This file contains (9; 1; 3, 3) BTDs with hole of size 3 of
different types. The elements in the hole are 1, 2 and 3.
<p>
{2,5,7},
{4,5,8},
{1,4,8},
{1,5,8},
{1,4,6},
{2,4,7},
{1,5,7},
{6,6,8},
{1,5,6},
{3,5,8},
{7,9,9},
{2,7,8},
{5,5,9},
{2,5,6},
{3,6,9},
{2,6,9},
{2,6,8},
{3,5,9},
{1,4,7},
{5,6,7},
{3,4,8},
{2,4,9},
{1,8,9},
{3,4,6},
{2,4,5},
{1,6,9},
{3,4,5},
{3,7,7},
{3,8,9},
{2,8,9},
{1,7,9},
{3,6,7},
{4,6,7},
{4,4,9},
{7,8,8},
<p>
(c2,c3)=(0,0)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,9},
{1,5,6},
{1,6,7},
{2,4,7},
{1,7,9},
{1,8,9},
{2,4,5},
{3,5,8},
{2,9,9},
{2,5,6},
{2,5,7},
{2,4,6},
{2,8,9},
{5,6,9},
{3,4,7},
{3,4,8},
{3,5,9},
{3,5,7},
{2,8,8},
{3,6,7},
{3,8,9},
{4,4,8},
{4,7,9},
{5,5,8},
{5,7,9},
{6,6,8},
{7,7,8},
{1,7,8},
{4,6,9},
{3,6,9},
{1,6,8},
{2,6,7},
{3,4,6},
<p>
(c2,c3)=(1,0)<p>*****************<p>

{2,4,9},
{1,4,6},
{1,7,8},
{2,5,5},
{1,5,8},
{3,9,9},
{2,7,9},
{1,5,9},
{6,7,9},
{1,5,6},
{3,4,8},
{1,7,9},
{2,4,4},
{6,6,9},
{1,4,9},
{3,8,9},
{2,7,8},
{3,7,7},
{4,5,9},
{2,5,6},
{3,4,6},
{3,4,6},
{1,4,8},
{2,6,7},
{2,8,9},
{4,5,7},
{4,5,7},
{3,5,7},
{6,8,8},
{3,5,8},
{4,7,8},
{5,8,9},
{2,6,8},
{3,5,6},
{1,6,7},
<p>
(c2,c3)=(2,0)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{1,4,9},
{2,4,5},
{2,4,6},
{2,4,7},
{5,6,9},
{2,5,7},
{2,6,7},
{6,6,8},
{3,6,9},
{2,5,6},
{2,8,9},
{3,6,8},
{3,5,7},
{2,8,8},
{3,5,8},
{3,7,9},
{4,4,8},
{4,6,9},
{4,7,9},
{5,5,8},
{1,5,6},
{2,9,9},
{3,4,8},
{3,4,6},
{1,7,8},
{7,7,8},
{3,4,7},
{3,5,9},
{5,7,9},
<p>
(c2,c3)=(3,0)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{2,4,6},
{2,4,6},
{3,4,9},
{2,5,9},
{2,5,8},
{1,4,9},
{2,7,8},
{2,5,7},
{3,6,9},
{3,4,8},
{7,7,9},
{5,5,8},
{3,5,7},
{3,6,7},
{4,4,8},
{1,7,8},
{3,4,7},
{1,5,6},
{2,4,7},
{6,6,8},
{3,8,8},
{4,5,7},
{2,9,9},
{3,5,6},
{3,5,9},
{4,6,9},
{2,6,8},
{5,6,9},
{7,8,9},
<p>
(c2,c3)=(4,0)<p>*****************<p>

{4,5,5},
{2,5,8},
{2,6,8},
{4,6,9},
{4,6,9},
{3,5,9},
{3,6,6},
{2,5,9},
{5,6,8},
{5,6,8},
{1,4,7},
{2,4,7},
{3,7,8},
{3,5,7},
{3,5,7},
{1,5,7},
{7,8,9},
{1,8,9},
{1,4,8},
{1,4,8},
{2,6,7},
{2,6,7},
{1,6,7},
{1,5,9},
{1,5,6},
{7,7,9},
{2,8,9},
{3,8,8},
{2,4,9},
{3,4,6},
{3,4,4},
{2,4,5},
{4,7,8},
{1,6,9},
{3,9,9},
<p>
(c2,c3)=(5,0)<p>*****************<p>

