| function [sac, monol, monor] = binsacc(sacl,sacr); |
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| if size(sacr,1)*size(sacl,1)>0 |
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| TR = max(sacr(:,2)); |
| TL = max(sacl(:,2)); |
| T = max([TL TR]); |
| s = zeros(1,T+1); |
| for i=1:size(sacl,1) |
| s(sacl(i,1)+1:sacl(i,2)) = 1; |
| end |
| for i=1:size(sacr,1) |
| s(sacr(i,1)+1:sacr(i,2)) = 1; |
| end |
| s(1) = 0; |
| s(end) = 0; |
| m = find(diff(s~=0)); |
| N = length(m)/2; |
| m = reshape(m,2,N)'; |
| |
| % determine binocular saccades |
| NB = 0; |
| NR = 0; |
| NL = 0; |
| sac = []; |
| monol = []; |
| monor = []; |
| for i=1:N |
| l = find( m(i,1)<=sacl(:,1) & sacl(:,2)<=m(i,2) ); |
| r = find( m(i,1)<=sacr(:,1) & sacr(:,2)<=m(i,2) ); |
| if length(l)*length(r)>0 |
| ampr = sqrt(sacr(r,6).^2+sacr(r,7).^2); |
| ampl = sqrt(sacl(l,6).^2+sacl(l,7).^2); |
| [h, ir] = max(ampr); |
| [h, il] = max(ampl); |
| NB = NB + 1; |
| sac(NB,:) = [sacr(r(ir),:) sacl(l(il),:)]; |
| else |
| % determine monocular saccades |
| if length(l)==0 |
| NR = NR + 1; |
| monor(NR,:) = sacr(r,:); |
| end |
| if length(r)==0 |
| NL = NL + 1; |
| monol(NL,:) = sacl(l,:); |
| end |
| end |
| end |
| else |
| % special cases of exclusively monocular saccades |
| if size(sacr,1)==0 |
| sac = []; |
| monor = []; |
| monol = sacl; |
| end |
| if size(sacl,1)==0 |
| sac = []; |
| monol = []; |
| monor = sacr; |
| end |
| end |