lookup.h

/*! \addtogroup AFE_Library AFE Library
 * Author: Jean Rintoul , Mindseye Biomedical LLC Copyright 2018
 */

#ifndef __LOOKUP_H__
#define __LOOKUP_H__

/* C++ linkage */
#ifdef __cplusplus
extern "C" {
#endif /* __cplusplus */
  
  
/***************************************************************************/
/*   Look Up Tables                                     32, 192, 896       */
/***************************************************************************/
typedef const int16_t e_config[4];   

/****************************************
This is the opposition sequence for 8 elextrodes where: 

ex_mat = eit_scan_lines(ne=8, dist=4) step = 1
**********************************************/
const e_config electrode_configuration_8_opposition[32] = { 
0,16,8,4,
0,16,12,8,
0,16,24,20,
0,16,28,24,
4,20,12,8,
4,20,16,12,
4,20,28,24,
4,20,0,28,
8,24,4,0,
8,24,16,12,
8,24,20,16,
8,24,0,28,
12,28,4,0,
12,28,8,4,
12,28,20,16,
12,28,24,20,
16,0,8,4,
16,0,12,8,
16,0,24,20,
16,0,28,24,
20,4,12,8,
20,4,16,12,
20,4,28,24,
20,4,0,28,
24,8,4,0,
24,8,16,12,
24,8,20,16,
24,8,0,28,
28,12,4,0,
28,12,8,4,
28,12,20,16,
28,12,24,20
};
/****************************************
This is the opposition sequence for 16 elextrodes where: 

ex_mat = eit_scan_lines(ne=16, dist=8) step = 8
**********************************************/
const e_config electrode_configuration_16_opposition[192] = { 
0,16,4,2,
0,16,6,4,
0,16,8,6,
0,16,10,8,
0,16,12,10,
0,16,14,12,
0,16,20,18,
0,16,22,20,
0,16,24,22,
0,16,26,24,
0,16,28,26,
0,16,30,28,
2,18,6,4,
2,18,8,6,
2,18,10,8,
2,18,12,10,
2,18,14,12,
2,18,16,14,
2,18,22,20,
2,18,24,22,
2,18,26,24,
2,18,28,26,
2,18,30,28,
2,18,0,30,
4,20,2,0,
4,20,8,6,
4,20,10,8,
4,20,12,10,
4,20,14,12,
4,20,16,14,
4,20,18,16,
4,20,24,22,
4,20,26,24,
4,20,28,26,
4,20,30,28,
4,20,0,30,
6,22,2,0,
6,22,4,2,
6,22,10,8,
6,22,12,10,
6,22,14,12,
6,22,16,14,
6,22,18,16,
6,22,20,18,
6,22,26,24,
6,22,28,26,
6,22,30,28,
6,22,0,30,
8,24,2,0,
8,24,4,2,
8,24,6,4,
8,24,12,10,
8,24,14,12,
8,24,16,14,
8,24,18,16,
8,24,20,18,
8,24,22,20,
8,24,28,26,
8,24,30,28,
8,24,0,30,
10,26,2,0,
10,26,4,2,
10,26,6,4,
10,26,8,6,
10,26,14,12,
10,26,16,14,
10,26,18,16,
10,26,20,18,
10,26,22,20,
10,26,24,22,
10,26,30,28,
10,26,0,30,
12,28,2,0,
12,28,4,2,
12,28,6,4,
12,28,8,6,
12,28,10,8,
12,28,16,14,
12,28,18,16,
12,28,20,18,
12,28,22,20,
12,28,24,22,
12,28,26,24,
12,28,0,30,
14,30,2,0,
14,30,4,2,
14,30,6,4,
14,30,8,6,
14,30,10,8,
14,30,12,10,
14,30,18,16,
14,30,20,18,
14,30,22,20,
14,30,24,22,
14,30,26,24,
14,30,28,26,
16,0,4,2,
16,0,6,4,
16,0,8,6,
16,0,10,8,
16,0,12,10,
16,0,14,12,
16,0,20,18,
16,0,22,20,
16,0,24,22,
16,0,26,24,
16,0,28,26,
16,0,30,28,
18,2,6,4,
18,2,8,6,
18,2,10,8,
18,2,12,10,
18,2,14,12,
18,2,16,14,
18,2,22,20,
18,2,24,22,
18,2,26,24,
18,2,28,26,
18,2,30,28,
18,2,0,30,
20,4,2,0,
20,4,8,6,
20,4,10,8,
20,4,12,10,
20,4,14,12,
20,4,16,14,
20,4,18,16,
20,4,24,22,
20,4,26,24,
20,4,28,26,
20,4,30,28,
20,4,0,30,
22,6,2,0,
22,6,4,2,
22,6,10,8,
22,6,12,10,
22,6,14,12,
22,6,16,14,
22,6,18,16,
22,6,20,18,
22,6,26,24,
22,6,28,26,
22,6,30,28,
22,6,0,30,
24,8,2,0,
24,8,4,2,
24,8,6,4,
24,8,12,10,
24,8,14,12,
24,8,16,14,
24,8,18,16,
24,8,20,18,
24,8,22,20,
24,8,28,26,
24,8,30,28,
24,8,0,30,
26,10,2,0,
26,10,4,2,
26,10,6,4,
26,10,8,6,
26,10,14,12,
26,10,16,14,
26,10,18,16,
26,10,20,18,
26,10,22,20,
26,10,24,22,
26,10,30,28,
26,10,0,30,
28,12,2,0,
28,12,4,2,
28,12,6,4,
28,12,8,6,
28,12,10,8,
28,12,16,14,
28,12,18,16,
28,12,20,18,
28,12,22,20,
28,12,24,22,
28,12,26,24,
28,12,0,30,
30,14,2,0,
30,14,4,2,
30,14,6,4,
30,14,8,6,
30,14,10,8,
30,14,12,10,
30,14,18,16,
30,14,20,18,
30,14,22,20,
30,14,24,22,
30,14,26,24,
30,14,28,26

};

