Table 3: Offset angles for each of the rotation matrices.
Matrix parameters $\epsilon _{x}$ $\epsilon _{y}$ $\gamma _{y}$ $\Delta o$

Equinox $\epsilon _{x}$ , $\epsilon _{y}$ $\gamma _{y}$ $\Delta o$ Name (mas) (mas) (mas) (mas)

1. Inertial VLBI LLR LLR $\vec{R}_{\rm IERS}$ -6.819 16.6171 40.83 55.42

2. Inertial VLBI VLBI LLR -6.819 16.6171 38.328 55.42

3. Rotating VLBI LLR LLR -6.819 16.6171 40.83 -38.24

4. Rotating VLBI VLBI LLR -6.819 16.6171 38.328 -38.24

5. Inertial LLR LLR LLR $\vec{R}_{\rm LLR}$ -5.36 17.7 40.83 55.42

**Table 3:** Offset angles for each of the rotation matrices.
Matrix parameters		$\epsilon _{x}$	$\epsilon _{y}$	$\gamma _{y}$	$\Delta o$
Equinox	$\epsilon _{x}$ , $\epsilon _{y}$	$\gamma _{y}$	$\Delta o$	Name	(mas)	(mas)	(mas)	(mas)
1. Inertial	VLBI	LLR	LLR	$\vec{R}_{\rm IERS}$	-6.819	16.6171	40.83	55.42
2. Inertial	VLBI	VLBI	LLR		-6.819	16.6171	38.328	55.42
3. Rotating	VLBI	LLR	LLR		-6.819	16.6171	40.83	-38.24
4. Rotating	VLBI	VLBI	LLR		-6.819	16.6171	38.328	-38.24
5. Inertial	LLR	LLR	LLR	$\vec{R}_{\rm LLR}$	-5.36	17.7	40.83	55.42

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