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        "ocr_text": "Gara di selezione Stage 2026\nVolterra, 08 novembre 2026      treni e IT\n Treni  (treni)\nGestire la logistica per una gara importante non è mai semplice. Quando a dover viaggiare sono persone\ncome Ugo il compito diventa ancora più complicato: Ugo infatti ama viaggiare in treno, e farebbe di\ntutto per far durare il viaggio il più a lungo possibile.\nUgo  deve  viaggiare  per  N  giorni,  e  ogni  giorno  può  scegliere  se  prendere  un  treno  della\nSuperFastTravels(™) o della HyperFast Travels(®), o se non viaggiare affatto. A causa delle rivalita tra\nle due aziende perd è possibile prendere un treno della HyperFastTravels(©) solo se il giorno precedente\nnon si & preso nessun treno (¢ quindi possibile prenderlo anche il primo giorno).\nPer ogni giorno ti viene fornita la durata della tratta offerta da entrambe le societa, in decasecondi. Aiuta\nUgo a calcolare quanto tempo al massimo potra viaggiare sui suoi amatissimi treni!\nImplementazione\nDovrai sottoporre esattamente un file con estensione . cpp.\n    UÌ Tra  gli  allegati  a  questo  task  troverai  un  template  (treni.cpp)  con  un  esempio di\n        implementazione.\nDovrai implementare la seguente funzione:\n   H Funzione tempo_massimo\n              int tempo_massimo(int N,  int A[],  int B[]);"
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        "ocr_text": "Gara di selezione Stage 2026\nVolterra, 08 novembre 2026      treni e IT\n Treni  (treni)\nGestire la logistica per una gara importante non è mai semplice. Quando a dover viaggiare sono persone\ncome Ugo il compito diventa ancora più complicato: Ugo infatti ama viaggiare in treno, e farebbe di\ntutto per far durare il viaggio il più a lungo possibile.\nUgo  deve  viaggiare  per  N  giorni,  e  ogni  giorno  può  scegliere  se  prendere  un  treno  della\nSuperFastTravels(TM) o della HyperFast Travels(®), o se non viaggiare affatto. A causa delle rivalità tra\nle due aziende però è possibile prendere un treno della HyperFastTravels(C] solo se il giorno precedente\nnon si & preso nessun treno (¢ quindi possibile prenderlo anche il primo giorno).\nPer ogni giorno ti viene fornita la durata della tratta offerta da entrambe le societa, in decasecondi. Aiuta\nUgo a calcolare quanto tempo al massimo potra viaggiare sui suoi amatissimi treni!\nImplementazione\nDovrai sottoporre esattamente un file con estensione . cpp.\n    B Tra  gli  allegati  a  questo  task  troverai  un  template  (treni.cpp)  con  un  esempio di\n        implementazione.\nDovrai implementare la seguente funzione:\n   H Funzione tempo_massimo\n               int tempo_massimo(int N,  int A[],  int B[]);\n        — L’intero N indica il numero di giorni di viaggio.\n        — L’array A, indicizzato da 0 a N — 1, rappresenta il tempo di percorrenza dei treni della\n          SuperFast Travels(™).\n        — L’array B, indicizzato da 0 a N — 1, rappresenta il tempo di percorrenza dei treni della\n          HyperFast Travels(©)."
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        "ocr_text": " Treni  (treni)\nGestire la logistica per una gara importante non è mai semplice. Quando a dover viaggiare sono persone\ncome Ugo il compito diventa ancora più complicato: Ugo infatti ama viaggiare in treno, e farebbe di\ntutto per far durare il viaggio il più a lungo possibile.\nUgo  deve  viaggiare  per  N  giorni,  e  ogni  giorno  può  scegliere  se  prendere  un  treno  della\nSuperFastTravels(™) o della HyperFast Travels(®), o se non viaggiare affatto. A causa delle rivalità tra\nle due aziende però è possibile prendere un treno della HyperFastTravels(©) solo se il giorno precedente\nnon si è preso nessun treno (¢ quindi possibile prenderlo anche il primo giorno).\nPer ogni giorno ti viene fornita la durata della tratta offerta da entrambe le societa, in decasecondi. Aiuta\nUgo a calcolare quanto tempo al massimo potra viaggiare sui suoi amatissimi treni!\nImplementazione\nDovrai sottoporre esattamente un file con estensione . cpp.\n    B Tra  gli  allegati  a  questo  task  troverai  un  template  (treni.cpp)  con  un  esempio di\n        implementazione.\nDovrai implementare la seguente funzione:\n   H Funzione tempo_massimo\n              int tempo_massimo(int N,  int A[],  int B[]);\n        — L’intero N indica il numero di giorni di viaggio.\n        — L’array A, indicizzato da 0 a N — 1, rappresenta il tempo di percorrenza dei treni della\n          SuperFast Travels(™),\n        — L’array B, indicizzato da 0  a N — 1, rappresenta il tempo di percorrenza dei treni della\n          HyperFastTravels(©).\nIl grader chiamera la funzione tempo_massimo, che dovra ritornare il massimo numero di decasecondi che\nUgo riuscia a passare in treno durante gli  N giorni."
