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%% Original property, based on docs | |
prop_seq() -> | |
?FORALL({From, To, Incr} | |
, {int(), int(), int()} | |
, begin | |
try | |
%% According to docs | |
length(lists:seq(From, To, Incr)) == (To - From + Incr) div Incr | |
catch | |
%% if we fail, these are supposed to be the only conditions why we fail | |
_:_ -> (To < From - Incr andalso Incr > 0) orelse | |
(To > From - Incr andalso Incr < 0) orelse | |
(Incr == 0 andalso From /= To) | |
end | |
end). | |
> eqc:quickcheck(eqc:prop_seq()). | |
Failed! After 1 tests. | |
{0,0,0} | |
false | |
%% Nope :) Works for lists:seq(0, 0, 0) and it shouldn't. Let's update our conditions | |
prop_seq() -> | |
?FORALL({From, To, Incr} | |
, {int(), int(), int()} | |
, begin | |
try | |
%% According to docs + update | |
case {From, To, Incr} of | |
{0, 0, 0} -> equals([0], lists:seq(From, To, Incr)); | |
_ ->length(lists:seq(From, To, Incr)) == (To - From + Incr) div Incr | |
end | |
catch | |
%% if we fail, these are supposed to be the only conditions why we fail | |
_:_ -> | |
(To < From - Incr andalso Incr > 0) orelse | |
(To > From - Incr andalso Incr < 0) orelse | |
(Incr == 0 andalso From /= To) | |
end | |
end). | |
47> eqc:quickcheck(jesse_eqc:prop_seq()). | |
.................................................................................................... | |
OK, passed 100 tests | |
true | |
48> eqc:quickcheck(jesse_eqc:prop_seq()). | |
.................................................................................................... | |
OK, passed 100 tests | |
true | |
49> eqc:quickcheck(jesse_eqc:prop_seq()). | |
...Failed! After 4 tests. | |
{-1,-1,0} | |
Shrinking xxxx(0 times) | |
{-1,-1,0} | |
false | |
%%% oooops :) Wrong again :) |
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