7 7
6C 8C KH 8S 2H 7S JH
3H QC QD TS 4C QH J2
7C 6S 6D 8D 7D 4S JS
3S 3D 9S 3C J1 2D 7H
AH KD AS 9C 2S 5D QS
2C JD 8H 9D 4D 5H 5C
JC KC 6H TH TD KS TC
 7 7
2C 3C 4C 2D 3D 4D JC
5C 6C 7C 5D 6D 7D QC
8C 9C TC 8D J2 TD KC
2H 3H 4H J1 3S 4S AC
5H 6H 7H 5S 6S 7S KH
8H 9H TH 8S 9S TS AH
JD QD KD AD JH QH AS
 3 17
3H AS 2S 9C JH JD JC QH 2C QD JS TD 5C QS 4D 5S 8D
6C QC TC KS 6D 7D AH 7C 4C 5H KD 7S 3D 4H 8S 3S KH
J2 2H 9H AD 8C 8H 4S 9D TS 6S 7H 6H 9S AC 2D 3C J1
 7 7
2C J2 5D 3C AH 6S 8H
TD 7S QD TC AD 5C 3H
3D 4H 6C 2S AC AS 7H
JS 9H JD 6D 7C 9S KS
6H 9C QC 8S 9D 4D QS
4S 5H 5S 8D JH 8C 2D
KC 4C TS TH 3S 7D QH
 7 7
QS 5C 2H JC 6C TD 2S
JD 9D 9S 7S 3H 9H 4D
AD 5H AS JH KC 5D QH
3S 8S 8H 4H AC 6D TC
2C KH TH 3C 7C JS 8C
4C 6S QC 6H 3D 7H KD
7D AH 8D TS QD 2D 4S
 6 6
J1 2D 3D 3C QH KH
4D 5D 6D AH TS QS
7D 8D JD KS AS 9S
TD 5C QD 9H TC QC
TH AD 9C KC AC 2C
KD 4C 9D 6C 7C 8C
 7 3
3H J2 4H
5H 6H 7H
8H 9H TH
2S 3S TS
2D 3D 4D
5D 6D 7D
AD KD QD
 3 3
9C TH JS
AH J1 AD
3D 4D 9D
 3 6
2H 3H 4H 5H 2S 3S
6H 7H 8H 9H 4S 5S
TH JH QH KH 6S 7S
 17 3
TH QD TC
AD 6C TS
KS 7H KC
9H 3S 2S
4D 3D 5H
4C 4S 9S
QH 2C KH
6H 8H JH
J1 5C KD
9D J2 JS
7D 9C JD
TD QS 2D
AS 3C QC
5D 8D 8S
3H 7C 8C
5S JC 2H
4H 7S 6D
 5 5
KH J2 JH 8C 5H
7S KC AC 2S KD
7H TS 6D 5C 8H
QD 2H JC QH 3S
6H TD 4H J1 8S
 3 3
4C 2C 3H
8D 8C 5S
AC 7H QH
 3 14
KH 8H 2H 2C 5C AH 2D 5D 8D 2S 5S KC 8S 5H
QH 9H 3H 3C 6C AC 3D 6D AD 3S 6S 9S JS 6H
JH TH 4H 4C 7C TC 4D 7D AS 4S 7S KS QS 7H
 7 7
2C 3C 4C 2D 3D 4D JC
5C 6C J2 5D 6D 7D QC
8C 9C TC 8D 9D TD KC
2H 3H 4H 2S 3S 4S AC
5H 6H 7H 5S 6S 7S KH
8H 9H TH 8S 9S TS AH
JD QD KD AD JH QH AS
 7 7
2C 3C 4C 2D 3D 4D JC
5C 6C 7C 5D 6D 7D QC
8C 9C TC 8D 9D TD KC
2H 3H 4H 2S 3S 4S AC
5H 6H 7H 5S 6S 7S KH
8H 9H TH 8S 9S TS AH
JD QD KD AD JH QH AS
 13 3
TH 9H 8H
7H 6H 5H
JH 3H 4H
2C 3C 4C
AH 6C 7C
8C 9C AS
2D 3D 4D
5D 6D AD
AC 9D KD
2S 3S 4S
KS 6S 7S
8S 9S 2H
JS QS KH
 5 8
2C 2D 2S 2H 3C 3D 3S 3H
4C 4D 4S 4H 5C 5D 5S 5H
8C 9C TC JC 7D 6H 9H J1
KC QC AC AS 7S JS TH QH
6C 7C J2 JH 6S 8H KH AH
 14 3
8H 9H TH
JH QH KH
2H 3H 4H
2C 3C 4C
5C 6C 7C
AC AD TC
2D 3D 4D
5D 6D 7D
8D AH AS
