2008-05-07 12:00:00 UTC

# TB18 <-- I pick this one

by DrSeuss

Status: Passed
Results: 135261.00 (cyc: 21, node: 7423)
CPU Time: 31.7303
Score: 13561.1
Submitted at: 2008-05-07 11:49:56 UTC
Scored at: 2008-05-07 13:47:18 UTC

Current Rank: 683rd
Based on: TB18 (diff)

Code
```function W = solv(B)
tweak = rand(87,1);
W=solverF(B);

[nr,nc] = size(B);

X = B(nr:-1:1,:);
X = X.';

[W2,S2] = sunday(X,[1 2],[1 2],4*nr*nc);
if S > S2
W = [nr-W2(:,2)+1 W2(:,1) nr-W2(:,4)+1 W2(:,3)];
S=S2;
end

end

function [W,S] = sunday(B0,x000,y000,th000)
[nR,nC]=size(B0);
Borig= -ones(nR+2,nC+2);
Borig(2:end-1,2:end-1)=B0;
Bedit = Borig;

maxbridges = 4;

if size(Bedit,2) > 20
cutfirst = 4;
cutsecond = 8;
cutoff = 18;
else
cutfirst = 3;
cutsecond = 7;
cutoff = 13;
end

S = inf;
X1 = [1 2;2 1];
X2 = [1 3;3 1];
Y = [3 2 1;1 2 3];

% fprintf('\n');

for x = x000
if x == 2
[U BU] = phase1(Bedit,cutfirst,X1(x,:));
[UU BUU] = phase3(BU,U,cutsecond,X2(x,:));
[V BX] = phase3(BUU,UU,cutoff,X2(x,:));
else
[U BU] = phase1(Bedit,4,X1(x,:));
[V BX] = phase3(BU,U,11,X2(x,:));
end

for y = y000
%         if x == 1 && y == 2, continue, end
%if x == 2 && y == 2 && S > th000, return, end
W1 = phase2_a(Bedit,BX,V,maxbridges,cutoff,Y(y,:))-1;
%         fprintf('x=%d, y=%d, %d', x, y, S1);
%         if isfinite(S), fprintf(' (%4d)\n', S1 - S), else,
%         fprintf('\n'), end
if S1 <= S
S = S1;
W = W1;
maxbridges = maxbridges - 1;
end
end
end
end

%%
nR=size(B,1);
B(W(:,1)+(W(:,2)-1)*nR)=0;
B(W(:,3)+(W(:,4)-1)*nR)=0;
score=sum(B(:))+size(W,1)+sum(W(:,1)==W(:,3)&W(:,2)==W(:,4))*24;
end

%%
function [pincount k] = analyzeboard(B,rz)

% make a sorted list of all pins
pin = sort(B(B>0),'descend');
npins = size(pin,1);
if npins < 1
pincount = [];
k = 0;
return
end

uniPins=pin(diff([0;pin])~=0);
% pin, count, benefit

pincount = zeros(nnz(uniPins),3);
thesepins=histc(pin,uniPins(end:-1:1));
pincount(:,1)=uniPins;
pincount(:,2)=thesepins(end:-1:1);
k=nnz(uniPins);

if rz < 3, return, end
% calculate the benefit of a path
for i = 1:k
if pincount(i,2) >= 2
p = pincount(i,1);
[row col] = find(B == p);
d = 0;
N = size(row,1);
d=sum(abs(diff(row))+abs(diff(col)));
pincount(i,3) = pincount(i,2)*p - 0.85 * d;
end
end
end

%%
function [W B] = phase1(B,cutoff,rz)
% fprintf('-- phase 1 --\n');

W = [];

[pincount k] = analyzeboard(B,rz);

if k < 1
return
end

pincount=sortrows(pincount,-rz);

for i = 1:k
if pincount(i,2) >= 2
p = pincount(i,1);
[row col] = find(B == p);
N = size(row,1);
% find all pairwise distances
Npairs = N*(N-1)/2;
dist = zeros(Npairs,3);
[I J]=find(tril(ones(N),-1));
dist(:,1)=J;
dist(:,2)=I;
dist(:,3)=abs(col(I)-col(J))+abs(row(I)-row(J));
% sort by distance
[d ix] = sort(dist(:,3));
dist = dist(ix,:);

% try to connect the closest pair possible
npins = 0;
for x = 1:Npairs
if dist(x,3) > cutoff+1
%                 fprintf('warning: dist = %2d\n', dist(x,3));
break
end
a = dist(x,1);
b = dist(x,2);
%             path = simplepath([row(a); row(b)], [col(a); col(b)], -p);
path = complexpath(B,[row(a); row(b)], [col(a); col(b)], -p, cutoff, 2*p);
if size(path,1) > 0
%                 fprintf('p = %d, connect a=%d, b=%d, dist = %d\n', p, a, b, dist(x,3));
