diff --git "a/JSON-parsed-full/Gambero_Rosso_S.P.A__1041370.unstructured.json" "b/JSON-parsed-full/Gambero_Rosso_S.P.A__1041370.unstructured.json" new file mode 100644--- /dev/null +++ "b/JSON-parsed-full/Gambero_Rosso_S.P.A__1041370.unstructured.json" @@ -0,0 +1 @@ +[{"type": "Title", "element_id": "ca53d94ecd53fc6cbc2849bc706827b2", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.5306488275527954, "coordinates": {"points": [[939.6494140625, 218.91222222222223], [939.6494140625, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.91222222222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 1, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "a69ffcd421b0c4b0f7710469890ed2b5", 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RELAZIONE SULLA GESTIONE AL 31 DICEMBRE 2023 .............................................................................. 4 2. PROSPETTI DI BILANCIO AL 31 DICEMBRE 2023 ..................................................................................... 13 3. NOTE ESPLICATIVE AL BILANCIO CONSOLIDATO AL 31 DICEMBRE 2023 ...................................... 17 4. 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Ideatore di format mediatici, organizza eventi che hanno come fine la promozione nazionale e internazionale dell\u2019eccellenza italiana nel campo della produzione vitivinicola, dei prodotti agroalimentari e dei migliori interpreti della coltivazione, produzione e distribuzione nonch\u00e9 della ospitalit\u00e0 nel campo enogastronomico. A tal fine il Gambero Rosso\u00ae visita ed esamina annualmente decine di migliaia di imprese e prodotti del settore realizzando guide, servizi e contenuti media per la valorizzazione e la promozione dei prodotti e delle imprese in campo nazionale ed internazionale.", "metadata": {"detection_class_prob": 0.956519603729248, "coordinates": {"points": [[157.33333333333334, 446.2503356933594], [157.33333333333334, 844.0962222222219], [1484.1484444444445, 844.0962222222219], [1484.1484444444445, 446.2503356933594]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 4, "parent_id": "6de20c7f54f65a018a2c1e5aa6fa3b77", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "20a1ffaba3f64efe017694a58aa34869", "text": "Gambero Rosso\u00ae organizza direttamente, presso le sedi delle Citt\u00e0 del gusto, ed in Joint Venture, Master e corsi di alta formazione manageriale e professionale al fine di educare efficacemente i leader del domani ed offrire formazione permanente agli addetti ai lavori.", "metadata": {"detection_class_prob": 0.9368792772293091, "coordinates": {"points": [[157.3309326171875, 891.4832763671875], [157.3309326171875, 1005.7628888888887], [1484.199111111111, 1005.7628888888887], [1484.199111111111, 891.4832763671875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 4, "parent_id": "6de20c7f54f65a018a2c1e5aa6fa3b77", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "a2b0c774747c7da62148a25491bd6fc0", "text": "Il mercato del Food & Beverage ed in particolare le 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L\u2019attivit\u00e0 di rating svolta da questa Business Unit da oltre 35 anni consente al Gruppo di analizzare i diversi mercati, aggiornando costantemente il database e fornendo contenuti per le attivit\u00e0 editoriali e di broadcasting del Gruppo. Il mercato di riferimento del Gambero Rosso \u00e8 un mercato che a livello mondiale continua a registrare una costante crescita.", "metadata": {"detection_class_prob": 0.9524710774421692, "coordinates": {"points": [[157.2958221435547, 1758.21533203125], [157.2958221435547, 1955.9217529296875], [1484.2617777777778, 1955.9217529296875], [1484.2617777777778, 1758.21533203125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 4, "parent_id": "36624e2b51eb9c2fa620b8734a401ee7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "856a4ccac82a58982dbd495b2fcac78a", "text": "INTERNATIONAL PROMOTION & EVENTS", "metadata": {"detection_class_prob": 0.8171398043632507, "coordinates": {"points": [[157.33333333333334, 2003.9204444444442], 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gi\u00e0 consolidato nonch\u00e9 in quelli con grande potenziale di domanda.", "metadata": {"detection_class_prob": 0.9424123764038086, "coordinates": {"points": [[156.97760009765625, 305.98760986328125], [156.97760009765625, 458.43487548828125], [1484.2324444444444, 458.43487548828125], [1484.2324444444444, 305.98760986328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 5, "parent_id": "ad9325c92bdf616a2ea421fa8ca512ba", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "3970e0a04b8a4cac12403ba07a8a351c", "text": "TV & DIGITAL", "metadata": {"detection_class_prob": 0.8266326189041138, "coordinates": {"points": [[156.17774963378906, 506.4769287109375], [156.17774963378906, 536.6823120117188], [333.63888888888886, 536.6823120117188], 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I corsi si tengono presso le Citt\u00e0 del gusto e in partnership con le principali universit\u00e0.", "metadata": {"detection_class_prob": 0.9372001886367798, "coordinates": {"points": [[157.33333333333334, 697.9506225585938], [157.33333333333334, 815.1807861328125], [1484.0584444444444, 815.1807861328125], [1484.0584444444444, 697.9506225585938]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 5, "parent_id": "7aa02b4ec37c1b331a44c90c37d79af6", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "a2a0be3ade82cf99ac07f25d77a611d0", "text": "PARTNERSHIP", "metadata": {"detection_class_prob": 0.8306115865707397, "coordinates": {"points": [[156.89773559570312, 862.1288452148438], [156.89773559570312, 893.345947265625], [326.9722222222222, 893.345947265625], [326.9722222222222, 862.1288452148438]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 5, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "975d713f001e7f1c7e9dffe838848182", "text": "Gambero Rosso \u00e8 leader nella creazione del valore legata al wine&food. L\u2019altissima qualit\u00e0 dei contenuti assicura una forte reputazione del brand. Contenuti e brand sono gli asset principali nel marketing e nella comunicazione che generano engagement negli utenti e vendite. Le attivit\u00e0 estere da sempre aiutano i produttori ad incrementare il loro export. 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Controlla all\u201984,25% la Cdg Lecce S.r.l., con sede in Lecce; la societ\u00e0 ha chiuso l\u2019esercizio 2023 con un risultato positivo di 7 mila euro.", "metadata": {"detection_class_prob": 0.9319005012512207, "coordinates": {"points": [[114.99935150146484, 1912.6162109375], [114.99935150146484, 2065.2351111111107], [1484.2777777777778, 2065.2351111111107], [1484.2777777777778, 1912.6162109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 5, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8a4e2217aeb08c4c1f9ed60c8c1fe123", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.7026923894882202, "coordinates": {"points": [[157.33333333333334, 2164.486328125], [157.33333333333334, 2192.711181640625], [598.6808888888888, 2192.711181640625], [598.6808888888888, 2164.486328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 5, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "a2dc6adeb63e3c10753a88a3c73a970b", "text": "Pag. 5 di 54", "metadata": {"detection_class_prob": 0.3222825825214386, "coordinates": {"points": [[1352.2777777777776, 2164.6426666666666], [1352.2777777777776, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 5, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "1b99a3b98368098f081e56d3ce4ed100", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.7767431735992432, "coordinates": {"points": [[939.63330078125, 218.17584228515625], [939.63330078125, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.17584228515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 6, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "eeafc3ab3b0253f21f63c85620be72a4", "text": "- Gambero Rosso Brands & Contents S.r.l.: la societ\u00e0 con sede a Roma, svolge l\u2019attivit\u00e0 di gestione e valorizzazione dei marchi e dei database del Gruppo; la societ\u00e0 ha chiuso l\u2019esercizio 2023 con un risultato positivo di 123 mila euro.", "metadata": {"detection_class_prob": 0.9264806509017944, "coordinates": {"points": [[117.99999999999999, 304.7259216308594], [117.99999999999999, 417.6795555555552], [1484.159111111111, 417.6795555555552], [1484.159111111111, 304.7259216308594]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 6, "parent_id": "1b99a3b98368098f081e56d3ce4ed100", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "10d9ccd9762274f01611bbf41e664956", "text": "- Fondazione Gambero Rosso: ente senza scopo di lucro, con sede in Roma.", "metadata": {"detection_class_prob": 0.8002229332923889, "coordinates": {"points": [[117.99999999999999, 465.7721252441406], [117.99999999999999, 498.5674743652344], [1098.1944444444443, 498.5674743652344], [1098.1944444444443, 465.7721252441406]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 6, "parent_id": "1b99a3b98368098f081e56d3ce4ed100", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "41612ee507fcc472d02dbff0dbea17ce", "text": "PRINCIPALI DATI DI SINTESI", "metadata": {"detection_class_prob": 0.7951678037643433, "coordinates": {"points": [[235.96615600585938, 574.8291015625], [235.96615600585938, 611.3762817382812], [679.4722222222222, 611.3762817382812], [679.4722222222222, 574.8291015625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 6, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "805e2a8ee8f7ce516cb4155261fa1f7d", "text": "DATI ECONOMICI (in migliaia di euro) 31/12/2023 31/12/2022 variazioni Ricavi netti di vendita 18.187 17.333 EBITDA 5.569 5.293 EBIT 2.771 2.649 Costi/ricavi estranei alla gestione ordinaria e non ricorrenti (468) (113) (355) Oneri/proventi finanziari (641) (480) (161) Utili/(Perdite) da valutazione delle partecipazioni ad Equity (7) - (7) EBT 1.655 2.056 (401) Imposte sul reddito 445 457 (12)", "metadata": {"detection_class_prob": 0.7745242118835449, "coordinates": {"points": [[158.3552703857422, 642.9939575195312], [158.3552703857422, 1021.5711669921875], [1479.215087890625, 1021.5711669921875], [1479.215087890625, 642.9939575195312]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
igliaia dieuro) Ricavi netti di vendita18.18717.333854
EBITDA5.5695.293276
EBIT2.7712.649123
Costi/ricavi estranei alla gestione ordinaria e non ricorrenti(468)(113)355)
Oneri/proventi finanziari(641)(480)(161)
Utili/(Perdite) da valutazione delle partecipazioni ad E quity(7)
EBT1.6552.056@401)
Imposte sul reddito445457@2)
Risultato d\u2019esercizio1.2101.600(290)
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\u00e8 stato caratterizzato da elementi di volatilit\u00e0 e di incertezza, tra i quali il conflitto in corso in Ucraina, l\u2019aumento dell\u2019inflazione, l\u2019incremento dei tassi d\u2019interesse e l\u2019aumento dei costi di materie prime ed energia. Questo contesto, gi\u00e0 complesso, si \u00e8 aggravato nel mese di ottobre con l\u2019aggiunta della crisi mediorientale determinata dal riacuirsi del mai sopito conflitto israelo-palestinese. Nello specifico, l'inflazione \u00e8 aumentata ai massimi livelli da molti decenni, causata principalmente dall\u2019incremento dei prezzi dell'energia e delle materie prime e dalle interruzioni nelle catene di approvvigionamento. Per contenere l\u2019aumento dell\u2019inflazione, le principali banche centrali hanno iniziato a ridurre alcuni stimoli monetari e provveduto ad aumentare i tassi di interesse.", "metadata": {"detection_class_prob": 0.954154908657074, "coordinates": {"points": [[157.33333333333334, 1223.5166015625], [157.33333333333334, 1537.4851111111107], [1483.9531111111107, 1537.4851111111107], [1483.9531111111107, 1223.5166015625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 7, "parent_id": "43a3bd49878f30cc4967ac8159caa092", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "17e2d128ab90c1bf849239d11d875b9b", "text": "In questo contesto, il Gruppo Gambero Rosso registra una crescita dei risultati grazie alle efficaci politiche commerciali e di riorganizzazione attuate, all\u2019autorevolezza e all\u2019alta qualit\u00e0 dei contenuti. Gambero Rosso pu\u00f2 inoltre contare su un\u2019ampia diversificazione del business e su una snella organizzazione, tutti fattori che stanno permettendo di cogliere le opportunit\u00e0 di crescita con particolare efficacia.", "metadata": {"detection_class_prob": 0.9490315914154053, "coordinates": {"points": [[156.4270782470703, 1584.498046875], [156.4270782470703, 1740.0125732421875], [1483.929111111111, 1740.0125732421875], [1483.929111111111, 1584.498046875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 7, "parent_id": "43a3bd49878f30cc4967ac8159caa092", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "71992a7b010585250aae8ff2bd4347dc", "text": "Il Gruppo ha conseguito risultati in miglioramento rispetto al 2022, registrando un incremento dei ricavi netti di 854 mila euro e migliorando l\u2019Ebitda di 276 mila euro.", "metadata": {"detection_class_prob": 0.9208179116249084, "coordinates": {"points": [[151.04202270507812, 1783.804931640625], [151.04202270507812, 1857.2351111111109], [1483.421333333332, 1857.2351111111109], [1483.421333333332, 1783.804931640625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 7, "parent_id": "43a3bd49878f30cc4967ac8159caa092", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "4deb8d59d2a817daac832e4f3bb571ce", "text": "Contenuti e big data: nel corso dell\u2019esercizio 2023 Gambero Rosso, sotto la nuova direzione editoriale, ha avviato il restyling delle guide e rinnovato il mensile nel formato, pi\u00f9 piccolo e maneggevole, e nella testata. Come ogni anno, il Gruppo ha provveduto ad aggiornare tutte le guide: \u201cGelaterie d\u2019Italia\u201d presentata nel mese di marzo, \u201cOli d\u2019Italia\u201d presentata nel mese di aprile, \u201cPane e panettieri\u201d presentata nel mese di giugno, \u201cStreet food\u201d presentata nel mese di luglio, \u201cPizzerie d\u2019Italia\u201d e \u201cBar d\u2019Italia\u201d presentate nel mese di", "metadata": {"detection_class_prob": 0.9496915936470032, "coordinates": {"points": [[156.75379943847656, 1907.2351111111109], [156.75379943847656, 2099.557333333333], [1484.2537777777777, 2099.557333333333], [1484.2537777777777, 1907.2351111111109]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 7, "parent_id": "43a3bd49878f30cc4967ac8159caa092", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "c344935e01ba6a996724308690cc82fe", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.6759206056594849, "coordinates": {"points": [[157.33333333333334, 2168.6899999999996], [157.33333333333334, 2191.523681640625], [598.6808888888888, 2191.523681640625], [598.6808888888888, 2168.6899999999996]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 7, "parent_id": "43a3bd49878f30cc4967ac8159caa092", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "fe9c0574ca272bbfbcc83ef70418fe92", "text": "Pag. 7 di 54", "metadata": {"detection_class_prob": 0.4863360524177551, "coordinates": {"points": [[1352.2777777777776, 2164.6426666666666], [1352.2777777777776, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 7, "parent_id": "43a3bd49878f30cc4967ac8159caa092", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.8202171921730042, "coordinates": {"points": [[940.276611328125, 218.91222222222223], [940.276611328125, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.91222222222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "bf412e2684bb1e9fcd38608c27722744", "text": "settembre. Nell\u2019ultimo trimestre dell\u2019anno sono stati presentati i seguenti annuari: \u201cVini d\u2019Italia\u201d, \u201cRistoranti d\u2019Italia\u201d nel mese di ottobre; \u201cBerebene\u201d, \u201cPasticceri & Pasticcerie\u201d e \u201cRoma e il meglio del Lazio\u201d nel mese di novembre. Nel mese di novembre \u00e8 stato presentato anche il nuovo libro di Iginio Massari \u201cL\u2019Altro Massari\u201d. A dicembre \u00e8 stata presentata la guida \u201cLombardia\u201d.", "metadata": {"detection_class_prob": 0.9467110633850098, "coordinates": {"points": [[154.32293701171875, 306.01288888888877], [154.32293701171875, 458.42791748046875], [1483.4826666666656, 458.42791748046875], [1483.4826666666656, 306.01288888888877]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "13c3ace15dd22b4363e615415f71bb34", "text": "Promozione internazionale ed organizzazione di eventi: il 2023 ha confermato il positivo trend sia degli eventi a livello internazionale che di quelli in Italia, con un fatturato totale in crescita del 9% rispetto all\u2019esercizio precedente. La forte domanda ha portato ad un calendario ampliato sia in termini di paesi, di tappe e di eventi personalizzati, rafforzando la leadership sia nei paesi gi\u00e0 consolidati che nei nuovi mercati.", "metadata": {"detection_class_prob": 0.9395793080329895, "coordinates": {"points": [[157.33333333333334, 508.0128888888888], [157.33333333333334, 661.299072265625], [1484.2777777777778, 661.299072265625], [1484.2777777777778, 508.0128888888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8a831cfeeb58e55230e010cf3444f475", "text": "Tv&Digital: dopo la forte crescita degli anni passati, in parte influenzata dallo spostamento delle attivit\u00e0 in presenza a quelle digitali, causa pandemia, il Gruppo ha mantenuto importanti livelli di fatturato anche nel 2023, subendo un lieve calo (-4%) da attribuire alla riduzione della raccolta pubblicitaria tabellare sia sulla televisione che sul web. Il 31 dicembre 2023 coincide con la scadenza del contratto di licenza con Sky che \u00e8 stato rinnovato per un ulteriore anno, durante il quale il Gruppo valuter\u00e0 diverse soluzioni alternative per il futuro al fine di offrire i propri contenuti video ad un pubblico sempre pi\u00f9 ampio.", "metadata": {"detection_class_prob": 0.9536092877388, "coordinates": {"points": [[156.23727416992188, 707.2486572265625], [156.23727416992188, 943.0324096679688], [1484.0024444444443, 943.0324096679688], [1484.0024444444443, 707.2486572265625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "3c69f6898ab6edc6cda1795d0df1f73c", "text": "Formazione: nell\u2019ambito della formazione nel 2023 sono stati organizzati corsi professionali, di alta specializzazione, Master nonch\u00e9 corsi per appassionati generando una lieve crescita dei ricavi pari all\u20191% rispetto al 2022. Per permettere una migliore commercializzazione e fruibilit\u00e0 del pubblico, alcuni corsi professionali sono stati rivisti e aggiornati sia in termini di programmi che dal punto di vista della struttura dei singoli moduli.", "metadata": {"detection_class_prob": 0.9498130083084106, "coordinates": {"points": [[157.33333333333334, 993.0962222222222], [157.33333333333334, 1185.4295555555555], [1483.797111111111, 1185.4295555555555], [1483.797111111111, 993.0962222222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "0971672df935dce1ccb176d9d5a72221", "text": "Partnership: nel 2023 Gambero Rosso ha rinnovato alcuni importanti accordi con rilevanti partner istituzionali e commerciali generando un incremento del 30% del fatturato rispetto all\u2019esercizio precedente.", "metadata": {"detection_class_prob": 0.9222521185874939, "coordinates": {"points": [[152.0454559326172, 1230.943603515625], [152.0454559326172, 1307.086669921875], [1485.2777777777778, 1307.086669921875], [1485.2777777777778, 1230.943603515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8250420a3caa7e259e983c7bcc4df5cd", "text": "Investimenti: nell\u2019esercizio 2023 sono proseguiti gli investimenti riguardanti la trasformazione digitale per l\u2019innovazione dei prodotti, dei processi e dell\u2019organizzazione tramite utilizzo delle tecnologie digitali. \u00c8 stato realizzato il restyling dei prodotti editoriali, in primis delle guide nel mese di giugno e del mensile nel mese di ottobre. Il valore degli investimenti complessivi ammonta a 8.657 mila euro, che includono l\u2019investimento per 6.128 mila euro per rinnovo del contratto di locazione della sede di Roma.", "metadata": {"detection_class_prob": 0.9498103857040405, "coordinates": {"points": [[157.33333333333334, 1355.38134765625], [157.33333333333334, 1549.9873046875], [1483.451999999999, 1549.9873046875], [1483.451999999999, 1355.38134765625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ab8a50b4483fa4dbc69f08e8513ca1d1", "text": "Sostenibilit\u00e0, solidariet\u00e0, sociale: sostenibilit\u00e0 attraverso l\u2019attivit\u00e0 della Fondazione Gambero Rosso che oltre alla storica partecipazione nella attivit\u00e0 certificative di categoria, \u00e8 molto attiva nell\u2019attivit\u00e0 solidale, ma soprattutto sociale verso i deboli o i diversamente abili.", "metadata": {"detection_class_prob": 0.9327087998390198, "coordinates": {"points": [[156.5742950439453, 1590.8240966796875], [156.5742950439453, 1695.1444444444442], [1483.6375555555555, 1695.1444444444442], [1483.6375555555555, 1590.8240966796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "3fecc2bb9ab6cace974c0ce0702ccb81", "text": "In data 27 aprile 2023, l\u2019Assemblea dei Soci ha nominato i membri del Consiglio di Amministrazione, che resteranno in carica fino all\u2019approvazione del bilancio al 31 dicembre 2025. In seguito all\u2019assemblea, il Consiglio di Amministrazione ha confermato le cariche: di Presidente all\u2019Ing. Paolo Cuccia; di Amministratore Delegato al Dr. Carlo Spallanzani e di consiglieri delegati, all\u2019Ing. Angelo Sajeva e al Dr. Luigi Salerno.", "metadata": {"detection_class_prob": 0.9466039538383484, "coordinates": {"points": [[156.53109741210938, 1768.3819580078125], [156.53109741210938, 1962.9444444444443], [1484.259111111111, 1962.9444444444443], [1484.259111111111, 1768.3819580078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "f331007488849c8427eee145009d4e58", "text": "Sempre nel mese di aprile \u00e8 stato nominato il nuovo Direttore Responsabile, Marco Mensurati. Sotto la sua direzione sono stati avviati molteplici progetti, come il restyling delle guide.", "metadata": {"detection_class_prob": 0.9165396094322205, "coordinates": {"points": [[156.5365447998047, 1970.334716796875], [156.5365447998047, 2043.9444444444441], [1482.9919999999995, 2043.9444444444441], [1482.9919999999995, 1970.334716796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "7fda61b969f8c8987e7a31a7abc5a465", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.606029748916626, "coordinates": {"points": [[157.33333333333334, 2166.796875], [157.33333333333334, 2192.200439453125], [598.6808888888888, 2192.200439453125], [598.6808888888888, 2166.796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "863c59b02ecdbb21aa01c60637366f7e", "text": "Pag. 8 di 54", "metadata": {"detection_class_prob": 0.3325960636138916, "coordinates": {"points": [[1352.2777777777776, 2164.6426666666666], [1352.2777777777776, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 8, "parent_id": "463ffdf7d0a7cf7685b5224cc84afd3c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "da442203363c55d37bdb674277cd1bf7", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.7492510080337524, "coordinates": {"points": [[939.7870483398438, 216.89059448242188], [939.7870483398438, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 216.89059448242188]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "bbb8fb802b09065b3a6dab9152d4e669", "text": "Nel mese di giugno, \u00e8 stato formalizzato il contratto per la nuova sede della Citt\u00e0 del gusto di Lecce presso gli spazi dell\u2019Ex Convitto Palmieri, con l\u2019obiettivo di riqualificare l\u2019immobile di propriet\u00e0 della Provincia di Lecce attraverso la diffusione del valore educativo e culturale dell\u2019enogastronomia.", "metadata": {"detection_class_prob": 0.9368277192115784, "coordinates": {"points": [[155.66473388671875, 305.9979248046875], [155.66473388671875, 418.72222222222194], [1483.3293333333322, 418.72222222222194], [1483.3293333333322, 305.9979248046875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": "da442203363c55d37bdb674277cd1bf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "2f7cf50ca21b82e10dd045a9f04348f2", "text": "Nel mese di giugno sono stati deliberati nuovi affidamenti bancari da parte di Deutsche Bank (anticipo flussi per 1 milione di euro) e Banca del Fucino (mutuo chirografario per 200 mila euro, anticipo su fatture per 300 mila euro, scoperto di conto corrente per 100 mila euro). Le linee di Banca del Fucino sono subordinate alla garanzia SACE.", "metadata": {"detection_class_prob": 0.9358119964599609, "coordinates": {"points": [[154.63851928710938, 463.1495361328125], [154.63851928710938, 619.6795555555553], [1488.39501953125, 619.6795555555553], [1488.39501953125, 463.1495361328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": "da442203363c55d37bdb674277cd1bf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ab0f3a8eb57f5f4c43ead2c49728f6d6", "text": "Si rende noto che in data 08 agosto 2023, sulla base delle informazioni ricevute da Alchimia S.p.A. e Garage Start Up S.r.l., quest\u2019ultima ha ceduto in favore di Alchimia S.p.A. n. 2.889.800 azioni ordinarie della Gambero Rosso S.p.A., pari al 20% del capitale sociale.", "metadata": {"detection_class_prob": 0.917547345161438, "coordinates": {"points": [[154.16429138183594, 664.350830078125], [154.16429138183594, 770.4295555555552], [1486.6298828125, 770.4295555555552], [1486.6298828125, 664.350830078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": "da442203363c55d37bdb674277cd1bf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "9c6bc4758e1cc1455cc64a30b5634e31", "text": "L\u2019azionariato di Gambero Rosso S.p.A. al 31 dicembre 2023 risulta pertanto essere composto come di seguito:", "metadata": {"detection_class_prob": 0.8841429948806763, "coordinates": {"points": [[150.3766632080078, 774.0830078125], [150.3766632080078, 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"layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": "da442203363c55d37bdb674277cd1bf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "fea13a1c77df53ffdffb3f8c65a5a666", "text": "- Alchimia S.p.A., titolare di un numero di azioni pari a 2.889.800 corrispondenti ad una percentuale di possesso del capitale sociale del 20%", "metadata": {"detection_class_prob": 0.8983466625213623, "coordinates": {"points": [[194.70152282714844, 918.7626953125], [194.70152282714844, 989.7628888888887], [1483.422666666666, 989.7628888888887], [1483.422666666666, 918.7626953125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": 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"Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "b4e938e14235b2a20b0027425b5ea0d9", "text": "- Mercato, titolare di un numero di azioni pari a 2.500.250 corrispondente ad una percentuale di possesso del capitale sociale del 17,30%", "metadata": {"detection_class_prob": 0.9073110818862915, "coordinates": {"points": [[194.48635864257812, 1069.854248046875], [194.48635864257812, 1140.7628888888887], [1483.330666666666, 1140.7628888888887], [1483.330666666666, 1069.854248046875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": "da442203363c55d37bdb674277cd1bf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "064932b677cbcc0e90eefa2a1b09e28c", "text": "Nel mese di ottobre \u00e8 stata inaugurata la nuova sede della Citt\u00e0 del gusto di Palermo, all\u2019interno del Palermo Marina Yachting, la pi\u00f9 grande opera di trasformazione industriale dal dopo guerra, un\u2019opera di riqualificazione del fronte a mare portuale urbano, il Molo trapezoidale. L\u2019infrastruttura \u00e8 stata progettata con l\u2019obiettivo di riconnettere il contesto urbano con il porto e rispondere all\u2019esigenza di mercato di nuovi spazi attrattivi, sia commerciali che di accoglienza.", "metadata": {"detection_class_prob": 0.9521010518074036, "coordinates": {"points": [[154.48410034179688, 1187.6986083984375], [154.48410034179688, 1383.093017578125], [1484.2057777777777, 1383.093017578125], [1484.2057777777777, 1187.6986083984375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": "da442203363c55d37bdb674277cd1bf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "7e06f29000acf0218968e1109f80c639", "text": "Nel corso del 2023, \u00e8 stata liquidata la controllata Gambero Rosso USA Corp..", "metadata": {"detection_class_prob": 0.8399463295936584, "coordinates": {"points": [[156.0418243408203, 1429.21826171875], [156.0418243408203, 1463.8787841796875], [1135.861111111111, 1463.8787841796875], [1135.861111111111, 1429.21826171875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": "da442203363c55d37bdb674277cd1bf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "9f2b09f32867d62b89eb28f3feb0ca77", "text": "FATTI DI RILIEVO SUCCESSIVI ALLA CHIUSURA DEL PERIODO ED EVOLUZIONE PREVEDIBILE DELLA GESTIONE", "metadata": {"detection_class_prob": 0.8263927698135376, "coordinates": {"points": [[191.2059326171875, 1511.147216796875], [191.2059326171875, 1579.1517777777774], [1484.0544444444442, 1579.1517777777774], [1484.0544444444442, 1511.147216796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "3b21c3ddcda20a02983548b2426ba65e", "text": "Il 2024 continua ad essere contraddistinto dalle incertezze geopolitiche derivanti dal conflitto tra Russia e Ucraina che pare, allo stato, ancora di difficile soluzione. Questo contesto, gi\u00e0 complesso, si \u00e8 aggravato nel mese di ottobre con l\u2019aggiunta della crisi mediorientale che comporta, a livello macroeconomico, ripercussioni sui prezzi e sugli approvvigionamenti di prodotti manifatturieri. I livelli di inflazione hanno sub\u00ecto una decelerazione rispetto all\u2019aumento riscontrato a partire dal 2022, mentre i tassi di interesse bancari sono rimasti ancora elevati per le manovre finanziarie restrittive da parte delle banche centrali. Per l\u2019esercizio 2024 si prevede uno scenario dei prezzi delle commodities energetiche in progressiva normalizzazione, mentre i livelli di inflazione e di tassi di interessi si prevedono ancora a livelli elevati.", "metadata": {"detection_class_prob": 0.9488281607627869, "coordinates": {"points": [[157.33333333333334, 1614.9637451171875], [157.33333333333334, 1933.8604736328125], [1484.0597777777778, 1933.8604736328125], [1484.0597777777778, 1614.9637451171875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": "9f2b09f32867d62b89eb28f3feb0ca77", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "158b53a2f9c79075e6669dc57979bd5c", "text": "Nonostante la situazione di mercato a livello nazionale e internazionale, si mantiene l\u2019aspettativa di un andamento positivo salvo accadimenti non prevedibili in questo momento. Alla fine del 2023 \u00e8 scaduto il contratto con SKY e i canali di Gambero Rosso su SKY continueranno ad essere visibili anche nel corrente", "metadata": {"detection_class_prob": 0.9225441813468933, "coordinates": {"points": [[156.48977661132812, 1942.2706298828125], [156.48977661132812, 2054.2294921875], [1487.216064453125, 2054.2294921875], [1487.216064453125, 1942.2706298828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": "9f2b09f32867d62b89eb28f3feb0ca77", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "176e84936cc51f60633657128c9cf061", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.5844472050666809, "coordinates": {"points": [[157.33333333333334, 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"filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "dcd0fca26a8730f16f622ac9be81a213", "text": "Questo evento nel breve comporter\u00e0 una riduzione dei volumi ma nel medio periodo ci si aspetta un pieno recupero e ritorno ai risultati storici.", "metadata": {"detection_class_prob": 0.9033998847007751, "coordinates": {"points": [[155.88031005859375, 423.8481750488281], [155.88031005859375, 498.34622222222214], [1483.957111111111, 498.34622222222214], [1483.957111111111, 423.8481750488281]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "parent_id": "d04d9625c23d05303c116475abac047c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "b22ce3e6615c8be94084b1454483aeca", "text": "Non si ritiene, al momento, che gli effetti di tali incertezze costituiscano un indicatore di perdita di valore. A tal riguardo, alla data di redazione della presente Relazione si ritiene che il Gruppo operi in condizioni di continuit\u00e0 produttiva e con costante ripianificazione delle attivit\u00e0 e risorse produttive al fine di minimizzare possibili inefficienze.", "metadata": {"detection_class_prob": 0.9330015182495117, "coordinates": {"points": [[151.6563720703125, 506.1641540527344], [151.6563720703125, 660.0128888888886], [1484.171111111111, 660.0128888888886], [1484.171111111111, 