/****************************************
This is the opposition sequence for 32 elextrodes where: 

ex_mat = eit_scan_lines(ne=32, dist=16) step = 1
**********************************************/
const e_config electrode_configuration_32_opposition[896] = { 
0,16,2,1,
0,16,3,2,
0,16,4,3,
0,16,5,4,
0,16,6,5,
0,16,7,6,
0,16,8,7,
0,16,9,8,
0,16,10,9,
0,16,11,10,
0,16,12,11,
0,16,13,12,
0,16,14,13,
0,16,15,14,
0,16,18,17,
0,16,19,18,
0,16,20,19,
0,16,21,20,
0,16,22,21,
0,16,23,22,
0,16,24,23,
0,16,25,24,
0,16,26,25,
0,16,27,26,
0,16,28,27,
0,16,29,28,
0,16,30,29,
0,16,31,30,
1,17,3,2,
1,17,4,3,
1,17,5,4,
1,17,6,5,
1,17,7,6,
1,17,8,7,
1,17,9,8,
1,17,10,9,
1,17,11,10,
1,17,12,11,
1,17,13,12,
1,17,14,13,
1,17,15,14,
1,17,16,15,
1,17,19,18,
1,17,20,19,
1,17,21,20,
1,17,22,21,
1,17,23,22,
1,17,24,23,
1,17,25,24,
1,17,26,25,
1,17,27,26,
1,17,28,27,
1,17,29,28,
1,17,30,29,
1,17,31,30,
1,17,0,31,
2,18,1,0,
2,18,4,3,
2,18,5,4,
2,18,6,5,
2,18,7,6,
2,18,8,7,
2,18,9,8,
2,18,10,9,
2,18,11,10,
2,18,12,11,
2,18,13,12,
2,18,14,13,
2,18,15,14,
2,18,16,15,
2,18,17,16,
2,18,20,19,
2,18,21,20,
2,18,22,21,
2,18,23,22,
2,18,24,23,
2,18,25,24,
2,18,26,25,
2,18,27,26,
2,18,28,27,
2,18,29,28,
2,18,30,29,
2,18,31,30,
2,18,0,31,
3,19,1,0,
3,19,2,1,
3,19,5,4,
3,19,6,5,
3,19,7,6,
3,19,8,7,
3,19,9,8,
3,19,10,9,
3,19,11,10,
3,19,12,11,
3,19,13,12,
3,19,14,13,
3,19,15,14,
3,19,16,15,
3,19,17,16,
3,19,18,17,
3,19,21,20,
3,19,22,21,
3,19,23,22,
3,19,24,23,
3,19,25,24,
3,19,26,25,
3,19,27,26,
3,19,28,27,
3,19,29,28,
3,19,30,29,
3,19,31,30,
3,19,0,31,
4,20,1,0,
4,20,2,1,
4,20,3,2,
4,20,6,5,
4,20,7,6,
4,20,8,7,
4,20,9,8,
4,20,10,9,
4,20,11,10,
4,20,12,11,
4,20,13,12,
4,20,14,13,
4,20,15,14,
4,20,16,15,
4,20,17,16,
4,20,18,17,
4,20,19,18,
4,20,22,21,
4,20,23,22,
4,20,24,23,
4,20,25,24,
4,20,26,25,
4,20,27,26,
4,20,28,27,
4,20,29,28,
4,20,30,29,
4,20,31,30,
4,20,0,31,
5,21,1,0,
5,21,2,1,
5,21,3,2,
5,21,4,3,
5,21,7,6,
5,21,8,7,
5,21,9,8,
5,21,10,9,
5,21,11,10,
5,21,12,11,
5,21,13,12,
5,21,14,13,
5,21,15,14,
5,21,16,15,
5,21,17,16,
5,21,18,17,
5,21,19,18,
5,21,20,19,
5,21,23,22,
5,21,24,23,
5,21,25,24,
5,21,26,25,
5,21,27,26,
5,21,28,27,
5,21,29,28,
5,21,30,29,
5,21,31,30,
5,21,0,31,
6,22,1,0,
6,22,2,1,
6,22,3,2,
6,22,4,3,
6,22,5,4,
6,22,8,7,
6,22,9,8,
6,22,10,9,
6,22,11,10,
6,22,12,11,
6,22,13,12,
6,22,14,13,
6,22,15,14,
6,22,16,15,
6,22,17,16,
6,22,18,17,
6,22,19,18,
6,22,20,19,
6,22,21,20,
6,22,24,23,
6,22,25,24,
6,22,26,25,
6,22,27,26,
6,22,28,27,
6,22,29,28,
6,22,30,29,
6,22,31,30,
6,22,0,31,
7,23,1,0,
7,23,2,1,
7,23,3,2,
7,23,4,3,
7,23,5,4,
7,23,6,5,
7,23,9,8,
7,23,10,9,
7,23,11,10,
7,23,12,11,
7,23,13,12,
7,23,14,13,
7,23,15,14,
7,23,16,15,
7,23,17,16,
7,23,18,17,
7,23,19,18,
7,23,20,19,
7,23,21,20,
7,23,22,21,
7,23,25,24,
7,23,26,25,
7,23,27,26,
7,23,28,27,
7,23,29,28,
7,23,30,29,
7,23,31,30,
7,23,0,31,
8,24,1,0,
8,24,2,1,
8,24,3,2,
8,24,4,3,
8,24,5,4,
8,24,6,5,
8,24,7,6,
8,24,10,9,
8,24,11,10,
8,24,12,11,
8,24,13,12,
8,24,14,13,
8,24,15,14,
8,24,16,15,
8,24,17,16,
8,24,18,17,
8,24,19,18,
8,24,20,19,
8,24,21,20,
8,24,22,21,
8,24,23,22,
8,24,26,25,
8,24,27,26,
8,24,28,27,
8,24,29,28,
8,24,30,29,
8,24,31,30,
8,24,0,31,
9,25,1,0,
9,25,2,1,
9,25,3,2,
9,25,4,3,
9,25,5,4,
9,25,6,5,
9,25,7,6,
9,25,8,7,
9,25,11,10,
9,25,12,11,
9,25,13,12,
9,25,14,13,
9,25,15,14,
9,25,16,15,
9,25,17,16,
9,25,18,17,
9,25,19,18,
9,25,20,19,
9,25,21,20,
9,25,22,21,
9,25,23,22,
9,25,24,23,
9,25,27,26,
9,25,28,27,
9,25,29,28,
9,25,30,29,
9,25,31,30,
9,25,0,31,
10,26,1,0,
10,26,2,1,
10,26,3,2,
10,26,4,3,
10,26,5,4,
10,26,6,5,
10,26,7,6,
10,26,8,7,
10,26,9,8,
10,26,12,11,
10,26,13,12,
10,26,14,13,
