EMAM: intersection: set standard generics to n=2, x=1, m=5

src/test/resources/ba/intersection/ConflictComputer.emam

@@ -2,7 +2,7 @@ package ba.intersection;
 
 //TODO: x = (n-1)n/2
 //TODO: units
-component ConflictComputer<N1 n = 4,N1 x = 6,N1 m = 5>{
+component ConflictComputer<N1 n = 2,N1 x = 1,N1 m = 5>{
     port in Q^{3,m} trajectory[n];
     port in Q cutoffPosIn,in Q cutoffTimeIn;
     port out B conflictOut[x];

src/test/resources/ba/intersection/ConflictToStopConverter.emam

 package ba.intersection;
 
 //TODO: x = (n-1)n/2
-component ConflictToStopConverter<N1 n = 2,N1 x = 3,N1 m = 5>{
+component ConflictToStopConverter<N1 n = 2,N1 x = 1,N1 m = 5>{
     port in Z(1:n) indexLookupIn[x];
     port in B conflictIn[x];
     port out B stopOut[n];

src/test/resources/ba/intersection/ConflictToStopLookup.emam

@@ -2,7 +2,7 @@ package ba.intersection;
 
 //TODO: rename
 //TODO: automatically calculate x: x = (n-1)n/2
-component ConflictToStopLookup<N1 n = 2,N1 x = 3>{
+component ConflictToStopLookup<N1 n = 2,N1 x = 1>{
 
     port out Z(1:n) indexLookup[x];
 

src/test/resources/ba/intersection/DeltaTrajectoryComputer.emam

@@ -2,7 +2,7 @@ package ba.intersection;
 
 //TODO: x = (n-1)n/2
 //n: number of Trajectories, m = number of (x,y,dt) per trajectory
-component DeltaTrajectoryComputer<N1 n = 2, N1 x = 3,N1 m = 5>{
+component DeltaTrajectoryComputer<N1 n = 2, N1 x = 1,N1 m = 5>{
 
     port in Q(-oo:oo)^{3,m} trajectoryIn[n];
     port in Q(-oo:oo)^{3,m} deltaTrajectoryOut[x];

src/test/resources/ba/intersection/TrajectoryToStop.emam

 package ba.intersection;
 
 //TODO: x = (n-1)n/2
-component TrajectoryToStop<N1 n = 4,N1 x = 6,N1 m = 5>{
+component TrajectoryToStop<N1 n = 2,N1 x = 1,N1 m = 5>{
     port in Q^{3,m} trajectoryIn[n];
     port in Q cutoffPos;
     port in Q cutoffTime;

src/test/resources/ba/util/RelToAbsTrajectory.emam

 package ba.util;
 
-component RelToAbsTrajectory<N1 n = 4, N1 m = 5>{
+component RelToAbsTrajectory<N1 n = 2, N1 m = 5>{
     port in Q^{3,m} relTrajectoryIn[n];
     port in Q^{2,1} absPositionIn[n];
     port out Q^{3,m} absTrajectoryOut[n];