506.1641540527344]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "parent_id": "d04d9625c23d05303c116475abac047c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "f0353f8c56229b7e713b8150bf3f849b", "text": "Nei primi mesi del 2024 sono stati deliberati nuovi affidamenti bancari da parte di Deutsche Bank (finanziamento m/l per 1 milione di euro) e Banca Passadore (anticipo su fatture per 175 mila euro, scoperto di conto per 25 mila euro).", "metadata": {"detection_class_prob": 0.9361398220062256, "coordinates": {"points": [[150.1487579345703, 703.2230834960938], [150.1487579345703, 819.7628888888886], [1484.1951111111111, 819.7628888888886], [1484.1951111111111, 703.2230834960938]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "parent_id": "d04d9625c23d05303c116475abac047c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "97e7a5ae5b55035d6ce9e9734a72c526", "text": "Dopo il successo della prima edizione del Global Summit realizzato nel corso del 2022, nel mese di febbraio 2024 la Fondazione Gambero Rosso, in collaborazione con Santa Chiara Next - Universit\u00e0 di Siena e grazie al supporto di Intesa Sanpaolo, ha deciso di rinnovare e implementare il progetto \u201cGlobal Summit - La Sostenibilit\u00e0 fattore di crescita delle aziende nel settore agroalimentare\u201d. L'edizione 2024 ha mirato a valorizzare e dare visibilit\u00e0 alle imprese agroalimentari che si impegnano maggiormente nell\u2019ambito della sostenibilit\u00e0 ambientale e sociale e a supportare la diffusione della grammatica della sostenibilit\u00e0 in tale comparto. Intesa Sanpaolo ha ospitato l\u2019evento nella sua sede torinese: il Grattacielo realizzato da Renzo Piano.", "metadata": {"detection_class_prob": 0.9548107981681824, "coordinates": {"points": [[157.33333333333334, 865.1736450195312], [157.33333333333334, 1183.4295555555552], [1484.2897777777775, 1183.4295555555552], [1484.2897777777775, 865.1736450195312]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "parent_id": "d04d9625c23d05303c116475abac047c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "f0057cc7cf28d2b534bf982f31486038", "text": "PRINCIPALI RISCHI E INCERTEZZE", "metadata": {"detection_class_prob": 0.8277542591094971, "coordinates": {"points": [[232.92771911621094, 1222.0159912109375], [232.92771911621094, 1259.854736328125], [777.8055555555555, 1259.854736328125], [777.8055555555555, 1222.0159912109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "b780229598202762097097eff29537ef", "text": "Rischi connessi al contesto macroeconomico", "metadata": {"detection_class_prob": 0.8444785475730896, "coordinates": {"points": [[155.02618408203125, 1295.068115234375], [155.02618408203125, 1329.4851111111109], [738.7845458984375, 1329.4851111111109], [738.7845458984375, 1295.068115234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d173c0f1fd5993500330f9409b4878dc", "text": "Il Gruppo Gambero Rosso opera in Italia e all\u2019estero e quindi i risultati sono condizionati dall\u2019andamento della congiuntura nazionale e internazionale.", "metadata": {"detection_class_prob": 0.9094893932342529, "coordinates": {"points": [[151.67225646972656, 1338.673095703125], [151.67225646972656, 1410.1517777777774], [1482.991999999999, 1410.1517777777774], [1482.991999999999, 1338.673095703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "parent_id": "b780229598202762097097eff29537ef", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "7edc2e952b955cc5c07f98ffb291914e", "text": "Rischi relativi alla situazione finanziaria", "metadata": {"detection_class_prob": 0.8472866415977478, "coordinates": {"points": [[154.97023010253906, 1457.503173828125], [154.97023010253906, 1492.202392578125], [691.4722222222222, 1492.202392578125], [691.4722222222222, 1457.503173828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "1dc9b8078ef3588054cb69bac4d90b1c", "text": "L\u2019esposizione debitoria del Gruppo verso il sistema bancario \u00e8 rappresentata da finanziamenti a tasso variabile il cui parametro di riferimento \u00e8 dato dall\u2019EURIBOR. Sulla base del business model implementato dal Gruppo, tali finanziamenti sono stati utilizzati per coprire una parte del fabbisogno di capitale circolante delle attivit\u00e0 di tesoreria delle societ\u00e0 del Gruppo e per gli investimenti.", "metadata": {"detection_class_prob": 0.901824414730072, "coordinates": {"points": [[157.33333333333334, 1498.4063720703125], [157.33333333333334, 1661.8521728515625], [1484.2044444444443, 1661.8521728515625], [1484.2044444444443, 1498.4063720703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "parent_id": "7edc2e952b955cc5c07f98ffb291914e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "fb85ca4089590e410d24d2a1434af56b", "text": "In data 26 maggio 2021 \u00e8 stato sottoscritto il contratto di copertura esposizione, Interest Rate Swap, legata al finanziamento Deutsche Bank, che trasforma il tasso variabile in tasso fisso. Si rimanda alle note esplicative per ulteriori dettagli.", "metadata": {"detection_class_prob": 0.9221112728118896, "coordinates": {"points": [[155.17189025878906, 1663.43798828125], [155.17189025878906, 1774.9017777777774], [1484.2684444444444, 1774.9017777777774], [1484.2684444444444, 1663.43798828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "parent_id": "7edc2e952b955cc5c07f98ffb291914e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "9b6440bec2019872ae5b6052eab04d1e", "text": "Rischi connessi al raggiungimento degli obiettivi delineati nel piano di sviluppo", "metadata": {"detection_class_prob": 0.8507735133171082, "coordinates": {"points": [[157.33333333333334, 1823.6746826171875], [157.33333333333334, 1855.465087890625], 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"NarrativeText", "element_id": "5310894c3e6c95d433fa77894dbe1dd8", "text": "Il Gruppo predispone i propri dati finanziari in euro e, in relazione al proprio business model, sostiene per quanto riguarda l\u2019attivit\u00e0 degli eventi esteri, una parte dei propri costi nelle varie valute.", "metadata": {"detection_class_prob": 0.9295047521591187, "coordinates": {"points": [[157.33333333333334, 2026.2351111111109], [157.33333333333334, 2097.557333333333], [1484.1444444444442, 2097.557333333333], [1484.1444444444442, 2026.2351111111109]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "parent_id": "95176a3cbf6d4bf6cff4b83fc90d05ae", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "1f18cd9a926f36464cd971868a1eec87", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.6558840870857239, "coordinates": {"points": [[157.33333333333334, 2167.046142578125], [157.33333333333334, 2192.011962890625], [598.6808888888888, 2192.011962890625], [598.6808888888888, 2167.046142578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "parent_id": "95176a3cbf6d4bf6cff4b83fc90d05ae", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "897bc69c9d87ef9b00e062ee6d2f2c87", "text": "Pag. 10 di 54", "metadata": {"detection_class_prob": 0.36381110548973083, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 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"system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "48ee800681a849ce07416eeafa013d9f", "text": "I costi e le spese sostenute in valuta estera sono molto limitati ed avvengono in tempi relativamente brevi limitando l\u2019esposizione all\u2019oscillazione dei tassi di cambio, e quindi il Gruppo non pone in essere attivit\u00e0 di copertura. Non \u00e8 possibile, di conseguenza, escludere che eventuali repentine fluttuazioni dei tassi possano avere contenute ripercussioni negative.", "metadata": {"detection_class_prob": 0.9433072209358215, "coordinates": {"points": [[155.52572631835938, 305.28082275390625], [155.52572631835938, 458.0128888888888], [1483.5575555555554, 458.0128888888888], [1483.5575555555554, 305.28082275390625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "parent_id": "faa5eb556748630626f984b86c06e9a7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "939569cf9f6bd79926fcc9ce41e3773e", "text": "Gli Amministratori dichiarano di aver provveduto con la redazione di adeguati assetti in base a quanto previsto dal D.lgs. 83/2022.", "metadata": {"detection_class_prob": 0.9147542119026184, "coordinates": {"points": [[154.33352661132812, 501.0128888888889], [154.33352661132812, 572.0128888888887], [1482.9919999999993, 572.0128888888887], [1482.9919999999993, 501.0128888888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "parent_id": "faa5eb556748630626f984b86c06e9a7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "d5ce59dc975f629ec1e224c2b9990a2d", "text": "RAPPORTI CON PARTI CORRELATE", "metadata": {"detection_class_prob": 0.8535102605819702, "coordinates": {"points": [[232.86407470703125, 621.0264892578125], [232.86407470703125, 654.2310791015625], [783.1388888888889, 654.2310791015625], [783.1388888888889, 621.0264892578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "b7f44544905440f2847bdd496b0a8d3a", "text": "L\u2019analisi delle operazioni effettuate con parti correlate \u00e8 descritta nell\u2019ambito dei commenti delle singole voci di bilancio. Si precisa, comunque, che tali operazioni rientrano nel normale corso dell\u2019attivit\u00e0 della societ\u00e0 e del Gruppo e pertanto non rivestono la caratteristica di operazioni atipiche e/o inusuali.", "metadata": {"detection_class_prob": 0.9396031498908997, "coordinates": {"points": [[154.31381225585938, 692.4295555555555], [154.31381225585938, 804.096222222222], [1484.241455078125, 804.096222222222], [1484.241455078125, 692.4295555555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "parent_id": "d5ce59dc975f629ec1e224c2b9990a2d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "a9910916fd2b84fb63f302012d3403fb", "text": "Di seguito si rappresentano gli effetti patrimoniali ed economici al 31 dicembre 2023 dei rapporti con le parti correlate:", "metadata": {"detection_class_prob": 0.9013988971710205, "coordinates": {"points": [[153.42361450195312, 839.8980712890625], [153.42361450195312, 912.7628888888886], [1484.125111111111, 912.7628888888886], [1484.125111111111, 839.8980712890625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "parent_id": "d5ce59dc975f629ec1e224c2b9990a2d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "bb4ce7c8f1c8505fe70c9312eba99431", "text": "Rapporti patrimoniali 31/12/2023 31/12/2022 (in migliaia di Euro) Crediti commerciali vs Class Pubblicit\u00e0 524 482 Debiti commerciali vs Class Pubblicit\u00e0 (7) (30) Crediti commerciali vs Domini Castellare 32 30 Crediti commerciali vs Telesia - Debiti commerciali vs Telesia - Crediti commerciali vs Milano Finanza 3 Crediti commerciali vs Italia Oggi Finanza - Rapporti economici 31/12/2023 31/12/2022 (in migliaia di Euro) Ricavi per prestazioni di servizi vs Class Pubblicit\u00e0 98 155 Ricavi per prestazioni di servizi vs Domini Castellare - 1 Ricavi per prestazioni di servizi vs Telesia 45 45 Costi acquisizione pubblicit\u00e0 vs Class Pubblicit\u00e0 (162) (117) Ricavi per prestazioni di servizi vs Milano Finanza 2 -", "metadata": {"detection_class_prob": 0.7252334952354431, "coordinates": {"points": [[160.71859741210938, 945.9696044921875], [160.71859741210938, 1703.73193359375], [1504.19384765625, 1703.73193359375], [1504.19384765625, 945.9696044921875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
Rapporti patrimoniali (in m ygtiaa diEuro)
Crediti commerciali vs Class Pubblicit\u00e0524482
D ebiti commerciali vs Class Pubblicit\u00e0(7)(30)
Crediti commerciali vs Domini Castellare3230
Crediti commerciali vs Telesia
D ebiti commerciali vs Telesia
Crediti commerciali vs M ilano Finanza3
Crediti commerciali vs Italia Oggi Finanza
Rapporti economici31/12/202331/12/2022
(\u00eein m gtira diEuro)
Ricavi per prestazioni di servizi vs Class Pubblicit\u00e098155
Ricavi per prestazioni di servizi vs Domini Castellare1
Ricavi per prestazioni di servizi vs Telesia4545
Costi acquisizione pubblicit\u00e0 vs Class Pubblicit\u00e0(162)(117)
Ricavi per prestazioni di servizi vs M ilano Finanza
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ATTIVITA'NOTE31-dic-2331-dic-22
Attivit\u00e0 immateriali a vita indefinita117.21716.560
Attivit\u00e0 immateriali a vita definita23.0243.143
Immobilizzazioni materiali36.6021.161
Partecipazioni4299299
Attivit\u00e0 per imposte antici pate51.4601.694
A Itre attivit\u00e0 finanziarie non correnti6113112
Totale attivit\u00e0 non correnti28.71422.968
Rimanenze71.0071.065
Crediti commerciali87.2397.783
Crediti tributari9411335
A ltri crediti e altre attivit\u00e0 correnti10639498
Disponibilit\u00e0 liquide11366145
Totale attivit\u00e0 correnti9.6629,827
Totale attivit\u00e038.37532.794
PASSIVITA'NOTE31-dic-2331-dic-22
Capitale sociale1210.32210.322
Riserve12(9)(99)
Riserva FTA121.3861.386
Utili/perdite a nuovo12(2)(1.558)
Risultato di pertinenza dei soci della controllante121.2091.597
Totale Patrimonio Netto del G ruppo12.90611.649
Patrimonio dei terzi109
Totale patrimonio netto12.91611.658
Debiti finanziari a medio e lungo termine138.4684.657
Passivit\u00e0 per benefici ai dipendenti14423503
Imposte differite passive1590
A Itre passivit\u00e0 non correnti151.9351.367
Totale passivit\u00e0 non correnti10.8366.527
Debiti finanziari a breve termine164.7404.233
D ebiti commerciali174.4184.799
Debiti tributari e previdenziali183.5053.707
A ltri debiti191.9611.869
Totale passivit\u00e0 correnti14.62314.609
Totale passivit\u00e025.459 237521.136 704
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Variazioni delle rimanenze di prodotti Altri ricavi e proventi Totale valore della produzione Costi per materie prime Costi per servizi Variazioni delle rimanenze di materie prime, sussidiarie, di consumo e merci Costi per il personale Ammortamenti e perdite di valore Altri costi operativi Totale costi operativi Margine operativo Proventi e oneri non ricorrenti Proventi finanziari da terzi Oneri finanziari da terzi Utili e perdite su cambi Proventi e oneri finanziari netti Utile (perdita) partecipazioni al patrimonio netto Risultato prima delle imposte Imposte sul reddito Risultato netto Risultato netto di pertinenza di terzi NOTE 31-dic-23 31-dic-22 20 18.187 17.333 20 4 25 20 364 353 18.554 17.710 21 404 365 21 9.051 8.547 21 58 26 21 3.356 3.252 22 2.798 2.645 21 117 227 15.783 15.062 2.771 2.649 23 (468) (113) 1 - (631) (11) (466) (14) 24 (641) (480) 25 (7) - 1.655 2.056 26 445 457 1.210 1.600 1 2", "metadata": {"detection_class_prob": 0.9276027679443359, "coordinates": {"points": 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NOTE31-dic-2331-dic-22
Ricavi delle vendite e delle prestazioni2018.18717.333
Variazioni delle rimanenze di prodotti20425
Altri ricavi e proventi20364353
Totale valore della produzione18.55417.710
Costi per materie prime21404365
Costi per servizi219.0518.547
\\r/n\u00eelc\u00eezwnl delle rimanenze di materie prime, sussidiarie, di consumo e215826
Costi per il personale213.3563.252
A mmortamenti e perdite di valore222.7982.645
A ltri costi operativi21117227
Totale costi15.78315.062
operativi M2.7712.649
argine operativo Proventi oneri ricorrenti23
e non Proventi finanziari da terzi(468)(113)
Oneri finanziari da terzi1-
Utili cambi(631)(466)
e perdite su Proventi oneri finanziari netti24(11)(14)
e Utile al25(641)(480)
(perdita) partecipazioni patrimonio netto(7)-
Risultato prima delle imposte1.6552.056
I mposte sul reddito26445457
Risultato netto R isu tinrto netto dipertinenza di terzi1.210 11.600 2
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aKUhvrCXy5Ah6ofVevHufU5m8JeDNO8IQXX2aa6u7y8k8y7vbuTfNOw6bj6DJwPegDx69vPGOifCvVtHvvAs8aXEcst/qkmoRsXkc5eVkC89hjPQCvV/htqOpaj4J086lpDaaYYYoYAZxJ58QjTbLwBtzk8dsVua9o1v4h0K90i7eVLe7iMUjREBwD6EgjP4VY06xi0zTLSwhZ2itYUhQuQWKqoAzjvxQBZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqvf2cWo6dc2Nxu8m5ieGTacHawIOD9DQByPjjwR4a1PStV1e7sorfUUt2mGpRkxyxsifK24em0flVrwDezeI/hzol5rCLcTzQK0hmUNvZWIVyD3O0Nn15rAf4NWdwFtb7xX4mvdKUg/YJ77MZA6A8dPpj611Wv8Ag+w13w/baMs91p0FoyPbPYSeU8JRSq7Tg8YJFAHI/GG2tILfw5qUEaJrMWsW8dnIgAkYEnKepXgcfT1r0TUtMsdYsJbDUbWK6tJceZDKu5WwQRkfUA/hXHaJ8LNP07XbfWtT1jV9dvrX/j1bUrjzFhPqo9f/ANeM81f8U+BIvEuow6lDrmsaRfRQ+SJdOufLDJknDDHPJNAHNWOn2vg74zWOjaBm307VNPkmu7BHJjjdCdsgU/dJxj869Srk/CXw/wBM8J3lzqCXV7qOq3S7Jr+/m8yUr/dB7Dge/A54rrKACiiigCv57ego89vQV5r8RPEvjnRNUtIfCuhjULaSEtK5tXl2vuIxlWGOMV51YfGL4kapqE9hYaHZXN3ACZYYrORnTBwcgPxgnFAH0f57ego89vQVzPgnUtb1bwtbXniGyFlqTs4kgETR7QGIX5SSeRitqW8tYZlhluYY5X+6juAzfQUAXPPb0FHnt6CuT8f+KpPBvhOfWIbeO4ljdFEUj7QdzAdvrVvwh4gPiXwtp2rSRxwy3UW9oUbO3kj+lAHQ+e3oKPPb0FUhqFk1x9nF3AZs48sSDd+Wc1518afFet+E9C0250S9+ySzXJjkbykfK7ScfMD3oA9S89vQUee3oKz9LnkuNHsp5m3SSW6O7YxklQSalgu7a6LC3uIpShw3luGx9cUAW/Pb0FHnt6CoWYKMsQAO5oVgwypBHqDQBN57ego89vQVAJEYEq6kDqQelQw39ncyGOC7glkHVUkDEfgKALvnt6Cjz29BXkXxV8Y6/wCG/Ffhuy0m/wDs1veNidPKR9/zqOrKSOCeleru6ohd2CqBkknAAoAm89vQUee3oKqwXVvdIXt54pkBwWjcMM/hT/MTJG9cjqM9KAJ/Pb0FQxxwQ3M9zFbQJPPt86VYwGk2jC7j1OBwM9KZDPDcxiSCVJUJxuRgw/MU1Ly2kuGt0uIWmX70auCw+o60AW/Pb0FHnt6CoqikuYIpUikmjSST7iMwBb6DvQBa89vQUee3oK8h8DeMtf1j4weJtCv7/wA7TbIXP2eDykXZsnVV+YKCcKSOTXqc93bWu37RcRQ7jhfMcLn6ZoAt+e3oKPPb0FeWfGnxZrXhTQtNudDvvsss1yUdhEj7l2k4+YGs/wCK/jXxD4b8L+G7zSNQ+zXF4uZ38mN9/wAinoykDknpQB7H57ego89vQVSiuFWwinuJVQGNSzuQoyRTre6t7tC9tcRTKDgmNwwH5UAW/Pb0FHnt6CoqYZowGJkTCjLfMOB70AWPPb0FHnt6Cq0M8VxEJYJUljPR0YMD+Ioa4hSNpGmjVEGWYsAB9TQBZ89vQUee3oKgSRJY1kjdXRhlWU5BHqDUcN5a3LukFzDKyfeEbhiv1xQBb89vQUee3oKrT3EFsgeeaOJCcbpGCjPpzXlWveMtes/jlpXh231DZpM6xGS38pDuyGz8xXd2HegD17z29BR57egqDehfZvXd6Z5o3pv2b13emeaAJ/Pb0FHnt6Cq3nxA4Mqf99CuZ8eyeJW8M58HyoNT89Pm3RY2c7v9Z8vp70Adf57ego89vQVj+HTqZ8OacdZIOp/Z0+1EbeZMfN935evpxVyK8tZ5nhiuYZJU+8iOCV+ooAuee3oKPPb0FQF0DBS6hj0BPNMjuYJZZIo5o3kj4dFcEr9R2oAtee3oKPPb0FV5poreIyTSpHGOrOwAH4miKWOeNZIpFkjboyHIP40AWPPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CvHPiJ8SPGPhnV7+LS/D8X9lWRiDahcQyMjl1U4BBUdWxxnpXZeGfFct/8ADSDxTqqori0luZ1gUgYQtnAJPZfWgDsfPb0FHnt6CvnqH4o/EnW9N1HxFpGlWKaLYsfNBQNtAAJBJYMxAIJIA69q9W+HnjAeN/CkWqtAsFwsjQzxqcqHXB4z2IIPtnHNAHX+e3oKPPb0FecfFnxvqvgjSNPutKjtpJbi4MTi4QsMbc8YIrndD8ZfFa71/TrfUvC8cFhLcxpcSizkXZGWAY5L8YGaAPafPb0FHnt6CvG/HvxF8XaL4+Xw54c0+0vGkt1lSNoGeRjglujDoBmtj4feJPHusa5cW/irQksLJbYvHKtu8eZNygDJY9ix/CgD0zz29BR57egry74sfEy48ELZWWkx282pz5lkWZSyxxDjJAI5J6f7pro/h34ivfFfgew1nUFhW6uDKHEKlV+WRlGASewHegDrvPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6CoqKAJfPb0FHnt6Coq5rxxrur+H9AW70PSH1S+edYlgVGbAIJ3ELzgY9utAHVee3oKPPb0FeP/DP4j+JPFPjTUdD120srY2dvI7pDEyukiyIhU5Y9Nxqx418VfEjS/FFxaeHfDsd5piKhjmNq7liVBbkMBwc9qAPWPPb0FHnt6CvCvCXxS8bar8QrLw1q+m2VuzORcxrA6yRqELd3OOMV7Lqs11b6RezWUQlu44JHgjIzucKSox3ycUAaHnt6Cjz29BXgF38Rfi3YWc13d+FreG3hQvJI9nIFVR1JO+uk8IfEXxLrfw71nxDNpMN3eWs4itbe1icecflzxlicbu1AHrfnt6Cjz29BXiXhD4oeL9V+Jdp4Z13TLKxEocywiF1lQeS0i9WP+z2710XxO+I114RlsNH0W0S71u/x5aOCwRSdo+UEEljkAexoA9L89vQUee3oK8a8KfEvxLa+NYfCvjnTobW5ugPIljABDH7oOCVYHGAR0PH09goAuKcqD6ilpqfcX6CnUAUq8B+D/wDyWXxX/uXP/pQte/V4j8K9C1jTvix4mvL7Sr62tZkuBFPPbuiPmdSNrEYORzx2oA9U8Xaw/h/whq2qxAGW1tneMHpvxhc+2SK8C8J/DM+PPBuq+KdT1W7bVJHlMBLBldlGcvkZOTxwRjHfpX0J4j0dPEHhvUdId9gu7d4g/wDdJHB/A4NeAaNrHjvwDoGpeD/+EVuriSd3FvcxxO4QuNpK7QQ47jkYPX0oA56aSbxT8KJdQ1K8nlu/Dtwtvb7iCHimK4DE8nbtOPbA7V3vgL4a6NB4K/4Sq61i4tTeaXcRzM4Xy4VdWQsO/A560mm/C7WbT4J6vYtb/wDE6v5Y7oWuRkKjDCHtuxuP4gVS0o+Ntb+HN74Fn8LXdmsFkWgupYJI/NZJVcR5YbckZHXmgDjPEVt8NrbSZV8O6jrk2qREGKWZFEUhyM54BHGcVv8AjfWLrXPgj4QvL2Vpbn7VLE8jHJbZvUEnucAZNMsZPFVz8L7rwjZeCLmJ4cvdXxgcSSDzN20JtyXzgcE/KOg7T614Y8QS/BPwzYR6Hqb3sN9O8tutpIZEUs+Cy4yAcjrQBt/GTxJd2fhnwzoFvctbW97arJduufmQKoAOOSOWJHfArhNQ1Dw34Q1XSNW8Ba5f3F1Cf9KS4jKBwMf7I+VuQRz2r1D4p+BtW1zwz4e1XSrRp7/TIFWW1KZdlKqeFPUgj7vfJ9KxY/FWqarFHY6b8IbSLUDhZJpbHMaHudpjXH4tx70Aeya9psXirwfe2GBsv7QiMt/CxXKn8Dg/hXi/gDxi+i/BnxTaTOY7zSmZIVPBQzfKvHtJuNfQKqqIqIoVVGAAMACvmXx/4D8Rr8QtUtNG0y/l0zVbiOYyw27tFljk7mAwNrFj7CgDofCnhnRrX4ETzeItQfTbTVLlbiWZFzIUVgERRg5J2kjg/erzrxHL4M04Wl34Jv8AW01GCYEtchVAXB+ZWGCDnHHvXtXxd8H3t38NdO07Q7eS4XSpIz9njXLNGsZTIA6kZHH1rzrxG/irxV8P9K06y8D3VnZ6dJGjmG3dpJ5BGwDKgQEKBuyeeWHNAGp8Ur99U1b4eajKAJLq2hnbHTLNGx/nWh8Wru+8T/EnRvA0N29vYSeWZtp+8zkksR32qBgHvmqvjXw7rd0vw4+z6NqE32Swt0ufLtXbyWHl5D4HykYPX0rZ+K/hfXbTxjpXjjw9ZPeyWgQTwRoXYFGJB2jkqQcHHTFAHLa3or/Br4i6HPouoXUthebRNHMwy6hgrq2AARggjjg/Sqj+HrzxV8cPEWjW189lDcSzC7lQZPkgglQPchR/nFa7Wvij4uePNJvdQ0GfSdJ08r5hlVgNobcwDMBuZsAYA44rd8H6Jq1r8fPEOpXGl3sVjKs/l3Mlu6xPl0xhiMHOD3oATxzFP8K/hFFomkX8zyXV40IucbHRG3O2Md+MZ968ovI/Cem+GdP1HQ/EGoHxVEySTL5bIgY/eCNtGCp75OcH1r6F+LPhC68Y+DGtbABr61mW5gQnHmEAgrk9Mhjj3ArzHSvE2p2OkW+jy/CSO71aCMQ/aJLE4cgYDMvl5J9Tu568UAe1+C9ak8Q+DNJ1acDzrm3VpcDALjhiPxBrwXwh4cb4w+M9f1fV9RuoY7cq0fkMNy7i3lqCQcKoU19B+G47iLwzpi3dnDZ3X2ZDNbwoESOQjLKAOAMk14RpEPi34T+N9Ws9O8OXGq2d+22Axo211BJjbcoIBAYgg/8A16AHfCbz9I+LHiz+0J2ubizs7vz5j1lZJ03N+OCfxrk9Mv8Aw34u1XVdW8fa7fwXMpxbJbxs4XOf9kgKvAC8V3vwr8OeIYfib4juPEWlXcAu7S5SadoGWGR3mQsEcjBB+YjB6CsTS9O1f4X6xqNhqfgdfEVjM4NvcfZ9/TOCrbGxkYyp5yPzAOFvPEF3e+CF0S4uWuLewvla1ds5CMjgqM9B8oIHbJr1D45/8iV4Q/3D/wCi0rD8X2XiXxT4fFxB4AfSoxdp5EFlYN5rLsfcX2qCRkrgkAc8V1nxl0LV9U8IeFoNP0q+u5YFPmx29u8jR/u1HzAA45B60AavxTtPCFzp/h+XxZq13axwRP5NrZqDJOWCZPQ4A2+3XrXleg6to2hfFLRJvBl5qX9n3E8UFxHeABiHfay8cMMEEZ6Gu1+Lmg6xH4n8NeJbbSJdTsrSCGOa2WMuAyOXKuADgMGxnHasjW7bxZ4p+IPhnXZvCN7p9ks0Ajhigd/KjWXJaQhQFJ5PIHAH1IB9HV8x+GfCh8ZfFXxXpU1/c2lgZ7mS6+zkBpQJ/lTJBGMkHkH7tfTlfMXhzVdd0L4p+LNU0PSzqhgnuRc2ikh2iM/VcAnIYL0B4zQBv/DL7V4K+MOqeDBdPPYyh9ob+8qh0fHY7cg46/gK5H4Z+CLjx1c6xYPqctlpkJjluFiXJlky4jGD6fOf88d38LtC17XfiLqPjnXNPlsUYOIUkQoWdgFwoPJVUyM+uPerXwE0TVtHl8SnVNLvbETNb+V9qt3i3483O3cBnGR09RQBT+MN9e+FvB3hrwbp13JtlhEM0q/I0qRqigH0DE5I9q57x18P3+FVlo3iLQ9XuzeCcQzOxAHmbS2VAA+U7WBU5r0H42eCtR8T6RYajo8TT3umu5MKfedGxkr6kFRx7muE8Qaj44+K66XoD+GZ7BbeUPcTyRuqb8bd7FgNoALfLyeaAIb+Wb4v/Fax025uZbbTFtEkCRnlFMSyPtB43Fmxn0x1xRD4fl8L/H3Q9Ia9mvLe3eMW0k5BcRFSQpx6EkfT06Vo+I/Duu/Db4jWXiLQNKn1LT/ISIJHGzdIxGyNtBKk4DA+p74NMs7HxhrXxp0bxHq/h29tIZXjkwkDtHbxhSArvjAPGTn+926UAaOjf8nQ6n/uP/6JWkT/AJOwk/3f/bIVX8Y2fiTwb8Z38VaVos+pW90oKLHEzq2YwjISoODkZH4deab4S0jxbN8dodd17RLq384PLJMsDmCMNbnam/GMgFV69RjrQBk/FTwB4b8IwtdJqd9cavqEzPBafJgAtlmOBnAzgep/GrOveE7zwj8AFt9Q+W7u9Tju5Isf6rcmAp98KCfc47VmGXxo3xDl8Van4K1XVJ45CbeKSymEcWD8mAF6KOnvz1rsvGV94o8c/CadrrwtfWeoJqiIlmltKXaMJnftK5xliM4xxQBR8beJb3RPgf4SsLGZ4H1G1jSSRDhvLVASoPbJK/hkd6xPF3w0PgDwjpPijS9Vu11SOSPzzuAVWZScpgZGCMYJOc/hXX+KvAeqeIvgz4bhtbWQatpltGxtZF2OwKAOmDjDcA4PoRXK63rHjv4g6HpvhE+Fbq2kgdPtFzJE6Byo2gtuACDnJ5OT09KAKXi++vvFnj/wbd2s5tb/AFHTrQCZP+WUjSOGYfQ5NXZvDrfDL41+G7TTdQuJ4r14d7y4DMsshjdWxwRxn8vTNbOq+DdT0v4q+CYrPTr25sNOtbSGW8jt3aIFXbcSwGB1zyeM1pfEfRNWvvjN4RvrTS724s4GtfOuIbd3jjxcEncwGBgcnPagDjvHOu6d4l+LN3YeKdUurPw/prtCkcCljuUYOAAeS2ecdBirnws1200X4rSaDoGo3F54d1AMIvPUqQwj3hsEDkEFc4GR+FaHjLw1q3hH4mz+KrXw4uv6Re5eW3MPmhWYDcCMHadwyGxjnFdF4I1i+17xbbSQ/Dq20LTIkdnu3tAJN20gBXKrjr2B+tAHrVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB538b/wDklmo/9dYf/Ri0vgE2I+B1l/ajBdPNhOLkntHl936Zrlfi/q/i7VJNS8K2PhS8utMJhZL6C1lk3EBXOCBtPOR+FVvBcni7V/Cc/gO/8NXWm2Z02eOK+uLaWP8AeHJUEsMdW/IUAcRpFx4ug8E+JLfwrb3E/hJ5JPPnnjQSKpUBuN3XZjdjOBzxXtvwaGir8O7ZdFlmkUSv9qMyhXE/G7IBIAxtxz0x3ryrRdc8ZeDvCGqeDJPB19NPcmVIpxG5Cb12tgKpD+oIP510GkaB4x8EfBmdtNgvI9du79ZxBbQ+bJHGQFwVAPOFyfTIoA6/4u+DdY8aaZpVnpCQ74bkySPNJtVF24yepPPoDXn9x4t+IPwz8WWMPirUV1HT7o7nwQ6MmcMUO0MGXOcdOldjqXijx7ofhTwvqVvotxqc0ls/9qwSW7CRX+XaSFG5T97tj1HSuE1S38X/ABj8Vaat1oE+l6Za/KzyIwWNSQXO5gNzEAAADsPc0Adf438A+MdZ+JB8QeHLq2sfJtVjjuZZtpJ2sGAADHo2MkDrWb4E+I/iDRvFmoeGPG1wZTbRSyecwBeMxoZDyPvKUBI79K3vFfjzxp4T8VX8EXhaTVNFOw2k0cbjb8i7gWUEfe3cEA/hiuS8HeC/EHjnxjq3ifxLZzabb3dvPCN0ZRiZIjCAitzhUY8nuB15oAoXwTxB4F8Y+ONUmhGoamUhsbZpAWht1mQcDrztA/4CT/FXp3wTnhf4XaVCsqNKhmLoGBZczPjI7Vwfiz4EWWjeGL3UNIutU1C/hCmK2WIOZMuAeFXJwCTx6V1fwT8Ev4d0E6vdpeW+o36lJrS5j8vygkjBTggHkYPPrQB6pRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVzfjjXNY8P8Ah/7boekSareecqfZ0jdztOcthOeMD86APK/hh/yXzxn9b3/0qSvbtT1CDSdLu9RuW2wWsLTSH/ZUZP8AKvmnw7f+O/DvjXVvE0HgjU5bjUvN3wvYz7U8yQSHGBngjFeofFm712++G9rZadpF/Pe6n5f2mK2tncwoAHYHAJHzbRg+9AHP/AzT59a1zxB41v1zNcStDGT03Md8mPp8gH1Ne4VzfgHw8PC/gjS9LZNs6RB5/wDrq3zN+ROPoBXLeC9S8Z3PxP8AEVrrUeoDQ4jcfYjPa+XEcTAJtfaN3yZxycjmgCn8fPEB07wfBo0LH7RqkwDKOvlJhj+bbB+ddv4F8Pjwv4K0vSioWaKENP8A9dW+Z/1JH0ArzbV9D1fxl8eLSW80q+i0LStuyea3dYpPL+bhiMHdIccdQK9U8T6jf6R4bvr/AEuxa+vYUDRWyozGQ5AxheTwT0oA8eH/ACdkfp/7Y1H4pJm/aY0dJuUja32Z9lLD/wAeNc39v8d/8LMPjf8A4QjU/tf/AD7/AGGfZ/qfK64z05+tdP410bxTqT+G/iLY6NKmq26IbzT1ibfGUclTsPzEEcHvjH4ADPjWTD8T/Cs8XE4WLBHXiYkfqTXvleBaTp3iT4n/ABN07xFrGiTaXpemhDtlVgG2MWCjcBuJY88YA/DPvtAFtPuL9BTqan3F+gp1AFTY390/lRsb+6fyqxLLHBC800ixxIpZ3c4Cgckk9hXASfGvwNHdtD/aUzxK2xrlLWRogf8Aex+oFAHb7G/un8qNjf3T+VSWd5bahZw3lnPHPbTIHjljbKsp6EGp6AKmxv7p/KjY390/lVuigCpsb+6fyo2N/dP5UabqljrFmLvTrqO5tyzIJIzkZU4I/AiqXhfxHaeLfD1trVjFPFbXBcKk6gONrlDkAkdVPegC7sb+6fyo2N/dP5VbooAqbG/un8qNjf3T+VW6KAKmxv7p/KjY390/lVuigCpsb+6fyo2N/dP5VbooAqbG/un8qNjf3T+VW6KAKmxv7p/KjY390/lR/aliNXGk/ao/7QMH2n7Pn5/K3bd2PTPFW6AKmxv7p/KjY390/lVuigCpsb+6fyo2N/dP5VS8N+I7TxPYT3llFPHHDcyWzCZQCWQ4JGCePStigCpsb+6fyo2N/dP5VbooAqbG/un8qNjf3T+VW6KAKmxv7p/KvOfBPw51Pwz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Utile (perdita) base per azione Utile (perdita) diluito per azione028 028011 011
Prospetto C omplessivo dell'utile/(Perdite) d'esercizio e delle altre componenti del conto economico complessivoNOTE31-dic-2331-dic-22
Risultato netto1.2101.600
Utile (perdite) attuariali sui piani a benefici definiti27(5)56
Utili (perdite) derivanti dalla conversione dei bilanci di imprese estere27
Totale delle componenti del C onto E conomico C omplessivo al netto degli effetti fiscali (5) 56
Totale R isultato C omplessivo1.2051.656
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a dipendenti (80) (75) Rettifiche relative alle voci che non hanno effetto sulla liquidit\u00e0 (B) 2.598 2.519 Crediti commerciali 545 (677) Altre attivit\u00e0 17 311 Rimanenze 58 1 Debiti commerciali (381) 224 Altre passivit\u00e0 467 247 Variazioni nelle attivit\u00e0 e passivit\u00e0 (C) 705 106 FLUSSI DI CASSA GENERATI DALL'ATTIVITA' OPERATIVA (A+B+C) 4.513 4.225 Incrementi immobilizzazioni materiali (6.321) (175) Incrementi nelle immobilizzazioni immateriali (2.336) (2.592) (incremento) decremento nelle partecipazioni 0 0 FLUSSI DI CASSA DALL'ATTIVITA' DI INVESTIMENTO (8.657) (2.767) Incremento (decremento) debiti finanziari a breve 506 754 Incremento (decremento) debiti finanziari a m/l 3.811 (2.206) Altri movimenti di patrimonio netto 48 41 Aumento di capitale FLUSSI DI CASSA DALL'ATTIVITA' DI FINANZIAMENTO 4.366 (1.411) INCREMENTO (DECREMENTO) DELLE DISPONIBILITA' LIQUIDE 221 46 DISPONIBILITA' LIQUIDE ALL' INIZIO DELL'ESERCIZIO 145 99 DISPONIBILITA' LIQUIDE ALLA FINE DELL'ESERCIZIO 366 145", "metadata": {"detection_class_prob": 0.8911064863204956, "coordinates": {"points": [[153.55697631835938, 426.1502380371094], [153.55697631835938, 1655.344482421875], [1478.2716064453125, 1655.344482421875], [1478.2716064453125, 426.1502380371094]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
UTILE (PERDITA) DI ESERCIZIO (A)31-dic-23 31-dic-22
1.2101.600
A mmortamenti2.6782.595
Variazione passivit\u00e0 per benefici a dipendenti(80)(75)
Rettifiche relative alle voci che non hanno effetto sulla liquidit\u00e0 (B)2.5982.519
Crediti commerciali545(677)
A Itre attivit\u00e017311
Rimanenze581
Debiti commerciali(381)224
A Itre passivit\u00e0467247
Variazioni nelle attivit\u00e0 e passivit\u00e0 (C )705106
FLUSSIDICASSA GENERATIDALL ATTIVITA 'OPERATIVA (A+B+C)4.5134.225
Incrementi immobilizzazioni materiali(6.321)(175)
Incrementi nelle immobilizzazioni immateriali(2.336)(2.592)
(incremento) decremento nelle partecipazioni00
FLUSSIDICASSA DALL'ATTIVITA'DIINVESTIM ENTO(8.657)(2.767)
Incremento (decremento) debiti finanziari a breve506754
Incremento (decremento) debiti finanziari a m/l3.811(2.206)
A ltri movimenti di patrimonio netto4841
A umento di capitale--
FLUSSIDICASSA DALL'ATTIVITA'DIFINANZIAM ENTO4.366(1.411)
INCREMENTO (DECREMENTO) DELLE DISPONIBILITA' LIQUIDE22146
DISPONIBILITA'LWUDDE ALL'INIZIO DELL ESERCIZIO14599
DISPONIBILITA' LIQUIDE ALLA FINE DELL'ESERCIZIO366145
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ep209qXtLQWU5jUtHx50nGXYtx9B6mtCD4galafAODxHLIr6wUNoskmMGUSmIOc8dBuPuK2Pg1/yIC/8AX9df+jWrjdJ0C68R/s4paWEInvIbiW5hhIyJSlw5K475GRjuaAItXh07wvoR8RaP8SW1DxHabZpopdWSWK85G+Py85xjOB7fiNiVNT8Z/FG806HW9RsNDm0i2u5o7acq5DchVPRc5yxAyQuO9QweMPg6+nJLP4f0uK/I2vp39igzrJ3TGzBOeOuK6HQFjT40a6kMQiiXRrQJGF2hFycDA6Y9KAKvhKxutJ8V+JvAsur6hc6abKO5s5pZyZ7dZAUcK/Yg8j0xn1rK+Eng6GWxk1U61riva6rcKLdb0iCTY+MumPmJ7+tdJp//ACXbWf8AsCQf+jDWJ8PPFOleG76+8H6vJNaaxLrFx5ETwPiZXbKsrAYwfUkUAdF8Jr26v/Ayz3lzNczfbLlfMmkLtgSsAMnsBV74lXVxZfDjXrm1nlgnjtSySxOVZTkcgjkVlfBv/kn6f9f11/6NatD4p/8AJL/EP/Xof5igDhNZ8Ma1Y+AE8bt4o1f/AISK2tY7zb5/+jquATF5fcbeOTyck9a3fHviqaa28LaRb6smiLr+Zbm/MojNvAqB2CseFZtwAP8AjWl4v/5IjqH/AGBx/wCgCuZ8YabFDpXgXxRd6UuqaXpdsI9RtWhE37mSJR5mw8HaRn8qAIrS70vwZ4x0BfDvjF9Y0/VLkWN7Yzail0ysw+SVcH5fm4J+g710/wAKP+Qd4m/7GO9/mtZ+jeIPhRfa7p1roGlaXcalLKGhNrpAVoSOd5YoNuMdc5rQ+FH/ACDvE3/Yx3v81oAr/C+7jsPA+t3k2fKt9TvpXx6KxJ/lXIaSmm+L9GPiHxB8Rm03W7stLbW8GrJDHYjJ2L5ec9gT0Jz6811nw1sl1LwDr1gzbVudRv4S3oGYjP61yfhbU/h74d0RdD8caFpdjr2nZinNzpYkNwATtkVgh3AjHPegD0r4beIrnxP4FsNQvXR7wb4J3TGHdGK7hjjkAHj1qnq97dR/GLw5ZpczLay6fcvJCshCOwxglehIrd8I3Gj3vhu2u9B09bHTZi7RQrbCDoxG7YOmcZHqCK5vWv8Akt3hj/sG3f8ASgDL8TW2r638Z4NAtdavrDTZtAEt2ttKVO0TsCU7KxIRd2M7cisyy0LWLXx7f/D+38R6oNBltE1JpmnzcxpkoYkkxwGcgnjovuSen/5uF/7lX/27pLf/AJL/AHn/AGLif+lFAEHgaK68N+O9e8ItqN3fafHbQ31m13J5kkQYlWXd3Gf5e5rnvCvhrUvHcfiFtX8SazDZWusXUFnFa3RQhg2dzE5yBlQq9Bg+tdTp/wDyXfWP+wHB/wCjDR8Jv+QR4h/7GC9/9CFAHL+ENB1r4h+GpD4h8SanD/Zs0lhbmxm8syPGeZpD1duQBz/CT1Jq1beOtYs/gV/ary+drscjadHM3O6XzTGrnPUheeepHPWt34Q/8ivqf/YZu/8A0OuNsNGvdb+BOoR6bGZb621Sa7hjAyXMc+4gDucZwO5oAveIvCeq/D7w6vi3TvEur3uqWDRy38d1cl4btCwDjaenXI9APXBq98TftmqeIfAA0i6NtPd3EwjuAuWiR413OB6hSSPcCqHi74i6V468Hjw34b8641zWCkBtDC4NsNwLmQkYwACMg+/SrvxJuH8Oa78Ppre3lulsZ5t0cS5do1iUOQO52Bjj2oAdc6Vc/DXxd4eubLWdUvdK1i8GnXlvf3Bm/euD5cik9DkHP0963tEvbqX4v+KrOS5me2hs7Ro4WkJRCQckL0BPfFc7q/ibTfiT4t8LaT4bme9ttPv01W+uREypCIwdincByxJH+Tjb0D/ktXi//rxsv/QTQAeFf+SwfED/AHNO/wDRLVP4Rvbq4+Ivju3muZpILee0EMTyErEDCSdoPAyeTioPCv8AyWD4gf7mnf8AolqPBf8AyU34hf8AXxZf+iTQBzvj7wza+G9KkvYvFHi6bU72bybCyj1UjzZ3PCgbfujOT7DHcV1tl4JvLnwFpWh6x4g1db22Pmz3lleMkrudxKlzkso34/4CK870j4k+EtT8e3vifxPq32Y2Ra10ixa3lfyU/ilJVSN7fXgceldf49+JdnYfDu31nQbsMNWlNraXjRuqw8sGkKkbvl2tgY644NAGJ4d0S4m+KnkaL4j8QXej6Jn+0Zb7UGljmnIIEKjgHHVs56Y44zr+O9M8LHW5LnxN441HTjKi/Z7GC/8AKWIAY3BACSSQTk/TtR8PvGXw+06y07wtoWtm5u5CRlrWZWuJSMs7FkAycHqemB2rFttc8M+F/iP4vfxnGkd/cTpLZT3Fs0vmW+zCrGQpxjofXp24ANDwJI3jbwrq2g3HiTUriLTdQ8u31WzuDFPNDjcm58Ek9QfwrOs/D1w/xUs9K0HxN4jurXSGW51ea81FpYs5ykAAABJxznPGfQisbS/G8/hfQfHeuLYNZ3d1qkcVpbyJjyDIhKF1HTaoyR6jFdT8PPGnw/0awstBsfEP2zVb6cGeZrScNdXMhALFmTuTgZPTGaAOg0S9upfi/wCKrOS5me2hs7Ro4WkJRCQckL0BPfFYTaddfEnxxr8F5q+o2Wh6LKtnBb2M/lGWbGXdz3weB+HvnW0D/ktXi/8A68bL/wBBNY1n4hsPhv4+8TWviOR7TT9XnGoWN4YmaN2K4kQ7QcEH/PIyAbPw7vtSs9X8ReENVvpb+TRpomtrqc5kkglXcoY9yMdff2rjfAXhHVvHfw8tNT1fxVrUc485LAwXTKExI3zyHku27I68KABXV/Dhpde8SeKfGfkSw2OqSwwWAlXa0kUSld+D2Y4x9DU/wT/5JFof/bx/6USUAc1qPijVdS/Zqk1t7yeHVFjSJ7iJyj7kuVjLbhzkgc/U17EnMa/QV4J/zajd/wDXRv8A0tr3uP8A1a/QUAcT47vbq18SeCo7e5mhjn1bZMschUSLsPDAdR7Gs74mS6w3ibwbp+j6nPYSXt1PFI8bHG3YMsV6MVBYjPfFWviH/wAjR4D/AOwx/wCyGjxv/wAlG+H3/X3df+iaAOY1TQtZ8H+NdG0XQfEeqPbeJElgne+n894Gj2s8qEjh9hIHv+GNXTNMuPAvxR0jSbbV9SvtM1y1n3xX9wZik0QDbwe2QcfifbGj4w/5Kv8ADv8A39Q/9ECl8U/8li8A/wDXPUf/AEStAGDbaPqXjH4j+MtMvNe1S20Wzmtz5FrcFGZ2i4UHnagwxIGMkgnpVXwxoOseI73XPCereI9U/sjQLoxRSwT7Li5D8oJHwSQgHTuW9AK6jwT/AMlH+IP/AF9Wn/omk8Bf8jv4+/7CUX/ougBfhpcagdN1/wAP3uoTXUuj6jLZwXcp3SNFgFCx7kZP6DtXA+JE8M+H7O7vdL+Jmpy+J7NTKhl1DzlnkXkxsoG3BxjGeO+a6bR4b24tPirBp277bJeTrBs+8XMOBj3z0rll8V+EI/g9JomiackniA6W0NxbLZkSROIyJpXcrjj5mzn0H0ANTWtKj8XfEDwLqL6lqtp/bWmS3DC0ujH5GIVbEfHy5z83rV7xLNHa+IdI8ASeLLvTNJhs3vr7ULq+CXFwDIQkQlbHOc/8B+lUpr+Lw5b/AAr8TX6TDSbXSWguZ44y4hL26BCQOcE5/KneI77w7P4u0jx/e6fFq/hHULBrGWeayMotpFkO2Qoy5AJBXOPX1GQCzoWpWvhrxxHoGi+KG1rRtUsZ5I0e9W5e0njXdwwPClc8ev0o+F/hrUfEvhvQ/E2veItXmlhk32lulyRHtSQ/6wHJcsQcknpgdq1dD1r4bajqz23hXTNPfUEtpZPtNnpgiEK7SDl9oxkHHFafwe/5JRoH/XJ//Rj0AHw3vbq8m8YC6uZpxB4ju4YvNkLeWgCYVc9FHoOK5XxXpnhK31e+fVviTqtprLyvJEqagQtpkkqgjUcAAjgkE+2a6P4X/wCu8bf9jRefySuJ8FeJfDPhnRdQ03WtP87xkL2cTWz2Zknu5WclNrbTwQQOuOp78gFi48QXXib4c/D3Ur6QSXZ8TWkU0g6OyPIu78QAfxrtfiJe3Vnf+DVtrmaBZ9fgilEUhXzEIbKtjqPY15nowkHws8CiUASDxjDvA7HzZM16L8TP+Qj4H/7GO3/k1AHf0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVtRuvsWmXd2AD5ELyYP+ypP9Ks1Dd263llPbOcJNG0bH2IxQBxvwgt/I+F2jOxLS3CyTyOerM8jNk/mK3fFniaz8JeHLrV7w5Ea7Yoh96aQ/dQe5P6ZPasD4QTOfhzY2Mw23WnSzWVwn9x0kbj8iK84b4l+Gdb+IkureJ7uWHT9HkMelWAgZwZAcGd8DGeOB2/DJAPUPhd4fu/DfgGxtL9dl7KXuZ48Y8tnYttx2IGAffNdjXN2PjfSNW8H33ibTGlubG0jlkYFCjMY13EANUEnj/TLbwRYeK7yC6isLsIxCJ5jRBs8sB2GOcUAcB4q8Qav4k1jQ9E8UaBJ4a0Z9RjkN3NJ54uHU/JEGVQE3ep/pXrWt3t7p2jXN3p+mvqV3GAY7RJBGZDkAjcQQOCT+FeTePPG2i/EbSIPCXhKSbUtQvrmImRLd0W2RWBLsWAxjH6mvQfEvxA0DwfqFtaa7PParcRl45/IZ4zg42kqCQfwoA4zwrqV14m+Lb33iKyOianYaeY7LSpMszxsfml8zADdxgf0NYnhHUfF+oeKPGsPhe201Lk6xK91fakXKbASsUShecja+T0Arc0/W7b4g/F3RtW8PxzSaTodtOLi/eJo0leRdoQbgCcZzz70zTdd0z4Y+OfFNp4id7Ox1a6/tGyu/JZ0k3Z3p8oOCCen+IyAdh4D8W3Xiayv7fVbNLPWdLuTa3sEZJTcOjLn+E845PSsvwA32Xxr4+0peIotSju1Ho08e5v/Qai+FqT6lqHijxY1vLb2mtXqtZpKu1nhjUqr47bs/pU3w5T