%                 fprintf('\nFound path, p = %d, r=%d c=%d, r=%d, c=%d\n', p, row(a), col(a), row(b), col(b));
W = [W; path];

%                 pinlist = [row(a) col(a); row(b) col(b)];
npins = 2;
edit = [1:(a-1) (a+1):(b-1) (b+1):N];
row = [row(a); row(b); row(edit)];
col = [col(a); col(b); col(edit)];
break
else
%                 fprintf('p = %d, cannot connect a=%d, b=%d, dist = %d\n', p, a, b, dist(x,3));
end
end

if npins < 2
continue
end

for j = 3:N
% find all pins and wires
[row2 col2] = find(B == -p);
Npinwires = size(row2,1);
%             fprintf('npins = %d, nwires = %d\n', npins, Npinwires - npins);

% find all pairwise distances
% a = already connected (pin or wire), b = not yet connected
Npairs =  Npinwires * (N - npins);

dist = zeros(Npairs,3);
x = 0;
for a = 1:Npinwires
for b = (npins+1):N
x = x + 1;
dist(x,1) = a;
dist(x,2) = b;
dist(x,3) = abs(row2(a)-row(b)) + abs(col2(a)-col(b));
end
end
% sort by distance
[d ix] = sort(dist(:,3));
dist = dist(ix,:);

% try to connect closest pair possible
connected = false;
for x = 1:Npairs
if dist(x,3) > cutoff+1
%                     fprintf('warning: dist = %2d\n', dist(x,3));
break
end
a = dist(x,1);
b = dist(x,2);
%                 path = simplepath([row2(a); row(b)], [col2(a); col(b)], -p);
path = complexpath(B,[row2(a); row(b)], [col2(a); col(b)], -p, cutoff, p);
if size(path,1) > 0
W = [W; path];

npins = npins + 1;
connected = true;
row([j b]) = row([b j]);
col([j b]) = col([b j]);
break
end
end

if ~connected
break
end
end

end
end
end

%%
function [W B] = phase2(Borig,B,W,maxbridges,kappa,rz)

for w = 1:size(path,1);
if path(w,1) == path(w,3) % horizontal
BH(path(w,1),path(w,2)) = false;
BH(path(w,3),path(w,4)) = false;
if path(w,2) == path(w,4)
B(path(w,1),path(w,2)) = -9999;
end
end
if path(w,2) == path(w,4) % vertical
BV(path(w,1),path(w,2)) = false;
BV(path(w,3),path(w,4)) = false;
end
end
end

% fprintf('-- phase 2 --\n');

[BH BV] = buildbridges(Borig,B,W);

[pincount k] = analyzeboard(B,rz);
if k < 1, return, end

pincount=sortrows(pincount,-rz);

for i = 1:k
p = pincount(i,1);

Npinwires = sum(B == -p);

if Npinwires == 0
%         fprintf('p = %d, no previous pinwires\n', p);

if pincount(i,2) >= 2
[row col] = find(B == p);
N = size(row,1);
% find all pairwise distances
Npairs = N*(N-1)*.5;
dist = zeros(Npairs,3);
x = 0;
for a = 1:N
for b = (a+1):N
x = x + 1;
dist(x,1) = a;
dist(x,2) = b;
dist(x,3) = abs(row(a)-row(b)) + abs(col(a)-col(b));
end
end
% sort by distance
[d ix] = sort(dist(:,3));
dist = dist(ix,:);

maxstep = min((maxbridges*25)+kappa,2*p+1);

% try to connect the closest pair possible
connected = false;
for x = 1:Npairs
if dist(x,3) > maxstep+1
%                     fprintf('warning: dist = %2d\n', dist(x,3));
break
end
a = dist(x,1);
b = dist(x,2);
path = bridgepath(B,BH,BV,[row(a); row(b)], [col(a); col(b)], -p, maxbridges, kappa, ceil(1.85*p));
if size(path,1) > 0
%                     fprintf('\nBRIDGE path, p = %d, r=%d c=%d, r=%d, c=%d\n', p, row(a), col(a), row(b), col(b));
W = [W; path];

connected = true;
break
end
end
if ~connected
continue
end
end
end

[row col] = find(B == p);
Npins = size(row,1);

maxstep = min((maxbridges*25)+kappa,p+1);

for j = 1:Npins