10,26,15,14,
10,26,16,15,
10,26,17,16,
10,26,18,17,
10,26,19,18,
10,26,20,19,
10,26,21,20,
10,26,22,21,
10,26,23,22,
10,26,24,23,
10,26,25,24,
10,26,28,27,
10,26,29,28,
10,26,30,29,
10,26,31,30,
10,26,0,31,
11,27,1,0,
11,27,2,1,
11,27,3,2,
11,27,4,3,
11,27,5,4,
11,27,6,5,
11,27,7,6,
11,27,8,7,
11,27,9,8,
11,27,10,9,
11,27,13,12,
11,27,14,13,
11,27,15,14,
11,27,16,15,
11,27,17,16,
11,27,18,17,
11,27,19,18,
11,27,20,19,
11,27,21,20,
11,27,22,21,
11,27,23,22,
11,27,24,23,
11,27,25,24,
11,27,26,25,
11,27,29,28,
11,27,30,29,
11,27,31,30,
11,27,0,31,
12,28,1,0,
12,28,2,1,
12,28,3,2,
12,28,4,3,
12,28,5,4,
12,28,6,5,
12,28,7,6,
12,28,8,7,
12,28,9,8,
12,28,10,9,
12,28,11,10,
12,28,14,13,
12,28,15,14,
12,28,16,15,
12,28,17,16,
12,28,18,17,
12,28,19,18,
12,28,20,19,
12,28,21,20,
12,28,22,21,
12,28,23,22,
12,28,24,23,
12,28,25,24,
12,28,26,25,
12,28,27,26,
12,28,30,29,
12,28,31,30,
12,28,0,31,
13,29,1,0,
13,29,2,1,
13,29,3,2,
13,29,4,3,
13,29,5,4,
13,29,6,5,
13,29,7,6,
13,29,8,7,
13,29,9,8,
13,29,10,9,
13,29,11,10,
13,29,12,11,
13,29,15,14,
13,29,16,15,
13,29,17,16,
13,29,18,17,
13,29,19,18,
13,29,20,19,
13,29,21,20,
13,29,22,21,
13,29,23,22,
13,29,24,23,
13,29,25,24,
13,29,26,25,
13,29,27,26,
13,29,28,27,
13,29,31,30,
13,29,0,31,
14,30,1,0,
14,30,2,1,
14,30,3,2,
14,30,4,3,
14,30,5,4,
14,30,6,5,
14,30,7,6,
14,30,8,7,
14,30,9,8,
14,30,10,9,
14,30,11,10,
14,30,12,11,
14,30,13,12,
14,30,16,15,
14,30,17,16,
14,30,18,17,
14,30,19,18,
14,30,20,19,
14,30,21,20,
14,30,22,21,
14,30,23,22,
14,30,24,23,
14,30,25,24,
14,30,26,25,
14,30,27,26,
14,30,28,27,
14,30,29,28,
14,30,0,31,
15,31,1,0,
15,31,2,1,
15,31,3,2,
15,31,4,3,
15,31,5,4,
15,31,6,5,
15,31,7,6,
15,31,8,7,
15,31,9,8,
15,31,10,9,
15,31,11,10,
15,31,12,11,
15,31,13,12,
15,31,14,13,
15,31,17,16,
15,31,18,17,
15,31,19,18,
15,31,20,19,
15,31,21,20,
15,31,22,21,
15,31,23,22,
15,31,24,23,
15,31,25,24,
15,31,26,25,
15,31,27,26,
15,31,28,27,
15,31,29,28,
15,31,30,29,
16,0,2,1,
16,0,3,2,
16,0,4,3,
16,0,5,4,
16,0,6,5,
16,0,7,6,
16,0,8,7,
16,0,9,8,
16,0,10,9,
16,0,11,10,
16,0,12,11,
16,0,13,12,
16,0,14,13,
16,0,15,14,
16,0,18,17,
16,0,19,18,
16,0,20,19,
16,0,21,20,
16,0,22,21,
16,0,23,22,
16,0,24,23,
16,0,25,24,
16,0,26,25,
16,0,27,26,
16,0,28,27,
16,0,29,28,
16,0,30,29,
16,0,31,30,
17,1,3,2,
17,1,4,3,
17,1,5,4,
17,1,6,5,
17,1,7,6,
17,1,8,7,
17,1,9,8,
17,1,10,9,
17,1,11,10,
17,1,12,11,
17,1,13,12,
17,1,14,13,
17,1,15,14,
17,1,16,15,
17,1,19,18,
17,1,20,19,
17,1,21,20,
17,1,22,21,
17,1,23,22,
17,1,24,23,
17,1,25,24,
17,1,26,25,
17,1,27,26,
17,1,28,27,
17,1,29,28,
17,1,30,29,
17,1,31,30,
17,1,0,31,
18,2,1,0,
18,2,4,3,
18,2,5,4,
18,2,6,5,
18,2,7,6,
18,2,8,7,
18,2,9,8,
18,2,10,9,
18,2,11,10,
18,2,12,11,
18,2,13,12,
18,2,14,13,
18,2,15,14,
18,2,16,15,
18,2,17,16,
18,2,20,19,
18,2,21,20,
18,2,22,21,
18,2,23,22,
18,2,24,23,
18,2,25,24,
18,2,26,25,
18,2,27,26,
18,2,28,27,
18,2,29,28,
18,2,30,29,
18,2,31,30,
18,2,0,31,
19,3,1,0,
19,3,2,1,
19,3,5,4,
19,3,6,5,
19,3,7,6,
19,3,8,7,
19,3,9,8,
19,3,10,9,
19,3,11,10,
19,3,12,11,
19,3,13,12,
19,3,14,13,
19,3,15,14,
19,3,16,15,
19,3,17,16,
19,3,18,17,
19,3,21,20,
19,3,22,21,
19,3,23,22,
19,3,24,23,
19,3,25,24,
19,3,26,25,
19,3,27,26,
19,3,28,27,
19,3,29,28,
19,3,30,29,
19,3,31,30,
19,3,0,31,
20,4,1,0,
20,4,2,1,
20,4,3,2,
20,4,6,5,
20,4,7,6,
20,4,8,7,
20,4,9,8,
20,4,10,9,
20,4,11,10,
20,4,12,11,
20,4,13,12,
20,4,14,13,
20,4,15,14,
20,4,16,15,
20,4,17,16,
20,4,18,17,
20,4,19,18,
20,4,22,21,
20,4,23,22,
20,4,24,23,
20,4,25,24,
20,4,26,25,
20,4,27,26,
20,4,28,27,
20,4,29,28,
20,4,30,29,
20,4,31,30,
20,4,0,31,
21,5,1,0,
21,5,2,1,
21,5,3,2,
21,5,4,3,
21,5,7,6,
21,5,8,7,
21,5,9,8,