7b4g8ba6v+qvNW+zRN2dYF2bh7ZJ/KgD0CiiigAooooAKKKKACiiigDz7S2+3fHTX5X5/s7Sbe1j9hI3mGvQSQASTgCvP7RP7M+OuoK/EesaPHLGx/ieJ9pUe+05rD+MnjeLTLix8JPeSafBqSeZf3yIWaO2yQVQDks20j2H14ANDwrL/wAJd8VtW8XWi/8AEosLMaTaz9rlw+93HqoORnvkV6ZXBeBPHfgnUzbeGfC8sgFtATHCbd0ARcZOSOTk5Pckmt7SfFVvq3ivXdAjtpUm0jyfMlYjbJ5i7hjvxigDz6z0f4n+FG1y50W10O4sZ9Tub9bSZ3a4lDt0BGFHyqMDOefwqfxpqx+IXwHudW0y3cOQk0tt1KmOQeYvvjBPuBWjP8cfBcNlK4ubs36ZUaebVxKz9NucbevvUnw9in8G/Cx9R12CWF2abULiBUy8as2cbfXbg47ZxQBzvxS+IPhrXfhRcW2mahBd3eorEY7WJg0kQV1kYuo5XaFPXvXqnh6eS68NaVcSkmSWzhdifUoCa8e17V/CXjO2bw38PtNtn1TWHRL29t9PMItoAwZ2dioJ6dO+fXGd34t+MF8JaRpnhqzuGsP7QTynvQpY21uuFYqByWIOBj36cGgC1pkw8Y/GSTWbEbtJ8PWr2QuR92e4f7yqe4UH88eoq346b7D4/wDAWpJw5vZrNv8AaWWPGD9CM1B8P/HPgN10/wAJeGJ5tyxsIke3dd5UFmZmIxk4JNWPGCf2n8TfBGlx8/ZpLjUZ8fwKigIfxY4oA9AooooAKKKKACiqNnrFhf6jf2FrP5lzYMiXKhGxGzLuA3EYJx2BOO+Kbo+t6dr1rLc6bcefDFM8DtsZcOhwwwwHQ9+lAGhUYt4ROZxDGJSMGTaNxH1qSigAooooAihtoLcMIIY4txydihcn8KloooAKKKKAIvs0An8/yY/OxjzNg3fn1qWiigAooooAKKZFNFOm+GVJEyRuRgRn8KfQAUVR1bWLDQ7NbvUp/ItzKkXmFGYBnYKucA4GSBk8DPJq9QBFFbQW5YwwxxljltiAZ+uKlorP1rW9O8Paa+o6pceRaoyo0mxnwWYKOFBPUigDQqKW2gnZWmhjkZOVLoCV+lS0UAFFFFABRRRQAUUUUAFFFFAEaQQxyvKkSLI/3nCgFvqe9SUUUAMjhih3eVEibjubaoGT6mn0xJopXdI5UdozhwrAlT6H0p9ABRRRQAUUUUAFRvBDK6PJEjshyjMoJU+3pUlZ2ka9puu6YdR024860Duhk2MvKEhuGAPBBoA0aKoaNrNh4g0i31XS5/PsrgExSbGXcASDwwBHIPUVfoAKjlgiuE2TRJImc7XUEZ/GpKKAAAAYHAooooAKKKbJLHDG0krqiKMszHAH1NADqKRWDKGUgqRkEdDS0AFFFVtR1C10nTbnUb2XyrW2jaWV9pbaqjJOBknj0oAs0VBZ3cGoWNve2z77e4jWWJ8EblYZBweRwe9T0AFRpBDHI8iRIrv95lUAt9T3qSigApGUMpVgCCMEHvS1n6rrenaItmdRuPJF5dR2cHyM2+V87V4BxnB5PHvQBchght02QRRxLnO1FCj9KkoooAKj8iEzibyk80DAfaN2PTNSUUAFFZ+k63p2uR3UmnXHnLa3L2sx2Mu2VPvLyBnGeo4rQoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDF0jw7FoutazfW1w3k6pMlw9tt+WOULtdwf9rAJ9xW1RRQAUEAjB5FFFAEUNtBb7vJhjj3HLbFAz+VOlijmjKSxrIh6qwyDT6KAGxxpEgSNFRB0VRgCmywRXCBJokkUHOHUEZ/GpKKAIriOSW1ljhl8mRkKpIFzsJHBx3x6Vn+GtBtvDHh2z0e1ZnjtkwZG+9IxOWc+5Yk/jUmsa9pPh60F1q+oW9lAzbVaZwu4+g9T9Km03VLDWbFL3TbyC7tZPuywuGU+oyO/tQBbooooAKKKKACiiigAooooAxda8Oxavqujamtw1veaXcGWORVzvRl2yRn2YY57YFbVFFABRRRQBEbaBpxOYIzMOkhQbh+NS0UUARxW8MG7yYo49xy2xQMn3xUlFFABWLaeHYoPFuoeIpbhprm5t47WJWXAt4lySqnvuY7j+FbEkiRRtJI6pGgLMzHAUDqSax9I8XeHdfupbXSdZsryeIZaOGUM2PUDuPccUAbVFFFABUN3cx2VlPdSnEcEbSOfZRk/yqasvxLBJdeFdYt4gTJLZTIuOuShAoA5v4TQyN4Fh1W5/wCPzWLibULg+rO5x+G0LV7wDq1prGi3k9npUGmxx6hcQtFDjDsrYLnAHLdTUfwvmSf4YeHXjI2izVDj1XKn9QazvhD/AMivqX/YYu//AEOgDK0/4n+JvEelyXnhvwb9r+yu6XZkvAqhlJwiZALsVwxwONwHNdXY+PdJuvh6vjKXfBYiAySIeWRgdpT3O4bR0zkVj/BhFX4dwkAAteXJPufNYf0FefTqf+Gfrhipa2h1tmnUDP7oXPPHpkigD0HSPF/jfUbiyu5vA6waPdyIA5vl8+KNiB5jJjoAckdadrvxD1Cx8Z3PhXSfDz6lqS28c0GLgIpDZ3FyRhVXjnPJIFd7HIksSSRMrxuoZWU5BB6EVwGlIp+OviFyBuGkW4B9AW5/kKALOreN9U0bTNHtJdB+0eKtU3LHpcM42qV+8zScgKBg5/wJD/DnjPVLjxH/AMI54o0RdJ1SSE3Fq0U4liuEB+YAjow9PT07814vstWu/jhpMema4ujTTaK6W9w9otwHdZWLoFYgZ24OevHvW1Z+A/EbeLdG13XPGS6p/ZZlMUI0tIMiRNrDcrfQ8g9KAMqy+KXiTX9Im1Dw/wCDftcdm8i3jPeBVBUn5I8gF224Y4HGQOTU7fFDWNY0j+1/CXhZ9S0+3hEl5LPcCIq+0M0SDq7KDyRxngA1d+DCKvw6hIABa8uS3ufNYf0FR/BiNF+EOnYUDc1yW9/3zj+QoA3Z/Hmk2/gCPxhJ5n2KSBZUiAzIztwIx/tbuP8A61c+nxB8S6XcWVz4q8JDS9GvZlhW5ju1le2Z/u+auOAe54x9eK4CVZ2/Z78EyR3P2VItYjaW5ZA6wp50wDlTwQGKnB613Ot/Drxl4j0efS9U+IiT2U+3zIxokS52sGHKuCOQDwaALmo/EPVf+Ex1nwronhw6hqViIWiZrkRxsjxh2dyR8u0soAyS2e2KveGfGmpa9petQy6H9n8R6Qxjm05rgbXcqSmJOgVsdf5iqHhCMD4vfEIt8zqumru/7YHP8hUnhfj4xePcd4tPJ/79NQBzXwg1jxHB4ctoG8OwjRftVw02otfoDF87Fv3eMnB46+9aJ+KHiO70+48RaV4Oe68LwM3+ktdBJ5Y1OGkWPHQYPHt164g8FxzS/AfXIbcEztHqSIB13EyY/HpXTeB7vTx8H9IuGZPscWlDzz2G1MSZ/ENmgDQ1aOy8cfDy7W0bzbXVLBmgYjnLLlTj1DY49RTfh5rT+Ifh9ompytvmktgkrE/edCUY/iVJrH+EBez+D+iyXZKhIppCW7J5rsD/AN84pPgrC8Pwn0bzBtMhmkC+gMzkfpz+NAHTeKvElp4S8O3WsXivIkIASJPvSuThVHuSf615L8RfFPiW48FGz8S+GP7LW+uIDazRXImAYSKxjkA+620E++CK7H4ulY9J8N3E3FpB4hs5LonoIwWzn2yRUXxvlgj+HoSYr5kl/brCD1Lb8nH/AAENQBveMPGD+HZbDTtO019U1vUmZbSySQICFGWd2P3VH+e5FLw7401SbxEfDvinRV0nU3gNxbNHOJYrhB97B7MPT0547834vstWu/jhpMema4ujTTaK6W9w9otwHdZWLoFYgZ24OevHvVjVPh94pubiPWNT8Zf2rcadaXYtYE0tICWlhZCNyN/u9j0oAsQfEHxP4gknvPCXhFNQ0WGRo0uri9WA3RU4JjB7Z7n9DkVp+KviDJ4WTw8ZtFnml1fcptkf97HJsBWMDHzEswXtjrUnwnmtp/hdoBtSpRbfYwXs4Yhvx3Zqj45RZPiJ8PgwBAvLk8+oiBH6igC6vjLVNF8K6lrnjHRU0v7M48i3guFnaUNgKoI43Fjj9elZafEHxLpdxZXPirwkNL0a9mWFbmO7WV7Zn+75q44B7njH14pnxtSY+FtHeK5FrHHrds81wUDrCvzDeVPBAYqcHrTNb+HXjLxHo8+l6p8REnsp9vmRjRIlztYMOVcEcgHg0AWrz4iazP4p1nw1oPhr7fqOnumHe5EcXllAxZyRwckAKCSeTxiq1h8TdZ1y1ew0bws8viS1kePULOa4CRWm04yZD97cegHo3YZNrwLGE+I/xAJO5/tFmpb1xCf8TS+AEVfHPxAcKAx1GIE+v7v/AOuaANnwn40i8QeG7zU7+2OmXGnSywajBI27yHjGW57jHP5+lcv/AMLL8Tzaa/iO08FvJ4YQGTzmu1W4eEdZRH6Y5x6d8c1jyxzyeGfi7HbA7/tkzYX08sFv0zWl4e8MeMdW8F6abP4iRLptxYxrHCNEhYJGUA2Z3Z4HHrxQBsa58TF0/VNFs9K0qTVjrNkbmy8qXY0jcbV5GAMEksTwAeKseGfGmr3niibw14m0NdK1L7P9rtzFOJY5o84OCO4P9enfnNL8Pf8ACNfEnwVoz3P2trHR7pFnMezd83Xbk44OOtbeucfG3woR1On3gP5CgDlPBmteMIvF/i1rXwlDO82oobtTqSL9mOwDAOPn454rqNQ8e6/e69qOm+D/AA0urR6W/lXlzNdCFDL3jTPUjoT6/gS7wDx418fDv/acZx/2zqP4PlU0bX7d+LuHXbsXKn72/I5P4fyoA6Xwf4qtvGGgrqUEEltIsjQXNtL9+CVfvIfzB+hHTpTfHHiY+DvB9/ry2guza+X+5MmzdukVOuDjG7PTtXN/DFlm1rxzc2+DZya7II2X7rOAN5H4kVN8bP8AkkOu/wDbD/0fHQBSu/iZrenNa6xfeFHt/ClzMka3zXK+cqOcLK0fVVOQcHnnrniuj8YeMH8Oy2Gnadpr6prepMy2lkkgQEKMs7sfuqP89yMv4yRonwh1xFUBVjhAHpiaPFc94os9Xu/jRoqabrg0aafQmSC5e0W4DuJGZ0CsQM7cHPXj3oA6nw54z1S48R/8I54o0RdJ1SSE3Fq0U4liuEB+YAjow9PT075/wl/5JpJ/19Xn/oxqls/AfiNvFuja7rnjJdU/ssymKEaWkGRIm1huVvoeQelRfCX/AJJpJ/19Xn/oxqALHwhmjt/g/ok0zqkUcMru7HAUCVySazP+FleJrywm8QaV4Ma58NRbmE8l0qTzRKfmkWPHTgnHfFVPDEc837Mrx24JlbSrwKF6n5pMgfhR4Q8O+MdT8DaPLp3xDih0+WxjWOAaJC/lrtAKFi2SV5Un1FAHp+k6na61pNpqdk++1uolljYjBwRnn0PtXHeIfiDfaX40PhXTNBbUdQltFuLfE4RSSxB3kjCqoUnOeTgY5rf8GeHG8JeErDQmvPthtFZfP8vZuy7N93JxjOOvauWhlgj/AGiLlJComk8PKIs98TZIHvgZ/A0Aa3hLxle6trN94f1/SRpWuWcazmFZRJHNCTgOjegOAfr9QKOq+KvHlvdXk1h4GSfTbWV1DSX6rNcIpI3omMjIGQOSaivysvx90lYOZIdEla5x2QyYUH/gX86ydAj8R+PtJn8UXPjK70bT3mmFvaWUaKIYkYrl2PJPBJz/APWABuax8UrDTvBeheKbezkubHVLyK3dN2HhDB95wAdzKUI29z3rA8ba74xv/ht4ifUvCUdhbPEgjzfIzrE24s7AfxLhPl4+97GuW0bbP8K/h+rEyRt4xhHzdwZZev516x8UQT8MPEWP+fNv6UAZmgeLdX0rwk2o+J9Bj0vSbHT45I7mO9WdpuFCgIAME5GMnqcVSPxI8Tadb2+ta94ONj4cndA1wt2Hmt0cgK8iY6cjI4Iz68Gt8TUkk+B1m0blYlSyeZwu4BMpzjuASDirepeBPGfiHRprG8+I8VzYXke11XRIQHQ88EPn8RQBreJPHF9a+IIvDnhjRv7Y1doRcTbphHDbxnoWb1Pp7ilm1/Vf+EE1698UeF4reWyglL2bXCyxXSBM8MAcA8ggg1jfD+2Gl/Ezxnpt1N5l4sGn+XIwwZYkh2lgOeM4z7mup+In/JOPEn/YNn/9ANAEd34lTRvhkniS306MRw6dFcx2aPtVQVUhAccAZx07Vy8vxP1+LTIvEh8Hv/wix2l7n7SPP2EgGUR4ztz0z1HPANWPEf8Ayby//YDg/wDQErRvruw/4UhPcBk+xNoBC+mDBgD65wPrQBsa/rmq2+lWdz4a0Ya1LdkGP/SBDGiFdwdmPbpx3zWP4d8aavP4l/4RzxRoS6VqMsDT2jxTiWK4VfvAEdGHXHp6cZ5qHUtfj8M/Drwnpd8NMu9Xsd0160Yd4YooVbaqnjcQce2KrzaRdaF8aPBFtd+Jb/WJ3S9crd7f3SmEgEADoxB/75oA2NX8feONB0q41PU/AVtb2duu6SRtaiOB06Bckk4AA61o6v4ojfw14Q1TVPD0Uk2qanaRpbXDZNpJJuKyAlfvL24B57VnT/8AFzPHH2UfP4U8Pz5mP8N9eDovuid/U+oIq98Vf9T4Q/7Gix/m9AG54z8WxeEdLhmFpJfX13OttZWURw08rdBnsPU/41iaP461qHxNZ6D4u8PppM+oKzWM8NyJopWUZKEjo2Pfnj1FQ+OysXxK+Hc9xxai6uoyT081o1Ef456UnxPKvrPgS3ix9sbxBBIgHXylz5h+mCuaALPiD4gX2meM28LaZoL6lqElmtxb7ZwgYliDvJGFUBSc55OBjmrfg/xjf61q2paFr2kDStasFSRoklEiSxN0dWH5H6j3Az7VFPx+v3IG4eHowD6Zm/8ArU6Hj9oC5x38NKT/AOBFAGr4G1a01a01l7TSoNOW31e5t5FhxiZ1IzKcAfM2eevTrXVVwHwo/wCQd4m/7GO9/mtd/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5itja+K/jhqseqQR3VpoFhDHBbzKGjEswDl9p4Jxx+A9BT/C1tD4a+MPiDw9YxrBp19YR6pHboMJE4YRvtHQZJz+A9Kk0Aix+Ovi63lO19QsbS6hB/iVFEbY/Gl08i+/aB1a4iO5NP0KO1lI/hd5BIB+WaAPRqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzz4vzSy+HdK0OGVo/7c1a30+VlOD5bElufwA+hNZnxG0LSvCNl4f8SaJYW9hcaVqMMbNbxhPMgf5XRsfezxyfU+taHxdItbXwrqz8Qafr9rLO3ZY8nJP6fnR8ZyLjwlp+lIc3GparbW8SDqTuz/T9aAPRqKKKACioJmYOMEjj1qPe394/nQBzPw/0u88Owav4fnt5EsrK+d9PmI+R7eX5woPqpLA/hWz4c8OWfhiwns7KSeSOa5kuWMzAkM5yQMAcelXd7f3j+dG9v7x/OgCl4Z8OWfhTRU0qxknkgSSSQNOwLZdix5AA6n0qvpPg3SdJ8NXHh8LLd6fcvK0qXJDFvMJLDgDjnjvWrvb+8fzo3t/eP50AcXpfwsg0q8tDF4o8RPptnMk0GnPefuVKsGVSMcqCBxXT2/hyztvFd74iSSc3l3bpbyIzDywqHIIGM5/Gru9v7x/Oje394/nQBleK/B+meL7OCK+aeCe2k821u7WTy5oH9Vb8vyHoKztA8ADR9Yi1W98Sa5q9zArLCt9c7o49wwSFx1wetdNvb+8fzo3t/eP50AUvDPhyz8KaKmlWMk8kCSSSBp2BbLsWPIAHU+lJ4Z8NWfhTw5BodjLPJaw79rzsC53sWOSAB1Y9qvb2/vH86N7f3j+dAGPp3gjRtP8ABC+EXSW80oRvGVuWBdgzl+SoHIJ4IAxgVz0Hwlhj8u2l8W+JZ9LiI2WD3v7vaOinA5X24rud7f3j+dG9v7x/OgClp3hyz0zxHrWuQyTtdav5Hno7AovlIUXaAMjIPOSfwosPDlnp/iXV9eikna61RYVnR2BRREpVdoxkcHnJP4Vd3t/eP50b2/vH86AOYsfhvpml+JG1jTtT1m0R52uJNPiu8WkjtnO6PHIOemayrj4OaTJLPBb6zrVpo1xKZZtIt7rbbsSckAY4U+n8uMd5vb+8fzo3t/eP50AYPjG1u7XwDdaV4esmaeaBbC2iiGFiV8Ju9lVSTn2rb0XS4dE0Ox0q3/1NnAkKnHUKAM/U9afvb+8fzo3t/eP50ARa3otj4h0a60nUofNtLlNki5wfUEHsQQCD6iuHb4N6Xd2gt9V17XdSWLaLU3NyG+zKGB+QFSMnaATjpwMV3u9v7x/Oje394/nQBleK/B+meL7OCK+aeCe2k821u7WTy5oH9Vb8vyHoKztA8ADR9Yi1W98Sa5q9zArLCt9c7o49wwSFx1wetdNvb+8fzo3t/eP50AcVc/CiyGoXU+keINd0W2vJDJcWen3XlxMx6lRj5Sf84robjwjp9xeeH7lproPoQYWoDgh8oE+fIJPA7Ec1qb2/vH86N7f3j+dACatpVlrmlXOmajAs9pcJskjbuP6EHkHsRXDwfCWGPy7aXxb4ln0uIjZYPe/u9o6KcDlfbiu53t/eP50b2/vH86AKWl+HLPSNb1jVbeSdp9WkjknWRgVUou0bQACOPUmjSPDdnouqavqFtJO02qzrPOsjAqrBdoC4AwMeuau72/vH86N7f3j+dAFHSPDNjo13rFxA80p1a5NzcJMVZQxGCFAA4x2Oa5M/CO1tpJYtI8T+IdJ02Vy7WFnebY1z1CZGVB/Gu63t/eP50b2/vH86AMe08F6ZZatpGowy3Xm6VZNZQI0gZWQ4yWyMluOuRVu78OWd54p0/wAQSSTi7sIZIYkVh5ZV+u4YznjjBFXd7f3j+dG9v7x/OgDmNW+G+man4jl12DVNZ0u9n2G4/s678pZ9nA3jBzwMdqh1z4Z2Wqa3c6tp+s6volzeKFvP7On8tbjHGWGPvY7/AP1663e394/nRvb+8fzoAq+HfD2neFtEg0nS4THbQ5xuOWdjyWY9yTTPFPhyz8W+HLvQ7+SeO1utm94GAcbXVxgkEdVHaru9v7x/Oje394/nQBU8TeHrTxX4du9EvpJ47a6Ch3gYBxtYMMEgjqo7VU8UeDdM8WWFtb3rXEM9o/mWt5bSeXNA3qrfgPyHoK1t7f3j+dG9v7x/OgDmdA8ADR9Yi1W98Sa5q9zArLCt9c7o49wwSFx1weta/h3wzZeGdDOkWUtxJbmSSTdMwLZdix5AA6njir+9v7x/Oje394/nQBU8N+HrPwv4ctNDsnmltbZWVGnIZyCxY5wAOpPauSf4S2kFxONG8S6/o1hO5eSxsbvZECeuwY+XP413G9v7x/Oje394/nQA3SNLt9F0m2021aRobdAitK+5z7k9zXmms+HLbxL8bL23muLq1mh0OKa3u7STy5YJBKRuVvoSCO4Nem72/vH86hFvALxrwQxi6ZPLMwUbyuc7d3XGe1AGT4T8EWXhWa8vBeXmo6nekfaL6+k3yuB0UHsB6f4DGKfhJpYv7ow6xrMGk3cxmuNIhudttIxOWBAGdp7jP41229v7x/Oje394/nQBzNt8NtGtdE0jSYp70W2laouqQHem4yqzMFb5cbMseAAenNdTqFjbapp1zYXkQltrmJopUP8AErDBH5Gmb2/vH86N7f3j+dAHM6F8ONM0O3u7M6lrGo6dc25tjY6hdebBHH6IuBt4461kp8IbeOL7CnizxMmjjgaet7iML/czjO32rvN7f3j+dG9v7x/OgDnfE3w/0/xFeWmoRXt/pWq2kflRX1hLsk8v+43qOv50+y8DW1v4Y1TRLrVtV1Aamrrc3V3OHmwy7flJGAAOgwa397f3j+dG9v7x/OgDkfiDYRaX8G9W0+BnaG105YEZyCxVQqjOMc4FZNh8J9K1DTNO83VtXGjukVzJoy3P+is5AY/LjIUtzgHqeMV39xFHd2729zGk0Mgw8cihlYehB4NPT92ionyoowqrwAPQUAY/izwVYeLLWySS4urC6sJPMs7uyfZJAcYIB9DgcewrL0/4W6VZ6xZa1PqerXurW3nZvLmcO8okj8vDZXooJ2gYwSc5rrt7f3j+dG9v7x/OgDgrD4N2Wl2i2mn+MPGFpbKSVht9TWNAScnACAV0t54Ns9Q0nRbC8v8AUbgaTeQ3kVxLMGllkjzt8xivzA55xg+4rY3t/eP50b2/vH86AKPifwvpvi7Rm0zU0k8veJI5Ym2yROOjoexHP51i+HvhzZ6Lri63favqmtalFGYrefUZvM8hT12DHBPOT7n1NdRvb+8fzo3t/eP50AUo/DlnF4um8SrJP9tms1s2QsPLCBtwIGM5z749qF8OWa+MH8TCSf7a9iLAx7h5flh9+cYzuz74x2q7vb+8fzo3t/eP50AUvD3hyz8NQ30VnJPIt7ey3snnMCQ8hBIGAPl446n3rYqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AW6Kqb2/vH86N7f3j+dAFuiqm9v7x/Oje394/nQBboqpvb+8fzo3t/eP50AYPizwNY+Kri0vvtt7puqWYIgvrGXy5VU9VJ7r/9f1ObPhPwfp/hCynhtJLi5uLqXzrq8upN807+rN/IfXuSa1d7f3j+dG9v7x/OgC3RVTe394/nRvb+8fzoAt0VU3t/eP50b2/vH86ALdFVN7f3j+dG9v7x/OgC3RVTe394/nRvb+8fzoAt0VU3t/eP50b2/vH86ALdFVN7f3j+dG9v7x/OgC3RVTe394/nRvb+8fzoAt0VU3t/eP50b2/vH86AI9a0ex8QaPdaVqUImtLlNkiE49wQexBAIPqK5TQPhfp+jaza6ndavq2ry2KlLFNQuPMS2BGPlGOuOP6cDHX72/vH86N7f3j+dAFuiqm9v7x/Op4SShySee9AEc/3x9KiqWf74+lRUAed+KPjL4d8J+ILjRb201Ka5twu9reOMp8yhgMlwehHaneFfjDoPi/X4dG0+w1RJ5VZt88cYRQqknJDk9sdOpFeQ6P45tNJ+LPiLxHdabcajHK80UKwgHaC4Ck5/wBlMfjXvXgjxPB4w0eTVINLmsFSZoQkwAZsAEkY7c4/A0AJ418daX4Esba61OK6lW5kMaJbKrNkDJJ3MOP8a6O3m+0W0U4R08xA+xx8y5GcH3rxD4yf8T74leEPDQ+ZCyvIPaWQKc/QRk17nQByfjD4gaV4KutOtr+3vLibUGZYUtUViMFRzuYdSwx9DVvxl4x07wRo0ep6nHcSQyTLAqW6qzliCehIGMKe9eW+Nf8Aiof2h/Dmkj5o7FYnde2V3TN+aham+PUj6nqvhXw3Cx33VwWYD1ZlRD+rUAeyadepqWl2l/HHJGlzCkypKAGUMoIBwSM8+teda98c/C+i6rLp8UN7qDwsVlltlXywRwQCSM49uPevSkhSO3WGMbEVdihewAwMV84aBqGp/BLxRfWWu6SbrTL4hftca8uq5wyE8HhuUOO3TuAe6+FfGGjeMdLa/wBJuCyIdssci7XiPXDD+oyPeuK1X49eFdO1KS0t4L+/SJtr3Fui7Djg7dzAn68D0Ndlo1noWoeEZP8AhHEt7fT9SikdJLaPYNzggtj1B4x2xjtXh3hPXb34O6xe6B4p0Xfp96+Tcxpu3ADG5SeHTHVeo+vFAHuOleNdE1rwtceIbC5MtjbRvJMNuHj2LuZSD0OPwrhP+Gh/Cf8A0Dda/wC/MX/xyvSNAt9Gi0K2/sKG2j0yZPNiFugCMG5zj3rx7VI08Q/tM2NoEUwaYibsDgbEMn/obAUAem+CvHem+O7S6utMtb2GK2kEbG6RV3MRnjax6cfnXL3/AMd/CunavdadNaaqz207wvKkMZQlSQSPnzjj0r0TULqHStJvL5lVY7aF5mwMcKpJ/lXj3wA0pL3RPEGp30KTi9uVgcSqGDbVLNweoPmfpQB6r4b8UaR4s0z7fo92J4Qdrggq0bYzhgeQaq+M/Gmm+B9Ii1HU47iWOWYQIluqs5YgnOGIGMKe/pXlHwXiFn8TvF1jYkjTY/NVFB4+WbEf/ju6vc7uSGC1lnuAvlQoZGJGcADJNAHlP/DQ/hP/AKButf8AfmL/AOOV6bouqxa5ollqsEUsUN3Cs0aTABwrDIzgkdPevHfgFaf2jd+JfEFzGrPcTqikjOCSzv8AzWu0+MOuT6B8OL17RzFNdMtojrwVDZ3Y/wCAhh+NAFDxD8cfCuh6g9lCLrUpY22yPaqvlqR1G4kZ/DI966/wn4u0rxno/wDaWlPIYw5jkjlXa8bYzgjp0I6EiuX+D3hKw0TwNZX32eNr7UoRPPMy5Yq3KqPQBccdzmu8sNPstLtVtbC1htbdSSIoUCKCTknAoAw/GfjjSfA2nQXmqCeQTyeXHFbqrOxxknBIGB357irfhXxNZeL/AA/BrOnxzx28zMoSdQHBViDkAkdvWvHLy9t/iN8StXvZriL+xdBspo7QO4CySlWAYZ65bLA+iLXUfs/XXn/DyaEnmC/kTHsVRv6mgDtfF3jPR/BWmLe6vM48xisMMS7pJSOSFHHT1JA6eorlPDvxv8Ma9qsWnSR3mnyzMFhe6Vdjk9BlScE+/HvWb8cPCOsa1BpmtaTCbs6bv822C7mIJUhgv8X3eR6Y96u+BPHfhz4h3tpHqOlW9v4h09S8KSIGAwMExMeR67TyPfGaAOn8Z/EDQ/A1vC+qSSvPPkxW0ChpGA6nkgAe5P0zWN4T+MXhvxVqaaYq3NheynESXSgCQ+gYE8+xx7ZrlvjL4b1uLxNpXjXS7UX0OnpGJYCm/YUdnDFe6HPOOmK6nwH4w8M/EK8XUk02G38Q2UW11kUNIiHglH7rnj1Gcd+QDrvEOv2PhjQrrWNRZhbWy7mCAFmJOAqgkZJJArI8E/EDSvHkN5JpcF5CLRlWRblFUndnGNrH0NcB8SNSTxj8RdH8Cx3Cpp9tKLjUnL7RkDO3PsvH1f2pfhBNFb/Enx5YQlPJa6Z4wn3dqzSAYx2w4oA9prk/G/xC0jwElk2qQ3cxvC4jW2RWI24yTuYf3hXWV4Z8RP8Aiofjt4W0QfPFbCJ5F/4EZH/8cVaAO48MfF7wp4q1CPT7aa4tbyXiKK7jCeYfQEEjPtnntXd14H+0FZ21lqvh3UbCNYdTlaUF4hh32FChOO4JOD717vPcR2lpJc3MixxRIZJHJ4VQMk/SgDlPG3xJ0TwJLaQ6nHdTzXKsyx2qKzKo4y25hgE9Poa6LRtVt9d0Wy1W1V1gu4VmRZAAwDDODgkZ/Gvna4mTxzb+OPGl9IipFb/ZdNhkYBlAIPA9QvX3dq9g+EN19r+FmhvnJSOSM+22Rl/kBQBc8afEDSvAxsF1G3vLiS+Z1iS1RWPy7c53MP7wrqx09K8M+IP/ABUPx68L6KPmitRE8i/8CMj/APjirXudAHPeMvGWm+B9Hj1PU47iWKSYQKluqs5YgnoSBjCnvWvpl8mqaVaahHHJHHdQpMqSgB1DKCAQCRnn1rxn4+SvqWq+FvDkDfvLmZmI92ZUT+bV7bDEkEEcMa7Y41CqPQAYFAD6898M/FFPEvjTVdBj0oQW2nCZnvmusgrG4XO3aMZznrxXoVfMN3b6l4L8K6pY3Fu1v4h8UXhgWJmG5LUHk5B43s5X6Z9KAPYvC3xa8P8Ai7xEdF06C/Wfa7rLNGixuF9MMTz16V0vifxHZeE/D9zrWoLK9vb7QyQgF2LMFAAJA6n1rxTSdNs/Cfxw8J6bZzRSxLpoilkiYEPIyS7jx6vzX0CyK67XUMPQjNAHkn/DQ/hP/oG61/35i/8AjlbWgfGHQPEUGqzWtlqcUWmWb3k7TRxgFV/hXDnLHsOOnWuL1KKPxB+0zZ2oRTb6ZGm7A4GyMyf+huBXuYhiUELEgB4ICjmgDyb/AIaH8J/9A3Wv+/MX/wAcrb8KfGDQfGGvw6Pp1hqiTyKz7544wihRk5Icn26dTXFfFmKPW/ix4S8Oxovlgo8oUdpJPmz/AMBjzXuawxIcpGin1CgUAea6z8c/DGia1e6XPZarLNaTNDI8MUZQspwcEuD19qdoPxu8N+Ides9ItbHVY57uTy0eaOMKD74cn9K579oS432Wg6Nbopmu7p5cAckqAq/mZD+VUPGWmxaH8a/AkUChYlhtLcYGM7ZWT+RFAHrXjHxnpfgjSE1HVBM6SSiJIoFDOzEE8AkDAAPeku/GNjYeB/8AhK7u1vILPyVm8l0XztrEBRjdjJyOM968w8QRH4nfGi30Ncvomggm6x91mBG8fi21P+Ak17eUQpsKqV9McUAeS/8ADQ/hP/oG61/35i/+OUf8NEeFO+m61/35i/8AjlYvgqKPxH+0F4j1No1eCyWVE4yuQVhX81DGl+OUaah4j8KeGrVEja4lLMqKB/rHVF/k1AHXeG/jR4f8UeILTRrDT9WW5umIRpYowowpYkkOTjAPauu8U+J9P8IaDNq+pmQwRsqhIgC7sTgBQSAT1PXoDWpFbQQKqxQxoEGF2qBgV4x4u1CDx38XtN8MNPGNG0ZjPel3AWSRcblOev8ACn4tQB6P4L8b6Z46024vtMhuoY4JvJdblVVs4ByNrHjn9K6WvGPgPOFv/GFiGBWK8R1weCCZB/7KK9noA8/8K/E3/hKvHGp+HbfRzFDY+aTefadwcI4QHbtGM5z1qXxj8V9B8E6zHpeo21/PO8KzZto0ZVBJAB3OOflz+IrN+D/g++8PQazqWr2jW1/f3R2o5BIiXJB49Sx/IVzOjgeI/wBpnUrojfDpcbgA8gbEEX/oTE0AejeEviR4b8aTPb6XcyJdou821wmxyvqOoP4Guk1C+h0zTbq/uCRBawvNIR12qCT+grwvxXZwaX+0doB0mNYJLgwSXCxDaCWZlfgeqDn6174QCCCAQeoNAHkn/DQ/hP8A6Butf9+Yv/jldp4K8d6b47tLq60y1vYYraQRsbpFXcxGeNrHpx+deZapGniH9pmxtAimDTETdgcDYhk/9DYCvc1REGEVVHsMUAeaaz8c/DGia1e6XPZarLNaTNDI8MUZQspwcEuD19qoj9ofwmWA/s7WQD3MMXH/AJErO/aEuN9loOjW6KZru6eXAHJKgKv5mQ/lXKfEHSE1f4gXWiWq7o9B0HaoQdfLi3/n8wFAHt3jLx7pPgjT7O81CO5nS7k2RLaqrMeM5+Zhx0/MVr61rUGheH7rWLqGdobaLzZI4wC+O4AJAz+NfP8AqOpN401L4XaWx3gQI0w9cSeW5P4QNXuvjW3+1eBdfgxkvp04H18tsfrQAeEvFVj4y0JdX06K4igaRo9twqhwV68AkfrWbo3xF0nX/F974c061vpZ7Pf51zsTyBtOD827J54HHP05ry7wN4tHhX4CapfI+27F9LbWo7+a6IQfwBLf8Bruvg14QPhrwcl5dIRqOqYuJi33lT+BT+Byfdj6UAXvGfxT0PwNqsOnalbX808sInH2ZEYKpYgZ3MOcqayNI+OnhvWtZstLtdO1gT3cyQxl4ogoLHGTiToM81554p8Qzp8frjU7bSJ9YGl4jW0hzk7Y9pJwrYAdieleueBPF174tmvftnhOfRVtQhV7gkmQtngZRemP1FAG94l8TaX4S0d9T1afyoFIVQo3NIx6Ko7muE0r49+FNR1FLW4gvrBJDhLi4Rdn/AtrEj68j3qf41eENT8VeF7Z9JQzXFhK0rWw6yqVwdvqw9O/Pfg5XgPx5oPjJtP8OeJNGt4NYsSPsyywjy2dB/CCPkbj7vt+FAHT+MfivoPgnVotN1C3v7iaWATg2qIyhSSBks45+U/pXO/8ND+E/wDoG61/35i/+OV6L4nvItK8M6rqboha1tJZVJAzlVJA/PFeafs+aQkfg+/1GWJS91eFVLDOVRRj9WagDsrv4j6RY+A7bxfPbXy2NywWOHYnnHLEDjdjsT16Vyf/AA0P4T/6Butf9+Yv/jlesmOPZtZF2DsRwK+ZvDl8s8PxK8XkDDW8kEDEfdNxIQuPphaAPa/BPxJ0fx3Lex6bb3sDWio0n2pEXIbOMbWPpTfC/wATNE8X+IrzRtKgvWe1R5GuHRBE6qwXKkMTzkEZA4rwbw9PqGhLJoumKV1HxFptvDARxt8xyWcnthd3PbOe1eg/ALTbcXPiXU7YZtvOS0tnI5KLkkn3IKE+9AHtdeZ658cfDOg65eaTcWeqSzWkpikeGKMoWHXBLg9favSZZUgheWRgqIpZiewHJr5d8AeMb/SNf13XYvCt5rcmoSEs0O7ERLF2BIRuTkenSgD2rwd8VtE8b6y+l6ZZalHMkLTs9xGioFBA6hyc5YdqseMPiZofgnVLPT9TivHluU8wNAilUXdty2WHoemelafg7WbjxDoMep3WiPpEsjsotpSS4UHGTlVPP0rwv4nW7+K/iZ4kijy40fSd6kdhGFdv1dhQB7X4y8eaX4IjsW1CC7uGvXZIUtUVmJGM/eYeo/OtfXtbtfDug3esXqyG3tY/MdYwCx7YGSBnJ9a8HvtSbxv40+GdmT5irZwzzD1YMfN/9E19EsqupVgCD2IoA8k/4aH8J/8AQN1r/vzF/wDHK6Dwd8V9E8ba02l6ZY6lHMkLTM9xGgQKCB1Dk9WHauF8bRR69+0H4c0eNF8qzETyIBwSC0zZ+qha9J+I2rN4a+H2s6lZhYrlYRFG6DBVnYICPcbs/hQBi+J/jV4Y8N6lJp6i51C5iYrL9lVSkbDqCxIyR7ZrpfB/jTSPG2lte6VJIDGwWaCVdskRPTIGRz2IJH61xnwK8NWlj4HTWXhR73UnctKy5ZY1YoFz6ZUn3z7Vzvwe2x/FnxhFZKE07M2xU+6AJ8IB/wABLYoA93ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKqancNaaTeXKffhgeRfqFJoA898IeLtZ8WfFHX4YLzb4c0seUsKxIfMkztDb8bsEq7dewrnbr4meOPE/izUtK8E6batb2BYFpQCzhW27iWYAZPQDmrn7O0C/wDCK6vdHmWW+2MT1IVFI/8AQjXHWlzrNr8TPEUnwvhlvI33/aRMibFO4k7SzDI3Z29zzwRQB6d8KviLd+NoL+01W1jg1KwK7zECFdTkdCTggjn6iu117WrTw5oV5q98xFtaxl2x1Y9Ao9ySAPrXlHwBGmC31omS4OvtKPtqTqF2qC2NvryWznBzjjpnW+Ps0kXw4VEJCy30SP7jDN/MCgDn7Dx98VvE8MmseH/Dtn/ZQYiNHA+cA9Ms6lz2yoHNbnxC+IfiXwvpHhaWxsbUX+qxE3FvPExKSbY/kUbgRy5GDXntjrXxK8P+ANM8S2d7bQ6BAFhitRGhOwNt3MCucMw67s5PYV2Xi3Sdb+LGg+Ddb8PpBbuizTSyTS7Vhkygx0JPzI2OD05oAs+F/F/xQv8AxLYWuteGY7bTZJMTzC0ddi4POS5A5xVPVPGvxbg1a8hsvCsctrHO6wyfYpDuQMQpzv5yMVkWPjDx14A8fWOi+Lr4X9neMgLZDja7bd6NgEYPUH06dDXqnxK8Rf8ACM+AtTv0fbcPH5Fvg8+Y/wAoI+gJb/gNAHGfDH4h+J/Heq6rp9+lpax29oxWe2hO6OUsFX7zMD/EcY7Vr/CbxjqviK31fSvEEwl1jS7kpI+xU3ISR0UAcMrDp3FQfAvw9/Y/gMahKm241SQzHI58sfKg/m3/AAKsDwif7P8A2kPEtrF/q7iKRmA6ZPlyZ/Mn86APbqKKKACiiigAooooAKKKKAPNPij4w1jSdT0Dw74cuhb6rqdwA0vlrJsjJ2jhgRySTn/YNS+O/EvjXTtZstE8I6Sl/NJbCaa4ljzs+Yrycqi5x3/CuX1Fv7Q/aj0+GblLSABAfaB3H/jzZr2e9vbbTbKa9vJ0gtoELySOcBVHegDx7wh8VPEsXjmPwp4z0+GG4mcRK6JsZHIyucEhlPABHr3r2ivA/DkM/wAUPjGfFcNu8GiaW6eXI4wXKD5B/vE/MfQcemffKAPCZfH/AMYIYnll8JwpGilmZrKQBQOpPz1vfDb4n6p4i0nxBq3iOO0gsNLjRxJbxMueGLDljk4C4Hv71q/GjxD/AGD8PLuGN9tzqLC0jwedrcuf++QR+IriNS0OTwx+zS0W0pcX7w3Nz2PzyKQD/wABCD86ALFl8Q/id4ve41Hwr4ftRpUTlUEu3LY7Fmddx/3a3vEXi34kWunaJNpHhpJbi5td99GbV28mXONo+YY/HNebaFqXxH0n4cQa/pF9b22gaexRYFjQs43/ADOQVORuYg8+uBXvXgTxP/wl/g6x1lo1imlUrMi9FdSVOPY4yPY0AeQP8W/iLZeILDSNT0axtrm7kjVIXtnV2Vm2ggb/AFz+Vdtrfi7WfDfxk0vS7y88zw/q0SpFEYkHlSn5eGA3H5gvU9H9hXI+DP8Aiv8A46ap4jb95p+mZMB6rx+7i/PDP9RV/wDaHBt7Tw5qMR23FvcyBG9OFb+aigD2urEH3D9aqxv5kavjG4A4q1B9w/WgBk/3x9KzNauZ7PQtQubWGSa4itpHiiiUszuFJAAHJJOK05/vj6VFQB5T8CPDl9ofhnUrjU7G5s7u6u8eXcRNG5RFGDhgD1Zq9WoooA+e/FL+JbP43TeJbXwlqup2tkRHbqlrKEfEW3IYKcjcWPFeheD/AB34n8Ra8tjqXgi90i18tna6uBIFBHQDcgBJJ9a9CooA8P8AG+neIvCXxeTxvpuiz6vZzRAOkKs20+X5ZU7QSvABBxjmpPDOjeI/HnxNh8ZeIdIl0qwsEAtbacEMSM7QMgEgMxYtgDOAPb2yigDC8Y/8JB/wi95/wi5h/tXb+680Dp32543Y6Z4rx3xF4z8Z+KvDEvhe9+H92dQm2o9z5L7AQR86qVwp992BXv8ARQB5dYeHfGXhD4P2unaCYG12NjNNG2GKqzFiiZ+UsOBzwfmx2rjfFfirxj488Pf8IzL8PruG+eRC9y0b7UZTnKhlATOMZLHgn1r6DooA8x+2a98MfAfh7SbHw9da/eBHFwLVXZYjncclVbu+BnGcGvNfD2p+MtD8eat4rk8Baxdz3/mARG2mURB3DcHYc4AAr6YooA4v4hS6pcfC3URa6dcS6jd2yRG1t42lcFyocYAycAt27V5V4V1f4g6H4OTwxofgnULe7d3LX9zC6DLHqAyqqkDAySema+iaKAOC+FngB/A+iTteyLLqt8we5ZTkIBnagPfGSSe5PtWJ8RfGPilZNZ8N6T4M1O7tpbc266jFDKyneg3FQEIONxHXqK9YooA8M+D+o+JvD4tfDM/gvUYLa5uXmn1C4ikiVMr3BTHRABzya9G+JPhWbxh4Ku9MtWUXYKzW+44BdexPbIyM+9dbRQB4L4d8d+P/AA/oUHhceB7u5v7VPIguHjkChRwu4BcMB6hgMD8a7/x7rPiG1+HP+g6PePrl/EsLw2UTT/Ziy/vDlQegyAfUiu7ooA8Y8L/AzQ5fCVnNrkF3/a0sPmSqJSnlk8hdvqBgH3zVj4B6bq+kaTrNpqul31jmeOSMXVu8W/KkHG4DONo/MV6/RQB5V4j8XfEDwn4uvJpPDx1nQJQBbLZowMYHcsAxDeu4YOBjFYPgfQNf8S/Fl/HF/oT6HZJuYQupQyMYymACATnJYtgA/jXudFAHkGoeOPiH4S8Q6jHqnhdtZ06WUtaSWKsqovQDcqt+IYZznnFYXgnSPEWna54h+IN34duLMPBL9k0uGBvMmkdhgBAN20EDJwOuexr3yigDwjwH8JI/E2n3ut+N7a/TUby6Z1ikLQuB3ZgRnlifwA9an+G3ha/8K/GHW4ItK1CLRjBLDb3EsL+Ww3oy/ORg8A969wooAK+d7+48T6V8adV8UQ+DdX1JEkkgtsW0qoQFEYcMEORtB6dc9a+iKKAPFNF8IeKvHnji18U+M7QafY2RDW1ieCdpyq7eoGeSW5PTGOnQfGe712Xw1HoWg6VqF5LqDYuJLa3d1jiGPlLAYBY4/AH1r0uigDxfUvgdoVh4Gupo4Ly51yCwZx5UjMJJwmcKgHOW6Cuj+ClpqOn/AA/Wz1OwurKaG7lCx3MLRsVOGyAwBxknn2Nei0UAfOt9c+KNJ+M+reKYfBur6kiSyQ2+LWVVKhRGHDBDkbR+teneCvG3iPxLrEtpqvg280W2jgMguLgSAM24AKNyLzyT17V3lFAHgPxEXxEPjLa63aeF9U1S00pYRD5VtIY5CAX4cKRwz/pXbeFviD4q13xFa6df+A7/AEu1l3GS7nEgWMBSR96MDkgDr3r0iigBCdoJOcDngZrwnT/B9/8AE74j6vq/irTNSsdIhj8u0inieBmXOEA3AdgzHHdvevd6KAPn/Vvh6/hH4s+GJvDekalNpiyQSXEyxvMsZMpDZYDAwuDzX0BRRQB438MNE1WX4n+KvEmqaZe2aSl1tzdQPHuDyZG3cBnCoBx6+9eyUUUAeN6fomq6r+0Vea1d6Zew6dZxsIJ5oHWJ9sYjG1iMHJZmGPrXp/iTVLrRfD15qNlp02o3MKgx2kCszyksBgBQT3z06CtWigD5n8T6n4y8T+NdH8Q3HgLWI49N8sraC2mYOVcvy2zjPA6dq0vHU/i/xFceFfFMHhHUba/tJpD9lS3klZPLdGQuNgIyd2MjkCvoaigDgvhL4Rl8MeFPtGoI41fU2+03ZkHzrn7qHPOQCSc92NP8ceNde8Nalb2mj+EL7Wkkh8x5oEkKIckBcqjDPGcZ7iu6ooA+bfhre+MPB2o3u7wNq13Nqk0YkuJoJYhGAWyT8h4y2SeOlddqOiarrf7RVnfTaZejSdPjUJdvbsIjtjLjDkYP7xsdexr2SigDE8W6re6L4Xvr3TbG4vb9Y9tvBbwtKxkPAO1QeBnJ9hXlHgL4M2OseHTqni+3vl1O6meTy3donRc4+YHncTk89iK9yooA8U+EPh7UvDXxB8T2cul39tppDrbTzwOqSKkuFw5GGypzx1HNe10UUANdtiM5BIUE4UZJ+gr5r8G6j408K65rWqp4D1a8vdUbIeW2lRY8sWbPyc5JHcdK+lqKAPJPh94F1+48Xz+OPGQVNSkB+z2wwTHlduSBkABeAM57nmuu8c+KtX8MQWTaR4avNbkuGcOtujkRBQOSVVuueM+hrraKAPmfw9qfjLQ/HmreK5PAWsXc9/5gERtplEQdw3B2HOAAK991jWb/AEvwjJq0WkTXl+kKP9ggDM7O2AVGATwSecdBW3RQB8z+J9T8ZeJ/Guj+IbjwFrEcem+WVtBbTMHKuX5bZxngdO1df8LNH1fVPHnijxJ4g0W70/7ZEY0iuoXQFZGyVUsBuwEAz7+9e00UAfPXwu8E63pvxT3alp17FZaRHcJbXE0DLG/zFRtYjBz5jMMfWvfb63+16fc23/PWJo/zBFWKKAPmL4feBfEWs6tpuja5o9/Z6FZXMmoTfarZ4llYqi7PmABzsUY9C1fTnAHsPSlooA+afC2p+L/C/i/W/EH/AAges30+pO5+e1mj2BpN5/gOe35V7J4G8W694okvhrHha60NLcJ5ZuA4MpbOcBkXpjnHqK7KigDzPxn4k8e+F/FYvbHRRq/h1ogogtkJkVu5YgFgc98Fce9cfpWleIfiF8V9P8VXHhyXQbCyaN5GlUqZShLDkhS7HgZAwAPbn3yigDhvi6uoz/Dm/s9Lsrq8urpo4hHbQtIwXcGY4UE4wpH41d+Gejy6F8O9GsZ4XhuBCZZY5FKsrOxchgeQRuxj2rrKKAPNPH/jXxNpl7eaNo3g7UdRiktdov4YpGVXdT02oQcZHf2rxi00/wAYW/ga88LxeDNZH228S4lujZyjKqAAmNnTIznNfWVFAHB634P07SNBl1ix02S513T9GNjZtCHduIyi7UHU89cZxTPg3oVzoHw7tor21ltbu4nlnlhmQo6kttGQeR8qqfxrv6KAOe8dyXkfgTWxYW09zdyWjxRRQRl3LONvAHJxuz+FeLeAfEfi/wACaBJpcPw61e7Mlw07zNBMhJIUYx5Z6BRX0VRQBheEdZ1LX9Aj1DVdHl0m5d2X7LLu3qoOASGUEZ+lecfDLw9qF94u8aazrml3lpHqBeGIXUDRl45HYsBuAyAAg/KvZKKAPn34Q+Ddc074ivNq+nXsFtpdtNFbzTwMiOS+PkYjByHc8etfQVFFAHjfg/RNVvfjt4h8Q6jpl7bWsYlS2mnt2RZMFY1KkjB+QE8V6H458PP4q8F6no0TKs1xEDEW6b1YMufQEqB+NdDRQB896F4r+IHhrwt/whtr4OvW1CHfFBeeW5EYZic4C7Tgk4bdjp17+ifCfwDL4J0GZ78q2q3zB7jaciMDO1M98ZJJ9T7Zr0CigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjnhS4t5IJBlJEKMPYjBqSigDxf4Du+lXXifwxdHbc2V0H2+uMoxH/fK/mK5vQ38U/B/xPrUQ8M3Wq2d6QI5Yg21wpYowZVbsxyp5r2uDwZpNr4zn8VQCeLUbiLypgr4jkGAOVx1+VT9RXQ0AeEfDvw54p0/TvGXiy5sriz1G9spzZQeUfMaU7nyIyM/e2gAjnNaumaJ4p8ffB/VdP8SLdR619rL2n22DyW+RUKjGBwTvGcdz6V7FRQB8zzX/AI1vfAUHw5Hg++WdJAjXJRgCgfeB93aOcfNuxgV3V1c+L/hfoXh/TtI0U6zp8NoReiKNm2zFyzEFeQMseSCK9eooA+dY7DxZ8WPiHpup6jok2l6XZFNxkjZVVFbcQCwG5ieOBxxXTfGbTtd8Va7oPhzTdNvnsfMEtxdpbu0KMx2gs2MDau4nn+KvZKKAILK0h0+xt7O2TZBbxrFGvoqjAH5CvG/heh1/4u+L/EyfNaxs8ET9m3P8pH/AY/1r2a5hFzazQF3QSoULxnDLkYyD2NZHhXwnpXg3SW03SY5FhaUyu0jbmZiAMk/QAUAblFFFABRRRQAUUUUAFFFFAHifjVD4c+P3hjXX+W2vwsLOegbBib8ldDSfHaLxXqlzYaRpGnajd6WYvOnFpbPIGk3EAMVB6AAge+fSvTvFfg7SfGVjBaaqku2CXzYpIX2OrYI4Ppz+grdRdkaruZtoA3N1PuaAPDPBPizxzplxo2gR+AmsNJ8+KGWX+z7hdiMwDuWJxnBJJNdRYal4zf413dlPHqH/AAjCq3ls1riDPlAjEm3n5s9+tem0UAeK/EfRNY8bfFTRNH/su+/sOz2+ddG3cQnd88mHxt+6FUc9eK9L8ZeHF8UeDtR0RSsbXEWIieiupDJ+GVH4Vv0UAfM8V/410/wFcfDk+EL5p3kKLcqjEBC+8gYXaec/Nuxg16THo+reBPgfJplna3F5rLwspjtI2lZZJW5I2g/dB69Pl969PooA86+C/hWfw14ID3ttJb399K000cqFXRR8qKQeRwCf+BVzPxpQ+IPGXhHwrDzJNKZJQOyuyqD+AVzXtdc8vgzSR40bxW4nk1MxeUm98pGu3b8q44OM/wDfR9a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"9fcb458258496692165d25644c3891ff", "text": "(in migliaia di Euro) Capitale Sociale Riserve Riserva FTA Utili/(Perdite) a nuovo Risultato d'esercizio Patrimonio netto Saldo al 1\u00b0 gennaio 2022 10.322 (140) 1.386 (1.564) 7 10.011 Aumento capitale sociale - - - - - - Dest.ne risultato esercizio - - - 7 (7) - Altre variazioni - 41 - - - 41 Risultato esercizio - - - - 1.597 1.597 Saldo al 31 dicembre 2022 10.322 (99) 1.386 (1.557) 1.597 11.649 Patrimonio netto di terzi 31 dicembre 2022 7 - - 0 2 9 Totale Patrimonio netto 31 dicembre 2022 10.329 (99) 1.386 (1.557) 1.600 11.658 Saldo al 1\u00b0 gennaio 2023 10.322 (99) 1.386 (1.557) 1.597 11.649 Aumento capitale sociale - - - - Dest.ne risultato esercizio - 58 - 1.540 (1.597) - Altre variazioni - 32 - 16 - 48 Risultato esercizio - - - - 1.209 1.209 Saldo al 31 dicembre 2023 10.322 (9) 1.386 (1) 1.209 12.907 Patrimonio netto di terzi 31 dicembre 2023 9 - - - 1 10", "metadata": {"detection_class_prob": 0.9185009002685547, "coordinates": 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(in/migliata di E uro) Saldo al 1\u00b0 gennaio 2022Capitale SocialeUESERiserva FTAUtili/(Perdite) a nuovoRisultato d'esercizioPatrimonio netto
10.322(140)1.386(1.564)710.011
A umento capitale sociale------
D est.ne risultato esercizio-7(7)-
A Itre variazioni41-41
Risultato esercizio----1.5971.597
Saldo al 31 dicembre 202210.322(99)\u2014 1.386(1.557)1.59711.649
Patrimonio netto di terzi 31 dicembre 20227--029
Totale Patrimonio netto 31 dicembre 202210.329(99)1.386(1.557)1.60011.658
Saldo al 1\u00b0 gennaio 202310.322(99)\u2014 1.386(1.557)1.59711.649
A umento capitale sociale------
D est.ne risultato esercizio581.540(1.597)-
A Itre variazioni3216-48
Risultato esercizio----1.2091.209
Saldo al 31 dicembre 2023 10.322 (9) 1.386 (1) 1.209 12.907
Patrimonio netto di terzi 31 dicembre 20239---110
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NOTE ESPLICATIVE AL BILANCIO CONSOLIDATO AL 31 DICEMBRE 2023", "metadata": {"detection_class_prob": 0.7905775904655457, "coordinates": {"points": [[147.5308837890625, 337.8440856933594], [147.5308837890625, 375.8514709472656], [1381.2777777777776, 375.8514709472656], [1381.2777777777776, 337.8440856933594]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "66f83efc80d051ea991a477eb07fe40b", "text": "INFORMAZIONI SOCIETARIE", "metadata": {"detection_class_prob": 0.8121775388717651, "coordinates": {"points": [[232.08494567871094, 417.67955555555557], [232.08494567871094, 448.34622222222214], [682.8055555555555, 448.34622222222214], [682.8055555555555, 417.67955555555557]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "e39a847ba5bab5e31ccf9a386d598523", "text": "La Capogruppo Gambero Rosso S.p.A. \u00e8 una societ\u00e0 per azioni con sede legale in Roma, Via Ottavio Gasparri, n.13/17. Al 31 dicembre 2023 il Capitale sociale della Societ\u00e0 \u00e8 pari a 10.322 mila euro.", "metadata": {"detection_class_prob": 0.921696126461029, "coordinates": {"points": [[149.39874267578125, 482.3768310546875], [149.39874267578125, 560.8153686523438], [1484.4334716796875, 560.8153686523438], [1484.4334716796875, 482.3768310546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "66f83efc80d051ea991a477eb07fe40b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "e8abea78412f6f1a679ddd6038b9eaa7", "text": "Il bilancio consolidato al 31 dicembre 2023 \u00e8 stato approvato dal Consiglio di Amministrazione in data 21 marzo 2024 e comprende il bilancio di Gambero Rosso S.p.A. e i bilanci delle societ\u00e0 partecipate direttamente o indirettamente, nelle quali Gambero Rosso S.p.A. detiene una quota di capitale superiore al 50% o esercita il controllo di fatto.", "metadata": {"detection_class_prob": 0.9364618062973022, "coordinates": {"points": [[151.14891052246094, 606.2826538085938], [151.14891052246094, 761.4295555555552], [1484.2777777777778, 761.4295555555552], [1484.2777777777778, 606.2826538085938]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "66f83efc80d051ea991a477eb07fe40b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "5b69bff4c189f592a3219923ac9a39de", "text": "Ove non diversamente indicato, tutti gli importi esposti nel seguito delle presenti note illustrative sono espressi in migliaia di euro.", "metadata": {"detection_class_prob": 0.9073076844215393, "coordinates": {"points": [[149.8097686767578, 807.7462768554688], [149.8097686767578, 882.4295555555555], [1483.0226666666656, 882.4295555555555], [1483.0226666666656, 807.7462768554688]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "66f83efc80d051ea991a477eb07fe40b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "7ce08225c8227d0fd9a07d0e3cb9b7f3", "text": "CONTENUTO E FORMA DELLA BILANCIO CONSOLIDATO\u2013 dichiarazione di conformit\u00e0 ai principi contabili internazionali", "metadata": {"detection_class_prob": 0.798272430896759, "coordinates": {"points": [[233.02247619628906, 968.9854125976562], [233.02247619628906, 1040.2989501953125], [1336.7704444444444, 1040.2989501953125], [1336.7704444444444, 968.9854125976562]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "e183b416eaa0d3fcab13f2eb476ab123", "text": "Il bilancio consolidato del Gruppo \u00e8 stato predisposto in conformit\u00e0 ai Principi Contabili Internazionali (\u201cIFRS\u201d) emessi dall\u2019International Accounting Standards Board (\u201cIASB\u201d) e adottati dall\u2019Unione Europea. Per IFRS si intendono anche tutti i principi contabili internazionali rivisti (\u201cIAS\u201d), tutte le interpretazioni dell\u2019International Financial Reporting Interpretations Committee (\u201cIFRIC\u201d), precedentemente denominate Standing Interpretations Committee (\u201cSIC\u201d). Il Regolamento Europeo (CE) n\u00b01606/2002 del 19 luglio 2002 ha introdotto l\u2019obbligo, a partire dall\u2019esercizio 2005, di applicazione dei Principi sopramenzionati (\u201cIFRS\u201d) per la redazione dei bilanci consolidati delle societ\u00e0 aventi titoli di capitale e/o debito quotati presso uno dei mercati regolamentati della Comunit\u00e0 Europea.", "metadata": {"detection_class_prob": 0.9545736908912659, "coordinates": {"points": [[157.33333333333334, 1073.4302978515625], [157.33333333333334, 1392.1517777777776], [1483.9424444444444, 1392.1517777777776], [1483.9424444444444, 1073.4302978515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "7ce08225c8227d0fd9a07d0e3cb9b7f3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "04ea5eb2767d7081a215861141a49c06", "text": "Il D. Lgs 28 febbraio 2005 n. 38 ha recepito nel nostro ordinamento quanto previsto dal Regolamento Europeo sopra citato e con tale Decreto Legislativo il legislatore nazionale ha altres\u00ec inteso estendere in via facoltativa l\u2019adozione dei citati IFRS per la redazione del bilancio d\u2019esercizio e/o consolidato anche alle societ\u00e0 non quotate.", "metadata": {"detection_class_prob": 0.9338452219963074, "coordinates": {"points": [[154.86524963378906, 1426.563232421875], [154.86524963378906, 1581.4851111111109], [1485.5859375, 1581.4851111111109], [1485.5859375, 1426.563232421875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "7ce08225c8227d0fd9a07d0e3cb9b7f3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": 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societ\u00e0 Audirevi S.p.A..", "metadata": {"detection_class_prob": 0.8584271669387817, "coordinates": {"points": [[157.33333333333334, 1722.0406494140625], [157.33333333333334, 1759.70849609375], [1315.9444444444443, 1759.70849609375], [1315.9444444444443, 1722.0406494140625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "7ce08225c8227d0fd9a07d0e3cb9b7f3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "1ebddb86d95544e6caaf154c01597282", "text": "Il bilancio consolidato \u00e8 stato redatto nel presupposto della continuit\u00e0 aziendale, poich\u00e9 gli amministratori non hanno individuato indicatori finanziari, gestionali o di altra fattispecie che potessero segnalare delle criticit\u00e0 con riferimento alla capacit\u00e0 del Gruppo di far fronte ai propri impegni nel prevedibile futuro, individuato nei prossimi dodici mesi dalla data della chiusura.", "metadata": {"detection_class_prob": 0.9308671951293945, "coordinates": {"points": [[156.84117126464844, 1793.046142578125], [156.84117126464844, 1948.5269775390625], [1484.7530517578125, 1948.5269775390625], [1484.7530517578125, 1793.046142578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "7ce08225c8227d0fd9a07d0e3cb9b7f3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "4b7b9adf664bc2f4d38502b963d6582d", "text": "Gli schemi di bilancio utilizzati sono i seguenti:", "metadata": {"detection_class_prob": 0.7097019553184509, "coordinates": {"points": 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"text": "\u2022 situazione patrimoniale e finanziaria con la classificazione delle attivit\u00e0 e delle passivit\u00e0 in correnti e non correnti;", "metadata": {"detection_class_prob": 0.9063300490379333, "coordinates": {"points": [[202.18763732910156, 303.05078125], [202.18763732910156, 379.346222222222], [1483.2999999999995, 379.346222222222], [1483.2999999999995, 