1a0  path=0.0 route=1 op=6 r7=0.03 class=1  r[79] = k/256 b=1
1a1  path=0.0 route=3 op=7 r7=0.03 class=2  y = k*in -> w[0c] d[003]
1a2  path=0.0 route=1 op=0 r7=0.00 class=1  r[7a] = k/256 d[047] b=1
1a3  path=0.0 route=0 op=3 r7=3.01 class=3  rB=r[79] xfer = dram[68]
1a4  path=0.0 route=1 op=0 r7=1.00 class=1  r[79] = k/256
1a5  path=0.0 route=1 op=6 r7=0.03 class=1  r[7d] = k/256 b=1
1a6  path=0.0 route=1 op=1 r7=0.00 class=1  r[7e] = k/256 rB=r[7f] b=1
1a7  path=1.9 route=1 op=3 r7=1.01 class=2  y = k*(r[79] + r[79]) d[08d] xfer = dram[69]
1a8  path=0.0 route=0 op=3 r7=3.01 class=3  rB=r[7d] d[2a] <- xfer(steps 19d..1a3)
1a9  path=0.0 route=1 op=0 r7=1.00 class=1  r[7d] = k/256
1aa  path=0.0 route=0 op=3 r7=1.01 class=2  y = 0
1ab  path=0.0 route=1 op=6 r7=0.03 class=1  r[7b] = k/256 b=1
1ac  path=1.b route=1 op=3 r7=1.01 class=2  y = k*(r[7d] + r[7d]) d[2b] <- xfer(steps 1a1..1a7)
1ad  path=0.0 route=0 op=3 r7=1.01 class=2  y = 0
1ae  path=0.0 route=1 op=1 r7=0.00 class=1  r[7c] = k/256 rB=r[7f] b=1
1af  path=0.0 route=3 op=3 r7=1.01 class=2  y = k*r[79]
1b0  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[01]
1b1  path=0.0 route=0 op=0 r7=2.00 class=1  r[79] = k/256
1b2  path=0.0 route=0 op=3 r7=1.01 class=2  y = 0
1b3  path=0.0 route=0 op=3 r7=3.01 class=2  y = k*r[7a] b=6
1b4  path=5.9 route=0 op=0 r7=2.00 class=2  y = s + k*r[79] b=6
1b5  path=0.0 route=0 op=3 r7=1.01 class=2  y = 0
1b6  path=0.0 route=0 op=3 r7=3.01 class=3  rB=r[7b]
1b7  path=0.0 route=1 op=0 r7=1.00 class=1  r[7b] = k/256
1b8  path=0.0 route=3 op=3 r7=1.01 class=2  y = k*r[7d]
1b9  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[03]
1ba  path=0.0 route=0 op=0 r7=2.00 class=1  r[7d] = k/256
1bb  path=1.a route=1 op=3 r7=1.01 class=2  y = k*(r[7b] + r[7b]) xfer = dram[6e]
1bc  path=0.0 route=0 op=3 r7=3.01 class=2  y = k*r[7e] b=6
1bd  path=5.b route=0 op=0 r7=2.00 class=2  y = s + k*r[7d] b=6
1be  path=0.0 route=0 op=3 r7=1.01 class=2  y = 0
1bf  path=0.0 route=1 op=3 r7=1.01 class=2  y = k*(r[43] + r[07]) xfer = dram[6f] older b=3
1c0  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[44] d[38] <- xfer(steps 1b5..1bb)
1c1  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[43]
1c2  path=0.0 route=1 op=0 r7=1.04 class=2  y = s + k*(r[44] + r[43])
1c3  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[44] xfer = dram[70]
1c4  path=0.0+ route=0 op=0 r7=0.00 class=2  y = s + k*(r[45] + r[45]) d[39] <- xfer(steps 1b9..1bf)
1c5  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[46]
1c6  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[47]
1c7  path=0.0 route=1 op=0 r7=1.04 class=2  y = s + k*(r[46] + r[44]) d[08e] xfer = dram[71] older
1c8  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[46] d[3c] <- xfer(steps 1bd..1c3)
1c9  path=0.0+ route=0 op=0 r7=0.00 class=2  y = s + k*(r[47] + r[48])
1ca  path=0.0 route=2 op=0 r7=1.04 class=2  y = s + k*(r[48] + r[46])
1cb  path=0.0 route=0 op=3 r7=1.01 class=2  y = 0 xfer = dram[72]
1cc  path=2.0 route=0 op=7 r7=0.03 class=3  -> w[2a]
1cd  path=0.0 route=3 op=3 r7=1.01 class=2  y = k*r[7b] d[3d] <- xfer(steps 1c2..1c8)
1ce  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[02]
1cf  path=0.0 route=0 op=0 r7=2.00 class=1  r[7b] = k/256 xfer = dram[73] older
1d0  path=0.0 route=0 op=6s r7=0.0b class=2  y = 0 -> w[3c] rd w[b] d[3e] <- xfer(steps 1c5..1cb)