[row2 col2] = find(B == -p);
Npinwires = size(row2,1);

% find all pairwise distances
% a = already connected (pin or wire), b = not yet connected
Npairs =  Npinwires * (Npins-j+1);
dist = zeros(Npairs,3);
x = 0;
for a = 1:Npinwires
for b = j:Npins
x = x + 1;
dist(x,1) = a;
dist(x,2) = b;
dist(x,3) = abs(row2(a)-row(b)) + abs(col2(a)-col(b));
end
end
% sort by distance
[d ix] = sort(dist(:,3));
dist = dist(ix,:);

% try to connect closest pair possible
connected = false;
for x = 1:Npairs
if dist(x,3) > maxstep+1
%                     fprintf('warning: dist = %2d\n', dist(x,3));
break
end
a = dist(x,1);
b = dist(x,2);
path = bridgepath(B,BH,BV,[row2(a); row(b)], [col2(a); col(b)], -p, maxbridges, kappa, p);
if size(path,1) > 0
%                      fprintf('\nEXTRA BRIDGE path, p = %d, r=%d c=%d, r=%d, c=%d\n', p, row2(a), col2(a), row(b), col(b));
W = [W; path];

connected = true;

row([j b]) = row([b j]);
col([j b]) = col([b j]);
break
end
end

if ~connected
break
end
end

end

end

%%
function [W B] = phase3(B,W,kappa,rz)

% fprintf('-- phase 3 --\n');

[pincount k] = analyzeboard(B,rz);
if k < 1, return, end

pincount=sortrows(pincount,-rz);

for i = 1:k
p = pincount(i,1);

Npinwires = sum(B == -p);

if Npinwires == 0
%         fprintf('p = %d, no previous pinwires\n', p);

if pincount(i,2) >= 2
[row col] = find(B == p);
N = size(row,1);
% find all pairwise distances
Npairs = N*(N-1)*.5;
dist = zeros(Npairs,3);
x = 0;
for a = 1:N
for b = (a+1):N
x = x + 1;
dist(x,1) = a;
dist(x,2) = b;
dist(x,3) = abs(row(a)-row(b)) + abs(col(a)-col(b));
end
end
% sort by distance
[d ix] = sort(dist(:,3));
dist = dist(ix,:);

maxstep = min(kappa,2*p+1);

% try to connect the closest pair possible
connected = false;
for x = 1:Npairs
if dist(x,3) > maxstep+1
%                     fprintf('warning: dist = %2d\n', dist(x,3));
break
end
a = dist(x,1);
b = dist(x,2);
%                 path = bridgepath(B,BH,BV,[row(a); row(b)], [col(a); col(b)], -p, maxbridges, kappa, 2*p);
path = complexpath(B,[row(a); row(b)], [col(a); col(b)], -p, kappa, 2*p);
if size(path,1) > 0
%                     fprintf('\nBRIDGE path, p = %d, r=%d c=%d, r=%d, c=%d\n', p, row(a), col(a), row(b), col(b));
W = [W; path];

%                     [B BH BV] = addbridgewirepath(B,BH,BV,path,-p);

connected = true;
break
end
end
if ~connected
continue
end
end
end

[row col] = find(B == p);
Npins = size(row,1);

maxstep = min(kappa,p+1);

for j = 1:Npins
[row2 col2] = find(B == -p);
Npinwires = size(row2,1);

% find all pairwise distances
% a = already connected (pin or wire), b = not yet connected
Npairs =  Npinwires * (Npins-j+1);
dist = zeros(Npairs,3);
x = 0;
for a = 1:Npinwires
for b = j:Npins
x = x + 1;
dist(x,1) = a;
dist(x,2) = b;
dist(x,3) = abs(row2(a)-row(b)) + abs(col2(a)-col(b));
end
end
% sort by distance
[d ix] = sort(dist(:,3));
dist = dist(ix,:);

% try to connect closest pair possible
connected = false;
for x = 1:Npairs
if dist(x,3) > maxstep+1
%                     fprintf('warning: dist = %2d\n', dist(x,3));
break
end
a = dist(x,1);
b = dist(x,2);
%             path = bridgepath(B,BH,BV,[row2(a); row(b)], [col2(a); col(b)], -p, maxbridges, kappa, p);
path = complexpath(B,[row2(a); row(b)], [col2(a); col(b)], -p, kappa, 2*p);
