CHadamard	CHadamard
CNOT2_01	CNOT2_01
CNOT2_10	CNOT2_10
CNOT3_01	CNOT3_01
CNOT3_02	CNOT3_02
CNOT3_10	CNOT3_10
CNOT3_12	CNOT3_12
CNOT3_20	CNOT3_20
CNOT3_21	CNOT3_21
CNOT4_01	CNOT4_01
CNOT4_02	CNOT4_02
CNOT4_03	CNOT4_03
CNOT4_10	CNOT4_10
CNOT4_12	CNOT4_12
CNOT4_13	CNOT4_13
CNOT4_20	CNOT4_20
CNOT4_21	CNOT4_21
CNOT4_23	CNOT4_23
CNOT4_30	CNOT4_30
CNOT4_31	CNOT4_31
CNOT4_32	CNOT4_32
CNOT5_01	CNOT5_01
CNOT5_02	CNOT5_02
CNOT5_03	CNOT5_03
CNOT5_04	CNOT5_04
CNOT5_10	CNOT5_10
CNOT5_12	CNOT5_12
CNOT5_13	CNOT5_13
CNOT5_14	CNOT5_14
CNOT5_20	CNOT5_20
CNOT5_21	CNOT5_21
CNOT5_23	CNOT5_23
CNOT5_24	CNOT5_24
CNOT5_30	CNOT5_30
CNOT5_31	CNOT5_31
CNOT5_32	CNOT5_32
CNOT5_34	CNOT5_34
CNOT5_40	CNOT5_40
CNOT5_41	CNOT5_41
CNOT5_42	CNOT5_42
CNOT5_43	CNOT5_43
CPauliX	CPauliX
CPauliY	CPauliY
CPauliZ	CPauliZ
CSWAP	CSWAP
DotProduct	DotProduct
GateDagger	GateDagger
Hadamard	Hadamard
init	init
innerProduct	innerProduct
measurement	measurement
PauliX	PauliX
PauliY	PauliY
PauliZ	PauliZ
plotMeasurement	plotMeasurement
RotationGate	RotationGate
S1Gate	S1Gate
SGate	SGate
SWAPQ0Q1	SWAPQ0Q1
T1Gate	T1Gate
TensorProd	TensorProd
TGate	TGate
Toffoli	Toffoli
ToffoliState	ToffoliState