303.05078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "2f47849a8f954e22ce6eca58a82c35a5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "8c7127a62db500607e0ef3bf618022ef", "text": "\u2022 conto economico con la classificazione dei proventi e degli oneri per natura;", "metadata": {"detection_class_prob": 0.8614016771316528, "coordinates": {"points": [[207.4, 385.4465637207031], [207.4, 424.73712158203125], [1208.7784423828125, 424.73712158203125], [1208.7784423828125, 385.4465637207031]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "2f47849a8f954e22ce6eca58a82c35a5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "a139faeedd7d3e000931c2c763637959", "text": "\u2022 conto economico complessivo che evidenzia le variazioni di patrimonio netto non generate da transazioni con gli azionisti;", "metadata": {"detection_class_prob": 0.8975749611854553, "coordinates": {"points": [[199.39320373535156, 430.37762451171875], [199.39320373535156, 505.0128888888887], [1483.2693333333325, 505.0128888888887], [1483.2693333333325, 430.37762451171875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "2f47849a8f954e22ce6eca58a82c35a5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "0508fdf97010d7164b93fbc2af74a93c", "text": "\u2022 rendiconto finanziario;", "metadata": {"detection_class_prob": 0.816789448261261, "coordinates": {"points": [[206.10462951660156, 511.0519714355469], [206.10462951660156, 549.3777465820312], [544.1388888888888, 549.3777465820312], [544.1388888888888, 511.0519714355469]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "2f47849a8f954e22ce6eca58a82c35a5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "7a61688003f26b807a32fc292eeb9605", "text": "\u2022 movimenti del patrimonio netto.", "metadata": {"detection_class_prob": 0.8314031958580017, "coordinates": {"points": [[207.4, 555.355224609375], [207.4, 590.6119384765625], [660.4722222222222, 590.6119384765625], [660.4722222222222, 555.355224609375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "2f47849a8f954e22ce6eca58a82c35a5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "79cab7b2fccf813b4bf4c2357d4842d4", "text": "PRINCIPI CONTABILI ADOTTATI", "metadata": {"detection_class_prob": 0.8384037017822266, "coordinates": {"points": [[232.3241729736328, 677.162841796875], [232.3241729736328, 711.3150024414062], [743.8055555555554, 711.3150024414062], [743.8055555555554, 677.162841796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8a04fa5181b72115f96e0336ba024946", "text": "Il bilancio consolidato del Gruppo \u00e8 stato redatto in conformit\u00e0 agli International Financial Reporting Standard (IFRS) emanati dall\u2019International Accounting Standard Boards (IASB) e delle relative interpretazioni dell\u2019International Financial Reporting Commitee (IFRC) omologati dalla Commissione Europea secondo la procedura di cui all\u2019art. 6 del Regolamento (CE) n. 1606/2002 del Parlamento Europeo e del Consiglio del 19 luglio 2002 in vigore alla data di riferimento della situazione contabile.", "metadata": {"detection_class_prob": 0.8772282600402832, "coordinates": {"points": [[157.33333333333334, 752.9912719726562], [157.33333333333334, 948.4295555555553], [1486.601318359375, 948.4295555555553], [1486.601318359375, 752.9912719726562]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "79cab7b2fccf813b4bf4c2357d4842d4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ca54504d1ab88aa82d762d01af02b5e1", "text": "L\u2019applicazione degli IAS/IFRS \u00e8 stata effettuata facendo anche riferimento al \u201cquadro sistematico per la preparazione e presentazione del bilancio\u201d, con particolare riguardo al principio fondamentale che riguarda la prevalenza della sostanza sulla forma, nonch\u00e9 al concetto della rilevanza e della significativit\u00e0 dell\u2019informazione. Si \u00e8, inoltre, tenuto conto, sul piano interpretativo, dei documenti sull\u2019applicazione degli IFRS in Italia predisposti dall\u2019Organismo Italiano di Contabilit\u00e0 (OIC).", "metadata": {"detection_class_prob": 0.8828423023223877, "coordinates": {"points": [[157.33333333333334, 958.4295555555555], [157.33333333333334, 1150.7628888888887], [1486.68408203125, 1150.7628888888887], [1486.68408203125, 958.4295555555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "79cab7b2fccf813b4bf4c2357d4842d4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8b0e06eafb249cc33746b3d7496bfbe4", "text": "I principi contabili adottati per la redazione del presente bilancio sono conformi a quelli utilizzati per la 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recepiti dall\u2019UE e in vigore dal 1\u00b0 gennaio 2023", "metadata": {"detection_class_prob": 0.7889136075973511, "coordinates": {"points": [[157.0653533935547, 1401.8760986328125], [157.0653533935547, 1433.4851111111109], [1201.72119140625, 1433.4851111111109], [1201.72119140625, 1401.8760986328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "2b0fecc0633dc6ca9445b50e9ea312b9", "text": "Ai sensi dello IAS 8 (Principi Contabili, cambiamenti nelle stime contabili ed errori) vengono qui di seguito indicati e brevemente illustrati gli IFRS in vigore a partire dal 1\u00b0 gennaio 2023.", "metadata": {"detection_class_prob": 0.9148598909378052, "coordinates": {"points": [[157.33333333333334, 1479.693115234375], [157.33333333333334, 1555.1480712890625], [1483.5746666666657, 1555.1480712890625], [1483.5746666666657, 1479.693115234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "915c68062769288da22fd9d9a6f0a6d2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "77bfdfbc73c70acd7fc1efa71ac620c8", "text": "IFRS standards/ Interpretazioni approvati dallo IASB e omologati per l\u2019adozione in Europa", "metadata": {"detection_class_prob": 0.7907701134681702, "coordinates": {"points": [[157.33333333333334, 1603.1517777777776], [157.33333333333334, 1634.6168212890625], [1320.611111111111, 1634.6168212890625], [1320.611111111111, 1603.1517777777776]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "48269c6d1d17101df46b5fd3d8d9eb48", "text": "I principi contabili adottati sono gli stessi utilizzati per la redazione del bilancio consolidato al 31 dicembre 2022 cui, per maggiori dettagli, si fa rinvio, fatta eccezione per le seguenti modifiche che si applicano a partire dal 1\u00b0 gennaio 2023 ma che non hanno impatto sul Gruppo:", "metadata": {"detection_class_prob": 0.9362460374832153, "coordinates": {"points": [[157.33333333333334, 1678.584228515625], [157.33333333333334, 1791.9017777777774], [1485.628662109375, 1791.9017777777774], [1485.628662109375, 1678.584228515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "77bfdfbc73c70acd7fc1efa71ac620c8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "4a50134b1bef51a99d057a124a5dbcf9", "text": "\u2022 Amendments to IFRS 17 \u201cInsurance Contracts\u201d che definiscono il trattamento contabile dei contratti assicurativi emessi e dei contratti di riassicurazione posseduti. Le disposizioni dell\u2019IFRS 17, che superano quelle attualmente previste dall\u2019IFRS 4 \u201cContratti assicurativi\u201d, hanno lo scopo di aiutare le imprese ad attuare lo standard e:", "metadata": {"detection_class_prob": 0.9334060549736023, "coordinates": {"points": [[207.4, 1844.051111111111], [207.4, 1996.2351111111109], [1486.6993408203125, 1996.2351111111109], [1486.6993408203125, 1844.051111111111]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "77bfdfbc73c70acd7fc1efa71ac620c8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "28a63e3a7cdd41fa38a34b50528a79a1", "text": "a. ridurre i costi semplificando i requisiti previsti dalla norma;", "metadata": {"detection_class_prob": 0.8444561958312988, "coordinates": {"points": [[257.4, 2001.33203125], [257.4, 2037.853271484375], [1052.5277777777776, 2037.853271484375], [1052.5277777777776, 2001.33203125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "77bfdfbc73c70acd7fc1efa71ac620c8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "72cfc3aa6b7b834d01b4abca0446097c", "text": "b. rendere pi\u00f9 facile le esposizioni delle disclosure nei bilanci;", "metadata": {"detection_class_prob": 0.8270013332366943, "coordinates": {"points": [[252.2896270751953, 2042.85498046875], [252.2896270751953, 2076.13916015625], [1055.861111111111, 2076.13916015625], [1055.861111111111, 2042.85498046875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, 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"application/pdf"}}, {"type": "Title", "element_id": "7e8acaed5037363662ab087d9150135b", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.7576568722724915, "coordinates": {"points": [[940.310791015625, 218.786865234375], [940.310791015625, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.786865234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "433f6f1104176e216965f7e82aad4136", "text": "c. facilitare la transizione al nuovo standard, rinviando la sua entrata in vigore.", "metadata": {"detection_class_prob": 0.8210092186927795, "coordinates": {"points": [[247.71768188476562, 303.3466796875], [247.71768188476562, 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"metadata": {"detection_class_prob": 0.9533148407936096, "coordinates": {"points": [[207.4, 383.5790100097656], [207.4, 579.0924072265625], [1484.2777777777778, 579.0924072265625], [1484.2777777777778, 383.5790100097656]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "7e8acaed5037363662ab087d9150135b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "32f2a03ba73004d3136c11dab5d78e3a", "text": "\u2022 Amendments to IAS 12 \u201cDeferred Tax related to Assets and Liabilities arising from a Single Transaction\u201d: le modifiche richiedono alle societ\u00e0 di riconoscere le imposte differite su alcune operazioni che, all'atto della rilevazione iniziale, danno luogo a differenze temporanee tassabili e deducibili di pari 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implementano i principi del modello Pillar Two pubblicato dall\u2019OCSE. L\u2019eccezione temporanea \u00e8 efficace, con effetto retroattivo, a partire dalla data di pubblicazione delle modifiche.", "metadata": {"detection_class_prob": 0.9505034685134888, "coordinates": {"points": [[200.15841674804688, 833.5794677734375], [200.15841674804688, 1028.113037109375], [1473.3464444444444, 1028.113037109375], [1473.3464444444444, 833.5794677734375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "7e8acaed5037363662ab087d9150135b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ad9a8d001143b949fe5dee537600dbeb", "text": "Con riferimento ai principi e alle interpretazioni sopra dettagliate, l\u2019adozione non ha comportato impatti materiali nella valutazione delle attivit\u00e0, delle passivit\u00e0, dei costi e dei ricavi del Gruppo.", "metadata": {"detection_class_prob": 0.9153677225112915, "coordinates": {"points": [[157.33333333333334, 1080.134765625], [157.33333333333334, 1152.4295555555555], [1483.50634765625, 1152.4295555555555], [1483.50634765625, 1080.134765625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "7e8acaed5037363662ab087d9150135b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "88497bda081be30f2665bb87d82f254d", "text": "Nuovi principi e interpretazioni recepiti dalla UE ma non ancora applicabili", "metadata": {"detection_class_prob": 0.8488911390304565, "coordinates": {"points": [[157.33333333333334, 1198.6827392578125], [157.33333333333334, 1231.4851111111109], [1130.5277777777778, 1231.4851111111109], [1130.5277777777778, 1198.6827392578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "568a148748d39c580be07ae858b41bd9", "text": "Principi IFRS/Interpretazioni approvati dallo IASB e omologati in Europa di futura efficacia", "metadata": {"detection_class_prob": 0.8236767649650574, "coordinates": {"points": [[157.33333333333334, 1279.328125], [157.33333333333334, 1312.1517777777776], [1341.2777777777778, 1312.1517777777776], [1341.2777777777778, 1279.328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "20cd157c44b3e164312eba3ad7f736bd", "text": "Di seguito vengono elencati Principi contabili, emendamenti e interpretazioni IFRS omologati dall\u2019Unione Europea, non ancora obbligatoriamente applicabili e non adottati in via anticipata dal Gruppo nell\u2019esercizio 2023:", "metadata": {"detection_class_prob": 0.9338127970695496, "coordinates": {"points": [[150.3318634033203, 1361.3251953125], [150.3318634033203, 1473.8184444444441], [1485.0928955078125, 1473.8184444444441], [1485.0928955078125, 1361.3251953125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "568a148748d39c580be07ae858b41bd9", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "42f56d257cc2ca09228b283d91c11cfd", "text": "\u2022 Amendments to IFRS 16 Leases: Lease Liability in a Sale and Leaseback\u201d, emanato il 22.09.22. Il documento richiede al venditore-lessee di valutare la passivit\u00e0 per il lease riveniente da una transazione di sale & leaseback in modo da non rilevare un provento o una perdita che si riferiscano al diritto d\u2019uso trattenuto. Il presente Amendments \u00e8 stato omologato con il Regolamento (UE) 2023/2579 della Commissione del 20 novembre 2023, pubblicato in Gazzetta Ufficiale Serie L del 21 novembre 2023. Le modifiche saranno applicabili a partire dal 1\u00b0 gennaio 2024. Il Gruppo sta attualmente valutando l'impatto delle modifiche per determinare le eventuali modifiche che potranno essere apportate all'informativa sui principi contabili del Gruppo;", "metadata": {"detection_class_prob": 0.9452898502349854, "coordinates": {"points": [[195.56336975097656, 1522.9014892578125], [195.56336975097656, 1843.2152099609375], [1476.6990966796875, 1843.2152099609375], [1476.6990966796875, 1522.9014892578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "568a148748d39c580be07ae858b41bd9", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "6473500179e2656427bebdee001c4da7", "text": "\u2022 Amendments to IAS 1 Presentation of Financial Statements: Classification of Liabilities as Current or Non-current\u201d, emanato il 31.10.22 e in data 31 ottobre 2022 lo IASB ha pubblicato un emendamento denominato \u201cAmendments to IAS 1 Presentation of Financial Statements: Non- current Liabilities with Covenants\u201d. Tali documenti hanno l\u2019obiettivo di chiarire come classificare i debiti e le altre passivit\u00e0 a breve e lungo termine. Le modifiche entreranno in vigore a partire dal", "metadata": {"detection_class_prob": 0.9466087222099304, "coordinates": {"points": [[194.5288543701172, 1888.6090087890625], [194.5288543701172, 2083.964599609375], [1477.208740234375, 2083.964599609375], [1477.208740234375, 1888.6090087890625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "568a148748d39c580be07ae858b41bd9", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "0a10039c12e1f925b4122d84a979d3f5", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.6131981015205383, "coordinates": {"points": [[157.33333333333334, 2165.100341796875], [157.33333333333334, 2192.46728515625], [598.6808888888888, 2192.46728515625], [598.6808888888888, 2165.100341796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "568a148748d39c580be07ae858b41bd9", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "5e0b861edef84a7bcaa3aa88da0bb1db", "text": "Pag. 19 di 54", "metadata": {"detection_class_prob": 0.41696834564208984, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "568a148748d39c580be07ae858b41bd9", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "45b814a499b52fa424dcd7587528efb0", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.7944034337997437, "coordinates": {"points": [[939.1434326171875, 216.0950164794922], [939.1434326171875, 258.00567626953125], [1487.7864444444444, 258.00567626953125], [1487.7864444444444, 216.0950164794922]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "727ff4a409f022fa07d1b535d077b43b", "text": "1\u00b0 gennaio 2024. Il presente Amendments \u00e8 stato omologato con il Regolamento (UE) 2023/2579 della Commissione del 19 dicembre 2023, pubblicato in Gazzetta Ufficiale Serie L del 20 dicembre 2023. Le imprese applicano le modifiche al pi\u00f9 tardi a partire dai bilanci degli esercizi che hanno inizio il 1\u00b0 gennaio 2024 o in data successiva. Il Gruppo sta attualmente valutando l'impatto delle modifiche per determinare le eventuali modifiche che potranno essere apportate all'informativa sui principi contabili del Gruppo.", "metadata": {"detection_class_prob": 0.9505305290222168, "coordinates": {"points": [[249.8401641845703, 303.5810852050781], [249.8401641845703, 538.6795555555555], [1473.1984444444445, 538.6795555555555], [1473.1984444444445, 303.5810852050781]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "45b814a499b52fa424dcd7587528efb0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "afabc4146c05c284e9059f4b17100e48", "text": "Principi IFRS/Interpretazioni approvati dallo IASB e non omologati in Europa", "metadata": {"detection_class_prob": 0.8421626687049866, "coordinates": {"points": [[155.80116271972656, 587.38037109375], [155.80116271972656, 618.9669189453125], [1162.861111111111, 618.9669189453125], [1162.861111111111, 587.38037109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d7a52cba44da8bcf17c2e9b3b2736a9a", "text": "Di seguito sono indicati i principi contabili internazionali, le interpretazioni, le modifiche a esistenti principi contabili e interpretazioni, ovvero specifiche previsioni contenute nei principi e nelle interpretazioni approvati dallo IASB che non sono ancora state omologate per l\u2019adozione in Europa alla data del 31 dicembre 2023.", "metadata": {"detection_class_prob": 0.9374220371246338, "coordinates": {"points": [[157.33333333333334, 664.796875], [157.33333333333334, 819.0962222222219], [1483.7068888888887, 819.0962222222219], [1483.7068888888887, 664.796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "afabc4146c05c284e9059f4b17100e48", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "d4090bcefbda6ee47eea0e81ef407b67", "text": "- In data 25 maggio 2023, lo IASB ha emesso le modifiche allo IAS 7 e all\u2019IFRS 7 \u201cSupplier Finance Arrangements\u201d, volte ad introdurre degli obblighi informativi sui supplier finance arrangement (ad es. accordi di reverse factoring) che consentono agli investitori di valutare l\u2019effetto di tali accordi sulle passivit\u00e0, sui flussi di cassa e sull\u2019esposizione al rischio di liquidit\u00e0 dell\u2019impresa acquirente. Le modifiche sono efficaci a partire dagli esercizi che hanno inizio il, o dopo il, 1\u00b0 gennaio 2024.", "metadata": {"detection_class_prob": 0.9471657872200012, "coordinates": {"points": [[189.6150360107422, 863.001220703125], [189.6150360107422, 1058.483642578125], [1484.2817777777775, 1058.483642578125], [1484.2817777777775, 863.001220703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "afabc4146c05c284e9059f4b17100e48", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "0c6f49e0f2e28cb5f062519dfd979f64", "text": "Le valutazioni in merito a potenziali impatti sono tutt\u2019ora in corso ma il management si attende che l\u2019applicazione di tali principi, emendamenti e interpretazioni non comporter\u00e0 un impatto significativo sugli importi iscritti a bilancio e sulla relativa informativa.", "metadata": {"detection_class_prob": 0.9347628951072693, "coordinates": {"points": [[150.43128967285156, 1104.0962222222222], [150.43128967285156, 1215.8184444444441], [1485.0833740234375, 1215.8184444444441], [1485.0833740234375, 1104.0962222222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "afabc4146c05c284e9059f4b17100e48", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "aef43a93ee3790139ca1741bb00b8ba4", "text": "CRITERI DI CONSOLIDAMENTO", "metadata": {"detection_class_prob": 0.8489584922790527, "coordinates": {"points": [[233.1826171875, 1297.0157470703125], [233.1826171875, 1332.518798828125], [724.4722222222222, 1332.518798828125], [724.4722222222222, 1297.0157470703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "eb5fcc3b49c836d064eaf51d68da194e", "text": "Le societ\u00e0 controllate sono consolidate con il metodo dell\u2019integrazione globale, a partire dalla data in cui il Gruppo ne acquisisce il controllo e vengono deconsolidate a partire dalla data in cui il Gruppo trasferisce il controllo a terzi. Il controllo viene inteso cos\u00ec come indicato dall\u2019IFRS 10 e cio\u00e8 il potere della controllante di determinare e influenzare i rendimenti della controllata a proprio beneficio.", "metadata": {"detection_class_prob": 0.9489418864250183, "coordinates": {"points": [[156.4742431640625, 1367.0203857421875], [156.4742431640625, 1521.4952392578125], [1484.259111111111, 1521.4952392578125], [1484.259111111111, 1367.0203857421875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "aef43a93ee3790139ca1741bb00b8ba4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "f78fc674e4ef142d1864846ab01a6378", "text": "Sono societ\u00e0 collegate quelle nelle quali il Gruppo esercita un\u2019influenza notevole, che si presume esistente quando la partecipazione detenuta \u00e8 pi\u00f9 del 20% dei diritti di voto effettivi o potenziali esercitabili in assemblea alla data di bilancio. Le partecipazioni in societ\u00e0 collegate sono inizialmente contabilizzate al costo e poi valutate con il metodo del patrimonio netto.", "metadata": {"detection_class_prob": 0.94571453332901, "coordinates": {"points": [[154.53253173828125, 1557.46630859375], [154.53253173828125, 1710.9017777777776], [1483.545555555556, 1710.9017777777776], [1483.545555555556, 1557.46630859375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "aef43a93ee3790139ca1741bb00b8ba4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "c5ba3b5d292cbcba7530c187127c1d18", "text": "La data di chiusura delle societ\u00e0 controllate e collegate \u00e8 allineata alla data di chiusura del bilancio della controllante e, laddove necessario, ai bilanci delle societ\u00e0 controllate sono state apportate le modifiche necessarie a rendere omogenei i criteri di valutazione con quelli adottati dal Gruppo.", "metadata": {"detection_class_prob": 0.9353587031364441, "coordinates": {"points": [[154.1975860595703, 1745.109130859375], [154.1975860595703, 1861.5789794921875], [1484.2222900390625, 1861.5789794921875], [1484.2222900390625, 1745.109130859375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "aef43a93ee3790139ca1741bb00b8ba4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "35d7af52a05fefab2e05525c9a12cc10", "text": "I criteri adottati per l\u2019applicazione di tale metodo prevedono, fra l\u2019altro, quanto segue:", "metadata": {"detection_class_prob": 0.8539415597915649, "coordinates": {"points": [[157.33333333333334, 1896.0782470703125], [157.33333333333334, 1928.1182861328125], [1217.1944444444443, 1928.1182861328125], [1217.1944444444443, 1896.0782470703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "aef43a93ee3790139ca1741bb00b8ba4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "d50b8051778e4ffd7a58eed697fafbcb", "text": "a) Il valore contabile netto iscritto in bilancio delle partecipazioni nelle societ\u00e0 controllate consolidate con il metodo integrale, \u00e8 eliminato contro il patrimonio netto di spettanza delle societ\u00e0 partecipate e la concomitante assunzione di tutte le attivit\u00e0 e passivit\u00e0 delle partecipate.", "metadata": {"detection_class_prob": 0.9231420755386353, "coordinates": {"points": [[144.09988403320312, 1961.07421875], [144.09988403320312, 2078.94384765625], [1483.4826666666665, 2078.94384765625], [1483.4826666666665, 1961.07421875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "aef43a93ee3790139ca1741bb00b8ba4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ef165ca660c28b53c9eaf65e506ecb6f", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.5661104321479797, "coordinates": {"points": [[157.33333333333334, 2165.368896484375], [157.33333333333334, 2192.485107421875], [598.6808888888888, 2192.485107421875], [598.6808888888888, 2165.368896484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "aef43a93ee3790139ca1741bb00b8ba4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d577c1c33d0029b050d4be4971224f29", "text": "Pag. 20 di 54", "metadata": {"detection_class_prob": 0.41305890679359436, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "aef43a93ee3790139ca1741bb00b8ba4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "7802a2606f34415e05f0ffca75c249b1", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.7833638191223145, "coordinates": {"points": [[939.1714477539062, 218.91222222222223], [939.1714477539062, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.91222222222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "c8d7ceb298b9203ce55f1c6dd51f3e9d", "text": "b) Le partite di debito e di credito di tutte le operazioni intercorse tra le societ\u00e0 consolidate, come pure gli utili e le perdite derivanti da operazioni commerciali o finanziarie tra le societ\u00e0 del Gruppo vengono eliminati.", "metadata": {"detection_class_prob": 0.9334678053855896, "coordinates": {"points": [[146.14743041992188, 305.18951416015625], [146.14743041992188, 417.6795555555552], [1483.1999999999994, 417.6795555555552], [1483.1999999999994, 305.18951416015625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "7802a2606f34415e05f0ffca75c249b1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "4615ec73138c9738dacc34c125d949c8", "text": "c) La quota di patrimonio netto e di utile di competenza dei soci terzi delle societ\u00e0 consolidate vengono esposte separatamente in apposite voci dello stato patrimoniale, mentre la quota del risultato netto dell\u2019esercizio dei soci terzi di tali societ\u00e0 viene evidenziata separatamente nel conto economico consolidato.", "metadata": {"detection_class_prob": 0.9369184970855713, "coordinates": {"points": [[151.30018615722656, 454.6811828613281], [151.30018615722656, 607.0128888888888], [1484.103759765625, 607.0128888888888], [1484.103759765625, 454.6811828613281]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "7802a2606f34415e05f0ffca75c249b1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "192229d94d64c9b537f5e0162e4cc971", "text": "Le partecipazioni in societ\u00e0 collegate sono rilevate con il metodo del patrimonio netto, ossia rilevando la quota di pertinenza del Gruppo nel risultato e nel patrimonio netto della partecipata. Gli utili e le perdite relativi ad operazioni infragruppo sono elisi per la quota di interessenza.", "metadata": {"detection_class_prob": 0.8949784636497498, "coordinates": {"points": [[155.40768432617188, 642.4102172851562], [155.40768432617188, 756.096222222222], [1484.1689453125, 756.096222222222], [1484.1689453125, 642.4102172851562]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "7802a2606f34415e05f0ffca75c249b1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "11887d5bf87300c6f4ec51ab2276681c", "text": "Qualora la quota di pertinenza del Gruppo nelle perdite di una societ\u00e0 collegata ecceda il valore della partecipazione, il Gruppo non riconosce ulteriori perdite a meno che non ne abbia assunta l\u2019obbligazione. Tutti i bilanci delle societ\u00e0 del gruppo sono predisposti alla medesima data e sono riferiti ad esercizi di uguale durata.", "metadata": {"detection_class_prob": 0.879508912563324, "coordinates": {"points": [[157.33333333333334, 763.9509887695312], [157.33333333333334, 917.7628888888888], [1493.2081298828125, 917.7628888888888], [1493.2081298828125, 763.9509887695312]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "7802a2606f34415e05f0ffca75c249b1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8b8282a21b2334c869ce3289629297ae", "text": "I criteri per la traduzione dei bilanci in valuta diversa dall\u2019euro sono stati i seguenti:", "metadata": {"detection_class_prob": 0.869557797908783, "coordinates": {"points": [[157.33333333333334, 954.63330078125], [157.33333333333334, 986.722412109375], [1190.1944444444443, 986.722412109375], [1190.1944444444443, 954.63330078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "7802a2606f34415e05f0ffca75c249b1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "4c8939d019ba043ef1dcc2fd3680791b", "text": "\u2022 le attivit\u00e0 e le passivit\u00e0 sono state convertite utilizzando i tassi di cambio in essere alla data di riferimento del bilancio;", "metadata": {"detection_class_prob": 0.9083456993103027, "coordinates": {"points": [[173.8535614013672, 1020.561767578125], [173.8535614013672, 1096.7628888888887], [1483.5733333333324, 1096.7628888888887], [1483.5733333333324, 1020.561767578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "7802a2606f34415e05f0ffca75c249b1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "419c276987944a2844a042116304fff4", "text": "i costi e i ricavi sono stati convertiti al cambio medio del periodo di riferimento;", "metadata": {"detection_class_prob": 0.8489609956741333, "coordinates": {"points": [[176.3277587890625, 1102.818603515625], [176.3277587890625, 1141.6614990234375], [1203.861111111111, 1141.6614990234375], [1203.861111111111, 1102.818603515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "7802a2606f34415e05f0ffca75c249b1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "47a37595e7bdb84540d1bf99aa6ab065", "text": "\u2022 la \u201criserva di traduzione\u201d accoglie tutte le differenze cambio generate dalla traduzione delle grandezze economiche che dei patrimoni netti di apertura.", "metadata": {"detection_class_prob": 0.9138158559799194, "coordinates": {"points": [[177.06666666666666, 1148.9002685546875], [177.06666666666666, 1222.994873046875], [1483.0519999999995, 1222.994873046875], [1483.0519999999995, 1148.9002685546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "7802a2606f34415e05f0ffca75c249b1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d98480e2892f7095e2134be50b1fec36", "text": "I tassi di cambio utilizzati per la conversione dei bilanci non espressi in euro sono i seguenti:", "metadata": {"detection_class_prob": 0.8571639060974121, "coordinates": {"points": [[157.33333333333334, 1260.58935546875], [157.33333333333334, 1297.6544189453125], [1298.9444444444443, 1297.6544189453125], [1298.9444444444443, 1260.58935546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "7802a2606f34415e05f0ffca75c249b1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "968af1b59fe2854117a65e67cde2a192", "text": "Cambi al Cambi medi 31-12-2023 31-12-2022 31-12-2023 31-12-2022 dollaro USA 1,105 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"d35d9ea84631e3281bd247ed7e29a540", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "bc0db6fb3c6f3e7e8c9218b0afe8a6b7", "text": "Prospetto di raccordo fra bilancio individuale della capogruppo e bilancio", "metadata": {"coordinates": {"points": [[184.4, 521.0315555555557], [184.4, 548.6982222222221], [1064.781, 548.6982222222221], [1064.781, 521.0315555555557]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 23, "parent_id": "d35d9ea84631e3281bd247ed7e29a540", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "c8aca4ce3008387a4c38f4fa6e9e1b6e", "text": "consolidato", "metadata": {"coordinates": {"points": [[554.4722222222223, 553.0315555555555], [554.4722222222223, 580.6982222222221], [695.7222222222222, 580.6982222222221], [695.7222222222222, 553.0315555555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 23, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "1787ef669dc2c344bc9e84eac4b97135", "text": "31/12/2023 31/12/2022 Patrimonio Patrimonio Risultato netto netto Risultato netto netto SALDI COME DA BILANCIO D'ESERCIZIO DELLA CAPOGRUPPO 839 24.865 1.158 23.991 Altre Societ\u00e0 del Gruppo 143 19.196 214 19.049 Totale Gruppo 982 44.062 1.371 43.040 Effetto conversione PN - - - - Effetto operazioni straordinarie 147 (4.010) 81 (4.157) Attualizzazione TFR - - - Attivit\u00e0 immateriali 81 (4.156) 147 (4.237) Eliminazione Partecipazioni - (23.041) - (23.048) Effetto altre scritture IAS-IFRS - 66 - 66 Quota terzi (1) (14) (2) (13) SALDI COME DA BILANCIO CONSOLIDATO - Quota del Gruppo 1.209 12.907 1.597 11.650 SALDI COME DA BILANCIO CONSOLIDATO - Quota di Terzi 1 10 2 9 SALDI COME DA BILANCIO CONSOLIDATO 1.210 12.917 1.600 11.659", "metadata": {"detection_class_prob": 0.9145234227180481, "coordinates": {"points": [[153.50436401367188, 556.6874389648438], [153.50436401367188, 1693.048583984375], [1490.2103271484375, 1693.048583984375], [1490.2103271484375, 556.6874389648438]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
31/12/2023 Patrimonio Risultato netto netto31/12/2022 Patrimonio Risultato netto netto
SALDI COME DA BILANCIO D'ESERCIZIO DELLA CAPOGRUPPO83924.8651.15823.991
A Itre Societ\u00e0 del G ruppo14319.19621419.049
Totale G ruppo98244.0621.37143.040
E ffetto conversione PN
E ffetto operazioni straordinarie147(4.010)81(4.157)
