i is doin math and needs some help. ight so let X be a topolojikul space n F finna be a collekshun of closed subsets n shit. imma define G as the komplimint of sets in F. now a yoonyun of sets in G is the komplemintt of a innersekshun of the coruspondin sets in F. u dig? so F has FIP if n only if G got no finite subkover of X n shit. and F has um total innersekshun property if n only if G dont cover X. u feel me?