{5,5,9},
{6,7,8},
{6,8,8},
{3,4,5},
{3,4,5},
{2,5,6},
{2,5,6},
{1,6,9},
{1,6,9},
{1,4,8},
{4,7,9},
{4,7,9},
{2,8,9},
{1,4,4},
{3,6,9},
{1,5,6},
{1,7,9},
{2,4,8},
{2,4,8},
{3,6,7},
{3,6,7},
{2,7,7},
{1,7,8},
{1,5,8},
{4,5,7},
{1,5,7},
{2,4,6},
{2,5,7},
{3,5,8},
{3,7,8},
{3,8,9},
{4,6,6},
{2,9,9},
{3,4,9},
{5,8,9},
<p>
(c2,c3)=(6,0)<p>*****************<p>

{1,4,5},
{1,4,5},
{3,5,6},
{4,7,9},
{5,6,8},
{2,5,7},
{2,5,7},
{3,4,7},
{3,4,7},
{3,5,9},
{3,5,9},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{3,6,8},
{4,4,9},
{2,4,5},
{3,7,8},
{5,7,9},
{1,5,6},
{6,6,9},
{2,4,6},
{2,4,6},
{7,7,8},
{2,8,8},
{2,9,9},
{2,8,9},
{3,4,8},
{3,6,9},
{4,6,8},
{1,4,8},
{5,5,8},
{2,6,7},
{1,7,9},
<p>
(c2,c3)=(7,0)<p>*****************<p>

{2,4,4},
{6,7,9},
{6,7,9},
{3,4,6},
{3,4,6},
{5,5,6},
{4,5,8},
{4,5,8},
{2,7,7},
{1,6,6},
{2,6,8},
{2,6,8},
{1,5,7},
{1,5,7},
{3,5,9},
{3,5,9},
{1,4,9},
{1,4,9},
{3,7,8},
{3,7,8},
{1,8,8},
{1,4,5},
{1,6,7},
{1,8,9},
{2,4,6},
{2,5,7},
{2,5,8},
{2,5,9},
{3,4,7},
{3,5,6},
{3,8,9},
{4,7,8},
{4,7,9},
{6,8,9},
{2,9,9},
<p>
(c2,c3)=(8,0)<p>*****************<p>

