name= SCell
start= 0.0
stop= 0.25
H= 1.0E-5
2graph= 1
2file= 0
intgr_meth= 1
intgF_step= 0.0020
n_V= 20
n_cell= 0
n_svr= 180
n_ivr= 1214
n_prm= 1205
n_vdg= 98
n_ldg= 0
n_ion= 13
n_sm= 13
n_i2c= 13
n_fbr= 52
n_esyn= 22
n_csyn= 1
n_msyn= 0
n_fAt= 1
n_fAvt= 0
n_Xt= 0
n_PSM= 0
n_A= 0
n_B= 0
n_m= 65
n_h= 13
n_R= 4
n_TR= 0
n_weight= 0
n_cinj= 2
n_minj= 0
n_vclmp= 0
n_iclmp= 0
n_light= 0
n_mkvar0= 186
n_mkvar1= 222
n_chnl2graph= 2
n_var2graph= 4
n_2file= 5
n_cc= 0
n_trp= 0
n_mob= 0
n_rsyn= 0
0 zero
1 one
2 V[C....]<{svr}
3 V[C1....]<{svr}
4 V[C1a....]<{svr}
5 m[ADP.C1a...]<{svr}
6 m[KDR.C1a...]<{svr}
7 m[Ca.C1a...]<{svr}
8 m[Na.C1a...]<{svr}
9 h[Na.C1a...]<{svr}
10 m[fAHP.C1a...]<{svr}
11 Cion[Ca.C1a...]<{svr}
12 Csm[divalents.C1a...]<{svr}
13 fbr[mAHP.Ca.C1a..]<{svr}
14 fbr[fAHP.Ca.C1a..]<{svr}
15 fbr[Na.divalents.C1a..]<{svr}
16 fbr[Ca.divalents.C1a..]<{svr}
17 V[C2....]<{svr}
18 V[C2a....]<{svr}
19 m[ADP.C2a...]<{svr}
20 m[KDR.C2a...]<{svr}
21 m[Ca.C2a...]<{svr}
22 m[Na.C2a...]<{svr}
23 h[Na.C2a...]<{svr}
24 m[fAHP.C2a...]<{svr}
25 Cion[Ca.C2a...]<{svr}
26 Csm[divalents.C2a...]<{svr}
27 fbr[mAHP.Ca.C2a..]<{svr}
28 fbr[fAHP.Ca.C2a..]<{svr}
29 fbr[Na.divalents.C2a..]<{svr}
30 fbr[Ca.divalents.C2a..]<{svr}
31 V[C3....]<{svr}
32 V[C3a....]<{svr}
33 m[ADP.C3a...]<{svr}
34 m[KDR.C3a...]<{svr}
35 m[Ca.C3a...]<{svr}
36 m[Na.C3a...]<{svr}
37 h[Na.C3a...]<{svr}
38 m[fAHP.C3a...]<{svr}
39 Cion[Ca.C3a...]<{svr}
40 Csm[divalents.C3a...]<{svr}
41 fbr[mAHP.Ca.C3a..]<{svr}
42 fbr[fAHP.Ca.C3a..]<{svr}
43 fbr[Na.divalents.C3a..]<{svr}
44 fbr[Ca.divalents.C3a..]<{svr}
45 V[C4....]<{svr}
46 V[C4a....]<{svr}
47 m[ADP.C4a...]<{svr}
48 m[KDR.C4a...]<{svr}
49 m[Ca.C4a...]<{svr}
50 m[Na.C4a...]<{svr}
51 h[Na.C4a...]<{svr}
52 m[fAHP.C4a...]<{svr}
53 Cion[Ca.C4a...]<{svr}
54 Csm[divalents.C4a...]<{svr}
55 fbr[mAHP.Ca.C4a..]<{svr}
56 fbr[fAHP.Ca.C4a..]<{svr}
57 fbr[Na.divalents.C4a..]<{svr}
58 fbr[Ca.divalents.C4a..]<{svr}
59 V[R....]<{svr}
60 V[R1....]<{svr}
61 V[S....]<{svr}
62 m[ADP.S...]<{svr}
63 m[KDR.S...]<{svr}
64 m[Ca.S...]<{svr}
65 m[Na.S...]<{svr}
66 h[Na.S...]<{svr}
67 m[fAHP.S...]<{svr}
68 Cion[Ca.S...]<{svr}
69 Csm[divalents.S...]<{svr}
70 fbr[mAHP.Ca.S..]<{svr}
71 fbr[fAHP.Ca.S..]<{svr}
72 fbr[Na.divalents.S..]<{svr}
73 fbr[Ca.divalents.S..]<{svr}
74 V[S1....]<{svr}
75 m[ADP.S1...]<{svr}
76 m[KDR.S1...]<{svr}
77 m[Ca.S1...]<{svr}
78 m[Na.S1...]<{svr}
79 h[Na.S1...]<{svr}
80 m[fAHP.S1...]<{svr}
81 Cion[Ca.S1...]<{svr}
82 Csm[divalents.S1...]<{svr}
83 fbr[mAHP.Ca.S1..]<{svr}
84 fbr[fAHP.Ca.S1..]<{svr}
85 fbr[Na.divalents.S1..]<{svr}
86 fbr[Ca.divalents.S1..]<{svr}
87 V[S1a....]<{svr}
88 m[ADP.S1a...]<{svr}
89 m[KDR.S1a...]<{svr}
90 m[Ca.S1a...]<{svr}
91 m[Na.S1a...]<{svr}
92 h[Na.S1a...]<{svr}
93 m[fAHP.S1a...]<{svr}
94 Cion[Ca.S1a...]<{svr}
95 Csm[divalents.S1a...]<{svr}
96 fbr[mAHP.Ca.S1a..]<{svr}
97 fbr[fAHP.Ca.S1a..]<{svr}
98 fbr[Na.divalents.S1a..]<{svr}
99 fbr[Ca.divalents.S1a..]<{svr}
100 V[S2....]<{svr}
101 m[ADP.S2...]<{svr}
102 m[KDR.S2...]<{svr}
103 m[Ca.S2...]<{svr}
104 m[Na.S2...]<{svr}
105 h[Na.S2...]<{svr}
106 m[fAHP.S2...]<{svr}
107 Cion[Ca.S2...]<{svr}
108 Csm[divalents.S2...]<{svr}
109 fbr[mAHP.Ca.S2..]<{svr}
110 fbr[fAHP.Ca.S2..]<{svr}
111 fbr[Na.divalents.S2..]<{svr}
112 fbr[Ca.divalents.S2..]<{svr}
113 V[S2a....]<{svr}
114 m[ADP.S2a...]<{svr}
115 m[KDR.S2a...]<{svr}
116 m[Ca.S2a...]<{svr}
117 m[Na.S2a...]<{svr}
118 h[Na.S2a...]<{svr}
119 m[fAHP.S2a...]<{svr}
120 Cion[Ca.S2a...]<{svr}
121 Csm[divalents.S2a...]<{svr}
122 fbr[mAHP.Ca.S2a..]<{svr}
123 fbr[fAHP.Ca.S2a..]<{svr}
124 fbr[Na.divalents.S2a..]<{svr}
125 fbr[Ca.divalents.S2a..]<{svr}
126 V[S3....]<{svr}
127 m[ADP.S3...]<{svr}
128 m[KDR.S3...]<{svr}
129 m[Ca.S3...]<{svr}
130 m[Na.S3...]<{svr}
131 h[Na.S3...]<{svr}
132 m[fAHP.S3...]<{svr}
133 Cion[Ca.S3...]<{svr}
134 Csm[divalents.S3...]<{svr}
135 fbr[mAHP.Ca.S3..]<{svr}
136 fbr[fAHP.Ca.S3..]<{svr}
137 fbr[Na.divalents.S3..]<{svr}
138 fbr[Ca.divalents.S3..]<{svr}
139 V[S3a....]<{svr}
140 m[ADP.S3a...]<{svr}
141 m[KDR.S3a...]<{svr}
142 m[Ca.S3a...]<{svr}
143 m[Na.S3a...]<{svr}
144 h[Na.S3a...]<{svr}
145 m[fAHP.S3a...]<{svr}
146 Cion[Ca.S3a...]<{svr}
147 Csm[divalents.S3a...]<{svr}
148 fbr[mAHP.Ca.S3a..]<{svr}
149 fbr[fAHP.Ca.S3a..]<{svr}
150 fbr[Na.divalents.S3a..]<{svr}
151 fbr[Ca.divalents.S3a..]<{svr}
152 V[S4....]<{svr}
153 m[ADP.S4...]<{svr}
154 m[KDR.S4...]<{svr}
155 m[Ca.S4...]<{svr}
156 m[Na.S4...]<{svr}
157 h[Na.S4...]<{svr}
158 m[fAHP.S4...]<{svr}
159 Cion[Ca.S4...]<{svr}
160 Csm[divalents.S4...]<{svr}
161 fbr[mAHP.Ca.S4..]<{svr}
162 fbr[fAHP.Ca.S4..]<{svr}
163 fbr[Na.divalents.S4..]<{svr}
164 fbr[Ca.divalents.S4..]<{svr}
165 V[S4a....]<{svr}
166 m[ADP.S4a...]<{svr}
167 m[KDR.S4a...]<{svr}
168 m[Ca.S4a...]<{svr}
169 m[Na.S4a...]<{svr}
170 h[Na.S4a...]<{svr}
171 m[fAHP.S4a...]<{svr}
172 Cion[Ca.S4a...]<{svr}
173 Csm[divalents.S4a...]<{svr}
174 fbr[mAHP.Ca.S4a..]<{svr}
175 fbr[fAHP.Ca.S4a..]<{svr}
176 fbr[Na.divalents.S4a..]<{svr}
177 fbr[Ca.divalents.S4a..]<{svr}
178 At[R1.>----.C1.glutamate.]<{svr}
179 At[R1.>----.C1.glutamate.]<{svr}
0 zero
1 one
2 dV[C....]/dt<{tvr}
3 dV[C1....]/dt<{tvr}
4 dV[C1a....]/dt<{tvr}
5 dm[ADP.C1a...]/dt<{tvr}
6 dm[KDR.C1a...]/dt<{tvr}
7 dm[Ca.C1a...]/dt<{tvr}
8 dm[Na.C1a...]/dt<{tvr}
9 dh[Na.C1a...]/dt<{tvr}
10 dm[fAHP.C1a...]/dt<{tvr}
11 dCion[Ca.C1a...]/dt<{tvr}
12 dCsm[divalents.C1a...]/dt<{tvr}
13 dfbr[mAHP.Ca.C1a..]/dt<{tvr}
14 dfbr[fAHP.Ca.C1a..]/dt<{tvr}
15 dfbr[Na.divalents.C1a..]/dt<{tvr}
16 dfbr[Ca.divalents.C1a..]/dt<{tvr}
17 dV[C2....]/dt<{tvr}
18 dV[C2a....]/dt<{tvr}
19 dm[ADP.C2a...]/dt<{tvr}
20 dm[KDR.C2a...]/dt<{tvr}
21 dm[Ca.C2a...]/dt<{tvr}
22 dm[Na.C2a...]/dt<{tvr}
23 dh[Na.C2a...]/dt<{tvr}
24 dm[fAHP.C2a...]/dt<{tvr}
25 dCion[Ca.C2a...]/dt<{tvr}
26 dCsm[divalents.C2a...]/dt<{tvr}
27 dfbr[mAHP.Ca.C2a..]/dt<{tvr}
28 dfbr[fAHP.Ca.C2a..]/dt<{tvr}
29 dfbr[Na.divalents.C2a..]/dt<{tvr}
30 dfbr[Ca.divalents.C2a..]/dt<{tvr}
31 dV[C3....]/dt<{tvr}
32 dV[C3a....]/dt<{tvr}
33 dm[ADP.C3a...]/dt<{tvr}
34 dm[KDR.C3a...]/dt<{tvr}
35 dm[Ca.C3a...]/dt<{tvr}
36 dm[Na.C3a...]/dt<{tvr}
37 dh[Na.C3a...]/dt<{tvr}
38 dm[fAHP.C3a...]/dt<{tvr}
39 dCion[Ca.C3a...]/dt<{tvr}
40 dCsm[divalents.C3a...]/dt<{tvr}
41 dfbr[mAHP.Ca.C3a..]/dt<{tvr}
42 dfbr[fAHP.Ca.C3a..]/dt<{tvr}
43 dfbr[Na.divalents.C3a..]/dt<{tvr}
44 dfbr[Ca.divalents.C3a..]/dt<{tvr}
45 dV[C4....]/dt<{tvr}
46 dV[C4a....]/dt<{tvr}
47 dm[ADP.C4a...]/dt<{tvr}
48 dm[KDR.C4a...]/dt<{tvr}
49 dm[Ca.C4a...]/dt<{tvr}
50 dm[Na.C4a...]/dt<{tvr}
51 dh[Na.C4a...]/dt<{tvr}
52 dm[fAHP.C4a...]/dt<{tvr}
53 dCion[Ca.C4a...]/dt<{tvr}
54 dCsm[divalents.C4a...]/dt<{tvr}
55 dfbr[mAHP.Ca.C4a..]/dt<{tvr}
56 dfbr[fAHP.Ca.C4a..]/dt<{tvr}
57 dfbr[Na.divalents.C4a..]/dt<{tvr}
58 dfbr[Ca.divalents.C4a..]/dt<{tvr}
59 dV[R....]/dt<{tvr}
60 dV[R1....]/dt<{tvr}
61 dV[S....]/dt<{tvr}
62 dm[ADP.S...]/dt<{tvr}
63 dm[KDR.S...]/dt<{tvr}
64 dm[Ca.S...]/dt<{tvr}
65 dm[Na.S...]/dt<{tvr}
66 dh[Na.S...]/dt<{tvr}
67 dm[fAHP.S...]/dt<{tvr}
68 dCion[Ca.S...]/dt<{tvr}
69 dCsm[divalents.S...]/dt<{tvr}
70 dfbr[mAHP.Ca.S..]/dt<{tvr}
71 dfbr[fAHP.Ca.S..]/dt<{tvr}
72 dfbr[Na.divalents.S..]/dt<{tvr}
73 dfbr[Ca.divalents.S..]/dt<{tvr}
74 dV[S1....]/dt<{tvr}
75 dm[ADP.S1...]/dt<{tvr}
76 dm[KDR.S1...]/dt<{tvr}
77 dm[Ca.S1...]/dt<{tvr}
78 dm[Na.S1...]/dt<{tvr}
79 dh[Na.S1...]/dt<{tvr}
80 dm[fAHP.S1...]/dt<{tvr}
81 dCion[Ca.S1...]/dt<{tvr}
82 dCsm[divalents.S1...]/dt<{tvr}
83 dfbr[mAHP.Ca.S1..]/dt<{tvr}
84 dfbr[fAHP.Ca.S1..]/dt<{tvr}
85 dfbr[Na.divalents.S1..]/dt<{tvr}
86 dfbr[Ca.divalents.S1..]/dt<{tvr}
87 dV[S1a....]/dt<{tvr}
88 dm[ADP.S1a...]/dt<{tvr}
89 dm[KDR.S1a...]/dt<{tvr}
90 dm[Ca.S1a...]/dt<{tvr}
91 dm[Na.S1a...]/dt<{tvr}
92 dh[Na.S1a...]/dt<{tvr}
93 dm[fAHP.S1a...]/dt<{tvr}
94 dCion[Ca.S1a...]/dt<{tvr}
95 dCsm[divalents.S1a...]/dt<{tvr}
96 dfbr[mAHP.Ca.S1a..]/dt<{tvr}
97 dfbr[fAHP.Ca.S1a..]/dt<{tvr}
98 dfbr[Na.divalents.S1a..]/dt<{tvr}
99 dfbr[Ca.divalents.S1a..]/dt<{tvr}
100 dV[S2....]/dt<{tvr}
101 dm[ADP.S2...]/dt<{tvr}
102 dm[KDR.S2...]/dt<{tvr}
103 dm[Ca.S2...]/dt<{tvr}
104 dm[Na.S2...]/dt<{tvr}
105 dh[Na.S2...]/dt<{tvr}
106 dm[fAHP.S2...]/dt<{tvr}
107 dCion[Ca.S2...]/dt<{tvr}
108 dCsm[divalents.S2...]/dt<{tvr}
109 dfbr[mAHP.Ca.S2..]/dt<{tvr}
110 dfbr[fAHP.Ca.S2..]/dt<{tvr}
111 dfbr[Na.divalents.S2..]/dt<{tvr}
112 dfbr[Ca.divalents.S2..]/dt<{tvr}
113 dV[S2a....]/dt<{tvr}
114 dm[ADP.S2a...]/dt<{tvr}
115 dm[KDR.S2a...]/dt<{tvr}
116 dm[Ca.S2a...]/dt<{tvr}
117 dm[Na.S2a...]/dt<{tvr}
118 dh[Na.S2a...]/dt<{tvr}
119 dm[fAHP.S2a...]/dt<{tvr}
120 dCion[Ca.S2a...]/dt<{tvr}
121 dCsm[divalents.S2a...]/dt<{tvr}
122 dfbr[mAHP.Ca.S2a..]/dt<{tvr}
123 dfbr[fAHP.Ca.S2a..]/dt<{tvr}
124 dfbr[Na.divalents.S2a..]/dt<{tvr}
125 dfbr[Ca.divalents.S2a..]/dt<{tvr}
126 dV[S3....]/dt<{tvr}
127 dm[ADP.S3...]/dt<{tvr}
128 dm[KDR.S3...]/dt<{tvr}
129 dm[Ca.S3...]/dt<{tvr}
130 dm[Na.S3...]/dt<{tvr}
131 dh[Na.S3...]/dt<{tvr}
132 dm[fAHP.S3...]/dt<{tvr}
133 dCion[Ca.S3...]/dt<{tvr}
134 dCsm[divalents.S3...]/dt<{tvr}
135 dfbr[mAHP.Ca.S3..]/dt<{tvr}
136 dfbr[fAHP.Ca.S3..]/dt<{tvr}
137 dfbr[Na.divalents.S3..]/dt<{tvr}
138 dfbr[Ca.divalents.S3..]/dt<{tvr}
139 dV[S3a....]/dt<{tvr}
140 dm[ADP.S3a...]/dt<{tvr}
141 dm[KDR.S3a...]/dt<{tvr}
142 dm[Ca.S3a...]/dt<{tvr}
143 dm[Na.S3a...]/dt<{tvr}
144 dh[Na.S3a...]/dt<{tvr}
145 dm[fAHP.S3a...]/dt<{tvr}
146 dCion[Ca.S3a...]/dt<{tvr}
147 dCsm[divalents.S3a...]/dt<{tvr}
148 dfbr[mAHP.Ca.S3a..]/dt<{tvr}
149 dfbr[fAHP.Ca.S3a..]/dt<{tvr}
150 dfbr[Na.divalents.S3a..]/dt<{tvr}
151 dfbr[Ca.divalents.S3a..]/dt<{tvr}
152 dV[S4....]/dt<{tvr}
153 dm[ADP.S4...]/dt<{tvr}
154 dm[KDR.S4...]/dt<{tvr}
155 dm[Ca.S4...]/dt<{tvr}
156 dm[Na.S4...]/dt<{tvr}
157 dh[Na.S4...]/dt<{tvr}
158 dm[fAHP.S4...]/dt<{tvr}
159 dCion[Ca.S4...]/dt<{tvr}
160 dCsm[divalents.S4...]/dt<{tvr}
161 dfbr[mAHP.Ca.S4..]/dt<{tvr}
162 dfbr[fAHP.Ca.S4..]/dt<{tvr}
163 dfbr[Na.divalents.S4..]/dt<{tvr}
164 dfbr[Ca.divalents.S4..]/dt<{tvr}
165 dV[S4a....]/dt<{tvr}
166 dm[ADP.S4a...]/dt<{tvr}
167 dm[KDR.S4a...]/dt<{tvr}
168 dm[Ca.S4a...]/dt<{tvr}
169 dm[Na.S4a...]/dt<{tvr}
170 dh[Na.S4a...]/dt<{tvr}
171 dm[fAHP.S4a...]/dt<{tvr}
172 dCion[Ca.S4a...]/dt<{tvr}
173 dCsm[divalents.S4a...]/dt<{tvr}
174 dfbr[mAHP.Ca.S4a..]/dt<{tvr}
175 dfbr[fAHP.Ca.S4a..]/dt<{tvr}
176 dfbr[Na.divalents.S4a..]/dt<{tvr}
177 dfbr[Ca.divalents.S4a..]/dt<{tvr}
178 dAt[R1.>----.C1.glutamate.]/dt<{tvr}
179 dAt[R1.>----.C1.glutamate.]/dt<{tvr}
0 zero
1 one
2 time<{ivr}
3 V[C....]<{ivr}
4 sIex[C....]<{ivr}
5 sIlight[C....]<{ivr}
6 slightOn[C....]<{ivr}
7 sIvd_reg[C....]<{ivr}
8 sIld[C....]<{ivr}
9 sIcs[C....]<{ivr}
10 sIes[C....]<{ivr}
11 sIrs[C....]<{ivr}
12 spk[C....]<{ivr}
13 spknow[C....]<{ivr}
14 tfin_spk[C....]<{ivr}
15 Ivd[leak.C...]<{ivr}
16 pGBI[leak.C...]<{ivr}
17 pGBS[leak.C...]<{ivr}
18 Gvd[leak.C...]<{ivr}
19 IVDxREG[leak.C...]<{ivr}
20 V[C1....]<{ivr}
21 sIex[C1....]<{ivr}
22 sIlight[C1....]<{ivr}
23 slightOn[C1....]<{ivr}
24 sIvd_reg[C1....]<{ivr}
25 sIld[C1....]<{ivr}
26 sIcs[C1....]<{ivr}
27 sIes[C1....]<{ivr}
28 sIrs[C1....]<{ivr}
29 spk[C1....]<{ivr}
30 spknow[C1....]<{ivr}
31 tfin_spk[C1....]<{ivr}
32 Ivd[leak.C1...]<{ivr}
33 pGBI[leak.C1...]<{ivr}
34 pGBS[leak.C1...]<{ivr}
35 Gvd[leak.C1...]<{ivr}
36 IVDxREG[leak.C1...]<{ivr}
37 V[C1a....]<{ivr}
38 sIex[C1a....]<{ivr}
39 sIlight[C1a....]<{ivr}
40 slightOn[C1a....]<{ivr}
41 sIvd_reg[C1a....]<{ivr}
42 sIld[C1a....]<{ivr}
43 sIcs[C1a....]<{ivr}
44 sIes[C1a....]<{ivr}
45 sIrs[C1a....]<{ivr}
46 spk[C1a....]<{ivr}
47 spknow[C1a....]<{ivr}
48 tfin_spk[C1a....]<{ivr}
49 Ivd[ADP.C1a...]<{ivr}
50 pGBI[ADP.C1a...]<{ivr}
51 pGBS[ADP.C1a...]<{ivr}
52 Gvd[ADP.C1a...]<{ivr}
53 m[ADP.C1a...]<{ivr}
54 am[ADP.C1a...]<{ivr}
55 bm[ADP.C1a...]<{ivr}
56 IVDxREG[ADP.C1a...]<{ivr}
57 Ivd[KDR.C1a...]<{ivr}
58 pGBI[KDR.C1a...]<{ivr}
59 pGBS[KDR.C1a...]<{ivr}
60 Gvd[KDR.C1a...]<{ivr}
61 m[KDR.C1a...]<{ivr}
62 am[KDR.C1a...]<{ivr}
63 bm[KDR.C1a...]<{ivr}
64 IVDxREG[KDR.C1a...]<{ivr}
65 Ivd[mAHP.C1a...]<{ivr}
66 pGBI[mAHP.C1a...]<{ivr}
67 pGBS[mAHP.C1a...]<{ivr}
68 Gvd[mAHP.C1a...]<{ivr}
69 IVDxREG[mAHP.C1a...]<{ivr}
70 Ivd[Ca.C1a...]<{ivr}
71 pGBI[Ca.C1a...]<{ivr}
72 pGBS[Ca.C1a...]<{ivr}
73 Gvd[Ca.C1a...]<{ivr}
74 m[Ca.C1a...]<{ivr}
75 am[Ca.C1a...]<{ivr}
76 bm[Ca.C1a...]<{ivr}
77 IVDxREG[Ca.C1a...]<{ivr}
78 Ivd[leak.C1a...]<{ivr}
79 pGBI[leak.C1a...]<{ivr}
80 pGBS[leak.C1a...]<{ivr}
81 Gvd[leak.C1a...]<{ivr}
82 R[leak.C1a...]<{ivr}
83 IVDxREG[leak.C1a...]<{ivr}
84 Ivd[Na.C1a...]<{ivr}
85 pGBI[Na.C1a...]<{ivr}
86 pGBS[Na.C1a...]<{ivr}
87 Gvd[Na.C1a...]<{ivr}
88 m[Na.C1a...]<{ivr}
89 am[Na.C1a...]<{ivr}
90 bm[Na.C1a...]<{ivr}
91 h[Na.C1a...]<{ivr}
92 ah[Na.C1a...]<{ivr}
93 bh[Na.C1a...]<{ivr}
94 IVDxREG[Na.C1a...]<{ivr}
95 Ivd[fAHP.C1a...]<{ivr}
96 pGBI[fAHP.C1a...]<{ivr}
97 pGBS[fAHP.C1a...]<{ivr}
98 Gvd[fAHP.C1a...]<{ivr}
99 m[fAHP.C1a...]<{ivr}
100 am[fAHP.C1a...]<{ivr}
101 bm[fAHP.C1a...]<{ivr}
102 IVDxREG[fAHP.C1a...]<{ivr}
103 Cion[Ca.C1a...]<{ivr}
104 sI2C[Ca.C1a...]<{ivr}
105 Csm[divalents.C1a...]<{ivr}
106 ssCsm[divalents.C1a...]<{ivr}
107 xCsm[divalents.C1a...]<{ivr}
108 CsmBI[divalents.C1a...]<{ivr}
109 CsmBS[divalents.C1a...]<{ivr}
110 fBR[mAHP.Ca.C1a..]<{ivr}
111 fbr[mAHP.Ca.C1a..]<{ivr}
112 fBR[fAHP.Ca.C1a..]<{ivr}
113 fbr[fAHP.Ca.C1a..]<{ivr}
114 fBR[Na.divalents.C1a..]<{ivr}
115 fbr[Na.divalents.C1a..]<{ivr}
116 fBR[Ca.divalents.C1a..]<{ivr}
117 fbr[Ca.divalents.C1a..]<{ivr}
118 V[C2....]<{ivr}
119 sIex[C2....]<{ivr}
120 sIlight[C2....]<{ivr}
121 slightOn[C2....]<{ivr}
122 sIvd_reg[C2....]<{ivr}
123 sIld[C2....]<{ivr}
124 sIcs[C2....]<{ivr}
125 sIes[C2....]<{ivr}
126 sIrs[C2....]<{ivr}
127 spk[C2....]<{ivr}
128 spknow[C2....]<{ivr}
129 tfin_spk[C2....]<{ivr}
130 Ivd[leak.C2...]<{ivr}
131 pGBI[leak.C2...]<{ivr}
132 pGBS[leak.C2...]<{ivr}
133 Gvd[leak.C2...]<{ivr}
134 IVDxREG[leak.C2...]<{ivr}
135 V[C2a....]<{ivr}
136 sIex[C2a....]<{ivr}
137 sIlight[C2a....]<{ivr}
138 slightOn[C2a....]<{ivr}
139 sIvd_reg[C2a....]<{ivr}
140 sIld[C2a....]<{ivr}
141 sIcs[C2a....]<{ivr}
142 sIes[C2a....]<{ivr}
143 sIrs[C2a....]<{ivr}
144 spk[C2a....]<{ivr}
145 spknow[C2a....]<{ivr}
146 tfin_spk[C2a....]<{ivr}
147 Ivd[ADP.C2a...]<{ivr}
148 pGBI[ADP.C2a...]<{ivr}
149 pGBS[ADP.C2a...]<{ivr}
150 Gvd[ADP.C2a...]<{ivr}
151 m[ADP.C2a...]<{ivr}
152 am[ADP.C2a...]<{ivr}
153 bm[ADP.C2a...]<{ivr}
154 IVDxREG[ADP.C2a...]<{ivr}
155 Ivd[KDR.C2a...]<{ivr}
156 pGBI[KDR.C2a...]<{ivr}
157 pGBS[KDR.C2a...]<{ivr}
158 Gvd[KDR.C2a...]<{ivr}
159 m[KDR.C2a...]<{ivr}
160 am[KDR.C2a...]<{ivr}
161 bm[KDR.C2a...]<{ivr}
162 IVDxREG[KDR.C2a...]<{ivr}
163 Ivd[mAHP.C2a...]<{ivr}
164 pGBI[mAHP.C2a...]<{ivr}
165 pGBS[mAHP.C2a...]<{ivr}
166 Gvd[mAHP.C2a...]<{ivr}
167 IVDxREG[mAHP.C2a...]<{ivr}
168 Ivd[Ca.C2a...]<{ivr}
169 pGBI[Ca.C2a...]<{ivr}
170 pGBS[Ca.C2a...]<{ivr}
171 Gvd[Ca.C2a...]<{ivr}
172 m[Ca.C2a...]<{ivr}
173 am[Ca.C2a...]<{ivr}
174 bm[Ca.C2a...]<{ivr}
175 IVDxREG[Ca.C2a...]<{ivr}
176 Ivd[leak.C2a...]<{ivr}
177 pGBI[leak.C2a...]<{ivr}
178 pGBS[leak.C2a...]<{ivr}
179 Gvd[leak.C2a...]<{ivr}
180 R[leak.C2a...]<{ivr}
181 IVDxREG[leak.C2a...]<{ivr}
182 Ivd[Na.C2a...]<{ivr}
183 pGBI[Na.C2a...]<{ivr}
184 pGBS[Na.C2a...]<{ivr}
185 Gvd[Na.C2a...]<{ivr}
186 m[Na.C2a...]<{ivr}
187 am[Na.C2a...]<{ivr}
188 bm[Na.C2a...]<{ivr}
189 h[Na.C2a...]<{ivr}
190 ah[Na.C2a...]<{ivr}
191 bh[Na.C2a...]<{ivr}
192 IVDxREG[Na.C2a...]<{ivr}
193 Ivd[fAHP.C2a...]<{ivr}
194 pGBI[fAHP.C2a...]<{ivr}
195 pGBS[fAHP.C2a...]<{ivr}
196 Gvd[fAHP.C2a...]<{ivr}
197 m[fAHP.C2a...]<{ivr}
198 am[fAHP.C2a...]<{ivr}
199 bm[fAHP.C2a...]<{ivr}
200 IVDxREG[fAHP.C2a...]<{ivr}
201 Cion[Ca.C2a...]<{ivr}
202 sI2C[Ca.C2a...]<{ivr}
203 Csm[divalents.C2a...]<{ivr}
204 ssCsm[divalents.C2a...]<{ivr}
205 xCsm[divalents.C2a...]<{ivr}
206 CsmBI[divalents.C2a...]<{ivr}
207 CsmBS[divalents.C2a...]<{ivr}
208 fBR[mAHP.Ca.C2a..]<{ivr}
209 fbr[mAHP.Ca.C2a..]<{ivr}
210 fBR[fAHP.Ca.C2a..]<{ivr}
211 fbr[fAHP.Ca.C2a..]<{ivr}
212 fBR[Na.divalents.C2a..]<{ivr}
213 fbr[Na.divalents.C2a..]<{ivr}
214 fBR[Ca.divalents.C2a..]<{ivr}
215 fbr[Ca.divalents.C2a..]<{ivr}
216 V[C3....]<{ivr}
217 sIex[C3....]<{ivr}
218 sIlight[C3....]<{ivr}
219 slightOn[C3....]<{ivr}
220 sIvd_reg[C3....]<{ivr}
221 sIld[C3....]<{ivr}
222 sIcs[C3....]<{ivr}
223 sIes[C3....]<{ivr}
224 sIrs[C3....]<{ivr}
225 spk[C3....]<{ivr}
226 spknow[C3....]<{ivr}
227 tfin_spk[C3....]<{ivr}
228 Ivd[leak.C3...]<{ivr}
229 pGBI[leak.C3...]<{ivr}
230 pGBS[leak.C3...]<{ivr}
231 Gvd[leak.C3...]<{ivr}
232 IVDxREG[leak.C3...]<{ivr}
233 V[C3a....]<{ivr}
234 sIex[C3a....]<{ivr}
235 sIlight[C3a....]<{ivr}
236 slightOn[C3a....]<{ivr}
237 sIvd_reg[C3a....]<{ivr}
238 sIld[C3a....]<{ivr}
239 sIcs[C3a....]<{ivr}
240 sIes[C3a....]<{ivr}
241 sIrs[C3a....]<{ivr}
242 spk[C3a....]<{ivr}
243 spknow[C3a....]<{ivr}
244 tfin_spk[C3a....]<{ivr}
245 Ivd[ADP.C3a...]<{ivr}
246 pGBI[ADP.C3a...]<{ivr}
247 pGBS[ADP.C3a...]<{ivr}
248 Gvd[ADP.C3a...]<{ivr}
249 m[ADP.C3a...]<{ivr}
250 am[ADP.C3a...]<{ivr}
251 bm[ADP.C3a...]<{ivr}
252 IVDxREG[ADP.C3a...]<{ivr}
253 Ivd[KDR.C3a...]<{ivr}
254 pGBI[KDR.C3a...]<{ivr}
255 pGBS[KDR.C3a...]<{ivr}
256 Gvd[KDR.C3a...]<{ivr}
257 m[KDR.C3a...]<{ivr}
258 am[KDR.C3a...]<{ivr}
259 bm[KDR.C3a...]<{ivr}
260 IVDxREG[KDR.C3a...]<{ivr}
261 Ivd[mAHP.C3a...]<{ivr}
262 pGBI[mAHP.C3a...]<{ivr}
263 pGBS[mAHP.C3a...]<{ivr}
264 Gvd[mAHP.C3a...]<{ivr}
265 IVDxREG[mAHP.C3a...]<{ivr}
266 Ivd[Ca.C3a...]<{ivr}
267 pGBI[Ca.C3a...]<{ivr}
268 pGBS[Ca.C3a...]<{ivr}
269 Gvd[Ca.C3a...]<{ivr}
270 m[Ca.C3a...]<{ivr}
271 am[Ca.C3a...]<{ivr}