21,5,10,9,
21,5,11,10,
21,5,12,11,
21,5,13,12,
21,5,14,13,
21,5,15,14,
21,5,16,15,
21,5,17,16,
21,5,18,17,
21,5,19,18,
21,5,20,19,
21,5,23,22,
21,5,24,23,
21,5,25,24,
21,5,26,25,
21,5,27,26,
21,5,28,27,
21,5,29,28,
21,5,30,29,
21,5,31,30,
21,5,0,31,
22,6,1,0,
22,6,2,1,
22,6,3,2,
22,6,4,3,
22,6,5,4,
22,6,8,7,
22,6,9,8,
22,6,10,9,
22,6,11,10,
22,6,12,11,
22,6,13,12,
22,6,14,13,
22,6,15,14,
22,6,16,15,
22,6,17,16,
22,6,18,17,
22,6,19,18,
22,6,20,19,
22,6,21,20,
22,6,24,23,
22,6,25,24,
22,6,26,25,
22,6,27,26,
22,6,28,27,
22,6,29,28,
22,6,30,29,
22,6,31,30,
22,6,0,31,
23,7,1,0,
23,7,2,1,
23,7,3,2,
23,7,4,3,
23,7,5,4,
23,7,6,5,
23,7,9,8,
23,7,10,9,
23,7,11,10,
23,7,12,11,
23,7,13,12,
23,7,14,13,
23,7,15,14,
23,7,16,15,
23,7,17,16,
23,7,18,17,
23,7,19,18,
23,7,20,19,
23,7,21,20,
23,7,22,21,
23,7,25,24,
23,7,26,25,
23,7,27,26,
23,7,28,27,
23,7,29,28,
23,7,30,29,
23,7,31,30,
23,7,0,31,
24,8,1,0,
24,8,2,1,
24,8,3,2,
24,8,4,3,
24,8,5,4,
24,8,6,5,
24,8,7,6,
24,8,10,9,
24,8,11,10,
24,8,12,11,
24,8,13,12,
24,8,14,13,
24,8,15,14,
24,8,16,15,
24,8,17,16,
24,8,18,17,
24,8,19,18,
24,8,20,19,
24,8,21,20,
24,8,22,21,
24,8,23,22,
24,8,26,25,
24,8,27,26,
24,8,28,27,
24,8,29,28,
24,8,30,29,
24,8,31,30,
24,8,0,31,
25,9,1,0,
25,9,2,1,
25,9,3,2,
25,9,4,3,
25,9,5,4,
25,9,6,5,
25,9,7,6,
25,9,8,7,
25,9,11,10,
25,9,12,11,
25,9,13,12,
25,9,14,13,
25,9,15,14,
25,9,16,15,
25,9,17,16,
25,9,18,17,
25,9,19,18,
25,9,20,19,
25,9,21,20,
25,9,22,21,
25,9,23,22,
25,9,24,23,
25,9,27,26,
25,9,28,27,
25,9,29,28,
25,9,30,29,
25,9,31,30,
25,9,0,31,
26,10,1,0,
26,10,2,1,
26,10,3,2,
26,10,4,3,
26,10,5,4,
26,10,6,5,
26,10,7,6,
26,10,8,7,
26,10,9,8,
26,10,12,11,
26,10,13,12,
26,10,14,13,
26,10,15,14,
26,10,16,15,
26,10,17,16,
26,10,18,17,
26,10,19,18,
26,10,20,19,
26,10,21,20,
26,10,22,21,
26,10,23,22,
26,10,24,23,
26,10,25,24,
26,10,28,27,
26,10,29,28,
26,10,30,29,
26,10,31,30,
26,10,0,31,
27,11,1,0,
27,11,2,1,
27,11,3,2,
27,11,4,3,
27,11,5,4,
27,11,6,5,
27,11,7,6,
27,11,8,7,
27,11,9,8,
27,11,10,9,
27,11,13,12,
27,11,14,13,
27,11,15,14,
27,11,16,15,
27,11,17,16,
27,11,18,17,
27,11,19,18,
27,11,20,19,
27,11,21,20,
27,11,22,21,
27,11,23,22,
27,11,24,23,
27,11,25,24,
27,11,26,25,
27,11,29,28,
27,11,30,29,
27,11,31,30,
27,11,0,31,
28,12,1,0,
28,12,2,1,
28,12,3,2,
28,12,4,3,
28,12,5,4,
28,12,6,5,
28,12,7,6,
28,12,8,7,
28,12,9,8,
28,12,10,9,
28,12,11,10,
28,12,14,13,
28,12,15,14,
28,12,16,15,
28,12,17,16,
28,12,18,17,
28,12,19,18,
28,12,20,19,
28,12,21,20,
28,12,22,21,
28,12,23,22,
28,12,24,23,
28,12,25,24,
28,12,26,25,
28,12,27,26,
28,12,30,29,
28,12,31,30,
28,12,0,31,
29,13,1,0,
29,13,2,1,
29,13,3,2,
29,13,4,3,
29,13,5,4,
29,13,6,5,
29,13,7,6,
29,13,8,7,
29,13,9,8,
29,13,10,9,
29,13,11,10,
29,13,12,11,
29,13,15,14,
29,13,16,15,
29,13,17,16,
29,13,18,17,
29,13,19,18,
29,13,20,19,
29,13,21,20,
29,13,22,21,
29,13,23,22,
29,13,24,23,
29,13,25,24,
29,13,26,25,
29,13,27,26,
29,13,28,27,
29,13,31,30,
29,13,0,31,
30,14,1,0,
30,14,2,1,
30,14,3,2,
30,14,4,3,
30,14,5,4,
30,14,6,5,
30,14,7,6,
30,14,8,7,
30,14,9,8,
30,14,10,9,
30,14,11,10,
30,14,12,11,
30,14,13,12,
30,14,16,15,
30,14,17,16,
30,14,18,17,
30,14,19,18,
30,14,20,19,
30,14,21,20,
30,14,22,21,
30,14,23,22,
30,14,24,23,
30,14,25,24,
30,14,26,25,
30,14,27,26,
30,14,28,27,
30,14,29,28,
30,14,0,31,
31,15,1,0,
31,15,2,1,
31,15,3,2,
31,15,4,3,
31,15,5,4,
31,15,6,5,
31,15,7,6,
31,15,8,7,
31,15,9,8,
31,15,10,9,
31,15,11,10,
31,15,12,11,
31,15,13,12,
31,15,14,13,
31,15,17,16,
31,15,18,17,
31,15,19,18,
31,15,20,19,
31,15,21,20,
31,15,22,21,
31,15,23,22,
31,15,24,23,
31,15,25,24,
31,15,26,25,
31,15,27,26,
31,15,28,27,
31,15,29,28,
31,15,30,29
  
