cgal/Benchmark/examples/Benchmark/data/test1.bff

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FileFormat( "AcsBenchmark", 0, 1 )
BenchmarkName( "all" )
Classification( "Arrangement", "Cubics", "FullCurves", " ", " ", " " )
LineSegment_2(Point_2(Rational(4,5),Rational(2,3)),Point_2(5,6))
LineSegment_2(Point_2(1,2),Point_2(5,6,7))
Conic_2 (1,2,3,4,5,6)
ConicArc_2( ConicPoint_2( Conic_2(1,2,3,4,5,6), PLUS_INFTY,9))
ConicArc_2(Conic_2(97581083350901,34674168638558,88931193655706,-10664655647205901,-35482440969293054,-3839775047463492522),ConicPoint_2(Conic_2(97581083350901,34674168638558,88931193655706,-10664655647205901,-35482440969293054,-3839775047463492522),AlgebraicReal(Polynomial_1(230,1,9,7),Rational(-230,1),Rational(-230,1),0),0),ConicPoint_2(Conic_2(97581083350901,34674168638558,88931193655706,-10664655647205901,-35482440969293054,-3839775047463492522),AlgebraicReal(Polynomial_1(-281,1),Rational(281,1),Rational(281,1),0),0),COUNTERCLOCKWISE)
ConicArc_2(Conic_2(97581083350901,34674168638558,88931193655706,-10664655647205901,-35482440969293054,-3839775047463492522),
ConicPoint_2(Conic_2(97581083350901,34674168638558,88931193655706,-10664655647205901,-35482440969293054,-3839775047463492522),AlgebraicReal(Polynomial_1(230,1,9,7),Rational(-230,1),Rational(-230,1),0),0),
ConicPoint_2(Conic_2(97581083350901,34674168638558,88931193655706,-10664655647205901,-35482440969293054,-3839775047463492522),AlgebraicReal(Polynomial_1(-281,1),Rational(281,1),Rational(281,1),0),AlgebraicReal(Polynomial_1(-281,1),Rational(281,1),Rational(281,1),0)),
COUNTERCLOCKWISE)
Circle_2(Point_2(4,5),Rational(4,2))
Cubic_2(1,2,3,4,5,6,7,8,9,10)
Quadric_3(1,2,3,4,5,6,7,8,9,10)
Rotate_2(Degree(30), Point_2(Rational(1,2), Rational(3,4)), Conic_2(1,2,3,4,5,6))
Translate_2(Vector_2(Rational(1,2), Rational(3,4)), Conic_2(1,2,3,4,5,6))
Rotate_2(Degree(30), Point_2(Rational(1,2), Rational(3,4)), Rotate_2(Degree(30), Point_2(Rational(1,2), Rational(3,4)), Translate_2(Vector_2(Rational(1,2), Rational(3,4)), Conic_2(1,2,3,4,5,6))))
Conic_2(1,2,3,4,5,6)
Polynomial<2>((1,(2,3)),(4,(5,6)))
Polynomial<3,Integer>( (1,(2,3,4)), (5,(6,7,8)) )
Polynomial<2,Sqrt_extension<Integer,Integer>>( (Sqrt_extension(1,2,3),(2,3)) , (Sqrt_extension(5,4,3),(5,6)) )
# this should issue a type error by the benchmark parser:
#Polynomial<2,Sqrt_extension<Integer,Integer>>( (Sqrt_extension(1,2,Rational(3,4)),(2,3)) , (Sqrt_extension(5,4,3),(5,6)) )