(self, other: Computer*) -> None: | ||
assert other != NULL | ||
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for i = 0; i < sizeof(self->connections)/sizeof(self->connections[0]); i++: | ||
if self->connections[i] == NULL: | ||
self->connections[i] = other | ||
return | ||
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# array is full | ||
assert False | ||
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def is_connected(self, other: Computer*) -> bool: | ||
for i = 0; i < sizeof(self->connections)/sizeof(self->connections[0]); i++: | ||
if self->connections[i] == other: | ||
return True | ||
return False | ||
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def find_or_create_computer(computers: Computer*, ncomputers: int*, name: byte*) -> Computer*: | ||
for i = 0; i < *ncomputers; i++: | ||
if strcmp(computers[i].name, name) == 0: | ||
return &computers[i] | ||
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c = &computers[*ncomputers] | ||
assert strlen(name) == 2 | ||
strcpy(c->name, name) | ||
c->group_id = *ncomputers # unique initially | ||
memset(c->connections, 0, sizeof(c->connections)) | ||
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++*ncomputers | ||
return c | ||
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def merge_groups(computers: Computer*, ncomputers: int, id1: int, id2: int) -> None: | ||
printf("Merge %d,%d\n", id1, id2) | ||
if id1 == id2: | ||
return | ||
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for i = 0; i < ncomputers; i++: | ||
if computers[i].group_id == id1: | ||
computers[i].group_id = id2 | ||
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def main() -> int: | ||
computers: Computer* = malloc(sizeof(computers[0]) * 5000) | ||
assert computers != NULL | ||
ncomputers = 0 | ||
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f = fopen("sampleinput.txt", "r") | ||
assert f != NULL | ||
name1: byte[3] | ||
name2: byte[3] | ||
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while fscanf(f, "%2s-%2s\n", name1, name2) == 2: | ||
assert ncomputers < 5000 | ||
c1 = find_or_create_computer(computers, &ncomputers, name1) | ||
assert ncomputers < 5000 | ||
c2 = find_or_create_computer(computers, &ncomputers, name2) | ||
c1->connect(c2) | ||
c2->connect(c1) | ||
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fclose(f) | ||
printf("Got %d computers\n", ncomputers) # Output: Got 16 computers | ||
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n = 0 | ||
for i = 0; i < ncomputers; i++: | ||
for j = i+1; j < ncomputers; j++: | ||
if i == j or not computers[i].is_connected(&computers[j]): | ||
continue | ||
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for k = j+1; k < ncomputers; k++: | ||
if ( | ||
k == i | ||
or k == j | ||
or not computers[k].is_connected(&computers[i]) | ||
or not computers[k].is_connected(&computers[j]) | ||
): | ||
continue | ||
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if ( | ||
computers[i].name[0] == 't' | ||
or computers[j].name[0] == 't' | ||
or computers[k].name[0] == 't' | ||
): | ||
# Found 3 connected | ||
n++ | ||
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printf("%d\n", n) # Output: 7 | ||
return 0 |
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kh-tc | ||
qp-kh | ||
de-cg | ||
ka-co | ||
yn-aq | ||
qp-ub | ||
cg-tb | ||
vc-aq | ||
tb-ka | ||
wh-tc | ||
yn-cg | ||
kh-ub | ||
ta-co | ||
de-co | ||
tc-td | ||
tb-wq | ||
wh-td | ||
ta-ka | ||
td-qp | ||
aq-cg | ||
wq-ub | ||
ub-vc | ||
de-ta | ||
wq-aq | ||
wq-vc | ||
wh-yn | ||
ka-de | ||
kh-ta | ||
co-tc | ||
wh-qp | ||
tb-vc | ||
td-yn |