Astrolabicon puzzle solver

%Filip Jander 7/8/19
%Astrolabicon puzzle solver

clear
clc
Asize = 8;
A = 1:Asize;
C = 1:Asize;
C(1,1) = 2;
C(1,2) = 1;
%2 = rotate180
%1 = rotate
%0 = shift

possibleResults = zeros(size(A,2)*size(A,2),size(A,2));
for m = 1:size(A,2)
    for n = 1:size(A,2)
        if m == 1
            B = A;
            if n ~= size(A,2)
                B([n (n+1)]) = B([(n+1) n]);
            else
                B([1 size(A,2)]) = B([size(A,2) 1]);
            end
            possibleResults(n,:) = B;
        else
            possibleResults((m-1)*size(A,2)+n,:) = shift(possibleResults(n,:),m-1);
        end
    end
end

counter = 0;
foundIt = 0;
resultsArray = zeros(2,10);
resultsArray = resultsArray + 5;
z = 0;
while foundIt == 0
    A = 1:Asize;
    for n = 1:size(resultsArray,2)
        x = fix(3*rand());

        %prevent repeats
        if x == z
            if x == 2
                x = 0;
            else
                x = x + 1;
            end
        end
        z = x;

        %prevents shift at start or end
        if (n == size(resultsArray,2) || n==1) && x == 0
            x = x + 1;
        end

        %if x == 1
         %   x = 2;
          %  z = x;
        %end

        if x < 1
            y = fix((size(A,2)-1)*rand())+1;
            A = shift(A,y);
            resultsArray(1,n) = x;
            resultsArray(2,n) = y;
        elseif x < 2
            y = fix((size(A,2)/2-1)*rand())+1;
            A = rotate(A,y);
            resultsArray(1,n) = x;
            resultsArray(2,n) = y;
        elseif x <3
            A = rotate180(A);
        end
        resultsArray(1,n) = x;
        if n > 3
            for k = 1:size(possibleResults,1)
                if A == possibleResults(k,:)
                %if A == C
                    disp('win');
                    foundIt = 1;
                    resultsArray(:,n+1:size(resultsArray,2)) = 0;
                    break;
                end
            end
        end
        if foundIt == 1
            break;
        end
    end


    counter = counter + 1;
end
resultsArray = fix(resultsArray)
A


function y = shift(x,shiftAmount)
oldArray = x;
y = zeros(1,size(x,2));
for n = 1:size(x,2)
    y(1,n) = oldArray(1,mod(n-1-shiftAmount,size(oldArray,2))+1);
end

end

function y = rotate(x,shiftAmount)
y = x;
oldArray = x;
rotateArray = zeros(1,size(oldArray,2)/2);
for n = 1:size(oldArray,2)/2
    if n <= size(oldArray,2)/4
        rotateArray(1,n) = y(1,n);
    else
        rotateArray(1,n) = y(1,size(oldArray,2)/2-(n-size(oldArray,2)/4)+1);

    end
end
rotateArray = shift(rotateArray,shiftAmount);
for n = 1:size(oldArray,2)/2
    if n <= size(oldArray,2)/4
        y(1,n) = rotateArray(1,n);
    else
        y(1,n) = rotateArray(1,size(oldArray,2)/2-(n-size(oldArray,2)/4)+1);
    end
end
end

function y = rotate180(x)
y = x;
oldArray = x;
for n = 1:size(oldArray,2)/4
    y(1,n) = oldArray(1,n+size(oldArray,2)*2/4);
end
for n = size(oldArray,2)/2+1:size(oldArray,2)*3/4
    y(1,n) = oldArray(1,n-size(oldArray,2)/2);
end
end