272 bm[Ca.C3a...]<{ivr}
273 IVDxREG[Ca.C3a...]<{ivr}
274 Ivd[leak.C3a...]<{ivr}
275 pGBI[leak.C3a...]<{ivr}
276 pGBS[leak.C3a...]<{ivr}
277 Gvd[leak.C3a...]<{ivr}
278 R[leak.C3a...]<{ivr}
279 IVDxREG[leak.C3a...]<{ivr}
280 Ivd[Na.C3a...]<{ivr}
281 pGBI[Na.C3a...]<{ivr}
282 pGBS[Na.C3a...]<{ivr}
283 Gvd[Na.C3a...]<{ivr}
284 m[Na.C3a...]<{ivr}
285 am[Na.C3a...]<{ivr}
286 bm[Na.C3a...]<{ivr}
287 h[Na.C3a...]<{ivr}
288 ah[Na.C3a...]<{ivr}
289 bh[Na.C3a...]<{ivr}
290 IVDxREG[Na.C3a...]<{ivr}
291 Ivd[fAHP.C3a...]<{ivr}
292 pGBI[fAHP.C3a...]<{ivr}
293 pGBS[fAHP.C3a...]<{ivr}
294 Gvd[fAHP.C3a...]<{ivr}
295 m[fAHP.C3a...]<{ivr}
296 am[fAHP.C3a...]<{ivr}
297 bm[fAHP.C3a...]<{ivr}
298 IVDxREG[fAHP.C3a...]<{ivr}
299 Cion[Ca.C3a...]<{ivr}
300 sI2C[Ca.C3a...]<{ivr}
301 Csm[divalents.C3a...]<{ivr}
302 ssCsm[divalents.C3a...]<{ivr}
303 xCsm[divalents.C3a...]<{ivr}
304 CsmBI[divalents.C3a...]<{ivr}
305 CsmBS[divalents.C3a...]<{ivr}
306 fBR[mAHP.Ca.C3a..]<{ivr}
307 fbr[mAHP.Ca.C3a..]<{ivr}
308 fBR[fAHP.Ca.C3a..]<{ivr}
309 fbr[fAHP.Ca.C3a..]<{ivr}
310 fBR[Na.divalents.C3a..]<{ivr}
311 fbr[Na.divalents.C3a..]<{ivr}
312 fBR[Ca.divalents.C3a..]<{ivr}
313 fbr[Ca.divalents.C3a..]<{ivr}
314 V[C4....]<{ivr}
315 sIex[C4....]<{ivr}
316 sIlight[C4....]<{ivr}
317 slightOn[C4....]<{ivr}
318 sIvd_reg[C4....]<{ivr}
319 sIld[C4....]<{ivr}
320 sIcs[C4....]<{ivr}
321 sIes[C4....]<{ivr}
322 sIrs[C4....]<{ivr}
323 spk[C4....]<{ivr}
324 spknow[C4....]<{ivr}
325 tfin_spk[C4....]<{ivr}
326 Ivd[leak.C4...]<{ivr}
327 pGBI[leak.C4...]<{ivr}
328 pGBS[leak.C4...]<{ivr}
329 Gvd[leak.C4...]<{ivr}
330 IVDxREG[leak.C4...]<{ivr}
331 V[C4a....]<{ivr}
332 sIex[C4a....]<{ivr}
333 sIlight[C4a....]<{ivr}
334 slightOn[C4a....]<{ivr}
335 sIvd_reg[C4a....]<{ivr}
336 sIld[C4a....]<{ivr}
337 sIcs[C4a....]<{ivr}
338 sIes[C4a....]<{ivr}
339 sIrs[C4a....]<{ivr}
340 spk[C4a....]<{ivr}
341 spknow[C4a....]<{ivr}
342 tfin_spk[C4a....]<{ivr}
343 Ivd[ADP.C4a...]<{ivr}
344 pGBI[ADP.C4a...]<{ivr}
345 pGBS[ADP.C4a...]<{ivr}
346 Gvd[ADP.C4a...]<{ivr}
347 m[ADP.C4a...]<{ivr}
348 am[ADP.C4a...]<{ivr}
349 bm[ADP.C4a...]<{ivr}
350 IVDxREG[ADP.C4a...]<{ivr}
351 Ivd[KDR.C4a...]<{ivr}
352 pGBI[KDR.C4a...]<{ivr}
353 pGBS[KDR.C4a...]<{ivr}
354 Gvd[KDR.C4a...]<{ivr}
355 m[KDR.C4a...]<{ivr}
356 am[KDR.C4a...]<{ivr}
357 bm[KDR.C4a...]<{ivr}
358 IVDxREG[KDR.C4a...]<{ivr}
359 Ivd[mAHP.C4a...]<{ivr}
360 pGBI[mAHP.C4a...]<{ivr}
361 pGBS[mAHP.C4a...]<{ivr}
362 Gvd[mAHP.C4a...]<{ivr}
363 IVDxREG[mAHP.C4a...]<{ivr}
364 Ivd[Ca.C4a...]<{ivr}
365 pGBI[Ca.C4a...]<{ivr}
366 pGBS[Ca.C4a...]<{ivr}
367 Gvd[Ca.C4a...]<{ivr}
368 m[Ca.C4a...]<{ivr}
369 am[Ca.C4a...]<{ivr}
370 bm[Ca.C4a...]<{ivr}
371 IVDxREG[Ca.C4a...]<{ivr}
372 Ivd[leak.C4a...]<{ivr}
373 pGBI[leak.C4a...]<{ivr}
374 pGBS[leak.C4a...]<{ivr}
375 Gvd[leak.C4a...]<{ivr}
376 R[leak.C4a...]<{ivr}
377 IVDxREG[leak.C4a...]<{ivr}
378 Ivd[Na.C4a...]<{ivr}
379 pGBI[Na.C4a...]<{ivr}
380 pGBS[Na.C4a...]<{ivr}
381 Gvd[Na.C4a...]<{ivr}
382 m[Na.C4a...]<{ivr}
383 am[Na.C4a...]<{ivr}
384 bm[Na.C4a...]<{ivr}
385 h[Na.C4a...]<{ivr}
386 ah[Na.C4a...]<{ivr}
387 bh[Na.C4a...]<{ivr}
388 IVDxREG[Na.C4a...]<{ivr}
389 Ivd[fAHP.C4a...]<{ivr}
390 pGBI[fAHP.C4a...]<{ivr}
391 pGBS[fAHP.C4a...]<{ivr}
392 Gvd[fAHP.C4a...]<{ivr}
393 m[fAHP.C4a...]<{ivr}
394 am[fAHP.C4a...]<{ivr}
395 bm[fAHP.C4a...]<{ivr}
396 IVDxREG[fAHP.C4a...]<{ivr}
397 Cion[Ca.C4a...]<{ivr}
398 sI2C[Ca.C4a...]<{ivr}
399 Csm[divalents.C4a...]<{ivr}
400 ssCsm[divalents.C4a...]<{ivr}
401 xCsm[divalents.C4a...]<{ivr}
402 CsmBI[divalents.C4a...]<{ivr}
403 CsmBS[divalents.C4a...]<{ivr}
404 fBR[mAHP.Ca.C4a..]<{ivr}
405 fbr[mAHP.Ca.C4a..]<{ivr}
406 fBR[fAHP.Ca.C4a..]<{ivr}
407 fbr[fAHP.Ca.C4a..]<{ivr}
408 fBR[Na.divalents.C4a..]<{ivr}
409 fbr[Na.divalents.C4a..]<{ivr}
410 fBR[Ca.divalents.C4a..]<{ivr}
411 fbr[Ca.divalents.C4a..]<{ivr}
412 V[R....]<{ivr}
413 sIex[R....]<{ivr}
414 sIlight[R....]<{ivr}
415 slightOn[R....]<{ivr}
416 sIvd_reg[R....]<{ivr}
417 sIld[R....]<{ivr}
418 sIcs[R....]<{ivr}
419 sIes[R....]<{ivr}
420 sIrs[R....]<{ivr}
421 spk[R....]<{ivr}
422 spknow[R....]<{ivr}
423 tfin_spk[R....]<{ivr}
424 Ivd[leak.R...]<{ivr}
425 pGBI[leak.R...]<{ivr}
426 pGBS[leak.R...]<{ivr}
427 Gvd[leak.R...]<{ivr}
428 IVDxREG[leak.R...]<{ivr}
429 V[R1....]<{ivr}
430 sIex[R1....]<{ivr}
431 sIlight[R1....]<{ivr}
432 slightOn[R1....]<{ivr}
433 sIvd_reg[R1....]<{ivr}
434 sIld[R1....]<{ivr}
435 sIcs[R1....]<{ivr}
436 sIes[R1....]<{ivr}
437 sIrs[R1....]<{ivr}
438 spk[R1....]<{ivr}
439 spknow[R1....]<{ivr}
440 tfin_spk[R1....]<{ivr}
441 Ivd[leak.R1...]<{ivr}
442 pGBI[leak.R1...]<{ivr}
443 pGBS[leak.R1...]<{ivr}
444 Gvd[leak.R1...]<{ivr}
445 IVDxREG[leak.R1...]<{ivr}
446 V[S....]<{ivr}
447 sIex[S....]<{ivr}
448 sIlight[S....]<{ivr}
449 slightOn[S....]<{ivr}
450 sIvd_reg[S....]<{ivr}
451 sIld[S....]<{ivr}
452 sIcs[S....]<{ivr}
453 sIes[S....]<{ivr}
454 sIrs[S....]<{ivr}
455 spk[S....]<{ivr}
456 spknow[S....]<{ivr}
457 tfin_spk[S....]<{ivr}
458 Ivd[ADP.S...]<{ivr}
459 pGBI[ADP.S...]<{ivr}
460 pGBS[ADP.S...]<{ivr}
461 Gvd[ADP.S...]<{ivr}
462 m[ADP.S...]<{ivr}
463 am[ADP.S...]<{ivr}
464 bm[ADP.S...]<{ivr}
465 IVDxREG[ADP.S...]<{ivr}
466 Ivd[KDR.S...]<{ivr}
467 pGBI[KDR.S...]<{ivr}
468 pGBS[KDR.S...]<{ivr}
469 Gvd[KDR.S...]<{ivr}
470 m[KDR.S...]<{ivr}
471 am[KDR.S...]<{ivr}
472 bm[KDR.S...]<{ivr}
473 IVDxREG[KDR.S...]<{ivr}
474 Ivd[mAHP.S...]<{ivr}
475 pGBI[mAHP.S...]<{ivr}
476 pGBS[mAHP.S...]<{ivr}
477 Gvd[mAHP.S...]<{ivr}
478 IVDxREG[mAHP.S...]<{ivr}
479 Ivd[Ca.S...]<{ivr}
480 pGBI[Ca.S...]<{ivr}
481 pGBS[Ca.S...]<{ivr}
482 Gvd[Ca.S...]<{ivr}
483 m[Ca.S...]<{ivr}
484 am[Ca.S...]<{ivr}
485 bm[Ca.S...]<{ivr}
486 IVDxREG[Ca.S...]<{ivr}
487 Ivd[leak.S...]<{ivr}
488 pGBI[leak.S...]<{ivr}
489 pGBS[leak.S...]<{ivr}
490 Gvd[leak.S...]<{ivr}
491 IVDxREG[leak.S...]<{ivr}
492 Ivd[Na.S...]<{ivr}
493 pGBI[Na.S...]<{ivr}
494 pGBS[Na.S...]<{ivr}
495 Gvd[Na.S...]<{ivr}
496 m[Na.S...]<{ivr}
497 am[Na.S...]<{ivr}
498 bm[Na.S...]<{ivr}
499 h[Na.S...]<{ivr}
500 ah[Na.S...]<{ivr}
501 bh[Na.S...]<{ivr}
502 IVDxREG[Na.S...]<{ivr}
503 Ivd[fAHP.S...]<{ivr}
504 pGBI[fAHP.S...]<{ivr}
505 pGBS[fAHP.S...]<{ivr}
506 Gvd[fAHP.S...]<{ivr}
507 m[fAHP.S...]<{ivr}
508 am[fAHP.S...]<{ivr}
509 bm[fAHP.S...]<{ivr}
510 IVDxREG[fAHP.S...]<{ivr}
511 Cion[Ca.S...]<{ivr}
512 sI2C[Ca.S...]<{ivr}
513 Csm[divalents.S...]<{ivr}
514 ssCsm[divalents.S...]<{ivr}
515 xCsm[divalents.S...]<{ivr}
516 CsmBI[divalents.S...]<{ivr}
517 CsmBS[divalents.S...]<{ivr}
518 fBR[mAHP.Ca.S..]<{ivr}
519 fbr[mAHP.Ca.S..]<{ivr}
520 fBR[fAHP.Ca.S..]<{ivr}
521 fbr[fAHP.Ca.S..]<{ivr}
522 fBR[Na.divalents.S..]<{ivr}
523 fbr[Na.divalents.S..]<{ivr}
524 fBR[Ca.divalents.S..]<{ivr}
525 fbr[Ca.divalents.S..]<{ivr}
526 V[S1....]<{ivr}
527 sIex[S1....]<{ivr}
528 sIlight[S1....]<{ivr}
529 slightOn[S1....]<{ivr}
530 sIvd_reg[S1....]<{ivr}
531 sIld[S1....]<{ivr}
532 sIcs[S1....]<{ivr}
533 sIes[S1....]<{ivr}
534 sIrs[S1....]<{ivr}
535 spk[S1....]<{ivr}
536 spknow[S1....]<{ivr}
537 tfin_spk[S1....]<{ivr}
538 Ivd[ADP.S1...]<{ivr}
539 pGBI[ADP.S1...]<{ivr}
540 pGBS[ADP.S1...]<{ivr}
541 Gvd[ADP.S1...]<{ivr}
542 m[ADP.S1...]<{ivr}
543 am[ADP.S1...]<{ivr}
544 bm[ADP.S1...]<{ivr}
545 IVDxREG[ADP.S1...]<{ivr}
546 Ivd[KDR.S1...]<{ivr}
547 pGBI[KDR.S1...]<{ivr}
548 pGBS[KDR.S1...]<{ivr}
549 Gvd[KDR.S1...]<{ivr}
550 m[KDR.S1...]<{ivr}
551 am[KDR.S1...]<{ivr}
552 bm[KDR.S1...]<{ivr}
553 IVDxREG[KDR.S1...]<{ivr}
554 Ivd[mAHP.S1...]<{ivr}
555 pGBI[mAHP.S1...]<{ivr}
556 pGBS[mAHP.S1...]<{ivr}
557 Gvd[mAHP.S1...]<{ivr}
558 IVDxREG[mAHP.S1...]<{ivr}
559 Ivd[Ca.S1...]<{ivr}
560 pGBI[Ca.S1...]<{ivr}
561 pGBS[Ca.S1...]<{ivr}
562 Gvd[Ca.S1...]<{ivr}
563 m[Ca.S1...]<{ivr}
564 am[Ca.S1...]<{ivr}
565 bm[Ca.S1...]<{ivr}
566 IVDxREG[Ca.S1...]<{ivr}
567 Ivd[leak.S1...]<{ivr}
568 pGBI[leak.S1...]<{ivr}
569 pGBS[leak.S1...]<{ivr}
570 Gvd[leak.S1...]<{ivr}
571 IVDxREG[leak.S1...]<{ivr}
572 Ivd[Na.S1...]<{ivr}
573 pGBI[Na.S1...]<{ivr}
574 pGBS[Na.S1...]<{ivr}
575 Gvd[Na.S1...]<{ivr}
576 m[Na.S1...]<{ivr}
577 am[Na.S1...]<{ivr}
578 bm[Na.S1...]<{ivr}
579 h[Na.S1...]<{ivr}
580 ah[Na.S1...]<{ivr}
581 bh[Na.S1...]<{ivr}
582 IVDxREG[Na.S1...]<{ivr}
583 Ivd[fAHP.S1...]<{ivr}
584 pGBI[fAHP.S1...]<{ivr}
585 pGBS[fAHP.S1...]<{ivr}
586 Gvd[fAHP.S1...]<{ivr}
587 m[fAHP.S1...]<{ivr}
588 am[fAHP.S1...]<{ivr}
589 bm[fAHP.S1...]<{ivr}
590 IVDxREG[fAHP.S1...]<{ivr}
591 Cion[Ca.S1...]<{ivr}
592 sI2C[Ca.S1...]<{ivr}
593 Csm[divalents.S1...]<{ivr}
594 ssCsm[divalents.S1...]<{ivr}
595 xCsm[divalents.S1...]<{ivr}
596 CsmBI[divalents.S1...]<{ivr}
597 CsmBS[divalents.S1...]<{ivr}
598 fBR[mAHP.Ca.S1..]<{ivr}
599 fbr[mAHP.Ca.S1..]<{ivr}
600 fBR[fAHP.Ca.S1..]<{ivr}
601 fbr[fAHP.Ca.S1..]<{ivr}
602 fBR[Na.divalents.S1..]<{ivr}
603 fbr[Na.divalents.S1..]<{ivr}
604 fBR[Ca.divalents.S1..]<{ivr}
605 fbr[Ca.divalents.S1..]<{ivr}
606 V[S1a....]<{ivr}
607 sIex[S1a....]<{ivr}
608 sIlight[S1a....]<{ivr}
609 slightOn[S1a....]<{ivr}
610 sIvd_reg[S1a....]<{ivr}
611 sIld[S1a....]<{ivr}
612 sIcs[S1a....]<{ivr}
613 sIes[S1a....]<{ivr}
614 sIrs[S1a....]<{ivr}
615 spk[S1a....]<{ivr}
616 spknow[S1a....]<{ivr}
617 tfin_spk[S1a....]<{ivr}
618 Ivd[ADP.S1a...]<{ivr}
619 pGBI[ADP.S1a...]<{ivr}
620 pGBS[ADP.S1a...]<{ivr}
621 Gvd[ADP.S1a...]<{ivr}
622 m[ADP.S1a...]<{ivr}
623 am[ADP.S1a...]<{ivr}
624 bm[ADP.S1a...]<{ivr}
625 IVDxREG[ADP.S1a...]<{ivr}
626 Ivd[KDR.S1a...]<{ivr}
627 pGBI[KDR.S1a...]<{ivr}
628 pGBS[KDR.S1a...]<{ivr}
629 Gvd[KDR.S1a...]<{ivr}
630 m[KDR.S1a...]<{ivr}
631 am[KDR.S1a...]<{ivr}
632 bm[KDR.S1a...]<{ivr}
633 IVDxREG[KDR.S1a...]<{ivr}
634 Ivd[mAHP.S1a...]<{ivr}
635 pGBI[mAHP.S1a...]<{ivr}
636 pGBS[mAHP.S1a...]<{ivr}
637 Gvd[mAHP.S1a...]<{ivr}
638 IVDxREG[mAHP.S1a...]<{ivr}
639 Ivd[Ca.S1a...]<{ivr}
640 pGBI[Ca.S1a...]<{ivr}
641 pGBS[Ca.S1a...]<{ivr}
642 Gvd[Ca.S1a...]<{ivr}
643 m[Ca.S1a...]<{ivr}
644 am[Ca.S1a...]<{ivr}
645 bm[Ca.S1a...]<{ivr}
646 IVDxREG[Ca.S1a...]<{ivr}
647 Ivd[leak.S1a...]<{ivr}
648 pGBI[leak.S1a...]<{ivr}
649 pGBS[leak.S1a...]<{ivr}
650 Gvd[leak.S1a...]<{ivr}
651 IVDxREG[leak.S1a...]<{ivr}
652 Ivd[Na.S1a...]<{ivr}
653 pGBI[Na.S1a...]<{ivr}
654 pGBS[Na.S1a...]<{ivr}
655 Gvd[Na.S1a...]<{ivr}
656 m[Na.S1a...]<{ivr}
657 am[Na.S1a...]<{ivr}
658 bm[Na.S1a...]<{ivr}
659 h[Na.S1a...]<{ivr}
660 ah[Na.S1a...]<{ivr}
661 bh[Na.S1a...]<{ivr}
662 IVDxREG[Na.S1a...]<{ivr}
663 Ivd[fAHP.S1a...]<{ivr}
664 pGBI[fAHP.S1a...]<{ivr}
665 pGBS[fAHP.S1a...]<{ivr}
666 Gvd[fAHP.S1a...]<{ivr}
667 m[fAHP.S1a...]<{ivr}
668 am[fAHP.S1a...]<{ivr}
669 bm[fAHP.S1a...]<{ivr}
670 IVDxREG[fAHP.S1a...]<{ivr}
671 Cion[Ca.S1a...]<{ivr}
672 sI2C[Ca.S1a...]<{ivr}
673 Csm[divalents.S1a...]<{ivr}
674 ssCsm[divalents.S1a...]<{ivr}
675 xCsm[divalents.S1a...]<{ivr}
676 CsmBI[divalents.S1a...]<{ivr}
677 CsmBS[divalents.S1a...]<{ivr}
678 fBR[mAHP.Ca.S1a..]<{ivr}
679 fbr[mAHP.Ca.S1a..]<{ivr}
680 fBR[fAHP.Ca.S1a..]<{ivr}
681 fbr[fAHP.Ca.S1a..]<{ivr}
682 fBR[Na.divalents.S1a..]<{ivr}
683 fbr[Na.divalents.S1a..]<{ivr}
684 fBR[Ca.divalents.S1a..]<{ivr}
685 fbr[Ca.divalents.S1a..]<{ivr}
686 V[S2....]<{ivr}
687 sIex[S2....]<{ivr}
688 sIlight[S2....]<{ivr}
689 slightOn[S2....]<{ivr}
690 sIvd_reg[S2....]<{ivr}
691 sIld[S2....]<{ivr}
692 sIcs[S2....]<{ivr}
693 sIes[S2....]<{ivr}
694 sIrs[S2....]<{ivr}
695 spk[S2....]<{ivr}
696 spknow[S2....]<{ivr}
697 tfin_spk[S2....]<{ivr}
698 Ivd[ADP.S2...]<{ivr}
699 pGBI[ADP.S2...]<{ivr}
700 pGBS[ADP.S2...]<{ivr}
701 Gvd[ADP.S2...]<{ivr}
702 m[ADP.S2...]<{ivr}
703 am[ADP.S2...]<{ivr}
704 bm[ADP.S2...]<{ivr}
705 IVDxREG[ADP.S2...]<{ivr}
706 Ivd[KDR.S2...]<{ivr}
707 pGBI[KDR.S2...]<{ivr}
708 pGBS[KDR.S2...]<{ivr}
709 Gvd[KDR.S2...]<{ivr}
710 m[KDR.S2...]<{ivr}
711 am[KDR.S2...]<{ivr}
712 bm[KDR.S2...]<{ivr}
713 IVDxREG[KDR.S2...]<{ivr}
714 Ivd[mAHP.S2...]<{ivr}
715 pGBI[mAHP.S2...]<{ivr}
716 pGBS[mAHP.S2...]<{ivr}
717 Gvd[mAHP.S2...]<{ivr}
718 IVDxREG[mAHP.S2...]<{ivr}
719 Ivd[Ca.S2...]<{ivr}
720 pGBI[Ca.S2...]<{ivr}
721 pGBS[Ca.S2...]<{ivr}
722 Gvd[Ca.S2...]<{ivr}
723 m[Ca.S2...]<{ivr}
724 am[Ca.S2...]<{ivr}
725 bm[Ca.S2...]<{ivr}
726 IVDxREG[Ca.S2...]<{ivr}
727 Ivd[leak.S2...]<{ivr}
728 pGBI[leak.S2...]<{ivr}
729 pGBS[leak.S2...]<{ivr}
730 Gvd[leak.S2...]<{ivr}
731 IVDxREG[leak.S2...]<{ivr}
732 Ivd[Na.S2...]<{ivr}
733 pGBI[Na.S2...]<{ivr}
734 pGBS[Na.S2...]<{ivr}
735 Gvd[Na.S2...]<{ivr}
736 m[Na.S2...]<{ivr}
737 am[Na.S2...]<{ivr}
738 bm[Na.S2...]<{ivr}
739 h[Na.S2...]<{ivr}
740 ah[Na.S2...]<{ivr}
741 bh[Na.S2...]<{ivr}
742 IVDxREG[Na.S2...]<{ivr}
743 Ivd[fAHP.S2...]<{ivr}
744 pGBI[fAHP.S2...]<{ivr}
745 pGBS[fAHP.S2...]<{ivr}
746 Gvd[fAHP.S2...]<{ivr}
747 m[fAHP.S2...]<{ivr}
748 am[fAHP.S2...]<{ivr}
749 bm[fAHP.S2...]<{ivr}
750 IVDxREG[fAHP.S2...]<{ivr}
751 Cion[Ca.S2...]<{ivr}
752 sI2C[Ca.S2...]<{ivr}
753 Csm[divalents.S2...]<{ivr}
754 ssCsm[divalents.S2...]<{ivr}
755 xCsm[divalents.S2...]<{ivr}
756 CsmBI[divalents.S2...]<{ivr}
757 CsmBS[divalents.S2...]<{ivr}
758 fBR[mAHP.Ca.S2..]<{ivr}
759 fbr[mAHP.Ca.S2..]<{ivr}
760 fBR[fAHP.Ca.S2..]<{ivr}
761 fbr[fAHP.Ca.S2..]<{ivr}
762 fBR[Na.divalents.S2..]<{ivr}
763 fbr[Na.divalents.S2..]<{ivr}
764 fBR[Ca.divalents.S2..]<{ivr}
765 fbr[Ca.divalents.S2..]<{ivr}
766 V[S2a....]<{ivr}
767 sIex[S2a....]<{ivr}
768 sIlight[S2a....]<{ivr}
769 slightOn[S2a....]<{ivr}
770 sIvd_reg[S2a....]<{ivr}
771 sIld[S2a....]<{ivr}
772 sIcs[S2a....]<{ivr}
773 sIes[S2a....]<{ivr}
774 sIrs[S2a....]<{ivr}
775 spk[S2a....]<{ivr}
776 spknow[S2a....]<{ivr}
777 tfin_spk[S2a....]<{ivr}
778 Ivd[ADP.S2a...]<{ivr}
779 pGBI[ADP.S2a...]<{ivr}
780 pGBS[ADP.S2a...]<{ivr}
781 Gvd[ADP.S2a...]<{ivr}
782 m[ADP.S2a...]<{ivr}
783 am[ADP.S2a...]<{ivr}
784 bm[ADP.S2a...]<{ivr}
785 IVDxREG[ADP.S2a...]<{ivr}
786 Ivd[KDR.S2a...]<{ivr}
787 pGBI[KDR.S2a...]<{ivr}
788 pGBS[KDR.S2a...]<{ivr}
789 Gvd[KDR.S2a...]<{ivr}
790 m[KDR.S2a...]<{ivr}
791 am[KDR.S2a...]<{ivr}
792 bm[KDR.S2a...]<{ivr}
793 IVDxREG[KDR.S2a...]<{ivr}
794 Ivd[mAHP.S2a...]<{ivr}
795 pGBI[mAHP.S2a...]<{ivr}
796 pGBS[mAHP.S2a...]<{ivr}
797 Gvd[mAHP.S2a...]<{ivr}
798 IVDxREG[mAHP.S2a...]<{ivr}
799 Ivd[Ca.S2a...]<{ivr}
800 pGBI[Ca.S2a...]<{ivr}
801 pGBS[Ca.S2a...]<{ivr}
802 Gvd[Ca.S2a...]<{ivr}
803 m[Ca.S2a...]<{ivr}
804 am[Ca.S2a...]<{ivr}
805 bm[Ca.S2a...]<{ivr}
806 IVDxREG[Ca.S2a...]<{ivr}
807 Ivd[leak.S2a...]<{ivr}
808 pGBI[leak.S2a...]<{ivr}
809 pGBS[leak.S2a...]<{ivr}
810 Gvd[leak.S2a...]<{ivr}
811 IVDxREG[leak.S2a...]<{ivr}
812 Ivd[Na.S2a...]<{ivr}
813 pGBI[Na.S2a...]<{ivr}
814 pGBS[Na.S2a...]<{ivr}
815 Gvd[Na.S2a...]<{ivr}
816 m[Na.S2a...]<{ivr}
817 am[Na.S2a...]<{ivr}
818 bm[Na.S2a...]<{ivr}
819 h[Na.S2a...]<{ivr}
820 ah[Na.S2a...]<{ivr}
821 bh[Na.S2a...]<{ivr}
822 IVDxREG[Na.S2a...]<{ivr}
823 Ivd[fAHP.S2a...]<{ivr}
824 pGBI[fAHP.S2a...]<{ivr}
825 pGBS[fAHP.S2a...]<{ivr}
826 Gvd[fAHP.S2a...]<{ivr}
827 m[fAHP.S2a...]<{ivr}
828 am[fAHP.S2a...]<{ivr}
829 bm[fAHP.S2a...]<{ivr}
830 IVDxREG[fAHP.S2a...]<{ivr}
831 Cion[Ca.S2a...]<{ivr}
832 sI2C[Ca.S2a...]<{ivr}
833 Csm[divalents.S2a...]<{ivr}
834 ssCsm[divalents.S2a...]<{ivr}
835 xCsm[divalents.S2a...]<{ivr}
836 CsmBI[divalents.S2a...]<{ivr}
837 CsmBS[divalents.S2a...]<{ivr}
838 fBR[mAHP.Ca.S2a..]<{ivr}
839 fbr[mAHP.Ca.S2a..]<{ivr}
840 fBR[fAHP.Ca.S2a..]<{ivr}
841 fbr[fAHP.Ca.S2a..]<{ivr}
842 fBR[Na.divalents.S2a..]<{ivr}
843 fbr[Na.divalents.S2a..]<{ivr}
844 fBR[Ca.divalents.S2a..]<{ivr}
845 fbr[Ca.divalents.S2a..]<{ivr}
846 V[S3....]<{ivr}
847 sIex[S3....]<{ivr}
848 sIlight[S3....]<{ivr}
849 slightOn[S3....]<{ivr}
850 sIvd_reg[S3....]<{ivr}
851 sIld[S3....]<{ivr}
852 sIcs[S3....]<{ivr}
853 sIes[S3....]<{ivr}
854 sIrs[S3....]<{ivr}
855 spk[S3....]<{ivr}
856 spknow[S3....]<{ivr}
857 tfin_spk[S3....]<{ivr}
858 Ivd[ADP.S3...]<{ivr}
859 pGBI[ADP.S3...]<{ivr}
860 pGBS[ADP.S3...]<{ivr}
861 Gvd[ADP.S3...]<{ivr}
862 m[ADP.S3...]<{ivr}
863 am[ADP.S3...]<{ivr}
864 bm[ADP.S3...]<{ivr}
865 IVDxREG[ADP.S3...]<{ivr}
866 Ivd[KDR.S3...]<{ivr}
867 pGBI[KDR.S3...]<{ivr}
868 pGBS[KDR.S3...]<{ivr}
869 Gvd[KDR.S3...]<{ivr}
870 m[KDR.S3...]<{ivr}
871 am[KDR.S3...]<{ivr}
872 bm[KDR.S3...]<{ivr}
873 IVDxREG[KDR.S3...]<{ivr}
874 Ivd[mAHP.S3...]<{ivr}
875 pGBI[mAHP.S3...]<{ivr}
876 pGBS[mAHP.S3...]<{ivr}
877 Gvd[mAHP.S3...]<{ivr}
878 IVDxREG[mAHP.S3...]<{ivr}
879 Ivd[Ca.S3...]<{ivr}
880 pGBI[Ca.S3...]<{ivr}
881 pGBS[Ca.S3...]<{ivr}
882 Gvd[Ca.S3...]<{ivr}
883 m[Ca.S3...]<{ivr}
884 am[Ca.S3...]<{ivr}
885 bm[Ca.S3...]<{ivr}
886 IVDxREG[Ca.S3...]<{ivr}
887 Ivd[leak.S3...]<{ivr}
888 pGBI[leak.S3...]<{ivr}
889 pGBS[leak.S3...]<{ivr}
890 Gvd[leak.S3...]<{ivr}
891 IVDxREG[leak.S3...]<{ivr}
892 Ivd[Na.S3...]<{ivr}
893 pGBI[Na.S3...]<{ivr}
894 pGBS[Na.S3...]<{ivr}
895 Gvd[Na.S3...]<{ivr}
896 m[Na.S3...]<{ivr}
897 am[Na.S3...]<{ivr}
898 bm[Na.S3...]<{ivr}
899 h[Na.S3...]<{ivr}
900 ah[Na.S3...]<{ivr}
901 bh[Na.S3...]<{ivr}
902 IVDxREG[Na.S3...]<{ivr}
903 Ivd[fAHP.S3...]<{ivr}
904 pGBI[fAHP.S3...]<{ivr}
905 pGBS[fAHP.S3...]<{ivr}
906 Gvd[fAHP.S3...]<{ivr}
907 m[fAHP.S3...]<{ivr}
908 am[fAHP.S3...]<{ivr}
909 bm[fAHP.S3...]<{ivr}
910 IVDxREG[fAHP.S3...]<{ivr}
911 Cion[Ca.S3...]<{ivr}
912 sI2C[Ca.S3...]<{ivr}
913 Csm[divalents.S3...]<{ivr}
914 ssCsm[divalents.S3...]<{ivr}
915 xCsm[divalents.S3...]<{ivr}
916 CsmBI[divalents.S3...]<{ivr}
917 CsmBS[divalents.S3...]<{ivr}
918 fBR[mAHP.Ca.S3..]<{ivr}
919 fbr[mAHP.Ca.S3..]<{ivr}
920 fBR[fAHP.Ca.S3..]<{ivr}
921 fbr[fAHP.Ca.S3..]<{ivr}
922 fBR[Na.divalents.S3..]<{ivr}
923 fbr[Na.divalents.S3..]<{ivr}
924 fBR[Ca.divalents.S3..]<{ivr}
925 fbr[Ca.divalents.S3..]<{ivr}
926 V[S3a....]<{ivr}
927 sIex[S3a....]<{ivr}
928 sIlight[S3a....]<{ivr}
929 slightOn[S3a....]<{ivr}