2S 3S 4S
5S 6S 7S
KC 9S KD
JC QC 8S
5H 6H 7H
 9 3
8D AH TD
5D 6D 7D
AS 3D 4D
8C AD TC
5C 6C KH
2C KS 4C
2H 3H 4H
5H 6H 7H
8H 9H TH
 14 3
8H 9H TH
5H 6H 7H
2H 3H 4H
2C 3C 4C
5C AH 7C
8C 9C AC
2D 3D 4D
5D AS 7D
AD KH TD
2S 3S 4S
5S 6S KC
8S KS TS
9S 7S JS
KD QS 6C
 6 3
7C 8C 9C
TC 2C 3C
QC 5C J1
2D 3D 4D
5D J2 6D
7D AD KS
 9 3
2H 4S AC
9S 2D 2S
AD TD 7S
J1 7D TS
3H QH 6H
JH 8S 5C
TC 6C 4H
9D 5D 9H
3S J2 QD
 6 6
3D 7C 8H 2S 5H 6D
QS KH TS 4D TH AH
4H J2 JC 6S QC JS
QH 9C AS 9H AC 4C
2H 3S KC J1 AD 9D
JD 8C 5S 3H JH 7H
 4 4
7S JD 5C 3S
9H 5H AS J2
KD JS 6D 9S
2S 8D JH J1
 6 3
J2 6D 2D
5D J1 7D
8D 9D TD
5H 6C 7C
8H TS QS
KS AS 2H
 6 7
2H 2D 3H 3D J2 2S 3S
4H 4D 5H 5D 4S 5S 6S
6H 6D TH TD 7S 8S 9S
JH JD QH QD AC KC QC
AH AD TS JS JC TC 9C
KH KD QS KS 8C 7C J1
 5 8
2C 2D 2S 2H 3C 3D 3S 3H
4C 4D 4S 4H 5C 5D 5S 5H
6H 9H J2 7D JC 8C 9C TC
JS TH QH 7S AS KC QC AC
8H KH AH 6S JH 6C 7C J1
 3 3
AH 5H J2
4H 8H KC
4C 9C TH
 5 8
2C 2D 2S 2H 3C 3D 3S 3H
4C 4D 4S 4H 5C 5D 5S 5H
6H 9H J1 7D JC 8C 9C TC
JS TH QH 7S AS KC QC AC
8H KH AH 6S JH 6C 7C J2
 4 13
8D 4S QH AS 3D 8C 6H AD 7D 9S 8S KH 7S
KS 2D 2C JH AC 8H 7H 3C J2 9C TS J1 QD
6D 3H QC 4D JD TH JC TD 4H 2H TC 5H KC
5S JS KD 5D AH 5C 4C 3S 6C 9D QS 6S 2S
 3 3
AH 9D 5D
JH 3S QH
J2 2S J1
 3 3
J1 7H 8H
AH QH 9H
J2 KH 2H
 6 7
J1 2H 3H 2D TS TD TC
4H 5H 6H JH JS JD JC
7H 8H 9H KH KS KD KC
7C 8C 9C AH AS AD TH
4C 5C 6C 3S 4S 5S 6S
J2 2C 3C QH QS QD QC
 5 8
2C 2D 2S 2H 3C 3D 3S 3H
4C 4D 4S 4H 5C 5D 5S 5H
8C 9C TC JC 7D 6H 9H J2
KC QC AC AS 7S JS TH QH
6C 7C J1 JH 6S 8H KH AH
 6 7
J1 2H 3H JH JS JC JD
4H 5H 6H 6D TH TS TD
7H 8H 9H 9D QS QC QD
7C 8C 9C KH KS KC KD
4C 5C 6C AH AS AC AD
2C 3C TC QH 6S 7S 8S
 7 7
J2 3C 4C 2D 3D 4D JC
5C 6C 7C 5D 6D 7D QC
8C 9C TC 8D 9D TD KC
2H 3H 4H 2S 3S 4S AC
5H 6H 7H 5S 6S 7S KH
8H 9H TH 8S 9S TS AH
JD QD KD AD JH QH J1
 7 7
4C 5S 6C 3H QD 8D 5C
7C 4D KC 2C 4S TH 2D
5H QS 9D 6S 2H 8H AC
J1 JC 3D TD J2 8C 7H
3C 5D 9S JD 8S 6D 9C
3S 7D AS KD KS KH AH
QH AD QC TC 2S JH TS
 5 5
2H 2S 2D 3D 4D
3H 3S 5D 6D 7D
2C 3C J2 8D 9D
4C 5C 6C 9H 9S
7C 8C 9C 8H 8S
 3 9
TH 2C AC 5H AH 5D 2D 3S TC