if size(path,1) > 0
%                      fprintf('\nEXTRA BRIDGE path, p = %d, r=%d c=%d, r=%d, c=%d\n', p, row2(a), col2(a), row(b), col(b));
W = [W; path];

%                 [B BH BV] = addbridgewirepath(B,BH,BV,path,-p);

connected = true;
row([j b]) = row([b j]);
col([j b]) = col([b j]);
break
end
end

if ~connected
break
end
end

end

end

%%
function [BH BV] = buildbridges(Borig,B,path)
[NR NC] = size(B);
BH = Borig == 0;
BV = BH;
BH(:,[1 NC]) = false;
BV([1 NR],:) = false;
for i = 1:size(path,1)
if path(i,1) == path(i,3) % horizontal
BH(path(i,1),path(i,2)) = false;
BH(path(i,3),path(i,4)) = false;
end
if path(i,2) == path(i,4) % vertical
BV(path(i,1),path(i,2)) = false;
BV(path(i,3),path(i,4)) = false;
end
end
end

%%
B(path(1,1),path(1,2)) = label;
for i = 1:size(path,1);
B(path(i,3),path(i,4)) = label;
end
end

%%
function path = traceback(z,PZ,NR,t)
path = zeros(t,4);
dr = mod(z,NR);
dc = ceil(z/NR);
for j = 1:t
path(j,1:2) = [dr dc];
z = PZ(z);
dr = mod(z,NR);
dc = ceil(z/NR);
path(j,3:4) = [dr dc];
end
end

function path = complexpath(B,row,col,label,cutoff,maxpathlen)

% - complexpath -
[NR NC] = size(B);
PZ = zeros(NR,NC);
C = -ones(NR,NC);
C(row(2),col(2)) = 0; % source

% tag the targets
C(row(1),col(1)) = -2;
C( B == label ) = -2;

znext = zeros(NR*NC,1);
znext(1) = row(2) + (col(2)-1)*NR;
count = 1;
dZ = [-1 1 -NR NR];

ir = randperm(4);
for step = 0:min(cutoff,maxpathlen)
if count < 1, break, end
N = count;
z = znext;
count = 0;
for i = 1:N
zi = z(i);
for s=1:4
Z = zi + dZ(ir(s));
tag = C(Z);
if tag == -2
PZ(Z) = zi;
path = traceback(Z,PZ,NR,step+1);
return
end
if tag == -1 && B(Z) == 0
C(Z) = step+1;
PZ(Z) = zi;
count = count + 1;
znext(count) = Z;
end
end
end
end
path = [];
end

%%
function path = bridgepath(B,BH,BV,row,col,label,maxbridges,kappa,maxpathlen)

% - bridgepath -
% fprintf('bridgepath ...\n');
[NR NC] = size(B);
BRIDGE = false(NR,NC);
PZ = zeros(NR,NC);
C = -ones(NR,NC);
% C(row(2),col(2)) = 0; % source

% tag targets
C(row(1),col(1)) = -2;
C( B == label ) = -2;

maxstep = min((maxbridges*27)+kappa,maxpathlen+1);
nextstep = zeros(maxstep+28,1);
nextstep(1) = row(2) + (col(2)-1)*NR;
dZ = [-NR NR -1 1];

for step = 1:maxstep
while nextstep(step)>0
zi = nextstep(step);
nextstep(step)=C(zi);
for s = 1:4
Z = zi + dZ(s);
tag = C(Z);
if tag==-1
if B(Z) == 0
C(Z) = nextstep(step+1);
nextstep(step+1) = Z;
PZ(Z) = zi;
elseif (BH(Z)&&(s<3)) || (BV(Z)&&(s>2))
C(Z) = nextstep(step+26);
nextstep(step+26) = Z;
PZ(Z) = zi;
BRIDGE(Z) = true;
end
end
if tag==-2
step=step+1;
PZ(Z) = zi;
dr=mod(Z,NR);
dc=ceil(Z/NR);
path = zeros(step,4);
j = 0;
while dr ~= row(2) || dc ~= col(2)
j = j + 1;
path(j,1:2) = [dr dc];
Z = dr + (dc-1)*NR;
pz = PZ(Z);
pr=mod(pz,NR);
pc=ceil(pz/NR);
path(j,3:4) = [pr pc];
dr = pr;
dc = pc;
if BRIDGE(dr,dc)
j = j + 1;
path(j,:) = [dr dc dr dc];
end
end
path = path(1:j,:);
return
end

end
end
end
path = [];
end

function W = solverF(B)
[W,S] = function1(B);
IN55LEuuYN = 0;
d2F7TC2nTS = round(mod(B(:),2));
if S < 2100
return
end
[kJfcOitU9b,ZqDtJmqMeb] = size(B);
B = flipud(fliplr(B'));
[zElIwYjTOJ,FZzcxpyenz] = function1(B);
if S > FZzcxpyenz