{1,6,9},
{1,6,9},
{2,4,9},
{6,7,7},
{2,7,9},
{2,7,9},
{1,4,8},
{1,4,8},
{6,6,8},
{1,5,7},
{1,5,7},
{2,5,8},
{2,5,8},
{3,8,9},
{3,8,9},
{5,5,9},
{4,4,5},
{3,5,6},
{3,5,6},
{3,4,7},
{3,4,7},
{5,8,9},
{4,6,7},
{1,4,5},
{1,7,9},
{2,4,6},
{2,4,6},
{1,6,8},
{2,5,6},
{2,7,8},
{3,4,8},
{3,5,7},
{3,6,9},
{7,8,8},
{4,9,9},
<p>
(c2,c3)=(9,0)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{3,4,6},
{2,6,7},
{1,6,8},
{1,6,9},
{3,5,7},
{2,8,9},
{3,5,8},
{3,4,7},
{1,8,9},
{2,4,7},
{1,7,9},
{4,7,9},
{2,4,9},
{2,4,8},
{5,5,6},
{1,7,8},
{2,5,9},
{2,5,8},
{1,6,7},
{7,7,8},
{5,7,9},
{3,8,9},
{3,4,9},
{2,5,7},
{5,6,8},
{4,4,6},
{3,5,9},
{3,6,8},
{3,6,7},
{4,8,8},
{2,6,6},
{6,9,9},
<p>
(c2,c3)=(0,1)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{2,4,9},
{2,4,7},
{2,5,6},
{4,7,9},
{3,4,6},
{2,4,8},
{3,4,7},
{2,9,9},
{1,7,7},
{1,8,9},
{1,8,9},
{4,4,8},
{3,7,9},
{7,8,9},
{3,5,8},
{4,6,6},
{5,5,9},
{2,5,7},
{2,5,8},
{2,6,7},
{3,4,9},
{1,6,9},
{1,6,8},
{2,6,8},
{3,5,6},
{6,7,8},
{5,7,8},
{1,6,7},
{5,6,9},
{3,6,9},
{3,5,7},
{3,8,8},
<p>
(c2,c3)=(1,1)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{2,9,9},
{4,6,9},
{1,8,9},
{2,7,8},
{1,6,9},
{1,6,7},
{2,8,8},
{2,5,7},
{5,6,7},
{3,5,8},
{3,5,9},
{3,5,9},
{2,4,4},
{2,5,6},
{2,5,6},
{5,5,8},
{1,6,8},
{3,6,6},
{5,7,9},
{1,7,9},
{2,6,7},
{3,4,7},
{3,7,7},
{3,8,9},
{3,4,8},
{3,4,6},
{4,6,8},
{4,7,8},
{4,7,9},
{2,4,9},
{6,8,9},
{1,7,8},
<p>
(c2,c3)=(2,1)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{4,8,8},
{1,9,9},
{1,7,8},
{1,7,8},
{5,5,9},
{2,8,9},
{4,4,6},
{3,6,8},
{2,6,8},
{2,4,6},
{3,5,6},
{6,7,9},
{6,7,9},
{1,8,9},
{2,5,6},
{3,5,9},
{3,4,9},
{3,4,7},
{3,4,7},
{2,5,7},
{3,6,9},
{5,7,7},
{1,6,7},
{4,8,9},
{2,4,9},
{2,4,7},
{3,7,8},
{2,7,9},
{2,5,8},
{3,5,8},
{5,6,8},
{1,6,6},
<p>
(c2,c3)=(3,1)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{3,6,7},
{6,8,9},
{3,4,8},
{4,7,9},
{3,4,9},
{3,4,9},
{5,7,8},
{5,7,8},
{2,6,8},
{5,6,9},
{1,8,8},
{2,7,9},
{2,7,9},
{1,8,9},
{2,6,9},
{1,9,9},
{3,5,7},
{2,4,7},
{1,6,6},
{2,5,5},
{2,4,8},
{2,4,8},
{3,7,8},
{4,4,6},
{4,6,7},
{1,6,7},
{2,5,6},
{3,5,6},
{3,5,9},
{3,6,8},
{5,8,9},
{1,7,7},
<p>
(c2,c3)=(4,1)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{2,4,9},
{2,6,7},
{3,4,7},
{3,4,7},
{1,8,9},
{2,5,8},
{2,5,8},
{4,9,9},
{4,4,8},
{3,6,8},
{1,6,9},
{5,6,7},
{1,7,7},
{3,4,6},
{3,5,9},
{2,4,8},
{3,5,6},
{1,6,8},
{1,6,8},
{3,5,7},
{2,7,9},
{2,7,9},
{2,5,6},
{4,6,7},
{3,8,9},
{3,8,9},
{2,4,6},
{5,5,9},
{5,7,8},
{6,6,9},
{1,7,9},
{7,8,8},
<p>
(c2,c3)=(5,1)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,8,9},
{1,8,9},
{1,6,6},
{3,4,8},
{3,8,8},
{2,6,9},
{2,6,9},
{6,7,8},
{6,7,8},
{5,7,9},
{3,5,9},
{3,5,9},
{2,4,8},
{1,7,7},
{2,5,8},
{2,5,8},
{2,4,7},
{2,4,7},
{5,5,7},
{3,6,7},
{3,7,9},
{4,4,6},
{2,7,9},
{3,4,6},
{3,5,6},
{1,6,9},
{4,8,9},
{1,7,8},
{4,9,9},
{3,4,7},
{2,5,6},
{5,6,8},
<p>
(c2,c3)=(6,1)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{3,8,9},
{3,8,9},
{5,7,8},
{5,7,8},
{4,6,7},
{2,7,9},
{3,4,6},
{3,4,6},
{1,7,9},
{1,7,9},
{2,4,7},
{2,4,7},
{4,8,9},
{2,4,8},
{1,6,6},
{2,6,8},
{2,6,8},
{2,5,9},
{2,5,9},
{3,5,9},
{3,4,8},
{1,6,9},
{3,5,5},
{5,6,8},
{2,5,6},
{3,7,7},
{1,7,8},
{3,6,7},
{5,6,7},
{1,8,8},
{4,4,9},
{6,9,9},
<p>
(c2,c3)=(7,1)<p>*****************<p>