JD QC J1 2H 6C 9D 5S 2S 6S
8D KD J2 3D AS KC TS JC 5C
 13 4
AH TC J2 4D
QD 4S 3C KS
6S 8S 5S 9H
2D JS 7H JD
KD QS JC 6C
AD 3S 8C 7D
AS 2S 9C KC
3D J1 9D 8D
4H 7C TH 4C
9S QC QH 2C
2H 6H KH TD
3H 8H 5C TS
AC 5D 5H JH
 7 7
2C 3C 4C 2D 3D 4D JC
5C 6C 7C 5D 6D 7D QC
8C 9C TC 8D 9D TD KC
2H 3H J1 2S 3S 4S AC
5H 6H 7H 5S 6S 7S KH
8H 9H TH 8S 9S TS AH
JD QD KD AD JH QH AS
 7 7
3C 7S 2C AS 4S AC TS
KC 5H 4C 3S JC QS 9H
J1 JS 6H 3D KH 8D 2S
7H 2D 2H 3H 5S 5D 9C
6S TD KD 4H 7C QC 8C
9D TH 9S 5C QH AD 4D
8S JD 8H JH AH QD 6D
 6 7
2H 2D 3H 3D J1 2S 3S
4H 4D 5H 5D 4S 5S 6S
6H 6D TH TD 7S 8S 9S
JH JD QH QD AC KC QC
AH AD TS JS JC TC 9C
KH KD QS KS 8C 7C J2
 6 7
J2 2H 3H JH JS JC JD
4H 5H 6H 6D TH TS TD
7H 8H 9H 9D QS QC QD
7C 8C 9C KH KS KC KD
4C 5C 6C AH AS AC AD
2C 3C TC QH 6S 7S 8S

No solution.
 Solution exists.
Replace J1 with 2S and J2 with 9D.
Put the first square to (1, 1).
Put the second square to (1, 4).
 Solution exists.
Replace J1 with 5D and J2 with TH.
Put the first square to (1, 9).
Put the second square to (1, 12).
 No solution.
 Solution exists.
There are no jokers.
Put the first square to (1, 5).
Put the second square to (5, 1).
 No solution.
 Solution exists.
Replace J2 with 2C.
Put the first square to (1, 1).
Put the second square to (5, 1).
 No solution.
 No solution.
 No solution.
 No solution.
 No solution.
 No solution.
 Solution exists.
Replace J2 with 7C.
Put the first square to (1, 1).
Put the second square to (1, 4).
 Solution exists.
There are no jokers.
Put the first square to (1, 1).
Put the second square to (1, 4).
 No solution.
 Solution exists.
Replace J1 with 7H and J2 with JD.
Put the first square to (3, 1).
Put the second square to (3, 6).
 No solution.
 No solution.
 No solution.
 Solution exists.
Replace J1 with 4C and J2 with 8D.
Put the first square to (1, 1).
Put the second square to (4, 1).
 No solution.
 Solution exists.
Replace J1 with 2C and J2 with 2D.
Put the first square to (1, 1).
Put the second square to (4, 1).
 No solution.
 Solution exists.
Replace J1 with 3C and J2 with 4C.
Put the first square to (1, 1).