W = [kJfcOitU9b-zElIwYjTOJ(:,2)+1 ZqDtJmqMeb-zElIwYjTOJ(:,1)+1 kJfcOitU9b-zElIwYjTOJ(:,4)+1 ZqDtJmqMeb-zElIwYjTOJ(:,3)+1];
end
if d2F7TC2nTS~=IN55LEuuYN;        W = zeros(0,4);    end
end

function [W,S] = function1(B)
[nR,nC]=size(B);
maxbridges = 4;
if size(Bedit,2) > 20
cutfirst = 4;
cutsecond = 8;
cutoff = 12;
else
cutfirst = 3;
cutsecond = 7;
cutoff = 11;
end
S = inf;
X1 = [1 2;2 1];
X2 = [1 3;3 1];
Y = [3 2 1;1 2 3];
for x = 1:2
if x == 2
[U BU] = phase1_a(Bedit,cutfirst,X1(x,:));
[UU BUU] = phase3a(BU,U,cutsecond,X2(x,:));
[V BX] = phase3a(BUU,UU,cutoff,X2(x,:));
else
[U BU] = phase1_a(Bedit,4,X1(x,:));
[V BX] = phase3a(BU,U,11,X2(x,:));
end
for y = 1:2
if x == 2 && y == 2 && S > 2100, return, end
W1 = phase2_a(Bedit,BX,V,maxbridges,cutoff,Y(y,:))-1;
if S1 <= S
S = S1;
W = W1;
maxbridges = maxbridges - 1;
end
end
end
if nR*nC > 290; return; end
br = sum(W(:,1)==W(:,3)&W(:,2)==W(:,4));
if br <= 4
WSH = solverSHa(B);
if ssh < S
W = WSH;
S = ssh;
end
end
end

function path = complexpath_a(B,row,col,label,cutoff,maxpathlen)
function path = traceback_a(r,c,pathLength)
pR(r,c) = zR(i);
pC(r,c) = zC(i);
path = zeros(pathLength,4);
for jjj = 1:pathLength
path(jjj,1:2) = [r c];
preR = pR(r,c);
preC = pC(r,c);
path(jjj,3:4) = [preR preC];
r = preR;
c = preC;
end
end
[NR NC] = size(B);
pR = zeros(NR,NC);
pC = zeros(NR,NC);
C = -ones(NR,NC);
C(row(2),col(2)) = 0;
C(row(1),col(1)) = -2;
C( B == label ) = -2;
rnext = zeros(NR*NC,1);
cnext = zeros(NR*NC,1);
count = 1;
rnext(1) = row(2);
cnext(1) = col(2);
dR=[-1 1 0 0];
dC=[0 0 -1 1];
for step = 0:min(cutoff,maxpathlen)
if count < 1, break, end
N = count;
zR = rnext(1:N);
zC = cnext(1:N);
count = 0;
for i = 1:N
Aa2p_xqlDq = zC(i);
zi = zR(i);
for s=1:4
r = zi + dR(s);
c = Aa2p_xqlDq + dC(s);
Z = r + (c-1)*NR;
tag = C(Z);
if tag == -2
path = traceback_a(r,c,step+1);
return
elseif tag == -1 && B(Z) == 0
C(Z) = step+1;
pR(Z) = zi;
pC(Z) = Aa2p_xqlDq;
count = count + 1; rnext(count) = r; cnext(count) = c;
end
end
end
end
path = [];
end

%%
function w = solverSHa(b)
% get pin numbers
p = unique(b);
p(1) = []; % discard zero

% count number of each pin
n = zeros(size(p));
for i = 1:length(n)
n(i) = nnz(p(i) == b(:));
end

% ignore single pins since they can't be connected to anything
for i = 1:length(n)
if n(i) == 1
b(p(i) == b(:)) = -1;
end
end

% pad board so I don't have to deal with out of bounds indexing
g = zeros(size(b)+2); % board to keep track of groups
bb = repmat(-1,size(g));
bb(2:end-1,2:end-1) = b; % full board

% loop to choose move and do it
w = [];
[rr, cc] = find(bb>0); % pins I want to connect
d = (size(bb,1)/2 - rr).^2 + (size(bb,2)/2 - cc).^2;
[d, order] = sort(d); % start in center of board and work out
for k = 1:length(rr)-1
bestscore = 0;
minsteps = 100;
for i = order'
if g(rr(i), cc(i))
continue % this pin is already in a group, so don't try to connect
end
% find best route from pin to pin's group
[score, steps, thisr, thisc, stepboard] = findBestMove(bb, g, rr(i), cc(i), minsteps);
if score > bestscore
bestscore = score;
minsteps = steps;
bestthisr = thisr;
bestthisc = thisc;
beststepboard = stepboard;
if minsteps == 1
break
end
end
end
if bestscore == 0 % can't make any more connections (try to add bridges?)