{2,8,9},
{2,8,9},
{1,4,8},
{1,4,8},
{3,7,8},
{3,7,8},
{2,4,7},
{2,4,7},
{1,5,7},
{1,5,7},
{1,5,7},
{7,7,9},
{2,5,6},
{2,5,6},
{1,6,9},
{1,6,9},
{3,4,6},
{3,4,6},
{3,5,9},
{3,5,9},
{5,5,8},
{6,6,7},
{4,4,5},
{2,5,8},
{2,4,6},
{2,7,9},
{3,4,5},
{3,6,7},
{3,8,9},
{4,7,8},
{1,4,9},
{5,6,9},
{1,6,8},
{6,8,8},
{4,9,9},
<p>
(c2,c3)=(8,1)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{2,4,7},
{2,6,8},
{3,8,9},
{5,5,9},
{4,7,9},
{2,5,6},
{2,4,8},
{3,4,6},
{4,4,9},
{3,5,6},
{3,7,9},
{2,5,7},
{3,4,7},
{4,6,8},
{3,5,7},
{3,4,8},
{6,6,9},
{1,8,9},
{2,7,9},
{7,7,8},
{3,5,8},
{2,8,9},
{2,4,6},
{1,8,8},
{1,9,9},
{5,7,8},
{2,5,9},
{3,6,9},
{5,6,8},
<p>
(c2,c3)=(0,2)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{5,6,9},
{3,4,8},
{4,6,8},
{2,4,9},
{3,7,8},
{1,8,8},
{3,4,9},
{2,4,6},
{3,5,9},
{2,6,9},
{2,7,9},
{2,5,8},
{2,5,8},
{1,8,9},
{2,5,6},
{2,4,7},
{3,7,7},
{1,9,9},
{3,6,9},
{6,6,8},
{3,5,8},
{3,4,6},
{5,5,7},
{2,7,8},
{3,5,6},
{4,4,7},
{4,8,9},
{5,7,9},
{7,8,9},
<p>
(c2,c3)=(1,2)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{2,5,6},
{3,5,6},
{5,5,7},
{3,4,4},
{3,6,8},
{3,6,8},
{1,6,7},
{1,6,7},
{1,6,7},
{3,7,9},
{4,6,6},
{2,4,7},
{5,6,9},
{2,6,8},
{2,4,8},
{4,7,8},
{4,7,8},
{2,7,9},
{2,5,8},
{7,8,9},
{5,8,9},
{4,6,9},
{3,4,9},
{1,8,9},
{1,8,8},
{3,7,7},
{2,4,9},
{1,9,9},
{3,5,8},
{2,5,7},
{2,6,9},
{3,5,9},
<p>
(c2,c3)=(2,2)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{3,5,8},
{2,7,8},
{5,7,9},
{5,6,8},
{5,6,8},
{3,6,9},
{1,9,9},
{2,5,7},
{2,6,6},
{4,7,9},
{2,4,8},
{1,8,8},
{2,4,9},
{3,7,8},
{3,7,8},
{5,6,9},
{3,4,6},
{3,4,6},
{6,8,9},
{2,7,9},
{2,4,6},
{1,8,9},
{3,5,7},
{4,4,8},
{2,5,5},
{3,5,9},
{2,8,9},
{3,4,9},
{4,7,7},
<p>
(c2,c3)=(3,2)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{2,4,9},
{5,7,9},
{2,5,7},
{2,5,7},
{1,9,9},
{3,4,7},
{3,5,6},
{2,4,6},
{1,8,9},
{3,4,9},
{3,4,9},
{2,7,9},
{3,7,7},
{3,5,8},
{3,5,8},
{6,6,9},
{1,8,8},
{2,4,8},
{4,7,8},
{4,7,8},
{2,6,8},
{3,6,9},
{2,8,9},
{7,8,9},
{5,5,9},
{5,6,8},
{2,5,6},
{3,6,8},
{4,4,6},
<p>
(c2,c3)=(4,2)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{1,8,8},
{3,6,9},
{3,6,9},
{2,4,8},
{2,4,8},
{3,5,7},
{4,7,9},
{4,7,9},
{4,6,6},
{1,9,9},
{2,6,8},
{3,4,4},
{2,5,7},
{2,5,7},
{5,6,8},
{5,6,8},
{4,8,9},
{7,7,8},
{2,5,9},
{2,4,6},
{2,6,9},
{2,7,9},
{3,4,7},
{3,5,6},
{3,5,8},
{3,7,8},
{3,8,9},
{5,5,9},
{1,8,9},
<p>
(c2,c3)=(5,2)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{3,5,6},
{3,5,6},
{2,4,7},
{1,9,9},
{4,6,6},
{2,6,9},
{2,6,9},
{5,7,8},
{2,4,8},
{2,4,8},
{3,7,8},
{3,7,8},
{1,6,7},
{1,6,7},
{1,6,7},
{2,5,5},
{3,5,8},
{3,4,6},
{3,7,9},
{4,4,7},
{3,4,9},
{3,4,9},
{4,8,9},
{2,5,9},
{5,6,8},
{5,7,9},
{5,7,9},
{2,6,8},
{6,8,9},
{1,8,8},
{1,8,9},
{2,7,7},
<p>
(c2,c3)=(6,2)<p>*****************<p>

