Added SetBestOrMoreLayersArithmetical and CalculateNewCombinedQuality
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@ -1,11 +1,11 @@
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#include "../../header.h"
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void status(vector<LogEntry>& log, vector<Part*>& p_Box);
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bool setBestOrMoreLayers(vector<LogEntry>& log);
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bool SetBestOrMoreLayersArithmetical(vector<LogEntry>& log, qualityVector* cqVector);
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void calculateTrueDestructionPower(vector<LogEntry>& log, Puzzle& puzzleMat, float Layerworth);
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void sort(vector<LogEntry>& log);
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void cut(vector<LogEntry>& log, Part* cutID);
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float capLogElements(vector<LogEntry>& log);
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void calculateNewCombinedProbabilityForPuzzlePiecesArithmetic(vector<LogEntry>& log);
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void CalculateNewCombinedQuality(vector<LogEntry>& log, qualityVector& qVector, qualityVector* cqVector);
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bool next(vector<LogEntry>& log, vector<Part*>& p_Box,Puzzle& puzzleMat)
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{
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@ -21,7 +21,7 @@ bool next(vector<LogEntry>& log, vector<Part*>& p_Box,Puzzle& puzzleMat)
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else if(log.back().PieceCollector.size() > 1)
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{
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//moreLayers is 0, setbest is 1
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if (setBestOrMoreLayers(log)) setsolution(log, p_Box, puzzleMat);
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if (SetBestOrMoreLayersArithmetical(log, &puzzleMat.combinedQualityVector)) setsolution(log, p_Box, puzzleMat);
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else solve(log, p_Box, puzzleMat);
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}
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//case last log exactly one solution
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@ -87,7 +87,7 @@ void solve(vector<LogEntry>& log, vector<Part*>& p_Box, Puzzle& puzzleMat)
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capLogElements(log);
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float worth = capLogElements(log);
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calculateTrueDestructionPower(log,puzzleMat, worth);
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calculateNewCombinedProbabilityForPuzzlePiecesArithmetic(log);
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CalculateNewCombinedQuality(log, log.back().PieceCollector, &puzzleMat.combinedQualityVector);
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}
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@ -244,85 +244,116 @@ void cut(vector<LogEntry>& log, Part* cutID)
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log.back().PieceCollector.erase(it++);
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}
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//partdavid
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bool setBestOrMoreLayers(vector<LogEntry>& log)
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// -------------------- Part David: SetBest and CalculateCombinedQuality --------------------
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// pruefen, ob mehr als X combinedQualities ueber dem Grenzwert sind. Wenn nur noch Y Pieces ueber bleiben, dann setBest!
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// geeignete Threshold values muessen noch getestet werden
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bool SetBestOrMoreLayersArithmetical(vector<LogEntry>& log, qualityVector* cqVector)
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{
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int countBest = 0;
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float tempBest = 0.0;
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float threshold = 1.0, tempBest = 0.0;
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unsigned int countHigherThreshold = 0;
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// count how many Pieces are greater than the threshold value
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for(auto it:log.back().PieceCollector)
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if(cqVector->empty())
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{
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// check Probability of current Puzzle Piece in this vector
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if (it.first >= 0.90) // 0.90 as threshold
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countBest++;
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cerr << "combinedQualityVector is empty." << endl; // should not be empty => backtrack?
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return false; // Warning: can only return true or false. What return for error?