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        "ocr_text": " Treni  (treni)\nGestire la logistica per una gara importante non è mai semplice. Quando a dover viaggiare sono persone\ncome Ugo il compito diventa ancora più complicato:  Ugo infatti ama viaggiare in treno, e farebbe di\ntutto per far durare il viaggio il più a lungo possibile.\nUgo  deve  viaggiare  per  N  giorni,  e  ogni  giorno  può  scegliere  se  prendere  un  treno  della\nSuperFastTravels(™) o della HyperFast Travels(®), o se non viaggiare affatto. A causa delle rivalità tra\nle due aziende però è possibile prendere un treno della HyperFastTravels(©) solo se il giorno precedente\nnon si è preso nessun treno (¢ quindi possibile prenderlo anche il primo giorno).\nPer ogni giorno ti viene fornita la durata della tratta offerta da entrambe le societa, in decasecondi. Aiuta\nUgo a calcolare quanto tempo al massimo potra viaggiare sui suoi amatissimi treni!\nImplementazione\nDovrai sottoporre esattamente un file con estensione . cpp.\n    B Tra  gli  allegati  a  questo  task  troverai  un  template  (treni.cpp)  con  un  esempio  di\n        implementazione.\nDovrai implementare la seguente funzione:\n   H Funzione tempo_massimo\n        — L’intero N indica il numero di giorni di viaggio.\n        — L’array A, indicizzato da 0 a N — 1, rappresenta il tempo di percorrenza dei treni della\n          SuperFast Travels(™),\n        — L’array B, indicizzato da 0  a N — 1, rappresenta il tempo di percorrenza dei treni della\n          HyperFastTravels(©).\nIl grader chiamera la funzione tempo_mas  -     R   UO  LI a      ‘° il massimo numero di decasecondi che\nUgo riuscià a passare in treno durante g.  Q  Q    0  0"
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        "ocr_text": " Treni  (treni)\nGestire la logistica per una gara importante non è mai semplice. Quando a dover viaggiare sono persone\ncome Ugo il compito diventa ancora più complicato:  Ugo infatti ama viaggiare in treno, e farebbe di\ntutto per far durare il viaggio il pik a lungo possibile.\nUgo  deve  viaggiare  per  N  giorni,  e  ogni  giorno  può  scegliere  se  prendere  un  treno  della\nSuperFastTravels(™) o della HyperFast Travels(®), o se non viaggiare affatto. A causa delle rivalita tra\nle due aziende però & possibile prendere un treno della HyperFastTravels(©) solo se il giorno precedente\nnon si è preso nessun treno (¢ quindi possibile prenderlo anche il primo giorno).\nPer ogni giorno ti viene fornita la durata della tratta offerta da entrambe le societa, in decasecondi. Aiuta\nUgo a calcolare quanto tempo al massimo potra viaggiare sui suoi amatissimi treni!\nImplementazione\nDovrai sottoporre esattamente un file con estensione . cpp.\n    B Tra  gli  allegati  a  questo  task  troverai  un  template  (treni.cpp)  con  un  esempio  di\n        implementazione.\nDovrai implementare la seguente funzione:\n   H Funzione tempo_massimo\n        — L’intero N indica il numero di giorni di viaggio.\n        — L’array A, indicizzato da 0 a N — 1, rappresenta il tempo di percorrenza dei treni della\n          SuperFast Travels(™),\n        — L’array B, indicizzato da 0  a N — 1, rappresenta il tempo di percorrenza dei treni della\n          HyperFastTravels(©).\nIl grader chiamera la funzione tempo_massimo, che dovra ritornare il massimo numero di decasecondi che\nUgo riuscia a passare in treno durante gli  N giorni."
