Oh god what was this...

day02/day2Part1.cpp

@@ -1,5 +1,6 @@
 #include <iostream>
 #include <fstream>
+#include <filesystem>
 using namespace std;
 
 int main (void)
@@ -28,6 +29,7 @@ int main (void)
                 cout << "Error!!!";
         }
     }
+    cout << std::filesystem::current_path() << endl;
     finalAnswer = totalVertical * totalForward;
     cout << finalAnswer;
     return 0;

day15/day15Part1.cpp

@@ -1,46 +1,37 @@
-// The A* implementation used in this code is 
-// a modified form of Dijkstra's Algorithm, as
-// see on the YouTube channel "Friendly Developer"
 #include <iostream>
 #include <fstream>
 #include <algorithm>
 #include <vector>
 #include <string>
 #include <sstream>
+#include <list>
 
-#define INF 10
+#define INFINITY 1000000;
 
 using namespace std;
 
-int main(void)
-{
-    int arrayXsize, arrayYsize;
-    bool finalCode = false;
-    if (!finalCode)
+const int arrayXsize = 10; // 10 for testing, 100 for final
+const int arrayYsize = 10; // 10 for testing, 100 for final
+int costMap[arrayYsize][arrayXsize];
+
+class AStarSort {
+    public:
+    struct sNode
     {
-        arrayXsize = 10;
-        arrayYsize = 10;
-    }
-    if (finalCode)
+        bool bVisited = false;          // Has this node been visited?
+        int iDistRemain;                // Distance remaining to goal
+        int iDistTaken;                 // Distance from start
+        int iNodeWeight;                // Node wieght
+        int x;                          // X-coordinate of node
+        int y;                          // Y-coordinate of node
+        vector<sNode*> vecNeighbors;    // Neighbors
+        sNode* parent;                  // Node we came through to get here
+    };
+
+    void mapImport()
     {
-        arrayXsize = 100;
-        arrayYsize = 100;
-    }
-    int map[arrayYsize][arrayXsize];
-    int distMap[arrayYsize][arrayXsize] = {INF};
-    int remainingMap[arrayYsize][arrayXsize];
-    for (int i = 0; i < arrayYsize; i++)
-    {
-        for (int j = 0; j < arrayXsize; j++)
-        {
-            //shrink xSize and ySize properly, using manhattan dist.
-            remainingMap[i][j] = ((arrayXsize - 1) - j) + 
-                                 ((arrayYsize - 1) - i);
-        }
-    }
-    vector<pair<int,int>> pathThruMap;
-    int lineLength = 0;
-    int pathCost = 0;
+        // The Following code reads in the textfile of choice, and
+        // makes a 2D array of points with the cost values of each point
         int xIndex = 0;
         int yIndex = 0;
         int tempInt = 0;
@@ -49,22 +40,108 @@ int main(void)
 
         while(getline(readFile, rawInput))
         {
-        for(int xIndex = 0; 
+            for(xIndex = 0;
                 xIndex < rawInput.size();
                 xIndex++)
             {
                 tempInt = rawInput[xIndex]-'0';
-            map[yIndex][xIndex] = tempInt;
+                costMap[yIndex][xIndex] = tempInt;
             }
             yIndex++;
         }
 
-    // Pairs are basically coordinates
-    pair<int, int> vectorAddPair;
-    // Pairs are initialized as (note namespace);
-    vectorAddPair = make_pair(0,0);
-    // add pair to vector
-    pathThruMap.push_back(vectorAddPair);
+        // End of file read
 
+        return;
+    };
+
+    public:
+    void solveAStar()
+    {
+        // this creates all the nodes needed, and initializes them with
+        // a location, an unvisited state, no parent, and all neighbors
+        auto nodes = new sNode[arrayYsize * arrayXsize];
+        for (int y = 0; y < arrayYsize; y++)
+        {
+            for (int x = 0; x < arrayXsize; x++)
+            {
+                nodes[x * arrayXsize + y].x=x;
+                nodes[x * arrayXsize + y].y=y;
+                nodes[x * arrayXsize + y].bVisited = false;
+                nodes[x * arrayXsize + y].iDistRemain = INFINITY;
+                nodes[x * arrayXsize + y].iDistTaken = INFINITY;
+                nodes[x * arrayXsize + y].iNodeWeight = costMap[y][x];
+                nodes[x * arrayXsize + y].parent = nullptr;
+                if(y>0)
+                nodes[x * arrayXsize + y].vecNeighbors.push_back
+                (
+                    &nodes[(x + 0) * arrayXsize + (y - 1)]
+                );
+                if(y< arrayYsize - 1)
+                nodes[x * arrayXsize + y].vecNeighbors.push_back
+                (
+                    &nodes[(x + 0) * arrayXsize + (y + 1)]
+                );
+                if(x>0)
+                nodes[x * arrayXsize + y].vecNeighbors.push_back
+                (
+                    &nodes[(x - 1) * arrayXsize + (y - 0)]
+                );
+                if(x< arrayYsize - 1)
+                nodes[x * arrayXsize + y].vecNeighbors.push_back
+                (
+                    &nodes[(x + 1) * arrayXsize + (y + 0)]
+                );
+            }
+        }
+
+        // This creates the starting and ending nodes, and initializes them
+        sNode *nodeStart = &nodes[0];
+        sNode *nodeEnd = &nodes[ (arrayXsize * arrayYsize) - 1 ];
+
+        auto manhattanDist = [](sNode* a)
+            {
+                return  ((arrayXsize - 1) - a->x) + ((arrayYsize - 1) - a->y);
+            };
+        sNode *nodeCurrent = nodeStart;
+        nodeStart->iDistTaken = 0;
+        nodeStart->iDistRemain = manhattanDist(nodeStart);
+        list<sNode*> listNotTestedNodes;
+        listNotTestedNodes.push_back(nodeStart);
+
+        while(!listNotTestedNodes.empty())
+        {
+            // Sort by order of remaining distance to the goal
+            listNotTestedNodes.sort([](const sNode* lhs, const sNode* rhs)
+                { return lhs ->iDistRemain < rhs->iDistRemain; });
+
+            // Clear out visited nodes
+            while(!listNotTestedNodes.empty() && listNotTestedNodes.front()->bVisited)
+                listNotTestedNodes.pop_front();
+
+            // If list is empty, leave loop
+            if(listNotTestedNodes.empty()) break;
+
+            // Visit the node at the front of the list
+            nodeCurrent = listNotTestedNodes.front();
+            nodeCurrent->bVisited = true;
+
+            //check each node's neighbors
+            for (auto nodeNeighbor : nodeCurrent->vecNeighbors)
+            {
+                if (!nodeNeighbor->bVisited)
+                    listNotTestedNodes.push_back(nodeNeighbor);
+            }
+        }
+
+        return;
+    };
+};
+
+int main(void)
+{
+    AStarSort functionCall;
+    functionCall.mapImport();
+    functionCall.solveAStar();
     return 0;
 }