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}
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else
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if (it.first > tempBest)
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tempBest = it.first;
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{
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switch(log.back().abstractionLevel)
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{
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case 1: threshold = 0.90; break;
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case 2: threshold = 0.80; break;
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case 3: threshold = 0.75; break;
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case 4: threshold = 0.66; break;
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case 5: threshold = 0.60; break;
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default: threshold = 0.5; break;
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}
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// check Quality of current Puzzle Piece in combinedQualityVector with Threshold value
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for (qualityVector::iterator it = cqVector->begin(); it != cqVector->end(); it++)
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{
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if ((cqVector->back().first / log.back().abstractionLevel) >= threshold) // const threshold values
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{
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// count how many Pieces are greater than the threshold value
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countHigherThreshold++;
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}
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else
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{
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if ((cqVector->back().first / log.back().abstractionLevel) > tempBest)
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{
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tempBest = cqVector->back().first; // could be used, for additional constraints
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}
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}
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}
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// return true if only one piece is left
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if (1 == countBest)
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if (1 == countHigherThreshold)
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{
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return true;
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}
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//else if (countBest > 1 && countBest < 10) // TODO: add possible constraints
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else
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{
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return false;
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}
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}
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void calculateNewCombinedProbabilityForPuzzlePiecesArithmetic(vector<LogEntry>& log)
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{
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float totalValue = 0.0;
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int i;
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for(int i; i < log.back().PieceCollector.size(); i++);
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// sum Probability of current Puzzle Piece in PieceCollector vector
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//totalValue += *(log.back().PieceCollector.);
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//return totalValue / i;
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}
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/*
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//PartDavid
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void calculateNewCombinedProbabilityForPuzzlePiecesTopK(vector<LogEntry>& log, int executedLayers)
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// jede Quality vom Piececollector zu einer combinedQuality aufsummieren (von jedem bereits verwendetem Layer)
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// Achtung: Es muss noch der Mittelwert gebildet werden => SetBestOrMoreLayersArithmetical
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void CalculateNewCombinedQuality(vector<LogEntry>& log, qualityVector& qVector, qualityVector* cqVector)
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{
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float TopK[executedLayers][2] = {0.0}; // in Log speichern?
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float sumTopK[executedLayers] = {0.0};
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float HighestProbability = 0.0;
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bool summarizedVectors = false;
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int countSummarizedVectors = 0;
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// searching for Top2 probability values in PieceCollector for each layer
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for (int currentLayer = 0; currentLayer < executedLayers; currentLayer++)
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// check if both qualityVectors are not empty
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if(qVector.empty())
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{
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// searching for Top2 probabilities in currentLayer
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for(int i = 0; i < log.back().PieceCollector.size() && log.back().abstractionLevel == currentLayer; i++)
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{
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if (*(log.back().PieceCollector[i]) > TopK[currentLayer][0])
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{
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TopK[currentLayer][0] = *log.back().PieceCollector[i];
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cerr << "qualityVector is empty." << endl; // should not be empty => backtrack?
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return;
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}
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else if (*(log.back().PieceCollector[i]) > TopK[currentLayer][1])
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else if(cqVector->empty())
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{
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TopK[currentLayer][1] = *log.back().PieceCollector[i];
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cerr << "combinedQualityVector is empty." << endl; // should not be empty => backtrack?
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return;
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}
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else
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{
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// Spezialfall fuer 0 Ueberlegen
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}
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}
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sumTopK[currentLayer] = TopK[currentLayer][0] + TopK[currentLayer][1];
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}
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for (unsigned int i = 0; i < cqVector->size(); i++)
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{
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summarizedVectors = false;
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// searching for highest probability for designated Position
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for (int currentLayer = 0; currentLayer < executedLayers; currentLayer++)
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for (unsigned int j = 0; j < qVector.size(); j++)
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{
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if (sumTopK[currentLayer+1] > sumTopK[currentLayer])
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// search same PuzzlePart of qualityVector and combinedQualityVector
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if (&cqVector->at(i).second == &qVector.at(j).second)
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{
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HighestProbability = sumTopK[currentLayer+1];
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}
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// sum Quality of PieceCollector (qualityVector) to combinedQualityVector
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cqVector->at(j).first += qVector.at(i).first;
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countSummarizedVectors++;
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summarizedVectors = true;
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continue; // skip remaining for loop => save time!
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}
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}
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*/
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// remove element at poisition X in combinedQualityVector, because it was not summarized
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if (!summarizedVectors)
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{
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// inefficient way to delete element X
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//cqVector->erase(cqVector->begin()+i);
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// efficient way, but no sorted cqVector => wayne
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swap(cqVector->at(i), cqVector->back());
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cqVector->pop_back();
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}
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}
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// cqVector should have the same size now as newest qVector
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if (cqVector->size() != qVector.size())
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{
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cerr << "Size of combinedQualityVector doenst match with size of qualityVector!" << endl;
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cout << "Size of combinedQualityVector: " << cqVector->size() << endl;
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cout << "Size of qualityVector: " << qVector.size() << endl;
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cout << "Size of countSummarizedVectors: " << countSummarizedVectors << endl;
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}
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}
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}
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@ -65,6 +65,8 @@ public:
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vector<Part> myBox;
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vector<Part*> p_myBox;
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qualityVector combinedQualityVector;
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private:
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unsigned int rows;
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