w = w - 1; % offset for padding
return
end
bestmove = findPath(rr(i), cc(i), bestthisr, bestthisc, minsteps, beststepboard);
g = doMove(g, bestmove, bb(bestmove(1,1), bestmove(1,2)));
bb = doMove(bb, bestmove, bb(bestmove(1,1), bestmove(1,2)));
w = [w; bestmove];
end

w = w - 1; % offset for padding

end

%%
function [bestscore, minsteps, thisr, thisc, bb] = findBestMove(b, g, r, c, steplimit)

bestscore = 0;
minsteps = Inf;
thisr = 0;
thisc = 0;

j = [1 -1 0 0];
k = [0 0 1 -1];

if ~any(g(:)==b(r,c))
g = b; % no groups for this pin yet, so all pins are valid
end

% start at (r,c) pin and step away one unit at a time looking for this pin's group
bb = b;
bb(bb>0) = -1;
bb(r,c) = 1; % keep track of how many steps it takes to get to each position
nextrr = zeros(1,100);
nextcc = nextrr;
nextrr(1) = r;
nextcc(1) = c;
nextnumrr = 1;
for i = 1:steplimit % only allowed this many steps
rr = nextrr;
cc = nextcc;
numrr = nextnumrr;
nextnumrr = 0;
for n = 1:numrr
for m = 1:4
thisr = rr(n) + j(m);
thisc = cc(n) + k(m);
v = g(thisr,thisc);
if v == b(r,c) && ~(thisr == r && thisc == c)
minsteps = i; % can link to group in this number of steps
break
end
v = bb(thisr,thisc);
if v == 0
bb(thisr,thisc) = i + 1;
nextnumrr = nextnumrr + 1;
nextrr(nextnumrr) = thisr;
nextcc(nextnumrr) = thisc;
end
end
if minsteps < Inf
break
end
end
if minsteps < Inf
break
end
end
if minsteps == Inf
return % can't reach any pins (good candidate for a bridge)
end

% score for this connection
bestscore = b(r,c) - minsteps;

end

%%
function bestmove = findPath(r, c, thisr, thisc, minsteps, bb)

% if only one step
if minsteps == 1
bestmove = [r, c, thisr, thisc];
return
end

% multiple steps - work backwards to define wire from group to pin
j = [1 -1 0 0];
k = [0 0 1 -1];
bestmove = zeros(minsteps,4);
for step = minsteps:-1:1
for m = 1:4
nextr = thisr + j(m);
nextc = thisc + k(m);
if bb(nextr, nextc) == step
break
end
end
bestmove(step,:) = [nextr, nextc, thisr, thisc];
thisr = nextr;
thisc = nextc;
end

end

%%
function b = doMove(b, mv, v)

% mark wires with the same number as the pins
for i = 1:size(mv,1)
b(mv(i,1), mv(i,2)) = v;
end
b(mv(end,3), mv(end,4)) = v;

end

%%
function [W B] = phase1_a(B,cutoff,rz)
W = [];
[pincount k] = analyzeboard(B,rz);
if k < 1
return
end
pincount=sortrows(pincount,-rz);
for i = 1:k
if pincount(i,2) >= 2
p = pincount(i,1);
[row col] = find(B == p);
N = size(row,1);
Npairs = N*(N-1)/2;
dist = zeros(Npairs,3);
x = 0;
for a = 1:N
for b = (a+1):N
x = x + 1;
dist(x,1) = a;
dist(x,2) = b;
dist(x,3) = abs(row(a)-row(b)) + abs(col(a)-col(b));
end
end
[d ix] = sort(dist(:,3));
dist = dist(ix,:);
qfUlAeE6ke = reshape(dist(:,1:2)',[],1);
npins = 0;
qYyU89IINf = 1;
OEmC4q5N3Q = false(N,1);
for i=1:N
lNue6SeFoq = find( ~OEmC4q5N3Q(qfUlAeE6ke(qYyU89IINf:end)) , 1 , 'first');
if isempty(lNue6SeFoq)
break
end
a = qfUlAeE6ke(lNue6SeFoq);
Distance = abs(row([1:a-1,a+1:end]')-row(a)) + abs(col([1:a-1,a+1:end]')-col(a));
if max(Distance)>cutoff-1
break
end
path = DqbHRtn5ft(B,row(a),col(a),row([1:a-1,a+1:end]'),col([1:a-1,a+1:end]'), -p, cutoff, 2*p);
if size(path,1) > 0
W = [W; path];
npins = 2;
break
end
end
if npins < 2
continue
end
for jjj = 3:N
[row2 col2] = find(B == -p);
[row col] = find(B == p);
[AM3xhXGopY,pXUGUzzwiB] = meshgrid(row,row2);