1d1  path=0.0 route=0 op=4s r7=1.0a class=2  y = -s -> w[3d] rd w[b] d[004]
1d2  path=0.0 route=0 op=3 r7=3.01 class=2  y = k*r[7c] b=6
1d3  path=5.a route=0 op=0 r7=2.00 class=2  y = s + k*r[7b] dram[74] = y/16 b=6
1d4  path=0.0 route=0 op=6s r7=0.0b class=2  y = 0 -> w[38] rd w[9] d[3f] <- xfer(steps 1c9..1cf)
1d5  path=0.0 route=0 op=4s r7=1.0a class=2  y = -s -> w[39] rd w[9]
1d6  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[4f]
1d7  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[50] xfer = dram[75]
1d8  path=0.0 route=1 op=0 r7=1.04 class=2  y = s + k*(r[50] + r[4f])
1d9  path=0.0 route=1 op=3 r7=1.01 class=2  y = k*(r[49] + r[08]) b=3
1da  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[49]
1db  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[4a] xfer = dram[76] older
1dc  path=0.0 route=1 op=0 r7=1.04 class=2  y = s + k*(r[4a] + r[49]) d[3a] <- xfer(steps 1d1..1d7)
1dd  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[4a]
1de  path=0.0+ route=0 op=0 r7=0.00 class=2  y = s + k*(r[4b] + r[4b])
1df  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[4c]
1e0  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[4d] d[3b] <- xfer(steps 1d5..1db)
1e1  path=0.0 route=1 op=0 r7=1.04 class=2  y = s + k*(r[4c] + r[4a])
1e2  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[4c]
1e3  path=0.0+ route=0 op=0 r7=0.00 class=2  y = s + k*(r[4d] + r[4e])
1e4  path=0.0 route=2 op=0 r7=1.04 class=2  y = s + k*(r[4e] + r[4c])
1e5  path=0.0 route=0 op=6s r7=0.0b class=2  y = 0 -> w[3a] rd w[a]
1e6  path=0.0 route=0 op=4s r7=1.0a class=2  y = -s -> w[3b] rd w[a]
1e7  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[51] d[08f]
1e8  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[52]
1e9  path=0.0 route=1 op=0 r7=1.04 class=2  y = s + k*(r[52] + r[51])
1ea  path=2.0 route=0 op=7 r7=0.03 class=3  -> w[2b]
1eb  path=0.0 route=0 op=6s r7=0.0b class=2  y = 0 -> w[3e] rd w[b] dram[7a] = y/16
1ec  path=0.0 route=0 op=4s r7=1.0a class=2  y = -s -> w[3f] rd w[b]
1ed  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[4f] b=1
1ee  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[77] b=1
1ef  path=0.0 route=0 op=0 r7=1.00 class=2  y = s + k*(r[04] + r[78]) b=1
1f0  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[51] b=1
1f1  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[78] b=1
1f2  path=0.0 route=0 op=0 r7=1.00 class=2  y = s + k*(r[05] + r[77]) b=1
1f3  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[48] b=1
1f4  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[4e] b=1
1f5  path=0.0 route=2 op=0 r7=1.00 class=2  y = s + k*(r[11] + r[04]) b=1
1f6  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[4e] b=1
1f7  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[48] b=1
1f8  path=0.0 route=2 op=0 r7=1.00 class=2  y = s + k*(r[12] + r[05]) b=1
1f9  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[4e] b=1
1fa  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[52] b=1
1fb  path=2.0 route=0 op=0 r7=1.00 class=2  y = s + k*r[50] dram[7e] = y/16 b=1
1fc  path=0.0 route=0 op=3 r7=0.01 class=2  y = k*r[48] b=1
1fd  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[4e] b=1
1fe  path=0.0 route=0 op=0 r7=0.00 class=2  y = s + k*r[50] b=1
1ff  path=2.0 route=0 op=0 r7=1.00 class=2  y = s + k*r[52] dram[7f] = y/16 b=1
