SunRed/SpaceCadetPinball
1
0
Fork 0
mirror of https://github.com/k4zmu2a/SpaceCadetPinball.git synced 2024-12-18 10:37:53 +01:00
Code Issues Releases Activity

Fix compiler warnings (#73)

Browse source
This commit is contained in:
Iscle 2021-10-26 16:15:45 +02:00 committed by GitHub
parent cfd30419c2
commit d27740bd38
Signed by: GitHub
GPG key ID: 4AEE18F83AFDEB23
3 changed files with 5 additions and 5 deletions
Show stats Download patch file Download diff file Expand all files Collapse all files

2
SpaceCadetPinball/TComponentGroup.cpp
View file

@ -45,7 +45,7 @@ int TComponentGroup::Message(int code, float value)
if (value > 0.0f)
this->Timer = timer::set(value, this, NotifyTimerExpired);
}
else if (code <= 1007 || code > 1011 && code != 1020 && code != 1022)
else if (code <= 1007 || (code > 1011 && code != 1020 && code != 1022))
{
for (auto component : List)
{

4
SpaceCadetPinball/TEdgeSegment.cpp
View file

@ -93,8 +93,8 @@ TEdgeSegment* TEdgeSegment::install_wall(float* floatArr, TCollisionComponent* c
vec2.X = centerX2 - centerX1;
vec2.Y = centerY2 - center.Y;
maths::cross(&vec1, &vec2, &dstVec);
if (dstVec.Z > 0.0f && offset > 0.0f ||
dstVec.Z < 0.0f && offset < 0.0f)
if ((dstVec.Z > 0.0f && offset > 0.0f) ||
(dstVec.Z < 0.0f && offset < 0.0f))
{
float radius = offset * 1.001f;
auto circle = new TCircle(collComp, activeFlagPtr, collisionGroup, &center, radius);

4
SpaceCadetPinball/TFlipperEdge.cpp
View file

@ -438,10 +438,10 @@ int TFlipperEdge::is_ball_inside(float x, float y)
vector_type testPoint{};
float dx = RotOrigin.X - x;
float dy = RotOrigin.Y - y;
if ((A2.X - A1.X) * (y - A1.Y) - (A2.Y - A1.Y) * (x - A1.X) >= 0.0f &&
if (((A2.X - A1.X) * (y - A1.Y) - (A2.Y - A1.Y) * (x - A1.X) >= 0.0f &&
(B1.X - A2.X) * (y - A2.Y) - (B1.Y - A2.Y) * (x - A2.X) >= 0.0f &&
(B2.X - B1.X) * (y - B1.Y) - (B2.Y - B1.Y) * (x - B1.X) >= 0.0f &&
(A1.X - B2.X) * (y - B2.Y) - (A1.Y - B2.Y) * (x - B2.X) >= 0.0f ||
(A1.X - B2.X) * (y - B2.Y) - (A1.Y - B2.Y) * (x - B2.X) >= 0.0f) ||
dy * dy + dx * dx <= CirclebaseRadiusSq ||
(T1.Y - y) * (T1.Y - y) + (T1.X - x) * (T1.X - x) < CircleT1RadiusSq)
{