930 sIvd_reg[S3a....]<{ivr}
931 sIld[S3a....]<{ivr}
932 sIcs[S3a....]<{ivr}
933 sIes[S3a....]<{ivr}
934 sIrs[S3a....]<{ivr}
935 spk[S3a....]<{ivr}
936 spknow[S3a....]<{ivr}
937 tfin_spk[S3a....]<{ivr}
938 Ivd[ADP.S3a...]<{ivr}
939 pGBI[ADP.S3a...]<{ivr}
940 pGBS[ADP.S3a...]<{ivr}
941 Gvd[ADP.S3a...]<{ivr}
942 m[ADP.S3a...]<{ivr}
943 am[ADP.S3a...]<{ivr}
944 bm[ADP.S3a...]<{ivr}
945 IVDxREG[ADP.S3a...]<{ivr}
946 Ivd[KDR.S3a...]<{ivr}
947 pGBI[KDR.S3a...]<{ivr}
948 pGBS[KDR.S3a...]<{ivr}
949 Gvd[KDR.S3a...]<{ivr}
950 m[KDR.S3a...]<{ivr}
951 am[KDR.S3a...]<{ivr}
952 bm[KDR.S3a...]<{ivr}
953 IVDxREG[KDR.S3a...]<{ivr}
954 Ivd[mAHP.S3a...]<{ivr}
955 pGBI[mAHP.S3a...]<{ivr}
956 pGBS[mAHP.S3a...]<{ivr}
957 Gvd[mAHP.S3a...]<{ivr}
958 IVDxREG[mAHP.S3a...]<{ivr}
959 Ivd[Ca.S3a...]<{ivr}
960 pGBI[Ca.S3a...]<{ivr}
961 pGBS[Ca.S3a...]<{ivr}
962 Gvd[Ca.S3a...]<{ivr}
963 m[Ca.S3a...]<{ivr}
964 am[Ca.S3a...]<{ivr}
965 bm[Ca.S3a...]<{ivr}
966 IVDxREG[Ca.S3a...]<{ivr}
967 Ivd[leak.S3a...]<{ivr}
968 pGBI[leak.S3a...]<{ivr}
969 pGBS[leak.S3a...]<{ivr}
970 Gvd[leak.S3a...]<{ivr}
971 IVDxREG[leak.S3a...]<{ivr}
972 Ivd[Na.S3a...]<{ivr}
973 pGBI[Na.S3a...]<{ivr}
974 pGBS[Na.S3a...]<{ivr}
975 Gvd[Na.S3a...]<{ivr}
976 m[Na.S3a...]<{ivr}
977 am[Na.S3a...]<{ivr}
978 bm[Na.S3a...]<{ivr}
979 h[Na.S3a...]<{ivr}
980 ah[Na.S3a...]<{ivr}
981 bh[Na.S3a...]<{ivr}
982 IVDxREG[Na.S3a...]<{ivr}
983 Ivd[fAHP.S3a...]<{ivr}
984 pGBI[fAHP.S3a...]<{ivr}
985 pGBS[fAHP.S3a...]<{ivr}
986 Gvd[fAHP.S3a...]<{ivr}
987 m[fAHP.S3a...]<{ivr}
988 am[fAHP.S3a...]<{ivr}
989 bm[fAHP.S3a...]<{ivr}
990 IVDxREG[fAHP.S3a...]<{ivr}
991 Cion[Ca.S3a...]<{ivr}
992 sI2C[Ca.S3a...]<{ivr}
993 Csm[divalents.S3a...]<{ivr}
994 ssCsm[divalents.S3a...]<{ivr}
995 xCsm[divalents.S3a...]<{ivr}
996 CsmBI[divalents.S3a...]<{ivr}
997 CsmBS[divalents.S3a...]<{ivr}
998 fBR[mAHP.Ca.S3a..]<{ivr}
999 fbr[mAHP.Ca.S3a..]<{ivr}
1000 fBR[fAHP.Ca.S3a..]<{ivr}
1001 fbr[fAHP.Ca.S3a..]<{ivr}
1002 fBR[Na.divalents.S3a..]<{ivr}
1003 fbr[Na.divalents.S3a..]<{ivr}
1004 fBR[Ca.divalents.S3a..]<{ivr}
1005 fbr[Ca.divalents.S3a..]<{ivr}
1006 V[S4....]<{ivr}
1007 sIex[S4....]<{ivr}
1008 sIlight[S4....]<{ivr}
1009 slightOn[S4....]<{ivr}
1010 sIvd_reg[S4....]<{ivr}
1011 sIld[S4....]<{ivr}
1012 sIcs[S4....]<{ivr}
1013 sIes[S4....]<{ivr}
1014 sIrs[S4....]<{ivr}
1015 spk[S4....]<{ivr}
1016 spknow[S4....]<{ivr}
1017 tfin_spk[S4....]<{ivr}
1018 Ivd[ADP.S4...]<{ivr}
1019 pGBI[ADP.S4...]<{ivr}
1020 pGBS[ADP.S4...]<{ivr}
1021 Gvd[ADP.S4...]<{ivr}
1022 m[ADP.S4...]<{ivr}
1023 am[ADP.S4...]<{ivr}
1024 bm[ADP.S4...]<{ivr}
1025 IVDxREG[ADP.S4...]<{ivr}
1026 Ivd[KDR.S4...]<{ivr}
1027 pGBI[KDR.S4...]<{ivr}
1028 pGBS[KDR.S4...]<{ivr}
1029 Gvd[KDR.S4...]<{ivr}
1030 m[KDR.S4...]<{ivr}
1031 am[KDR.S4...]<{ivr}
1032 bm[KDR.S4...]<{ivr}
1033 IVDxREG[KDR.S4...]<{ivr}
1034 Ivd[mAHP.S4...]<{ivr}
1035 pGBI[mAHP.S4...]<{ivr}
1036 pGBS[mAHP.S4...]<{ivr}
1037 Gvd[mAHP.S4...]<{ivr}
1038 IVDxREG[mAHP.S4...]<{ivr}
1039 Ivd[Ca.S4...]<{ivr}
1040 pGBI[Ca.S4...]<{ivr}
1041 pGBS[Ca.S4...]<{ivr}
1042 Gvd[Ca.S4...]<{ivr}
1043 m[Ca.S4...]<{ivr}
1044 am[Ca.S4...]<{ivr}
1045 bm[Ca.S4...]<{ivr}
1046 IVDxREG[Ca.S4...]<{ivr}
1047 Ivd[leak.S4...]<{ivr}
1048 pGBI[leak.S4...]<{ivr}
1049 pGBS[leak.S4...]<{ivr}
1050 Gvd[leak.S4...]<{ivr}
1051 IVDxREG[leak.S4...]<{ivr}
1052 Ivd[Na.S4...]<{ivr}
1053 pGBI[Na.S4...]<{ivr}
1054 pGBS[Na.S4...]<{ivr}
1055 Gvd[Na.S4...]<{ivr}
1056 m[Na.S4...]<{ivr}
1057 am[Na.S4...]<{ivr}
1058 bm[Na.S4...]<{ivr}
1059 h[Na.S4...]<{ivr}
1060 ah[Na.S4...]<{ivr}
1061 bh[Na.S4...]<{ivr}
1062 IVDxREG[Na.S4...]<{ivr}
1063 Ivd[fAHP.S4...]<{ivr}
1064 pGBI[fAHP.S4...]<{ivr}
1065 pGBS[fAHP.S4...]<{ivr}
1066 Gvd[fAHP.S4...]<{ivr}
1067 m[fAHP.S4...]<{ivr}
1068 am[fAHP.S4...]<{ivr}
1069 bm[fAHP.S4...]<{ivr}
1070 IVDxREG[fAHP.S4...]<{ivr}
1071 Cion[Ca.S4...]<{ivr}
1072 sI2C[Ca.S4...]<{ivr}
1073 Csm[divalents.S4...]<{ivr}
1074 ssCsm[divalents.S4...]<{ivr}
1075 xCsm[divalents.S4...]<{ivr}
1076 CsmBI[divalents.S4...]<{ivr}
1077 CsmBS[divalents.S4...]<{ivr}
1078 fBR[mAHP.Ca.S4..]<{ivr}
1079 fbr[mAHP.Ca.S4..]<{ivr}
1080 fBR[fAHP.Ca.S4..]<{ivr}
1081 fbr[fAHP.Ca.S4..]<{ivr}
1082 fBR[Na.divalents.S4..]<{ivr}
1083 fbr[Na.divalents.S4..]<{ivr}
1084 fBR[Ca.divalents.S4..]<{ivr}
1085 fbr[Ca.divalents.S4..]<{ivr}
1086 V[S4a....]<{ivr}
1087 sIex[S4a....]<{ivr}
1088 sIlight[S4a....]<{ivr}
1089 slightOn[S4a....]<{ivr}
1090 sIvd_reg[S4a....]<{ivr}
1091 sIld[S4a....]<{ivr}
1092 sIcs[S4a....]<{ivr}
1093 sIes[S4a....]<{ivr}
1094 sIrs[S4a....]<{ivr}
1095 spk[S4a....]<{ivr}
1096 spknow[S4a....]<{ivr}
1097 tfin_spk[S4a....]<{ivr}
1098 Ivd[ADP.S4a...]<{ivr}
1099 pGBI[ADP.S4a...]<{ivr}
1100 pGBS[ADP.S4a...]<{ivr}
1101 Gvd[ADP.S4a...]<{ivr}
1102 m[ADP.S4a...]<{ivr}
1103 am[ADP.S4a...]<{ivr}
1104 bm[ADP.S4a...]<{ivr}
1105 IVDxREG[ADP.S4a...]<{ivr}
1106 Ivd[KDR.S4a...]<{ivr}
1107 pGBI[KDR.S4a...]<{ivr}
1108 pGBS[KDR.S4a...]<{ivr}
1109 Gvd[KDR.S4a...]<{ivr}
1110 m[KDR.S4a...]<{ivr}
1111 am[KDR.S4a...]<{ivr}
1112 bm[KDR.S4a...]<{ivr}
1113 IVDxREG[KDR.S4a...]<{ivr}
1114 Ivd[mAHP.S4a...]<{ivr}
1115 pGBI[mAHP.S4a...]<{ivr}
1116 pGBS[mAHP.S4a...]<{ivr}
1117 Gvd[mAHP.S4a...]<{ivr}
1118 IVDxREG[mAHP.S4a...]<{ivr}
1119 Ivd[Ca.S4a...]<{ivr}
1120 pGBI[Ca.S4a...]<{ivr}
1121 pGBS[Ca.S4a...]<{ivr}
1122 Gvd[Ca.S4a...]<{ivr}
1123 m[Ca.S4a...]<{ivr}
1124 am[Ca.S4a...]<{ivr}
1125 bm[Ca.S4a...]<{ivr}
1126 IVDxREG[Ca.S4a...]<{ivr}
1127 Ivd[leak.S4a...]<{ivr}
1128 pGBI[leak.S4a...]<{ivr}
1129 pGBS[leak.S4a...]<{ivr}
1130 Gvd[leak.S4a...]<{ivr}
1131 IVDxREG[leak.S4a...]<{ivr}
1132 Ivd[Na.S4a...]<{ivr}
1133 pGBI[Na.S4a...]<{ivr}
1134 pGBS[Na.S4a...]<{ivr}
1135 Gvd[Na.S4a...]<{ivr}
1136 m[Na.S4a...]<{ivr}
1137 am[Na.S4a...]<{ivr}
1138 bm[Na.S4a...]<{ivr}
1139 h[Na.S4a...]<{ivr}
1140 ah[Na.S4a...]<{ivr}
1141 bh[Na.S4a...]<{ivr}
1142 IVDxREG[Na.S4a...]<{ivr}
1143 Ivd[fAHP.S4a...]<{ivr}
1144 pGBI[fAHP.S4a...]<{ivr}
1145 pGBS[fAHP.S4a...]<{ivr}
1146 Gvd[fAHP.S4a...]<{ivr}
1147 m[fAHP.S4a...]<{ivr}
1148 am[fAHP.S4a...]<{ivr}
1149 bm[fAHP.S4a...]<{ivr}
1150 IVDxREG[fAHP.S4a...]<{ivr}
1151 Cion[Ca.S4a...]<{ivr}
1152 sI2C[Ca.S4a...]<{ivr}
1153 Csm[divalents.S4a...]<{ivr}
1154 ssCsm[divalents.S4a...]<{ivr}
1155 xCsm[divalents.S4a...]<{ivr}
1156 CsmBI[divalents.S4a...]<{ivr}
1157 CsmBS[divalents.S4a...]<{ivr}
1158 fBR[mAHP.Ca.S4a..]<{ivr}
1159 fbr[mAHP.Ca.S4a..]<{ivr}
1160 fBR[fAHP.Ca.S4a..]<{ivr}
1161 fbr[fAHP.Ca.S4a..]<{ivr}
1162 fBR[Na.divalents.S4a..]<{ivr}
1163 fbr[Na.divalents.S4a..]<{ivr}
1164 fBR[Ca.divalents.S4a..]<{ivr}
1165 fbr[Ca.divalents.S4a..]<{ivr}
1166 Ies[C.-^v^v^-.C1..]<{ivr}
1167 Ies[C1.-^v^v^-.C..]<{ivr}
1168 Ies[C2.-^v^v^-.C1..]<{ivr}
1169 Ies[C1.-^v^v^-.C2..]<{ivr}
1170 Ies[C1.-^v^v^-.C1a..]<{ivr}
1171 Ies[C1a.-^v^v^-.C1..]<{ivr}
1172 Ies[S1a.-^v^v^-.C1a..]<{ivr}
1173 Ies[C1a.-^v^v^-.S1a..]<{ivr}
1174 Ies[C2a.-^v^v^-.C2..]<{ivr}
1175 Ies[C2.-^v^v^-.C2a..]<{ivr}
1176 Ies[C3.-^v^v^-.C2..]<{ivr}
1177 Ies[C2.-^v^v^-.C3..]<{ivr}
1178 Ies[C4.-^v^v^-.C2..]<{ivr}
1179 Ies[C2.-^v^v^-.C4..]<{ivr}
1180 Ies[S3a.-^v^v^-.C2a..]<{ivr}
1181 Ies[C2a.-^v^v^-.S3a..]<{ivr}
1182 Ies[C3a.-^v^v^-.C3..]<{ivr}
1183 Ies[C3.-^v^v^-.C3a..]<{ivr}
1184 Ies[S2a.-^v^v^-.C3a..]<{ivr}
1185 Ies[C3a.-^v^v^-.S2a..]<{ivr}
1186 Ies[C4a.-^v^v^-.C4..]<{ivr}
1187 Ies[C4.-^v^v^-.C4a..]<{ivr}
1188 Ies[S4a.-^v^v^-.C4a..]<{ivr}
1189 Ies[C4a.-^v^v^-.S4a..]<{ivr}
1190 Ies[R1.-^v^v^-.R..]<{ivr}
1191 Ies[R.-^v^v^-.R1..]<{ivr}
1192 Ies[S1.-^v^v^-.S..]<{ivr}
1193 Ies[S.-^v^v^-.S1..]<{ivr}
1194 Ies[S1a.-^v^v^-.S1..]<{ivr}
1195 Ies[S1.-^v^v^-.S1a..]<{ivr}
1196 Ies[S2a.-^v^v^-.S2..]<{ivr}
1197 Ies[S2.-^v^v^-.S2a..]<{ivr}
1198 Ies[S2.-^v^v^-.S3..]<{ivr}
1199 Ies[S3.-^v^v^-.S2..]<{ivr}
1200 Ies[S3a.-^v^v^-.S3..]<{ivr}
1201 Ies[S3.-^v^v^-.S3a..]<{ivr}
1202 Ies[S4.-^v^v^-.S3..]<{ivr}
1203 Ies[S3.-^v^v^-.S4..]<{ivr}
1204 Ies[S4a.-^v^v^-.S4..]<{ivr}
1205 Ies[S4.-^v^v^-.S4a..]<{ivr}
1206 Ies[S2.-^v^v^-.S1..]<{ivr}
1207 Ies[S1.-^v^v^-.S2..]<{ivr}
1208 Ies[S3.-^v^v^-.S1..]<{ivr}
1209 Ies[S1.-^v^v^-.S3..]<{ivr}
1210 Ics[R1.>----.C1.glutamate.]<{ivr}
1211 Gcs[R1.>----.C1.glutamate.]<{ivr}
1212 fAt[R1.>----.C1.glutamate.]<{ivr}
1213 At[R1.>----.C1.glutamate.]<{ivr}
prm[0]= 0.0
prm[1]= 1.0
prm[2]= -35.0
prm[3]= 0.0030
prm[4]= -48.0
prm[5]= 0.0010
prm[6]= 3.141593E-6
prm[7]= 0.05
prm[8]= -47.0
prm[9]= -35.0
prm[10]= 0.0030
prm[11]= -48.0
prm[12]= 0.0010
prm[13]= 3.769911E-6
prm[14]= 0.05
prm[15]= -47.0
prm[16]= -35.0
prm[17]= 0.0030
prm[18]= -48.0
prm[19]= 0.0010
prm[20]= 2.513274E-6
prm[21]= 0.025
prm[22]= 1.0
prm[23]= 50.0
prm[24]= 0.0
prm[25]= 1000.0
prm[26]= 0.024
prm[27]= -17.0
prm[28]= 17.0
prm[29]= 8.0
prm[30]= 0.125
prm[31]= -60.0
prm[32]= 80.0
prm[33]= 6.0
prm[34]= 4.0
prm[35]= -68.0
prm[36]= 0.0
prm[37]= 1000.0
prm[38]= 0.024
prm[39]= -17.0
prm[40]= 17.0
prm[41]= 8.0
prm[42]= 0.125
prm[43]= -60.0
prm[44]= 80.0
prm[45]= 0.25
prm[46]= -68.0
prm[47]= 0.01
prm[48]= 1.0
prm[49]= 120.0
prm[50]= 0.0
prm[51]= 1000.0
prm[52]= 1.5
prm[53]= -20.0
prm[54]= 20.0
prm[55]= 5.0
prm[56]= 1.5
prm[57]= -25.0
prm[58]= 10.0
prm[59]= 0.5
prm[60]= -47.0
prm[61]= 30.0
prm[62]= 100.0
prm[63]= 350.0
prm[64]= 4.0
prm[65]= 50.0
prm[66]= 0.0
prm[67]= 1000.0
prm[68]= 0.03
prm[69]= 28.0
prm[70]= -28.0
prm[71]= 15.0
prm[72]= 2.7
prm[73]= -53.0
prm[74]= 18.0
prm[75]= 0.0
prm[76]= 1000.0
prm[77]= 0.045
prm[78]= -53.0
prm[79]= 14.0
prm[80]= -25.0
prm[81]= 10.0
prm[82]= 30.0
prm[83]= 4.0
prm[84]= -68.0
prm[85]= 0.0
prm[86]= 1000.0
prm[87]= 0.024
prm[88]= -17.0
prm[89]= 17.0
prm[90]= 8.0
prm[91]= 0.125
prm[92]= -60.0
prm[93]= 80.0
prm[94]= 5.0
prm[95]= 0.4
prm[96]= 1.8
prm[97]= 100.0
prm[98]= 0.1
prm[99]= 0.1
prm[100]= 0.038
prm[101]= 0.017
prm[102]= -35.0
prm[103]= 0.0030
prm[104]= -48.0
prm[105]= 0.0010
prm[106]= 3.769911E-6
prm[107]= 0.05
prm[108]= -47.0
prm[109]= -35.0
prm[110]= 0.0030
prm[111]= -48.0
prm[112]= 0.0010
prm[113]= 1.256637E-6
prm[114]= 0.025
prm[115]= 1.0
prm[116]= 50.0
prm[117]= 0.0
prm[118]= 1000.0
prm[119]= 0.024
prm[120]= -17.0
prm[121]= 17.0
prm[122]= 8.0
prm[123]= 0.125
prm[124]= -60.0
prm[125]= 80.0
prm[126]= 6.0
prm[127]= 4.0
prm[128]= -68.0
prm[129]= 0.0
prm[130]= 1000.0
prm[131]= 0.024
prm[132]= -17.0
prm[133]= 17.0
prm[134]= 8.0
prm[135]= 0.125
prm[136]= -60.0
prm[137]= 80.0
prm[138]= 0.25
prm[139]= -68.0
prm[140]= 0.01
prm[141]= 1.0
prm[142]= 120.0
prm[143]= 0.0
prm[144]= 1000.0
prm[145]= 1.5
prm[146]= -20.0
prm[147]= 20.0
prm[148]= 5.0
prm[149]= 1.5
prm[150]= -25.0
prm[151]= 10.0
prm[152]= 0.5
prm[153]= -47.0
prm[154]= 30.0
prm[155]= 100.0
prm[156]= 350.0
prm[157]= 4.0
prm[158]= 50.0
prm[159]= 0.0
prm[160]= 1000.0
prm[161]= 0.03
prm[162]= 28.0
prm[163]= -28.0
prm[164]= 15.0
prm[165]= 2.7
prm[166]= -53.0
prm[167]= 18.0
prm[168]= 0.0
prm[169]= 1000.0
prm[170]= 0.045
prm[171]= -53.0
prm[172]= 14.0
prm[173]= -25.0
prm[174]= 10.0
prm[175]= 30.0
prm[176]= 4.0
prm[177]= -68.0
prm[178]= 0.0
prm[179]= 1000.0
prm[180]= 0.024
prm[181]= -17.0
prm[182]= 17.0
prm[183]= 8.0
prm[184]= 0.125
prm[185]= -60.0
prm[186]= 80.0
prm[187]= 5.0
prm[188]= 0.4
prm[189]= 1.8
prm[190]= 100.0
prm[191]= 0.1
prm[192]= 0.1
prm[193]= 0.038
prm[194]= 0.017
prm[195]= -35.0
prm[196]= 0.0030
prm[197]= -48.0
prm[198]= 0.0010
prm[199]= 3.769911E-6
prm[200]= 0.05
prm[201]= -47.0
prm[202]= -35.0
prm[203]= 0.0030
prm[204]= -48.0
prm[205]= 0.0010
prm[206]= 6.28319E-7
prm[207]= 0.025
prm[208]= 1.0
prm[209]= 50.0
prm[210]= 0.0
prm[211]= 1000.0
prm[212]= 0.024
prm[213]= -17.0
prm[214]= 17.0
prm[215]= 8.0
prm[216]= 0.125
prm[217]= -60.0
prm[218]= 80.0
prm[219]= 6.0
prm[220]= 4.0
prm[221]= -68.0
prm[222]= 0.0
prm[223]= 1000.0
prm[224]= 0.024
prm[225]= -17.0
prm[226]= 17.0
prm[227]= 8.0
prm[228]= 0.125
prm[229]= -60.0
prm[230]= 80.0
prm[231]= 0.25
prm[232]= -68.0
prm[233]= 0.01
prm[234]= 1.0
prm[235]= 120.0
prm[236]= 0.0
prm[237]= 1000.0
prm[238]= 1.5
prm[239]= -20.0
prm[240]= 20.0
prm[241]= 5.0
prm[242]= 1.5
prm[243]= -25.0
prm[244]= 10.0
prm[245]= 0.5
prm[246]= -47.0
prm[247]= 30.0
prm[248]= 100.0
prm[249]= 350.0
prm[250]= 4.0
prm[251]= 50.0
prm[252]= 0.0
prm[253]= 1000.0
prm[254]= 0.03
prm[255]= 28.0
prm[256]= -28.0
prm[257]= 15.0
prm[258]= 2.7
prm[259]= -53.0
prm[260]= 18.0
prm[261]= 0.0
prm[262]= 1000.0
prm[263]= 0.045
prm[264]= -53.0
prm[265]= 14.0
prm[266]= -25.0
prm[267]= 10.0
prm[268]= 30.0
prm[269]= 4.0
prm[270]= -68.0
prm[271]= 0.0
prm[272]= 1000.0
prm[273]= 0.024
prm[274]= -17.0
prm[275]= 17.0
prm[276]= 8.0
prm[277]= 0.125
prm[278]= -60.0
prm[279]= 80.0
prm[280]= 5.0
prm[281]= 0.4
prm[282]= 1.8
prm[283]= 100.0
prm[284]= 0.1
prm[285]= 0.1
prm[286]= 0.038
prm[287]= 0.017
prm[288]= -35.0
prm[289]= 0.0030
prm[290]= -48.0
prm[291]= 0.0010
prm[292]= 3.769911E-6
prm[293]= 0.05
prm[294]= -47.0
prm[295]= -35.0
prm[296]= 0.0030
prm[297]= -48.0
prm[298]= 0.0010
prm[299]= 6.28319E-7
prm[300]= 0.025
prm[301]= 1.0
prm[302]= 50.0
prm[303]= 0.0
prm[304]= 1000.0
prm[305]= 0.024
prm[306]= -17.0
prm[307]= 17.0
prm[308]= 8.0
prm[309]= 0.125
prm[310]= -60.0
prm[311]= 80.0
prm[312]= 6.0
prm[313]= 4.0
prm[314]= -68.0
prm[315]= 0.0
prm[316]= 1000.0
prm[317]= 0.024
prm[318]= -17.0
prm[319]= 17.0
prm[320]= 8.0
prm[321]= 0.125
prm[322]= -60.0
prm[323]= 80.0
prm[324]= 0.25
prm[325]= -68.0
prm[326]= 0.01
prm[327]= 1.0
prm[328]= 120.0
prm[329]= 0.0
prm[330]= 1000.0
prm[331]= 1.5
prm[332]= -20.0
prm[333]= 20.0
prm[334]= 5.0
prm[335]= 1.5
prm[336]= -25.0
prm[337]= 10.0
prm[338]= 0.5
prm[339]= -47.0
prm[340]= 30.0
prm[341]= 100.0
prm[342]= 350.0
prm[343]= 4.0
prm[344]= 50.0
prm[345]= 0.0
prm[346]= 1000.0
prm[347]= 0.03
prm[348]= 28.0
prm[349]= -28.0
prm[350]= 15.0
prm[351]= 2.7
prm[352]= -53.0
prm[353]= 18.0
prm[354]= 0.0
prm[355]= 1000.0
prm[356]= 0.045
prm[357]= -53.0
prm[358]= 14.0
prm[359]= -25.0
prm[360]= 10.0
prm[361]= 30.0
prm[362]= 4.0
prm[363]= -68.0
prm[364]= 0.0
prm[365]= 1000.0
prm[366]= 0.024
prm[367]= -17.0
prm[368]= 17.0
prm[369]= 8.0
prm[370]= 0.125
prm[371]= -60.0
prm[372]= 80.0
prm[373]= 5.0
prm[374]= 0.4
prm[375]= 1.8
prm[376]= 100.0
prm[377]= 0.1
prm[378]= 0.1
prm[379]= 0.038
prm[380]= 0.017
prm[381]= -35.0
prm[382]= 0.0030
prm[383]= -48.0
prm[384]= 0.0010
prm[385]= 5.0265482E-5
prm[386]= 0.05
prm[387]= -47.0
prm[388]= -35.0
prm[389]= 0.0030
prm[390]= -48.0
prm[391]= 0.0010
prm[392]= 3.926991E-6
prm[393]= 0.05
prm[394]= -47.0
prm[395]= -35.0
prm[396]= 0.0030
prm[397]= -48.0
prm[398]= 0.0010
prm[399]= 3.141593E-6
prm[400]= 0.025
prm[401]= 1.0
prm[402]= 50.0
prm[403]= 0.0
prm[404]= 1000.0
prm[405]= 0.024
prm[406]= -17.0
prm[407]= 17.0
prm[408]= 8.0
prm[409]= 0.125
prm[410]= -60.0
prm[411]= 80.0
prm[412]= 6.0
prm[413]= 4.0
prm[414]= -68.0
prm[415]= 0.0
prm[416]= 1000.0
prm[417]= 0.024
prm[418]= -17.0
prm[419]= 17.0
prm[420]= 8.0
prm[421]= 0.125
prm[422]= -60.0
prm[423]= 80.0
prm[424]= 0.25
prm[425]= -68.0
prm[426]= 0.01
prm[427]= 1.0
prm[428]= 120.0
prm[429]= 0.0
prm[430]= 1000.0
prm[431]= 1.5
prm[432]= -20.0
prm[433]= 20.0
prm[434]= 5.0
prm[435]= 1.5
prm[436]= -25.0
prm[437]= 10.0
prm[438]= 0.5
prm[439]= -47.0
prm[440]= 350.0
prm[441]= 4.0
prm[442]= 50.0
prm[443]= 0.0
prm[444]= 1000.0
prm[445]= 0.03
prm[446]= 28.0
prm[447]= -28.0
prm[448]= 15.0
prm[449]= 2.7
prm[450]= -53.0
prm[451]= 18.0
prm[452]= 0.0
prm[453]= 1000.0
prm[454]= 0.045
prm[455]= -53.0
prm[456]= 14.0
prm[457]= -25.0
prm[458]= 10.0
prm[459]= 30.0
prm[460]= 4.0
prm[461]= -68.0
prm[462]= 0.0
prm[463]= 1000.0
prm[464]= 0.024
prm[465]= -17.0
prm[466]= 17.0
prm[467]= 8.0
prm[468]= 0.125
prm[469]= -60.0
prm[470]= 80.0
prm[471]= 5.0
prm[472]= 0.4
prm[473]= 1.8
prm[474]= 100.0
prm[475]= 0.1
prm[476]= 0.1
prm[477]= 0.038
prm[478]= 0.017
prm[479]= -35.0
prm[480]= 0.0030
prm[481]= -48.0
prm[482]= 0.0010
prm[483]= 6.283185E-6
prm[484]= 0.025
prm[485]= 1.0
prm[486]= 50.0
prm[487]= 0.0
prm[488]= 1000.0
prm[489]= 0.024
prm[490]= -17.0
prm[491]= 17.0
prm[492]= 8.0
prm[493]= 0.125
prm[494]= -60.0
prm[495]= 80.0
prm[496]= 6.0
prm[497]= 4.0
prm[498]= -68.0
prm[499]= 0.0
prm[500]= 1000.0
prm[501]= 0.024
prm[502]= -17.0
prm[503]= 17.0
prm[504]= 8.0
prm[505]= 0.125
prm[506]= -60.0
prm[507]= 80.0
prm[508]= 0.25
prm[509]= -68.0
prm[510]= 0.01
prm[511]= 1.0
prm[512]= 120.0
prm[513]= 0.0
prm[514]= 1000.0
prm[515]= 1.5
prm[516]= -20.0
prm[517]= 20.0
prm[518]= 5.0
prm[519]= 1.5
prm[520]= -25.0
prm[521]= 10.0
prm[522]= 0.5
prm[523]= -47.0
prm[524]= 350.0
prm[525]= 4.0
prm[526]= 50.0
prm[527]= 0.0
prm[528]= 1000.0
prm[529]= 0.03
prm[530]= 28.0
prm[531]= -28.0
prm[532]= 15.0
prm[533]= 2.7
prm[534]= -53.0
prm[535]= 18.0
prm[536]= 0.0
prm[537]= 1000.0
prm[538]= 0.045
prm[539]= -53.0
prm[540]= 14.0
prm[541]= -25.0
prm[542]= 10.0
prm[543]= 30.0
prm[544]= 4.0
prm[545]= -68.0
prm[546]= 0.0
prm[547]= 1000.0
prm[548]= 0.024
prm[549]= -17.0
prm[550]= 17.0
prm[551]= 8.0
prm[552]= 0.125
prm[553]= -60.0
prm[554]= 80.0
prm[555]= 5.0
prm[556]= 0.4
prm[557]= 1.8
prm[558]= 100.0
prm[559]= 0.1
prm[560]= 0.1
prm[561]= 0.038
prm[562]= 0.017
prm[563]= -35.0
prm[564]= 0.0030
prm[565]= -48.0
prm[566]= 0.0010
prm[567]= 6.28319E-7
prm[568]= 0.025
prm[569]= 1.0
prm[570]= 50.0
prm[571]= 0.0
prm[572]= 1000.0
prm[573]= 0.024
prm[574]= -17.0
prm[575]= 17.0
prm[576]= 8.0
prm[577]= 0.125
prm[578]= -60.0
prm[579]= 80.0
prm[580]= 6.0
prm[581]= 4.0
prm[582]= -68.0
prm[583]= 0.0
prm[584]= 1000.0
prm[585]= 0.024
prm[586]= -17.0
prm[587]= 17.0
prm[588]= 8.0
prm[589]= 0.125
prm[590]= -60.0
prm[591]= 80.0
prm[592]= 0.25
prm[593]= -68.0
prm[594]= 0.01
prm[595]= 1.0
prm[596]= 120.0
prm[597]= 0.0
prm[598]= 1000.0
prm[599]= 1.5
prm[600]= -20.0
prm[601]= 20.0
prm[602]= 5.0
