“…The locations of UC's for all Ci's can be expressed as follows, C={(i, j)}, i=1~32, j=1~8; C9={(2i+1, 2j+1), (2i+2, 2j+2)}, i=0~15, j=0~7; C0={ (16,9)}; C1={ (17,8)}; C2={ (8*(2i+1)+1, 8*(2j+1)), \ (8*(2i+1)+16, 8*(2j+1)+1) }, i=0, j=0; C3={ (8*(2i+1), 4*(2j+1)+1), \ (8*(2i+1)+17, 4*(2j+1)) }, i=0, j=0~1; C4={ (4*(2i+1)+1, 4*(2j+1)), \ (4*(2i+1)+16, 4*(2j+1)+1) }, i=0~1, j=0~1; C5={ (4*(2i+1), 2*(2j+1)+1), \ (4*(2i+1)+17, 2*(2j+1)) }, i=0~1, j=0~3; C6={ (2*(2i+1)+1, 2*(2j+1)), \ (2*(2i+1)+16, 2*(2j+1)+1) }, i=0~3, j=0~3; C7={ (2*(2i+1), 2j+1), \ (2*(2i+1)+17, 2j+2) }, i=0~3, j=0~7; C8=C-C9-C7-C6-C5-C4-C3-C2-C1-C0; Fig. 11 shows the placement of this 9-bit binary-weighted PACES placement.…”