{1,4,7},
{1,4,7},
{1,4,7},
{6,6,7},
{3,5,9},
{3,5,9},
{2,7,9},
{2,7,9},
{1,5,8},
{1,5,8},
{4,4,8},
{8,8,9},
{4,9,9},
{1,6,9},
{1,6,9},
{2,4,5},
{2,4,5},
{2,4,5},
{2,6,8},
{2,6,8},
{3,4,6},
{3,4,6},
{3,7,8},
{3,7,8},
{3,5,6},
{3,7,9},
{3,4,8},
{4,6,9},
{5,5,6},
{5,7,8},
{1,5,9},
{2,6,7},
{1,6,8},
{5,7,7},
{2,8,9},
<p>
(c2,c3)=(7,2)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{1,8,9},
{2,4,6},
{2,4,7},
{4,6,8},
{3,5,7},
{3,5,8},
{2,5,9},
{3,4,6},
{3,7,9},
{2,5,7},
{3,4,7},
{4,7,9},
{3,5,6},
{2,4,8},
{3,6,8},
{7,7,8},
{3,9,9},
{4,4,9},
{2,5,6},
{2,8,8},
{5,7,8},
{2,6,9},
{2,7,9},
{6,6,9},
{3,4,8},
{5,5,9},
{5,6,8},
<p>
(c2,c3)=(0,3)<p>*****************<p>