Put the second square to (4, 1).
 Solution exists.
Replace J1 with 2C and J2 with AS.
Put the first square to (1, 5).
Put the second square to (4, 5).
 Solution exists.
Replace J1 with JD and J2 with 7H.
Put the first square to (3, 1).
Put the second square to (3, 6).
 No solution.
 Solution exists.
Replace J1 with 7H and J2 with JD.
Put the first square to (3, 1).
Put the second square to (3, 6).
 No solution.
 No solution.
 No solution.
 No solution.
 Solution exists.
Replace J1 with JD and J2 with 7H.
Put the first square to (3, 1).
Put the second square to (3, 6).
 No solution.
 Solution exists.
Replace J1 with 2C and J2 with JS.
Put the first square to (1, 1).
Put the second square to (1, 4).
 No solution.
 No solution.
 No solution.
 Solution exists.
Replace J1 with 6D and J2 with 7S.
Put the first square to (1, 1).
Put the second square to (5, 2).
 Solution exists.
Replace J1 with 4H.
Put the first square to (1, 1).
Put the second square to (1, 4).
 Solution exists.
Replace J1 with 6C.
Put the first square to (1, 5).
Put the second square to (5, 3).
 Solution exists.
Replace J1 with AS and J2 with 2C.
Put the first square to (1, 5).
Put the second square to (4, 5).
 No solution.

#include <bits/stdc++.h>
using namespace std;
const int INF = 2e9;
const long long LINF = 2e16;
const int magic = 348;
const int MOD = 998244353;
const double eps = 1e-10;
const double pi = acos(-1);
inline int getint() {
  bool f;
  char ch;
  int res;
  while (!isdigit(ch = getchar()) && ch != '-') {
  }
  if (ch == '-')
    f = false, res = 0;
  else
    f = true, res = ch - '0';
  while (isdigit(ch = getchar())) res = res * 10 + ch - '0';
  return f ? res : -res;
}
inline char Getchar() {
  bool f;
  char ch;
  while (!(isalpha(ch = getchar()) || isdigit(ch))) {
  }
  return ch;
}
bool exist[148];
int n, m;
int table[148], ntable[48], stable[48];
struct node {
  char num, suit;
  node() {}
  inline node(char nu, char su) {
    num = nu;
    suit = su;
  }
  inline void input() {
    num = Getchar();
    suit = Getchar();
  }
  inline void print() { cout << num << suit; }
} a[20][20];
inline int getind(node cur) {
  return (table[cur.suit] - 1) * 13 + table[cur.num];
}
inline node getcard(int ind) {
  int su = (ind - 1) / 13 + 1, nu = ind - (su - 1) * 13;
  return node(ntable[nu], stable[su]);
}
inline void init_table() {
  table['A'] = 1;
  for (register int i = 2; i <= 9; i++) table['0' + i] = i;
  table['T'] = 10;
  table['J'] = 11;
  table['Q'] = 12;
  table['K'] = 13;
  table['C'] = 1;
  table['D'] = 2;
  table['H'] = 3;
  table['S'] = 4;
  ntable[1] = 'A';
  for (register int i = 2; i <= 9; i++) ntable[i] = '0' + i;
  ntable[10] = 'T';
  ntable[11] = 'J';
  ntable[12] = 'Q';
  ntable[13] = 'K';
  stable[1] = 'C';
  stable[2] = 'D';
  stable[3] = 'H';
  stable[4] = 'S';
}
pair<int, int> jpos[5];
int cnt;
int type[5];
pair<int, int> b[148];
int tot;
inline bool check(int sx, int sy) {
  int i, j;
  bool f = true;
  for (i = sx; i <= sx + 2; i++) {
    for (j = sy; j <= sy + 2; j++)
      if (a[i][j].suit != a[sx][sy].suit) {
        f = false;
        break;
      }
    if (!f) break;
  }
  if (f) return true;
  int vs[14];
  memset(vs, 0, sizeof(vs));
  for (i = sx; i <= sx + 2; i++)
    for (j = sy; j <= sy + 2; j++) vs[table[a[i][j].num]]++;
  for (i = 1; i <= 13; i++)
    if (vs[i] > 1) return false;
  return true;
}
inline bool overlapping(pair<int, int> pt1, pair<int, int> pt2) {
  if (pt1.first > pt2.first) swap(pt1, pt2);
  if (pt1.first <= pt2.first && pt2.first <= pt1.first + 2 &&