Attualizzazione TFR
Attivit\u00e0 immateriali81(4.156)147(4.237)
Eliminazione Partecipazioni-(23.041)-(23.048)
E ffetto altre scritture IA S-IFRS-66-66
Quota terzi (1) (14) (2) (13)
SALDICOM E DA BILANCIO
CONSOLIDATO -Q uota delG ruppo 1.209 12.907 1.597 11.650
SALDICOM E DA BILANCIO CONSOLIDATO -Quota diTerzi11029
SALDICOM E DA BILANCIO CONSOLDATO1.21012.9171.60011.659
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"text": "Di seguito si riportano i principali criteri di valutazione applicati alla predisposizione delle situazioni comprese nell\u2019area di consolidamento.", "metadata": {"detection_class_prob": 0.9174497723579407, "coordinates": {"points": [[148.6119384765625, 378.7830505371094], [148.6119384765625, 452.6795555555553], [1482.8079999999993, 452.6795555555553], [1482.8079999999993, 378.7830505371094]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "15ca36adc9271b4645f5c5193c68b80a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "3fb90e6d1551a829af989399a4768386", "text": "IMMOBILIZZAZIONI IMMATERIALI", "metadata": {"detection_class_prob": 0.8565781116485596, "coordinates": {"points": [[154.30067443847656, 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Tali elementi sono rilevati al costo di acquisto o di produzione o di conferimento, comprensivi di eventuali oneri accessori e delle spese direttamente attribuibili per predisporre l\u2019attivit\u00e0 al suo utilizzo, al netto degli ammortamenti cumulati, e delle eventuali perdite di valore. L\u2019ammortamento ha inizio nel momento in cui l\u2019attivit\u00e0 \u00e8 disponibile all\u2019uso ed \u00e8 ripartito sistematicamente in relazione alla residua possibilit\u00e0 di utilizzazione della stessa e cio\u00e8 sulla base della stimata vita utile.", "metadata": {"detection_class_prob": 0.9575497508049011, "coordinates": {"points": [[157.33333333333334, 560.4439086914062], [157.33333333333334, 837.7628888888886], [1484.1737777777776, 837.7628888888886], [1484.1737777777776, 560.4439086914062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "62ce1935844807d695c2db2217cf59e1", "text": "Nell\u2019esercizio in cui l\u2019attivit\u00e0 immateriale viene rilevata per la prima volta l\u2019ammortamento \u00e8 determinato tenendo conto dell\u2019effettiva utilizzazione del bene.", "metadata": {"detection_class_prob": 0.9258694052696228, "coordinates": {"points": [[157.33333333333334, 875.4295555555555], [157.33333333333334, 946.4295555555553], [1483.27734375, 946.4295555555553], [1483.27734375, 875.4295555555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d89f511e42b8d765c077b72d8a5ade8f", "text": "Le immobilizzazioni immateriali comprendono:", "metadata": {"detection_class_prob": 0.8449974656105042, "coordinates": {"points": [[157.33333333333334, 977.9737548828125], [157.33333333333334, 1015.3823852539062], [751.4722222222222, 1015.3823852539062], [751.4722222222222, 977.9737548828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "f0e6cc3e2eb8925f0bdb4819c87e9ade", "text": "\u2022 la library che rappresenta un\u2019attivit\u00e0 immateriale a vita utile indefinita, costituita dai contenuti elaborati per ogni tematica proposta al pubblico attraverso differenti canali di diffusione (Tv, Web, editoria, convegni, etc.), per la quale non viene previsto l\u2019ammortamento ma l\u2019effettuazione di un test, su base almeno annuale, finalizzato a verificare la congruit\u00e0 dei valori iscritti (c.d. impairment test). Nella fase di transizione agli IAS/IFRS il valore attribuito a tale attivit\u00e0 immateriale \u00e8 stato supportato da una apposita perizia redatta da un esperto indipendente;", "metadata": {"detection_class_prob": 0.950478196144104, "coordinates": {"points": [[174.36764526367188, 1055.912222222222], [174.36764526367188, 1290.216796875], [1487.67431640625, 1290.216796875], [1487.67431640625, 1055.912222222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "bbd4b0b04ba648057c258759d03d13d1", "text": "il marchio: la differenza emersa in sede di consolidamento della ex controllata Gambero Rosso Digital (incorporata in Gambero Rosso S.p.A. da novembre 2019) \u00e8 stata attribuita al marchio; nella fase di transizione agli IAS/IFRS il valore attribuito a tale attivit\u00e0 immateriale \u00e8 stato supportato da una apposita perizia redatta da un esperto indipendente;", "metadata": {"detection_class_prob": 0.9364641904830933, "coordinates": {"points": [[184.08743286132812, 1325.6337890625], [184.08743286132812, 1481.074951171875], [1485.647216796875, 1481.074951171875], [1485.647216796875, 1325.6337890625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "1d23f065942340db2d4208872483df2d", "text": "", "metadata": {"coordinates": {"points": [[177.06666666666666, 1328.6344444444442], [177.06666666666666, 1359.4851111111109], [199.592, 1359.4851111111109], [199.592, 1328.6344444444442]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "ddaf8fa643b16344d9c7aee7837f210b", "text": "\u2022 altre immobilizzazioni immateriali, che, in base a quanto disposto dallo IAS 38, sono iscritte al costo di acquisto comprensivo degli oneri accessori e sono ammortizzate sistematicamente a quote costanti in funzione della residua possibilit\u00e0 di utilizzazione del bene che \u00e8 in relazione alla sua vita utile.", "metadata": {"detection_class_prob": 0.9302116632461548, "coordinates": {"points": [[177.06666666666666, 1516.6513671875], [177.06666666666666, 1633.3511962890625], [1486.7943115234375, 1633.3511962890625], [1486.7943115234375, 1516.6513671875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d666b5d8109930a0efc8b82ff6cf1bbc", "text": "In particolare, sono stati utilizzati i seguenti periodi di ammortamento:", "metadata": {"detection_class_prob": 0.8610979914665222, "coordinates": {"points": [[155.89779663085938, 1664.7945556640625], [155.89779663085938, 1701.4188232421875], [1027.1944444444443, 1701.4188232421875], [1027.1944444444443, 1664.7945556640625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "62d7b264fdbb629598226f6cba5954c1", "text": "- Brevetti 5 anni", "metadata": {"detection_class_prob": 0.7670867443084717, "coordinates": {"points": [[152.70858764648438, 1734.8072509765625], [152.70858764648438, 1770.5684444444444], [364.3888888888888, 1770.5684444444444], [364.3888888888888, 1734.8072509765625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "eb74198883e3369e8713a178dcf1a51b", "text": "- Altri oneri pluriennali 5 anni", "metadata": {"detection_class_prob": 0.8107565641403198, "coordinates": {"points": [[154.6496124267578, 1775.284912109375], [154.6496124267578, 1812.72021484375], [534.1388888888888, 1812.72021484375], [534.1388888888888, 1775.284912109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "3277677bf53ed5375a518deec678081d", "text": "- Progetti di sviluppo 3 anni", "metadata": {"detection_class_prob": 0.7761324048042297, "coordinates": {"points": [[149.4647674560547, 1817.136962890625], [149.4647674560547, 1853.05419921875], [507.05555555555554, 1853.05419921875], [507.05555555555554, 1817.136962890625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "3fb90e6d1551a829af989399a4768386", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "a0bc072f3e67b134f6a20a5e8758bb97", "text": "IMMOBILIZZAZIONI MATERIALI", "metadata": {"detection_class_prob": 0.8596433997154236, "coordinates": {"points": [[154.32260131835938, 1928.635986328125], [154.32260131835938, 1962.6483154296875], [663.4722222222222, 1962.6483154296875], [663.4722222222222, 1928.635986328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "7be473599e47b6e85c68e276c0c25a01", "text": "Sono iscritte al costo di acquisto o di produzione comprensivo degli oneri accessori e dei costi diretti, sostenuti per rendere utilizzabile l\u2019attivit\u00e0, al netto degli ammortamenti accumulati e delle eventuali perdite", "metadata": {"detection_class_prob": 0.9249976277351379, "coordinates": {"points": [[155.02000427246094, 1995.83984375], [155.02000427246094, 2069.557333333333], [1483.1759999999992, 2069.557333333333], [1483.1759999999992, 1995.83984375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "a0bc072f3e67b134f6a20a5e8758bb97", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d49d1c58cd97dd29560a5f38917c85a4", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.650694727897644, "coordinates": {"points": [[157.33333333333334, 2168.6899999999996], [157.33333333333334, 2191.79443359375], [598.6808888888888, 2191.79443359375], [598.6808888888888, 2168.6899999999996]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "a0bc072f3e67b134f6a20a5e8758bb97", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "282b1860a3fb3a76ddd41f65e9200e3b", "text": "Pag. 24 di 54", "metadata": {"detection_class_prob": 0.35373595356941223, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "a0bc072f3e67b134f6a20a5e8758bb97", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "fa736d15f361889744a20ca85edeb879", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.7625632286071777, "coordinates": {"points": [[939.7975463867188, 218.91222222222223], [939.7975463867188, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.91222222222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "f45a4736dad5e2cea7ab8d76301f6a38", "text": "di valore. I costi di manutenzione aventi efficacia conservativa sono imputati a conto economico nell\u2019esercizio in cui sono sostenuti. I costi di manutenzione che soddisfano i requisiti di capitalizzazione previsti dallo IAS 16 sono iscritti tra le attivit\u00e0 materiali.", "metadata": {"detection_class_prob": 0.9348960518836975, "coordinates": {"points": [[152.9762725830078, 304.190673828125], [152.9762725830078, 418.25933837890625], [1483.2066666666656, 418.25933837890625], [1483.2066666666656, 304.190673828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "fa736d15f361889744a20ca85edeb879", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "da11124c7d13efba305b4c1074877092", "text": "Qualora, indipendentemente dall\u2019ammortamento gi\u00e0 contabilizzato, risulti una perdita durevole di valore, l\u2019immobilizzazione viene corrispondentemente svalutata. Se negli esercizi successivi vengono meno i presupposti della svalutazione viene ripristinato il valore originario rettificato dei soli ammortamenti.", "metadata": {"detection_class_prob": 0.9357936978340149, "coordinates": {"points": [[153.71466064453125, 455.0128888888887], [153.71466064453125, 566.6795555555552], [1483.3293333333327, 566.6795555555552], [1483.3293333333327, 455.0128888888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "fa736d15f361889744a20ca85edeb879", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "7c49c0db061a66c20ee35e2b69c171c7", "text": "Beni in locazione (leasing)", "metadata": {"detection_class_prob": 0.8522423505783081, "coordinates": {"points": [[157.33333333333334, 603.5687255859375], [157.33333333333334, 634.834716796875], [503.72222222222223, 634.834716796875], [503.72222222222223, 603.5687255859375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ec0dce75a186f20b268dbb92e202cd39", "text": "L\u2019IFRS 16 definisce i principi per la rilevazione, la misurazione, la presentazione e l\u2019informativa dei contratti di leasing e richiede ai locatari di contabilizzare tutti i contratti di leasing in bilancio sulla base di un singolo modello contabile simile a quello utilizzato per contabilizzare i leasing finanziari che erano disciplinati dallo IAS 17. Il locatario rileva una passivit\u00e0 a fronte dei pagamenti dei canoni di affitto previsti dal contratto di leasing ed un\u2019attivit\u00e0 che rappresenta il diritto all\u2019utilizzo dell\u2019attivit\u00e0 sottostante per la durata del contratto (il diritto d\u2019uso). I locatari devono contabilizzare separatamente le spese per interessi sulla passivit\u00e0 per leasing e l\u2019ammortamento del diritto di utilizzo dell\u2019attivit\u00e0. I locatari devono anche rimisurare la passivit\u00e0 per leasing al verificarsi di determinati eventi (ad esempio: un cambiamento nelle condizioni del contratto di leasing o un cambiamento nei pagamenti futuri del leasing conseguente al cambiamento di un indice o di un tasso utilizzati per determinare quei pagamenti). Il locatario riconosce generalmente l\u2019importo della rimisurazione della passivit\u00e0 per leasing come una rettifica del diritto d\u2019uso dell\u2019attivit\u00e0.", "metadata": {"detection_class_prob": 0.9548453688621521, "coordinates": {"points": [[157.33333333333334, 672.2974853515625], [157.33333333333334, 1107.5968017578125], [1483.933111111111, 1107.5968017578125], [1483.933111111111, 672.2974853515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "7c49c0db061a66c20ee35e2b69c171c7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "0b3efacf0f9857ba72949c05bce857c4", "text": "I contratti di leasing sottoscritti dal gruppo prevedono il trasferimento di tutti i rischi e benefici connessi derivanti dalla propriet\u00e0, e conseguentemente sono classificabili come finanziari.", "metadata": {"detection_class_prob": 0.9204102754592896, "coordinates": {"points": [[153.87408447265625, 1139.2685546875], [153.87408447265625, 1217.80712890625], [1482.961333333332, 1217.80712890625], [1482.961333333332, 1139.2685546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "7c49c0db061a66c20ee35e2b69c171c7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "b370d3144db77be188203973cdd5bbfd", "text": "Le attivit\u00e0 materiali, possedute a seguito di contratti di leasing, sono contabilizzate come attivit\u00e0 a valore corrente e la corrispondente passivit\u00e0 verso il locatore \u00e8 iscritta in bilancio fra i debiti finanziari. La quota capitale del canone pagato \u00e8 iscritta al passivo, in deduzione del debito finanziario, mentre gli oneri finanziari inclusi nel canone, sono iscritti per competenza tra gli oneri finanziari a conto economico. Il costo dei beni in leasing \u00e8 ammortizzato secondo il piano di ammortamento della relativa categoria di appartenenza.", "metadata": {"detection_class_prob": 0.9505871534347534, "coordinates": {"points": [[157.33333333333334, 1248.694091796875], [157.33333333333334, 1446.147705078125], [1483.8295555555553, 1446.147705078125], [1483.8295555555553, 1248.694091796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "7c49c0db061a66c20ee35e2b69c171c7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8b24026ae897f18dbb718fbb640e025a", "text": "Il costo delle immobilizzazioni \u00e8 sistematicamente ammortizzato in ogni esercizio a quote costanti sulla base delle aliquote massime fiscalmente consentite che sono ritenute adeguate a ripartirne il costo sulla stimata residua vita utile. Le aliquote applicate sono le seguenti:", "metadata": {"detection_class_prob": 0.9338609576225281, "coordinates": {"points": [[157.33333333333334, 1479.0614013671875], [157.33333333333334, 1594.4851111111107], [1483.329333333333, 1594.4851111111107], [1483.329333333333, 1479.0614013671875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "7c49c0db061a66c20ee35e2b69c171c7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "999d5f3b9e70e63eef28e1eab19afb89", "text": "Attrezzature 25% Mobili e Macchine ordinarie 12% Macchine elettroniche 20% Automezzi 25% Impianti speciali 12% Impianti specifici 25%", "metadata": {"detection_class_prob": 0.8726314902305603, "coordinates": {"points": [[250.52268981933594, 1626.9219970703125], [250.52268981933594, 1841.36279296875], [911.17138671875, 1841.36279296875], [911.17138671875, 1626.9219970703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
M obili e M acchine ordinarie12%
M acchine elettroniche20%
A utomezzi25%
Impianti speciali12%
Impianti specifici25%
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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "2100002c3e49a72d4bb7ec9ff09ed610", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.7759782671928406, "coordinates": {"points": [[939.8379516601562, 218.63687133789062], [939.8379516601562, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.63687133789062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "b98344b91368c6911db750304c57d14b", "text": "Sulle partecipazioni rilevanti, su base annuale, viene verificata la congruit\u00e0 dei valori iscritti (c.d. impairment test). Il valore attribuito all\u2019attivit\u00e0 immateriale viene supportato da una apposita perizia redatta da un esperto indipendente.", "metadata": {"detection_class_prob": 0.9348660707473755, "coordinates": {"points": [[154.4445343017578, 305.1848449707031], [154.4445343017578, 417.6795555555552], [1484.2444444444443, 417.6795555555552], [1484.2444444444443, 305.1848449707031]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "2100002c3e49a72d4bb7ec9ff09ed610", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "aa0d618766a7da5b6700215fb1ff3f66", "text": "RIMANENZE", "metadata": {"detection_class_prob": 0.851967453956604, "coordinates": {"points": [[157.33333333333334, 452.54229736328125], [157.33333333333334, 485.34622222222197], [355.05555555555554, 485.34622222222197], [355.05555555555554, 452.54229736328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8aac0cc808f467d4ce94c2a7d56380b1", "text": "Materie prime, ausiliari e prodotti finiti sono iscritti al minore tra il costo di acquisto o di produzione e il valore di realizzo desumibile dall\u2019andamento di mercato, applicando il metodo FIFO, o se minore, al valore di realizzo.", "metadata": {"detection_class_prob": 0.9380661845207214, "coordinates": {"points": [[150.8740234375, 521.4170532226562], [150.8740234375, 635.0128888888886], [1483.2679999999993, 635.0128888888886], [1483.2679999999993, 521.4170532226562]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "aa0d618766a7da5b6700215fb1ff3f66", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "f0ce1600fa89f93528b03c21ed9c5e83", "text": "Le rimanenze dei prodotti finiti editoriali sono state valutate al costo effettivo di produzione per le pubblicazioni edite nell\u2019esercizio mentre, per le vecchie edizioni, tale costo \u00e8 stato ridotto in percentuale, tenendo conto dell\u2019anno di pubblicazione (circolare ministero delle finanze n. 51770 del 02/01/1953 e n. 9 prot. 995 del 11/08/1977). Il valore cos\u00ec ottenuto \u00e8 poi rettificato dall'apposito \"fondo obsolescenza magazzino\", per tenere conto delle merci per le quali si prevede un valore di realizzazione inferiore a quello di costo.", "metadata": {"detection_class_prob": 0.9547761678695679, "coordinates": {"points": [[156.21775817871094, 668.9833374023438], [156.21775817871094, 905.4295555555553], [1484.0344444444443, 905.4295555555553], [1484.0344444444443, 668.9833374023438]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "aa0d618766a7da5b6700215fb1ff3f66", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "db42b17d3514c7464a0d97263baca150", "text": "In conformit\u00e0 allo IAS 18, il costo \u00e8 rappresentato dal fair value del prezzo pagato o di ogni altro corrispettivo ricevuto.", "metadata": {"detection_class_prob": 0.9108882546424866, "coordinates": {"points": [[157.33333333333334, 938.1590576171875], [157.33333333333334, 1004.7628888888886], [1483.9997777777776, 1004.7628888888886], [1483.9997777777776, 938.1590576171875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "aa0d618766a7da5b6700215fb1ff3f66", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "423aaa5a11ae045cd0aea5dac72fbf30", "text": "CREDITI E ALTRE ATTIVIT\u00c0 FINANZIARIE", "metadata": {"detection_class_prob": 0.8531984686851501, "coordinates": {"points": [[150.9954071044922, 1067.695556640625], [150.9954071044922, 1110.4176025390625], [808.4722222222222, 1110.4176025390625], 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"filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "423aaa5a11ae045cd0aea5dac72fbf30", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "075eb3d9ff2c27210c64acfa3c28554c", "text": "La classificazione della posta \u00e8 fatta in base alle categorie indicate dallo IAS 39:", "metadata": {"detection_class_prob": 0.8809393644332886, "coordinates": {"points": [[155.21266174316406, 1243.5931396484375], [155.21266174316406, 1279.6617431640625], [1148.861111111111, 1279.6617431640625], [1148.861111111111, 1243.5931396484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "423aaa5a11ae045cd0aea5dac72fbf30", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "549333654eb086c45280f22661acc180", "text": "\u2022 attivit\u00e0 valutate al fair value con contropartita al conto economico, acquisite a scopo di negoziazione nel breve periodo;", "metadata": {"detection_class_prob": 0.9179964065551758, "coordinates": {"points": [[181.69406127929688, 1313.8929443359375], [181.69406127929688, 1389.1517777777774], [1483.6228888888886, 1389.1517777777774], [1483.6228888888886, 1313.8929443359375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "423aaa5a11ae045cd0aea5dac72fbf30", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "9d17c80907ddb155f42071cddfeefb9d", "text": "\u2022 crediti e finanziamenti, inclusi i crediti commerciali, dai quali sono attesi pagamenti fissi o determinabili con scadenza entro i dodici mesi, iscritti in bilancio al loro valore nominale, quale approssimazione del costo ammortizzato e se necessario, attualizzate, addebitando a conto economico lo sconto. I saldi in valuta estera sono convertiti al cambio di fine esercizio e gli utili o le perdite sono imputati a conto economico;", "metadata": {"detection_class_prob": 0.9537709951400757, "coordinates": {"points": [[179.1836395263672, 1424.6488037109375], [179.1836395263672, 1622.53125], [1484.1157777777778, 1622.53125], [1484.1157777777778, 1424.6488037109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "423aaa5a11ae045cd0aea5dac72fbf30", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "41a807abf7f650c3c38c9ae1dc56806f", "text": "\u2022 attivit\u00e0 finanziarie detenute fino alla scadenza, diverse dagli strumenti derivati e dalle partecipazioni, a scadenza prefissata, iscritte al costo di acquisizione;", "metadata": {"detection_class_prob": 0.9212043285369873, "coordinates": {"points": [[186.06666666666663, 1654.8270263671875], [186.06666666666663, 1733.95947265625], [1483.285400390625, 1733.95947265625], [1483.285400390625, 1654.8270263671875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "423aaa5a11ae045cd0aea5dac72fbf30", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "817aa7eb9a4451a37115a327958e714e", "text": "\u2022 attivit\u00e0 finanziarie disponibili alla vendita, non rientranti nelle altre categorie quali, a titolo di esempio le partecipazioni diverse dalle societ\u00e0 controllate o collegate;", "metadata": {"detection_class_prob": 0.9226048588752747, "coordinates": {"points": [[183.12168884277344, 1767.0999755859375], [183.12168884277344, 1843.9102783203125], [1483.4946666666663, 1843.9102783203125], [1483.4946666666663, 1767.0999755859375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "423aaa5a11ae045cd0aea5dac72fbf30", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "9342a1566a44a92d0b79154c625cfae2", "text": "\u2022 il fondo svalutazione crediti riflette la stima del management circa le perdite relative al portafoglio di crediti verso la clientela finale e verso la rete di vendita. La stima del fondo svalutazione crediti \u00e8 basata sulle perdite attese da parte del Gruppo, determinate in funzione dell\u2019esperienza passata per crediti simili, degli scaduti correnti e storici, delle perdite e degli incassi, dell\u2019attento monitoraggio della qualit\u00e0 del credito e delle proiezioni circa le condizioni economiche e di mercato. 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Tale verifica viene effettuata almeno una volta all\u2019anno e l\u2019eventuale perdita di valore contabilizzata in esercizi precedenti viene stornata in caso di recupero di valore dell\u2019attivit\u00e0. Il nuovo valore contabile comunque non supera il costo ammortizzato che si sarebbe avuto nel caso in cui la perdita per riduzione di valore non fosse mai stata rilevata.", "metadata": {"detection_class_prob": 0.9466555714607239, "coordinates": {"points": [[184.74546813964844, 452.8225402832031], [184.74546813964844, 690.0128888888888], [1485.9881591796875, 690.0128888888888], [1485.9881591796875, 452.8225402832031]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 27, "parent_id": "b6781ab9f6b7a4a3d154d5f9069febf3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "eda2e5e2401d7cfb5223b608df16e37f", "text": "Tutte le attivit\u00e0 finanziarie sono inizialmente rilevate al fair value inclusi, i costi di transazione direttamente attribuibili all\u2019acquisizione.", "metadata": {"detection_class_prob": 0.9162741303443909, "coordinates": {"points": [[157.33333333333334, 727.0112915039062], [157.33333333333334, 799.5355834960938], [1485.8238525390625, 799.5355834960938], [1485.8238525390625, 727.0112915039062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 27, "parent_id": "b6781ab9f6b7a4a3d154d5f9069febf3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "222d2e8f394c0f08ce1459c50d095357", "text": "Per i finanziamenti non fruttiferi e per quelli a condizioni fuori mercato, il fair value viene stimato al valore attuale di tutti gli incassi attualizzati, utilizzando il tasso di mercato prevalente per uno strumento similare.", "metadata": 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"layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 27, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "7bfc2a61067c4190b1d51b4e21a150ba", "text": "Le disponibilit\u00e0 liquide e mezzi equivalenti comprendono il denaro in cassa, i depositi bancari e postali e gli investimenti in titoli che abbiano scadenza a breve che possiedono i requisiti della disponibilit\u00e0 a vista o a brevissimo termine, del buon esito e dell\u2019assenza di spese per la riscossione.", "metadata": {"detection_class_prob": 0.9336472153663635, "coordinates": {"points": [[154.63356018066406, 1016.8121337890625], [154.63356018066406, 1132.9583740234375], [1485.330078125, 1132.9583740234375], [1485.330078125, 1016.8121337890625]], "system": "PixelSpace", "layout_width": 1654, 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"Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "e8a53c1d93999c3622f528aab07d86e7", "text": "In base allo IAS 39 i debiti, le passivit\u00e0 finanziarie e le altre passivit\u00e0 sono inizialmente rilevati al fair value, che sostanzialmente coincide con il valore nominale da pagare e successivamente mantenute al fair value con variazioni imputate a conto economico, oppure vengono valutate al costo ammortizzato. La voce comprende i debiti commerciali, i debiti finanziari e i debiti verso banche e le altre passivit\u00e0 con scadenza entro i dodici mesi valutati al loro valore nominale.", "metadata": {"detection_class_prob": 0.9489992260932922, "coordinates": {"points": [[154.01657104492188, 1265.821533203125], [154.01657104492188, 1464.1517777777774], [1484.2777777777778, 1464.1517777777774], [1484.2777777777778, 1265.821533203125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 27, "parent_id": "3719cb9cb87c5acdbc5a99f237a55001", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "a10e83771287b66f5f758204ba1186ff", "text": "FONDI PER RISCHI E ONERI", "metadata": {"detection_class_prob": 0.8592336177825928, "coordinates": {"points": [[155.92086791992188, 1543.8184444444444], [155.92086791992188, 1574.4851111111109], [584.8055555555555, 1574.4851111111109], [584.8055555555555, 1543.8184444444444]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 27, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "f1e7e8cebd6134f170c14ebe4a09e45b", "text": "I fondi rischi ed oneri sono relativi a obbligazioni in essere derivanti da eventi passati per le quali sono indeterminati l\u2019ammontare preciso e/o la data di sopravvenienza, legale o implicita, nei confronti di terzi per le quali \u00e8 probabile che si render\u00e0 necessario l\u2019impiego di risorse del Gruppo e per le quali pu\u00f2 essere effettuata una stima attendibile dell\u2019ammontare dell\u2019obbligazione stessa. Gli accantonamenti son rilevati quando l\u2019obbligazione \u00e8 probabile, onerosa e pu\u00f2 essere stimata attendibilmente.", "metadata": {"detection_class_prob": 0.9524203538894653, "coordinates": {"points": [[155.79446411132812, 1615.6580810546875], [155.79446411132812, 1812.94873046875], [1483.465555555555, 1812.94873046875], [1483.465555555555, 1615.6580810546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 27, "parent_id": "a10e83771287b66f5f758204ba1186ff", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8086b2043f961cfe284047801ed8a6a2", "text": "Gli accantonamenti sono rilevati al valore che rappresenta la migliore stima sulla base delle informazioni a disposizione del management al momento della loro determinazione, considerando anche l\u2019eventuale componente finanziaria laddove sia significativa.", "metadata": {"detection_class_prob": 0.9349100589752197, "coordinates": {"points": [[157.33333333333334, 1846.54833984375], [157.33333333333334, 1960.9017777777776], [1483.6082222222226, 1960.9017777777776], [1483.6082222222226, 1846.54833984375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 27, "parent_id": "a10e83771287b66f5f758204ba1186ff", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "bdfaaeb568ff9eea0fbd65e1380cef78", "text": "Nel caso in cui la manifestazione di un rischio rilevato sia stata valutata solo come possibile, viene descritto in nota integrativa e non viene contabilizzato alcun accantonamento.", "metadata": 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"filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "6cac2603b983ec5200e14541790b98af", "text": "Le variazioni di stima sono rilevate nel conto economico del periodo in cui la variazione \u00e8 avvenuta.", "metadata": {"detection_class_prob": 0.8545446395874023, "coordinates": {"points": [[157.33333333333334, 304.8593444824219], [157.33333333333334, 337.9284362792969], [1393.2777777777776, 337.9284362792969], [1393.2777777777776, 304.8593444824219]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "b9447230a4fce29b5ca0fb18453511db", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "797b9579d8d2f5cdb98c7f866e847840", "text": "BENEFICI A DIPENDENTI E TFR", "metadata": {"detection_class_prob": 0.8728476166725159, "coordinates": {"points": [[156.226318359375, 416.3462222222222], [156.226318359375, 447.87103271484375], [638.8055555555555, 447.87103271484375], [638.8055555555555, 416.3462222222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "c7c29a3e4191ddbdc65a183a3e3bd4a7", "text": "Il trattamento di fine rapporto \u00e8 rilevato al valore attuariale dell\u2019effettivo debito del Gruppo verso tutti i dipendenti, determinato applicando i criteri previsti dalla normativa e dai contratti di lavoro vigenti.", "metadata": {"detection_class_prob": 0.9213425517082214, "coordinates": {"points": [[152.84396362304688, 483.6795555555555], 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termine del rapporto di lavoro, che i dipendenti hanno maturato alla data di chiusura dell\u2019esercizio.", "metadata": {"detection_class_prob": 0.9511157274246216, "coordinates": {"points": [[157.2303924560547, 592.1956787109375], [157.2303924560547, 785.6539306640625], [1483.5762222222222, 785.6539306640625], [1483.5762222222222, 592.1956787109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "797b9579d8d2f5cdb98c7f866e847840", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "e5bc6b38d5874a76d4959fe2bf9705a2", "text": "Le indennit\u00e0 di fine rapporto sono pertanto determinate applicando una metodologia di tipo attuariale, basata su ipotesi demografiche, in ordine al tasso di sconto che riflette il valore del denaro nel tempo, al tasso di inflazione e, per quanto riguarda il TFR, al livello delle retribuzioni e dei compensi futuri, come previsto dallo IAS 19.", "metadata": {"detection_class_prob": 0.9470698237419128, "coordinates": {"points": [[157.33333333333334, 819.0151977539062], [157.33333333333334, 974.0962222222221], [1483.6053333333325, 974.0962222222221], [1483.6053333333325, 819.0151977539062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "797b9579d8d2f5cdb98c7f866e847840", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "511457131c6d3806ec2848643305b300", "text": "ISCRIZIONE DEI RICAVI, PROVENTI, COSTI E ONERI", "metadata": {"detection_class_prob": 0.839388370513916, "coordinates": {"points": 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dei resi;", "metadata": {"detection_class_prob": 0.8465642929077148, "coordinates": {"points": [[157.33333333333334, 1237.709716796875], [157.33333333333334, 1278.392578125], [1349.665283203125, 1278.392578125], [1349.665283203125, 