{5,6,8},
{1,6,7},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{1,8,9},
{1,4,5},
{1,4,5},
{1,4,5},
{5,5,7},
{2,7,7},
{3,7,9},
{2,5,6},
{2,8,8},
{3,5,8},
{3,4,7},
{2,4,4},
{3,4,9},
{2,5,8},
{3,5,6},
{4,6,8},
{3,5,9},
{4,7,8},
{4,7,8},
{3,6,8},
{2,7,9},
{2,6,9},
{2,4,6},
{2,5,9},
{3,4,6},
{6,6,9},
{3,7,8},
{5,7,9},
{4,9,9},
<p>
(c2,c3)=(1,3)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{1,8,9},
{2,5,7},
{2,4,7},
{5,9,9},
{3,4,7},
{2,5,6},
{2,5,6},
{2,7,9},
{2,4,8},
{3,6,8},
{4,7,9},
{3,5,6},
{4,6,9},
{3,5,7},
{7,7,8},
{5,5,8},
{3,4,8},
{3,4,8},
{2,6,9},
{4,4,6},
{2,4,9},
{3,6,9},
{3,5,9},
{3,7,9},
{5,7,8},
{6,6,8},
{2,8,8},
<p>
(c2,c3)=(2,3)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{1,8,9},
{5,9,9},
{4,8,8},
{3,4,6},
{3,7,9},
{2,4,9},
{2,4,9},
{2,4,6},
{3,5,8},
{3,5,8},
{3,6,9},
{5,5,7},
{3,4,7},
{2,5,6},
{4,6,8},
{2,6,9},
{2,7,8},
{2,7,8},
{3,4,9},
{6,6,8},
{3,7,8},
{3,5,6},
{2,5,7},
{5,6,9},
{2,5,8},
{4,4,7},
{7,7,9},
<p>
(c2,c3)=(3,3)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{1,8,9},
{5,6,9},
{2,5,7},
{2,5,7},
{5,6,6},
{2,4,6},
{2,4,6},
{7,9,9},
{3,6,9},
{2,7,9},
{4,4,9},
{3,4,9},
{2,6,9},
{2,5,9},
{2,8,8},
{7,7,8},
{5,5,8},
{3,4,7},
{3,4,7},
{3,6,8},
{3,6,8},
{3,5,7},
{3,5,8},
{3,5,9},
{4,6,8},
{4,7,8},
{2,4,8},
<p>
(c2,c3)=(4,3)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{1,8,9},
{4,4,7},
{5,7,8},
{3,6,9},
{2,4,6},
{2,4,6},
{3,5,7},
{3,6,8},
{6,6,8},
{4,8,8},
{3,5,8},
{3,5,8},
{2,5,6},
{3,4,9},
{3,4,9},
{5,6,9},
{5,6,9},
{2,7,8},
{2,7,8},
{2,7,9},
{3,4,6},
{4,7,9},
{2,4,8},
{2,5,5},
{5,7,9},
{3,7,7},
{2,9,9},
<p>
(c2,c3)=(5,3)<p>*****************<p>

{1,5,7},
{1,5,7},
{1,5,7},
{6,9,9},
{1,4,6},
{1,4,6},
{3,4,6},
{2,6,8},
{2,6,8},
{1,8,9},
{1,8,9},
{3,4,8},
{3,4,8},
{3,6,7},
{3,6,7},
{2,4,5},
{2,4,5},
{2,4,5},
{3,5,9},
{3,5,9},
{3,5,9},
{2,7,9},
{2,7,9},
{7,8,8},
{2,8,9},
{5,6,6},
{5,5,8},
{3,7,8},
{4,4,9},
{4,7,9},
{2,6,7},
{1,4,8},
{4,7,7},
{1,6,9},
{5,6,8},
<p>
(c2,c3)=(6,3)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{1,8,9},
{2,4,6},
{2,4,6},
{2,4,6},
{2,5,9},
{3,4,8},
{3,4,8},
{2,7,7},
{5,7,9},
{3,5,6},
{3,7,9},
{6,6,9},
{2,8,8},
{4,4,9},
{2,9,9},
{4,7,9},
{5,7,8},
{5,6,8},
{5,6,8},
{3,6,8},
{3,6,9},
{2,7,8},
{3,5,9},
{4,7,8},
{3,4,7},
{3,5,7},
{2,5,5},
<p>
(c2,c3)=(2,4)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{1,8,9},
{4,7,9},
{3,7,8},
{2,4,6},
{2,4,6},
{2,4,6},
{5,5,7},
{4,4,8},
{2,5,8},
{2,7,7},
{2,7,9},
{3,5,6},
{3,5,6},
{2,5,9},
{2,5,9},
{2,8,8},
{6,6,8},
{3,7,9},
{3,4,9},
{3,4,9},
{6,9,9},
{3,4,7},
{3,5,8},
{3,6,8},
{4,7,8},
{5,6,9},
{5,7,8},
<p>
(c2,c3)=(3,4)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,7},
{1,6,7},
{1,6,7},
{1,8,9},
{1,8,9},
{1,8,9},
{2,4,6},
{2,4,6},
{2,4,6},
{5,5,6},
{2,5,9},
{2,5,9},
{5,7,9},
{3,4,7},
{3,4,7},
{2,7,8},
{2,7,8},
{3,5,8},
{3,5,8},
{6,6,9},
{2,5,8},
{3,6,8},
{3,7,9},
{3,5,6},
{4,9,9},
{4,7,8},
{2,7,9},
{3,4,9},
{3,6,9},
{4,4,8},
{5,7,7},
{6,8,8},
<p>
(c2,c3)=(4,4)<p>*****************<p>