prm[603]= 1.5
prm[604]= -25.0
prm[605]= 10.0
prm[606]= 0.5
prm[607]= -47.0
prm[608]= 350.0
prm[609]= 4.0
prm[610]= 50.0
prm[611]= 0.0
prm[612]= 1000.0
prm[613]= 0.03
prm[614]= 28.0
prm[615]= -28.0
prm[616]= 15.0
prm[617]= 2.7
prm[618]= -53.0
prm[619]= 18.0
prm[620]= 0.0
prm[621]= 1000.0
prm[622]= 0.045
prm[623]= -53.0
prm[624]= 14.0
prm[625]= -25.0
prm[626]= 10.0
prm[627]= 30.0
prm[628]= 4.0
prm[629]= -68.0
prm[630]= 0.0
prm[631]= 1000.0
prm[632]= 0.024
prm[633]= -17.0
prm[634]= 17.0
prm[635]= 8.0
prm[636]= 0.125
prm[637]= -60.0
prm[638]= 80.0
prm[639]= 5.0
prm[640]= 0.4
prm[641]= 1.8
prm[642]= 100.0
prm[643]= 0.1
prm[644]= 0.1
prm[645]= 0.038
prm[646]= 0.017
prm[647]= -35.0
prm[648]= 0.0030
prm[649]= -48.0
prm[650]= 0.0010
prm[651]= 6.283185E-6
prm[652]= 0.025
prm[653]= 1.0
prm[654]= 50.0
prm[655]= 0.0
prm[656]= 1000.0
prm[657]= 0.024
prm[658]= -17.0
prm[659]= 17.0
prm[660]= 8.0
prm[661]= 0.125
prm[662]= -60.0
prm[663]= 80.0
prm[664]= 6.0
prm[665]= 4.0
prm[666]= -68.0
prm[667]= 0.0
prm[668]= 1000.0
prm[669]= 0.024
prm[670]= -17.0
prm[671]= 17.0
prm[672]= 8.0
prm[673]= 0.125
prm[674]= -60.0
prm[675]= 80.0
prm[676]= 0.25
prm[677]= -68.0
prm[678]= 0.01
prm[679]= 1.0
prm[680]= 120.0
prm[681]= 0.0
prm[682]= 1000.0
prm[683]= 1.5
prm[684]= -20.0
prm[685]= 20.0
prm[686]= 5.0
prm[687]= 1.5
prm[688]= -25.0
prm[689]= 10.0
prm[690]= 0.5
prm[691]= -47.0
prm[692]= 350.0
prm[693]= 4.0
prm[694]= 50.0
prm[695]= 0.0
prm[696]= 1000.0
prm[697]= 0.03
prm[698]= 28.0
prm[699]= -28.0
prm[700]= 15.0
prm[701]= 2.7
prm[702]= -53.0
prm[703]= 18.0
prm[704]= 0.0
prm[705]= 1000.0
prm[706]= 0.045
prm[707]= -53.0
prm[708]= 14.0
prm[709]= -25.0
prm[710]= 10.0
prm[711]= 30.0
prm[712]= 4.0
prm[713]= -68.0
prm[714]= 0.0
prm[715]= 1000.0
prm[716]= 0.024
prm[717]= -17.0
prm[718]= 17.0
prm[719]= 8.0
prm[720]= 0.125
prm[721]= -60.0
prm[722]= 80.0
prm[723]= 5.0
prm[724]= 0.4
prm[725]= 1.8
prm[726]= 100.0
prm[727]= 0.1
prm[728]= 0.1
prm[729]= 0.038
prm[730]= 0.017
prm[731]= -35.0
prm[732]= 0.0030
prm[733]= -48.0
prm[734]= 0.0010
prm[735]= 6.28319E-7
prm[736]= 0.025
prm[737]= 1.0
prm[738]= 50.0
prm[739]= 0.0
prm[740]= 1000.0
prm[741]= 0.024
prm[742]= -17.0
prm[743]= 17.0
prm[744]= 8.0
prm[745]= 0.125
prm[746]= -60.0
prm[747]= 80.0
prm[748]= 6.0
prm[749]= 4.0
prm[750]= -68.0
prm[751]= 0.0
prm[752]= 1000.0
prm[753]= 0.024
prm[754]= -17.0
prm[755]= 17.0
prm[756]= 8.0
prm[757]= 0.125
prm[758]= -60.0
prm[759]= 80.0
prm[760]= 0.25
prm[761]= -68.0
prm[762]= 0.01
prm[763]= 1.0
prm[764]= 120.0
prm[765]= 0.0
prm[766]= 1000.0
prm[767]= 1.5
prm[768]= -20.0
prm[769]= 20.0
prm[770]= 5.0
prm[771]= 1.5
prm[772]= -25.0
prm[773]= 10.0
prm[774]= 0.5
prm[775]= -47.0
prm[776]= 350.0
prm[777]= 4.0
prm[778]= 50.0
prm[779]= 0.0
prm[780]= 1000.0
prm[781]= 0.03
prm[782]= 28.0
prm[783]= -28.0
prm[784]= 15.0
prm[785]= 2.7
prm[786]= -53.0
prm[787]= 18.0
prm[788]= 0.0
prm[789]= 1000.0
prm[790]= 0.045
prm[791]= -53.0
prm[792]= 14.0
prm[793]= -25.0
prm[794]= 10.0
prm[795]= 30.0
prm[796]= 4.0
prm[797]= -68.0
prm[798]= 0.0
prm[799]= 1000.0
prm[800]= 0.024
prm[801]= -17.0
prm[802]= 17.0
prm[803]= 8.0
prm[804]= 0.125
prm[805]= -60.0
prm[806]= 80.0
prm[807]= 5.0
prm[808]= 0.4
prm[809]= 1.8
prm[810]= 100.0
prm[811]= 0.1
prm[812]= 0.1
prm[813]= 0.038
prm[814]= 0.017
prm[815]= -35.0
prm[816]= 0.0030
prm[817]= -48.0
prm[818]= 0.0010
prm[819]= 6.283185E-6
prm[820]= 0.025
prm[821]= 1.0
prm[822]= 50.0
prm[823]= 0.0
prm[824]= 1000.0
prm[825]= 0.024
prm[826]= -17.0
prm[827]= 17.0
prm[828]= 8.0
prm[829]= 0.125
prm[830]= -60.0
prm[831]= 80.0
prm[832]= 6.0
prm[833]= 4.0
prm[834]= -68.0
prm[835]= 0.0
prm[836]= 1000.0
prm[837]= 0.024
prm[838]= -17.0
prm[839]= 17.0
prm[840]= 8.0
prm[841]= 0.125
prm[842]= -60.0
prm[843]= 80.0
prm[844]= 0.25
prm[845]= -68.0
prm[846]= 0.01
prm[847]= 1.0
prm[848]= 120.0
prm[849]= 0.0
prm[850]= 1000.0
prm[851]= 1.5
prm[852]= -20.0
prm[853]= 20.0
prm[854]= 5.0
prm[855]= 1.5
prm[856]= -25.0
prm[857]= 10.0
prm[858]= 0.5
prm[859]= -47.0
prm[860]= 350.0
prm[861]= 4.0
prm[862]= 50.0
prm[863]= 0.0
prm[864]= 1000.0
prm[865]= 0.03
prm[866]= 28.0
prm[867]= -28.0
prm[868]= 15.0
prm[869]= 2.7
prm[870]= -53.0
prm[871]= 18.0
prm[872]= 0.0
prm[873]= 1000.0
prm[874]= 0.045
prm[875]= -53.0
prm[876]= 14.0
prm[877]= -25.0
prm[878]= 10.0
prm[879]= 30.0
prm[880]= 4.0
prm[881]= -68.0
prm[882]= 0.0
prm[883]= 1000.0
prm[884]= 0.024
prm[885]= -17.0
prm[886]= 17.0
prm[887]= 8.0
prm[888]= 0.125
prm[889]= -60.0
prm[890]= 80.0
prm[891]= 5.0
prm[892]= 0.4
prm[893]= 1.8
prm[894]= 100.0
prm[895]= 0.1
prm[896]= 0.1
prm[897]= 0.038
prm[898]= 0.017
prm[899]= -35.0
prm[900]= 0.0030
prm[901]= -48.0
prm[902]= 0.0010
prm[903]= 6.28319E-7
prm[904]= 0.025
prm[905]= 1.0
prm[906]= 50.0
prm[907]= 0.0
prm[908]= 1000.0
prm[909]= 0.024
prm[910]= -17.0
prm[911]= 17.0
prm[912]= 8.0
prm[913]= 0.125
prm[914]= -60.0
prm[915]= 80.0
prm[916]= 6.0
prm[917]= 4.0
prm[918]= -68.0
prm[919]= 0.0
prm[920]= 1000.0
prm[921]= 0.024
prm[922]= -17.0
prm[923]= 17.0
prm[924]= 8.0
prm[925]= 0.125
prm[926]= -60.0
prm[927]= 80.0
prm[928]= 0.25
prm[929]= -68.0
prm[930]= 0.01
prm[931]= 1.0
prm[932]= 120.0
prm[933]= 0.0
prm[934]= 1000.0
prm[935]= 1.5
prm[936]= -20.0
prm[937]= 20.0
prm[938]= 5.0
prm[939]= 1.5
prm[940]= -25.0
prm[941]= 10.0
prm[942]= 0.5
prm[943]= -47.0
prm[944]= 350.0
prm[945]= 4.0
prm[946]= 50.0
prm[947]= 0.0
prm[948]= 1000.0
prm[949]= 0.03
prm[950]= 28.0
prm[951]= -28.0
prm[952]= 15.0
prm[953]= 2.7
prm[954]= -53.0
prm[955]= 18.0
prm[956]= 0.0
prm[957]= 1000.0
prm[958]= 0.045
prm[959]= -53.0
prm[960]= 14.0
prm[961]= -25.0
prm[962]= 10.0
prm[963]= 30.0
prm[964]= 4.0
prm[965]= -68.0
prm[966]= 0.0
prm[967]= 1000.0
prm[968]= 0.024
prm[969]= -17.0
prm[970]= 17.0
prm[971]= 8.0
prm[972]= 0.125
prm[973]= -60.0
prm[974]= 80.0
prm[975]= 5.0
prm[976]= 0.4
prm[977]= 1.8
prm[978]= 100.0
prm[979]= 0.1
prm[980]= 0.1
prm[981]= 0.038
prm[982]= 0.017
prm[983]= -35.0
prm[984]= 0.0030
prm[985]= -48.0
prm[986]= 0.0010
prm[987]= 6.283185E-6
prm[988]= 0.025
prm[989]= 1.0
prm[990]= 50.0
prm[991]= 0.0
prm[992]= 1000.0
prm[993]= 0.024
prm[994]= -17.0
prm[995]= 17.0
prm[996]= 8.0
prm[997]= 0.125
prm[998]= -60.0
prm[999]= 80.0
prm[1000]= 6.0
prm[1001]= 4.0
prm[1002]= -68.0
prm[1003]= 0.0
prm[1004]= 1000.0
prm[1005]= 0.024
prm[1006]= -17.0
prm[1007]= 17.0
prm[1008]= 8.0
prm[1009]= 0.125
prm[1010]= -60.0
prm[1011]= 80.0
prm[1012]= 0.25
prm[1013]= -68.0
prm[1014]= 0.01
prm[1015]= 1.0
prm[1016]= 120.0
prm[1017]= 0.0
prm[1018]= 1000.0
prm[1019]= 1.5
prm[1020]= -20.0
prm[1021]= 20.0
prm[1022]= 5.0
prm[1023]= 1.5
prm[1024]= -25.0
prm[1025]= 10.0
prm[1026]= 0.5
prm[1027]= -47.0
prm[1028]= 350.0
prm[1029]= 4.0
prm[1030]= 50.0
prm[1031]= 0.0
prm[1032]= 1000.0
prm[1033]= 0.03
prm[1034]= 28.0
prm[1035]= -28.0
prm[1036]= 15.0
prm[1037]= 2.7
prm[1038]= -53.0
prm[1039]= 18.0
prm[1040]= 0.0
prm[1041]= 1000.0
prm[1042]= 0.045
prm[1043]= -53.0
prm[1044]= 14.0
prm[1045]= -25.0
prm[1046]= 10.0
prm[1047]= 30.0
prm[1048]= 4.0
prm[1049]= -68.0
prm[1050]= 0.0
prm[1051]= 1000.0
prm[1052]= 0.024
prm[1053]= -17.0
prm[1054]= 17.0
prm[1055]= 8.0
prm[1056]= 0.125
prm[1057]= -60.0
prm[1058]= 80.0
prm[1059]= 5.0
prm[1060]= 0.4
prm[1061]= 1.8
prm[1062]= 100.0
prm[1063]= 0.1
prm[1064]= 0.1
prm[1065]= 0.038
prm[1066]= 0.017
prm[1067]= -35.0
prm[1068]= 0.0030
prm[1069]= -48.0
prm[1070]= 0.0010
prm[1071]= 6.28319E-7
prm[1072]= 0.025
prm[1073]= 1.0
prm[1074]= 50.0
prm[1075]= 0.0
prm[1076]= 1000.0
prm[1077]= 0.024
prm[1078]= -17.0
prm[1079]= 17.0
prm[1080]= 8.0
prm[1081]= 0.125
prm[1082]= -60.0
prm[1083]= 80.0
prm[1084]= 6.0
prm[1085]= 4.0
prm[1086]= -68.0
prm[1087]= 0.0
prm[1088]= 1000.0
prm[1089]= 0.024
prm[1090]= -17.0
prm[1091]= 17.0
prm[1092]= 8.0
prm[1093]= 0.125
prm[1094]= -60.0
prm[1095]= 80.0
prm[1096]= 0.25
prm[1097]= -68.0
prm[1098]= 0.01
prm[1099]= 1.0
prm[1100]= 120.0
prm[1101]= 0.0
prm[1102]= 1000.0
prm[1103]= 1.5
prm[1104]= -20.0
prm[1105]= 20.0
prm[1106]= 5.0
prm[1107]= 1.5
prm[1108]= -25.0
prm[1109]= 10.0
prm[1110]= 0.5
prm[1111]= -47.0
prm[1112]= 350.0
prm[1113]= 4.0
prm[1114]= 50.0
prm[1115]= 0.0
prm[1116]= 1000.0
prm[1117]= 0.03
prm[1118]= 28.0
prm[1119]= -28.0
prm[1120]= 15.0
prm[1121]= 2.7
prm[1122]= -53.0
prm[1123]= 18.0
prm[1124]= 0.0
prm[1125]= 1000.0
prm[1126]= 0.045
prm[1127]= -53.0
prm[1128]= 14.0
prm[1129]= -25.0
prm[1130]= 10.0
prm[1131]= 30.0
prm[1132]= 4.0
prm[1133]= -68.0
prm[1134]= 0.0
prm[1135]= 1000.0
prm[1136]= 0.024
prm[1137]= -17.0
prm[1138]= 17.0
prm[1139]= 8.0
prm[1140]= 0.125
prm[1141]= -60.0
prm[1142]= 80.0
prm[1143]= 5.0
prm[1144]= 0.4
prm[1145]= 1.8
prm[1146]= 100.0
prm[1147]= 0.1
prm[1148]= 0.1
prm[1149]= 0.038
prm[1150]= 0.017
prm[1151]= 0.32
prm[1152]= 0.32
prm[1153]= 0.32
prm[1154]= 0.32
prm[1155]= 0.32
prm[1156]= 0.32
prm[1157]= 0.29
prm[1158]= 0.29
prm[1159]= 0.32
prm[1160]= 0.32
prm[1161]= 0.32
prm[1162]= 0.32
prm[1163]= 0.32
prm[1164]= 0.32
prm[1165]= 0.29
prm[1166]= 0.29
prm[1167]= 0.32
prm[1168]= 0.32
prm[1169]= 0.29
prm[1170]= 0.29
prm[1171]= 0.32
prm[1172]= 0.32
prm[1173]= 0.29
prm[1174]= 0.29
prm[1175]= 0.32
prm[1176]= 0.32
prm[1177]= 0.32
prm[1178]= 0.32
prm[1179]= 0.32
prm[1180]= 0.32
prm[1181]= 0.32
prm[1182]= 0.32
prm[1183]= 0.32
prm[1184]= 0.32
prm[1185]= 0.32
prm[1186]= 0.32
prm[1187]= 0.32
prm[1188]= 0.32
prm[1189]= 0.32
prm[1190]= 0.32
prm[1191]= 0.32
prm[1192]= 0.32
prm[1193]= 0.32
prm[1194]= 0.32
prm[1195]= 100.0
prm[1196]= 0.0
prm[1197]= 0.0
prm[1198]= 0.0020
prm[1199]= 0.2
prm[1200]= 0.23
prm[1201]= 20.0
prm[1202]= 0.1
prm[1203]= 0.101
prm[1204]= 20.0
V[0].sv= 2
V[0].iv= 3
V[0].sIex= 4
V[0].sIvd_reg= 7
V[0].sIld= 8
V[0].sIcs= 9
V[0].sIes= 10
V[0].sIrs= 11
V[0].cm= 5
V[0].rest= 4
V[0].memA= 6
V[0].n_vdg= 1
spike[0].time= 2
spike[0].spk= 12
spike[0].V= 3
spike[0].spknow= 13
spike[0].tfin_spk= 14
spike[0].trshld= 2
spike[0].spikdur= 3
V[1].sv= 3
V[1].iv= 20
V[1].sIex= 21
V[1].sIvd_reg= 24
V[1].sIld= 25
V[1].sIcs= 26
V[1].sIes= 27
V[1].sIrs= 28
V[1].cm= 12
V[1].rest= 11
V[1].memA= 13
V[1].n_vdg= 1
spike[1].time= 2
spike[1].spk= 29
spike[1].V= 20
spike[1].spknow= 30
spike[1].tfin_spk= 31
spike[1].trshld= 9
spike[1].spikdur= 10
V[2].sv= 4
V[2].iv= 37
V[2].sIex= 38
V[2].sIvd_reg= 41
V[2].sIld= 42
V[2].sIcs= 43
V[2].sIes= 44
V[2].sIrs= 45
V[2].cm= 19
V[2].rest= 18
V[2].memA= 20
V[2].n_vdg= 7
spike[2].time= 2
spike[2].spk= 46
spike[2].V= 37
spike[2].spknow= 47
spike[2].tfin_spk= 48
spike[2].trshld= 16
spike[2].spikdur= 17
V[3].sv= 17
V[3].iv= 118
V[3].sIex= 119
V[3].sIvd_reg= 122
V[3].sIld= 123
V[3].sIcs= 124
V[3].sIes= 125
V[3].sIrs= 126
V[3].cm= 105
V[3].rest= 104
V[3].memA= 106
V[3].n_vdg= 1
spike[3].time= 2
spike[3].spk= 127
spike[3].V= 118
spike[3].spknow= 128
spike[3].tfin_spk= 129
spike[3].trshld= 102
spike[3].spikdur= 103
V[4].sv= 18
V[4].iv= 135
V[4].sIex= 136
V[4].sIvd_reg= 139
V[4].sIld= 140
V[4].sIcs= 141
V[4].sIes= 142
V[4].sIrs= 143
V[4].cm= 112
V[4].rest= 111
V[4].memA= 113
V[4].n_vdg= 7
spike[4].time= 2
spike[4].spk= 144
spike[4].V= 135
spike[4].spknow= 145
spike[4].tfin_spk= 146
spike[4].trshld= 109
spike[4].spikdur= 110
V[5].sv= 31
V[5].iv= 216
V[5].sIex= 217
V[5].sIvd_reg= 220
V[5].sIld= 221
V[5].sIcs= 222
V[5].sIes= 223
V[5].sIrs= 224
V[5].cm= 198
V[5].rest= 197
V[5].memA= 199
V[5].n_vdg= 1
spike[5].time= 2
spike[5].spk= 225
spike[5].V= 216
spike[5].spknow= 226
spike[5].tfin_spk= 227
spike[5].trshld= 195
spike[5].spikdur= 196
V[6].sv= 32
V[6].iv= 233
V[6].sIex= 234
V[6].sIvd_reg= 237
V[6].sIld= 238
V[6].sIcs= 239
V[6].sIes= 240
V[6].sIrs= 241
V[6].cm= 205
V[6].rest= 204
V[6].memA= 206
V[6].n_vdg= 7
spike[6].time= 2
spike[6].spk= 242
spike[6].V= 233
spike[6].spknow= 243
spike[6].tfin_spk= 244
spike[6].trshld= 202
spike[6].spikdur= 203
V[7].sv= 45
V[7].iv= 314
V[7].sIex= 315
V[7].sIvd_reg= 318
V[7].sIld= 319
V[7].sIcs= 320
V[7].sIes= 321
V[7].sIrs= 322
V[7].cm= 291
V[7].rest= 290
V[7].memA= 292
V[7].n_vdg= 1
spike[7].time= 2
spike[7].spk= 323
spike[7].V= 314
spike[7].spknow= 324
spike[7].tfin_spk= 325
spike[7].trshld= 288
spike[7].spikdur= 289
V[8].sv= 46
V[8].iv= 331
V[8].sIex= 332
V[8].sIvd_reg= 335
V[8].sIld= 336
V[8].sIcs= 337
V[8].sIes= 338
V[8].sIrs= 339
V[8].cm= 298
V[8].rest= 297
V[8].memA= 299
V[8].n_vdg= 7
spike[8].time= 2
spike[8].spk= 340
spike[8].V= 331
spike[8].spknow= 341
spike[8].tfin_spk= 342
spike[8].trshld= 295
spike[8].spikdur= 296
V[9].sv= 59
V[9].iv= 412
V[9].sIex= 413
V[9].sIvd_reg= 416
V[9].sIld= 417
V[9].sIcs= 418
V[9].sIes= 419
V[9].sIrs= 420
V[9].cm= 384
V[9].rest= 383
V[9].memA= 385
V[9].n_vdg= 1
spike[9].time= 2
spike[9].spk= 421
spike[9].V= 412
spike[9].spknow= 422
spike[9].tfin_spk= 423
spike[9].trshld= 381
spike[9].spikdur= 382
V[10].sv= 60
V[10].iv= 429
V[10].sIex= 430
V[10].sIvd_reg= 433
V[10].sIld= 434
V[10].sIcs= 435
V[10].sIes= 436
V[10].sIrs= 437
V[10].cm= 391
V[10].rest= 390
V[10].memA= 392
V[10].n_vdg= 1
spike[10].time= 2
spike[10].spk= 438
spike[10].V= 429
spike[10].spknow= 439
spike[10].tfin_spk= 440
spike[10].trshld= 388
spike[10].spikdur= 389
V[11].sv= 61
V[11].iv= 446
V[11].sIex= 447
V[11].sIvd_reg= 450
V[11].sIld= 451
V[11].sIcs= 452
V[11].sIes= 453
V[11].sIrs= 454
V[11].cm= 398
V[11].rest= 397
V[11].memA= 399
V[11].n_vdg= 7
spike[11].time= 2
spike[11].spk= 455
spike[11].V= 446
spike[11].spknow= 456
spike[11].tfin_spk= 457
spike[11].trshld= 395
spike[11].spikdur= 396
V[12].sv= 74
V[12].iv= 526
V[12].sIex= 527
V[12].sIvd_reg= 530
V[12].sIld= 531
V[12].sIcs= 532
V[12].sIes= 533
V[12].sIrs= 534
V[12].cm= 482
V[12].rest= 481
V[12].memA= 483
V[12].n_vdg= 7
spike[12].time= 2
spike[12].spk= 535
spike[12].V= 526
spike[12].spknow= 536
spike[12].tfin_spk= 537
spike[12].trshld= 479
spike[12].spikdur= 480
V[13].sv= 87
V[13].iv= 606
V[13].sIex= 607
V[13].sIvd_reg= 610
V[13].sIld= 611
V[13].sIcs= 612
V[13].sIes= 613
V[13].sIrs= 614
V[13].cm= 566
V[13].rest= 565
V[13].memA= 567
V[13].n_vdg= 7
spike[13].time= 2
spike[13].spk= 615
spike[13].V= 606
spike[13].spknow= 616
spike[13].tfin_spk= 617
spike[13].trshld= 563
spike[13].spikdur= 564
V[14].sv= 100
V[14].iv= 686
V[14].sIex= 687
V[14].sIvd_reg= 690
V[14].sIld= 691
V[14].sIcs= 692
V[14].sIes= 693
V[14].sIrs= 694
V[14].cm= 650
V[14].rest= 649
V[14].memA= 651
V[14].n_vdg= 7
spike[14].time= 2
spike[14].spk= 695
spike[14].V= 686
spike[14].spknow= 696
spike[14].tfin_spk= 697
spike[14].trshld= 647
spike[14].spikdur= 648
V[15].sv= 113
V[15].iv= 766
V[15].sIex= 767
V[15].sIvd_reg= 770
V[15].sIld= 771
V[15].sIcs= 772
V[15].sIes= 773
V[15].sIrs= 774
V[15].cm= 734
V[15].rest= 733
V[15].memA= 735
V[15].n_vdg= 7
spike[15].time= 2
spike[15].spk= 775
spike[15].V= 766
spike[15].spknow= 776
spike[15].tfin_spk= 777
spike[15].trshld= 731
spike[15].spikdur= 732
V[16].sv= 126
V[16].iv= 846
V[16].sIex= 847
V[16].sIvd_reg= 850
V[16].sIld= 851
V[16].sIcs= 852
V[16].sIes= 853
V[16].sIrs= 854
V[16].cm= 818
V[16].rest= 817
V[16].memA= 819
V[16].n_vdg= 7
spike[16].time= 2
spike[16].spk= 855
spike[16].V= 846
spike[16].spknow= 856
spike[16].tfin_spk= 857
spike[16].trshld= 815
spike[16].spikdur= 816
V[17].sv= 139
V[17].iv= 926
V[17].sIex= 927
V[17].sIvd_reg= 930
V[17].sIld= 931
V[17].sIcs= 932
V[17].sIes= 933
V[17].sIrs= 934
V[17].cm= 902
V[17].rest= 901
V[17].memA= 903
V[17].n_vdg= 7
spike[17].time= 2
spike[17].spk= 935
spike[17].V= 926
spike[17].spknow= 936
spike[17].tfin_spk= 937
spike[17].trshld= 899
spike[17].spikdur= 900
V[18].sv= 152
V[18].iv= 1006
V[18].sIex= 1007
V[18].sIvd_reg= 1010
V[18].sIld= 1011
V[18].sIcs= 1012
V[18].sIes= 1013
V[18].sIrs= 1014
V[18].cm= 986
V[18].rest= 985
V[18].memA= 987
V[18].n_vdg= 7
spike[18].time= 2
spike[18].spk= 1015
spike[18].V= 1006
spike[18].spknow= 1016
spike[18].tfin_spk= 1017
spike[18].trshld= 983
spike[18].spikdur= 984
V[19].sv= 165
V[19].iv= 1086
V[19].sIex= 1087
V[19].sIvd_reg= 1090
V[19].sIld= 1091
V[19].sIcs= 1092
V[19].sIes= 1093
V[19].sIrs= 1094
V[19].cm= 1070
V[19].rest= 1069
V[19].memA= 1071
V[19].n_vdg= 7
spike[19].time= 2
spike[19].spk= 1095
spike[19].V= 1086
spike[19].spknow= 1096
spike[19].tfin_spk= 1097
spike[19].trshld= 1067
spike[19].spikdur= 1068
Ivd[0].iv= 15
Ivd[0].equ= 5
Ivd[0].pprm= 7
Ivd[0].Gvd= 18
Ivd[0].V= 3
Gvd[0].iv= 18
Gvd[0].A= 1
Gvd[0].B= 1
Gvd[0].m= 1
Gvd[0].h= 1
Gvd[0].R= 0
IVDxREG[0].iv= 19
IVDxREG[0].Ivd= 15
IVDxREG[0].sIvdxreg= 7
IVDxREG[0].pGBI= 16
IVDxREG[0].pGBS= 17
Ivd[1].iv= 32
Ivd[1].equ= 5
Ivd[1].pprm= 14
Ivd[1].Gvd= 35
Ivd[1].V= 20
Gvd[1].iv= 35
Gvd[1].A= 1
Gvd[1].B= 1
Gvd[1].m= 1
Gvd[1].h= 1
Gvd[1].R= 0
IVDxREG[1].iv= 36
IVDxREG[1].Ivd= 32
IVDxREG[1].sIvdxreg= 24
IVDxREG[1].pGBI= 33
IVDxREG[1].pGBS= 34
Ivd[2].iv= 49
Ivd[2].equ= 4
Ivd[2].pprm= 21
Ivd[2].Gvd= 52
Ivd[2].V= 37
Gvd[2].iv= 52
Gvd[2].A= 1
Gvd[2].B= 1
Gvd[2].m= 53
Gvd[2].h= 1
Gvd[2].R= 0
IVDxREG[2].iv= 56
IVDxREG[2].Ivd= 49
IVDxREG[2].sIvdxreg= 41
IVDxREG[2].pGBI= 50
IVDxREG[2].pGBS= 51
Ivd[3].iv= 57
Ivd[3].equ= 4
Ivd[3].pprm= 33
Ivd[3].Gvd= 60
Ivd[3].V= 37
Gvd[3].iv= 60
Gvd[3].A= 1
Gvd[3].B= 1
Gvd[3].m= 61
Gvd[3].h= 1
Gvd[3].R= 0
IVDxREG[3].iv= 64
IVDxREG[3].Ivd= 57
IVDxREG[3].sIvdxreg= 41
IVDxREG[3].pGBI= 58
IVDxREG[3].pGBS= 59
Ivd[4].iv= 65
Ivd[4].equ= 5
Ivd[4].pprm= 45
Ivd[4].Gvd= 68
Ivd[4].V= 37
Gvd[4].iv= 68
Gvd[4].A= 1
Gvd[4].B= 1
Gvd[4].m= 1
Gvd[4].h= 1
Gvd[4].R= 0
IVDxREG[4].iv= 69
IVDxREG[4].Ivd= 65
IVDxREG[4].sIvdxreg= 41
IVDxREG[4].pGBI= 66
IVDxREG[4].pGBS= 67
Ivd[5].iv= 70
Ivd[5].equ= 4
Ivd[5].pprm= 47
Ivd[5].Gvd= 73
Ivd[5].V= 37
Gvd[5].iv= 73
Gvd[5].A= 1
Gvd[5].B= 1
Gvd[5].m= 74
Gvd[5].h= 1
Gvd[5].R= 0
IVDxREG[5].iv= 77
IVDxREG[5].Ivd= 70
IVDxREG[5].sIvdxreg= 41
IVDxREG[5].pGBI= 71