1237.709716796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "511457131c6d3806ec2848643305b300", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "f78f4c9e8a301c0b4e4c2c066c17ef09", "text": "\u2022 per la vendita di spazi pubblicitari alla data di pubblicazione della pubblicit\u00e0;", "metadata": {"detection_class_prob": 0.8531322479248047, "coordinates": {"points": [[157.33333333333334, 1280.5263671875], [157.33333333333334, 1321.467041015625], [1173.436767578125, 1321.467041015625], 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"filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "24fe8a7e6da2c3f3431e45a9c5514942", "text": "\u2022 per proventi ed oneri finanziari la rilevazione al conto economico \u00e8 effettuata secondo il criterio della competenza temporale.", "metadata": {"detection_class_prob": 0.8997992873191833, "coordinates": {"points": [[157.2550506591797, 1453.85009765625], [157.2550506591797, 1526.8184444444444], [1483.0213333333327, 1526.8184444444444], [1483.0213333333327, 1453.85009765625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "511457131c6d3806ec2848643305b300", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ecef6962a5284ee7f277b43afe4a71d1", "text": "I costi sono rilevati nel momento in cui sono sostenuti in base al principio della competenza e non hanno i requisiti previsti per la capitalizzazione come attivit\u00e0 nello stato patrimoniale.", "metadata": {"detection_class_prob": 0.919258713722229, "coordinates": {"points": [[150.78749084472656, 1533.069580078125], [150.78749084472656, 1607.84814453125], [1485.0343017578125, 1607.84814453125], [1485.0343017578125, 1533.069580078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "511457131c6d3806ec2848643305b300", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "842a8106da29a8d1e1e05a75faca9f79", "text": "IMPOSTE", "metadata": {"detection_class_prob": 0.8404731750488281, "coordinates": {"points": [[154.26211547851562, 1682.005126953125], [154.26211547851562, 1719.3125], [306.05555555555554, 1719.3125], [306.05555555555554, 1682.005126953125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "a140bc0c7d6accc57c53108c68f669cb", "text": "Le imposte sul reddito sono determinate utilizzando l\u2019aliquota fiscale che si prevede di applicare ai risultati annuali attesi sulla base della stima aggiornata alla data di riferimento.", "metadata": {"detection_class_prob": 0.9260036945343018, "coordinates": {"points": [[156.2293243408203, 1752.7354736328125], [156.2293243408203, 1820.9466552734375], [1484.3978271484375, 1820.9466552734375], [1484.3978271484375, 1752.7354736328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "842a8106da29a8d1e1e05a75faca9f79", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d050688dbeaa5910675b1b7a6cbbda9f", "text": "Le imposte anticipate e differite sono calcolate in relazione alle differenze temporanee tra il valore attribuito ad attivit\u00e0 e passivit\u00e0 in bilancio e i corrispondenti valori riconosciuti ai fini fiscali, sulla base delle aliquote in vigore al momento in cui le differenze temporanee si riverseranno.", "metadata": {"detection_class_prob": 0.9367923140525818, "coordinates": {"points": [[156.32505798339844, 1858.2086181640625], [156.32505798339844, 1971.568444444444], [1483.4519999999998, 1971.568444444444], [1483.4519999999998, 1858.2086181640625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "842a8106da29a8d1e1e05a75faca9f79", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "fa56897f3386093f321ff0564d9979c2", "text": "Le imposte anticipate sono rilevate quando \u00e8 probabile che vi sia un imponibile fiscale sufficiente per l\u2019utilizzo dell\u2019attivit\u00e0 fiscale differita negli esercizi futuri.", "metadata": {"detection_class_prob": 0.9259881973266602, "coordinates": {"points": [[152.25901794433594, 2007.096923828125], [152.25901794433594, 2080.2239999999997], [1483.3293333333334, 2080.2239999999997], [1483.3293333333334, 2007.096923828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "842a8106da29a8d1e1e05a75faca9f79", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "231e11265f4e3ad26075011e4bf7cf69", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.570107638835907, "coordinates": {"points": [[157.33333333333334, 2167.021484375], [157.33333333333334, 2192.17529296875], [598.6808888888888, 2192.17529296875], [598.6808888888888, 2167.021484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "842a8106da29a8d1e1e05a75faca9f79", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "809102c8766028f9f403c8fa5ace6cb6", "text": "Pag. 28 di 54", "metadata": {"detection_class_prob": 0.4469001293182373, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "parent_id": "842a8106da29a8d1e1e05a75faca9f79", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "1a0bf85e6fa0472c04991b92c2180c44", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.778330385684967, "coordinates": {"points": [[938.4546508789062, 217.70974731445312], [938.4546508789062, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 217.70974731445312]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "0598ceceaf4a7de041f96ce0c856645b", "text": "Il debito per imposte \u00e8 rilevato alla voce \u201cDebiti tributari\u201d al netto degli acconti versati, delle ritenute sub\u00ecte e, in genere, dei crediti di imposta.", "metadata": {"detection_class_prob": 0.9149889945983887, "coordinates": {"points": [[149.72872924804688, 306.01288888888877], [149.72872924804688, 377.0128888888886], [1483.3599999999992, 377.0128888888886], [1483.3599999999992, 306.01288888888877]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "parent_id": "1a0bf85e6fa0472c04991b92c2180c44", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "243023aa33039fe208a983c8f220b60d", "text": "PRINCIPALI SCELTE VALUTATIVE NELL\u2019APPLICAZIONE DEI PRINCIPI CONTABILI E FONTI DI INCERTEZZA NELL\u2019EFFETTUAZIONE DELLE STIME", "metadata": {"detection_class_prob": 0.8038644194602966, "coordinates": {"points": [[232.2574920654297, 449.34622222222214], [232.2574920654297, 515.515625], [1382.611111111111, 515.515625], [1382.611111111111, 449.34622222222214]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "da65dd5456fb02d956f4630b8c737f05", "text": "La redazione del bilancio richiede l\u2019effettuazione di valutazioni che possono essere difficili e soggettive basate sull\u2019esperienza pregressa o su assunzioni che possono sembrare ragionevoli in funzione delle circostanze del momento. L\u2019applicazione di tali stime influenza gli importi riportati in bilancio e la relativa informativa. I risultati finali delle poste di bilancio assoggettate a stime contabili potrebbero differire da quelli riportati nei bilanci che rilevano gli effetti nel momento in cui si manifesta l\u2019evento oggetto di stima.", "metadata": {"detection_class_prob": 0.9474276304244995, "coordinates": {"points": [[157.33333333333334, 555.3462222222221], [157.33333333333334, 747.9095458984375], [1483.543999999999, 747.9095458984375], [1483.543999999999, 555.3462222222221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "parent_id": "243023aa33039fe208a983c8f220b60d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "dd3c3de6cc8ef446ef7e08afc8f83231", "text": "La determinazione dei valori contabili di alcune attivit\u00e0 e passivit\u00e0 si basa sulle stime del valore recuperabile di classi di immobili, impianti e macchinari, l\u2019effetto della obsolescenza sul magazzino, accantonamenti soggetti al futuro esito di controversie in corso, e passivit\u00e0 per benefici a lungo termine ai dipendenti quali gli accantonamenti per piani pensionistici. Queste stime comportano ipotesi su elementi quali il rischio di rettificare i flussi finanziari o i tassi di sconto e le future variazioni degli stipendi e dei prezzi che influiscono su altri costi. Il valore recuperabile delle attivit\u00e0 a vita utile indefinita viene valutato annualmente e ogni volta vi sia una indicazione della riduzione del valore sulla base del valore d\u2019uso calcolato con il metodo del Discounted Cash Flow sulla base dei flussi futuri attesi per gli anni 2024-2026 o fair value al netto dei costi di vendita e del valore d\u2019uso.", "metadata": {"detection_class_prob": 0.9561362266540527, "coordinates": {"points": [[157.33333333333334, 780.6566162109375], [157.33333333333334, 1139.096222222222], [1484.2124444444444, 1139.096222222222], [1484.2124444444444, 780.6566162109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "parent_id": "243023aa33039fe208a983c8f220b60d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "3e1d4beaf354f435a731bca74af3ad7a", "text": "CAMBIAMENTI DI PRINCIPI CONTABILI, ERRORI E CAMBIAMENTI DI STIMA", "metadata": {"detection_class_prob": 0.834435224533081, "coordinates": {"points": [[225.84385681152344, 1214.06396484375], [225.84385681152344, 1250.989013671875], [1399.2777777777778, 1250.989013671875], [1399.2777777777778, 1214.06396484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "a3b82e5f77a072b338ad05ed937d71c3", "text": "Il cambiamento delle stime contabili \u00e8 definito dallo IAS 8 come un aggiustamento del valore contabile di un\u2019attivit\u00e0 o di una passivit\u00e0, o dell\u2019importo rappresentativo del consumo periodico di un\u2019attivit\u00e0, che derivi dalla valutazione della situazione attuale e dei benefici e delle obbligazioni attesi futuri delle attivit\u00e0 e passivit\u00e0. I cambiamenti delle stime contabili emergono quindi da nuove informazioni e da nuovi sviluppi e non invece dalla correzione di errori.", "metadata": {"detection_class_prob": 0.9504081010818481, "coordinates": {"points": [[157.33333333333334, 1284.431884765625], [157.33333333333334, 1481.4851111111109], [1483.4826666666654, 1481.4851111111109], [1483.4826666666654, 1284.431884765625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "parent_id": "3e1d4beaf354f435a731bca74af3ad7a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "eb834a401cb7a00939f5e2b8610ec38d", "text": "La correzione degli errori di esercizi precedenti sono omissioni ed errate rappresentazioni dei bilanci di uno o pi\u00f9 degli esercizi precedenti derivanti dal mancato od erroneo utilizzo di informazioni attendibili che:", "metadata": {"detection_class_prob": 0.9207720756530762, "coordinates": {"points": [[153.61953735351562, 1513.8531494140625], [153.61953735351562, 1590.1517777777776], [1486.159912109375, 1590.1517777777776], [1486.159912109375, 1513.8531494140625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "parent_id": "3e1d4beaf354f435a731bca74af3ad7a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "d790d002c1faba83b6ccee9f585e18f6", "text": "\u2022 erano disponibili quando i bilanci di quegli esercizi sono stati approvati;", "metadata": {"detection_class_prob": 0.8454921245574951, "coordinates": {"points": [[157.33333333333334, 1622.816650390625], [157.33333333333334, 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"2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "parent_id": "3e1d4beaf354f435a731bca74af3ad7a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d2ae52b2d73b2e69d02700561e275f59", "text": "L\u2019effetto del mutamento delle stime contabili, ai sensi dello IAS 8, viene imputato prospetticamente a conto economico a partire dall\u2019esercizio in cui sono adottate.", "metadata": {"detection_class_prob": 0.9272842407226562, "coordinates": {"points": [[140.3386688232422, 1786.24365234375], [140.3386688232422, 1858.31005859375], [1483.359999999999, 1858.31005859375], [1483.359999999999, 1786.24365234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "parent_id": "3e1d4beaf354f435a731bca74af3ad7a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "456c95e5668e192a6d33d2f4f5754ac0", "text": "CRITERI DI CONVERSIONE DEI VALORI ESPRESSI IN VALUTA", "metadata": {"detection_class_prob": 0.8545580506324768, "coordinates": {"points": [[231.04150390625, 1927.1270751953125], [231.04150390625, 1962.706298828125], [1173.5277777777776, 1962.706298828125], [1173.5277777777776, 1927.1270751953125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "9d0916507ad092aa03932fa20aa569b5", "text": "Alla chiusura dell\u2019esercizio gli elementi originariamente espressi in valuta estera sono stati convertiti secondo quanto previsto dallo IAS 21.", "metadata": {"detection_class_prob": 0.9194906949996948, "coordinates": {"points": [[151.3285369873047, 1998.68359375], [151.3285369873047, 2071.8906666666667], [1483.2986666666657, 2071.8906666666667], [1483.2986666666657, 1998.68359375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "parent_id": "456c95e5668e192a6d33d2f4f5754ac0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "4e52bf5b0df691a5bd705b02ed316a5c", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.6252145171165466, "coordinates": {"points": [[157.33333333333334, 2165.779052734375], [157.33333333333334, 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"parent_id": "456c95e5668e192a6d33d2f4f5754ac0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "8bd2250412378c3fe35e710c43e89a71", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.7984404563903809, "coordinates": {"points": [[939.346923828125, 217.34295654296875], [939.346923828125, 257.98394775390625], [1487.7864444444444, 257.98394775390625], [1487.7864444444444, 217.34295654296875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 30, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "456ffd4be56d6489f12f42db4a176d5b", "text": "Gli elementi monetari sono stati trasferiti al tasso di cambio corrente in particolare per le attivit\u00e0 e passivit\u00e0 che non costituiscono immobilizzazioni nonch\u00e9 i crediti finanziari immobilizzati sono iscritte al tasso di cambio a pronti alla data di chiusura dell\u2019esercizio. Gli utili e le perdite derivanti dalla conversione dei crediti e dei debiti sono confluiti nel conto economico.", "metadata": {"detection_class_prob": 0.9428563714027405, "coordinates": {"points": [[155.51275634765625, 304.20379638671875], [155.51275634765625, 458.2784729003906], [1483.7495555555556, 458.2784729003906], [1483.7495555555556, 304.20379638671875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 30, "parent_id": "8bd2250412378c3fe35e710c43e89a71", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "70956ff6826b4223d6669546226032a3", "text": "Le poste del conto economico sono invece convertite al tasso di cambio medio verificatosi durante l\u2019esercizio oppure al tasso di cambio in essere alla data in cui le singole operazioni di conto economico hanno avuto effettiva manifestazione.", "metadata": {"detection_class_prob": 0.9323740005493164, "coordinates": {"points": [[151.98915100097656, 494.7325439453125], [151.98915100097656, 607.0128888888888], [1483.543999999999, 607.0128888888888], [1483.543999999999, 494.7325439453125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 30, "parent_id": "8bd2250412378c3fe35e710c43e89a71", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "276204e10ee01ca50dd41881e0ccd486", "text": "Le immobilizzazioni in valuta sono iscritte al tasso di cambio al momento del loro acquisto o a quello inferiore alla data di chiusura dell\u2019esercizio solo se le variazioni negative hanno determinato una perdita durevole di valore delle immobilizzazioni stesse.", "metadata": {"detection_class_prob": 0.9373106360435486, "coordinates": {"points": [[153.28753662109375, 641.6039428710938], [153.28753662109375, 756.096222222222], [1483.053333333332, 756.096222222222], [1483.053333333332, 641.6039428710938]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 30, "parent_id": "8bd2250412378c3fe35e710c43e89a71", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "e66a71d2900218dcb264f1ef4fcdee56", "text": "DATI SULL\u2019OCCUPAZIONE", "metadata": {"detection_class_prob": 0.8405773043632507, "coordinates": {"points": [[233.93743896484375, 839.142822265625], [233.93743896484375, 870.7893676757812], [647.1388888888889, 870.7893676757812], [647.1388888888889, 839.142822265625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 30, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ecbf9be9265495f2805d3242427ecc53", "text": "(Rif. art. 2427, primo comma, n. 15, C.C.)", "metadata": {"detection_class_prob": 0.25674858689308167, "coordinates": {"points": [[157.33333333333334, 905.0880126953125], [157.33333333333334, 938.4295555555553], [682.1388888888888, 938.4295555555553], [682.1388888888888, 905.0880126953125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 30, "parent_id": "e66a71d2900218dcb264f1ef4fcdee56", "file_directory": 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"b7438ae36b37b56624bf63e5f72b5ea4", "text": "CATEGORIA 31-12-2023 31-12-2022 variazioni Dirigenti 2,00 3,00 (1,00) Quadri 4,03 4,00 0,03 Impiegati 63,74 67,83 (4,09) Operai 6,38 7,00 (0,62) Apprendisti - - - Redattori 6,43 6,00 0,43 Altri soggetti (co.co.co.,lavoratori a progetto, distaccati, 3,45 2,55 0,90 Totale dipendenti valori medi 86.03 90.,38 4,35", "metadata": {"coordinates": {"points": [[157.5, 1059.5555555555554], [157.5, 1359.4166666666665], [1476.3333333333333, 1359.4166666666665], [1476.3333333333333, 1059.5555555555554]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 30, "image_base64": 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AIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqaLqGS4tZIormW2dhgTRBS6e43Ky/mDXPeBHum0W8ju724vZYdTu4RPcNudlWZgM4wBwOgAA7AULV2BnQ/ZIP7n6mj7JB/c/U1w/xeOo2ngPUNT0/WtQsJLZYyI7V1QOTIoyW27x1/hYD1zXbWDM+nWrMxZmhQkk5JOBQtU/IHpbz/r9R32SD+5+po+yQf3P1NTV5vba3ql38aoLY3z/2TJpUstvbRsQhxJs3sM4YkqSD/dI96OqQdGz0L7JB/c/U0fZIP7n6moNW1JNLsGuDG0spIjhhX70sjHCqPqe/YZJ4BrjNP8S3+h/DrXNa1WX7be2N3eKcZ2llmZVUZOQgOAB2FJtJN9h21S7ndfZIP7n6mj7JB/c/U1xFzouqr4O/ty11rUZPEKWwvA7XL+RI+zcY/Iz5YQj5R8uehznmup8OauNf8Nabq4jEZvLdJigOQpIyRn2ORVNWbXVEp3Sa6l77JB/c/U0fZIP7n6mpqKQyH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamooAh+yQf3P1NH2SD+5+pqaigCH7JB/c/U0fZIP7n6mpqKAIfskH9z9TR9kg/ufqamrzn4ovqentoN9Z65qNvHLq9tbvawuqRspznJVQ5zjoWI9qOqQdGegfZIP7n6mj7JB/c/U1V1zVodB0K+1W4GYrSBpiucbsDIH1J4/GuD1q61Hwt4OsPGcd9e3F2vkzajbzXDvDPHKV3qsZO2MqWG0qBjGDnJyrq9vT8R2Z6N9kg/ufqaPskH9z9TT4ZUngjmjbdHIoZT6gjIrjLz4fXOqX9xfXfjLxPbyTyM4g0+/8mGJc/KqrtPQYBPc5OBmm9GJWaudh9kg/ufqaPskH9z9TXnWhajN4T+H3iHxBLqOpatBHcTNZHUbgzOyIfLXk44ZwTxjgirHiODUfC3hVPFOm6hf3N9aKk97Dc3ckkN1GSPMHlsSsfUkbAMYx04pXX5fj/l1Gk3+P4He/ZIP7n6mj7JB/c/U1z+p2d94ttbRbLV7vS9JngWd57FglxNu5VVc52AcEnGTnGRznC8DXut6Z4v1zwfq1/NqcFlGlzZ3s53SmNz912/iPPU88HtgCra2e/wDkTdWuv6ud79kg/ufqaPskH9z9TU1FIZD9kg/ufqaPskH9z9TU1FAEP2SD+5+po+yQf3P1NTUUAQ/ZIP7n6mj7JB/c/U1NRQBD9kg/ufqaPskH9z9TU1FAEP2SD+5+po+yQf3P1NTUUAQ/ZIP7n6mj7JB/c/U1NRQBD9kg/ufqaPskH9z9TU1FAEP2SD+5+po+yQf3P1NTUUAQ/ZIP7n6mj7JB/c/U1NRQBD9kg/ufqaPskH9z9TU1VNU1K10fS7nUr2Ty7W2jMkjegH8zSbsrsEr6Il+yQf3P1NH2SD+5+prkdDtdX8Wwwa5rN5eWFlKRLZ6VZzGHEeDtaaRMOzEEHaCFHGQaj+IPifSdNax0PUden0b+0CWe6tiyyxxr/dYKdhZiBuPGA3NN3WnUE09eh2X2SD+5+po+yQf3P1Nc54T8PW2lxSahY+J9Y12K5jxE99qX2mIAHqm0Y5Pfnp9ax7j4dulvNe6h488XK6q007W+o+VEO7bU2navXAycCh6bgtTu/skH9z9TRXPfD23vIPBOnvfXl5dT3Cm48y9lMkoRyWRWJ7hSo+uaKbVnYSd9Tp680+G//I9/EH/sIp/7PXo1zE89tJFHcS27uuBNEFLIfUbgVz9Qa5DS/h2mi6hqF/YeJ9diudRk826cm2fzGyTnDQkDqemKS0lfy/Vf5Desbef+Z1t0sE8TWk0hXz1ZdqSmNyMc7SCCD7jkV5J4UsINL8B/EqwtU2W9vd38Ua5JwoiwBkkk8eteiaf4ZNjqN3qEutanfXlxCIVlumiPkL/0zVY1VcnBPByVGap6L4Es9H/tVDqmpX1vqrSPeW90YtkjyDDNlI1YEjjAIHPSlbfzVvxKjKzXk0zl/D/gXw5rvwi0/wC26bbtczaarfbWXdMjbcgiQ/MAD0XOMcYxxWRpViviL4deBNU1Y3Et7FqEVukhmcZjMrJ0zgkqB82M+9d9Z+A7Sysf7MTV9XfRsnGmyToYwh6IH2ebsHpv6DByCQbWt+EoNZi0+GPUr7TbewlSaCCwEKIHQ5Q4aNuB/d+77U5au66tP7iErJLsmYms+FfBuiGwf7O9kzaml5BZWX/L1cqpCqI8EYx6bQOpIGTWK0T6n8a2t9Q002UOo+H3SaFbj97Im/H7wx8K3GPlZuAOew7LxL4KsPFNpYR315fxXVg++C+tZVinVsYJyFwM4BOAOnGKpf8ACudMXV7LVodT1mLULW2NuLn7Z5jyg5O6QuG3EE5APy8D5cACkt9fP8rFdNP61ucv8MvBug6n4Rzf2CXLWmqTfZ2kY7odknyhSCCBkZPr3zgYnFxa/Db4iaqjW+zSddtWvoBGv3biFSXjUD+8OfqQBXW+E/Btv4Ngngs9W1O5tZXaVobx42UO2MsCEDZ46Zx14zVS+1Xw/wCLdR0rT7C4sdVeG7F1I0MiyfZliyd5x0y21RnqGJGQKa6Lys/u1/K/yFpr/Xmv8vma/hbTJNL0GFLlEW9uGa6vCnQzyHc/5E4HsBWd446eHf8AsOWv8zXVVleIdAtvEmlGwuZrm3AkSWOe1k8uWJ1OQyNg4P8AjSlrt3X4Ma038/xOX8Q3moXXxQ0bR7W5tLcR2Et5Ebu2M6NLuC5CrIh3Bd2DngM3HPE+neEL+w8dyeJrvXLPzLuD7NNaWtiYEuCASrHMr5YAdfQdq0tb8D6Lr+lWtjdpcK9p/wAe15HOwuYW7sJDkknvnOTyeaNK8HQ6TY3ESaxrN1dzKUF/e3X2ieJfRN6lVH/Aee+cDBbSy8/x/qwnr+H9fqef+HtUutF/Z0ur+ydkuIxcBHU4KFpiu4e4zn8K6e48L6nqWg6Yv9uaLa2Nk0N3bS2+lOjRBMMCrG4IAIyCcdCa1/DXgix8M6LLo0d7e3+mSBh9lv8AypEXcSW6ICc55BJFU9I+G2l6JqSXFnqetiyjffHpb3zNaKe3ydTg88k81V1zX9PwCTvf5/iZWvwxeEvinpPiRY0Sy1pf7MvWC/dlPMTn64APsK6C30y28RrrV3exl7a+U2UQV2Um3TIPKnOGcueMZXbWrr2h2PiTRrjStSi8y2nXDAYyD1BB7EetWZLJf7ONlayPZoI/LjeALmIAYG0MCvHuDU2923r+P9P5MfW6/r+tPuPMfAWly6r8Bn0q2ultprlLmCOVzhQTIwAPsen41a0fxG03ibRND8ZeHX0vXbUv/Z13Dhref92VYIw+7lT93nkDJBwK39L+H9npXhW88ORatqsmn3CMoEjxb4dxJYoyxg5JOec+2KuWXhJLeexlvtZ1TVRYfNapfPGRG+3bvJRFLtgkZct1J681UneVw9PP8TlvAulWujfFLxvZ2ausIW0k+eRpGLMrMxLMSSSSTyaIhH4E+JWruIQNN1yza9jWNeTcxH5kHu2/P1NdJpfgxNL8TXmvJreqzXV7tFzHN5HlyhRhQQsQIwPQg+ua2r/SbLUprKW7gWV7Kf7RCWAO19pUH/x7P1ApdF6W/r8/kDabf9f1/wAE5bWtE0iL4fNZeJryS1hnlSe8ktyd0s7SByoGGLZbgKATgADpVS5nuLj4neFriTSTYI9teRIZZFMzqFU4ZVyAo4I+Ynk5C9+o8UeGNP8AFujNpmo+csfmLLHLA+2SJ16MpwcHr271mW3w+0yC40u6m1DWbu6053dLi6v3d5dwwVc/3eB8owDjkHJyuvz/AEsC0OsooopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5jwP/wAg3VP+wzff+j3roriJ57aSKOeS3d1IWWIKWQ+o3AjP1BHtWP4f8Nf8I8bgR6xqN5FPLJM0V0IdokdtzMCkanJJPGcc9KFv8v8AIHt8/wDMw/jF/wAkq1v/AHYv/RqV2Gm/8gu0/wCuKf8AoIrJ8V+FYfF2ltpl3qV/bWUgxNF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"image_mime_type": "image/jpeg", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "a0200d3a2bd525eec980a9eb81b05e71", "text": "La voce riguarda i beni conferiti nella Gambero Rosso Brands & Contents S.r.l. a fine anno 2019, ed \u00e8 composta dalla library televisiva per circa euro 11,4 milioni e dal marchio per circa euro 5,8 milioni.", "metadata": {"detection_class_prob": 0.9171351790428162, "coordinates": {"points": [[151.16549682617188, 978.999267578125], [151.16549682617188, 1053.6611328125], [1483.0839999999985, 1053.6611328125], [1483.0839999999985, 978.999267578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 31, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "5fe3084c6ec5df247504a5f49bb986d8", "text": "Fino all\u2019esercizio 2018, la library era considerata come bene immateriale a vita utile indefinita, nel presupposto, tra l\u2019altro, che i contenuti televisivi beneficiassero, in sostanza, della presenza del marchio Gambero Rosso. Anche la valorizzazione originaria della library ha scontato il fatto che non \u00e8 stato possibile desumere dei flussi reddituali specificamente riferiti alla library e distinti, quindi, da quelli riferibili al marchio.", "metadata": {"detection_class_prob": 0.9473897218704224, "coordinates": {"points": [[157.33333333333334, 1102.3486328125], [157.33333333333334, 1296.1517777777776], [1483.9357777777775, 1296.1517777777776], [1483.9357777777775, 1102.3486328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 31, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ad9bd1fbea0d20128ca69fd36a5a585c", "text": "A seguito dell\u2019operazione di riorganizzazione interna e delle correlate indagini peritali sul valore della library e del marchio, \u00e8 emerso che una parte rilevante del valore della library \u00e8 riferibile a contenuti intrinsecamente legati al marchio, al punto tale che \u2013 ai fini della perizia \u2013 si \u00e8 proceduto ad enucleare tale parte di valore per includerla nel marchio. Infatti, al 30 settembre 2019 data di riferimento della perizia, il valore delle library a vita utile indefinita era pari a 8.253 mila euro, ed in seguito alla enucleazione del marchio da parere del perito, il valore del solo contenuto \u00e8 risultato essere pari a 3.080 mila euro.", "metadata": {"detection_class_prob": 0.9487144947052002, "coordinates": {"points": [[157.33333333333334, 1304.836669921875], [157.33333333333334, 1538.485111111111], [1484.2777777777778, 1538.485111111111], [1484.2777777777778, 1304.836669921875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 31, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "294b5301dbc8f9f8b8d3cf80c2dbbefb", "text": "Ai fini della rappresentazione nel bilancio consolidato, questa riclassificazione non ha generato impatti. Si tratta, infatti, di risorse di cui il Gruppo gi\u00e0 disponeva e che sono state oggetto di una diversa allocazione tra le varie entit\u00e0 che rientrano nel perimetro di consolidamento. L\u2019incremento di valore del marchio legato all\u2019operazione di riorganizzazione non pu\u00f2 per definizione emergere in quanto non generato dallo scambio con soggetti esterni al Gruppo.", "metadata": {"detection_class_prob": 0.9513930082321167, "coordinates": {"points": [[157.33333333333334, 1571.2398681640625], [157.33333333333334, 1768.2351111111109], [1483.6602222222218, 1768.2351111111109], [1483.6602222222218, 1571.2398681640625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 31, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "65e9d7bb5a202a2658b8161a67b24896", "text": "Alla luce dell\u2019acquisizione delle nuove informazioni sia in seguito alle analisi peritali, sia alla luce del cambiamento del quadro competitivo di riferimento, del cambiamento di strategia del Gruppo e della pluralit\u00e0 di canali di distribuzione, il Gruppo ha dovuto considerare gli effetti che le nuove strategie gestionali producono sulla vita utile della library relativa al solo contenuto, in discontinuit\u00e0 rispetto al passato. Il Gruppo ha preso come riferimento la perizia di stima nella quale, prudenzialmente, la vita utile della library \u00e8 stata ipotizzata in 15 anni.", "metadata": {"detection_class_prob": 0.9541178941726685, "coordinates": {"points": [[156.27398681640625, 1803.386474609375], [156.27398681640625, 2038.5684444444444], [1484.2777777777778, 2038.5684444444444], [1484.2777777777778, 1803.386474609375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 31, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "e0ed1fbb9af6b30b0fbc7c79987b24cc", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.6366326212882996, "coordinates": {"points": [[157.33333333333334, 2165.724853515625], [157.33333333333334, 2192.45703125], [598.6808888888888, 2192.45703125], [598.6808888888888, 2165.724853515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 31, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "4c0c78a8dd29bfd1bc07ee98ee0be61a", "text": "Pag. 31 di 54", "metadata": {"detection_class_prob": 0.42493775486946106, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 31, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "bfc411ccc191d43836c73107224eff6e", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.7106553316116333, "coordinates": {"points": [[938.6888427734375, 218.0957794189453], [938.6888427734375, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.0957794189453]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "27cb24b373543d45265dfa4260bbf41c", "text": "Pertanto, una parte della library attribuibile al marchio, per 5.173 mila euro viene considerata a vita utile indefinita e la library attribuibile al puro contenuto viene considerata a vita utile definita pertanto soggetta ad ammortamento.", "metadata": {"detection_class_prob": 0.934453010559082, "coordinates": {"points": [[153.9674530029297, 303.8409423828125], [153.9674530029297, 417.6795555555552], [1484.0211111111112, 417.6795555555552], [1484.0211111111112, 303.8409423828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "bfc411ccc191d43836c73107224eff6e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "33f69c9d289cce4c75b34eb0fc2d7936", "text": "Di seguito la movimentazione della voce:", "metadata": {"detection_class_prob": 0.7229310870170593, "coordinates": {"points": [[156.0915985107422, 451.4176025390625], [156.0915985107422, 487.1956481933594], [673.4722222222222, 487.1956481933594], [673.4722222222222, 451.4176025390625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "bfc411ccc191d43836c73107224eff6e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "25b98282bb5e439156d7d279bced7c6a", "text": "\u20acuro/000 Saldo 2022 investimenti ammortamenti Saldo 31/12/2023 Library televisiva 10.792 1.128 (472) Marchio 5.768 - - Totale a vita indefinita 16.560 1.128 (472)", "metadata": {"detection_class_prob": 0.9171316027641296, "coordinates": {"points": [[145.2338104248047, 520.0143432617188], [145.2338104248047, 699.54736328125], [1488.2760009765625, 699.54736328125], [1488.2760009765625, 520.0143432617188]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
\u20acuro/000Saldo 2022investimentiammortamentiSaldo 31/12/2023
Library televisiva10.7921.128(472)11.449
M archio5.768-5.768
Totale a vita indefinita16.5601.128(472)17.217