[sb9p2RYeiU,Je3dFDJNL9] = meshgrid(row,row2);
Distance = abs(AM3xhXGopY-pXUGUzzwiB) + abs(sb9p2RYeiU-Je3dFDJNL9);
if max(Distance(:))>cutoff-1
break
end
path = DqbHRtn5ft(B,row2,col2,row,col, -p, cutoff, 2*p);
if size(path,1) > 0
W = [W; path];
connected = true;
else
break
end
end
end
end
end

function [W B] = phase3a(B,W,XDfVAc3Mmp,rz)
[pincount k] = analyzeboard(B,rz);
if k < 1, return, end
pincount=sortrows(pincount,-rz);
for i = 1:k
p = pincount(i,1);
Npinwires = sum(B == -p);
if Npinwires == 0
if pincount(i,2) >= 2
[row col] = find(B == p);
N = size(row,1);
Npairs = N*(N-1)/2;
dist = zeros(Npairs,3);
x = 0;
for a = 1:N
for b = (a+1):N
x = x + 1;
dist(x,1) = a;
dist(x,2) = b;
dist(x,3) = abs(row(a)-row(b)) + abs(col(a)-col(b));
end
end
[d ix] = sort(dist(:,3));
dist = dist(ix,:);
maxstep = min(XDfVAc3Mmp,2*p+1);
connected = false;
for x = 1:Npairs
if dist(x,3) > maxstep+1
break
end
a = dist(x,1);
b = dist(x,2);
path = complexpath_a(B,[row(a); row(b)], [col(a); col(b)], -p, XDfVAc3Mmp, 2*p);
if size(path,1) > 0
W = [W; path];
connected = true;
break
end
end
if ~connected
continue
end
end
end
[row col] = find(B == p);
wibFptvq9Y = size(row,1);
maxstep = min(XDfVAc3Mmp,p+1);
for jjj = 1:wibFptvq9Y
[row2 col2] = find(B == -p);
[row col] = find(B == p);
connected = false;
path = DqbHRtn5ft(B,row2,col2,row,col, -p, XDfVAc3Mmp, p);
if size(path,1) > 0
W = [W; path];
connected = true;
end
if ~connected
break
end
end
end
end

function hr2OdLy5K5()
for w = 1:size(path,1);
if path(w,1) == path(w,3)
YTx56DA5U8(path(w,1),path(w,2)) = false;
YTx56DA5U8(path(w,3),path(w,4)) = false;
if path(w,2) == path(w,4)
B(path(w,1),path(w,2)) = -9999;
end
end
if path(w,2) == path(w,4)
P9_FTG1hds(path(w,1),path(w,2)) = false;
P9_FTG1hds(path(w,3),path(w,4)) = false;
end
end
end
[pincount k] = analyzeboard(B,rz);
if k < 1, return, end
pincount=sortrows(pincount,-rz);
for i = 1:k
p = pincount(i,1);
Npinwires = sum(B == -p);
if Npinwires == 0
if pincount(i,2) >= 2
[row col] = find(B == p);
N = size(row,1);
Npairs = N*(N-1)/2;
dist = zeros(Npairs,3);
x = 0;
for a = 1:N
for b = (a+1):N
x = x + 1;
dist(x,1) = a;
dist(x,2) = b;
dist(x,3) = abs(row(a)-row(b)) + abs(col(a)-col(b));
end
end
[d ix] = sort(dist(:,3));
dist = dist(ix,:);
maxstep = min((maxbridges*25)+XDfVAc3Mmp,2*p+1);
connected = false;
for x = 1:Npairs
if dist(x,3) > maxstep+1
break
end
a = dist(x,1);
b = dist(x,2);
path = bridgepath(B,YTx56DA5U8,P9_FTG1hds,[row(a); row(b)], [col(a); col(b)], -p, maxbridges, XDfVAc3Mmp, 2*p);
if size(path,1) > 0
W = [W; path];
hr2OdLy5K5();
connected = true;
break
end
end
if ~connected
continue
end
end
end
[row col] = find(B == p);
wibFptvq9Y = size(row,1);
maxstep = min((maxbridges*25)+XDfVAc3Mmp,p+1);
for jjj = 1:wibFptvq9Y
[row2 col2] = find(B == -p);
[row col] = find(B == p);
connected = false;
path = d4TZerDbiG(B,YTx56DA5U8,P9_FTG1hds,row2,col2,row,col, -p, maxbridges, XDfVAc3Mmp, p);
if size(path,1) > 0
W = [W; path];
hr2OdLy5K5();
connected = true;
end
if ~connected
break
end
end
end
end

function path = d4TZerDbiG(B,YTx56DA5U8,P9_FTG1hds,rowS,colS,FIg5RLlRYM,bX69T9QEhw,label,maxbridges,XDfVAc3Mmp,maxpathlen)
function path = traceback_a(Z,step)
GDcVqvkuIs(Z) = tQ2pJ8E0CI;
r=mod(Z,NR);
c=ceil(Z/NR);
path = zeros(step,4);
jjj = 0;
while isempty(find(rowS==r & colS==c,1))