{4,4,7},
{3,5,6},
{3,5,6},
{3,5,6},
{5,7,7},
{2,7,9},
{2,7,9},
{1,5,9},
{1,5,9},
{1,6,7},
{1,6,7},
{1,6,7},
{3,7,8},
{3,7,8},
{3,7,8},
{1,8,9},
{1,4,8},
{1,4,8},
{3,4,9},
{3,4,9},
{3,4,9},
{5,7,9},
{5,5,8},
{2,6,9},
{2,4,5},
{2,4,5},
{2,6,8},
{2,6,8},
{2,4,7},
{1,4,5},
{2,5,8},
{4,6,6},
{4,6,8},
{6,9,9},
{8,8,9},
<p>
(c2,c3)=(5,4)<p>*****************<p>

{1,4,5},
{1,4,5},
{1,4,5},
{1,6,6},
{1,7,9},
{1,7,9},
{1,7,9},
{2,4,6},
{2,4,6},
{2,4,6},
{3,5,9},
{2,8,9},
{2,8,9},
{2,8,9},
{5,5,8},
{5,6,9},
{5,6,9},
{2,5,7},
{2,5,7},
{2,5,7},
{4,9,9},
{3,6,9},
{3,6,7},
{4,7,7},
{6,7,8},
{6,7,8},
{3,4,9},
{3,5,6},
{3,4,8},
{4,4,8},
{3,4,7},
{3,5,8},
{1,6,8},
{3,7,8},
{1,8,8},
<p>
(c2,c3)=(2,5)<p>*****************<p>

{3,5,7},
{3,5,7},
{2,7,9},
{3,6,9},
{3,6,9},
{3,6,9},
{1,7,8},
{1,7,8},
{1,7,8},
{2,9,9},
{2,5,7},
{5,8,9},
{5,8,9},
{5,8,9},
{1,5,6},
{1,5,6},
{1,5,6},
{3,4,8},
{1,4,9},
{1,4,9},
{1,4,9},
{2,4,6},
{4,6,7},
{4,6,7},
{2,5,5},
{2,4,8},
{2,4,8},
{7,7,9},
{2,6,8},
{3,4,7},
{4,4,5},
{3,8,8},
{2,6,7},
{3,4,5},
{6,6,8},
<p>
(c2,c3)=(3,5)<p>*****************<p>

{2,4,5},
{2,4,5},
{2,4,5},
{1,5,6},
{1,5,6},
{1,7,8},
{1,7,8},
{1,7,8},
{5,9,9},
{2,6,8},
{2,6,8},
{2,6,8},
{4,7,7},
{3,6,9},
{3,6,9},
{3,6,9},
{1,4,9},
{1,4,9},
{3,5,7},
{3,5,7},
{2,7,9},
{2,7,9},
{2,7,9},
{3,4,8},
{3,4,8},
{4,4,6},
{3,5,8},
{8,8,9},
{3,4,7},
{1,4,6},
{4,8,9},
{5,6,7},
{1,5,9},
{5,5,8},
{6,6,7},
<p>
(c2,c3)=(4,5)<p>*****************<p>

