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.


#some convinient function

def make_primelist(size):
  global prime
  from math import sqrt
  _prime=[1 for i in xrange(size+1)]
  _prime[0]=0
  _prime[1]=0
  for i in xrange(size):
    if i*i>size:
      break
    if _prime[i]==0:
      continue
    for k in xrange(2*i,size+1,i):
      _prime[k]=0
  prime=_prime

choice_max=2000
dp_choice=[[None for i in xrange(choice_max+1)] for j in xrange(choice_max+1)]
def choice(n,m): #return (n+m)!/(n!m!)
  if n<0 or m<0:
    return 0
  if dp_choice[n][m]!=None:
    return dp_choice[n][m]
  if n==m==0:
    ret=1
  else:
    ret=choice(n-1,m)+choice(n,m-1)
  dp_choice[n][m]=ret
  return ret

def inverse(x,M): #1/x mod m
  x=x%M
  if x==0 or M<=0:
    raise
  a,b,c,d=1,0,0,1
  v1,v2=x,M
  while v2:
    n=v1/v2
    v1,v2=v2,v1-n*v2
    a, b, c, d = c, d, a-n*c, b-n*d
  if v1!=1:
    raise
  return a%M

def div(a,b,M):
  return a*inverse(b,M)%M

def gcd(x,y):
  while y:
    x,y=y,x%y
  return x

"""
example
choice(0,5)==1 and choice(1,4)==5 and choice(2,3)==10
make_primelist(6); prime==[0,0,1,1,0,1,0]
inverse(3,10) == 7
div(7,9,10) == 3  because 27/9==3
gcd(10,15) == 5
"""



def readints():
  return map(int,raw_input().split())

def main():
  global n,m
  n,m=readints()
  data=[raw_input().split() for j in xrange(n)]
  alldata=[d for d2 in reps(data,"J1") for d in reps(d2,"J2")]
  #print alldata
  for d in alldata:
    allplace=[(i,j) for i in xrange(n) for j in xrange(m) if okp(i,j,d)]
    for x1,y1 in allplace:
      for x2,y2 in allplace:
        if abs(x1-x2)<3 and abs(y1-y2)<3:continue
        print"Solution exists."
        joker_mes=[]
        for jk in ["J1","J2"]:
          for i in xrange(n):
            for j in xrange(m):
              if data[i][j]==jk:
                joker_mes.append((jk,d[i][j]))
        if len(joker_mes)==0:
          print"There are no jokers."
        if len(joker_mes)==1:
          jk,c=joker_mes[0]
          print "Replace %s with %s"%(jk,c)
        if len(joker_mes)==2:
          (j1,c1),(j2,c2)=joker_mes
          print "Replace J1 with %s and J2 with %s."%(c1,c2)
        mes((x1,y1),0)
        mes((x2,y2),1)
        return
  print "No solution."
  pass

def ins(x,y):
  return 0<x<n-1 and 0<y<m-1

def reps(data,s):
  rem = allcards-set(data[i][j]for i in xrange(n) for j in xrange(m))
  ret=[]
  for i in xrange(n):
    for j in xrange(m):
      if data[i][j]==s:
        for card in rem:
          ndata=deepcopy(data)
          ndata[i][j]=card
          ret.append(ndata)
        return ret
  return [data]

def mes(p,n):
  th=["first","second"][n]
  print"Put the %s square to (%s, %s)."%(th,p[0],p[1],)

def okp(x,y,dd):
  if not ins(x,y):return False
  adj=[(x+dx,y+dy) for dx in [-1,0,1] for dy in [-1,0,1]]
  return all(dd[x][y][1] == dd[nx][ny][1] for nx,ny in adj) or len(set(dd[nx][ny][0] for nx,ny in adj)) ==9


from copy import deepcopy
ranks="2 3 4 5 6 7 8 9 T J Q K A".split()
suits="C D H S".split()
allcards=set([ra+su for ra in ranks for su in suits])

if __name__=='__main__':
  main()