IVDxREG[5].pGBS= 72
Ivd[6].iv= 78
Ivd[6].equ= 5
Ivd[6].pprm= 59
Ivd[6].Gvd= 81
Ivd[6].V= 37
Gvd[6].iv= 81
Gvd[6].A= 1
Gvd[6].B= 1
Gvd[6].m= 1
Gvd[6].h= 1
Gvd[6].R= 82
IVDxREG[6].iv= 83
IVDxREG[6].Ivd= 78
IVDxREG[6].sIvdxreg= 41
IVDxREG[6].pGBI= 79
IVDxREG[6].pGBS= 80
Ivd[7].iv= 84
Ivd[7].equ= 2
Ivd[7].pprm= 63
Ivd[7].Gvd= 87
Ivd[7].V= 37
Gvd[7].iv= 87
Gvd[7].A= 1
Gvd[7].B= 1
Gvd[7].m= 88
Gvd[7].h= 91
Gvd[7].R= 0
IVDxREG[7].iv= 94
IVDxREG[7].Ivd= 84
IVDxREG[7].sIvdxreg= 41
IVDxREG[7].pGBI= 85
IVDxREG[7].pGBS= 86
Ivd[8].iv= 95
Ivd[8].equ= 4
Ivd[8].pprm= 82
Ivd[8].Gvd= 98
Ivd[8].V= 37
Gvd[8].iv= 98
Gvd[8].A= 1
Gvd[8].B= 1
Gvd[8].m= 99
Gvd[8].h= 1
Gvd[8].R= 0
IVDxREG[8].iv= 102
IVDxREG[8].Ivd= 95
IVDxREG[8].sIvdxreg= 41
IVDxREG[8].pGBI= 96
IVDxREG[8].pGBS= 97
Ivd[9].iv= 130
Ivd[9].equ= 5
Ivd[9].pprm= 107
Ivd[9].Gvd= 133
Ivd[9].V= 118
Gvd[9].iv= 133
Gvd[9].A= 1
Gvd[9].B= 1
Gvd[9].m= 1
Gvd[9].h= 1
Gvd[9].R= 0
IVDxREG[9].iv= 134
IVDxREG[9].Ivd= 130
IVDxREG[9].sIvdxreg= 122
IVDxREG[9].pGBI= 131
IVDxREG[9].pGBS= 132
Ivd[10].iv= 147
Ivd[10].equ= 4
Ivd[10].pprm= 114
Ivd[10].Gvd= 150
Ivd[10].V= 135
Gvd[10].iv= 150
Gvd[10].A= 1
Gvd[10].B= 1
Gvd[10].m= 151
Gvd[10].h= 1
Gvd[10].R= 0
IVDxREG[10].iv= 154
IVDxREG[10].Ivd= 147
IVDxREG[10].sIvdxreg= 139
IVDxREG[10].pGBI= 148
IVDxREG[10].pGBS= 149
Ivd[11].iv= 155
Ivd[11].equ= 4
Ivd[11].pprm= 126
Ivd[11].Gvd= 158
Ivd[11].V= 135
Gvd[11].iv= 158
Gvd[11].A= 1
Gvd[11].B= 1
Gvd[11].m= 159
Gvd[11].h= 1
Gvd[11].R= 0
IVDxREG[11].iv= 162
IVDxREG[11].Ivd= 155
IVDxREG[11].sIvdxreg= 139
IVDxREG[11].pGBI= 156
IVDxREG[11].pGBS= 157
Ivd[12].iv= 163
Ivd[12].equ= 5
Ivd[12].pprm= 138
Ivd[12].Gvd= 166
Ivd[12].V= 135
Gvd[12].iv= 166
Gvd[12].A= 1
Gvd[12].B= 1
Gvd[12].m= 1
Gvd[12].h= 1
Gvd[12].R= 0
IVDxREG[12].iv= 167
IVDxREG[12].Ivd= 163
IVDxREG[12].sIvdxreg= 139
IVDxREG[12].pGBI= 164
IVDxREG[12].pGBS= 165
Ivd[13].iv= 168
Ivd[13].equ= 4
Ivd[13].pprm= 140
Ivd[13].Gvd= 171
Ivd[13].V= 135
Gvd[13].iv= 171
Gvd[13].A= 1
Gvd[13].B= 1
Gvd[13].m= 172
Gvd[13].h= 1
Gvd[13].R= 0
IVDxREG[13].iv= 175
IVDxREG[13].Ivd= 168
IVDxREG[13].sIvdxreg= 139
IVDxREG[13].pGBI= 169
IVDxREG[13].pGBS= 170
Ivd[14].iv= 176
Ivd[14].equ= 5
Ivd[14].pprm= 152
Ivd[14].Gvd= 179
Ivd[14].V= 135
Gvd[14].iv= 179
Gvd[14].A= 1
Gvd[14].B= 1
Gvd[14].m= 1
Gvd[14].h= 1
Gvd[14].R= 180
IVDxREG[14].iv= 181
IVDxREG[14].Ivd= 176
IVDxREG[14].sIvdxreg= 139
IVDxREG[14].pGBI= 177
IVDxREG[14].pGBS= 178
Ivd[15].iv= 182
Ivd[15].equ= 2
Ivd[15].pprm= 156
Ivd[15].Gvd= 185
Ivd[15].V= 135
Gvd[15].iv= 185
Gvd[15].A= 1
Gvd[15].B= 1
Gvd[15].m= 186
Gvd[15].h= 189
Gvd[15].R= 0
IVDxREG[15].iv= 192
IVDxREG[15].Ivd= 182
IVDxREG[15].sIvdxreg= 139
IVDxREG[15].pGBI= 183
IVDxREG[15].pGBS= 184
Ivd[16].iv= 193
Ivd[16].equ= 4
Ivd[16].pprm= 175
Ivd[16].Gvd= 196
Ivd[16].V= 135
Gvd[16].iv= 196
Gvd[16].A= 1
Gvd[16].B= 1
Gvd[16].m= 197
Gvd[16].h= 1
Gvd[16].R= 0
IVDxREG[16].iv= 200
IVDxREG[16].Ivd= 193
IVDxREG[16].sIvdxreg= 139
IVDxREG[16].pGBI= 194
IVDxREG[16].pGBS= 195
Ivd[17].iv= 228
Ivd[17].equ= 5
Ivd[17].pprm= 200
Ivd[17].Gvd= 231
Ivd[17].V= 216
Gvd[17].iv= 231
Gvd[17].A= 1
Gvd[17].B= 1
Gvd[17].m= 1
Gvd[17].h= 1
Gvd[17].R= 0
IVDxREG[17].iv= 232
IVDxREG[17].Ivd= 228
IVDxREG[17].sIvdxreg= 220
IVDxREG[17].pGBI= 229
IVDxREG[17].pGBS= 230
Ivd[18].iv= 245
Ivd[18].equ= 4
Ivd[18].pprm= 207
Ivd[18].Gvd= 248
Ivd[18].V= 233
Gvd[18].iv= 248
Gvd[18].A= 1
Gvd[18].B= 1
Gvd[18].m= 249
Gvd[18].h= 1
Gvd[18].R= 0
IVDxREG[18].iv= 252
IVDxREG[18].Ivd= 245
IVDxREG[18].sIvdxreg= 237
IVDxREG[18].pGBI= 246
IVDxREG[18].pGBS= 247
Ivd[19].iv= 253
Ivd[19].equ= 4
Ivd[19].pprm= 219
Ivd[19].Gvd= 256
Ivd[19].V= 233
Gvd[19].iv= 256
Gvd[19].A= 1
Gvd[19].B= 1
Gvd[19].m= 257
Gvd[19].h= 1
Gvd[19].R= 0
IVDxREG[19].iv= 260
IVDxREG[19].Ivd= 253
IVDxREG[19].sIvdxreg= 237
IVDxREG[19].pGBI= 254
IVDxREG[19].pGBS= 255
Ivd[20].iv= 261
Ivd[20].equ= 5
Ivd[20].pprm= 231
Ivd[20].Gvd= 264
Ivd[20].V= 233
Gvd[20].iv= 264
Gvd[20].A= 1
Gvd[20].B= 1
Gvd[20].m= 1
Gvd[20].h= 1
Gvd[20].R= 0
IVDxREG[20].iv= 265
IVDxREG[20].Ivd= 261
IVDxREG[20].sIvdxreg= 237
IVDxREG[20].pGBI= 262
IVDxREG[20].pGBS= 263
Ivd[21].iv= 266
Ivd[21].equ= 4
Ivd[21].pprm= 233
Ivd[21].Gvd= 269
Ivd[21].V= 233
Gvd[21].iv= 269
Gvd[21].A= 1
Gvd[21].B= 1
Gvd[21].m= 270
Gvd[21].h= 1
Gvd[21].R= 0
IVDxREG[21].iv= 273
IVDxREG[21].Ivd= 266
IVDxREG[21].sIvdxreg= 237
IVDxREG[21].pGBI= 267
IVDxREG[21].pGBS= 268
Ivd[22].iv= 274
Ivd[22].equ= 5
Ivd[22].pprm= 245
Ivd[22].Gvd= 277
Ivd[22].V= 233
Gvd[22].iv= 277
Gvd[22].A= 1
Gvd[22].B= 1
Gvd[22].m= 1
Gvd[22].h= 1
Gvd[22].R= 278
IVDxREG[22].iv= 279
IVDxREG[22].Ivd= 274
IVDxREG[22].sIvdxreg= 237
IVDxREG[22].pGBI= 275
IVDxREG[22].pGBS= 276
Ivd[23].iv= 280
Ivd[23].equ= 2
Ivd[23].pprm= 249
Ivd[23].Gvd= 283
Ivd[23].V= 233
Gvd[23].iv= 283
Gvd[23].A= 1
Gvd[23].B= 1
Gvd[23].m= 284
Gvd[23].h= 287
Gvd[23].R= 0
IVDxREG[23].iv= 290
IVDxREG[23].Ivd= 280
IVDxREG[23].sIvdxreg= 237
IVDxREG[23].pGBI= 281
IVDxREG[23].pGBS= 282
Ivd[24].iv= 291
Ivd[24].equ= 4
Ivd[24].pprm= 268
Ivd[24].Gvd= 294
Ivd[24].V= 233
Gvd[24].iv= 294
Gvd[24].A= 1
Gvd[24].B= 1
Gvd[24].m= 295
Gvd[24].h= 1
Gvd[24].R= 0
IVDxREG[24].iv= 298
IVDxREG[24].Ivd= 291
IVDxREG[24].sIvdxreg= 237
IVDxREG[24].pGBI= 292
IVDxREG[24].pGBS= 293
Ivd[25].iv= 326
Ivd[25].equ= 5
Ivd[25].pprm= 293
Ivd[25].Gvd= 329
Ivd[25].V= 314
Gvd[25].iv= 329
Gvd[25].A= 1
Gvd[25].B= 1
Gvd[25].m= 1
Gvd[25].h= 1
Gvd[25].R= 0
IVDxREG[25].iv= 330
IVDxREG[25].Ivd= 326
IVDxREG[25].sIvdxreg= 318
IVDxREG[25].pGBI= 327
IVDxREG[25].pGBS= 328
Ivd[26].iv= 343
Ivd[26].equ= 4
Ivd[26].pprm= 300
Ivd[26].Gvd= 346
Ivd[26].V= 331
Gvd[26].iv= 346
Gvd[26].A= 1
Gvd[26].B= 1
Gvd[26].m= 347
Gvd[26].h= 1
Gvd[26].R= 0
IVDxREG[26].iv= 350
IVDxREG[26].Ivd= 343
IVDxREG[26].sIvdxreg= 335
IVDxREG[26].pGBI= 344
IVDxREG[26].pGBS= 345
Ivd[27].iv= 351
Ivd[27].equ= 4
Ivd[27].pprm= 312
Ivd[27].Gvd= 354
Ivd[27].V= 331
Gvd[27].iv= 354
Gvd[27].A= 1
Gvd[27].B= 1
Gvd[27].m= 355
Gvd[27].h= 1
Gvd[27].R= 0
IVDxREG[27].iv= 358
IVDxREG[27].Ivd= 351
IVDxREG[27].sIvdxreg= 335
IVDxREG[27].pGBI= 352
IVDxREG[27].pGBS= 353
Ivd[28].iv= 359
Ivd[28].equ= 5
Ivd[28].pprm= 324
Ivd[28].Gvd= 362
Ivd[28].V= 331
Gvd[28].iv= 362
Gvd[28].A= 1
Gvd[28].B= 1
Gvd[28].m= 1
Gvd[28].h= 1
Gvd[28].R= 0
IVDxREG[28].iv= 363
IVDxREG[28].Ivd= 359
IVDxREG[28].sIvdxreg= 335
IVDxREG[28].pGBI= 360
IVDxREG[28].pGBS= 361
Ivd[29].iv= 364
Ivd[29].equ= 4
Ivd[29].pprm= 326
Ivd[29].Gvd= 367
Ivd[29].V= 331
Gvd[29].iv= 367
Gvd[29].A= 1
Gvd[29].B= 1
Gvd[29].m= 368
Gvd[29].h= 1
Gvd[29].R= 0
IVDxREG[29].iv= 371
IVDxREG[29].Ivd= 364
IVDxREG[29].sIvdxreg= 335
IVDxREG[29].pGBI= 365
IVDxREG[29].pGBS= 366
Ivd[30].iv= 372
Ivd[30].equ= 5
Ivd[30].pprm= 338
Ivd[30].Gvd= 375
Ivd[30].V= 331
Gvd[30].iv= 375
Gvd[30].A= 1
Gvd[30].B= 1
Gvd[30].m= 1
Gvd[30].h= 1
Gvd[30].R= 376
IVDxREG[30].iv= 377
IVDxREG[30].Ivd= 372
IVDxREG[30].sIvdxreg= 335
IVDxREG[30].pGBI= 373
IVDxREG[30].pGBS= 374
Ivd[31].iv= 378
Ivd[31].equ= 2
Ivd[31].pprm= 342
Ivd[31].Gvd= 381
Ivd[31].V= 331
Gvd[31].iv= 381
Gvd[31].A= 1
Gvd[31].B= 1
Gvd[31].m= 382
Gvd[31].h= 385
Gvd[31].R= 0
IVDxREG[31].iv= 388
IVDxREG[31].Ivd= 378
IVDxREG[31].sIvdxreg= 335
IVDxREG[31].pGBI= 379
IVDxREG[31].pGBS= 380
Ivd[32].iv= 389
Ivd[32].equ= 4
Ivd[32].pprm= 361
Ivd[32].Gvd= 392
Ivd[32].V= 331
Gvd[32].iv= 392
Gvd[32].A= 1
Gvd[32].B= 1
Gvd[32].m= 393
Gvd[32].h= 1
Gvd[32].R= 0
IVDxREG[32].iv= 396
IVDxREG[32].Ivd= 389
IVDxREG[32].sIvdxreg= 335
IVDxREG[32].pGBI= 390
IVDxREG[32].pGBS= 391
Ivd[33].iv= 424
Ivd[33].equ= 5
Ivd[33].pprm= 386
Ivd[33].Gvd= 427
Ivd[33].V= 412
Gvd[33].iv= 427
Gvd[33].A= 1
Gvd[33].B= 1
Gvd[33].m= 1
Gvd[33].h= 1
Gvd[33].R= 0
IVDxREG[33].iv= 428
IVDxREG[33].Ivd= 424
IVDxREG[33].sIvdxreg= 416
IVDxREG[33].pGBI= 425
IVDxREG[33].pGBS= 426
Ivd[34].iv= 441
Ivd[34].equ= 5
Ivd[34].pprm= 393
Ivd[34].Gvd= 444
Ivd[34].V= 429
Gvd[34].iv= 444
Gvd[34].A= 1
Gvd[34].B= 1
Gvd[34].m= 1
Gvd[34].h= 1
Gvd[34].R= 0
IVDxREG[34].iv= 445
IVDxREG[34].Ivd= 441
IVDxREG[34].sIvdxreg= 433
IVDxREG[34].pGBI= 442
IVDxREG[34].pGBS= 443
Ivd[35].iv= 458
Ivd[35].equ= 4
Ivd[35].pprm= 400
Ivd[35].Gvd= 461
Ivd[35].V= 446
Gvd[35].iv= 461
Gvd[35].A= 1
Gvd[35].B= 1
Gvd[35].m= 462
Gvd[35].h= 1
Gvd[35].R= 0
IVDxREG[35].iv= 465
IVDxREG[35].Ivd= 458
IVDxREG[35].sIvdxreg= 450
IVDxREG[35].pGBI= 459
IVDxREG[35].pGBS= 460
Ivd[36].iv= 466
Ivd[36].equ= 4
Ivd[36].pprm= 412
Ivd[36].Gvd= 469
Ivd[36].V= 446
Gvd[36].iv= 469
Gvd[36].A= 1
Gvd[36].B= 1
Gvd[36].m= 470
Gvd[36].h= 1
Gvd[36].R= 0
IVDxREG[36].iv= 473
IVDxREG[36].Ivd= 466
IVDxREG[36].sIvdxreg= 450
IVDxREG[36].pGBI= 467
IVDxREG[36].pGBS= 468
Ivd[37].iv= 474
Ivd[37].equ= 5
Ivd[37].pprm= 424
Ivd[37].Gvd= 477
Ivd[37].V= 446
Gvd[37].iv= 477
Gvd[37].A= 1
Gvd[37].B= 1
Gvd[37].m= 1
Gvd[37].h= 1
Gvd[37].R= 0
IVDxREG[37].iv= 478
IVDxREG[37].Ivd= 474
IVDxREG[37].sIvdxreg= 450
IVDxREG[37].pGBI= 475
IVDxREG[37].pGBS= 476
Ivd[38].iv= 479
Ivd[38].equ= 4
Ivd[38].pprm= 426
Ivd[38].Gvd= 482
Ivd[38].V= 446
Gvd[38].iv= 482
Gvd[38].A= 1
Gvd[38].B= 1
Gvd[38].m= 483
Gvd[38].h= 1
Gvd[38].R= 0
IVDxREG[38].iv= 486
IVDxREG[38].Ivd= 479
IVDxREG[38].sIvdxreg= 450
IVDxREG[38].pGBI= 480
IVDxREG[38].pGBS= 481
Ivd[39].iv= 487
Ivd[39].equ= 5
Ivd[39].pprm= 438
Ivd[39].Gvd= 490
Ivd[39].V= 446
Gvd[39].iv= 490
Gvd[39].A= 1
Gvd[39].B= 1
Gvd[39].m= 1
Gvd[39].h= 1
Gvd[39].R= 0
IVDxREG[39].iv= 491
IVDxREG[39].Ivd= 487
IVDxREG[39].sIvdxreg= 450
IVDxREG[39].pGBI= 488
IVDxREG[39].pGBS= 489
Ivd[40].iv= 492
Ivd[40].equ= 2
Ivd[40].pprm= 440
Ivd[40].Gvd= 495
Ivd[40].V= 446
Gvd[40].iv= 495
Gvd[40].A= 1
Gvd[40].B= 1
Gvd[40].m= 496
Gvd[40].h= 499
Gvd[40].R= 0
IVDxREG[40].iv= 502
IVDxREG[40].Ivd= 492
IVDxREG[40].sIvdxreg= 450
IVDxREG[40].pGBI= 493
IVDxREG[40].pGBS= 494
Ivd[41].iv= 503
Ivd[41].equ= 4
Ivd[41].pprm= 459
Ivd[41].Gvd= 506
Ivd[41].V= 446
Gvd[41].iv= 506
Gvd[41].A= 1
Gvd[41].B= 1
Gvd[41].m= 507
Gvd[41].h= 1
Gvd[41].R= 0
IVDxREG[41].iv= 510
IVDxREG[41].Ivd= 503
IVDxREG[41].sIvdxreg= 450
IVDxREG[41].pGBI= 504
IVDxREG[41].pGBS= 505
Ivd[42].iv= 538
Ivd[42].equ= 4
Ivd[42].pprm= 484
Ivd[42].Gvd= 541
Ivd[42].V= 526
Gvd[42].iv= 541
Gvd[42].A= 1
Gvd[42].B= 1
Gvd[42].m= 542
Gvd[42].h= 1
Gvd[42].R= 0
IVDxREG[42].iv= 545
IVDxREG[42].Ivd= 538
IVDxREG[42].sIvdxreg= 530
IVDxREG[42].pGBI= 539
IVDxREG[42].pGBS= 540
Ivd[43].iv= 546
Ivd[43].equ= 4
Ivd[43].pprm= 496
Ivd[43].Gvd= 549
Ivd[43].V= 526
Gvd[43].iv= 549
Gvd[43].A= 1
Gvd[43].B= 1
Gvd[43].m= 550
Gvd[43].h= 1
Gvd[43].R= 0
IVDxREG[43].iv= 553
IVDxREG[43].Ivd= 546
IVDxREG[43].sIvdxreg= 530
IVDxREG[43].pGBI= 547
IVDxREG[43].pGBS= 548
Ivd[44].iv= 554
Ivd[44].equ= 5
Ivd[44].pprm= 508
Ivd[44].Gvd= 557
Ivd[44].V= 526
Gvd[44].iv= 557
Gvd[44].A= 1
Gvd[44].B= 1
Gvd[44].m= 1
Gvd[44].h= 1
Gvd[44].R= 0
IVDxREG[44].iv= 558
IVDxREG[44].Ivd= 554
IVDxREG[44].sIvdxreg= 530
IVDxREG[44].pGBI= 555
IVDxREG[44].pGBS= 556
Ivd[45].iv= 559
Ivd[45].equ= 4
Ivd[45].pprm= 510
Ivd[45].Gvd= 562
Ivd[45].V= 526
Gvd[45].iv= 562
Gvd[45].A= 1
Gvd[45].B= 1
Gvd[45].m= 563
Gvd[45].h= 1
Gvd[45].R= 0
IVDxREG[45].iv= 566
IVDxREG[45].Ivd= 559
IVDxREG[45].sIvdxreg= 530
IVDxREG[45].pGBI= 560
IVDxREG[45].pGBS= 561
Ivd[46].iv= 567
Ivd[46].equ= 5
Ivd[46].pprm= 522
Ivd[46].Gvd= 570
Ivd[46].V= 526
Gvd[46].iv= 570
Gvd[46].A= 1
Gvd[46].B= 1
Gvd[46].m= 1
Gvd[46].h= 1
Gvd[46].R= 0
IVDxREG[46].iv= 571
IVDxREG[46].Ivd= 567
IVDxREG[46].sIvdxreg= 530
IVDxREG[46].pGBI= 568
IVDxREG[46].pGBS= 569
Ivd[47].iv= 572
Ivd[47].equ= 2
Ivd[47].pprm= 524
Ivd[47].Gvd= 575
Ivd[47].V= 526
Gvd[47].iv= 575
Gvd[47].A= 1
Gvd[47].B= 1
Gvd[47].m= 576
Gvd[47].h= 579
Gvd[47].R= 0
IVDxREG[47].iv= 582
IVDxREG[47].Ivd= 572
IVDxREG[47].sIvdxreg= 530
IVDxREG[47].pGBI= 573
IVDxREG[47].pGBS= 574
Ivd[48].iv= 583
Ivd[48].equ= 4
Ivd[48].pprm= 543
Ivd[48].Gvd= 586
Ivd[48].V= 526
Gvd[48].iv= 586
Gvd[48].A= 1
Gvd[48].B= 1
Gvd[48].m= 587
Gvd[48].h= 1
Gvd[48].R= 0
IVDxREG[48].iv= 590
IVDxREG[48].Ivd= 583
IVDxREG[48].sIvdxreg= 530
IVDxREG[48].pGBI= 584
IVDxREG[48].pGBS= 585
Ivd[49].iv= 618
Ivd[49].equ= 4
Ivd[49].pprm= 568
Ivd[49].Gvd= 621
Ivd[49].V= 606
Gvd[49].iv= 621
Gvd[49].A= 1
Gvd[49].B= 1
Gvd[49].m= 622
Gvd[49].h= 1
Gvd[49].R= 0
IVDxREG[49].iv= 625
IVDxREG[49].Ivd= 618
IVDxREG[49].sIvdxreg= 610
IVDxREG[49].pGBI= 619
IVDxREG[49].pGBS= 620
Ivd[50].iv= 626
Ivd[50].equ= 4
Ivd[50].pprm= 580
Ivd[50].Gvd= 629
Ivd[50].V= 606
Gvd[50].iv= 629
Gvd[50].A= 1
Gvd[50].B= 1
Gvd[50].m= 630
Gvd[50].h= 1
Gvd[50].R= 0
IVDxREG[50].iv= 633
IVDxREG[50].Ivd= 626
IVDxREG[50].sIvdxreg= 610
IVDxREG[50].pGBI= 627
IVDxREG[50].pGBS= 628
Ivd[51].iv= 634
Ivd[51].equ= 5
Ivd[51].pprm= 592
Ivd[51].Gvd= 637
Ivd[51].V= 606
Gvd[51].iv= 637
Gvd[51].A= 1
Gvd[51].B= 1
Gvd[51].m= 1
Gvd[51].h= 1
Gvd[51].R= 0
IVDxREG[51].iv= 638
IVDxREG[51].Ivd= 634
IVDxREG[51].sIvdxreg= 610
IVDxREG[51].pGBI= 635
IVDxREG[51].pGBS= 636
Ivd[52].iv= 639
Ivd[52].equ= 4
Ivd[52].pprm= 594
Ivd[52].Gvd= 642
Ivd[52].V= 606
Gvd[52].iv= 642
Gvd[52].A= 1
Gvd[52].B= 1
Gvd[52].m= 643
Gvd[52].h= 1
Gvd[52].R= 0
IVDxREG[52].iv= 646
IVDxREG[52].Ivd= 639
IVDxREG[52].sIvdxreg= 610
IVDxREG[52].pGBI= 640
IVDxREG[52].pGBS= 641
Ivd[53].iv= 647
Ivd[53].equ= 5
Ivd[53].pprm= 606
Ivd[53].Gvd= 650
Ivd[53].V= 606
Gvd[53].iv= 650
Gvd[53].A= 1
Gvd[53].B= 1
Gvd[53].m= 1
Gvd[53].h= 1
Gvd[53].R= 0
IVDxREG[53].iv= 651
IVDxREG[53].Ivd= 647
IVDxREG[53].sIvdxreg= 610
IVDxREG[53].pGBI= 648
IVDxREG[53].pGBS= 649
Ivd[54].iv= 652
Ivd[54].equ= 2
Ivd[54].pprm= 608
Ivd[54].Gvd= 655
Ivd[54].V= 606
Gvd[54].iv= 655
Gvd[54].A= 1
Gvd[54].B= 1
Gvd[54].m= 656
Gvd[54].h= 659
Gvd[54].R= 0
IVDxREG[54].iv= 662
IVDxREG[54].Ivd= 652
IVDxREG[54].sIvdxreg= 610
IVDxREG[54].pGBI= 653
IVDxREG[54].pGBS= 654
Ivd[55].iv= 663
Ivd[55].equ= 4
Ivd[55].pprm= 627
Ivd[55].Gvd= 666
Ivd[55].V= 606
Gvd[55].iv= 666
Gvd[55].A= 1
Gvd[55].B= 1
Gvd[55].m= 667
Gvd[55].h= 1
Gvd[55].R= 0
IVDxREG[55].iv= 670
IVDxREG[55].Ivd= 663
IVDxREG[55].sIvdxreg= 610
IVDxREG[55].pGBI= 664
IVDxREG[55].pGBS= 665
Ivd[56].iv= 698
Ivd[56].equ= 4
Ivd[56].pprm= 652
Ivd[56].Gvd= 701
Ivd[56].V= 686
Gvd[56].iv= 701
Gvd[56].A= 1
Gvd[56].B= 1
Gvd[56].m= 702
Gvd[56].h= 1
Gvd[56].R= 0
IVDxREG[56].iv= 705
IVDxREG[56].Ivd= 698
IVDxREG[56].sIvdxreg= 690
IVDxREG[56].pGBI= 699
IVDxREG[56].pGBS= 700
Ivd[57].iv= 706
Ivd[57].equ= 4
Ivd[57].pprm= 664
Ivd[57].Gvd= 709
Ivd[57].V= 686
Gvd[57].iv= 709
Gvd[57].A= 1
Gvd[57].B= 1
Gvd[57].m= 710
Gvd[57].h= 1
Gvd[57].R= 0
IVDxREG[57].iv= 713
IVDxREG[57].Ivd= 706
IVDxREG[57].sIvdxreg= 690
IVDxREG[57].pGBI= 707
IVDxREG[57].pGBS= 708
Ivd[58].iv= 714
Ivd[58].equ= 5
Ivd[58].pprm= 676
Ivd[58].Gvd= 717
Ivd[58].V= 686
Gvd[58].iv= 717
Gvd[58].A= 1
Gvd[58].B= 1
Gvd[58].m= 1
Gvd[58].h= 1
Gvd[58].R= 0
IVDxREG[58].iv= 718
IVDxREG[58].Ivd= 714
IVDxREG[58].sIvdxreg= 690
IVDxREG[58].pGBI= 715
IVDxREG[58].pGBS= 716
Ivd[59].iv= 719
Ivd[59].equ= 4
Ivd[59].pprm= 678
Ivd[59].Gvd= 722
Ivd[59].V= 686
Gvd[59].iv= 722
Gvd[59].A= 1
Gvd[59].B= 1
Gvd[59].m= 723
Gvd[59].h= 1
Gvd[59].R= 0
IVDxREG[59].iv= 726
IVDxREG[59].Ivd= 719
IVDxREG[59].sIvdxreg= 690
IVDxREG[59].pGBI= 720
IVDxREG[59].pGBS= 721
Ivd[60].iv= 727
Ivd[60].equ= 5
Ivd[60].pprm= 690
Ivd[60].Gvd= 730
Ivd[60].V= 686
Gvd[60].iv= 730
Gvd[60].A= 1
Gvd[60].B= 1
Gvd[60].m= 1
Gvd[60].h= 1
Gvd[60].R= 0
IVDxREG[60].iv= 731
IVDxREG[60].Ivd= 727
IVDxREG[60].sIvdxreg= 690
IVDxREG[60].pGBI= 728
IVDxREG[60].pGBS= 729
Ivd[61].iv= 732
Ivd[61].equ= 2
Ivd[61].pprm= 692
Ivd[61].Gvd= 735
Ivd[61].V= 686
Gvd[61].iv= 735
Gvd[61].A= 1
Gvd[61].B= 1
Gvd[61].m= 736
Gvd[61].h= 739
Gvd[61].R= 0
IVDxREG[61].iv= 742
IVDxREG[61].Ivd= 732
IVDxREG[61].sIvdxreg= 690
IVDxREG[61].pGBI= 733
IVDxREG[61].pGBS= 734
Ivd[62].iv= 743
Ivd[62].equ= 4
Ivd[62].pprm= 711
Ivd[62].Gvd= 746
Ivd[62].V= 686
Gvd[62].iv= 746
Gvd[62].A= 1
Gvd[62].B= 1
Gvd[62].m= 747
Gvd[62].h= 1
Gvd[62].R= 0
IVDxREG[62].iv= 750
IVDxREG[62].Ivd= 743
IVDxREG[62].sIvdxreg= 690
IVDxREG[62].pGBI= 744
IVDxREG[62].pGBS= 745
Ivd[63].iv= 778
Ivd[63].equ= 4
Ivd[63].pprm= 736
Ivd[63].Gvd= 781
Ivd[63].V= 766
Gvd[63].iv= 781
Gvd[63].A= 1
Gvd[63].B= 1
Gvd[63].m= 782
Gvd[63].h= 1
Gvd[63].R= 0
IVDxREG[63].iv= 785
IVDxREG[63].Ivd= 778
IVDxREG[63].sIvdxreg= 770
IVDxREG[63].pGBI= 779
IVDxREG[63].pGBS= 780
Ivd[64].iv= 786
Ivd[64].equ= 4
Ivd[64].pprm= 748
Ivd[64].Gvd= 789
Ivd[64].V= 766
Gvd[64].iv= 789
Gvd[64].A= 1
Gvd[64].B= 1
Gvd[64].m= 790
Gvd[64].h= 1
Gvd[64].R= 0
IVDxREG[64].iv= 793
IVDxREG[64].Ivd= 786
IVDxREG[64].sIvdxreg= 770
IVDxREG[64].pGBI= 787
IVDxREG[64].pGBS= 788
Ivd[65].iv= 794
Ivd[65].equ= 5
Ivd[65].pprm= 760
Ivd[65].Gvd= 797
Ivd[65].V= 766
Gvd[65].iv= 797
Gvd[65].A= 1
Gvd[65].B= 1
Gvd[65].m= 1
Gvd[65].h= 1
Gvd[65].R= 0
IVDxREG[65].iv= 798
IVDxREG[65].Ivd= 794
IVDxREG[65].sIvdxreg= 770
IVDxREG[65].pGBI= 795
IVDxREG[65].pGBS= 796
Ivd[66].iv= 799
Ivd[66].equ= 4
Ivd[66].pprm= 762
Ivd[66].Gvd= 802
Ivd[66].V= 766
Gvd[66].iv= 802
Gvd[66].A= 1
Gvd[66].B= 1
Gvd[66].m= 803
Gvd[66].h= 1
Gvd[66].R= 0
IVDxREG[66].iv= 806
IVDxREG[66].Ivd= 799
IVDxREG[66].sIvdxreg= 770
IVDxREG[66].pGBI= 800
IVDxREG[66].pGBS= 801
Ivd[67].iv= 807
Ivd[67].equ= 5
Ivd[67].pprm= 774
Ivd[67].Gvd= 810
Ivd[67].V= 766
Gvd[67].iv= 810
Gvd[67].A= 1
Gvd[67].B= 1
Gvd[67].m= 1
Gvd[67].h= 1
Gvd[67].R= 0
IVDxREG[67].iv= 811
IVDxREG[67].Ivd= 807
IVDxREG[67].sIvdxreg= 770
IVDxREG[67].pGBI= 808
IVDxREG[67].pGBS= 809
Ivd[68].iv= 812
Ivd[68].equ= 2
Ivd[68].pprm= 776
Ivd[68].Gvd= 815
Ivd[68].V= 766
Gvd[68].iv= 815
Gvd[68].A= 1
Gvd[68].B= 1
Gvd[68].m= 816
Gvd[68].h= 819
Gvd[68].R= 0
IVDxREG[68].iv= 822
IVDxREG[68].Ivd= 812
IVDxREG[68].sIvdxreg= 770
IVDxREG[68].pGBI= 813
IVDxREG[68].pGBS= 814
Ivd[69].iv= 823
Ivd[69].equ= 4
Ivd[69].pprm= 795
Ivd[69].Gvd= 826
Ivd[69].V= 766