{3,6,9},
{4,6,6},
{2,4,8},
{2,4,8},
{2,4,8},
{1,6,8},
{1,6,8},
{1,6,8},
{6,9,9},
{1,4,7},
{1,4,7},
{1,4,7},
{2,5,6},
{2,5,6},
{2,5,6},
{5,7,8},
{5,7,8},
{1,5,9},
{1,5,9},
{1,5,9},
{4,5,5},
{3,5,7},
{3,4,9},
{3,4,6},
{2,7,9},
{2,7,9},
{2,7,9},
{3,8,9},
{3,4,5},
{8,8,9},
{4,4,9},
{6,7,7},
{3,5,8},
{3,6,7},
{3,7,8},
<p>
(c2,c3)=(1,6)<p>*****************<p>

{6,7,7},
{3,7,9},
{3,7,9},
{3,7,9},
{1,4,5},
{2,5,7},
{2,5,7},
{2,5,7},
{1,6,9},
{1,6,9},
{1,6,9},
{2,8,9},
{2,8,9},
{2,8,9},
{4,9,9},
{3,5,6},
{3,5,6},
{3,5,6},
{1,5,8},
{1,5,8},
{1,4,7},
{1,4,7},
{1,7,8},
{2,4,6},
{2,4,6},
{2,4,6},
{3,4,4},
{4,7,8},
{4,5,8},
{6,6,8},
{6,7,8},
{3,8,8},
{4,5,9},
{3,4,8},
{5,5,9},
<p>
(c2,c3)=(2,6)<p>*****************<p>

{2,6,7},
{2,6,7},
{2,6,7},
{6,6,8},
{1,6,9},
{1,6,9},
{1,6,9},
{1,4,7},
{1,4,7},
{1,4,7},
{4,5,6},
{4,5,6},
{7,8,9},
{7,8,9},
{7,8,9},
{3,4,9},
{2,4,8},
{2,4,8},
{2,4,8},
{3,9,9},
{1,5,8},
{1,5,8},
{1,5,8},
{2,5,9},
{2,5,9},
{2,5,9},
{3,7,7},
{3,5,6},
{3,4,6},
{3,8,8},
{3,4,5},
{3,6,8},
{4,4,9},
{3,5,7},
{5,5,7},
<p>
(c2,c3)=(1,7)<p>*****************<p>

{3,5,6},
{3,5,6},
{3,5,6},
{1,6,8},
{1,6,8},
{1,6,8},
{4,4,5},
{2,4,8},
{2,4,8},
{2,4,8},
{1,4,9},
{1,4,9},
{3,8,9},
{3,8,9},
{3,8,9},
{7,8,8},
{2,6,7},
{2,6,7},
{2,6,7},
{5,7,8},
{2,5,9},
{2,5,9},
{2,5,9},
{3,4,7},
{3,4,7},
{3,4,7},
{1,5,7},
{1,5,7},
{6,9,9},
{1,4,5},
{1,7,9},
{4,6,9},
{5,5,8},
{4,6,6},
{7,7,9},
<p>
(c2,c3)=(2,7)<p>*****************<p>

{3,4,6},
{3,4,6},
{3,4,6},
{3,7,8},
{3,7,8},
{3,7,8},
{3,5,9},
{3,5,9},
{3,5,9},
{2,4,7},
{2,4,7},
{2,4,7},
{2,5,6},
{2,5,6},
{2,5,6},
{1,4,9},
{1,4,9},
{1,4,9},
{6,6,7},
{1,5,7},
{1,5,7},
{1,5,7},
{1,6,8},
{1,6,8},
{1,6,8},
{2,8,9},
{2,8,9},
{2,8,9},
{4,4,5},
{4,5,8},
{5,5,8},
{6,7,9},
{7,7,9},
{4,8,8},
{6,9,9},
<p>
(c2,c3)=(0,9)<p>*****************<p>

Missing types are:<p>
(c2,c3)=(0,4)<p>
(c2,c3)=(1,4)<p>
(c2,c3)=(0,5)<p>
(c2,c3)=(1,5)<p>
(c2,c3)=(0,6)<p>
(c2,c3)=(3,6)<p>
(c2,c3)=(0,7)<p>
(c2,c3)=(0,8)<p>
(c2,c3)=(1,8)<p>