};
/****************************************
This is the 928 adjacent sequence where: 
// In the file the ordering is:
A+, A-, V+, V-
A, B, M, N

Other orders include: 
with one pos (A), neg(B) driven pairs. 
    A : current driving electrode
    B : current sink
    M, N : boundary electrodes, where v_diff = v_n - v_m
**********************************************/
  
const e_config electrode_configuration_32_adjacent[928] = { 
{0,1,2,3},
{0,1,3,4},
{0,1,4,5},
{0,1,5,6},
{0,1,6,7},
{0,1,7,8},
{0,1,8,9},
{0,1,9,10},
{0,1,10,11},
{0,1,11,12},
{0,1,12,13},
{0,1,13,14},
{0,1,14,15},
{0,1,15,16},
{0,1,16,17},
{0,1,17,18},
{0,1,18,19},
{0,1,19,20},
{0,1,20,21},
{0,1,21,22},
{0,1,22,23},
{0,1,23,24},
{0,1,24,25},
{0,1,25,26},
{0,1,26,27},
{0,1,27,28},
{0,1,28,29},
{0,1,29,30},
{0,1,30,31},
{1,2,3,4},
{1,2,4,5},
{1,2,5,6},
{1,2,6,7},
{1,2,7,8},
{1,2,8,9},
{1,2,9,10},
{1,2,10,11},
{1,2,11,12},
{1,2,12,13},
{1,2,13,14},
{1,2,14,15},
{1,2,15,16},
{1,2,16,17},
{1,2,17,18},
{1,2,18,19},
{1,2,19,20},
{1,2,20,21},
{1,2,21,22},
{1,2,22,23},
{1,2,23,24},
{1,2,24,25},
{1,2,25,26},
{1,2,26,27},
{1,2,27,28},
{1,2,28,29},
{1,2,29,30},
{1,2,30,31},
{1,2,31,0},
{2,3,0,1},
{2,3,4,5},
{2,3,5,6},
{2,3,6,7},
{2,3,7,8},
{2,3,8,9},
{2,3,9,10},
{2,3,10,11},
{2,3,11,12},
{2,3,12,13},
{2,3,13,14},
{2,3,14,15},
{2,3,15,16},
{2,3,16,17},
{2,3,17,18},
{2,3,18,19},
{2,3,19,20},
{2,3,20,21},
{2,3,21,22},
{2,3,22,23},
{2,3,23,24},
{2,3,24,25},
{2,3,25,26},
{2,3,26,27},
{2,3,27,28},
{2,3,28,29},
{2,3,29,30},
{2,3,30,31},
{2,3,31,0},
{3,4,0,1},
{3,4,1,2},
{3,4,5,6},
{3,4,6,7},
{3,4,7,8},
{3,4,8,9},
{3,4,9,10},
{3,4,10,11},
{3,4,11,12},
{3,4,12,13},
{3,4,13,14},
{3,4,14,15},
{3,4,15,16},
{3,4,16,17},
{3,4,17,18},
{3,4,18,19},
{3,4,19,20},
{3,4,20,21},
{3,4,21,22},
{3,4,22,23},
{3,4,23,24},
{3,4,24,25},
{3,4,25,26},
{3,4,26,27},
{3,4,27,28},
{3,4,28,29},
{3,4,29,30},
{3,4,30,31},
{3,4,31,0},
{4,5,0,1},
{4,5,1,2},
{4,5,2,3},
{4,5,6,7},
{4,5,7,8},
{4,5,8,9},
{4,5,9,10},
{4,5,10,11},
{4,5,11,12},
{4,5,12,13},
{4,5,13,14},
{4,5,14,15},
{4,5,15,16},
{4,5,16,17},
{4,5,17,18},
{4,5,18,19},
{4,5,19,20},
{4,5,20,21},
{4,5,21,22},
{4,5,22,23},
{4,5,23,24},
{4,5,24,25},
{4,5,25,26},
{4,5,26,27},
{4,5,27,28},
{4,5,28,29},
{4,5,29,30},
{4,5,30,31},
{4,5,31,0},
{5,6,0,1},
{5,6,1,2},
{5,6,2,3},
{5,6,3,4},
{5,6,7,8},
{5,6,8,9},
{5,6,9,10},
{5,6,10,11},
{5,6,11,12},
{5,6,12,13},
{5,6,13,14},
{5,6,14,15},
{5,6,15,16},
{5,6,16,17},
{5,6,17,18},
{5,6,18,19},
{5,6,19,20},
{5,6,20,21},
{5,6,21,22},
{5,6,22,23},
{5,6,23,24},
{5,6,24,25},
{5,6,25,26},
{5,6,26,27},
{5,6,27,28},
{5,6,28,29},
{5,6,29,30},
{5,6,30,31},
{5,6,31,0},
{6,7,0,1},
{6,7,1,2},
{6,7,2,3},
{6,7,3,4},
{6,7,4,5},
{6,7,8,9},
{6,7,9,10},
{6,7,10,11},
{6,7,11,12},
{6,7,12,13},
{6,7,13,14},
{6,7,14,15},
{6,7,15,16},
{6,7,16,17},
{6,7,17,18},
{6,7,18,19},
{6,7,19,20},
{6,7,20,21},
{6,7,21,22},
{6,7,22,23},
{6,7,23,24},
{6,7,24,25},
{6,7,25,26},
{6,7,26,27},
{6,7,27,28},
{6,7,28,29},
{6,7,29,30},
{6,7,30,31},
{6,7,31,0},
{7,8,0,1},
{7,8,1,2},
{7,8,2,3},
{7,8,3,4},
{7,8,4,5},
{7,8,5,6},
{7,8,9,10},
{7,8,10,11},
{7,8,11,12},
{7,8,12,13},
{7,8,13,14},
{7,8,14,15},
{7,8,15,16},
{7,8,16,17},
{7,8,17,18},
{7,8,18,19},
{7,8,19,20},
{7,8,20,21},
{7,8,21,22},
{7,8,22,23},
{7,8,23,24},
{7,8,24,25},
{7,8,25,26},
{7,8,26,27},
{7,8,27,28},
{7,8,28,29},
{7,8,29,30},
{7,8,30,31},
{7,8,31,0},
{8,9,0,1},
{8,9,1,2},
{8,9,2,3},
{8,9,3,4},
{8,9,4,5},
{8,9,5,6},
{8,9,6,7},
{8,9,10,11},
{8,9,11,12},
{8,9,12,13},
{8,9,13,14},
{8,9,14,15},
{8,9,15,16},
{8,9,16,17},
{8,9,17,18},
{8,9,18,19},
{8,9,19,20},
{8,9,20,21},
{8,9,21,22},
{8,9,22,23},
{8,9,23,24},
{8,9,24,25},
{8,9,25,26},
{8,9,26,27},
{8,9,27,28},
{8,9,28,29},
{8,9,29,30},
{8,9,30,31},
{8,9,31,0},
{9,10,0,1},
{9,10,1,2},
{9,10,2,3},
{9,10,3,4},
{9,10,4,5},
{9,10,5,6},
{9,10,6,7},
{9,10,7,8},
{9,10,11,12},
{9,10,12,13},
{9,10,13,14},
{9,10,14,15},
{9,10,15,16},
{9,10,16,17},
{9,10,17,18},
{9,10,18,19},
{9,10,19,20},
{9,10,20,21},
{9,10,21,22},
{9,10,22,23},
{9,10,23,24},
{9,10,24,25},
{9,10,25,26},
{9,10,26,27},
{9,10,27,28},
{9,10,28,29},
{9,10,29,30},
{9,10,30,31},
{9,10,31,0},
{10,11,0,1},
{10,11,1,2},
{10,11,2,3},
{10,11,3,4},
{10,11,4,5},
{10,11,5,6},
{10,11,6,7},
{10,11,7,8},
{10,11,8,9},
{10,11,12,13},
{10,11,13,14},
{10,11,14,15},
{10,11,15,16},
{10,11,16,17},
{10,11,17,18},
{10,11,18,19},
{10,11,19,20},
{10,11,20,21},
{10,11,21,22},
{10,11,22,23},
{10,11,23,24},
{10,11,24,25},