Gvd[69].iv= 826
Gvd[69].A= 1
Gvd[69].B= 1
Gvd[69].m= 827
Gvd[69].h= 1
Gvd[69].R= 0
IVDxREG[69].iv= 830
IVDxREG[69].Ivd= 823
IVDxREG[69].sIvdxreg= 770
IVDxREG[69].pGBI= 824
IVDxREG[69].pGBS= 825
Ivd[70].iv= 858
Ivd[70].equ= 4
Ivd[70].pprm= 820
Ivd[70].Gvd= 861
Ivd[70].V= 846
Gvd[70].iv= 861
Gvd[70].A= 1
Gvd[70].B= 1
Gvd[70].m= 862
Gvd[70].h= 1
Gvd[70].R= 0
IVDxREG[70].iv= 865
IVDxREG[70].Ivd= 858
IVDxREG[70].sIvdxreg= 850
IVDxREG[70].pGBI= 859
IVDxREG[70].pGBS= 860
Ivd[71].iv= 866
Ivd[71].equ= 4
Ivd[71].pprm= 832
Ivd[71].Gvd= 869
Ivd[71].V= 846
Gvd[71].iv= 869
Gvd[71].A= 1
Gvd[71].B= 1
Gvd[71].m= 870
Gvd[71].h= 1
Gvd[71].R= 0
IVDxREG[71].iv= 873
IVDxREG[71].Ivd= 866
IVDxREG[71].sIvdxreg= 850
IVDxREG[71].pGBI= 867
IVDxREG[71].pGBS= 868
Ivd[72].iv= 874
Ivd[72].equ= 5
Ivd[72].pprm= 844
Ivd[72].Gvd= 877
Ivd[72].V= 846
Gvd[72].iv= 877
Gvd[72].A= 1
Gvd[72].B= 1
Gvd[72].m= 1
Gvd[72].h= 1
Gvd[72].R= 0
IVDxREG[72].iv= 878
IVDxREG[72].Ivd= 874
IVDxREG[72].sIvdxreg= 850
IVDxREG[72].pGBI= 875
IVDxREG[72].pGBS= 876
Ivd[73].iv= 879
Ivd[73].equ= 4
Ivd[73].pprm= 846
Ivd[73].Gvd= 882
Ivd[73].V= 846
Gvd[73].iv= 882
Gvd[73].A= 1
Gvd[73].B= 1
Gvd[73].m= 883
Gvd[73].h= 1
Gvd[73].R= 0
IVDxREG[73].iv= 886
IVDxREG[73].Ivd= 879
IVDxREG[73].sIvdxreg= 850
IVDxREG[73].pGBI= 880
IVDxREG[73].pGBS= 881
Ivd[74].iv= 887
Ivd[74].equ= 5
Ivd[74].pprm= 858
Ivd[74].Gvd= 890
Ivd[74].V= 846
Gvd[74].iv= 890
Gvd[74].A= 1
Gvd[74].B= 1
Gvd[74].m= 1
Gvd[74].h= 1
Gvd[74].R= 0
IVDxREG[74].iv= 891
IVDxREG[74].Ivd= 887
IVDxREG[74].sIvdxreg= 850
IVDxREG[74].pGBI= 888
IVDxREG[74].pGBS= 889
Ivd[75].iv= 892
Ivd[75].equ= 2
Ivd[75].pprm= 860
Ivd[75].Gvd= 895
Ivd[75].V= 846
Gvd[75].iv= 895
Gvd[75].A= 1
Gvd[75].B= 1
Gvd[75].m= 896
Gvd[75].h= 899
Gvd[75].R= 0
IVDxREG[75].iv= 902
IVDxREG[75].Ivd= 892
IVDxREG[75].sIvdxreg= 850
IVDxREG[75].pGBI= 893
IVDxREG[75].pGBS= 894
Ivd[76].iv= 903
Ivd[76].equ= 4
Ivd[76].pprm= 879
Ivd[76].Gvd= 906
Ivd[76].V= 846
Gvd[76].iv= 906
Gvd[76].A= 1
Gvd[76].B= 1
Gvd[76].m= 907
Gvd[76].h= 1
Gvd[76].R= 0
IVDxREG[76].iv= 910
IVDxREG[76].Ivd= 903
IVDxREG[76].sIvdxreg= 850
IVDxREG[76].pGBI= 904
IVDxREG[76].pGBS= 905
Ivd[77].iv= 938
Ivd[77].equ= 4
Ivd[77].pprm= 904
Ivd[77].Gvd= 941
Ivd[77].V= 926
Gvd[77].iv= 941
Gvd[77].A= 1
Gvd[77].B= 1
Gvd[77].m= 942
Gvd[77].h= 1
Gvd[77].R= 0
IVDxREG[77].iv= 945
IVDxREG[77].Ivd= 938
IVDxREG[77].sIvdxreg= 930
IVDxREG[77].pGBI= 939
IVDxREG[77].pGBS= 940
Ivd[78].iv= 946
Ivd[78].equ= 4
Ivd[78].pprm= 916
Ivd[78].Gvd= 949
Ivd[78].V= 926
Gvd[78].iv= 949
Gvd[78].A= 1
Gvd[78].B= 1
Gvd[78].m= 950
Gvd[78].h= 1
Gvd[78].R= 0
IVDxREG[78].iv= 953
IVDxREG[78].Ivd= 946
IVDxREG[78].sIvdxreg= 930
IVDxREG[78].pGBI= 947
IVDxREG[78].pGBS= 948
Ivd[79].iv= 954
Ivd[79].equ= 5
Ivd[79].pprm= 928
Ivd[79].Gvd= 957
Ivd[79].V= 926
Gvd[79].iv= 957
Gvd[79].A= 1
Gvd[79].B= 1
Gvd[79].m= 1
Gvd[79].h= 1
Gvd[79].R= 0
IVDxREG[79].iv= 958
IVDxREG[79].Ivd= 954
IVDxREG[79].sIvdxreg= 930
IVDxREG[79].pGBI= 955
IVDxREG[79].pGBS= 956
Ivd[80].iv= 959
Ivd[80].equ= 4
Ivd[80].pprm= 930
Ivd[80].Gvd= 962
Ivd[80].V= 926
Gvd[80].iv= 962
Gvd[80].A= 1
Gvd[80].B= 1
Gvd[80].m= 963
Gvd[80].h= 1
Gvd[80].R= 0
IVDxREG[80].iv= 966
IVDxREG[80].Ivd= 959
IVDxREG[80].sIvdxreg= 930
IVDxREG[80].pGBI= 960
IVDxREG[80].pGBS= 961
Ivd[81].iv= 967
Ivd[81].equ= 5
Ivd[81].pprm= 942
Ivd[81].Gvd= 970
Ivd[81].V= 926
Gvd[81].iv= 970
Gvd[81].A= 1
Gvd[81].B= 1
Gvd[81].m= 1
Gvd[81].h= 1
Gvd[81].R= 0
IVDxREG[81].iv= 971
IVDxREG[81].Ivd= 967
IVDxREG[81].sIvdxreg= 930
IVDxREG[81].pGBI= 968
IVDxREG[81].pGBS= 969
Ivd[82].iv= 972
Ivd[82].equ= 2
Ivd[82].pprm= 944
Ivd[82].Gvd= 975
Ivd[82].V= 926
Gvd[82].iv= 975
Gvd[82].A= 1
Gvd[82].B= 1
Gvd[82].m= 976
Gvd[82].h= 979
Gvd[82].R= 0
IVDxREG[82].iv= 982
IVDxREG[82].Ivd= 972
IVDxREG[82].sIvdxreg= 930
IVDxREG[82].pGBI= 973
IVDxREG[82].pGBS= 974
Ivd[83].iv= 983
Ivd[83].equ= 4
Ivd[83].pprm= 963
Ivd[83].Gvd= 986
Ivd[83].V= 926
Gvd[83].iv= 986
Gvd[83].A= 1
Gvd[83].B= 1
Gvd[83].m= 987
Gvd[83].h= 1
Gvd[83].R= 0
IVDxREG[83].iv= 990
IVDxREG[83].Ivd= 983
IVDxREG[83].sIvdxreg= 930
IVDxREG[83].pGBI= 984
IVDxREG[83].pGBS= 985
Ivd[84].iv= 1018
Ivd[84].equ= 4
Ivd[84].pprm= 988
Ivd[84].Gvd= 1021
Ivd[84].V= 1006
Gvd[84].iv= 1021
Gvd[84].A= 1
Gvd[84].B= 1
Gvd[84].m= 1022
Gvd[84].h= 1
Gvd[84].R= 0
IVDxREG[84].iv= 1025
IVDxREG[84].Ivd= 1018
IVDxREG[84].sIvdxreg= 1010
IVDxREG[84].pGBI= 1019
IVDxREG[84].pGBS= 1020
Ivd[85].iv= 1026
Ivd[85].equ= 4
Ivd[85].pprm= 1000
Ivd[85].Gvd= 1029
Ivd[85].V= 1006
Gvd[85].iv= 1029
Gvd[85].A= 1
Gvd[85].B= 1
Gvd[85].m= 1030
Gvd[85].h= 1
Gvd[85].R= 0
IVDxREG[85].iv= 1033
IVDxREG[85].Ivd= 1026
IVDxREG[85].sIvdxreg= 1010
IVDxREG[85].pGBI= 1027
IVDxREG[85].pGBS= 1028
Ivd[86].iv= 1034
Ivd[86].equ= 5
Ivd[86].pprm= 1012
Ivd[86].Gvd= 1037
Ivd[86].V= 1006
Gvd[86].iv= 1037
Gvd[86].A= 1
Gvd[86].B= 1
Gvd[86].m= 1
Gvd[86].h= 1
Gvd[86].R= 0
IVDxREG[86].iv= 1038
IVDxREG[86].Ivd= 1034
IVDxREG[86].sIvdxreg= 1010
IVDxREG[86].pGBI= 1035
IVDxREG[86].pGBS= 1036
Ivd[87].iv= 1039
Ivd[87].equ= 4
Ivd[87].pprm= 1014
Ivd[87].Gvd= 1042
Ivd[87].V= 1006
Gvd[87].iv= 1042
Gvd[87].A= 1
Gvd[87].B= 1
Gvd[87].m= 1043
Gvd[87].h= 1
Gvd[87].R= 0
IVDxREG[87].iv= 1046
IVDxREG[87].Ivd= 1039
IVDxREG[87].sIvdxreg= 1010
IVDxREG[87].pGBI= 1040
IVDxREG[87].pGBS= 1041
Ivd[88].iv= 1047
Ivd[88].equ= 5
Ivd[88].pprm= 1026
Ivd[88].Gvd= 1050
Ivd[88].V= 1006
Gvd[88].iv= 1050
Gvd[88].A= 1
Gvd[88].B= 1
Gvd[88].m= 1
Gvd[88].h= 1
Gvd[88].R= 0
IVDxREG[88].iv= 1051
IVDxREG[88].Ivd= 1047
IVDxREG[88].sIvdxreg= 1010
IVDxREG[88].pGBI= 1048
IVDxREG[88].pGBS= 1049
Ivd[89].iv= 1052
Ivd[89].equ= 2
Ivd[89].pprm= 1028
Ivd[89].Gvd= 1055
Ivd[89].V= 1006
Gvd[89].iv= 1055
Gvd[89].A= 1
Gvd[89].B= 1
Gvd[89].m= 1056
Gvd[89].h= 1059
Gvd[89].R= 0
IVDxREG[89].iv= 1062
IVDxREG[89].Ivd= 1052
IVDxREG[89].sIvdxreg= 1010
IVDxREG[89].pGBI= 1053
IVDxREG[89].pGBS= 1054
Ivd[90].iv= 1063
Ivd[90].equ= 4
Ivd[90].pprm= 1047
Ivd[90].Gvd= 1066
Ivd[90].V= 1006
Gvd[90].iv= 1066
Gvd[90].A= 1
Gvd[90].B= 1
Gvd[90].m= 1067
Gvd[90].h= 1
Gvd[90].R= 0
IVDxREG[90].iv= 1070
IVDxREG[90].Ivd= 1063
IVDxREG[90].sIvdxreg= 1010
IVDxREG[90].pGBI= 1064
IVDxREG[90].pGBS= 1065
Ivd[91].iv= 1098
Ivd[91].equ= 4
Ivd[91].pprm= 1072
Ivd[91].Gvd= 1101
Ivd[91].V= 1086
Gvd[91].iv= 1101
Gvd[91].A= 1
Gvd[91].B= 1
Gvd[91].m= 1102
Gvd[91].h= 1
Gvd[91].R= 0
IVDxREG[91].iv= 1105
IVDxREG[91].Ivd= 1098
IVDxREG[91].sIvdxreg= 1090
IVDxREG[91].pGBI= 1099
IVDxREG[91].pGBS= 1100
Ivd[92].iv= 1106
Ivd[92].equ= 4
Ivd[92].pprm= 1084
Ivd[92].Gvd= 1109
Ivd[92].V= 1086
Gvd[92].iv= 1109
Gvd[92].A= 1
Gvd[92].B= 1
Gvd[92].m= 1110
Gvd[92].h= 1
Gvd[92].R= 0
IVDxREG[92].iv= 1113
IVDxREG[92].Ivd= 1106
IVDxREG[92].sIvdxreg= 1090
IVDxREG[92].pGBI= 1107
IVDxREG[92].pGBS= 1108
Ivd[93].iv= 1114
Ivd[93].equ= 5
Ivd[93].pprm= 1096
Ivd[93].Gvd= 1117
Ivd[93].V= 1086
Gvd[93].iv= 1117
Gvd[93].A= 1
Gvd[93].B= 1
Gvd[93].m= 1
Gvd[93].h= 1
Gvd[93].R= 0
IVDxREG[93].iv= 1118
IVDxREG[93].Ivd= 1114
IVDxREG[93].sIvdxreg= 1090
IVDxREG[93].pGBI= 1115
IVDxREG[93].pGBS= 1116
Ivd[94].iv= 1119
Ivd[94].equ= 4
Ivd[94].pprm= 1098
Ivd[94].Gvd= 1122
Ivd[94].V= 1086
Gvd[94].iv= 1122
Gvd[94].A= 1
Gvd[94].B= 1
Gvd[94].m= 1123
Gvd[94].h= 1
Gvd[94].R= 0
IVDxREG[94].iv= 1126
IVDxREG[94].Ivd= 1119
IVDxREG[94].sIvdxreg= 1090
IVDxREG[94].pGBI= 1120
IVDxREG[94].pGBS= 1121
Ivd[95].iv= 1127
Ivd[95].equ= 5
Ivd[95].pprm= 1110
Ivd[95].Gvd= 1130
Ivd[95].V= 1086
Gvd[95].iv= 1130
Gvd[95].A= 1
Gvd[95].B= 1
Gvd[95].m= 1
Gvd[95].h= 1
Gvd[95].R= 0
IVDxREG[95].iv= 1131
IVDxREG[95].Ivd= 1127
IVDxREG[95].sIvdxreg= 1090
IVDxREG[95].pGBI= 1128
IVDxREG[95].pGBS= 1129
Ivd[96].iv= 1132
Ivd[96].equ= 2
Ivd[96].pprm= 1112
Ivd[96].Gvd= 1135
Ivd[96].V= 1086
Gvd[96].iv= 1135
Gvd[96].A= 1
Gvd[96].B= 1
Gvd[96].m= 1136
Gvd[96].h= 1139
Gvd[96].R= 0
IVDxREG[96].iv= 1142
IVDxREG[96].Ivd= 1132
IVDxREG[96].sIvdxreg= 1090
IVDxREG[96].pGBI= 1133
IVDxREG[96].pGBS= 1134
Ivd[97].iv= 1143
Ivd[97].equ= 4
Ivd[97].pprm= 1131
Ivd[97].Gvd= 1146
Ivd[97].V= 1086
Gvd[97].iv= 1146
Gvd[97].A= 1
Gvd[97].B= 1
Gvd[97].m= 1147
Gvd[97].h= 1
Gvd[97].R= 0
IVDxREG[97].iv= 1150
IVDxREG[97].Ivd= 1143
IVDxREG[97].sIvdxreg= 1090
IVDxREG[97].pGBI= 1144
IVDxREG[97].pGBS= 1145
I2C[0].Ivdxreg= 77
I2C[0].sI2C= 104
I2C[1].Ivdxreg= 175
I2C[1].sI2C= 202
I2C[2].Ivdxreg= 273
I2C[2].sI2C= 300
I2C[3].Ivdxreg= 371
I2C[3].sI2C= 398
I2C[4].Ivdxreg= 486
I2C[4].sI2C= 512
I2C[5].Ivdxreg= 566
I2C[5].sI2C= 592
I2C[6].Ivdxreg= 646
I2C[6].sI2C= 672
I2C[7].Ivdxreg= 726
I2C[7].sI2C= 752
I2C[8].Ivdxreg= 806
I2C[8].sI2C= 832
I2C[9].Ivdxreg= 886
I2C[9].sI2C= 912
I2C[10].Ivdxreg= 966
I2C[10].sI2C= 992
I2C[11].Ivdxreg= 1046
I2C[11].sI2C= 1072
I2C[12].Ivdxreg= 1126
I2C[12].sI2C= 1152
h[0].sv= 9
h[0].iv= 91
h[0].equ= 3
h[0].pprm= 75
h[0].ah= 92
h[0].bh= 93
ah[0].iv= 92
ah[0].equ= 5
ah[0].pprm= 77
ah[0].V= 37
bh[0].iv= 93
bh[0].equ= 8
bh[0].pprm= 80
bh[0].V= 37
h[1].sv= 23
h[1].iv= 189
h[1].equ= 3
h[1].pprm= 168
h[1].ah= 190
h[1].bh= 191
ah[1].iv= 190
ah[1].equ= 5
ah[1].pprm= 170
ah[1].V= 135
bh[1].iv= 191
bh[1].equ= 8
bh[1].pprm= 173
bh[1].V= 135
h[2].sv= 37
h[2].iv= 287
h[2].equ= 3
h[2].pprm= 261
h[2].ah= 288
h[2].bh= 289
ah[2].iv= 288
ah[2].equ= 5
ah[2].pprm= 263
ah[2].V= 233
bh[2].iv= 289
bh[2].equ= 8
bh[2].pprm= 266
bh[2].V= 233
h[3].sv= 51
h[3].iv= 385
h[3].equ= 3
h[3].pprm= 354
h[3].ah= 386
h[3].bh= 387
ah[3].iv= 386
ah[3].equ= 5
ah[3].pprm= 356
ah[3].V= 331
bh[3].iv= 387
bh[3].equ= 8
bh[3].pprm= 359
bh[3].V= 331
h[4].sv= 66
h[4].iv= 499
h[4].equ= 3
h[4].pprm= 452
h[4].ah= 500
h[4].bh= 501
ah[4].iv= 500
ah[4].equ= 5
ah[4].pprm= 454
ah[4].V= 446
bh[4].iv= 501
bh[4].equ= 8
bh[4].pprm= 457
bh[4].V= 446
h[5].sv= 79
h[5].iv= 579
h[5].equ= 3
h[5].pprm= 536
h[5].ah= 580
h[5].bh= 581
ah[5].iv= 580
ah[5].equ= 5
ah[5].pprm= 538
ah[5].V= 526
bh[5].iv= 581
bh[5].equ= 8
bh[5].pprm= 541
bh[5].V= 526
h[6].sv= 92
h[6].iv= 659
h[6].equ= 3
h[6].pprm= 620
h[6].ah= 660
h[6].bh= 661
ah[6].iv= 660
ah[6].equ= 5
ah[6].pprm= 622
ah[6].V= 606
bh[6].iv= 661
bh[6].equ= 8
bh[6].pprm= 625
bh[6].V= 606
h[7].sv= 105
h[7].iv= 739
h[7].equ= 3
h[7].pprm= 704
h[7].ah= 740
h[7].bh= 741
ah[7].iv= 740
ah[7].equ= 5
ah[7].pprm= 706
ah[7].V= 686
bh[7].iv= 741
bh[7].equ= 8
bh[7].pprm= 709
bh[7].V= 686
h[8].sv= 118
h[8].iv= 819
h[8].equ= 3
h[8].pprm= 788
h[8].ah= 820
h[8].bh= 821
ah[8].iv= 820
ah[8].equ= 5
ah[8].pprm= 790
ah[8].V= 766
bh[8].iv= 821
bh[8].equ= 8
bh[8].pprm= 793
bh[8].V= 766
h[9].sv= 131
h[9].iv= 899
h[9].equ= 3
h[9].pprm= 872
h[9].ah= 900
h[9].bh= 901
ah[9].iv= 900
ah[9].equ= 5
ah[9].pprm= 874
ah[9].V= 846
bh[9].iv= 901
bh[9].equ= 8
bh[9].pprm= 877
bh[9].V= 846
h[10].sv= 144
h[10].iv= 979
h[10].equ= 3
h[10].pprm= 956
h[10].ah= 980
h[10].bh= 981
ah[10].iv= 980
ah[10].equ= 5
ah[10].pprm= 958
ah[10].V= 926
bh[10].iv= 981
bh[10].equ= 8
bh[10].pprm= 961
bh[10].V= 926
h[11].sv= 157
h[11].iv= 1059
h[11].equ= 3
h[11].pprm= 1040
h[11].ah= 1060
h[11].bh= 1061
ah[11].iv= 1060
ah[11].equ= 5
ah[11].pprm= 1042
ah[11].V= 1006
bh[11].iv= 1061
bh[11].equ= 8
bh[11].pprm= 1045
bh[11].V= 1006
h[12].sv= 170
h[12].iv= 1139
h[12].equ= 3
h[12].pprm= 1124
h[12].ah= 1140
h[12].bh= 1141
ah[12].iv= 1140
ah[12].equ= 5
ah[12].pprm= 1126
ah[12].V= 1086
bh[12].iv= 1141
bh[12].equ= 8
bh[12].pprm= 1129
bh[12].V= 1086
m[0].sv= 5
m[0].iv= 53
m[0].equ= 3
m[0].pprm= 24
m[0].am= 54
m[0].bm= 55
am[0].iv= 54
am[0].equ= 3
am[0].pprm= 26
am[0].V= 37
bm[0].iv= 55
bm[0].equ= 5
bm[0].pprm= 30
bm[0].V= 37
m[1].sv= 6
m[1].iv= 61
m[1].equ= 3
m[1].pprm= 36
m[1].am= 62
m[1].bm= 63
am[1].iv= 62
am[1].equ= 3
am[1].pprm= 38
am[1].V= 37
bm[1].iv= 63
bm[1].equ= 5
bm[1].pprm= 42
bm[1].V= 37
m[2].sv= 7
m[2].iv= 74
m[2].equ= 3
m[2].pprm= 50
m[2].am= 75
m[2].bm= 76
am[2].iv= 75
am[2].equ= 3
am[2].pprm= 52
am[2].V= 37
bm[2].iv= 76
bm[2].equ= 5
bm[2].pprm= 56
bm[2].V= 37
m[3].sv= 8
m[3].iv= 88
m[3].equ= 3
m[3].pprm= 66
m[3].am= 89
m[3].bm= 90
am[3].iv= 89
am[3].equ= 3
am[3].pprm= 68
am[3].V= 37
bm[3].iv= 90
bm[3].equ= 5
bm[3].pprm= 72
bm[3].V= 37
m[4].sv= 10
m[4].iv= 99
m[4].equ= 3
m[4].pprm= 85
m[4].am= 100
m[4].bm= 101
am[4].iv= 100
am[4].equ= 3
am[4].pprm= 87
am[4].V= 37
bm[4].iv= 101
bm[4].equ= 5
bm[4].pprm= 91
bm[4].V= 37
m[5].sv= 19
m[5].iv= 151
m[5].equ= 3
m[5].pprm= 117
m[5].am= 152
m[5].bm= 153
am[5].iv= 152
am[5].equ= 3
am[5].pprm= 119
am[5].V= 135
bm[5].iv= 153
bm[5].equ= 5
bm[5].pprm= 123
bm[5].V= 135
m[6].sv= 20
m[6].iv= 159
m[6].equ= 3
m[6].pprm= 129
m[6].am= 160
m[6].bm= 161
am[6].iv= 160
am[6].equ= 3
am[6].pprm= 131
am[6].V= 135
bm[6].iv= 161
bm[6].equ= 5
bm[6].pprm= 135
bm[6].V= 135
m[7].sv= 21
m[7].iv= 172
m[7].equ= 3
m[7].pprm= 143
m[7].am= 173
m[7].bm= 174
am[7].iv= 173
am[7].equ= 3
am[7].pprm= 145
am[7].V= 135
bm[7].iv= 174
bm[7].equ= 5
bm[7].pprm= 149
bm[7].V= 135
m[8].sv= 22
m[8].iv= 186
m[8].equ= 3
m[8].pprm= 159
m[8].am= 187
m[8].bm= 188
am[8].iv= 187
am[8].equ= 3
am[8].pprm= 161
am[8].V= 135
bm[8].iv= 188
bm[8].equ= 5
bm[8].pprm= 165
bm[8].V= 135
m[9].sv= 24
m[9].iv= 197
m[9].equ= 3
m[9].pprm= 178
m[9].am= 198
m[9].bm= 199
am[9].iv= 198
am[9].equ= 3
am[9].pprm= 180
am[9].V= 135
bm[9].iv= 199
bm[9].equ= 5
bm[9].pprm= 184
bm[9].V= 135
m[10].sv= 33
m[10].iv= 249
m[10].equ= 3
m[10].pprm= 210
m[10].am= 250
m[10].bm= 251
am[10].iv= 250
am[10].equ= 3
am[10].pprm= 212
am[10].V= 233
bm[10].iv= 251
bm[10].equ= 5
bm[10].pprm= 216
bm[10].V= 233
m[11].sv= 34
m[11].iv= 257
m[11].equ= 3
m[11].pprm= 222
m[11].am= 258
m[11].bm= 259
am[11].iv= 258
am[11].equ= 3
am[11].pprm= 224
am[11].V= 233
bm[11].iv= 259
bm[11].equ= 5
bm[11].pprm= 228
bm[11].V= 233
m[12].sv= 35
m[12].iv= 270
m[12].equ= 3
m[12].pprm= 236
m[12].am= 271
m[12].bm= 272
am[12].iv= 271
am[12].equ= 3
am[12].pprm= 238
am[12].V= 233
bm[12].iv= 272
bm[12].equ= 5
bm[12].pprm= 242
bm[12].V= 233
m[13].sv= 36
m[13].iv= 284
m[13].equ= 3
m[13].pprm= 252
m[13].am= 285
m[13].bm= 286
am[13].iv= 285
am[13].equ= 3
am[13].pprm= 254
am[13].V= 233
bm[13].iv= 286
bm[13].equ= 5
bm[13].pprm= 258
bm[13].V= 233
m[14].sv= 38
m[14].iv= 295
m[14].equ= 3
m[14].pprm= 271
m[14].am= 296
m[14].bm= 297
am[14].iv= 296
am[14].equ= 3
am[14].pprm= 273
am[14].V= 233
bm[14].iv= 297
bm[14].equ= 5
bm[14].pprm= 277
bm[14].V= 233
m[15].sv= 47
m[15].iv= 347
m[15].equ= 3
m[15].pprm= 303
m[15].am= 348
m[15].bm= 349
am[15].iv= 348
am[15].equ= 3
am[15].pprm= 305
am[15].V= 331
bm[15].iv= 349
bm[15].equ= 5
bm[15].pprm= 309
bm[15].V= 331
m[16].sv= 48
m[16].iv= 355
m[16].equ= 3
m[16].pprm= 315
m[16].am= 356
m[16].bm= 357
am[16].iv= 356
am[16].equ= 3
am[16].pprm= 317
am[16].V= 331
bm[16].iv= 357
bm[16].equ= 5
bm[16].pprm= 321
bm[16].V= 331
m[17].sv= 49
m[17].iv= 368
m[17].equ= 3
m[17].pprm= 329
m[17].am= 369
m[17].bm= 370
am[17].iv= 369
am[17].equ= 3
am[17].pprm= 331
am[17].V= 331
bm[17].iv= 370
bm[17].equ= 5
bm[17].pprm= 335
bm[17].V= 331
m[18].sv= 50
m[18].iv= 382
m[18].equ= 3
m[18].pprm= 345
m[18].am= 383
m[18].bm= 384
am[18].iv= 383
am[18].equ= 3
am[18].pprm= 347
am[18].V= 331
bm[18].iv= 384
bm[18].equ= 5
bm[18].pprm= 351
bm[18].V= 331
m[19].sv= 52
m[19].iv= 393
m[19].equ= 3
m[19].pprm= 364
m[19].am= 394
m[19].bm= 395
am[19].iv= 394
am[19].equ= 3
am[19].pprm= 366
am[19].V= 331
bm[19].iv= 395
bm[19].equ= 5
bm[19].pprm= 370
bm[19].V= 331
m[20].sv= 62
m[20].iv= 462
m[20].equ= 3
m[20].pprm= 403
m[20].am= 463
m[20].bm= 464
am[20].iv= 463
am[20].equ= 3
am[20].pprm= 405
am[20].V= 446
bm[20].iv= 464
bm[20].equ= 5
bm[20].pprm= 409
bm[20].V= 446
m[21].sv= 63
m[21].iv= 470
m[21].equ= 3
m[21].pprm= 415
m[21].am= 471
m[21].bm= 472
am[21].iv= 471
am[21].equ= 3
am[21].pprm= 417
am[21].V= 446
bm[21].iv= 472
bm[21].equ= 5
bm[21].pprm= 421
bm[21].V= 446
m[22].sv= 64
m[22].iv= 483
m[22].equ= 3
m[22].pprm= 429
m[22].am= 484
m[22].bm= 485
am[22].iv= 484
am[22].equ= 3
am[22].pprm= 431
am[22].V= 446
bm[22].iv= 485
bm[22].equ= 5
bm[22].pprm= 435
bm[22].V= 446
m[23].sv= 65
m[23].iv= 496
m[23].equ= 3
m[23].pprm= 443
m[23].am= 497
m[23].bm= 498
am[23].iv= 497
am[23].equ= 3
am[23].pprm= 445
am[23].V= 446
bm[23].iv= 498
bm[23].equ= 5
bm[23].pprm= 449
bm[23].V= 446
m[24].sv= 67
m[24].iv= 507
m[24].equ= 3
m[24].pprm= 462
m[24].am= 508
m[24].bm= 509
am[24].iv= 508
am[24].equ= 3
am[24].pprm= 464
am[24].V= 446
bm[24].iv= 509
bm[24].equ= 5
bm[24].pprm= 468
bm[24].V= 446
m[25].sv= 75
m[25].iv= 542
m[25].equ= 3
m[25].pprm= 487
m[25].am= 543
m[25].bm= 544
am[25].iv= 543
am[25].equ= 3
am[25].pprm= 489
am[25].V= 526
bm[25].iv= 544
bm[25].equ= 5
bm[25].pprm= 493
bm[25].V= 526
m[26].sv= 76
m[26].iv= 550
m[26].equ= 3
m[26].pprm= 499
m[26].am= 551
m[26].bm= 552
am[26].iv= 551
am[26].equ= 3
am[26].pprm= 501
am[26].V= 526
bm[26].iv= 552
bm[26].equ= 5
bm[26].pprm= 505
bm[26].V= 526
m[27].sv= 77
m[27].iv= 563
m[27].equ= 3
m[27].pprm= 513
m[27].am= 564
m[27].bm= 565
am[27].iv= 564
am[27].equ= 3
am[27].pprm= 515
am[27].V= 526
bm[27].iv= 565
bm[27].equ= 5
bm[27].pprm= 519
bm[27].V= 526
m[28].sv= 78
m[28].iv= 576
m[28].equ= 3
m[28].pprm= 527
m[28].am= 577
m[28].bm= 578
am[28].iv= 577
am[28].equ= 3
am[28].pprm= 529
am[28].V= 526
bm[28].iv= 578
bm[28].equ= 5
bm[28].pprm= 533
bm[28].V= 526
m[29].sv= 80
m[29].iv= 587
m[29].equ= 3
m[29].pprm= 546
m[29].am= 588
m[29].bm= 589
am[29].iv= 588
am[29].equ= 3
am[29].pprm= 548
am[29].V= 526
bm[29].iv= 589
bm[29].equ= 5
bm[29].pprm= 552
bm[29].V= 526
m[30].sv= 88
m[30].iv= 622
m[30].equ= 3
m[30].pprm= 571
m[30].am= 623
m[30].bm= 624
am[30].iv= 623
am[30].equ= 3
am[30].pprm= 573
am[30].V= 606
bm[30].iv= 624
bm[30].equ= 5
bm[30].pprm= 577
bm[30].V= 606
m[31].sv= 89
m[31].iv= 630
m[31].equ= 3
m[31].pprm= 583
m[31].am= 631
m[31].bm= 632
am[31].iv= 631
am[31].equ= 3
am[31].pprm= 585