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"element_id": "ef6ce1f75b9cac646590446d879f6335", "text": "Lo IAS 36 richiede di valutare l\u2019esistenza di perdite di valore (c.d. impairment test) delle immobilizzazioni materiali, immateriali e delle partecipazioni in presenza di indicatori che facciano ritenere che tale problematica possa sussistere, da valutare annualmente e ogni volta vi sia una indicazione della riduzione dello stesso.", "metadata": {"detection_class_prob": 0.9374902248382568, "coordinates": {"points": [[157.33333333333334, 1689.178955078125], [157.33333333333334, 1841.2351111111109], [1483.9917777777778, 1841.2351111111109], [1483.9917777777778, 1689.178955078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "b0f433b885dd08f59bddfd74e9b7e327", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": 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"element_id": "8f756c64fb3b54aa2d5d000d0ea6be26", "text": "Si \u00e8 stabilito di effettuare gli impairment test sulle partecipazioni della capogruppo, nonostante queste non", "metadata": {"detection_class_prob": 0.8530384302139282, "coordinates": {"points": [[157.33333333333334, 2036.8489990234375], [157.33333333333334, 2072.30419921875], [1483.5988888888887, 2072.30419921875], [1483.5988888888887, 2036.8489990234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "b0f433b885dd08f59bddfd74e9b7e327", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "a6f504bc1899ad930b0f1653a56b524e", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.5881750583648682, "coordinates": {"points": [[157.33333333333334, 2165.721923828125], [157.33333333333334, 2192.417236328125], [598.6808888888888, 2192.417236328125], [598.6808888888888, 2165.721923828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "b0f433b885dd08f59bddfd74e9b7e327", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "12430d55aef551216e871c5b1b3852b9", "text": "Pag. 32 di 54", "metadata": {"detection_class_prob": 0.44072702527046204, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 2192.341552734375], [1483.8611111111113, 2192.341552734375], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "b0f433b885dd08f59bddfd74e9b7e327", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "a50cd27bc9b043fd66e1ae397ad034a4", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.8124670386314392, "coordinates": {"points": [[938.4551391601562, 216.6701202392578], [938.4551391601562, 258.1585388183594], [1487.7864444444444, 258.1585388183594], [1487.7864444444444, 216.6701202392578]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "a2ee8c73c7317295e7a547a5357bf1dd", "text": "abbiano riflesso nel consolidato in quanto elise. Ai fini della previsione dei flussi sono state utilizzate le previsioni elaborate dal management, in considerazione della prevedibile evoluzione del business, per l\u2019arco temporale 2024-2028. Le previsioni sono caratterizzate da elementi di stima e di incertezza che potrebbero comportare il rischio che gli eventi previsti non si verifichino o che si verifichino in misura e in tempi diversi da quelli ipotizzati, oppure che si manifestino, per contro, eventi non prevedibili al momento in cui \u00e8 stata fatta la presente valutazione.", "metadata": {"detection_class_prob": 0.9550412893295288, "coordinates": {"points": [[154.91778564453125, 302.7610778808594], [154.91778564453125, 538.6795555555555], [1484.2751111111108, 538.6795555555555], [1484.2751111111108, 302.7610778808594]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "a7ab7923806f0c39f3e9573de081debf", "text": "Le risultanze di tali analisi non hanno fatto ravvisare la presenza di impairment indicator tali da richiedere la svalutazione di tali attivit\u00e0.", "metadata": {"detection_class_prob": 0.9124378561973572, "coordinates": {"points": [[156.72084045410156, 573.3575439453125], [156.72084045410156, 647.3462222222221], [1484.1284444444445, 647.3462222222221], [1484.1284444444445, 573.3575439453125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "585fb1faa645f38cf9f027f3706a0f99", "text": "Per entrambi gli Impairment test, con riferimento alla scelta dei tassi di attualizzazione usati, la metodologia seguita per determinare il tasso medio ponderato (WACC) per l\u2019attualizzazione del periodo esplicito e di quello implicito \u00e8 stata:", "metadata": {"detection_class_prob": 0.9372265338897705, "coordinates": {"points": [[157.33333333333334, 681.6522216796875], [157.33333333333334, 796.4295555555553], [1484.1295166015625, 796.4295555555553], [1484.1295166015625, 681.6522216796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "7b7a3f26bfd41df13636dea482edfc24", "text": "- Il costo di remunerazione del capitale privo di rischio \u00e8 stato assunto, per arrotondamento, pari al 2,5%, in linea con l\u2019IRS a 10 anni registrato alla fine del 2023;", "metadata": {"detection_class_prob": 0.9046698212623596, "coordinates": {"points": [[207.00216674804688, 841.2113037109375], [207.00216674804688, 912.096222222222], [1466.738222222221, 912.096222222222], [1466.738222222221, 841.2113037109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "e4efb1377fef325c404170f82b98824b", "text": "- Il beta unlevered \u00e8 stato assunto pari a 0,9, nel caso della Gambero Rosso, ai fini del calcolo del beta levered \u00e8 stato assunto un rapporto d\u2019indebitamento (D/E) obiettivo medio normale (a valori di mercato) pari al 25%. Ci\u00f2 considerato, il beta levered \u00e8 risultato pari a circa 1,07;", "metadata": {"detection_class_prob": 0.9251300692558289, "coordinates": {"points": [[213.18272399902344, 915.6411743164062], [213.18272399902344, 1028.4295555555555], [1466.8841552734375, 1028.4295555555555], [1466.8841552734375, 915.6411743164062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "1cf5b893213daba54542d4ec45dad535", "text": "- Tenuto conto di quanto indicato dai principali studi aventi ad oggetto la misurazione del premio per il rischio di mercato (ERP), nonch\u00e9 della prassi valutativa, \u00e8 stato assunto pari al 5%;", "metadata": {"detection_class_prob": 0.9169343709945679, "coordinates": {"points": [[205.0906982421875, 1034.03466796875], [205.0906982421875, 1110.360107421875], [1468.933349609375, 1110.360107421875], [1468.933349609375, 1034.03466796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "d6678ff47167d2626015d1ea7a3387e0", "text": "- il tasso base del premio per il rischio paese \u00e8 stato elaborato \u00e8 stato incrementato con un premio per il rischio aggiuntivo. Lo stesso \u00e8 stato assunto pari, per arrotondamento, all\u20191,3%, in linea con il CDS spread associato all\u2019Italia registrato alla fine del 2023;", "metadata": {"detection_class_prob": 0.9345126748085022, "coordinates": {"points": [[205.97421264648438, 1134.3541259765625], [205.97421264648438, 1249.630126953125], [1469.32958984375, 1249.630126953125], [1469.32958984375, 1134.3541259765625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "c5da8a5f5c2978731c0f107dc8f4cfec", "text": "- Ai fini della stima del costo del capitale di debito, coerentemente con le ipotesi formulate per la quantificazione del costo del capitale di rischio, la remunerazione offerta da finanziamenti a lungo termine che non sono soggetti ad alcuna forma di rischio \u00e8 stata assunta pari al 2,5%. Invece, il credit spread, tenuto conto, tra le altre cose, del rapporto d\u2019indebitamento obiettivo (a valori di mercato) ipotizzato; delle informazioni in merito al credit spread applicabile alle imprese caratterizzate da un rating investment grade; \u00e8 stato assunto pari all\u20191,5%.", "metadata": {"detection_class_prob": 0.9515964984893799, "coordinates": {"points": [[203.35516357421875, 1275.5810546875], [203.35516357421875, 1512.359375], [1473.0413818359375, 1512.359375], [1473.0413818359375, 1275.5810546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "f824b2b6f8ea4b8c2b24d72e0d8c23e5", "text": "Il costo medio ponderato del capitale (WACC) risulta pari al 7,9 %.", "metadata": {"detection_class_prob": 0.8363981246948242, "coordinates": {"points": [[210.35513305664062, 1517.8570556640625], [210.35513305664062, 1552.1485595703125], [1093.8611111111109, 1552.1485595703125], [1093.8611111111109, 1517.8570556640625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "2977061ba8dfc4e12ec42f87944d9784", "text": "Le principali incertezze che potrebbero influenzare le stime riguardano il tasso di attualizzazione (WACC), il tasso di crescita (g) che \u00e8 stato considerato pari a 1,5%, le ipotesi assunte nello sviluppo dei flussi di cassa attesi.", "metadata": {"detection_class_prob": 0.9324578046798706, "coordinates": {"points": [[153.04248046875, 1596.746826171875], [153.04248046875, 1712.9017777777776], [1484.2524444444443, 1712.9017777777776], [1484.2524444444443, 1596.746826171875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "fb7f5f5e86b4496db2d06edb2f3f6ba3", "text": "In particolare, i dati prospettici utilizzati si basano sulle ipotesi elaborate dal management per l\u2019arco temporale 2024-2028 e caratterizzate da elementi di stima e di incertezza che potrebbero comportare il rischio che gli eventi previsti non si verifichino o che si verifichino in misura e in tempi diversi da quelli ipotizzati, oppure che si manifestino, per contro, eventi non prevedibili al momento in cui \u00e8 stata fatta la presente valutazione.", "metadata": {"detection_class_prob": 0.9464630484580994, "coordinates": {"points": [[157.33333333333334, 1722.1309814453125], [157.33333333333334, 1915.306640625], [1483.5802222222221, 1915.306640625], [1483.5802222222221, 1722.1309814453125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "a50cd27bc9b043fd66e1ae397ad034a4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8bdc28f0b157ff6a0667e65ed06fb06b", "text": "Di seguito il procedimento di impairment test seguito:", "metadata": {"detection_class_prob": 0.7853897213935852, "coordinates": {"points": 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"text": "Impairment Test partecipazione Gambero Rosso Brands & Contents S.r.l.", "metadata": {"detection_class_prob": 0.8258304595947266, "coordinates": {"points": [[157.33333333333334, 303.5525817871094], [157.33333333333334, 338.29949951171875], [1122.5576171875, 338.29949951171875], [1122.5576171875, 303.5525817871094]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "49084e60581e48e6617306a92595a8a2", "text": "Per quanto riguarda la controllata Gambero Rosso Brands & Contents., il raffronto tra il valore di carico ed il patrimonio netto della controllata non fa emergere differenze significative. \u00c8 stato, in ogni caso, effettuato dalla Societ\u00e0, con il supporto di un esperto esterno, apposito test di impairment dal quale non sono emersi presupposti per svalutare il valore di carico della partecipazione.", "metadata": {"detection_class_prob": 0.9316823482513428, "coordinates": {"points": [[157.33333333333334, 342.7477111816406], [157.33333333333334, 498.34622222222214], [1483.9237777777776, 498.34622222222214], [1483.9237777777776, 342.7477111816406]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "dec93bc330bd8fbb983f580a52c13d54", "text": "Si ricorda che la controllata, costituita a fine 2019, \u00e8 la beneficiaria del conferimento del ramo di azienda della Gambero Rosso S.p.A., ramo di azienda costituito essenzialmente dai Marchi e dalle Library. Il ramo di azienda \u00e8 stato a suo tempo oggetto di apposita perizia redatta da una primaria societ\u00e0 di consulenza, la quale ha quantificato in \u20ac/000 18.660 il patrimonio netto del ramo di azienda conferito.", "metadata": {"detection_class_prob": 0.9332271218299866, "coordinates": {"points": [[157.33333333333334, 506.1771545410156], [157.33333333333334, 660.0692138671875], [1483.4055555555558, 660.0692138671875], [1483.4055555555558, 506.1771545410156]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "c6b72f097cb9d21c7144a51b444b846b", "text": "Al fine di valutare la partecipazione si \u00e8 proceduto ad applicare il metodo patrimoniale complesso, attraverso la ri-espressione a valori correnti delle componenti attive e passive incluse nella situazione patrimoniale alla data di riferimento.", "metadata": {"detection_class_prob": 0.9330863356590271, "coordinates": {"points": [[153.96514892578125, 704.8345947265625], [153.96514892578125, 821.7628888888886], [1485.4600830078125, 821.7628888888886], [1485.4600830078125, 704.8345947265625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "31c0422446a7cf77e91b8b048fcb3a5c", "text": "Si rappresenta che, ai fini dell\u2019effettuazione dell\u2019impairment test sul valore della partecipazione in Gambero Rosso Brands & Contents, si \u00e8 ritenuto opportuno effettuare singole valutazioni di tutti gli asset aziendali e non solo del marchio, includendo anche la Library Televisiva e la Library Editoriale.", "metadata": {"detection_class_prob": 0.9351576566696167, "coordinates": {"points": [[155.87745666503906, 858.6709594726562], [155.87745666503906, 970.7628888888886], [1484.2364501953125, 970.7628888888886], [1484.2364501953125, 858.6709594726562]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "a7f8a4269cad7b3f2954a0f4bd96356e", "text": "I flussi presi in considerazione per il Marchio fanno riferimento ai ricavi consolidati del Gruppo in quanto lo stesso contribuisce allo sviluppo dei ricavi di tutte le linee di attivit\u00e0. Al contrario, per la Library Televisiva e Editoriale sono stati presi in considerazione rispettivamente i soli ricavi \u201cTV & Digital\u201d e \u201cContents\u201d derivanti dallo sfruttamento dei diritti d\u2019uso delle diverse tipologie di contenuti. Gli stessi sono stati decurtati di un flusso teorico di ricavi generati dalla \u201ccomponente\u201d marchio applicando il tasso medio di royalty rate del marchio, pari al 9,73 %.", "metadata": {"detection_class_prob": 0.9544028639793396, "coordinates": {"points": [[157.08343505859375, 1003.02587890625], [157.08343505859375, 1240.8184444444441], [1484.277111111111, 1240.8184444444441], [1484.277111111111, 1003.02587890625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d3e9d5e62b95004aace405839520bb20", "text": "Si tratta dunque di distinte valutazioni, in un caso l\u2019oggetto della valutazione \u00e8 il diritto di sfruttamento del marchio; negli altri casi oggetto delle valutazioni \u00e8 il diritto di sfruttamento delle libraries.", "metadata": {"detection_class_prob": 0.9237951040267944, "coordinates": {"points": [[152.3577423095703, 1276.1224365234375], [152.3577423095703, 1350.2164306640625], [1487.56591796875, 1350.2164306640625], [1487.56591796875, 1276.1224365234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "dd2fb8ae11041057f7f93f924e704886", "text": "Ai fini della corretta stima dell\u2019Equity Value della Gambero Rosso Brands & Contents S.r.l., il perito ha ritenuto opportuno optare per il metodo patrimoniale complesso. Nell\u2019ambito dello stesso, ai fini della valutazione degli asset in capo alla controllata per determinare il valore del Marchio, della Library Televisiva e della Library Editoriale, il perito ha proceduto ad applicare la metodologia del Relief from Royalties. Il flusso di royalties \u00e8 stato definito sulla base dei ricavi consolidati del Gruppo previsti per il periodo 2024- 2028. I royalties rate utilizzati sono pari a:", "metadata": {"detection_class_prob": 0.9547889232635498, "coordinates": {"points": [[157.33333333333334, 1382.6829833984375], [157.33333333333334, 1621.036865234375], [1484.7147216796875, 1621.036865234375], [1484.7147216796875, 1382.6829833984375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "8762272b4aeedbbe2d7e09315294357b", "text": "- Marchi: 9,73%", "metadata": {"detection_class_prob": 0.8100687861442566, "coordinates": {"points": [[202.35398864746094, 1665.17822265625], [202.35398864746094, 1700.5684444444441], [448.38888888888886, 1700.5684444444441], [448.38888888888886, 1665.17822265625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "c96380c1b68a8564ba76f96f33840020", "text": "- Library televisiva: 9,37%", "metadata": {"detection_class_prob": 0.8074467182159424, "coordinates": {"points": [[206.58047485351562, 1704.676025390625], [206.58047485351562, 1744.130126953125], [576.4722222222222, 1744.130126953125], [576.4722222222222, 1704.676025390625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "2eb7257de0f78857c7716d225155954b", "text": "- Library editoriale: 10,10%", "metadata": {"detection_class_prob": 0.7976885437965393, "coordinates": {"points": [[202.55465698242188, 1745.6505126953125], [202.55465698242188, 1782.8533935546875], [590.1388888888888, 1782.8533935546875], [590.1388888888888, 1745.6505126953125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "f7070f65ab2097548484a7101e690fd0", "text": "I domini sono iscritti tra le immobilizzazioni immateriali della Gambero Rosso Brands & Contents S.r.l. ad un valore contabile pari a circa 118 mila euro. Ai fini della stima del valore di mercato di tali asset, si \u00e8 proceduto ad applicare una metodologia valutativa basata sul costo, la quale ha sostanzialmente confermato il loro valore contabile e pertanto non si \u00e8 ritenuto necessario procedere ad una loro rettifica.", "metadata": {"detection_class_prob": 0.9421655535697937, "coordinates": {"points": [[156.8260498046875, 1826.0224609375], [156.8260498046875, 1983.7767333984375], [1484.1937777777778, 1983.7767333984375], [1484.1937777777778, 1826.0224609375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "737663a666ea5312af2a899b44149326", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.6588735580444336, "coordinates": {"points": [[157.33333333333334, 2164.646484375], [157.33333333333334, 2192.853759765625], [598.6808888888888, 2192.853759765625], [598.6808888888888, 2164.646484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "2fcaf1c2851c8abc99389f2c8409fa9c", "text": "Pag. 34 di 54", "metadata": {"detection_class_prob": 0.4347256124019623, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "729d665c4447bf077226a1580bb8aae2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "0d9ea744e7dc9f5949bde72a31ccc17b", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.75792396068573, "coordinates": {"points": [[938.9151000976562, 217.048095703125], [938.9151000976562, 258.0977783203125], [1487.7864444444444, 258.0977783203125], [1487.7864444444444, 217.048095703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "336da5817bd0c3f865301326c5cdaa78", "text": "Impairment Test partecipazione Gambero Rosso Academy S.r.l.", "metadata": {"detection_class_prob": 0.841626763343811, "coordinates": {"points": [[152.79989624023438, 306.01288888888877], [152.79989624023438, 337.29046630859375], [989.1944444444445, 337.29046630859375], [989.1944444444445, 306.01288888888877]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "2b6bbe13cbfe23ee388727fa3c9f3804", "text": "Per quanto riguarda la partecipazione nella controllata Gambero Rosso Academy S.r.l., il maggior valore risultante dal raffronto tra il valore di carico ed il patrimonio netto della controllata, non si ritiene rappresenti una perdita durevole di valore in quanto ci si aspetta il miglioramento della redditivit\u00e0 sia grazie ad una crescita organica, che alla riapertura delle Citt\u00e0 del gusto di Palermo e Lecce. Inoltre, si prevede di ottimizzare l'occupazione delle aule professionali e di incrementare l'offerta di corsi rivolti agli appassionati, conseguentemente migliorando l'attrattiva complessiva dell'offerta formativa, nonch\u00e9 potenziamento e introduzione di nuovi format relativi agli eventi nazionali. \u00c8 stato, in ogni caso, effettuato dalla societ\u00e0 con il supporto di un esperto esterno, apposito test di impairment dal quale non sono emersi presupposti per svalutare il valore di carico della partecipazione.", "metadata": {"detection_class_prob": 0.9560130834579468, "coordinates": {"points": [[156.14871215820312, 383.2069396972656], [156.14871215820312, 759.190185546875], [1484.811111111111, 759.190185546875], [1484.811111111111, 383.2069396972656]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "parent_id": 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"bdac43cbf4864fb4b0f14dec6b8d5b19", "text": "2. 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "849271f33c44566d912923e6cb1c7786", "text": "\u20acuro/000 Saldo 2022 investimenti ammortamenti Saldo 31/12/2023 Costi di impianto e di ampliamento - - - Costi di sviluppo - - - Diritti di brevetto industriale e opere di ingegno - - - Concessioni licenze marchi e diritti simili 1.235 76 (119) 1.192 Altre 1.907 1.132 (1.207) 1.832 Totale a vita definita 3.143 1.208 (1.327) 3.024", "metadata": {"detection_class_prob": 0.9392620921134949, "coordinates": {"points": [[157.83714294433594, 369.702392578125], [157.83714294433594, 720.6117553710938], [1472.6455078125, 720.6117553710938], [1472.6455078125, 369.702392578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
\u20acuro/000Saldo 2022investimentiammortamentiSaldo 31/12/2023
Costi di impianto e di ampliamento
Costi di sviluppo Diritti di brevetto industriale e
opere di ingegno Concessioni licenze marchi e diritti
simili1.23576(119)1.192
A Itre1.9071.132(1.207)1.832
Totale a vita definita3.1431.208(1.327)3.024
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Immobilizzazioni materiali e diritti d\u2019uso su beni in leasing", "metadata": {"detection_class_prob": 0.8271588683128357, "coordinates": {"points": [[156.90554809570312, 1179.6344444444442], [156.90554809570312, 1210.4851111111109], [979.8611111111111, 1210.4851111111109], [979.8611111111111, 1179.6344444444442]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "0ce655548b1ea99ae43908df84901442", "text": "Il valore al 31 dicembre 2023 delle immobilizzazioni materiali \u00e8 costituito da:", "metadata": {"detection_class_prob": 0.8100399971008301, "coordinates": {"points": [[157.33333333333334, 1247.7628173828125], [157.33333333333334, 1281.8162841796875], [1117.861111111111, 1281.8162841796875], [1117.861111111111, 1247.7628173828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "7d3c8dc016079e4725815bf2ef6b611a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "13458488a8be50e89f3dc39f587ee033", "text": "\u20acuro/000 31/12/2023 31/12/2022 variazioni Diritti d'uso su beni in leasing IFRS 16 6.248 792 5.456 Impianti e macchinari 105 163 (58) Attrezzature industriali e commerciali 173 150 23 Altri beni 76 56 20 Totale Imm. Materiali e diritti d'uso su beni in leasing 6.602 1.161 5.441", "metadata": {"detection_class_prob": 0.929711103439331, "coordinates": {"points": [[157.27630615234375, 1314.10595703125], [157.27630615234375, 1574.3074951171875], [1478.108642578125, 1574.3074951171875], [1478.108642578125, 1314.10595703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
\u20acuro/00031/12/202331/12/2022variazioni
Diritti d'uso su beni in leasing |IFRS 166.2487925.456
Impianti e macchinari105163(58)
A ttrezzature industriali e commerciali17315023
A ltri beni765620
Totale Imm. M ateriali e diritti d'uso su beni in leasing6.6021.1615.441
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tC6/56/8Ajo/wo/tC6/56/wDjo/wqrRQBa/tC6/56/wDjo/wo/tC6/wCev/jo/wAK4fx9rniPQtOtJvDelf2jPJKVlT7O8u1cZzhCCOa6ezklmsbeWdNkzxqzpgjaxHIwfegDR/tC6/56/wDjo/wo/tC6/wCev/jo/wAKq0UAWv7Quv8Anr/46P8ACj+0Lr/nr/46P8Kq1xen+IPFE/xFu9IudHEehRhvKvfs0g3YAI+cnaeSe1AHff2hdf8APX/x0f4Uf2hdf89f/HR/hVWigC1/aF1/z1/8dH+FH9oXX/PX/wAdH+FVaKALX9oXX/PX/wAdH+FblczXTUAczXnHxU8YS6VZxaBpzmPUNSITzxLGvlRk4bqwKk8YJwME/NkV6PXmvjgQ6b8SvCetaiqrpSCWGWZx8kbspC7j25I6+h9KANXwp4i0mKKw0DStOljijTYmLyzfAAyWISZmJ6k4B61Zi18ab4xsvC9tpbLBcrPcm4aTBU7mZm2Y+6XJAJIznjjBOrZ6ppd7cKukm3vCD881sVaOMd8uOM/7I5+gyRx2n6pHP8V/Ec20y6hbwQ2Flb4OduN7sxx8qbsHPp6kgEA6yHxGLnxld+H4LXf9ktFnmuPMwFdj8se3Hcc5z+FZEPje7mudctk0RprjTn8qKK1uPMNy4Xc2Mqu0KNuTzywAySAcb4fajbQ2/ivX7mV5pJLuaaebbgLFEMKD6EjcQo6D04zr/DHS5LfwwNXu+b7WJHvpT6BzlQPwwfx9hQBfPixo7TSIZdOkGt6nEHTTd2Gj4yxdiPlUdyRnsATUsHiOaHxTFoGp2sUNxc25uLaWCYyI4U/MpyoII69wR6dKwNOaKy+LfiO81eaO3LWcC2DzuFVocfvNpPowGfrUUUpv/GF744u45I9G0u0a2sMrhrliTudR1wSdq/3sjFAHTan/AMTjXbbSF5tbXbeXvoSD+6jP1YFz7IP71c/4ImbxF4w8SeJZfmihm/syyz0WNOWx/vEqa6nw/YTWWntLeY/tC8c3F0QcgO2PlB9FUKo9lrkfBlzF4R8DXkF0C2oW15OrWq8ySyljsVV6ncNuPY56UAVdP18af4k+JOufegsxAiqejSRxsuP++gB+NbPgWI6L8Oxq98xe6uo5NTu5W6uWBfJ/4CFrFm8GahZfB/WbJ1M2tX4a9ugnJaQsHKD1wFx7nPrWn4ln/tXwfZeG9AlSW51KGOENGciC3wN8j46DA2+5OBQBx9vqF9bfBPw/pFtIyX2t3TWcbd1jeZ8n6EYH0auq+KKQ6R8LX0uzTYHa3tLZF68OpAHvhDUniDQYdN1LwOY126ZpVwYXc9EzGBGzH3ZQM+pHrUus2Z8YeNNLtovn0jRZPtV1KOUkuP4Iwe5XqfQHB5oA7hQQoDHJxyaWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiisjxPrMnh/w5earFam6e2VW8kEgsNwB5wccEnpQB478UvHepajDe+HJ9Daxs1vDH9tl3MJVRzhl+UYzjPGeK9W8CWNhY+B9It9PulvLVItyThcb2YkscHpyW46jpXk/jX4s2Pi3wtLoljo90Lm6ZBmXaQhDBvlxkk8Y7da63RdSn+GXwk0641ayllm807rcMFaPzGZgDnocdR6mgDC+HH/Jb/F31u/8A0pWuq+If/E18SeEfDg+Zbi++1zr/ANM4hnB9iC35V5H4Y+IFvoHj3WfEclhLNFqHnbYVcApvlDjJxzjGK9U8PXQ8UfFi+1cKfs+m6ZDBGCc7XlG8/iAXFAHQfEZQPh5rpAGTbHJ9eRWL8Ff+SdQf9fEv86zfi346g0u1vPC72Mkkt5ZhlnDgKu5iOR/wGsX4PeOoLeOw8ImxkM000rC4DjaOC3Tr2oA9A+IGu6X4X8FXcUyxL9oge2tbVQBvJXGAOyjOT/8AXFc58JdMn8LeAL/WdSQxLcbrsI3BESJwT6Z5P0xXlE/jddZ8aDX/ABHYtqEER/cWKy7I0APyqcg5A6n1PX0r0LWfiV/wl3w61eO105rOeWeCxiQzb95kJJHQfwqw/GgDq/hVpuPA0V7eRq9xqN1Jfyb1z8xb5Tz7KCPrXM/GnV4NV/s7wnp8f2vVmuVlKRjJj+UgL9Tuz7AZPUV2HizUZvAnw1Z9NVDLZwRW0JYcL0TdjvjrXiPgrx3YeFr661S90iXU9WnYn7VJchdgPXAKnk85Ofb1yAbusaa9j8UvBeh3TCRbGCyhb+6xDkt+BP6VqfGo/Y/GXhu/h4nVchh1+SQFf1JqDx5JeXc3hj4k2Ng/kqkbzwht3llHLLuIHQ5IzjsPWq9xqMvxc+IukNYWE8Om2IQztLg7VDbmJI4GeFA/H6AHtWsatpvhjR7nUrxkgto8uwUAF3PYDuxNeXfBPR7mXUdX8TyQfZ7W73RW6dmy+5sewwBn6+lch8SPFkurePZbPVI5JNI0y5aJbSGTZv2nBJbB5PrjgcD1r0Hwp8VYNXtNRs9N8PfZRpmmS3UMSzbg3l4AjACjGcigDM+KvjzU4YNW8OLoLpaOVi/tCQsVcEBvlG0DPbqa7H4U2NhY+AbNbC9W8WVmklkVSoEhPK4PIxgDnrjPeuC8S/GfT9c8LXulRaLcrd3cRhIlZSiE8ZBHJI7cDmux+DmiX+i+ByuoRPDJdXLXCROMMqFVUZHbO3P4igD0GiiigAooooAKKKKACuK8e+NdQ8Ii2FjoUuoiZHZpVZgsOMY3YU+vqOldrXlmo/Guy0fVdS03UNFuxPaXEkKGNhtkVWIVjnBGQB60AZfwMt7K4udZ1RryN9Sm+V7VUK+WhYnPPUE46dMe9RfGIAeOfCoAwAVwB/11FM+Dtjf3PijW/FT2bW1hPFKEUDCszyB9q+oULjPuK5Lxt8QLfxX4g0jUobCW3WwI3I7hi/zhuCB7UAe/eNtV/sXwVq9+G2vHbMsZ9Hb5V/UiofAekjR/AujWbIA626yuCOjv85/ViK881vxnD8RtD0fS7a0ktRqGspbyxu4YmJArOeP99fyr0nxd4lh8IeHn1WW1a4jjdE8tGCnk4oA8y8E/8l88R/S5/wDRi17JM1rZpPezGKFVTMszYGFXJ5PoOa+adB+IFvo/xE1PxO9hLJFeCXbAHAZd7A8nHtW/8XfG17qMemaXAGt9Pu7KG+lRW+Z9/IUn0GOnc89hQBc8LRnxr8a7vxNp8LJpVo+4ylcbyI/LX8WI3Y9Otdjb/wDE6+N11L1h0PTliHoJZOf/AEFiPwrmPh/8TNJhn0zwxp3h5rOCR9hma6DHdjJdvkGScf5FdR8K1N9Za34jcHdq+oySIT/zyU4UfgSwoA3/ABZrul+EvC9xc3SxLFsaOG3UAea5BwoHv39smvBrXR77R/g7qupTq0Uer3dtHGh4LRoWbd9CTx9PeoPEnjH+2/HrXuv2j3mn2UzRw2EcuxdqnABOD1IyTjnpwMY9AfxF/wALb8F65pGn6QbO4so4prdPODh2BJCgbRjhSB9aAJZbOH/hm8R7Bj7Is3T+Lzd2fzrZ+DTC4+Htk8qKz28s0UbkcqpbcQD6Z/kK8wbx3O/w1XwKNLuv7U3i3zt/hEm7G3ru/hxj/CtrxZc6r8PvhfoPhyE+Tc6iszXkin5k5UlB/wB9gE/7PvQA7xO8XxD+LunWeir5sGnhFubtfu7VcsxB9BnA9Sa9qvruw0ayutRu3itoEHmTykYzgAZPqcAAd+grwPwL8S9J8JadFp1r4dke4ndftF010A0jdOmzgDPA/qSaf8Y/FN3d+MG8Pzl10qxaNniiba0xZFYkkjqA2BwcdaANn4X2U3iD4jaz4vit2t9NLy+VkY3O56fULyfcivbK8q+HnxK07VdSsfDGneHzp9usTeWwuN4UKpbkbRkn1z1Neq0AFFFFABRRRQAV5Ha6nqPh747zaXd391Lp2pozQRzTMyJvG4bQTgfOrKMeteuV5H8bLKayOh+KbMYuLG4EZbHvvQn2BU/99UALo+p6j4l+OOoLDf3S6TpYYGBJmETMo2cqDg5ck/hXP+IdJtYLu9e/+KDrqSu7JbI0jrGcnCFg3Hp0GPSuj+Dmj3KeDNV1jcRfapI/lSHqQoIBz/vlvyrzrwfd6Tpa6rpereGZdS8QSuY7VJIg+x8EEMGPy4PJOD+lAHW+H/GGr6r8G/ERub6dr7T9qx3QkIk2sVxlhzkYbn0qt4J0Txn4x03T9Sl8QSx2Fjc/u45ZpC0+H3MWPfrtGfTGB3x/Bv8AySbxv9If516p8G/+SaWH/XSb/wBGNQBz3iLVdRh+PGj2EV/dJZusW+3WZhG2Q2crnBqz8Q9Lgn8QGfVPHraLatEohso2ZifVioYYye+PxrL8Tf8AJw+i/wC7D/JqwvE81jonxnvb3xZps19p8nzRIFDBlKAIQCQGAxjGev0oA1fhl4iv4/Gl74Z/t2TVdOlhf7NcuW4YDIZd3K8ZyPWsfxto/iHwVb25n8dahdXdw2IraOaUMV7sfn4Hb3P40vg+7jg+MVxeppX9nQrBNNHZBQhRPJ3KCB0JGCfc1jaZ45tJvHMvijxLaTX0yndbQREBIiPu9eyjp789aAOp8YSeJfDnwu8PLeapfQ6lLcu8zrcuJArAkKzZycDHHatz4l+L9V0rw9oOk6VcSRXupQq0k6tiTbhQAG7Ek9evHvWJ8UfEkPiz4e6Jq9vbyQRyXsihJCCRtBHar3xT0O/k0Lw14isIWmGnwIJgozsGFZWI9Mg5+ooAyNdsPFfwpudL1ZfEM2oRXD7Z4XZthYclSCTkEZw3B47VY8U634gvvixaWmgarcwLeww+SjSt5SCSPlimccAlunUVR8YeMJvipJpGh6Hpdwkwk8yUSYIDEY6jooyck4+laktoth+0Do1mh3Lb28UQPqFtyP6UAM8Py6/4L+L1toN9rM+o294AJDI7EOGUkNhicMGH5fWtfQ9V1GX4+apYSX909miybbdpmMa/IvRc4qp4o/5OF0P/AHYf/ZqNA/5OL1b/AHZP/QFoA9pooooAKKKKACumrma6agDmaa6LIhR1DKeoIyDV/wDs/wD6a/8Ajv8A9ej+z/8Apr/47/8AXoAoqiooVFCqOgAwBSBFDMwUBm6kDk1f/s//AKa/+O//AF6P7P8A+mv/AI7/APXoAoqioMKoUZzgDFLV3+z/APpr/wCO/wD16P7P/wCmv/jv/wBegDPeKOXHmRq+05G4ZwaV0SRdrqrDIOCM8g5FX/7P/wCmv/jv/wBej+z/APpr/wCO/wD16AKVNMaGQSFF3gYDY5A+tX/7P/6a/wDjv/16P7P/AOmv/jv/ANegClTUjRCxRFUscsQMZPvV/wDs/wD6a/8Ajv8A9ej+z/8Apr/47/8AXoAokBlKsAQeCD3oRFjQIihVHQAYAq9/Z/8A01/8d/8Ar0f2f/01/wDHf/r0AUqKu/2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvQBSoq7/Z//TX/AMd/+vR/Z/8A01/8d/8Ar0AUqKu/2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vQBSoq7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKirv9n/8ATX/x3/69H9n/APTX/wAd/wDr0AUqKu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKirv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUqKu/wBn/wDTX/x3/wCvR/Z//TX/AMd/+vQBSoq7/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFKirv9n/9Nf8Ax3/69H9n/wDTX/x3/wCvQBSoq7/Z/wD01/8AHf8A69H9n/8ATX/x3/69AFKirv8AZ/8A01/8d/8Ar0f2f/01/wDHf/r0AUqKu/2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvQBSoq7/Z//TX/AMd/+vR/Z/8A01/8d/8Ar0AUqKu/2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vQBSoq7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKirv9n/8ATX/x3/69H9n/APTX/wAd/wDr0AUqKu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKirv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUqKu/wBn/wDTX/x3/wCvR/Z//TX/AMd/+vQBSoq7/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFKirv9n/9Nf8Ax3/69H9n/wDTX/x3/wCvQBSoq7/Z/wD01/8AHf8A69H9n/8ATX/x3/69AFKirv8AZ/8A01/8d/8Ar0f2f/01/wDHf/r0AUqKu/2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvQBSoq7/Z//TX/AMd/+vR/Z/8A01/8d/8Ar0AUqKu/2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vQBSoq7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKirv9n/8ATX/x3/69H9n/APTX/wAd/wDr0AUqKu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKirv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUqKu/wBn/wDTX/x3/wCvR/Z//TX/AMd/+vQBSoq7/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFKirv9n/9Nf8Ax3/69H9n/wDTX/x3/wCvQBSoq7/Z/wD01/8AHf8A69H9n/8ATX/x3/69AFKirv8AZ/8A01/8d/8Ar0f2f/01/wDHf/r0AUqKu/2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvQBSoq7/Z//TX/AMd/+vR/Z/8A01/8d/8Ar0AUqKu/2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vQBSoq7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKirv9n/8ATX/x3/69H9n/APTX/wAd/wDr0AUqKu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKirv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AZq21ukplSCNZD1cIAT+NS1d/s/8A6a/+O/8A16P7P/6a/wDjv/16AKVZWj+H7HRLjUbi0Ehl1C4NxO0jbiWPp6DrxXRf2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vQBSoq7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKsrWPD9jrlxp016JGNhcC5hVWwu8dCR3xXRf2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKirv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUiAQQRkHtTIoYoE2xRpGuc4RQBWh/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFKirv9n/9Nf8Ax3/69H9n/wDTX/x3/wCvQBm/ZrfzvO8iPzf7+wbvzqWrv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUqKu/wBn/wDTX/x3/wCvR/Z//TX/AMd/+vQBSoq7/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFKirv9n/9Nf8Ax3/69H9n/wDTX/x3/wCvQBSqKW2gnIM0McmOm9QcfnWl/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFIAAYAwKKu/2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvQBzt34fsb3xBYa3OJGu7FHSAbvkXcCCceuDWrV3+z/wDpr/47/wDXo/s//pr/AOO//XoApUVd/s//AKa/+O//AF6P7P8A+mv/AI7/APXoAzLu2S8sp7WQsqTRtGxQ4IBGDg+vNVtF0e00DSLbS7BWW2t1KoGOTySTk/Umtz+z/wDpr/47/wDXo/s//pr/AOO//XoApUVd/s//AKa/+O//AF6P7P8A+mv/AI7/APXoAzvIi87zvKTzcY37Rux9akq7/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFKirv9n/9Nf8Ax3/69H9n/wDTX/x3/wCvQBSoq7/Z/wD01/8AHf8A69H9n/8ATX/x3/69AFKirv8AZ/8A01/8d/8Ar0f2f/01/wDHf/r0AUqKu/2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvQBSoq7/Z//TX/AMd/+vR/Z/8A01/8d/8Ar0AUqYIYhKZRGgkIwX2jJH1rQ/s//pr/AOO//Xo/s/8A6a/+O/8A16AKVFXf7P8A+mv/AI7/APXo/s//AKa/+O//AF6AKVMeGKUqZI0cocqWUHB9q0P7P/6a/wDjv/16P7P/AOmv/jv/ANegClRV3+z/APpr/wCO/wD16P7P/wCmv/jv/wBegClRV3+z/wDpr/47/wDXo/s//pr/AOO//XoAzoreGAsYoo493LbFAz9akq7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKirv9n/8ATX/x3/69H9n/APTX/wAd/wDr0AUqKu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKirv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUq6asb+z/wDpr/47/wDXrZoAp1heJvGOieD4LebW7treO4YpGViZ8kDJ+6Dit2vPPiIAfF/gIEZH9qn/ANBFAGrovxO8HeILxLOw1uE3LnCRTI8RY+g3gAn2FddXKePfCWm+JPCuoRz2kX2uKB5La4CAPHIoJUhuuMjkdxUnw61ifXvh9ouo3Ll7iSDZI56syMULH3JXP40AaHhvxFaeKNIGpWUc8cJlki2zABsoxU9CRjIrXrl/AGv3XiXwuuo3kcEcxuZotsClVwrlRwSecCuU8F+KfHnjfTtO1OCHSLKwjn2XjyK+65Ak+byhztATAyTy2e1AHeaL4itNcu9VtraOdH0y6NpMZAAGcAHK4JyOe+KuWOp2WpG5Flcxzm1na3n2HPlyL95T7jIrn/DGv3+tXvii3dLZG07UHtbYqhGQFBBfnk5PbFcF4Di8fNJ4m/sy58PLjXrkXf2iOY5n+XeUwfudMZ5oA9d0/U7LVYHnsLmO4iSRomaM5AdTgj6iqfhvxFaeKNIGpWUc8cJlki2zABsoxU9CRjIrzf4UR+MfsUjRT6KNJGqT/alZJfOLb/n2HOMZ6Zrt/AGv3XiXwuuo3kcEcxuZotsClVwrlRwSecCgDqKo6zqsGh6Le6rcpI8FpC00ixgFiFGTjJAz+NR+INat/Dvh++1e6BMNpCZCoPLHso9ycD8a8r8Tar4//wCFd6lqutW2ltpl/Zsr2luGE9osi4RiTw2CRuHv7UAenN4m02Ox0e7nkkhTV3ijtVZCSXkXcqnGQOAfb3rYrgjoV5rXhnwDJaeXt0+azu5t7Y/drCQcep5Fa3hXxDea3qviS1ukhWPTdQNrCY1IJQKD82Scnn2oA6eiuJtPGtyg8a3F7DE1voEreSsQIZ1WPfgkk8k8Z4qjolz8S9St9P1mSfw99iuxHM1kEk3JC2Dw/wDe2nucZoA9EorgNY8R+JtX8X3fhvwiLCH+zoke+vr1WZVdxlY1A745z9emOdDwT4o1HWJ9U0bXraG31zSZVS4EBPlyowyki55wQP5dM4AB19FY/irXV8M+FtR1lofO+yQl1jzjc3QDPYZIrm9F/wCFlST2F7qFx4fksp2Rri2iSQPFG2M7G6FgD34+tAHeUVzHhvxDeav4j8TafcJCIdMuo4YCikMVZNx3c8nPpijw94hvNV8V+KNLuEhEGlzQxwFFIYh49x3HPPPpigDZ1rVYND0W91W5SR4LSFppFjALEKMnGSBn8al0+9j1LTbW+hVliuYUmQOMMAwBGcd+awviJ/yTnxF/14Tf+gmuGsNe8fWngaw8R2dnpf8AYtnZxt9gkDfaJYEUBpNw4BIBYD0x1PBAPX6K43xD45Nr4c0e70K2W91DXGjTToJDhcuu7c+OgUdf8ms621/xh4a8QaVZ+LTpl1YarN9miubFWQwTkZVGDdQ2CB3oA9DqpqmoRaTpN7qU6u0NpA87qgBYqiliBnHOBXnVj4o8deKNR1/TtDi0m1Gl6nPbfbLpHKsinCIAM5bglj0wVwK1tF8Z6hqXw71zVbu1gh1jR1uoLmEAmPz4UJ6ZztPHGfXmgDrtJ1KHWdGstUt1dIbyBJ41kADBWUMAcEjPPrVTxH4itPDGmLf3sc8kTTxwAQgFtzttB5I4p3hjUZtX8KaRqVwsazXdnDPIsYwoZkBIA7Dmszx7r914b8Ox31nHBJK13BCRMpZdruAeARzQB1FFcj8RPFV54Q0G01Gyt0neS+igeNlLFkbOQuCPm44rDn8R+OPDmr6TdeJIdJbSNTu0tHhtN5ktHf7mWP3sdz04OMcUAelVkWniK0vPE2o6DHHOLqwiilldgNjBxkbTnOeOcgVr1wehf8ll8W/9eVn/AOgmgDvKK4HVfEXibWvFV7oHhAWECaaqfbr+9VmUSMMiNFHU46n+XeTQvE/iPULLXdIuLKxHirSWRNoZhbzBxlJB3AIzke3bOAAd1RXmt1rvjvwjdWV74lfR77R7i5S3uDZI6PbFzgMN3VQfx+lWdQ1zxdrnjDVdF8LyaZZW+kCIXFxeoztK8i7gFA6ACgDqvEPiK08N2lrc3kc8iXN1HaIIQCQ7nAJyRx61r1wmt+IPEnh7wtpc+qRaY+pzapDaTGFWaIxu5G5QSCGxjr37Vb+Iniu+8IaXpV5YWqXT3OqQ2skLAlnRg5ITkYY7QATkc9KAOworzc+IvG3h3xDo/wDwk6aTJpWr3S2YWyD7rWV/uAlvvDsT7Hp3v+JfEXiC48WQ+FfCi2aXi2/2u8vLxSyQRk4VQB1Yn9D9SADuaQkKCT0HNef+GvFniS4+Ic/hTXbSyia10w3LzWwbEz+YoDoSeFKtggjO4HnFd/L/AKp/900AUNC13T/EmkQ6rpcxms5iwRyhXO1ip4IB6g1zWq/FrwbouqXOm32pyR3Vs5jlQW0jYYe4XBqr8FP+SUaR/vT/APo565rQfGnhnwt448bRa9fpbST6kGiDQPJuABz91TigD0/w74k0vxVpn9o6PcGe18wx7zGyfMMZGGAPcVzVx8YvA9pfS2dxq7xzQyNFIDaykKwODyF9RXV6Jq+m67pEGp6TMs1jPu8uRUKbsMVPBAPUEdK82+HOs+H7DQ/EsOs6hp0AOt3bPFdSoCyfL/Cx5HWgD1DT9Rs9WsIb6wuY7m1mXdHLG2VYVjeJ/HGgeEPJXVrwpPPzFBEhkkceu0dB7nFc18FYmTwdfSxxvHYT6pcS2CuCP3B2hcZ7ZDVl6xren+DfjTdat4kjkjsr3T44rG98ousRGN68Akc56evoaAO38MeO9A8XSzwaTdSPcW6hpYZYWjdAeM8jH5V0lZWj6noevKdU0i5s7wlfLaeEguB12seo9cGtWgDldT+JHhPSdYGk3WroL8yiIwxxu5VicYJUEDr3NdVXmPxX0nTrTRrC8trC1hup9btmlnSJQ8hJP3mAya7Pxjqkui+DNZ1KA4mt7OR4j6PtO0/nigDE1j4seENE1WXTrrUXeeFts5ghaRYj6MQOo9s4rsreeK6toriF98UqB0bGMqRkH8q8a8G+O9A8KeD7G2XRdWnsNi/2jq8Vpug89wC+5+rYJ259gBnivZLWWCa0hltWRrd41aJo/ulCOCPbGKAJaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiud8earNongTWtQt2KTxWrCNx1Vm+UH8CQaAMnVPi34O0jVZdPuNSd5YW2TPBA8iRN0wWA/lmu2ikSaJJY23I6hlPqD0rx3wn488OeFvCdhYLomqPpKosd5q6WebZ52wJCW6sNxIz7YGeK9hheKSCN4GRoWUFCn3SuOMe2KAMDxP458P+DxCusXhjmmGYoY42d3HsAP54p3hfxroXjCKZtHvPMkgOJYZEKSR/VT29xxWw1haPfJfPbRNdonlpMUBdVznAPUCvPYEhuvj/ADzaYoAtNI8vUpEHymRnyit6tjafovtQB6Df39tpen3F/eyiG2t42llkPRVAyTVXQdf07xNpMeqaVOZrSQsquUZMkHB4IB6iua8VH/hJ/FOn+D4/ms4tuoasR0MSn93Ef99xkj0Wsz4R28l18IEt4n8uSU3SI/8AdJdgDQBo3Xxf8GWmoyWj6jI4jk8uS4jt3eFG9CwHP1GRXbwzRXEEc8MiyRSKHR0OQykZBB7ivEtH8V+HvD3wxufBuq27x69FFNaS6b5DM08zk7SGA2nOVOc/0r1DwNpd3ongfR9Nv/8Aj6gtlWRc52nrtz7Zx+FAHQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVHWNXstB0m41TUZTFaW6hpHClsDIHQcnkir1IVDDDAEHsaAPPv+F2+Av+gxJ/4CS/8AxNdXqnibSNG0Bdb1C8W3sGRWV3U5bcMqAuMkn0xmuO+KUaapJ4d8JQoobWNQUzhRz9ni+Z/6H8KPiAkUnj/4f2t2q/2cbudijD5DKqL5QI+vSgDo/DPj3w/4suJrbTLqT7VCu97eeJo5Nv8AeAPUcjp6j1qv4k+JXhjwtqH9n6jeyG9ADNbwQtIygjIJwMDjnrWB8QruDS/iP4Cu4iq30149q5HVoX2oQfUAtx7k16JFYWkN5PeRW0SXM+PNmVAHfAAGT1OABQBS8P8AiTSfFOmDUNHvFubcttJAIKN3DA8g1q15r8O0hm8e+OtQ0xQukS3UMUZQfI8yKfNK9vvHOe+4V6VQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHG618U/CHh7V7jStS1J4by3IEiC2kbGVDDkKR0Ire8P8AiHTPFGlLqekzme0ZmQOUZORweGANeZHxK/hT4keM7ibw3rGp29zLanzrK08xIwkI3ZJ4/iFel+G/EGl+JtEh1TSJQ9rJkY27WRh1Vh2I/wA8UAa1YmseLdE0LVtN0vULzyr3UZBHbRBGYsSwUZwDtGSBk47+la888Vrby3E8ixwxIXkdjgKoGST+FeGavDLq9/4Z8ZXkbLNq3iazWzRxzDZoW8sexblz9RQB674l8V6P4RsIr3Wrlre3llESMsbPlsE4woPYGszw98SvCvinVBpukag890UMgQ28icDrywArJ+LEktvb+F7uKxub37NrkM7QWsRkkdVVyQF79K0PC3xA0nxBq8mkPpt9pGrInmC0v7fynde5X1+nH6UAbPiXxZovhKxS71m8ECSNtjQKWeQ+iqOT/IVD4W8aaL4xhuX0ieR2tiqzRyxNGyFs4zkd8Hp6V51qniaxtvjPqtxe2F3ql3plvDa6XY2kPmyFnXzJJAOgx0J9CK9B8JeLdL8WLeSWltPaX9swivLW6i8ueI87Qw9OuPx6UAdJVyqdXKAKded/EZlTxb4DZmCqNUOSTgD5RXolYniTwhoXi6CCHXLH7XHAxaMea8e0kYP3GGfxoAyvHnjLSfD/AIWv2a9ge9mgeK2tkcNJJIwwuFHOMnk1a+HujT+H/AGjabcqUuIoN0qHqrOS5U+4LY/CmaL8N/CHh+7S703QreO4Q5SWRmlZD6guTg+4rqaAOD+D/wDyIS/9ftz/AOjWpPguAPhNouB18/P/AH/krrtH0XT9AsBY6Zb+RbB2k2b2b5mOScsSepo0XRdP8PaTBpel2/2eyg3eXFvZ9u5ix5Yknkk9aAOS+Hf/ACHfG/8A2HH/APQVqP4ZyxpeeNLdnUTDxJdOUJ52ttwcehwa7HTtF0/SZ76eyt/KkvpzcXJ3s2+QjBPJOOnQYFZN/wDD/wALalr8eu3WkRtqcciSrOkjoS6kFSQrAE8DqDQBifCWWMeHtUty6+dFrF0rpnlTv7ipPg//AMiEv/X7c/8Ao1q15Ph/4Wk8SL4hOkRrqiy+cJ0kdfn/ALxUMFJ+o5rW0fRdP0CwFjplv5FsHaTZvZvmY5JyxJ6mgDmfi3aTXvws12KBSzrEkpA/upIrt+imq/j7X9Nl+D2oaik8Ztr6yCW+CPmZxgAe4zyO2D6V3bosiMjqGRgQysMgj0NcZb/CbwXbz3EiaRkTI6GNp5CiBxhtg3fLkHqOR2xQBveFP+RO0P8A7B8H/ota5bwFNHD4u8dWcjqs66mJyhOD5bIMN9OK7q0tYbGzgtLZNkEEaxRpknaqjAGTyeBXN+IPh14X8T6ompappxkugoRnjlePzFHQNtIz/OgDmvAd5pesX3xAnmkhk0u41ApI7sBG8ezaTn0I7+9Zuu6LqHwssLfWfD3iS8m0tLmOM6PesJUkR2xtiPbrngZxzn19FtvB+gWlnqNnb6bHHbaiALqEM21wF2gAZ+UY4wuKx9M+FPg/SdShv7bTXaW3bfAs1xJIkTdiFYkZ+uaAKHg2VLL4m+N9MuGCXU88N3CG6yRFOo9QCQD9aPC0sepfF3xfqFowe1ggtrRpF+60oGWAPcjBBroPEvgbw/4tkhm1ayL3EI2xzxSNHIq+mVIyOvB9TWhoXh/S/DWmJp2kWaWtqpLbVJJZj1JJ5J9zQBLrNtp17o91aat5X2CdPKm819qkNxjPY5Ix74rzHUNL1X4YXmizaV4kvL3SLq/isjpV8RIQjnH7tu2PQAfjXqGq6VZa3pk+najbrcWk67ZImJAYZz1HPUCub0b4X+E9C1SLUbPT3a5g/wBQ087yiL/dDEgH3oAoeC5Uh+IvjuzkYLObm3nCE4JQxfeHt0/MVB8O9Qt9U8cePbu0kWSBr2BVdTkNtRlJB7jINb3iP4eeGfFWoRX+q2Bkuo12eZHK0Zdf7rbSMitPR/Dej6BNdS6VYpatdeWJQjNtOxdq4BOBgccYoAzviJ/yTnxF/wBeE3/oJrH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"image_mime_type": "image/jpeg", "parent_id": "7d3c8dc016079e4725815bf2ef6b611a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "1b6b5877ade99a77ecc95af26eb1069e", "text": "Il dettaglio e la relativa movimentazione rispetto al periodo precedente sono illustrati nella tabella che segue:", "metadata": {"detection_class_prob": 0.8318847417831421, "coordinates": {"points": [[155.43235778808594, 1613.3802490234375], [155.43235778808594, 1645.1517777777774], [1484.2777777777778, 1645.1517777777774], [1484.2777777777778, 1613.3802490234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "7d3c8dc016079e4725815bf2ef6b611a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "f502221f3aed548abc01c0074bf35b9a", "text": "\u20acuro/000 Diritti d'uso su beni in leasing IFRS 16 Impianti e macchinari Attrezzature industriali e commerciali Altri beni Totale Saldo iniziale 792 163 150 56 Acquisizioni dell\u2019esercizio 6.206 11 102 56 Dismissioni/Alienazioni nette d'esercizio (54) - - - Ammortamenti dell\u2019esercizio (697) (69) (79) (36) Totale movimenti dell'esercizio 5.456 (58) 23 20 Saldo finale 6.248 105 173 76", "metadata": {"detection_class_prob": 0.929717481136322, "coordinates": {"points": [[158.5929412841797, 1682.1214599609375], [158.5929412841797, 2072.466552734375], [1471.73291015625, 2072.466552734375], [1471.73291015625, 1682.1214599609375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
