data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc0000label all the x and y positions for coordinates on the board starting with h1 to h2 etc-124,-87,-52,-15,20,56,93,128-129,-94,-57,-21,15,52,88,123