      pt1.second <= pt2.second && pt2.second <= pt1.second + 2)
    return true;
  else
    return false;
}
int main() {
  init_table();
  int i, j;
  n = getint();
  m = getint();
  cnt = 0;
  for (i = 1; i <= n; i++)
    for (j = 1; j <= m; j++) {
      a[i][j].input();
      if (isdigit(a[i][j].suit))
        jpos[++cnt] = make_pair(i, j), type[cnt] = a[i][j].suit - '0';
      else
        exist[getind(a[i][j])] = true;
    }
  if (cnt == 2 && a[jpos[1].first][jpos[1].second].suit == '2')
    swap(jpos[1], jpos[2]);
  if (!cnt) {
    for (i = 1; i <= n - 2; i++)
      for (j = 1; j <= m - 2; j++)
        if (check(i, j)) b[++tot] = make_pair(i, j);
    int ans1 = 0, ans2 = 0;
    for (i = 1; i <= tot - 1; i++) {
      for (j = i + 1; j <= tot; j++)
        if (!overlapping(b[i], b[j])) {
          ans1 = i;
          ans2 = j;
          break;
        }
      if (ans1) break;
    }
    if (!ans1)
      puts("No solution.");
    else {
      puts("Solution exists.");
      puts("There are no jokers.");
      printf("Put the first square to (%d, %d).\n", b[ans1].first,
             b[ans1].second);
      printf("Put the second square to (%d, %d).\n", b[ans2].first,
             b[ans2].second);
    }
    return 0;
  }
  if (cnt == 1) {
    for (register int r = 1; r <= 52; r++)
      if (!exist[r]) {
        a[jpos[1].first][jpos[1].second] = getcard(r);
        tot = 0;
        for (i = 1; i <= n - 2; i++)
          for (j = 1; j <= m - 2; j++)
            if (check(i, j)) b[++tot] = make_pair(i, j);
        int ans1 = 0, ans2 = 0;
        for (i = 1; i <= tot - 1; i++) {
          for (j = i + 1; j <= tot; j++)
            if (!overlapping(b[i], b[j])) {
              ans1 = i;
              ans2 = j;
              break;
            }
          if (ans1) break;
        }
        if (!ans1)
          continue;
        else {
          puts("Solution exists.");
          printf("Replace J%d with ", type[1]);
          getcard(r).print();
          puts(".");
          printf("Put the first square to (%d, %d).\n", b[ans1].first,
                 b[ans1].second);
          printf("Put the second square to (%d, %d).\n", b[ans2].first,
                 b[ans2].second);
          return 0;
        }
      }
    puts("No solution.");
    return 0;
  }
  for (register int r1 = 1; r1 <= 52; r1++)
    if (!exist[r1])
      for (register int r2 = 1; r2 <= 52; r2++)
        if (r1 != r2 && !exist[r2]) {
          a[jpos[1].first][jpos[1].second] = getcard(r1);
          a[jpos[2].first][jpos[2].second] = getcard(r2);
          tot = 0;
          for (i = 1; i <= n - 2; i++)
            for (j = 1; j <= m - 2; j++)
              if (check(i, j)) b[++tot] = make_pair(i, j);
          int ans1 = 0, ans2 = 0;
          for (i = 1; i <= tot - 1; i++) {
            for (j = i + 1; j <= tot; j++)
              if (!overlapping(b[i], b[j])) {
                ans1 = i;
                ans2 = j;
                break;
              }
            if (ans1) break;
          }
          if (!ans1)
            continue;
          else {
            puts("Solution exists.");
            printf("Replace J1 with ");
            getcard(r1).print();
            printf("and J2 with ");
            getcard(r2).print();
            puts(".");
            printf("Put the first square to (%d, %d).\n", b[ans1].first,
                   b[ans1].second);
            printf("Put the second square to (%d, %d).\n", b[ans2].first,
                   b[ans2].second);
            return 0;
          }
        }
  puts("No solution.");
  return 0;
}