am[31].V= 606
bm[31].iv= 632
bm[31].equ= 5
bm[31].pprm= 589
bm[31].V= 606
m[32].sv= 90
m[32].iv= 643
m[32].equ= 3
m[32].pprm= 597
m[32].am= 644
m[32].bm= 645
am[32].iv= 644
am[32].equ= 3
am[32].pprm= 599
am[32].V= 606
bm[32].iv= 645
bm[32].equ= 5
bm[32].pprm= 603
bm[32].V= 606
m[33].sv= 91
m[33].iv= 656
m[33].equ= 3
m[33].pprm= 611
m[33].am= 657
m[33].bm= 658
am[33].iv= 657
am[33].equ= 3
am[33].pprm= 613
am[33].V= 606
bm[33].iv= 658
bm[33].equ= 5
bm[33].pprm= 617
bm[33].V= 606
m[34].sv= 93
m[34].iv= 667
m[34].equ= 3
m[34].pprm= 630
m[34].am= 668
m[34].bm= 669
am[34].iv= 668
am[34].equ= 3
am[34].pprm= 632
am[34].V= 606
bm[34].iv= 669
bm[34].equ= 5
bm[34].pprm= 636
bm[34].V= 606
m[35].sv= 101
m[35].iv= 702
m[35].equ= 3
m[35].pprm= 655
m[35].am= 703
m[35].bm= 704
am[35].iv= 703
am[35].equ= 3
am[35].pprm= 657
am[35].V= 686
bm[35].iv= 704
bm[35].equ= 5
bm[35].pprm= 661
bm[35].V= 686
m[36].sv= 102
m[36].iv= 710
m[36].equ= 3
m[36].pprm= 667
m[36].am= 711
m[36].bm= 712
am[36].iv= 711
am[36].equ= 3
am[36].pprm= 669
am[36].V= 686
bm[36].iv= 712
bm[36].equ= 5
bm[36].pprm= 673
bm[36].V= 686
m[37].sv= 103
m[37].iv= 723
m[37].equ= 3
m[37].pprm= 681
m[37].am= 724
m[37].bm= 725
am[37].iv= 724
am[37].equ= 3
am[37].pprm= 683
am[37].V= 686
bm[37].iv= 725
bm[37].equ= 5
bm[37].pprm= 687
bm[37].V= 686
m[38].sv= 104
m[38].iv= 736
m[38].equ= 3
m[38].pprm= 695
m[38].am= 737
m[38].bm= 738
am[38].iv= 737
am[38].equ= 3
am[38].pprm= 697
am[38].V= 686
bm[38].iv= 738
bm[38].equ= 5
bm[38].pprm= 701
bm[38].V= 686
m[39].sv= 106
m[39].iv= 747
m[39].equ= 3
m[39].pprm= 714
m[39].am= 748
m[39].bm= 749
am[39].iv= 748
am[39].equ= 3
am[39].pprm= 716
am[39].V= 686
bm[39].iv= 749
bm[39].equ= 5
bm[39].pprm= 720
bm[39].V= 686
m[40].sv= 114
m[40].iv= 782
m[40].equ= 3
m[40].pprm= 739
m[40].am= 783
m[40].bm= 784
am[40].iv= 783
am[40].equ= 3
am[40].pprm= 741
am[40].V= 766
bm[40].iv= 784
bm[40].equ= 5
bm[40].pprm= 745
bm[40].V= 766
m[41].sv= 115
m[41].iv= 790
m[41].equ= 3
m[41].pprm= 751
m[41].am= 791
m[41].bm= 792
am[41].iv= 791
am[41].equ= 3
am[41].pprm= 753
am[41].V= 766
bm[41].iv= 792
bm[41].equ= 5
bm[41].pprm= 757
bm[41].V= 766
m[42].sv= 116
m[42].iv= 803
m[42].equ= 3
m[42].pprm= 765
m[42].am= 804
m[42].bm= 805
am[42].iv= 804
am[42].equ= 3
am[42].pprm= 767
am[42].V= 766
bm[42].iv= 805
bm[42].equ= 5
bm[42].pprm= 771
bm[42].V= 766
m[43].sv= 117
m[43].iv= 816
m[43].equ= 3
m[43].pprm= 779
m[43].am= 817
m[43].bm= 818
am[43].iv= 817
am[43].equ= 3
am[43].pprm= 781
am[43].V= 766
bm[43].iv= 818
bm[43].equ= 5
bm[43].pprm= 785
bm[43].V= 766
m[44].sv= 119
m[44].iv= 827
m[44].equ= 3
m[44].pprm= 798
m[44].am= 828
m[44].bm= 829
am[44].iv= 828
am[44].equ= 3
am[44].pprm= 800
am[44].V= 766
bm[44].iv= 829
bm[44].equ= 5
bm[44].pprm= 804
bm[44].V= 766
m[45].sv= 127
m[45].iv= 862
m[45].equ= 3
m[45].pprm= 823
m[45].am= 863
m[45].bm= 864
am[45].iv= 863
am[45].equ= 3
am[45].pprm= 825
am[45].V= 846
bm[45].iv= 864
bm[45].equ= 5
bm[45].pprm= 829
bm[45].V= 846
m[46].sv= 128
m[46].iv= 870
m[46].equ= 3
m[46].pprm= 835
m[46].am= 871
m[46].bm= 872
am[46].iv= 871
am[46].equ= 3
am[46].pprm= 837
am[46].V= 846
bm[46].iv= 872
bm[46].equ= 5
bm[46].pprm= 841
bm[46].V= 846
m[47].sv= 129
m[47].iv= 883
m[47].equ= 3
m[47].pprm= 849
m[47].am= 884
m[47].bm= 885
am[47].iv= 884
am[47].equ= 3
am[47].pprm= 851
am[47].V= 846
bm[47].iv= 885
bm[47].equ= 5
bm[47].pprm= 855
bm[47].V= 846
m[48].sv= 130
m[48].iv= 896
m[48].equ= 3
m[48].pprm= 863
m[48].am= 897
m[48].bm= 898
am[48].iv= 897
am[48].equ= 3
am[48].pprm= 865
am[48].V= 846
bm[48].iv= 898
bm[48].equ= 5
bm[48].pprm= 869
bm[48].V= 846
m[49].sv= 132
m[49].iv= 907
m[49].equ= 3
m[49].pprm= 882
m[49].am= 908
m[49].bm= 909
am[49].iv= 908
am[49].equ= 3
am[49].pprm= 884
am[49].V= 846
bm[49].iv= 909
bm[49].equ= 5
bm[49].pprm= 888
bm[49].V= 846
m[50].sv= 140
m[50].iv= 942
m[50].equ= 3
m[50].pprm= 907
m[50].am= 943
m[50].bm= 944
am[50].iv= 943
am[50].equ= 3
am[50].pprm= 909
am[50].V= 926
bm[50].iv= 944
bm[50].equ= 5
bm[50].pprm= 913
bm[50].V= 926
m[51].sv= 141
m[51].iv= 950
m[51].equ= 3
m[51].pprm= 919
m[51].am= 951
m[51].bm= 952
am[51].iv= 951
am[51].equ= 3
am[51].pprm= 921
am[51].V= 926
bm[51].iv= 952
bm[51].equ= 5
bm[51].pprm= 925
bm[51].V= 926
m[52].sv= 142
m[52].iv= 963
m[52].equ= 3
m[52].pprm= 933
m[52].am= 964
m[52].bm= 965
am[52].iv= 964
am[52].equ= 3
am[52].pprm= 935
am[52].V= 926
bm[52].iv= 965
bm[52].equ= 5
bm[52].pprm= 939
bm[52].V= 926
m[53].sv= 143
m[53].iv= 976
m[53].equ= 3
m[53].pprm= 947
m[53].am= 977
m[53].bm= 978
am[53].iv= 977
am[53].equ= 3
am[53].pprm= 949
am[53].V= 926
bm[53].iv= 978
bm[53].equ= 5
bm[53].pprm= 953
bm[53].V= 926
m[54].sv= 145
m[54].iv= 987
m[54].equ= 3
m[54].pprm= 966
m[54].am= 988
m[54].bm= 989
am[54].iv= 988
am[54].equ= 3
am[54].pprm= 968
am[54].V= 926
bm[54].iv= 989
bm[54].equ= 5
bm[54].pprm= 972
bm[54].V= 926
m[55].sv= 153
m[55].iv= 1022
m[55].equ= 3
m[55].pprm= 991
m[55].am= 1023
m[55].bm= 1024
am[55].iv= 1023
am[55].equ= 3
am[55].pprm= 993
am[55].V= 1006
bm[55].iv= 1024
bm[55].equ= 5
bm[55].pprm= 997
bm[55].V= 1006
m[56].sv= 154
m[56].iv= 1030
m[56].equ= 3
m[56].pprm= 1003
m[56].am= 1031
m[56].bm= 1032
am[56].iv= 1031
am[56].equ= 3
am[56].pprm= 1005
am[56].V= 1006
bm[56].iv= 1032
bm[56].equ= 5
bm[56].pprm= 1009
bm[56].V= 1006
m[57].sv= 155
m[57].iv= 1043
m[57].equ= 3
m[57].pprm= 1017
m[57].am= 1044
m[57].bm= 1045
am[57].iv= 1044
am[57].equ= 3
am[57].pprm= 1019
am[57].V= 1006
bm[57].iv= 1045
bm[57].equ= 5
bm[57].pprm= 1023
bm[57].V= 1006
m[58].sv= 156
m[58].iv= 1056
m[58].equ= 3
m[58].pprm= 1031
m[58].am= 1057
m[58].bm= 1058
am[58].iv= 1057
am[58].equ= 3
am[58].pprm= 1033
am[58].V= 1006
bm[58].iv= 1058
bm[58].equ= 5
bm[58].pprm= 1037
bm[58].V= 1006
m[59].sv= 158
m[59].iv= 1067
m[59].equ= 3
m[59].pprm= 1050
m[59].am= 1068
m[59].bm= 1069
am[59].iv= 1068
am[59].equ= 3
am[59].pprm= 1052
am[59].V= 1006
bm[59].iv= 1069
bm[59].equ= 5
bm[59].pprm= 1056
bm[59].V= 1006
m[60].sv= 166
m[60].iv= 1102
m[60].equ= 3
m[60].pprm= 1075
m[60].am= 1103
m[60].bm= 1104
am[60].iv= 1103
am[60].equ= 3
am[60].pprm= 1077
am[60].V= 1086
bm[60].iv= 1104
bm[60].equ= 5
bm[60].pprm= 1081
bm[60].V= 1086
m[61].sv= 167
m[61].iv= 1110
m[61].equ= 3
m[61].pprm= 1087
m[61].am= 1111
m[61].bm= 1112
am[61].iv= 1111
am[61].equ= 3
am[61].pprm= 1089
am[61].V= 1086
bm[61].iv= 1112
bm[61].equ= 5
bm[61].pprm= 1093
bm[61].V= 1086
m[62].sv= 168
m[62].iv= 1123
m[62].equ= 3
m[62].pprm= 1101
m[62].am= 1124
m[62].bm= 1125
am[62].iv= 1124
am[62].equ= 3
am[62].pprm= 1103
am[62].V= 1086
bm[62].iv= 1125
bm[62].equ= 5
bm[62].pprm= 1107
bm[62].V= 1086
m[63].sv= 169
m[63].iv= 1136
m[63].equ= 3
m[63].pprm= 1115
m[63].am= 1137
m[63].bm= 1138
am[63].iv= 1137
am[63].equ= 3
am[63].pprm= 1117
am[63].V= 1086
bm[63].iv= 1138
bm[63].equ= 5
bm[63].pprm= 1121
bm[63].V= 1086
m[64].sv= 171
m[64].iv= 1147
m[64].equ= 3
m[64].pprm= 1134
m[64].am= 1148
m[64].bm= 1149
am[64].iv= 1148
am[64].equ= 3
am[64].pprm= 1136
am[64].V= 1086
bm[64].iv= 1149
bm[64].equ= 5
bm[64].pprm= 1140
bm[64].V= 1086
R[0].iv= 82
R[0].equ= 2
R[0].pprm= 61
R[0].fname= C1A_LEAK.R
R[1].iv= 180
R[1].equ= 2
R[1].pprm= 154
R[1].fname= C1B_LEAK.R
R[2].iv= 278
R[2].equ= 2
R[2].pprm= 247
R[2].fname= C1C_LEAK.R
R[3].iv= 376
R[3].equ= 2
R[3].pprm= 340
R[3].fname= C4A_LEAK.R
fBR[0].iv= 110
fBR[0].equ= 1
fBR[0].pprm= 98
fBR[0].fbr= 111
fBR[0].pXBY= 66
fbr[0].sv= 13
fbr[0].iv= 111
fbr[0].equ= 2
fbr[0].pprm= 98
fbr[0].Creg= 103
fBR[1].iv= 112
fBR[1].equ= 1
fBR[1].pprm= 99
fBR[1].fbr= 113
fBR[1].pXBY= 96
fbr[1].sv= 14
fbr[1].iv= 113
fbr[1].equ= 2
fbr[1].pprm= 99
fbr[1].Creg= 103
fBR[2].iv= 114
fBR[2].equ= 1
fBR[2].pprm= 100
fBR[2].fbr= 115
fBR[2].pXBY= 86
fbr[2].sv= 15
fbr[2].iv= 115
fbr[2].equ= 4
fbr[2].pprm= 100
fbr[2].Creg= 105
fBR[3].iv= 116
fBR[3].equ= 1
fBR[3].pprm= 101
fBR[3].fbr= 117
fBR[3].pXBY= 72
fbr[3].sv= 16
fbr[3].iv= 117
fbr[3].equ= 4
fbr[3].pprm= 101
fbr[3].Creg= 105
fBR[4].iv= 208
fBR[4].equ= 1
fBR[4].pprm= 191
fBR[4].fbr= 209
fBR[4].pXBY= 164
fbr[4].sv= 27
fbr[4].iv= 209
fbr[4].equ= 2
fbr[4].pprm= 191
fbr[4].Creg= 201
fBR[5].iv= 210
fBR[5].equ= 1
fBR[5].pprm= 192
fBR[5].fbr= 211
fBR[5].pXBY= 194
fbr[5].sv= 28
fbr[5].iv= 211
fbr[5].equ= 2
fbr[5].pprm= 192
fbr[5].Creg= 201
fBR[6].iv= 212
fBR[6].equ= 1
fBR[6].pprm= 193
fBR[6].fbr= 213
fBR[6].pXBY= 184
fbr[6].sv= 29
fbr[6].iv= 213
fbr[6].equ= 4
fbr[6].pprm= 193
fbr[6].Creg= 203
fBR[7].iv= 214
fBR[7].equ= 1
fBR[7].pprm= 194
fBR[7].fbr= 215
fBR[7].pXBY= 170
fbr[7].sv= 30
fbr[7].iv= 215
fbr[7].equ= 4
fbr[7].pprm= 194
fbr[7].Creg= 203
fBR[8].iv= 306
fBR[8].equ= 1
fBR[8].pprm= 284
fBR[8].fbr= 307
fBR[8].pXBY= 262
fbr[8].sv= 41
fbr[8].iv= 307
fbr[8].equ= 2
fbr[8].pprm= 284
fbr[8].Creg= 299
fBR[9].iv= 308
fBR[9].equ= 1
fBR[9].pprm= 285
fBR[9].fbr= 309
fBR[9].pXBY= 292
fbr[9].sv= 42
fbr[9].iv= 309
fbr[9].equ= 2
fbr[9].pprm= 285
fbr[9].Creg= 299
fBR[10].iv= 310
fBR[10].equ= 1
fBR[10].pprm= 286
fBR[10].fbr= 311
fBR[10].pXBY= 282
fbr[10].sv= 43
fbr[10].iv= 311
fbr[10].equ= 4
fbr[10].pprm= 286
fbr[10].Creg= 301
fBR[11].iv= 312
fBR[11].equ= 1
fBR[11].pprm= 287
fBR[11].fbr= 313
fBR[11].pXBY= 268
fbr[11].sv= 44
fbr[11].iv= 313
fbr[11].equ= 4
fbr[11].pprm= 287
fbr[11].Creg= 301
fBR[12].iv= 404
fBR[12].equ= 1
fBR[12].pprm= 377
fBR[12].fbr= 405
fBR[12].pXBY= 360
fbr[12].sv= 55
fbr[12].iv= 405
fbr[12].equ= 2
fbr[12].pprm= 377
fbr[12].Creg= 397
fBR[13].iv= 406
fBR[13].equ= 1
fBR[13].pprm= 378
fBR[13].fbr= 407
fBR[13].pXBY= 390
fbr[13].sv= 56
fbr[13].iv= 407
fbr[13].equ= 2
fbr[13].pprm= 378
fbr[13].Creg= 397
fBR[14].iv= 408
fBR[14].equ= 1
fBR[14].pprm= 379
fBR[14].fbr= 409
fBR[14].pXBY= 380
fbr[14].sv= 57
fbr[14].iv= 409
fbr[14].equ= 4
fbr[14].pprm= 379
fbr[14].Creg= 399
fBR[15].iv= 410
fBR[15].equ= 1
fBR[15].pprm= 380
fBR[15].fbr= 411
fBR[15].pXBY= 366
fbr[15].sv= 58
fbr[15].iv= 411
fbr[15].equ= 4
fbr[15].pprm= 380
fbr[15].Creg= 399
fBR[16].iv= 518
fBR[16].equ= 1
fBR[16].pprm= 475
fBR[16].fbr= 519
fBR[16].pXBY= 475
fbr[16].sv= 70
fbr[16].iv= 519
fbr[16].equ= 2
fbr[16].pprm= 475
fbr[16].Creg= 511
fBR[17].iv= 520
fBR[17].equ= 1
fBR[17].pprm= 476
fBR[17].fbr= 521
fBR[17].pXBY= 504
fbr[17].sv= 71
fbr[17].iv= 521
fbr[17].equ= 2
fbr[17].pprm= 476
fbr[17].Creg= 511
fBR[18].iv= 522
fBR[18].equ= 1
fBR[18].pprm= 477
fBR[18].fbr= 523
fBR[18].pXBY= 494
fbr[18].sv= 72
fbr[18].iv= 523
fbr[18].equ= 4
fbr[18].pprm= 477
fbr[18].Creg= 513
fBR[19].iv= 524
fBR[19].equ= 1
fBR[19].pprm= 478
fBR[19].fbr= 525
fBR[19].pXBY= 481
fbr[19].sv= 73
fbr[19].iv= 525
fbr[19].equ= 4
fbr[19].pprm= 478
fbr[19].Creg= 513
fBR[20].iv= 598
fBR[20].equ= 1
fBR[20].pprm= 559
fBR[20].fbr= 599
fBR[20].pXBY= 555
fbr[20].sv= 83
fbr[20].iv= 599
fbr[20].equ= 2
fbr[20].pprm= 559
fbr[20].Creg= 591
fBR[21].iv= 600
fBR[21].equ= 1
fBR[21].pprm= 560
fBR[21].fbr= 601
fBR[21].pXBY= 584
fbr[21].sv= 84
fbr[21].iv= 601
fbr[21].equ= 2
fbr[21].pprm= 560
fbr[21].Creg= 591
fBR[22].iv= 602
fBR[22].equ= 1
fBR[22].pprm= 561
fBR[22].fbr= 603
fBR[22].pXBY= 574
fbr[22].sv= 85
fbr[22].iv= 603
fbr[22].equ= 4
fbr[22].pprm= 561
fbr[22].Creg= 593
fBR[23].iv= 604
fBR[23].equ= 1
fBR[23].pprm= 562
fBR[23].fbr= 605
fBR[23].pXBY= 561
fbr[23].sv= 86
fbr[23].iv= 605
fbr[23].equ= 4
fbr[23].pprm= 562
fbr[23].Creg= 593
fBR[24].iv= 678
fBR[24].equ= 1
fBR[24].pprm= 643
fBR[24].fbr= 679
fBR[24].pXBY= 635
fbr[24].sv= 96
fbr[24].iv= 679
fbr[24].equ= 2
fbr[24].pprm= 643
fbr[24].Creg= 671
fBR[25].iv= 680
fBR[25].equ= 1
fBR[25].pprm= 644
fBR[25].fbr= 681
fBR[25].pXBY= 664
fbr[25].sv= 97
fbr[25].iv= 681
fbr[25].equ= 2
fbr[25].pprm= 644
fbr[25].Creg= 671
fBR[26].iv= 682
fBR[26].equ= 1
fBR[26].pprm= 645
fBR[26].fbr= 683
fBR[26].pXBY= 654
fbr[26].sv= 98
fbr[26].iv= 683
fbr[26].equ= 4
fbr[26].pprm= 645
fbr[26].Creg= 673
fBR[27].iv= 684
fBR[27].equ= 1
fBR[27].pprm= 646
fBR[27].fbr= 685
fBR[27].pXBY= 641
fbr[27].sv= 99
fbr[27].iv= 685
fbr[27].equ= 4
fbr[27].pprm= 646
fbr[27].Creg= 673
fBR[28].iv= 758
fBR[28].equ= 1
fBR[28].pprm= 727
fBR[28].fbr= 759
fBR[28].pXBY= 715
fbr[28].sv= 109
fbr[28].iv= 759
fbr[28].equ= 2
fbr[28].pprm= 727
fbr[28].Creg= 751
fBR[29].iv= 760
fBR[29].equ= 1
fBR[29].pprm= 728
fBR[29].fbr= 761
fBR[29].pXBY= 744
fbr[29].sv= 110
fbr[29].iv= 761
fbr[29].equ= 2
fbr[29].pprm= 728
fbr[29].Creg= 751
fBR[30].iv= 762
fBR[30].equ= 1
fBR[30].pprm= 729
fBR[30].fbr= 763
fBR[30].pXBY= 734
fbr[30].sv= 111
fbr[30].iv= 763
fbr[30].equ= 4
fbr[30].pprm= 729
fbr[30].Creg= 753
fBR[31].iv= 764
fBR[31].equ= 1
fBR[31].pprm= 730
fBR[31].fbr= 765
fBR[31].pXBY= 721
fbr[31].sv= 112
fbr[31].iv= 765
fbr[31].equ= 4
fbr[31].pprm= 730
fbr[31].Creg= 753
fBR[32].iv= 838
fBR[32].equ= 1
fBR[32].pprm= 811
fBR[32].fbr= 839
fBR[32].pXBY= 795
fbr[32].sv= 122
fbr[32].iv= 839
fbr[32].equ= 2
fbr[32].pprm= 811
fbr[32].Creg= 831
fBR[33].iv= 840
fBR[33].equ= 1
fBR[33].pprm= 812
fBR[33].fbr= 841
fBR[33].pXBY= 824
fbr[33].sv= 123
fbr[33].iv= 841
fbr[33].equ= 2
fbr[33].pprm= 812
fbr[33].Creg= 831
fBR[34].iv= 842
fBR[34].equ= 1
fBR[34].pprm= 813
fBR[34].fbr= 843
fBR[34].pXBY= 814
fbr[34].sv= 124
fbr[34].iv= 843
fbr[34].equ= 4
fbr[34].pprm= 813
fbr[34].Creg= 833
fBR[35].iv= 844
fBR[35].equ= 1
fBR[35].pprm= 814
fBR[35].fbr= 845
fBR[35].pXBY= 801
fbr[35].sv= 125
fbr[35].iv= 845
fbr[35].equ= 4
fbr[35].pprm= 814
fbr[35].Creg= 833
fBR[36].iv= 918
fBR[36].equ= 1
fBR[36].pprm= 895
fBR[36].fbr= 919
fBR[36].pXBY= 875
fbr[36].sv= 135
fbr[36].iv= 919
fbr[36].equ= 2
fbr[36].pprm= 895
fbr[36].Creg= 911
fBR[37].iv= 920
fBR[37].equ= 1
fBR[37].pprm= 896
fBR[37].fbr= 921
fBR[37].pXBY= 904
fbr[37].sv= 136
fbr[37].iv= 921
fbr[37].equ= 2
fbr[37].pprm= 896
fbr[37].Creg= 911
fBR[38].iv= 922
fBR[38].equ= 1
fBR[38].pprm= 897
fBR[38].fbr= 923
fBR[38].pXBY= 894
fbr[38].sv= 137
fbr[38].iv= 923
fbr[38].equ= 4
fbr[38].pprm= 897
fbr[38].Creg= 913
fBR[39].iv= 924
fBR[39].equ= 1
fBR[39].pprm= 898
fBR[39].fbr= 925
fBR[39].pXBY= 881
fbr[39].sv= 138
fbr[39].iv= 925
fbr[39].equ= 4
fbr[39].pprm= 898
fbr[39].Creg= 913
fBR[40].iv= 998
fBR[40].equ= 1
fBR[40].pprm= 979
fBR[40].fbr= 999
fBR[40].pXBY= 955
fbr[40].sv= 148
fbr[40].iv= 999
fbr[40].equ= 2
fbr[40].pprm= 979
fbr[40].Creg= 991
fBR[41].iv= 1000
fBR[41].equ= 1
fBR[41].pprm= 980
fBR[41].fbr= 1001
fBR[41].pXBY= 984
fbr[41].sv= 149
fbr[41].iv= 1001
fbr[41].equ= 2
fbr[41].pprm= 980
fbr[41].Creg= 991
fBR[42].iv= 1002
fBR[42].equ= 1
fBR[42].pprm= 981
fBR[42].fbr= 1003
fBR[42].pXBY= 974
fbr[42].sv= 150
fbr[42].iv= 1003
fbr[42].equ= 4
fbr[42].pprm= 981
fbr[42].Creg= 993
fBR[43].iv= 1004
fBR[43].equ= 1
fBR[43].pprm= 982
fBR[43].fbr= 1005
fBR[43].pXBY= 961
fbr[43].sv= 151
fbr[43].iv= 1005
fbr[43].equ= 4
fbr[43].pprm= 982
fbr[43].Creg= 993
fBR[44].iv= 1078
fBR[44].equ= 1
fBR[44].pprm= 1063
fBR[44].fbr= 1079
fBR[44].pXBY= 1035
fbr[44].sv= 161
fbr[44].iv= 1079
fbr[44].equ= 2
fbr[44].pprm= 1063
fbr[44].Creg= 1071
fBR[45].iv= 1080
fBR[45].equ= 1
fBR[45].pprm= 1064
fBR[45].fbr= 1081
fBR[45].pXBY= 1064
fbr[45].sv= 162
fbr[45].iv= 1081
fbr[45].equ= 2
fbr[45].pprm= 1064
fbr[45].Creg= 1071
fBR[46].iv= 1082
fBR[46].equ= 1
fBR[46].pprm= 1065
fBR[46].fbr= 1083
fBR[46].pXBY= 1054
fbr[46].sv= 163
fbr[46].iv= 1083
fbr[46].equ= 4
fbr[46].pprm= 1065
fbr[46].Creg= 1073
fBR[47].iv= 1084
fBR[47].equ= 1
fBR[47].pprm= 1066
fBR[47].fbr= 1085
fBR[47].pXBY= 1041
fbr[47].sv= 164
fbr[47].iv= 1085
fbr[47].equ= 4
fbr[47].pprm= 1066
fbr[47].Creg= 1073
fBR[48].iv= 1158
fBR[48].equ= 1
fBR[48].pprm= 1147
fBR[48].fbr= 1159
fBR[48].pXBY= 1115
fbr[48].sv= 174
fbr[48].iv= 1159
fbr[48].equ= 2
fbr[48].pprm= 1147
fbr[48].Creg= 1151
fBR[49].iv= 1160
fBR[49].equ= 1
fBR[49].pprm= 1148
fBR[49].fbr= 1161
fBR[49].pXBY= 1144
fbr[49].sv= 175
fbr[49].iv= 1161
fbr[49].equ= 2
fbr[49].pprm= 1148
fbr[49].Creg= 1151
fBR[50].iv= 1162
fBR[50].equ= 1
fBR[50].pprm= 1149
fBR[50].fbr= 1163
fBR[50].pXBY= 1134
fbr[50].sv= 176
fbr[50].iv= 1163
fbr[50].equ= 4
fbr[50].pprm= 1149
fbr[50].Creg= 1153
fBR[51].iv= 1164
fBR[51].equ= 1
fBR[51].pprm= 1150
fBR[51].fbr= 1165
fBR[51].pXBY= 1121
fbr[51].sv= 177
fbr[51].iv= 1165
fbr[51].equ= 4
fbr[51].pprm= 1150
fbr[51].Creg= 1153
Cion[0].sv= 11
Cion[0].iv= 103
Cion[0].equ= 2
Cion[0].pprm= 94
Cion[0].sI2C= 104
Cion[1].sv= 25
Cion[1].iv= 201
Cion[1].equ= 2
Cion[1].pprm= 187
Cion[1].sI2C= 202
Cion[2].sv= 39
Cion[2].iv= 299
Cion[2].equ= 2
Cion[2].pprm= 280
Cion[2].sI2C= 300
Cion[3].sv= 53
Cion[3].iv= 397
Cion[3].equ= 2
Cion[3].pprm= 373
Cion[3].sI2C= 398
Cion[4].sv= 68
Cion[4].iv= 511
Cion[4].equ= 2
Cion[4].pprm= 471
Cion[4].sI2C= 512
Cion[5].sv= 81
Cion[5].iv= 591
Cion[5].equ= 2
Cion[5].pprm= 555
Cion[5].sI2C= 592
Cion[6].sv= 94
Cion[6].iv= 671
Cion[6].equ= 2
Cion[6].pprm= 639
Cion[6].sI2C= 672
Cion[7].sv= 107
Cion[7].iv= 751
Cion[7].equ= 2
Cion[7].pprm= 723
Cion[7].sI2C= 752
Cion[8].sv= 120
Cion[8].iv= 831
Cion[8].equ= 2
Cion[8].pprm= 807
Cion[8].sI2C= 832
Cion[9].sv= 133
Cion[9].iv= 911
Cion[9].equ= 2
Cion[9].pprm= 891
Cion[9].sI2C= 912
Cion[10].sv= 146
Cion[10].iv= 991
Cion[10].equ= 2
Cion[10].pprm= 975
Cion[10].sI2C= 992
Cion[11].sv= 159
Cion[11].iv= 1071
Cion[11].equ= 2
Cion[11].pprm= 1059
Cion[11].sI2C= 1072
Cion[12].sv= 172
Cion[12].iv= 1151
Cion[12].equ= 2
Cion[12].pprm= 1143
Cion[12].sI2C= 1152
Csm[0].sv= 12
Csm[0].iv= 105
Csm[0].equ= 1
Csm[0].pprm= 96
Csm[0].ssCsm= 106
Csm[0].xCsm= 107
xCsm[0].iv= 107
xCsm[0].equ= 1
xCsm[0].pprm= 98
xCsm[0].CsmBI= 108
xCsm[0].CsmBS= 109
Csm[1].sv= 26
Csm[1].iv= 203
Csm[1].equ= 1
Csm[1].pprm= 189
Csm[1].ssCsm= 204
Csm[1].xCsm= 205
xCsm[1].iv= 205
xCsm[1].equ= 1
xCsm[1].pprm= 191
xCsm[1].CsmBI= 206
xCsm[1].CsmBS= 207
Csm[2].sv= 40
Csm[2].iv= 301
Csm[2].equ= 1
Csm[2].pprm= 282