{10,11,25,26},
{10,11,26,27},
{10,11,27,28},
{10,11,28,29},
{10,11,29,30},
{10,11,30,31},
{10,11,31,0},
{11,12,0,1},
{11,12,1,2},
{11,12,2,3},
{11,12,3,4},
{11,12,4,5},
{11,12,5,6},
{11,12,6,7},
{11,12,7,8},
{11,12,8,9},
{11,12,9,10},
{11,12,13,14},
{11,12,14,15},
{11,12,15,16},
{11,12,16,17},
{11,12,17,18},
{11,12,18,19},
{11,12,19,20},
{11,12,20,21},
{11,12,21,22},
{11,12,22,23},
{11,12,23,24},
{11,12,24,25},
{11,12,25,26},
{11,12,26,27},
{11,12,27,28},
{11,12,28,29},
{11,12,29,30},
{11,12,30,31},
{11,12,31,0},
{12,13,0,1},
{12,13,1,2},
{12,13,2,3},
{12,13,3,4},
{12,13,4,5},
{12,13,5,6},
{12,13,6,7},
{12,13,7,8},
{12,13,8,9},
{12,13,9,10},
{12,13,10,11},
{12,13,14,15},
{12,13,15,16},
{12,13,16,17},
{12,13,17,18},
{12,13,18,19},
{12,13,19,20},
{12,13,20,21},
{12,13,21,22},
{12,13,22,23},
{12,13,23,24},
{12,13,24,25},
{12,13,25,26},
{12,13,26,27},
{12,13,27,28},
{12,13,28,29},
{12,13,29,30},
{12,13,30,31},
{12,13,31,0},
{13,14,0,1},
{13,14,1,2},
{13,14,2,3},
{13,14,3,4},
{13,14,4,5},
{13,14,5,6},
{13,14,6,7},
{13,14,7,8},
{13,14,8,9},
{13,14,9,10},
{13,14,10,11},
{13,14,11,12},
{13,14,15,16},
{13,14,16,17},
{13,14,17,18},
{13,14,18,19},
{13,14,19,20},
{13,14,20,21},
{13,14,21,22},
{13,14,22,23},
{13,14,23,24},
{13,14,24,25},
{13,14,25,26},
{13,14,26,27},
{13,14,27,28},
{13,14,28,29},
{13,14,29,30},
{13,14,30,31},
{13,14,31,0},
{14,15,0,1},
{14,15,1,2},
{14,15,2,3},
{14,15,3,4},
{14,15,4,5},
{14,15,5,6},
{14,15,6,7},
{14,15,7,8},
{14,15,8,9},
{14,15,9,10},
{14,15,10,11},
{14,15,11,12},
{14,15,12,13},
{14,15,16,17},
{14,15,17,18},
{14,15,18,19},
{14,15,19,20},
{14,15,20,21},
{14,15,21,22},
{14,15,22,23},
{14,15,23,24},
{14,15,24,25},
{14,15,25,26},
{14,15,26,27},
{14,15,27,28},
{14,15,28,29},
{14,15,29,30},
{14,15,30,31},
{14,15,31,0},
{15,16,0,1},
{15,16,1,2},
{15,16,2,3},
{15,16,3,4},
{15,16,4,5},
{15,16,5,6},
{15,16,6,7},
{15,16,7,8},
{15,16,8,9},
{15,16,9,10},
{15,16,10,11},
{15,16,11,12},
{15,16,12,13},
{15,16,13,14},
{15,16,17,18},
{15,16,18,19},
{15,16,19,20},
{15,16,20,21},
{15,16,21,22},
{15,16,22,23},
{15,16,23,24},
{15,16,24,25},
{15,16,25,26},
{15,16,26,27},
{15,16,27,28},
{15,16,28,29},
{15,16,29,30},
{15,16,30,31},
{15,16,31,0},
{16,17,0,1},
{16,17,1,2},
{16,17,2,3},
{16,17,3,4},
{16,17,4,5},
{16,17,5,6},
{16,17,6,7},
{16,17,7,8},
{16,17,8,9},
{16,17,9,10},
{16,17,10,11},
{16,17,11,12},
{16,17,12,13},
{16,17,13,14},
{16,17,14,15},
{16,17,18,19},
{16,17,19,20},
{16,17,20,21},
{16,17,21,22},
{16,17,22,23},
{16,17,23,24},
{16,17,24,25},
{16,17,25,26},
{16,17,26,27},
{16,17,27,28},
{16,17,28,29},
{16,17,29,30},
{16,17,30,31},
{16,17,31,0},
{17,18,0,1},
{17,18,1,2},
{17,18,2,3},
{17,18,3,4},
{17,18,4,5},
{17,18,5,6},
{17,18,6,7},
{17,18,7,8},
{17,18,8,9},
{17,18,9,10},
{17,18,10,11},
{17,18,11,12},
{17,18,12,13},
{17,18,13,14},
{17,18,14,15},
{17,18,15,16},
{17,18,19,20},
{17,18,20,21},
{17,18,21,22},
{17,18,22,23},
{17,18,23,24},
{17,18,24,25},
{17,18,25,26},
{17,18,26,27},
{17,18,27,28},
{17,18,28,29},
{17,18,29,30},
{17,18,30,31},
{17,18,31,0},
{18,19,0,1},
{18,19,1,2},
{18,19,2,3},
{18,19,3,4},
{18,19,4,5},
{18,19,5,6},
{18,19,6,7},
{18,19,7,8},
{18,19,8,9},
{18,19,9,10},
{18,19,10,11},
{18,19,11,12},
{18,19,12,13},
{18,19,13,14},
{18,19,14,15},
{18,19,15,16},
{18,19,16,17},
{18,19,20,21},
{18,19,21,22},
{18,19,22,23},
{18,19,23,24},
{18,19,24,25},
{18,19,25,26},
{18,19,26,27},
{18,19,27,28},
{18,19,28,29},
{18,19,29,30},
{18,19,30,31},
{18,19,31,0},
{19,20,0,1},
{19,20,1,2},
{19,20,2,3},
{19,20,3,4},
{19,20,4,5},
{19,20,5,6},
{19,20,6,7},
{19,20,7,8},
{19,20,8,9},
{19,20,9,10},
{19,20,10,11},
{19,20,11,12},
{19,20,12,13},
{19,20,13,14},
{19,20,14,15},
{19,20,15,16},
{19,20,16,17},
{19,20,17,18},
{19,20,21,22},
{19,20,22,23},
{19,20,23,24},
{19,20,24,25},
{19,20,25,26},
{19,20,26,27},
{19,20,27,28},
{19,20,28,29},
{19,20,29,30},
{19,20,30,31},
{19,20,31,0},
{20,21,0,1},
{20,21,1,2},
{20,21,2,3},
{20,21,3,4},
{20,21,4,5},
{20,21,5,6},
{20,21,6,7},
{20,21,7,8},
{20,21,8,9},
{20,21,9,10},
{20,21,10,11},
{20,21,11,12},
{20,21,12,13},
{20,21,13,14},
{20,21,14,15},
{20,21,15,16},
{20,21,16,17},
{20,21,17,18},
{20,21,18,19},
{20,21,22,23},
{20,21,23,24},
{20,21,24,25},
{20,21,25,26},
{20,21,26,27},
{20,21,27,28},
{20,21,28,29},
{20,21,29,30},
{20,21,30,31},
{20,21,31,0},
{21,22,0,1},
{21,22,1,2},
{21,22,2,3},
{21,22,3,4},
{21,22,4,5},
{21,22,5,6},
{21,22,6,7},
{21,22,7,8},
{21,22,8,9},
{21,22,9,10},
{21,22,10,11},
{21,22,11,12},
