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        "ocr_text": "Dovrai implementare la seguente funzione:\n  H Funzione quadri\n      C7C     int quadri(int N,  long long M, int V{]);\n         L'intero N mppresenta il numero dei quadri\n         L'intero M rappresenta il massimale da non superare.\n         L’array V, indicizzato da 0 a N — 1, contiene alla posizione i il valore dell'i-esimo quadro nella\n         fila.\n         La funzione dovrà restituire il valore massimo per B come descritto nel testo\n11 grader chiamera la funzione quadri e ne stampera il valore restituito sul file di output.\nAllegata a questo problema è presente una versione semplificata del grader usato durante la correzione,\nche potete usare per testare le vostre soluzioni in locale.  Il grader di esempio legge i dati da stdin,\nchiama la funzione che dovete implementare e scrive su stdout, secondo il seguente formato.\n1l file di input è composto da due righe, contententi:\n   e Riga 1: gli interi N e M, separati da uno spazio.\n   e Riga 2: N interi V[i] peri =0,....N - 1.\n11 file di output & composto da un'unica riga, contenente\n   o Riga 1: il valore restituito dalla funzione  quadri."
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        "ocr_text": "     alla lunghezza del cammino minimo dal nodo 0 al nodo i.  Se il nodo i non è raggiungibile dal nodo\n     0, D, dovrà essere — 1.\nGrader di prova\nNella directory relativa a questo problema è presente una versione semplificata del grader usato durante\nla correzione, che potete usare per testare le vostre soluzioni in locale.  I grader di esempio legge i dati\nda stdin, chiama le funzioni che dovete implementare e scrive su stdout, secondo il seguente formato.\n 1 file di input è composto da M + 1 righe, contenenti:\n   * Riga 1: gli interi N e M.\n   o  Rign 24 i per i =0...M — 1: gli interi X,, ¥, e P,.\n11 file di output è composto da un'unica riga, contenente gli N interi Do, Dy, ...,     Dy_1.\nAssunzioni\n   *  1< N < 300000.\n   o  1< M < 500000.\n   e 0   X, Vi N~   1perognii=0..M-1\n   ¢ 0< P < 10° perognii=0...M—1.\nAssegnazione del punteggio\n1l tuo programma verrh testato su diversi test case raggruppati in subtask. chl-m il punteggio\nrelativo ad un subtask. è necessario risolvere correttamente tutti i test che lo compar]sou.\n nincammino2      Pagina 1 di 2"
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        "ocr_text": "     alla lunghezza del cammino minimo dal nodo 0 al nodo i.  Se il nodo i non è raggiungibile dal nodo\n     0, D, dovrà essere — 1.\nGrader di prova\nNella directory relativa a questo problema è presente una versione semplificata del grader usato durante\nla correzione, che potete usare per testare le vostre soluzioni in locale.  I grader di esempio legge i dati\nda stdin, chiama le funzioni che dovete implementare e scrive su stdout, secondo il seguente formato.\n 1 file di input è composto da M + 1 righe, contenenti:\n   * Riga 1: gli interi N e M.\n   o  Rign 24 i per i =0...M — 1: gli interi X,, ¥, e P,.\n11 file di output è composto da un'unica riga, contenente gli N interi Do, Dy, ...,     Dy_1.\nAssunzioni\n   *  1< N < 300000.\n   o  1< M < 500000.\n   e 0   X, Vi N~   1perognii=0..M-1\n   ¢ 0< P < 10° perognii=0...M—1.\nAssegnazione del punteggio\n1l tuo programma verrh testato su diversi test case raggruppati in subtask. chl-m il punteggio\nrelativo ad un subtask. è necessario risolvere correttamente tutti i test che lo compar]sou.\n nincammino2      Pagina 1 di 2"
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        "ocr_text": "     alla lunghezza del cammino minimo dal nodo 0 al nodo i.  Se il nodo i non è raggiungibile dal nodo\n     0, D, dovrà essere — 1.\nGrader di prova\nNella directory relativa a questo problema è presente una versione semplificata del grader usato durante\nla correzione, che potete usare per testare le vostre soluzioni in locale.  I grader di esempio legge i dati\nda stdin, chiama le funzioni che dovete implementare e scrive su stdout, secondo il seguente formato.\n 1 file di input è composto da M + 1 righe, contenenti:\n   * Riga 1: gli interi N e M.\n   o  Rign 24 i per i =0...M — 1: gli interi X,, ¥, e P,.\n11 file di output è composto da un'unica riga, contenente gli N interi Do, Dy, ...,     Dy_1.\nAssunzioni\n   *  1< N < 300000.\n   o  1< M < 500000.\n   e 0   X, Vi N~   1perognii=0..M-1\n   ¢ 0< P < 10° perognii=0...M—1.\nAssegnazione del punteggio\n1l tuo programma verrh testato su diversi test case raggruppati in subtask. chl-m il punteggio\nrelativo ad un subtask. è necessario risolvere correttamente tutti i test che lo compar]sou.\n nincammino2      Pagina 1 di 2"
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        "ocr_text": "   . Subtask 1  [ 0 punti]: Casi d'esempio.\n   « Subtask 2  [20 punti]: M = N — 1 ed è possibile raggiunere ogni nodo partendo dal nodo 0\n   « Subtask 3  (20 punti]: Pli] = 1\n   . Subtask 4  [30 punti]: N < 1000 ¢ M < 3000\n   . Subtask 5  [30 punti]: Nessuna limitazione aggiuntiva.\nEsempi di input /output\n                    stdin\n 21\n 101\n 45      0122\n o  nn\n 022\n 131\n 218\n 236\nSpiegazione      k\nNel primo caso di esempio ¢’ un unico arco dal nodo 1 al nodo 0, dunque il nodo 1 non è raggiungibile\ndal nodo 0, mentre si può andare dal nodo 0 in sé stesso percorrendo una distanza di O.\n                                O ©)\nNel secondo caso di esempio:\n   o il nodo 0 ha distanza 0 da sé stesso;\n   e il nodo 1 è raggiungibile con un arco di peso 1:\n   « il nodo 2 & mggiungibile con un arco di peso 2\n   o il nodo 3 è raggiungibile con un arco dal nodo 0 al nodo 1 e un arco dal nodo 1 al nodo 3, per una\n     distanza totale di 2."
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