Csm[2].ssCsm= 302
Csm[2].xCsm= 303
xCsm[2].iv= 303
xCsm[2].equ= 1
xCsm[2].pprm= 284
xCsm[2].CsmBI= 304
xCsm[2].CsmBS= 305
Csm[3].sv= 54
Csm[3].iv= 399
Csm[3].equ= 1
Csm[3].pprm= 375
Csm[3].ssCsm= 400
Csm[3].xCsm= 401
xCsm[3].iv= 401
xCsm[3].equ= 1
xCsm[3].pprm= 377
xCsm[3].CsmBI= 402
xCsm[3].CsmBS= 403
Csm[4].sv= 69
Csm[4].iv= 513
Csm[4].equ= 1
Csm[4].pprm= 473
Csm[4].ssCsm= 514
Csm[4].xCsm= 515
xCsm[4].iv= 515
xCsm[4].equ= 1
xCsm[4].pprm= 475
xCsm[4].CsmBI= 516
xCsm[4].CsmBS= 517
Csm[5].sv= 82
Csm[5].iv= 593
Csm[5].equ= 1
Csm[5].pprm= 557
Csm[5].ssCsm= 594
Csm[5].xCsm= 595
xCsm[5].iv= 595
xCsm[5].equ= 1
xCsm[5].pprm= 559
xCsm[5].CsmBI= 596
xCsm[5].CsmBS= 597
Csm[6].sv= 95
Csm[6].iv= 673
Csm[6].equ= 1
Csm[6].pprm= 641
Csm[6].ssCsm= 674
Csm[6].xCsm= 675
xCsm[6].iv= 675
xCsm[6].equ= 1
xCsm[6].pprm= 643
xCsm[6].CsmBI= 676
xCsm[6].CsmBS= 677
Csm[7].sv= 108
Csm[7].iv= 753
Csm[7].equ= 1
Csm[7].pprm= 725
Csm[7].ssCsm= 754
Csm[7].xCsm= 755
xCsm[7].iv= 755
xCsm[7].equ= 1
xCsm[7].pprm= 727
xCsm[7].CsmBI= 756
xCsm[7].CsmBS= 757
Csm[8].sv= 121
Csm[8].iv= 833
Csm[8].equ= 1
Csm[8].pprm= 809
Csm[8].ssCsm= 834
Csm[8].xCsm= 835
xCsm[8].iv= 835
xCsm[8].equ= 1
xCsm[8].pprm= 811
xCsm[8].CsmBI= 836
xCsm[8].CsmBS= 837
Csm[9].sv= 134
Csm[9].iv= 913
Csm[9].equ= 1
Csm[9].pprm= 893
Csm[9].ssCsm= 914
Csm[9].xCsm= 915
xCsm[9].iv= 915
xCsm[9].equ= 1
xCsm[9].pprm= 895
xCsm[9].CsmBI= 916
xCsm[9].CsmBS= 917
Csm[10].sv= 147
Csm[10].iv= 993
Csm[10].equ= 1
Csm[10].pprm= 977
Csm[10].ssCsm= 994
Csm[10].xCsm= 995
xCsm[10].iv= 995
xCsm[10].equ= 1
xCsm[10].pprm= 979
xCsm[10].CsmBI= 996
xCsm[10].CsmBS= 997
Csm[11].sv= 160
Csm[11].iv= 1073
Csm[11].equ= 1
Csm[11].pprm= 1061
Csm[11].ssCsm= 1074
Csm[11].xCsm= 1075
xCsm[11].iv= 1075
xCsm[11].equ= 1
xCsm[11].pprm= 1063
xCsm[11].CsmBI= 1076
xCsm[11].CsmBS= 1077
Csm[12].sv= 173
Csm[12].iv= 1153
Csm[12].equ= 1
Csm[12].pprm= 1145
Csm[12].ssCsm= 1154
Csm[12].xCsm= 1155
xCsm[12].iv= 1155
xCsm[12].equ= 1
xCsm[12].pprm= 1147
xCsm[12].CsmBI= 1156
xCsm[12].CsmBS= 1157
fAt[0].iv= 1212
fAt[0].equ= 1
fAt[0].pprm= 1197
fAt[0].At= 1213
fAt[0].Atpeak= 1197
At[0].sv1= 178
At[0].sv2= 179
At[0].iv= 1213
At[0].equ= 1
At[0].pprm= 1198
At[0].Xt= -1
At[0].spk= 29
At[0].spknow= 30
At[0].peak= 1197
Ies[0].iv1= 1166
Ies[0].iv2= 1167
Ies[0].equ= 1
Ies[0].pprm= 1151
Ies[0].V1= 3
Ies[0].V2= 20
Ies[0].sIes1= 10
Ies[0].sIes2= 27
Ies[0].R1= 0
Ies[0].R2= 0
R1[0].iv= 0
R1[0].equ= 0
R1[0].pprm= 0
R1[0].fname= none
R2[0].iv= 0
R2[0].equ= 0
R2[0].pprm= 0
R2[0].fname= none
Ies[1].iv1= 1168
Ies[1].iv2= 1169
Ies[1].equ= 1
Ies[1].pprm= 1153
Ies[1].V1= 118
Ies[1].V2= 20
Ies[1].sIes1= 125
Ies[1].sIes2= 27
Ies[1].R1= 0
Ies[1].R2= 0
R1[1].iv= 0
R1[1].equ= 0
R1[1].pprm= 0
R1[1].fname= none
R2[1].iv= 0
R2[1].equ= 0
R2[1].pprm= 0
R2[1].fname= none
Ies[2].iv1= 1170
Ies[2].iv2= 1171
Ies[2].equ= 1
Ies[2].pprm= 1155
Ies[2].V1= 20
Ies[2].V2= 37
Ies[2].sIes1= 27
Ies[2].sIes2= 44
Ies[2].R1= 0
Ies[2].R2= 0
R1[2].iv= 0
R1[2].equ= 0
R1[2].pprm= 0
R1[2].fname= none
R2[2].iv= 0
R2[2].equ= 0
R2[2].pprm= 0
R2[2].fname= none
Ies[3].iv1= 1172
Ies[3].iv2= 1173
Ies[3].equ= 1
Ies[3].pprm= 1157
Ies[3].V1= 606
Ies[3].V2= 37
Ies[3].sIes1= 613
Ies[3].sIes2= 44
Ies[3].R1= 0
Ies[3].R2= 0
R1[3].iv= 0
R1[3].equ= 0
R1[3].pprm= 0
R1[3].fname= none
R2[3].iv= 0
R2[3].equ= 0
R2[3].pprm= 0
R2[3].fname= none
Ies[4].iv1= 1174
Ies[4].iv2= 1175
Ies[4].equ= 1
Ies[4].pprm= 1159
Ies[4].V1= 135
Ies[4].V2= 118
Ies[4].sIes1= 142
Ies[4].sIes2= 125
Ies[4].R1= 0
Ies[4].R2= 0
R1[4].iv= 0
R1[4].equ= 0
R1[4].pprm= 0
R1[4].fname= none
R2[4].iv= 0
R2[4].equ= 0
R2[4].pprm= 0
R2[4].fname= none
Ies[5].iv1= 1176
Ies[5].iv2= 1177
Ies[5].equ= 1
Ies[5].pprm= 1161
Ies[5].V1= 216
Ies[5].V2= 118
Ies[5].sIes1= 223
Ies[5].sIes2= 125
Ies[5].R1= 0
Ies[5].R2= 0
R1[5].iv= 0
R1[5].equ= 0
R1[5].pprm= 0
R1[5].fname= none
R2[5].iv= 0
R2[5].equ= 0
R2[5].pprm= 0
R2[5].fname= none
Ies[6].iv1= 1178
Ies[6].iv2= 1179
Ies[6].equ= 1
Ies[6].pprm= 1163
Ies[6].V1= 314
Ies[6].V2= 118
Ies[6].sIes1= 321
Ies[6].sIes2= 125
Ies[6].R1= 0
Ies[6].R2= 0
R1[6].iv= 0
R1[6].equ= 0
R1[6].pprm= 0
R1[6].fname= none
R2[6].iv= 0
R2[6].equ= 0
R2[6].pprm= 0
R2[6].fname= none
Ies[7].iv1= 1180
Ies[7].iv2= 1181
Ies[7].equ= 1
Ies[7].pprm= 1165
Ies[7].V1= 926
Ies[7].V2= 135
Ies[7].sIes1= 933
Ies[7].sIes2= 142
Ies[7].R1= 0
Ies[7].R2= 0
R1[7].iv= 0
R1[7].equ= 0
R1[7].pprm= 0
R1[7].fname= none
R2[7].iv= 0
R2[7].equ= 0
R2[7].pprm= 0
R2[7].fname= none
Ies[8].iv1= 1182
Ies[8].iv2= 1183
Ies[8].equ= 1
Ies[8].pprm= 1167
Ies[8].V1= 233
Ies[8].V2= 216
Ies[8].sIes1= 240
Ies[8].sIes2= 223
Ies[8].R1= 0
Ies[8].R2= 0
R1[8].iv= 0
R1[8].equ= 0
R1[8].pprm= 0
R1[8].fname= none
R2[8].iv= 0
R2[8].equ= 0
R2[8].pprm= 0
R2[8].fname= none
Ies[9].iv1= 1184
Ies[9].iv2= 1185
Ies[9].equ= 1
Ies[9].pprm= 1169
Ies[9].V1= 766
Ies[9].V2= 233
Ies[9].sIes1= 773
Ies[9].sIes2= 240
Ies[9].R1= 0
Ies[9].R2= 0
R1[9].iv= 0
R1[9].equ= 0
R1[9].pprm= 0
R1[9].fname= none
R2[9].iv= 0
R2[9].equ= 0
R2[9].pprm= 0
R2[9].fname= none
Ies[10].iv1= 1186
Ies[10].iv2= 1187
Ies[10].equ= 1
Ies[10].pprm= 1171
Ies[10].V1= 331
Ies[10].V2= 314
Ies[10].sIes1= 338
Ies[10].sIes2= 321
Ies[10].R1= 0
Ies[10].R2= 0
R1[10].iv= 0
R1[10].equ= 0
R1[10].pprm= 0
R1[10].fname= none
R2[10].iv= 0
R2[10].equ= 0
R2[10].pprm= 0
R2[10].fname= none
Ies[11].iv1= 1188
Ies[11].iv2= 1189
Ies[11].equ= 1
Ies[11].pprm= 1173
Ies[11].V1= 1086
Ies[11].V2= 331
Ies[11].sIes1= 1093
Ies[11].sIes2= 338
Ies[11].R1= 0
Ies[11].R2= 0
R1[11].iv= 0
R1[11].equ= 0
R1[11].pprm= 0
R1[11].fname= none
R2[11].iv= 0
R2[11].equ= 0
R2[11].pprm= 0
R2[11].fname= none
Ies[12].iv1= 1190
Ies[12].iv2= 1191
Ies[12].equ= 1
Ies[12].pprm= 1175
Ies[12].V1= 429
Ies[12].V2= 412
Ies[12].sIes1= 436
Ies[12].sIes2= 419
Ies[12].R1= 0
Ies[12].R2= 0
R1[12].iv= 0
R1[12].equ= 0
R1[12].pprm= 0
R1[12].fname= none
R2[12].iv= 0
R2[12].equ= 0
R2[12].pprm= 0
R2[12].fname= none
Ies[13].iv1= 1192
Ies[13].iv2= 1193
Ies[13].equ= 1
Ies[13].pprm= 1177
Ies[13].V1= 526
Ies[13].V2= 446
Ies[13].sIes1= 533
Ies[13].sIes2= 453
Ies[13].R1= 0
Ies[13].R2= 0
R1[13].iv= 0
R1[13].equ= 0
R1[13].pprm= 0
R1[13].fname= none
R2[13].iv= 0
R2[13].equ= 0
R2[13].pprm= 0
R2[13].fname= none
Ies[14].iv1= 1194
Ies[14].iv2= 1195
Ies[14].equ= 1
Ies[14].pprm= 1179
Ies[14].V1= 606
Ies[14].V2= 526
Ies[14].sIes1= 613
Ies[14].sIes2= 533
Ies[14].R1= 0
Ies[14].R2= 0
R1[14].iv= 0
R1[14].equ= 0
R1[14].pprm= 0
R1[14].fname= none
R2[14].iv= 0
R2[14].equ= 0
R2[14].pprm= 0
R2[14].fname= none
Ies[15].iv1= 1196
Ies[15].iv2= 1197
Ies[15].equ= 1
Ies[15].pprm= 1181
Ies[15].V1= 766
Ies[15].V2= 686
Ies[15].sIes1= 773
Ies[15].sIes2= 693
Ies[15].R1= 0
Ies[15].R2= 0
R1[15].iv= 0
R1[15].equ= 0
R1[15].pprm= 0
R1[15].fname= none
R2[15].iv= 0
R2[15].equ= 0
R2[15].pprm= 0
R2[15].fname= none
Ies[16].iv1= 1198
Ies[16].iv2= 1199
Ies[16].equ= 1
Ies[16].pprm= 1183
Ies[16].V1= 686
Ies[16].V2= 846
Ies[16].sIes1= 693
Ies[16].sIes2= 853
Ies[16].R1= 0
Ies[16].R2= 0
R1[16].iv= 0
R1[16].equ= 0
R1[16].pprm= 0
R1[16].fname= none
R2[16].iv= 0
R2[16].equ= 0
R2[16].pprm= 0
R2[16].fname= none
Ies[17].iv1= 1200
Ies[17].iv2= 1201
Ies[17].equ= 1
Ies[17].pprm= 1185
Ies[17].V1= 926
Ies[17].V2= 846
Ies[17].sIes1= 933
Ies[17].sIes2= 853
Ies[17].R1= 0
Ies[17].R2= 0
R1[17].iv= 0
R1[17].equ= 0
R1[17].pprm= 0
R1[17].fname= none
R2[17].iv= 0
R2[17].equ= 0
R2[17].pprm= 0
R2[17].fname= none
Ies[18].iv1= 1202
Ies[18].iv2= 1203
Ies[18].equ= 1
Ies[18].pprm= 1187
Ies[18].V1= 1006
Ies[18].V2= 846
Ies[18].sIes1= 1013
Ies[18].sIes2= 853
Ies[18].R1= 0
Ies[18].R2= 0
R1[18].iv= 0
R1[18].equ= 0
R1[18].pprm= 0
R1[18].fname= none
R2[18].iv= 0
R2[18].equ= 0
R2[18].pprm= 0
R2[18].fname= none
Ies[19].iv1= 1204
Ies[19].iv2= 1205
Ies[19].equ= 1
Ies[19].pprm= 1189
Ies[19].V1= 1086
Ies[19].V2= 1006
Ies[19].sIes1= 1093
Ies[19].sIes2= 1013
Ies[19].R1= 0
Ies[19].R2= 0
R1[19].iv= 0
R1[19].equ= 0
R1[19].pprm= 0
R1[19].fname= none
R2[19].iv= 0
R2[19].equ= 0
R2[19].pprm= 0
R2[19].fname= none
Ies[20].iv1= 1206
Ies[20].iv2= 1207
Ies[20].equ= 1
Ies[20].pprm= 1191
Ies[20].V1= 686
Ies[20].V2= 526
Ies[20].sIes1= 693
Ies[20].sIes2= 533
Ies[20].R1= 0
Ies[20].R2= 0
R1[20].iv= 0
R1[20].equ= 0
R1[20].pprm= 0
R1[20].fname= none
R2[20].iv= 0
R2[20].equ= 0
R2[20].pprm= 0
R2[20].fname= none
Ies[21].iv1= 1208
Ies[21].iv2= 1209
Ies[21].equ= 1
Ies[21].pprm= 1193
Ies[21].V1= 846
Ies[21].V2= 526
Ies[21].sIes1= 853
Ies[21].sIes2= 533
Ies[21].R1= 0
Ies[21].R2= 0
R1[21].iv= 0
R1[21].equ= 0
R1[21].pprm= 0
R1[21].fname= none
R2[21].iv= 0
R2[21].equ= 0
R2[21].pprm= 0
R2[21].fname= none
Ics[0].iv= 1210
Ics[0].equ= 1
Ics[0].pprm= 1195
Ics[0].Gcs= 1211
Ics[0].sIcs= 435
Ics[0].V= 429
Ics[0].cell2neur= 0
Gcs[0].iv= 1211
Gcs[0].fAt= 1212
Gcs[0].fAvt= 0
Gcs[0].R= 0
Rcs[0].iv= 0
Rcs[0].equ= 0
Rcs[0].pprm= 0
Rcs[0].fname= none
cinj[0].time= 2
cinj[0].strt= 1199
cinj[0].stop= 1200
cinj[0].fnc_num= -1
cinj[0].magn= 1201
cinj[0].sIex= 4
cinj[1].time= 2
cinj[1].strt= 1202
cinj[1].stop= 1203
cinj[1].fnc_num= -1
cinj[1].magn= 1204
cinj[1].sIex= 447
mkvar0[0]= 4
mkvar0[1]= 5
mkvar0[2]= 6
mkvar0[3]= 7
mkvar0[4]= 9
mkvar0[5]= 10
mkvar0[6]= 11
mkvar0[7]= 8
mkvar0[8]= 21
mkvar0[9]= 22
mkvar0[10]= 23
mkvar0[11]= 24
mkvar0[12]= 26
mkvar0[13]= 27
mkvar0[14]= 28
mkvar0[15]= 25
mkvar0[16]= 38
mkvar0[17]= 39
mkvar0[18]= 40
mkvar0[19]= 41
mkvar0[20]= 43
mkvar0[21]= 44
mkvar0[22]= 45
mkvar0[23]= 42
mkvar0[24]= 104
mkvar0[25]= 106
mkvar0[26]= 119
mkvar0[27]= 120
mkvar0[28]= 121
mkvar0[29]= 122
mkvar0[30]= 124
mkvar0[31]= 125
mkvar0[32]= 126
mkvar0[33]= 123
mkvar0[34]= 136
mkvar0[35]= 137
mkvar0[36]= 138
mkvar0[37]= 139
mkvar0[38]= 141
mkvar0[39]= 142
mkvar0[40]= 143
mkvar0[41]= 140
mkvar0[42]= 202
mkvar0[43]= 204
mkvar0[44]= 217
mkvar0[45]= 218
mkvar0[46]= 219
mkvar0[47]= 220
mkvar0[48]= 222
mkvar0[49]= 223
mkvar0[50]= 224
mkvar0[51]= 221
mkvar0[52]= 234
mkvar0[53]= 235
mkvar0[54]= 236
mkvar0[55]= 237
mkvar0[56]= 239
mkvar0[57]= 240
mkvar0[58]= 241
mkvar0[59]= 238
mkvar0[60]= 300
mkvar0[61]= 302
mkvar0[62]= 315
mkvar0[63]= 316
mkvar0[64]= 317
mkvar0[65]= 318
mkvar0[66]= 320
mkvar0[67]= 321
mkvar0[68]= 322
mkvar0[69]= 319
mkvar0[70]= 332
mkvar0[71]= 333
mkvar0[72]= 334
mkvar0[73]= 335
mkvar0[74]= 337
mkvar0[75]= 338
mkvar0[76]= 339
mkvar0[77]= 336
mkvar0[78]= 398
mkvar0[79]= 400
mkvar0[80]= 413
mkvar0[81]= 414
mkvar0[82]= 415
mkvar0[83]= 416
mkvar0[84]= 418
mkvar0[85]= 419
mkvar0[86]= 420
mkvar0[87]= 417
mkvar0[88]= 430
mkvar0[89]= 431
mkvar0[90]= 432
mkvar0[91]= 433
mkvar0[92]= 435
mkvar0[93]= 436
mkvar0[94]= 437
mkvar0[95]= 434
mkvar0[96]= 447
mkvar0[97]= 448
mkvar0[98]= 449
mkvar0[99]= 450
mkvar0[100]= 452
mkvar0[101]= 453
mkvar0[102]= 454
mkvar0[103]= 451
mkvar0[104]= 512
mkvar0[105]= 514
mkvar0[106]= 527
mkvar0[107]= 528
mkvar0[108]= 529
mkvar0[109]= 530
mkvar0[110]= 532
mkvar0[111]= 533
mkvar0[112]= 534
mkvar0[113]= 531
mkvar0[114]= 592
mkvar0[115]= 594
mkvar0[116]= 607
mkvar0[117]= 608
mkvar0[118]= 609
mkvar0[119]= 610
mkvar0[120]= 612
mkvar0[121]= 613
mkvar0[122]= 614
mkvar0[123]= 611
mkvar0[124]= 672
mkvar0[125]= 674
mkvar0[126]= 687
mkvar0[127]= 688
mkvar0[128]= 689
mkvar0[129]= 690
mkvar0[130]= 692
mkvar0[131]= 693
mkvar0[132]= 694
mkvar0[133]= 691
mkvar0[134]= 752
mkvar0[135]= 754
mkvar0[136]= 767
mkvar0[137]= 768
mkvar0[138]= 769
mkvar0[139]= 770
mkvar0[140]= 772
mkvar0[141]= 773
mkvar0[142]= 774
mkvar0[143]= 771
mkvar0[144]= 832
mkvar0[145]= 834
mkvar0[146]= 847
mkvar0[147]= 848
mkvar0[148]= 849
mkvar0[149]= 850
mkvar0[150]= 852
mkvar0[151]= 853
mkvar0[152]= 854
mkvar0[153]= 851
mkvar0[154]= 912
mkvar0[155]= 914
mkvar0[156]= 927
mkvar0[157]= 928
mkvar0[158]= 929
mkvar0[159]= 930
mkvar0[160]= 932
mkvar0[161]= 933
mkvar0[162]= 934
mkvar0[163]= 931
mkvar0[164]= 992
mkvar0[165]= 994
mkvar0[166]= 1007
mkvar0[167]= 1008
mkvar0[168]= 1009
mkvar0[169]= 1010
mkvar0[170]= 1012
mkvar0[171]= 1013
mkvar0[172]= 1014
mkvar0[173]= 1011
mkvar0[174]= 1072
mkvar0[175]= 1074
mkvar0[176]= 1087
mkvar0[177]= 1088
mkvar0[178]= 1089
mkvar0[179]= 1090
mkvar0[180]= 1092
mkvar0[181]= 1093
mkvar0[182]= 1094
mkvar0[183]= 1091
mkvar0[184]= 1152
mkvar0[185]= 1154
mkvar1[0]= 16
mkvar1[1]= 17
mkvar1[2]= 33
mkvar1[3]= 34
mkvar1[4]= 50
mkvar1[5]= 51
mkvar1[6]= 58
mkvar1[7]= 59
mkvar1[8]= 66
mkvar1[9]= 67
mkvar1[10]= 71
mkvar1[11]= 72
mkvar1[12]= 79
mkvar1[13]= 80
mkvar1[14]= 85
mkvar1[15]= 86
mkvar1[16]= 96
mkvar1[17]= 97
mkvar1[18]= 108
mkvar1[19]= 109
mkvar1[20]= 131
mkvar1[21]= 132
mkvar1[22]= 148
mkvar1[23]= 149
mkvar1[24]= 156
mkvar1[25]= 157
mkvar1[26]= 164
mkvar1[27]= 165
mkvar1[28]= 169
mkvar1[29]= 170
mkvar1[30]= 177
mkvar1[31]= 178
mkvar1[32]= 183
mkvar1[33]= 184
mkvar1[34]= 194
mkvar1[35]= 195
mkvar1[36]= 206
mkvar1[37]= 207
mkvar1[38]= 229
mkvar1[39]= 230
mkvar1[40]= 246
mkvar1[41]= 247
mkvar1[42]= 254
mkvar1[43]= 255
mkvar1[44]= 262
mkvar1[45]= 263
mkvar1[46]= 267
mkvar1[47]= 268
mkvar1[48]= 275
mkvar1[49]= 276
mkvar1[50]= 281
mkvar1[51]= 282
mkvar1[52]= 292
mkvar1[53]= 293
mkvar1[54]= 304
mkvar1[55]= 305
mkvar1[56]= 327
mkvar1[57]= 328
mkvar1[58]= 344
mkvar1[59]= 345
mkvar1[60]= 352
mkvar1[61]= 353
mkvar1[62]= 360
mkvar1[63]= 361
mkvar1[64]= 365
mkvar1[65]= 366
mkvar1[66]= 373
mkvar1[67]= 374
mkvar1[68]= 379
mkvar1[69]= 380
mkvar1[70]= 390
mkvar1[71]= 391
mkvar1[72]= 402
mkvar1[73]= 403
mkvar1[74]= 425
mkvar1[75]= 426
mkvar1[76]= 442
mkvar1[77]= 443
mkvar1[78]= 459
mkvar1[79]= 460
mkvar1[80]= 467
mkvar1[81]= 468
mkvar1[82]= 475
mkvar1[83]= 476
mkvar1[84]= 480
mkvar1[85]= 481
mkvar1[86]= 488
mkvar1[87]= 489
mkvar1[88]= 493
mkvar1[89]= 494
mkvar1[90]= 504
mkvar1[91]= 505
mkvar1[92]= 516
mkvar1[93]= 517
mkvar1[94]= 539
mkvar1[95]= 540
mkvar1[96]= 547
mkvar1[97]= 548
mkvar1[98]= 555
mkvar1[99]= 556
mkvar1[100]= 560
mkvar1[101]= 561
mkvar1[102]= 568
mkvar1[103]= 569
mkvar1[104]= 573
mkvar1[105]= 574
mkvar1[106]= 584
mkvar1[107]= 585
mkvar1[108]= 596
mkvar1[109]= 597
mkvar1[110]= 619
mkvar1[111]= 620
mkvar1[112]= 627
mkvar1[113]= 628
mkvar1[114]= 635
mkvar1[115]= 636
mkvar1[116]= 640
mkvar1[117]= 641
mkvar1[118]= 648
mkvar1[119]= 649
mkvar1[120]= 653
mkvar1[121]= 654
mkvar1[122]= 664
mkvar1[123]= 665
mkvar1[124]= 676
mkvar1[125]= 677
mkvar1[126]= 699
mkvar1[127]= 700
mkvar1[128]= 707
mkvar1[129]= 708
mkvar1[130]= 715
mkvar1[131]= 716
mkvar1[132]= 720
mkvar1[133]= 721
mkvar1[134]= 728
mkvar1[135]= 729
mkvar1[136]= 733
mkvar1[137]= 734
mkvar1[138]= 744
mkvar1[139]= 745
mkvar1[140]= 756
mkvar1[141]= 757
mkvar1[142]= 779
mkvar1[143]= 780
mkvar1[144]= 787
mkvar1[145]= 788
mkvar1[146]= 795
mkvar1[147]= 796
mkvar1[148]= 800
mkvar1[149]= 801
mkvar1[150]= 808
mkvar1[151]= 809
mkvar1[152]= 813
mkvar1[153]= 814
mkvar1[154]= 824
mkvar1[155]= 825
mkvar1[156]= 836
mkvar1[157]= 837
mkvar1[158]= 859
mkvar1[159]= 860
mkvar1[160]= 867
mkvar1[161]= 868
mkvar1[162]= 875
mkvar1[163]= 876
mkvar1[164]= 880
mkvar1[165]= 881
mkvar1[166]= 888
mkvar1[167]= 889
mkvar1[168]= 893
mkvar1[169]= 894
mkvar1[170]= 904
mkvar1[171]= 905
mkvar1[172]= 916
mkvar1[173]= 917
mkvar1[174]= 939
mkvar1[175]= 940
mkvar1[176]= 947
mkvar1[177]= 948
mkvar1[178]= 955
mkvar1[179]= 956
mkvar1[180]= 960
mkvar1[181]= 961
mkvar1[182]= 968
mkvar1[183]= 969
mkvar1[184]= 973
mkvar1[185]= 974
mkvar1[186]= 984
mkvar1[187]= 985
mkvar1[188]= 996
mkvar1[189]= 997
mkvar1[190]= 1019
mkvar1[191]= 1020
mkvar1[192]= 1027
mkvar1[193]= 1028
mkvar1[194]= 1035
mkvar1[195]= 1036
mkvar1[196]= 1040
mkvar1[197]= 1041
mkvar1[198]= 1048
mkvar1[199]= 1049
mkvar1[200]= 1053
mkvar1[201]= 1054
mkvar1[202]= 1064
mkvar1[203]= 1065
mkvar1[204]= 1076
mkvar1[205]= 1077
mkvar1[206]= 1099
mkvar1[207]= 1100
mkvar1[208]= 1107
mkvar1[209]= 1108
mkvar1[210]= 1115
mkvar1[211]= 1116
mkvar1[212]= 1120
mkvar1[213]= 1121
mkvar1[214]= 1128
mkvar1[215]= 1129
mkvar1[216]= 1133
mkvar1[217]= 1134
mkvar1[218]= 1144
mkvar1[219]= 1145
mkvar1[220]= 1156
mkvar1[221]= 1157
ousFile= C:\snnap8_1\InvertNeurosci08\ModelDB12-4\Stim_S_Stim_C.ous.mnu
xplot[0].gain= 1
xplot[0].nvar= 2
xplot[0].name= time<{ivr}
xplot[0].color= red
xplot[0].vartype= 3
xplot[0].id_val= 2
xplot[0].n_tic= 10
xplot[0].min= 0.08
xplot[0].max= 0.25
xplot[1].gain= 1
xplot[1].nvar= 2
xplot[1].name= time<{ivr}
xplot[1].color= white
xplot[1].vartype= 3
xplot[1].id_val= 2
xplot[1].n_tic= 10
xplot[1].min= 0.08
xplot[1].max= 0.25
yplot[0].chn_id= 0
yplot[0].name= V[S....]<{ivr}
yplot[0].name2= NULL
yplot[0].color= red
yplot[0].vartype= 3
yplot[0].vartype2= -1
yplot[0].id_val= 446
yplot[0].id_val2= -1
yplot[0].n_tic= 10
yplot[0].min= -70.0
yplot[0].max= 45.0
yplot[1].chn_id= 0
yplot[1].name= V[C....]<{svr}
yplot[1].name2= NULL
yplot[1].color= gray
yplot[1].vartype= 1
yplot[1].vartype2= -1
yplot[1].id_val= 2
yplot[1].id_val2= -1
yplot[1].n_tic= 10
yplot[1].min= -50.0
yplot[1].max= 60.0
yplot[2].chn_id= 1
yplot[2].name= sIex[S....]<{ivr}
yplot[2].name2= NULL
yplot[2].color= white
yplot[2].vartype= 3
yplot[2].vartype2= -1
yplot[2].id_val= 447
yplot[2].id_val2= -1
yplot[2].n_tic= 10
yplot[2].min= -1.0
yplot[2].max= 30.0
yplot[3].chn_id= 1
yplot[3].name= sIex[C....]<{ivr}
yplot[3].name2= NULL
yplot[3].color= red
yplot[3].vartype= 3
yplot[3].vartype2= -1
yplot[3].id_val= 4
yplot[3].id_val2= -1
yplot[3].n_tic= 10
yplot[3].min= -1.0
yplot[3].max= 30.0
tofile[0].name= time<{ivr}
tofile[0].vartype= 3
tofile[0].id_val= 2
tofile[1].name= V[S....]<{ivr}
tofile[1].vartype= 3
tofile[1].id_val= 446
tofile[2].name= V[C....]<{svr}
tofile[2].vartype= 1
tofile[2].id_val= 2
tofile[3].name= sIex[S....]<{ivr}
tofile[3].vartype= 3
tofile[3].id_val= 447
tofile[4].name= sIex[C....]<{ivr}
tofile[4].vartype= 3
tofile[4].id_val= 4
| 
