Table 1: Left: loop oscillation properties of the analysed events. Right: analytic (A) and numerical (N) inversion results.
Loop R L R/L T $\tau_{\rm d}$ $T/\tau_{\rm d}$ $\tau_{\rm A,iA}$ $\tau_{\rm A,iN}$ $V_{\rm A,iN}=L/\tau_{\rm A,iN}$

(10⁶ m) (10⁸ m) (10^-2) (s) (s) (s) (s) (km s^-1)

1 3.60 1.68 2.13 261 870 0.30 137 (143)-185 145-177 947-1161

2
3.35 0.72 4.65 265 300 0.88 150-187 163-182 396-443

3
4.15 1.74 2.37 316 500 0.63 173-224 189-217 801-922

4
3.95 2.04 1.94 277 400 0.69 153-196 168-189 1079-1211

5
3.65 1.62 2.26 272 849 0.32 143 (150)-192 151-187 869-1073

6
8.40 3.90 2.17 522 1200 0.44 279 (286)-369 304-359 1088-1284

7
3.50 2.58 1.37 435 600 0.73 241-308 267-299 862-967

8
3.15 1.66 1.88 143 200 0.72 79-101 90-98 1693-1853

9
4.60 4.06 1.15 423 800 0.53 229 (232)-299 247-291 1394-1643

10
3.45 1.92 1.78 185 200 0.93 105-131 117-126 1526-1643

11
7.90 1.46 5.38 390 400 0.98 227-280 245-270 541-595

**Table 1:** *Left*: loop oscillation properties of the analysed events. *Right*: analytic (A) and numerical (N) inversion results.
Loop	R	L	R/L	T	$\tau_{\rm d}$	$T/\tau_{\rm d}$	$\tau_{\rm A,iA}$	$\tau_{\rm A,iN}$	$V_{\rm A,iN}=L/\tau_{\rm A,iN}$
	(10⁶ m)	(10⁸ m)	(10^-2)	(s)	(s)		(s)	(s)	(km s^-1)
1	3.60	1.68	2.13	261	870	0.30	137 (143)-185	145-177	947-1161
2	3.35	0.72	4.65	265	300	0.88	150-187	163-182	396-443
3	4.15	1.74	2.37	316	500	0.63	173-224	189-217	801-922
4	3.95	2.04	1.94	277	400	0.69	153-196	168-189	1079-1211
5	3.65	1.62	2.26	272	849	0.32	143 (150)-192	151-187	869-1073
6	8.40	3.90	2.17	522	1200	0.44	279 (286)-369	304-359	1088-1284
7	3.50	2.58	1.37	435	600	0.73	241-308	267-299	862-967
8	3.15	1.66	1.88	143	200	0.72	79-101	90-98	1693-1853
9	4.60	4.06	1.15	423	800	0.53	229 (232)-299	247-291	1394-1643
10	3.45	1.92	1.78	185	200	0.93	105-131	117-126	1526-1643
11	7.90	1.46	5.38	390	400	0.98	227-280	245-270	541-595

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