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        "ocr_text": "Esempi di input/output\n                     input      output\nSpiegazione\nNel primo caso di esempio è possibile impostare B = 2: l’acquirente potrebbe scegliere i quadri di\nvalore 1 +2 = 3, 2+ 3 = 5 oppure 3 + 4 = 7 senza superare mai il massimale  M = 8. Non sarebbe stato\npossibile scegliere B = 3 perché in quel caso I'acquirente avrebbe potuto il scegliere il blocco di valore\n2+ 3 +4= 9, superando il massimale.\nNel secondo caso di esempio anche scegliere B = 1 consentirebbe all’acquirente di superare il mas-\nsimale qualunque scelta egli faccia (ad eccezione del secondo quadro).  La risposta corretta è quindi\nB=0.\n                              L]"
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        "ocr_text": "Esempi di input/output\n                     input      output\nSpiegazione\nNel primo caso di esempio è possibile impostare B = 2: l’acquirente potrebbe scegliere i quadri di\nvalore 1 +2 = 3, 2+ 3 = 5 oppure 3 + 4 = 7 senza superare mai il massimale  M = 8. Non sarebbe stato\npossibile scegliere B = 3 perché in quel caso I'acquirente avrebbe potuto il scegliere il blocco di valore\n2+ 3 +4= 9, superando il massimale.\nNel secondo caso di esempio anche scegliere B = 1 consentirebbe all’acquirente di superare il mas-\nsimale qualunque scelta egli faccia (ad eccezione del secondo quadro).  La risposta corretta è quindi\nB=0.\n                              L]"
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        "ocr_text": "Fabio è intenzionato a organizzare una lotteria con una regola particolare: le opere saranno disposte in\nfila e l’acquirente, dopo aver pagato un “biglietto di ingresso”, potrà scegliere a propria discrezione un\n“blocco” consecutivo di B opere (non di più né di meno).\n                                ]\n                                iN )  ‘   !  |      è\n                                N      i\n                                ‘   N      3    !  ‘  \\\n                                # i    | {      -\n                                ”    !'   4      —\n                                \\      W    'l i      :\n                                i     \\\n               Figura 1: Alcuni dei quadri esposti (foto di Muhammad Raufan Yusup).\nFabio non vuole che la somma dei valori delle opere che un acquirente può portarsi a casa sia maggiore\ndi un certo massimale M, altrimenti ci starebbe perdendo troppo. D’altro canto, pur rispettando questo\nprincipio, vorrebbe rendere B (il numero di quadri che ci si porta a casa comprando il biglietto d’ingresso)\npiù alto possibile. Aiutalo a capire qual è il valore massimo di B per rendere il più appetibile possibile\nla lotteria!\nImplementazione\nDovrai sottoporre un unico file con estensione .cpp o .c.\nB"
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    "timestamp": "2026-11-08T13:26:36.434999942Z",
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        "ocr_text": "Fabio non vuole che la somma dei valori delle opere che un acquirente può portarsi a casa sia maggiore\ndi un certo massimale M, altrimenti ci starebbe perdendo troppo. D’altro canto, pur rispettando questo\nprincipio, vorrebbe rendere B (il numero di quadri che ci si porta a casa comprando il biglietto d’ingresso)\npiù alto possibile. Aiutalo a capire qual è il valore massimo di B per rendere il più appetibile possibile\nla lotteria!\n                                I\nImplementazione\nDovrai sottoporre un unico file con estensione .cpp o .c.\n    U}° Tra gli allegati a questo task troverai un template (quadri.cpp e quadri.c) con un esempio\n        di implementazione.\n quadri      Pagina 1di 3"
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        "ocr_text": "principio, vorrebbe rendere B (il numero di quadri che ci si porta a casa comprando il biglietto d’ingresso)\npiù alto possibile. Aiutalo a capire qual è il valore massimo di B per rendere il più appetibile possibile\nla lotteria!\nImplementazione\n                                X\nDovrai sottoporre un unico file con estensione .cpp o .c.\n    Î Tra gli allegati  a questo task troverai un template (quadri.cpp e quadri.c) con un esempio\n        di implementazione.\n quadri      Pagina 1 di 3"
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