{21,22,12,13},
{21,22,13,14},
{21,22,14,15},
{21,22,15,16},
{21,22,16,17},
{21,22,17,18},
{21,22,18,19},
{21,22,19,20},
{21,22,23,24},
{21,22,24,25},
{21,22,25,26},
{21,22,26,27},
{21,22,27,28},
{21,22,28,29},
{21,22,29,30},
{21,22,30,31},
{21,22,31,0},
{22,23,0,1},
{22,23,1,2},
{22,23,2,3},
{22,23,3,4},
{22,23,4,5},
{22,23,5,6},
{22,23,6,7},
{22,23,7,8},
{22,23,8,9},
{22,23,9,10},
{22,23,10,11},
{22,23,11,12},
{22,23,12,13},
{22,23,13,14},
{22,23,14,15},
{22,23,15,16},
{22,23,16,17},
{22,23,17,18},
{22,23,18,19},
{22,23,19,20},
{22,23,20,21},
{22,23,24,25},
{22,23,25,26},
{22,23,26,27},
{22,23,27,28},
{22,23,28,29},
{22,23,29,30},
{22,23,30,31},
{22,23,31,0},
{23,24,0,1},
{23,24,1,2},
{23,24,2,3},
{23,24,3,4},
{23,24,4,5},
{23,24,5,6},
{23,24,6,7},
{23,24,7,8},
{23,24,8,9},
{23,24,9,10},
{23,24,10,11},
{23,24,11,12},
{23,24,12,13},
{23,24,13,14},
{23,24,14,15},
{23,24,15,16},
{23,24,16,17},
{23,24,17,18},
{23,24,18,19},
{23,24,19,20},
{23,24,20,21},
{23,24,21,22},
{23,24,25,26},
{23,24,26,27},
{23,24,27,28},
{23,24,28,29},
{23,24,29,30},
{23,24,30,31},
{23,24,31,0},
{24,25,0,1},
{24,25,1,2},
{24,25,2,3},
{24,25,3,4},
{24,25,4,5},
{24,25,5,6},
{24,25,6,7},
{24,25,7,8},
{24,25,8,9},
{24,25,9,10},
{24,25,10,11},
{24,25,11,12},
{24,25,12,13},
{24,25,13,14},
{24,25,14,15},
{24,25,15,16},
{24,25,16,17},
{24,25,17,18},
{24,25,18,19},
{24,25,19,20},
{24,25,20,21},
{24,25,21,22},
{24,25,22,23},
{24,25,26,27},
{24,25,27,28},
{24,25,28,29},
{24,25,29,30},
{24,25,30,31},
{24,25,31,0},
{25,26,0,1},
{25,26,1,2},
{25,26,2,3},
{25,26,3,4},
{25,26,4,5},
{25,26,5,6},
{25,26,6,7},
{25,26,7,8},
{25,26,8,9},
{25,26,9,10},
{25,26,10,11},
{25,26,11,12},
{25,26,12,13},
{25,26,13,14},
{25,26,14,15},
{25,26,15,16},
{25,26,16,17},
{25,26,17,18},
{25,26,18,19},
{25,26,19,20},
{25,26,20,21},
{25,26,21,22},
{25,26,22,23},
{25,26,23,24},
{25,26,27,28},
{25,26,28,29},
{25,26,29,30},
{25,26,30,31},
{25,26,31,0},
{26,27,0,1},
{26,27,1,2},
{26,27,2,3},
{26,27,3,4},
{26,27,4,5},
{26,27,5,6},
{26,27,6,7},
{26,27,7,8},
{26,27,8,9},
{26,27,9,10},
{26,27,10,11},
{26,27,11,12},
{26,27,12,13},
{26,27,13,14},
{26,27,14,15},
{26,27,15,16},
{26,27,16,17},
{26,27,17,18},
{26,27,18,19},
{26,27,19,20},
{26,27,20,21},
{26,27,21,22},
{26,27,22,23},
{26,27,23,24},
{26,27,24,25},
{26,27,28,29},
{26,27,29,30},
{26,27,30,31},
{26,27,31,0},
{27,28,0,1},
{27,28,1,2},
{27,28,2,3},
{27,28,3,4},
{27,28,4,5},
{27,28,5,6},
{27,28,6,7},
{27,28,7,8},
{27,28,8,9},
{27,28,9,10},
{27,28,10,11},
{27,28,11,12},
{27,28,12,13},
{27,28,13,14},
{27,28,14,15},
{27,28,15,16},
{27,28,16,17},
{27,28,17,18},
{27,28,18,19},
{27,28,19,20},
{27,28,20,21},
{27,28,21,22},
{27,28,22,23},
{27,28,23,24},
{27,28,24,25},
{27,28,25,26},
{27,28,29,30},
{27,28,30,31},
{27,28,31,0},
{28,29,0,1},
{28,29,1,2},
{28,29,2,3},
{28,29,3,4},
{28,29,4,5},
{28,29,5,6},
{28,29,6,7},
{28,29,7,8},
{28,29,8,9},
{28,29,9,10},
{28,29,10,11},
{28,29,11,12},
{28,29,12,13},
{28,29,13,14},
{28,29,14,15},
{28,29,15,16},
{28,29,16,17},
{28,29,17,18},
{28,29,18,19},
{28,29,19,20},
{28,29,20,21},
{28,29,21,22},
{28,29,22,23},
{28,29,23,24},
{28,29,24,25},
{28,29,25,26},
{28,29,26,27},
{28,29,30,31},
{28,29,31,0},
{29,30,0,1},
{29,30,1,2},
{29,30,2,3},
{29,30,3,4},
{29,30,4,5},
{29,30,5,6},
{29,30,6,7},
{29,30,7,8},
{29,30,8,9},
{29,30,9,10},
{29,30,10,11},
{29,30,11,12},
{29,30,12,13},
{29,30,13,14},
{29,30,14,15},
{29,30,15,16},
{29,30,16,17},
{29,30,17,18},
{29,30,18,19},
{29,30,19,20},
{29,30,20,21},
{29,30,21,22},
{29,30,22,23},
{29,30,23,24},
{29,30,24,25},
{29,30,25,26},
{29,30,26,27},
{29,30,27,28},
{29,30,31,0},
{30,31,0,1},
{30,31,1,2},
{30,31,2,3},
{30,31,3,4},
{30,31,4,5},
{30,31,5,6},
{30,31,6,7},
{30,31,7,8},
{30,31,8,9},
{30,31,9,10},
{30,31,10,11},
{30,31,11,12},
{30,31,12,13},
{30,31,13,14},
{30,31,14,15},
{30,31,15,16},
{30,31,16,17},
{30,31,17,18},
{30,31,18,19},
{30,31,19,20},
{30,31,20,21},
{30,31,21,22},
{30,31,22,23},
{30,31,23,24},
{30,31,24,25},
{30,31,25,26},
{30,31,26,27},
{30,31,27,28},
{30,31,28,29},
{31,0,1,2},
{31,0,2,3},
{31,0,3,4},
{31,0,4,5},
{31,0,5,6},
{31,0,6,7},
{31,0,7,8},
{31,0,8,9},
{31,0,9,10},
{31,0,10,11},
{31,0,11,12},
{31,0,12,13},
{31,0,13,14},
{31,0,14,15},
{31,0,15,16},
{31,0,16,17},
{31,0,17,18},
{31,0,18,19},
{31,0,19,20},
{31,0,20,21},
{31,0,21,22},
{31,0,22,23},
{31,0,23,24},
{31,0,24,25},
{31,0,25,26},
{31,0,26,27},
{31,0,27,28},
{31,0,28,29},
{31,0,29,30}             
};


