https://sketchviz.com/@sbliven/bc546d60953617770072c10370586224/6489dc80c677d09f309641b61bd1cdfc5f892837

My Diagram.dot

digraph G {
layout="neato";
graph [ overlap=false, splines=true ];

subgraph cluster_m {
m00 [ pos="0,0!", label="1"];
m01 [ pos="0,1!", label="1" ];
m02 [ pos="0,2!", label="3" ];
m03 [ pos="0,3!", label="1" ];
m04 [ pos="0,4!", label="4" ];

m10 [ pos="1,0!", label="4" ];
m11 [ pos="1,1!", label="1" ];
m12 [ pos="1,2!", label="1" ];
m13 [ pos="1,3!", label="3" ];
m14 [ pos="1,4!", label="1" ];

m20 [ pos="2,0!", label="1" ];
m21 [ pos="2,1!", label="1" ];
m22 [ pos="2,2!", label="1" ];
m23 [ pos="2,3!", label="2" ];
m24 [ pos="2,4!", label="4" ];

m30 [ pos="3,0!", label="1" ];
m31 [ pos="3,1!", label="1" ];
m32 [ pos="3,2!", label="1" ];
m33 [ pos="3,3!", label="1" ];
m34 [ pos="3,4!", label="⬇" ];

m40 [ pos="4,0!", label="1" ];
m41 [ pos="4,1!", label="1" ];
m42 [ pos="4,2!", label="2" ];
m43 [ pos="4,3!", label="4" ];
m44 [ pos="4,4!", label="4" ];


m13 -> m10 -> m14 -> m24 ->m20 -> m30 -> m40 -> m41 -> m42 -> m44 -> m04 -> m00 -> m01;
m02 -> m32 -> m33 -> m34 -> m31 -> m21;
m22 -> m23 -> m43 -> m03;
m11 -> m12;

m03 -> m13;
m12 -> m22 [color=red];
m21 -> m11 [color=red];
m01 -> m02 [color=red];
}

subgraph cluster_n {
n00 [ pos="6,0!", label="1"];
n01 [ pos="6,1!", label="1" ];
n02 [ pos="6,2!", label="3" ];
n03 [ pos="6,3!", label="1" ];
n04 [ pos="6,4!", label="4" ];

n10 [ pos="7,0!", label="4" ];
n11 [ pos="7,1!", label="1" ];
n12 [ pos="7,2!", label="1" ];
n13 [ pos="7,3!", label="3" ];
n14 [ pos="7,4!", label="1" ];

n20 [ pos="8,0!", label="1" ];
n21 [ pos="8,1!", label="1" ];
n22 [ pos="8,2!", label="1" ];
n23 [ pos="8,3!", label="2" ];
n24 [ pos="8,4!", label="4" ];

n30 [ pos="9,0!", label="1" ];
n31 [ pos="9,1!", label="1" ];
n32 [ pos="9,2!", label="1" ];
n33 [ pos="9,3!", label="1" ];
n34 [ pos="9,4!", label="⬇" ];

n40 [ pos="10,0!", label="1" ];
n41 [ pos="10,1!", label="1" ];
n42 [ pos="10,2!", label="2" ];
n43 [ pos="10,3!", label="4" ];
n44 [ pos="10,4!", label="4" ];


n13 -> n10 -> n14 -> n24 ->n20 -> n30 -> n40 -> n41 -> n42 -> n44 -> n04 -> n00 -> n01;
n02 -> n32 -> n33 -> n34 -> n31 -> n21;
n22 -> n23 -> n43 -> n03;
n11 -> n12;

n03 -> n13;
n12 -> n02 [color=blue];
n01 -> n11 [color=blue];
n21 -> n22 [color=blue];

}
}

Solution for https://danq.me/2025/03/20/more-castles-and-mazes/ Maze 4