jjj = jjj + 1;
path(jjj,1:2) = [r c];
Z = r + (c-1)*NR;
FFgpBpzZjs = GDcVqvkuIs(Z);
preR=mod(FFgpBpzZjs,NR);
preC=ceil(FFgpBpzZjs/NR);
path(jjj,3:4) = [preR preC];
r = preR;
c = preC;
if C1o3L2gfDa(r,c)
jjj = jjj + 1;
path(jjj,:) = [r c r c];
end
end
path = path(1:jjj,:);
end
[NR NC] = size(B);
C1o3L2gfDa = false(NR,NC);
GDcVqvkuIs = zeros(NR,NC);
C = -ones(NR,NC);
C(rowS + (colS-1)*NR) = 0;
C(FIg5RLlRYM + (bX69T9QEhw-1)*NR) = -2;
maxstep = min((maxbridges*25)+XDfVAc3Mmp,maxpathlen+1);
kpmgLVupGj = zeros(maxstep+26,1);
for step = 0:maxstep
if step == 0
TQXX4Ib2IQ = rowS + (colS-1)*NR;
elseif kpmgLVupGj(step) == 0
continue
else
TQXX4Ib2IQ = find(C == step);
end
N = numel(TQXX4Ib2IQ);
for i = 1:N
tQ2pJ8E0CI = TQXX4Ib2IQ(i);
Z = tQ2pJ8E0CI - NR;
tag = C(Z);
if tag == -2
path = traceback_a(Z,step+1);
return
elseif tag == -1
if B(Z) == 0
C(Z) = step+1; kpmgLVupGj(step+1) = 1;
GDcVqvkuIs(Z) = tQ2pJ8E0CI;
elseif YTx56DA5U8(Z)
C(Z) = step+26; kpmgLVupGj(step+26) = 1;
GDcVqvkuIs(Z) = tQ2pJ8E0CI;
C1o3L2gfDa(Z) = true;
end
end
Z = tQ2pJ8E0CI + NR;
tag = C(Z);
if tag == -2
path = traceback_a(Z,step+1);
return
elseif tag == -1
if B(Z) == 0
C(Z) = step+1; kpmgLVupGj(step+1) = 1;
GDcVqvkuIs(Z) = tQ2pJ8E0CI;
elseif YTx56DA5U8(Z)
C(Z) = step+26; kpmgLVupGj(step+26) = 1;
GDcVqvkuIs(Z) = tQ2pJ8E0CI;
C1o3L2gfDa(Z) = true;
end
end
Z = tQ2pJ8E0CI - 1;
tag = C(Z);
if tag == -2
path = traceback_a(Z,step+1);
return
elseif tag == -1
if B(Z) == 0
C(Z) = step+1; kpmgLVupGj(step+1) = 1;
GDcVqvkuIs(Z) = tQ2pJ8E0CI;
elseif P9_FTG1hds(Z)
C(Z) = step+26; kpmgLVupGj(step+26) = 1;
GDcVqvkuIs(Z) = tQ2pJ8E0CI;
C1o3L2gfDa(Z) = true;
end
end
Z = tQ2pJ8E0CI + 1;
tag = C(Z);
if tag == -2
path = traceback_a(Z,step+1);
return
elseif tag == -1
if B(Z) == 0
C(Z) = step+1; kpmgLVupGj(step+1) = 1;
GDcVqvkuIs(Z) = tQ2pJ8E0CI;
elseif P9_FTG1hds(Z)
C(Z) = step+26; kpmgLVupGj(step+26) = 1;
GDcVqvkuIs(Z) = tQ2pJ8E0CI;
C1o3L2gfDa(Z) = true;
end
end
end
end
path = zeros(0,4);
end

function path = DqbHRtn5ft(B,rowS,colS,FIg5RLlRYM,bX69T9QEhw,label,cutoff,maxpathlen)
% function path = traceback_a(r,c,pathLength)
% pR(r,c) = zR(i);
% pC(r,c) = zC(i);
% path = zeros(pathLength,4);
% for jjj = 1:pathLength
% 	path(jjj,1:2) = [r c];
% 	preR = pR(r,c);
% 	preC = pC(r,c);
% 	path(jjj,3:4) = [preR preC];
% 	r = preR;
% 	c = preC;
% end
% end
[NR NC] = size(B);
pR = zeros(NR,NC);
pC = zeros(NR,NC);
C = -ones(NR,NC);
C(rowS+(colS-1)*NR) = 0;
C(FIg5RLlRYM+(bX69T9QEhw-1)*NR) = -2;
znext = zeros(NR*NC,1);
cnext = zeros(NR*NC,1);
count = numel(rowS);
znext(1:count) = rowS;
cnext(1:count) = colS;
dR=[-1 1 0 0];
dC=[0 0 -1 1];
for step = 0:min(cutoff,maxpathlen)
if count < 1, break, end
N = count;
zR = znext(1:N);
zC = cnext(1:N);
count = 0;
for i = 1:N
Aa2p_xqlDq = zC(i);
zi = zR(i);
for s=1:4
r = zi + dR(s);
c = Aa2p_xqlDq + dC(s);
Z = r + (c-1)*NR;
tag = C(Z);
if tag == -2
%path = traceback_a(r,c,step+1);
pathLength=step+1;
pR(r,c) = zR(i);
pC(r,c) = zC(i);
path = zeros(pathLength,4);
for jjj = 1:pathLength
path(jjj,1:2) = [r c];
preR = pR(r,c);
preC = pC(r,c);
path(jjj,3:4) = [preR preC];
r = preR;
c = preC;
end
return
end
if tag == -1 && B(Z) == 0
C(Z) = step+1;
pR(Z) = zi;
pC(Z) = Aa2p_xqlDq;
count = count + 1; znext(count) = r; cnext(count) = c;
end
end
end
end
path = [];
end```