// GPIO Mappings
// 
// A0, A1, A2, A3, A4, EN
//
// Send: V minus, A minus
// Receiver: V plus, A plus
// 
typedef struct {
    ADI_GPIO_PORT_TYPE Port;
    ADI_GPIO_DATA_TYPE Pins;
} PinMap;


// 
PinMap m1_configuration[5] = {
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_4},  // 4
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_3},  // 3 
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_2},  // 2
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_1},  // 1
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_0}  // 0
};

// Multiplexer A_plus 
// P1.6,P1.7,P1.8,P1.9,P1.10,P1.11
PinMap m2_configuration[5] = {
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_10},  // 4
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_9},  // 3 
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_8},  // 2
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_7},  // 1
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_6}  // 0
};


// Multiplexer V_minus 
// P1.12, P1.13, P1.14, P1.15, P3.13, P3.12 
PinMap m3_configuration[5] = {
    {ADI_GPIO_PORT_3,ADI_GPIO_PIN_13 }, // 4
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_15},  // 3 
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_14},  // 2
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_13},  // 1
    {ADI_GPIO_PORT_1,ADI_GPIO_PIN_12}   // 0  
};


// Multiplexer V_plus 
// P2.11,P2.10,P2.9,P2.8,P2.7,P2.6
PinMap m4_configuration[5] = {
    {ADI_GPIO_PORT_2,ADI_GPIO_PIN_7},  // 4
    {ADI_GPIO_PORT_2,ADI_GPIO_PIN_8},  // 3 
    {ADI_GPIO_PORT_2,ADI_GPIO_PIN_9},  // 2
    {ADI_GPIO_PORT_2,ADI_GPIO_PIN_10},  // 1
    {ADI_GPIO_PORT_2,ADI_GPIO_PIN_11}   // 0    
};


// Multiplexer ADG732 Truth Table. 
typedef const int16_t truth_logic[6];   

// A4 A3 A2 A1 A0 Switch_Condition
const truth_logic truth_table[32] = {
  {0, 0, 0, 0, 0, 0},
  {0, 0, 0, 0, 1, 1},
  {0, 0, 0, 1, 0, 2},
  {0, 0, 0, 1, 1, 3},
  {0, 0, 1, 0, 0, 4},
  {0, 0, 1, 0, 1, 5},
  {0, 0, 1, 1, 0, 6},
  {0, 0, 1, 1, 1, 7},
  {0, 1, 0, 0, 0, 8},
  {0, 1, 0, 0, 1, 9},
  {0, 1, 0, 1, 0, 10},
  {0, 1, 0, 1, 1, 11},
  {0, 1, 1, 0, 0, 12},
  {0, 1, 1, 0, 1, 13},
  {0, 1, 1, 1, 0, 14},
  {0, 1, 1, 1, 1, 15},
  {1, 0, 0, 0, 0, 16},
  {1, 0, 0, 0, 1, 17},
  {1, 0, 0, 1, 0, 18},
  {1, 0, 0, 1, 1, 19},
  {1, 0, 1, 0, 0, 20},
  {1, 0, 1, 0, 1, 21},
  {1, 0, 1, 1, 0, 22},
  {1, 0, 1, 1, 1, 23},
  {1, 1, 0, 0, 0, 24},
  {1, 1, 0, 0, 1, 25},
  {1, 1, 0, 1, 0, 26},
  {1, 1, 0, 1, 1, 27},
  {1, 1, 1, 0, 0, 28},
  {1, 1, 1, 0, 1, 29},
  {1, 1, 1, 1, 0, 30},
  {1, 1, 1, 1, 1, 31}
};



/* C++ linkage */
#ifdef __cplusplus
}
#endif

#endif /* include guard */

/*
** EOF
*/

/*@}*/