\u20acuro/000Diritti d'uso - SD be.\"' n leasing IFRS 16n 'mp'a'.\u2018\u201c \u20ac _ macchinariA tttrezzature industrialie CNST\u2014 AltribeniTotale
Saldo iniziale792163150561.160
A cquisizioni dell\u2019esercizio6.20611102566.375
D ismissioni/A lienazioni nette d'esercizio(54)---(54)
Ammortamenti dell\u2019esercizio(697)(69)(79)(36)(880)
Totale movimenti dell'esercizio5.456(58)23205.441
Saldo finale6.248105173766.602
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y4OMjkYxnoK7WPxj4MiZ2j8SaCjOcsVvoQWPv83NJJ4w8FylTJ4j0Bypypa+hOD6j5qAPONXv/EC+FPAvjfV9OkuptMeU6jAI/mMMg2CQr0B2KD7Fh0Fdrofjbw34kvreLw3Etyy/vLqY2rRraoATlmIA3E8AAnuegrW/4Tjwj/0NOif+DCL/AOKpkXjLwZAm2HxJoMak5wl9CBn8GoA5H4c6rp9x8QvHUUN7bu897G8KrICZFCsCV9QO+Kqy67F8PPizrlxrokh0bX44ZIL0RsyrJGu3acA+rf8AjvY13n/CceEv+hp0T/wYRf8AxVMl8ZeDZ02TeJdBkT+699CR+rUAJp/iqy1bTL7Vo28nRY0AivLhTEJTzuYbsfJyoBOMnPtXB/DXxbpPhn4IRahd3MbfYmlDwI4Ll2kYomOxbt7c9BXfjxv4RAwPFGiAf9hCL/4ql/4Tjwl/0NOif+DCL/4qgDgfBur6FZJf+NfE3iDSX16/jL+Qt5GxtYBysKKDnPTI65465zY8XazYD4reAJJruCFo1uWmV5QPK8yJdob0yemetdt/wnHhL/oadE/8GEX/AMVR/wAJx4S/6GnRP/BhF/8AFUAcZpVwvgz4ueIU1iRbew8QCKezvJjtjZ0BzGWPAb5m4PoPUVf0mzXW/i/feJrNhJplppq2K3CHKTzFtzbT0YKOCR347V0MvjPwbOhSXxLoMiHqr30JH/oVOXxt4QVQq+KNDCgYAF/Fx/49QBv0Vg/8Jx4S/wChp0T/AMGEX/xVH/CceEv+hp0T/wAGEX/xVAG9RWD/AMJx4S/6GnRP/BhF/wDFUf8ACceEv+hp0T/wYRf/ABVAG9RWD/wnHhL/AKGnRP8AwYRf/FUf8Jx4S/6GnRP/AAYRf/FUAb1FYP8AwnHhL/oadE/8GEX/AMVR/wAJx4S/6GnRP/BhF/8AFUAb1FYP/CceEv8AoadE/wDBhF/8VR/wnHhL/oadE/8ABhF/8VQBvUVg/wDCceEv+hp0T/wYRf8AxVH/AAnHhL/oadE/8GEX/wAVQBvUVg/8Jx4S/wChp0T/AMGEX/xVH/CceEv+hp0T/wAGEX/xVAG9RWD/AMJx4S/6GnRP/BhF/wDFUf8ACceEv+hp0T/wYRf/ABVAG9RWD/wnHhL/AKGnRP8AwYRf/FUf8Jx4S/6GnRP/AAYRf/FUAb1FYP8AwnHhL/oadE/8GEX/AMVR/wAJx4S/6GnRP/BhF/8AFUAb1FYP/CceEv8AoadE/wDBhF/8VR/wnHhL/oadE/8ABhF/8VQBvUVg/wDCceEv+hp0T/wYRf8AxVH/AAnHhL/oadE/8GEX/wAVQBvUVg/8Jx4S/wChp0T/AMGEX/xVH/CceEv+hp0T/wAGEX/xVAG9RWD/AMJx4S/6GnRP/BhF/wDFUf8ACceEv+hp0T/wYRf/ABVAG9XBeDF/s34geNtKk4MtzFqEWf41kT5iPowxW/8A8Jx4S/6GnRP/AAYRf/FVjXGr+DZfFtn4hi8YaNDcQ2z2syC+hInjYhlBO7jawyPqaAMjxJcweCfirb+LNQSRdH1HTjYT3KxlxBKHDKWwCcEKB+fpR4c1CLxr8WJ/EulrI2i6dpv2FLpkKCeVn3HbkAkAE/kPWuufxr4PkQo/ifQmUjBVr+Eg/wDj1CeNfB8SBI/E2hIi8BVv4QB/49QBx2v+P/h6mpXT3OmxX3iKylaCK3fTi87yqSqhXKkYyODnp27V0fw20G70DwdDHqS7dRu5ZLy7X+7JIc4+oGAfcGrh8Y+DDMJj4k0EygYD/bodwH13VJ/wnHhL/oadE/8ABhF/8VQBzHg3/if/ABL8WeJD80Foy6RaN1GE5kx/wLB/Gtv4lXy6f8ONekPWW0a3UDqWk/dgD3y1XP8AhOPCX/Q06J/4MIv/AIqsbX9Y8G+IH01bnxhoy21ndrdvAL6EiZkB2hju6AnOO+BQB0nhzTm0jwxpWmv9+0s4oW+qoAf1FadYP/CceEv+hp0T/wAGEX/xVH/CceEv+hp0T/wYRf8AxVAG9RWD/wAJx4S/6GnRP/BhF/8AFUf8Jx4S/wChp0T/AMGEX/xVAG9RWD/wnHhL/oadE/8ABhF/8VR/wnHhL/oadE/8GEX/AMVQBvUVg/8ACceEv+hp0T/wYRf/ABVH/CceEv8AoadE/wDBhF/8VQBvUVg/8Jx4S/6GnRP/AAYRf/FUf8Jx4S/6GnRP/BhF/wDFUAb1FYP/AAnHhL/oadE/8GEX/wAVR/wnHhL/AKGnRP8AwYRf/FUAb1FYP/CceEv+hp0T/wAGEX/xVH/CceEv+hp0T/wYRf8AxVAG9XBXa/2b8cNOun4i1XR5bRCe8kTiQ/8Ajtb/APwnHhL/AKGnRP8AwYRf/FVja/q/g3XW02YeMNGtrrT7tLqCZb6EkEcMp+b7rAkGgCl8SYX0rXPDHjEW8k1to9xIl6Il3MkMi7S+PRf61mXWv2HxE+IXhiLw473dlpEr3t5eeUyInACJ8wBySP19jjuP+E48IkYPijRP/BhF/wDFUyLxl4NgTZD4k0GNc5wl9CBn8GoAxPGPjDwDZam+l+LIYJLi3QSxrc2BnDBhn5DtI9u1R/DWwnur3XPFlxYtYx6vJGllbOm0x20S7UO3tkdvbPet+Txj4MmKmXxJoLlTlS19CcH2+an/APCceEv+hp0T/wAGEX/xVAGD4ZT+0Pit4w1ReYLZLfT42HRmC7pB+BwK72uI8M6x4N8N6W9ovjDRrmaaeS5uLh76ENNK7ZLEbvoPoBWz/wAJx4S/6GnRP/BhF/8AFUAb1FYP/CceEv8AoadE/wDBhF/8VR/wnHhL/oadE/8ABhF/8VQBvUVg/wDCceEv+hp0T/wYRf8AxVH/AAnHhL/oadE/8GEX/wAVQBvUVg/8Jx4S/wChp0T/AMGEX/xVH/CceEv+hp0T/wAGEX/xVAG9RWD/AMJx4S/6GnRP/BhF/wDFUf8ACceEv+hp0T/wYRf/ABVAG9RWD/wnHhL/AKGnRP8AwYRf/FUf8Jx4S/6GnRP/AAYRf/FUAb1FYP8AwnHhL/oadE/8GEX/AMVR/wAJx4S/6GnRP/BhF/8AFUAb1FYP/CceEv8AoadE/wDBhF/8VR/wnHhL/oadE/8ABhF/8VQBvVwXitf7P+J/gzVm4gmNxp8jHszpmMfiQa3/APhOPCX/AENOif8Agwi/+KrG8Tax4M8S6P8AYn8X6PbyxzR3FvcJfQloZUYMrAFvw+hNAHXajfQ6Zpt1f3B2wW0LzSH0VQSf0FcZ8I7GaPwYdXux/putXUuoTE/7bfL+GAD+Nbo8ceEsDPinRCe+L+L/AOKpf+E48Jf9DTon/gwi/wDiqAMnxp4q8F6XdxaT4ujhZZIvtEQubMzxnkjjCthuPTuKyPh/bLrfivUvF9tp5sNHFqmnaTEYhHuhDbmcKOgLdPqfSupl8Y+DJ1CzeJNBkUHID30JGfxan/8ACceER/zNOif+DCL/AOKoAwYU/tL443U6cxaToyQSEdpZZC4H/fArva4jQdY8G6JPqlyfGGjXF1qV21zNM19CD0AVB833VUACtn/hOPCX/Q06J/4MIv8A4qgDeorB/wCE48Jf9DTon/gwi/8AiqP+E48Jf9DTon/gwi/+KoA3qKwf+E48Jf8AQ06J/wCDCL/4qj/hOPCX/Q06J/4MIv8A4qgDeorB/wCE48Jf9DTon/gwi/8AiqP+E48Jf9DTon/gwi/+KoA3qKwf+E48Jf8AQ06J/wCDCL/4qj/hOPCX/Q06J/4MIv8A4qgDeorB/wCE48Jf9DTon/gwi/8AiqP+E48Jf9DTon/gwi/+KoA3qKwf+E48Jf8AQ06J/wCDCL/4qj/hOPCX/Q06J/4MIv8A4qgDeqpqlmNR0m8sScC5geEn03KR/Wsz/hOPCX/Q06J/4MIv/iqP+E48Jf8AQ06J/wCDCL/4qgDK+FV0bj4caVFINs9or2syHqjxuVwfwA/Os+T41eDIbaRpbu6ju48g2TWknm7h/D025/4FVzRdX8G6HqOrz23jDRjb6jc/avs5voQIpCoDkHdzuIB+tajeL/BTTCZvEWgGVejm9h3D8d1AHFeHfCGo6j8FtW0y5tja3eqvPdwWz8GIswaNTnpyoPtms68+I2mXnwxPhiGG5bxNNZDSzpf2dxIsu3y2PTGByetel/8ACceEv+hp0T/wYRf/ABVR/wDCY+DBMZv+Ek0HzSMF/t0O7HpndQBh+JY28L/A+4sZ2DTQ6Slgcc7pGQRcfi1dX4c05tI8MaVpr/ftLOKFvqqAH9RXN6/rHg3xA+mrc+MNGW2s7tbt4BfQkTMgO0Md3QE5x3wK2f8AhOPCX/Q06J/4MIv/AIqgDeorB/4Tjwl/0NOif+DCL/4qj/hOPCX/AENOif8Agwi/+KoA3qKwf+E48Jf9DTon/gwi/wDiqP8AhOPCX/Q06J/4MIv/AIqgDeorB/4Tjwl/0NOif+DCL/4qj/hOPCX/AENOif8Agwi/+KoA3qKwf+E48Jf9DTon/gwi/wDiqP8AhOPCX/Q06J/4MIv/AIqgDeorB/4Tjwl/0NOif+DCL/4qj/hOPCX/AENOif8Agwi/+KoA3qKwf+E48Jf9DTon/gwi/wDiqP8AhOPCX/Q06J/4MIv/AIqgDeorB/4Tjwl/0NOif+DCL/4qj/hOPCX/AENOif8Agwi/+KoA8wlQ6B+09HLN8sOrW/yMenMW3/0OPH41n/E83fhT4w6T4vubKW50sLH8yDIBUFWXPQNzuGeufrXY+Mo/BXiy/wBJ1FfG2kWF/pk3mwzx3kLE8g4I3DuAfz9a6x/Gvg+RCj+J9CZTwVa/hIP/AI9QB4mNYf4ofG3RNV0OwuorPTzAZZJVAISNy7FsEgZztHPPFV/DfiP/AIVN8Q/EMfiLTruRbot5csKAsw3llZdxAKsD69a9yh8Y+DLdNkPiTQY067UvoQP0akm8YeC7hQs/iPQJVByA99C2PzagDxHwH4av/HNz441VbVrWy1W3nS33jCGZ5RKgB7hSoBI9aztL8f3Xhb4eav4EvdJul1SRpYIyRgIsgwwI655bGOuRX0GvjbwgqhV8UaGFHAAv4uP/AB6mN4x8GPMszeI9AMq8K5vocj6HdQBwnhXSJ/AXwJ1efUYzBeXFvPcvG/BRnQJGp9DwvHYk1f8AgNpj2Hw3WeRSDfXclwuf7owg/wDQCfxq743vvCXjPw62jN450iyhklV5WjvIWLheQvLjjOD+FbGmeJ/BOkaVaadaeJtES3tYlijH9oRdFGB/F1oA6misH/hOPCX/AENOif8Agwi/+KooAX/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJo/wCEJ8J/9Ctof/guh/8Aia3aKAML/hCfCf8A0K2h/wDguh/+Jo/4Qnwn/wBCtof/AILof/ia3aKAML/hCfCf/QraH/4Lof8A4mj/AIQnwn/0K2h/+C6H/wCJrdooAwv+EJ8J/wDQraH/AOC6H/4mj/hCfCf/AEK2h/8Aguh/+JrdooAwv+EJ8J/9Ctof/guh/wDiaP8AhCfCf/QraH/4Lof/AImt2igDC/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mt2igDC/4Qnwn/0K2h/+C6H/AOJordooAK8C1v4ofFDRFubm78OW9vYxSFRPNZShcZwvO/HPFe+1518cf+SW3/8A12h/9GCgDj/DXxJ+Juu3emzL4dgk0q5nRXuYrKTb5e/axDbscc8+1e69K4b4O/8AJKND/wB2X/0c9cf8etd1BBo/hmwmaFdRYtOVbG8ZCqpPpkkkewoA9jgvLW6LC3uYZin3hG4bH1xXBa58SJ9J+J+m+E0sYJLe7EZa5MhDJuLA8dOMV5b458Dv8JH0TX/D+q3bTmXy5TKQMuBngAD5CAQVOfqay9e8I2N98VtM09Lm4FtrwjvXc43RmYsxA4xx70AfUrzwxxGV5Y1jHVywAH4023ure7QvbXEUyg4JjcMB+VeKeLvA/gbwp4f0fTfEOvagttby3EsMMKqZp2k2Z6KQANnoOvWuD0HVtG0H4paJN4MvNS/s+4niguI7wAMQ77WXjhhggjPQ0AeqaL4y1+7+Oup+HJ7/AH6TCshjt/KQbcKpHzBd3UnvXqk9zBax+ZcTRwpnG6Rgo/M14d4c/wCTnNZ/3Zf/AEBa47U9b0Txh8SNVuPGur3lrpVs8kVnFbqWIAbaoGAQvAyTjk0AfUyOsiB0YMrDIYHIIpGdUGXYL9TivA/gjr4tPGmq+GLK+lvNEdJJrJpQQRtYYOD0ypOfcCtb9oz/AJFrRv8Ar8b/ANANAHsn2iDzxB50fnFdwj3DcR649KT7TAbg2/nR+eBu8vcN2PXHWvl3xt4WvfBVl4Z8URaxdTavegTSyNj91IFVlC+wBxg+npxT/HPhq98AXXhvxMmr3N1q98WubiSQ4xMuxjgjqDuI59PfFAH1ISAMk4AqGC7trrd9nuIptpw3luGx9cV4x8c9a1C61LQvCVjcNBFqJDzYOPM3PsQH2BySO/HpXL+N/CD/AAe1PQ9c8O6nduzuyyiYj5mXBI+UDKMCRg5xjqaAPpNXR87XVsdcHNQ3cj/ZZ0t3X7T5beWMjO7HHWvDvAE8fhX42avpH+qsNWhNxbg8AAjzk/JS61F8OYz4p8Y+NfGUoLRLFNHblu28HGPcIoH/AAKgD0j4cN40OnXx8ayK9wJR5BBhOExz/quOvrXYyXVvFEZZJ4kjBwXZwBn614N8F/8AkmvjL/cf/wBEtXHeDvBD+J/h74h1OfUp4bfShJPb2yY2PMI9zFs/7IUfj+YB9VTXMFvGJJ5o4kJADO4UE/U1LnIyK+WNB8LXvjL4YaprOo6xdGDQIpI7C2yCg2r5jg59mAH4dgBXZeF/Geo6X+zvfagkzNd2UzWVtIxyUDMmDz/dDnH0AoA9vN5bLci2NxCJz0iLjcfw61IXQMFLqGPQE818gRQeEJvB02oXev6h/wAJczGZY/LYpuDcAtt5JHO7dwT7cyyavq3jHxV4TP2x49VaGGz+1/xBhNIok+oUgk9cjNAH1vHcwSyyRRzRvJHw6K4JX6jtXA658SJ9J+J+m+E0sYJLe7EZa5MhDJuLA8dOMV5fN4db4ZfGvw3aabqFxPFevDveXAZllkMbq2OCOM/l6Zql4w8C2S/Gq30IXc/k6tKJ5ZMDchkZiQvGMDHegD2PxxJ45bXNHPhOZBp2f9O+aDn5h/z056Z+7Xe180eP/CVr4K1rwdpFpcTXEQnaXfNjdlpU44+lfS9AEU9zBbKGnmjiUnAMjBQT6c15XqHjLX4fj5Z+Go7/ABo8iqWt/KQ5zCW+9t3dRnrXH63p8vxQ+OV5od7eTQ6bp4dAsZGUVAA23PGWc9cdPoKraRoc3hv9ojTNIkvZryO2O2CaY5fyjAxVT9Acfh+FAH0dPcQW0fmXE0cUfTdIwUfma5D4na/faD8O77V9GuxDcxtF5UyqrjDSKDwQQeCa8Q8Qa5pHi34pap/wmWrXdpotlJLBbRW6lj8jbQAADjOCxOPb0xz0uux2Gk+J/Del6hNeaBPsltDMCpBWaMg4OMHBIPAyQDQB7JqfjXxDb/AWx8Sxaht1eVlD3HkxnOZWX7u3b0A7Vb1Lx7rekfBnRvEqvBc6lctEsrzxfK27dk7V2gHgVyus/wDJrumf76f+jmruvCfhrTPFXwf8P6dq0TyWwhSXajlDuBOOR9aAPRKhhvLa4keOG4hkdPvKjhiv1A6V5P8AH7xNe6P4d0/S7KZ4DqUknnOhwTGgXK59CXGfpjvXkeqTeF/DUek6p4J8Q382tW7j7R5kTIp4yWXKj5cjBUk5B+tAH1nPe2lq6pcXUMTN90SSBSfpmpty7N+4bcZznjFfJGmXvhfX/EurX3j681aGW5kEkElsMhQ2TzkE4AK7cDGPwrS8X6hpul6VonhHQ/Ectx4cuHN5PdAHdtd9u11HJ2bGO3AzkcdKAPqC3ure7Vmt7iKYKcExuGwfwpzXEKRtI00aogyzFgAPqa+VW1nw74L8X6RqfgbWL65t8hb6K5QruXIyD8qghgT24Iz6Uvwz8EXHju51iwfU5bLS4THLcrEuTLJlxGMH0+c/54APqtHSWNZI3V0YZVlOQR6g1FDeWtxI0cNzDI6feVHDFfqBXifxh1C+8KeDPDfg7TbuTEsPkzTL8jSJGqqF4PAYnJHtit/wt8EdO8NanpOsRardvqNoweYMF8qQlSCFAAIHPcmgDY8It47PjTWh4ikVtDzJ9gUGDIHmfJ9z5vuf3vx5ruPPh/56p/30K8N+Ev8AyWXxp/vXH/pQK5L4kfDzw94LS0srDUb++1q8YeVakIcLnGSAM8ngDuc+lAHuPxEk8XHQrZvBUqC++0jzSWhx5e1s/wCt467enNdPpX2v+x7L+0CDe/Z4/tB4/wBZtG7px1z04r578eeF7nwj8EdC029cG7bU/PlVekbNG52574459c1qfFTxDf2Pw98IaFYTPF/aVnGZyjYLKsaAJn0Jbn6UAe6w3lrcu6QXMMrJ94RuGK/XFTV81eOvh+/wqstG8RaHq92bwTiGZ2IA8zaWyoAHynawKnNfQ+i6h/a+g6dqQXaLy2juNo7b1DY/WgC9RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUtYu5LDRL+8hCmW3tpJUDDIyqkjPtxXhWlfFL4p65Z/a9L8O2l3b7inmQ2cjLuHUZ3+9e565by3nh/UraBN801rLHGuQMsUIA59zXz4/hb4ofDjwq2o2uqww2Fu3nS2tvKHKZIBZlK4btnBNAHvXhW81XUPDFjda3ai11KRCZ4QhTYdx4wSSOMVpXd3BYWc95dSLFbwRtJI7dFUDJP5VzPw48Wv4z8G22qzxrHdBmhuFT7u9e49iCDjtmuX+Lmqy6jeaT4DsrhbeXVnEt5OzbRFbqT3PqVY/8AAcd6AMTwb8Y9c8U/Ee00drSzh0q6ll8seW3miMI7Llt2M/KM8etXPG/xH8Y6V8QpvDfhzTrS9KwpIkZgd5DldzdGH8q5q1j0zSv2krCCylgj062iSKNxINgUWeB83TP9a6Lxf4A8aat8SLvxH4bvLawXyEjiuZJtrP8AIAwXCsR6c4oA6L4eeIvHWs6pdxeK9ETT7VIN0TrbtHufcBjJY9s1zmq/E/xZ4i8U3ei/D/SoLmKyJWW5lAO8g4JyzBVXOcZyTjPtVHwP8QvFEWra34T8TSma/trWdoJWA3pJGpJUkcMCASD7e/HEfDKLx1e2WrW3g25gtVi2TXMjhQ0hwQiAlT6NgcDrk0AfQfgTUvFGo6Tc/wDCW6bHY6hBcGNVjXCyJtUhgdxB5JGQccV1NebfB7x9feNNHvYNW2tqNg6B5VUL5qNnBIHAOVIOOOlek0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFecfFzxlqfhqw0vT9AmEWsanciOJtivtUYB4YEZJZR09a9HrxHxs32/8AaJ8K2kv+qt44nUH+8Gd8/mB+VAHRfE7xrr3gTSNCXTzbXl5csYZpLiInzGVV5AUqASSfasrw74x+Kl74i0+21bwxHb6fLOq3Ews5F2ITyclyBWv8W/Bmt+Mk0SHRRCr200kkks0m1Y+Fwe5PI7A1wyeL/H3w58bWOn+LNQXULC7ZS5yHUoWwWRsAgr6H8uQaAOk8ZfEnxMfHx8HeDrC3lvIwBJLMMlm2bzjJCgAHknv+tj4e/EjXdU8XXfhLxVZQwalCrFZIRj5l6qwyQeDkEcce9cn43lng+N8c/gZZrnxIExdwsimHd5eOpI/gxnOADjnNWfhS4l+K2szeKTPF4tYPtgZFWMDA3YIPJ24x225OTQB1vw58XazeeLvEfhTxFefar3T5S9vMYkjLxBtp4UAd0I4z8xr02vEbgmw/altzFwLy3xKB3/0cj+aKa9uoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArnfHGuaj4d8K3GoaTZC9vw8ccMBVm3szhei8nr0FdFRQB4DqXxM+J/hKa1vfEmiWqWNw2BGYwAe5UMrEq2P735Gu+8U+KfFVxomhXngXSkvv7UiMztMmfJXapXJ3BQfmI5PY1xnxe10+NNZsPAPh6IXl4l0JbiRfuxuFI25/2QxLHtjHXIr0y4s9U8K/DuOx8O26X2pWFrHDbxyDiVhtBJGR2yetAHmui/FTxjo/jez8O+NdMgj+1yJHuRNrpvO1WBUlWXPXHoeeMV7jXzPb6nfal8ZtJufiNbTWNzGYltYo4gkasGJjzkn5N5POTz7V9MUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5F4i8W/E258R6pZeFtBhfT7GUxi4aLmTABOC7AE+yjNW/hd8UrnxZLf6ZrtvDbajYxGZnjBRWRThtyk/KVJGfr2xXbeLPFWneD9Bm1XUpMKvyxRKfmmfsq+/8hzXifgzQdSbwp448eXsX2d9S067FsgGMh8u7j0GQAPofbIBeufi1441+51O/8I6PA+iablpHkj3MUGTlssOSATtXkD869P8Ah741h8deGU1JYhBcxuYbmEHIVwAcj2III/LtXD/AGGJ/hxq+8A77+VXz/d8mP/E1l/s2yOY/EkZJ8tTbMPYnzc/yFAHu9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFMmcxwSOOqqSM/Sn1HOpe3kVRklCAPwoA+f9I+K/xQ1+2e40nw/Z3kKPsZ4bSRgGwDj7/oRXsngvUNb1Twta3fiKyFnqbs4lgEZTaAxC8Ek8jB614bb+Cfih4D8LXOo2Gow2ltDm6ntIJgzjAG5iCu04A5GT0r1v4WeM5/G3hEXt6qLfW0xt5ygwHIAIYDtkEfiDQB2skiQxPLK6pGilmZjgADqTXh2j/GrWNd+JFppNrbWa6NdXnlRM8Tea0WSA2d2MnGenHSun+MGuzrp9h4S06VY7/XZPKeRm2rFBkbyT2B6fTdXnmoWWlaF8b/Ctjp88P2Gzht4xKHGCRuyxPTJJJPuaAPc/F/iW38JeF73WLjB8lMRRk/6yQ8Kv4n9MmuC+E3xJ13xtrWo2erw2caW0AkXyImQ7t2Ocsar+JL218efFOy0Ca5hXQNDAu7wySAJcTEAqvPUcgfTf7Vh/Bm5gT4m+K900aiVnEeXA3kzHAHrQBN4v+LvjnQr6Zl8PW1lpwuZIIJruCQmbaTyDuXIIGeB+Ne3adO91plpcSAB5YUdsdMkAmvHv2jf+Rf0X/r6f/wBAr1zRf+QFp/8A17R/+gigC9RRRQAVwXxj0+91T4b3trp9ncXdw0sJWG3iaRyA4JwACawf+GiPCX/QO1v/AL8Rf/HKP+GiPCX/AEDtb/78Rf8AxygDqfhTZXenfDPRrS+tZrW5jWXfDPGUdcyuRlTyOCDXM/GvwXquvWum61ocLz32ms26GMZdkJBBUdyCOnfPtTP+GiPCX/QO1v8A78Rf/HKP+GiPCX/QO1v/AL8Rf/HKAOM1+78a/F660rR38NT6XBbPuuJ5I3EYY4BclgMYGcLyeT1rZ+JHhnxBonjzQPEfh7R7jUrewtoYljijaQhoyRhgvOCpHP1ra/4aI8Jf9A7W/wDvxF/8co/4aI8Jf9A7W/8AvxF/8coA4zxxH4q1vUPDXja88K3BWECOfTTC52mOZmAdSMhXUjkjH6Umt23izxT8QvDOuzeEb3T7JZoBHDFA7+VGsuS0hCgKTyeQOAPqe0/4aI8Jf9A7W/8AvxF/8co/4aI8Jf8AQO1v/vxF/wDHKAKegaJq0P7RGranLpd6mnusmy6a3cRNlFxh8YP51z2paBqvw6+IOp6kfCS+ItEv2d41MHmBNzbsZ2tsZTkcjkfp1v8Aw0R4S/6B2t/9+Iv/AI5R/wANEeEv+gdrf/fiL/45QBc+HepahrXiOe7fwHbeHdNjtmEU32UJLJIWXjdtUkY3dBj3qn8e9H1PWPD2kxaXp15fSJdMzpawNKVGw8kKDgUf8NEeEv8AoHa3/wB+Iv8A45R/w0R4S/6B2t/9+Iv/AI5QBm/GXQtX1Twf4Wg0/Sr67mgX97Hb27yNH+7UfMADjkd6PjloWr6vo/hhNN0q+vXhWXzVtrd5CmVjxu2g46Hr6Vpf8NEeEv8AoHa3/wB+Iv8A45R/w0R4S/6B2t/9+Iv/AI5QAz4y+DdY1RtI8SaDbvcXum4DwxrucqCGVlXvg5yBzz7VyGtyeMfjFq2k6dN4cn0mztGJnmkRwilsbmJYDsOF5PPft2X/AA0R4S/6B2t/9+Iv/jlH/DRHhL/oHa3/AN+Iv/jlAGX8avCWqnUNE1nw3YXk9xDC1nILOFpHRQPkOFBPRnGfpXV/DXwzP4e+FBtZ7aSK/u45riaFkIcMwIVSOudoXj1rI/4aI8Jf9A7W/wDvxF/8co/4aI8Jf9A7W/8AvxF/8coAzPhJoWsab8PvFltf6VfWtxOj+VFPbujSfuiPlBGTzxxS/DHQtXsPhJ4tsrzSr62u51uPJgmt3R5MwADapGTk8cd60v8Ahojwl/0Dtb/78Rf/AByj/hojwl/0Dtb/AO/EX/xygDN+HuhavZfA/wAWafd6VfQXs5uvKtpbd1kkzboBtUjJyQQMd6TwT4I1LVvgfrHh6+s7jT76e7eSBLuJojuURspwwzglcZ+taf8Aw0R4S/6B2t/9+Iv/AI5R/wANEeEv+gdrf/fiL/45QBxXh/V9V8KaUugar8LBqd9AzLHcNaZZwSTyRG2/GeCD0x9alj0PxJefEvwhq1z4Ul09R5T3CWdkyQQYnkxuKggHZtJyc8812H/DRHhL/oHa3/34i/8AjlH/AA0R4S/6B2t/9+Iv/jlAFP4kaJq198Z/CF/aaXe3FnA1r51xDbu8ceLgk7mAwMDk57VX+Kmh+JLL4k6P4u0TSJ9Tjt4o8pDE0hDozHDKvIBBHP1rU/4aI8Jf9A7W/wDvxF/8co/4aI8Jf9A7W/8AvxF/8coA5XxmninxjfeDtXn8L6jbzpI4uIY7WVvJAmGC2VyMgZ5r6FryT/hojwl/0Dtb/wC/EX/xyj/hojwl/wBA7W/+/EX/AMcoA53xVp3iPwD8XZfFej6PPqdlfZYpEjMCWADoxUEqdw3A49OvNQ6Lpvi7Uvjnp3iLWvD95aRznzGKwOYoE8kqqs+MA4xn3PY8V1H/AA0R4S/6B2t/9+Iv/jlH/DRHhL/oHa3/AN+Iv/jlAHK674e1XwD8SNR1xPCq+ItF1Bnk8sw+YELtuI+62xg3AJGCD+UOvS654u8N6sth8Nl0m0WBDE0FiTPLJ50fCkIpI27ycL25Ndh/w0R4S/6B2t/9+Iv/AI5R/wANEeEv+gdrf/fiL/45QBmatoWryfs46fpaaVfNqKMm60W3cyj98x5TGenPSvRvhza3Fj8PNDtru3lt7iO2CvFKhR1OTwQeRXGf8NEeEv8AoHa3/wB+Iv8A45R/w0R4S/6B2t/9+Iv/AI5QBe+NPgm/8W+HrS50qIz32nSMwgB5kRgNwX3+VTjvg964qDxbqt1ZR2Fr8ILZtXChHmk0/wDd7v7xTyxj8W/Gun/4aI8Jf9A7W/8AvxF/8co/4aI8Jf8AQO1v/vxF/wDHKAOb1/xNfzWs+l658KFurqNGt7a6jtmUBR8qFcISABjhWx6YrlLf4V+K9O8Naf4kj0hpruG7Mr6dJFukMQ2lS0fUgkMCvXBHHXHp/wDw0R4S/wCgdrf/AH4i/wDjlH/DRHhL/oHa3/34i/8AjlAGJZeJb/Xb2zstO+ElpaO0qLcXM9kGSNcjcRmNQDjPU/gav/ATRNW0eXxKdU0u9sRM1v5X2q3eLfjzc7dwGcZHT1FXP+GiPCX/AEDtb/78Rf8Axyj/AIaI8Jf9A7W/+/EX/wAcoAsfGzwRqPinR7G/0iJpr7TmcmBPvSRtjO31IKg49z3qv4R+JHjHW9Y0zSL7wjcW3zbb2+kikCgAHJ2lQFJIHUnrR/w0R4S/6B2t/wDfiL/45R/w0R4S/wCgdrf/AH4i/wDjlAGf8NtG1jTPil4x1C60m+ht5ftDQSzW7okpM+4bWIwcjniuG0i48b2XjafxZqXgjVtU1FyWj86ymVImPAKgL2HA9PrXpP8Aw0R4S/6B2t/9+Iv/AI5R/wANEeEv+gdrf/fiL/45QBi/EOXxP44+F+nTzeGL+31FdUO+yitpWdUEbgOVK5AOeuMVe+JHgXVvEHw+8M3em20r6lpVpGslrtxIVKJuwDzuUqOOvXvxVz/hojwl/wBA7W/+/EX/AMco/wCGiPCX/QO1v/vxF/8AHKAOL8Q6j44+LC6XoD+GJ9PW3lD3E8kbqm/G3exYAKAC3y8nmvoXTbGPS9Ks9PhJMVrAkCE9dqqFH8q8u/4aI8Jf9A7W/wDvxF/8co/4aI8Jf9A7W/8AvxF/8coA9boryT/hojwl/wBA7W/+/EX/AMco/wCGiPCX/QO1v/vxF/8AHKAPW6K8k/4aI8Jf9A7W/wDvxF/8co/4aI8Jf9A7W/8AvxF/8coA9boryT/hojwl/wBA7W/+/EX/AMco/wCGiPCX/QO1v/vxF/8AHKAPW6K8k/4aI8Jf9A7W/wDvxF/8co/4aI8Jf9A7W/8AvxF/8coA9boryT/hojwl/wBA7W/+/EX/AMco/wCGiPCX/QO1v/vxF/8AHKAPW6K8k/4aI8Jf9A7W/wDvxF/8co/4aI8Jf9A7W/8AvxF/8coA9boryT/hojwl/wBA7W/+/EX/AMco/wCGiPCX/QO1v/vxF/8AHKAPW6K8k/4aI8Jf9A7W/wDvxF/8co/4aI8Jf9A7W/8AvxF/8coA9boryT/hojwl/wBA7W/+/EX/AMco/wCGiPCX/QO1v/vxF/8AHKAPW6K8k/4aI8Jf9A7W/wDvxF/8co/4aI8Jf9A7W/8AvxF/8coA9boryT/hojwl/wBA7W/+/EX/AMco/wCGiPCX/QO1v/vxF/8AHKAPR/Ecupw+HNQl0aPzNSSBmtkwDucDgYPFeH+JPiB498S6BP4bbwVdW11dARTypbynK552qR8ufUk8Z+tdT/w0R4S/6B2t/wDfiL/45R/w0R4S/wCgdrf/AH4i/wDjlAFBtB8W+AfgzaWuhpdHXZb4TXEdnD57IGByuAD0Cpk+tal/8LY/iDpuhaz4hv8AULXVF0uGG4jEaqd4yzFgRw2XOR7VF/w0R4S/6B2t/wDfiL/45R/w0R4S/wCgdrf/AH4i/wDjlAHn0nwdnX4oJ4fWDVjoJHOp/ZjtH7rf9/bs+98v/wBeu/13x1418Ga5d6evhWbVNIj2rZXKRuDtCAcsgIPOeCAad/w0R4S/6B2t/wDfiL/45R/w0R4S/wCgdrf/AH4i/wDjlAGN8MfCviDW/Ht/418SWD2ccyybIpYyhkZxtwFPIUKSMnrx15rK0ceKvg5rmt2Nt4budXs77b9luIlYr8u7YxKqecNyvB469z13/DRHhL/oHa3/AN+Iv/jlH/DRHhL/AKB2t/8AfiL/AOOUATfBHwZqXhrSNQ1HWIWt7zUnQrA4w6Iu7BYdiSx49hXqteSf8NEeEv8AoHa3/wB+Iv8A45R/w0R4S/6B2t/9+Iv/AI5QB63RXkn/AA0R4S/6B2t/9+Iv/jlH/DRHhL/oHa3/AN+Iv/jlAHrdFeSf8NEeEv8AoHa3/wB+Iv8A45R/w0R4S/6B2t/9+Iv/AI5QB63RXkn/AA0R4S/6B2t/9+Iv/jlH/DRHhL/oHa3/AN+Iv/jlAHrdFeSf8NEeEv8AoHa3/wB+Iv8A45R/w0R4S/6B2t/9+Iv/AI5QB63RXkn/AA0R4S/6B2t/9+Iv/jlH/DRHhL/oHa3/AN+Iv/jlAHrdFeSf8NEeEv8AoHa3/wB+Iv8A45R/w0R4S/6B2t/9+Iv/AI5QB63XifxXQ6D8U/B/ih/ltS6QTP8A3QkmTn/gMh/75rR/4aI8Jf8AQO1v/vxF/wDHKxPFPxd+H3jHSBpmraVrzQCRZVMcUSsrDPIPmehI/GgDufiD4l8WeGL3T7rQtEbVtPZHF3GkbMVbI2kFeRxnnBFeXXNn4t+L/jfTbi+0KbS9Lsyqu0kbKqJu3N8zAbmPTAHp7muttPj/AOELOzgtlsdedYY1jDyRRFmAGMk+Zyam/wCGiPCX/QO1v/vxF/8AHKAOe8QWPiT4f/F288WWWh3Gradebj+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31-12-2022 variazioni Diritti d'uso su terreni e fabbricati 6.128 689 5.439 Diritti d'uso su attrezzature 120 103 17 Totale Diritti d'uso 6.248 792 5.456", "metadata": {"coordinates": {"points": [[157.5, 503.4166666666667], [157.5, 642.0277777777777], [1476.25, 642.0277777777777], [1476.25, 503.4166666666667]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "image_base64": 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", "image_mime_type": "image/jpeg", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "c85796049c63aa4320efee63709ead27", "text": "Il dettaglio e la relativa movimentazione rispetto al periodo precedente sono illustrati nella tabella che segue:", "metadata": {"detection_class_prob": 0.8559622764587402, "coordinates": {"points": [[148.6949920654297, 714.1146850585938], [148.6949920654297, 745.4295555555552], [1484.2777777777778, 745.4295555555552], [1484.2777777777778, 714.1146850585938]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "5edce0c92af8969d5c0b8d297bfdecd4", "text": "\u20acuro/000 Saldo 2022 investimenti disinvestimenti ammortamenti 31/12/2023 Diritti d'uso su terreni e fabbricati 689 6.128 (54) (635) 6.128 Diritti d'uso su attrezzature 103 78 - (61 120 Totale Diritti d'uso su beni in leasin; 792 6.206 54 69 6.248", "metadata": {"coordinates": {"points": [[157.5, 780.7499999999998], [157.5, 902.4166666666663], [1476.6666666666667, 902.4166666666663], [1476.6666666666667, 780.7499999999998]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "image_base64": 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Partecipazioni", "metadata": {"detection_class_prob": 0.8278838396072388, "coordinates": {"points": [[154.39390563964844, 978.5040283203125], [154.39390563964844, 1011.8319091796875], [384.05555555555554, 1011.8319091796875], [384.05555555555554, 978.5040283203125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "7bd5394d23d41d33da21aa9404048492", "text": "La voce si riferisce al valore delle partecipazioni pari a 299 mila euro (299 mila euro al 31 dicembre 2022), costituita principalmente dalle partecipazioni nella Fondazione Gambero Rosso per 132 mila euro e nella StartupBootcamp Foodtech S.r.l. per 166 mila euro.", "metadata": {"detection_class_prob": 0.9356123805046082, "coordinates": {"points": [[154.5802001953125, 1044.5438232421875], [154.5802001953125, 1159.096222222222], [1484.2617777777778, 1159.096222222222], [1484.2617777777778, 1044.5438232421875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "parent_id": "29acd1d1866aba6be1af78a5aecfc9a1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "6cc16dd593172fa0c7fc3abdd6490972", "text": "5. Attivit\u00e0 per imposte anticipate", "metadata": {"detection_class_prob": 0.8494535684585571, "coordinates": {"points": [[155.38758850097656, 1237.20654296875], [155.38758850097656, 1269.522216796875], [593.8055555555554, 1269.522216796875], [593.8055555555554, 1237.20654296875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "c09475e8dad78ba663accb06e3fabaee", "text": "Il saldo al 31 dicembre 2023 \u00e8 pari a 1.460 mila euro ed include i crediti per imposte anticipate calcolati sulle differenze temporanee e sulle perdite pregresse. Il relativo ammontare al 31 dicembre 2022 era pari a 1.694 mila euro.", "metadata": {"detection_class_prob": 0.9335297346115112, "coordinates": {"points": [[150.72073364257812, 1303.6981201171875], [150.72073364257812, 1421.1517777777776], [1483.8015555555558, 1421.1517777777776], [1483.8015555555558, 1303.6981201171875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "parent_id": "6cc16dd593172fa0c7fc3abdd6490972", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "04ceb52e32f2023a701bf27ff35b84e1", "text": "I crediti per imposte anticipate sono stati registrati in quanto esiste la ragionevole certezza che gli stessi saranno recuperati nei prossimi esercizi. La recuperabilit\u00e0 delle suddette imposte anticipate \u00e8 subordinata al conseguimento di utili imponibili futuri sufficientemente capienti. La valutazione della predetta recuperabilit\u00e0 tiene conto della stima dei redditi imponibili futuri e si basa su pianificazioni fiscali prudenti; tuttavia, nel momento in cui si dovesse constatare che il Gruppo non fosse in grado di recuperare negli esercizi futuri la totalit\u00e0 o una parte delle predette imposte anticipate rilevate, la conseguente rettifica verr\u00e0 imputata al Conto Economico dell\u2019esercizio in cui si verifica tale circostanza.", "metadata": {"detection_class_prob": 0.9567990899085999, "coordinates": {"points": [[155.94581604003906, 1453.9332275390625], [155.94581604003906, 1733.5982666015625], [1484.049111111111, 1733.5982666015625], [1484.049111111111, 1453.9332275390625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "parent_id": "6cc16dd593172fa0c7fc3abdd6490972", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "99aa9c594e5e55c23c7340ea55fa41ec", "text": "6. Altre attivit\u00e0 finanziarie non correnti", "metadata": {"detection_class_prob": 0.8589004278182983, "coordinates": {"points": [[152.24488830566406, 1811.40625], [152.24488830566406, 1842.7568359375], [682.8055555555555, 1842.7568359375], [682.8055555555555, 1811.40625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "2e14bb46949e68092dcfaf9ee7725d29", "text": "Il saldo delle altre attivit\u00e0 finanziarie non correnti al 31 dicembre 2023 \u00e8 pari a 113 mila euro (112 mila euro al 31 dicembre 2022). La voce \u00e8 composta principalmente da depositi cauzionali versati a fronte della sottoscrizione di contratti d\u2019affitto di immobili e utenze.", "metadata": {"detection_class_prob": 0.937251627445221, "coordinates": {"points": [[155.28721618652344, 1877.003173828125], [155.28721618652344, 1993.5684444444441], [1484.2777777777778, 1993.5684444444441], [1484.2777777777778, 1877.003173828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "parent_id": "99aa9c594e5e55c23c7340ea55fa41ec", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "b77e28f42ef3bc546615ed8f94f4c021", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.6350712776184082, "coordinates": {"points": [[157.33333333333334, 2166.4189453125], [157.33333333333334, 2192.353271484375], [598.6808888888888, 2192.353271484375], [598.6808888888888, 2166.4189453125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "parent_id": "99aa9c594e5e55c23c7340ea55fa41ec", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "d13417e4eff4588350866da838b31912", "text": "Pag. 37 di 54", "metadata": {"detection_class_prob": 0.4217872619628906, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "parent_id": "99aa9c594e5e55c23c7340ea55fa41ec", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "d2b78a4d366822f8151e6a2073340435", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.6143506169319153, "coordinates": {"points": [[940.0303344726562, 218.5283203125], [940.0303344726562, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.5283203125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "cbb8f578093ab39f6893635408598722", "text": "Attivit\u00e0 correnti", "metadata": {"detection_class_prob": 0.8002814054489136, "coordinates": {"points": [[158.29745483398438, 300.8974304199219], [158.29745483398438, 336.40142822265625], [380.38888888888886, 336.40142822265625], [380.38888888888886, 300.8974304199219]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "202ac9dbfad3a1fbcbc23d21f20b8a3a", "text": "7. Rimanenze", "metadata": {"detection_class_prob": 0.8301084637641907, "coordinates": {"points": [[155.43849182128906, 371.8934020996094], [155.43849182128906, 407.8951721191406], [341.72222222222223, 407.8951721191406], [341.72222222222223, 371.8934020996094]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "44d8aa7c9cf9166934e21bfbe9c5f7fb", "text": "Il saldo delle rimanenze al 31 dicembre 2023 \u00e8 pari a 1.007 mila euro contro 1.065 mila euro al 31 dicembre 2022. Il metodo adottato per la loro valutazione \u00e8 il seguente:", "metadata": {"detection_class_prob": 0.9226580858230591, "coordinates": {"points": [[155.9088134765625, 443.970703125], [155.9088134765625, 518.90283203125], [1484.1764444444443, 518.90283203125], [1484.1764444444443, 443.970703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "parent_id": "202ac9dbfad3a1fbcbc23d21f20b8a3a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "aabe048fa73a6a0c3ebe2bd415e50e9e", "text": "- le materie prime, ausiliari e prodotti finiti sono iscritti al minore tra il costo di acquisto o di produzione e il valore di realizzo desumibile dall\u2019andamento di mercato, applicando il metodo del costo medio ponderato, o se minore, al valore di realizzo;", "metadata": {"detection_class_prob": 0.9321451783180237, "coordinates": {"points": [[200.07737731933594, 551.7239990234375], [200.07737731933594, 667.7125244140625], [1483.1959999999997, 667.7125244140625], [1483.1959999999997, 551.7239990234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "parent_id": "202ac9dbfad3a1fbcbc23d21f20b8a3a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "ListItem", "element_id": "1872e16ae290dcf693fa443a8c28e513", "text": "- le rimanenze dei prodotti finiti editoriali sono state valutate al costo della carta e della stampa per le pubblicazioni edite nell\u2019esercizio mentre, per le vecchie edizioni, tale costo \u00e8 stato ridotto in percentuale, tenendo conto dell\u2019anno di pubblicazione. Il valore cos\u00ec ottenuto \u00e8 poi rettificato dall\u2019apposito \u201cfondo obsolescenza magazzino\u201d, per tenere conto delle merci per le quali si prevede un valore di realizzazione inferiore a quello di costo.", "metadata": {"detection_class_prob": 0.9425192475318909, "coordinates": {"points": [[196.13047790527344, 700.2047119140625], [196.13047790527344, 896.747314453125], [1483.7117777777778, 896.747314453125], [1483.7117777777778, 700.2047119140625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "parent_id": "202ac9dbfad3a1fbcbc23d21f20b8a3a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "46bb3fb30c9920edc693f10b1fd69f94", "text": "In dettaglio la voce rimanenze \u00e8 cos\u00ec composta:", "metadata": {"detection_class_prob": 0.6775874495506287, "coordinates": {"points": [[152.88632202148438, 928.901123046875], [152.88632202148438, 968.0082397460938], [746.4722222222223, 968.0082397460938], [746.4722222222223, 928.901123046875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "parent_id": "202ac9dbfad3a1fbcbc23d21f20b8a3a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "6480b21b62562f146c5031ea279e3f6d", "text": "\u20acuro/000 31-12-2023 31-12-2022 variazioni Rimanenze materie prime, sussidiarie e di consumo 559 617 (58) Fondo svalutazione magazzino materie prime (54) (54) - Rimanenze prodotti finiti e merci 590 547 43 Fondo svalutazione magazzino prodotti finiti (88) (46) (42) Totale rimanenze di magazzino 1.007 1.065 5", 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YD/z0H5UfYD/z0H5VeooAo/YD/wA9B+VH2A/89B+VXqKAKP2A/wDPQflR9gP/AD0H5VeooAo/YD/z0H5UfYD/AM9B+VXqKAKP2A/89B+VH2A/89B+VXqKAKP2A/8APQflS/2ef+eg/KrtLQBR/s8/89B+VH9nn/noPyq9RQBR/s8/89B+VH9nn/noPyq9RQBR/s8/89B+VH9nn/noPyq9RQBR/s8/89B+VH9nn/noPyq9RQBR/s8/89B+VH9nn/noPyq9RQBR/s8/89B+VH9nn/noPyq9RQBR/s8/89B+VH9nn/noPyq9RQBR/s8/89B+VH9nn/noPyq9RQBR/s8/89B+VH9nn/noPyq9RQBR/s8/89B+VH9nn/noPyq9RQBR/s8/89B+VH9nn/noPyq9SMyopZiAoGSTQBS/s8/89B+VH9nn/noPyrlv+Ez8S3F4BYeBrq4sHfEN419GiuhPD7cZAI59a6XWNVbStLNytq1zcnCxWsbANI56KCePxo6XDrYk/s8/89B+VH9nn/noPyrE0DxD4j1TUfI1LwfNpVvtLG4lvUk57AKozVq98Ryf2xJpGkWIv76BFe43zeVHCD0BbDHceuAOlAGj/Z5/56D8qP7PP/PQflVDQfE0Os3N1YTQNZ6nZkC4tXYMVB6Mp43KfXArdoAo/wBnn/noPyo/s8/89B+VXqKAKP8AZ5/56D8qP7PP/PQflV6igCj/AGef+eg/Kj+zz/z0H5VeooAo/wBnn/noPyo/s8/89B+VXqKAKP8AZ5/56D8qP7PP/PQflV6igCj/AGef+eg/Kj+zz/z0H5VeooAo/wBnn/noPyo/s8/89B+VXqKAKP8AZ5/56D8qP7PP/PQflV6igCj/AGef+eg/Kj+zz/z0H5VeooAo/wBnn/noPyo/s8/89B+VXqKAKP8AZ5/56D8qP7PP/PQflV6igCj/AGef+eg/Kj+zz/z0H5VerI13xHYaBFEboySTzHbBbQLvllb0Vf6nigCz/Z5/56D8qP7PP/PQflUWj3uqX0bSahpS6ep5jU3IkcjP8QCgKfoTWJrXjhtG8T6Xo0mi3ZS/maJLp5EVMgZyoBJP44o6pdw6XOg/s8/89B+VH9nn/noPyp2qagul6bPeNE8pjXKxRjLOeyj3NcVL468Xw27zy/Dm7SJFLsx1KEYAGSelK47HZ/2ef+eg/Kj+zz/z0H5VH4f1V9c0Cy1OS0a0a6iWXyWbcVBGRzgVpVTTTsyU7q6KP9nn/noPyo/s8/8APQflV6ikMo/2ef8AnoPyo/s8/wDPQflV6igCj/Z5/wCeg/Kj+zz/AM9B+VXqKAKP9nn/AJ6D8qP7PP8Az0H5VeooAo/2ef8AnoPyo/s8/wDPQflV6igCj/Z5/wCeg/Kj+zz/AM9B+VXqKAKP9nn/AJ6D8qP7PP8Az0H5VeooAo/2ef8AnoPyo/s8/wDPQflV6igCj/Z5/wCeg/Kj+zz/AM9B+VGrata6LYPeXb4QYCqOWdjwFUdyTTba9uY9KkvtVijtdqmQxo27y0A6E9z9Pp7kAd/Z5/56D8qP7PP/AD0H5VzFp4t8U3d/FF/wglzFayPj7VJfxgBf7xUAn8K29c8RR6RPZ2UUDXWpXrFba2Vgu7AySWPRQOpwfoaALn9nn/noPyo/s8/89B+VZVv4nnh1220fWdNFjc3aM1q8U/nRybfvLu2qQwznGPxqyuutb66ulajCIXnybSZTlJgOq+zD070AXo7Aq4PmD8qKur96igBteMaHrq+H/iT44vJdPvbqFG3ObVFYoB3ILA/lmvYrieO1t3nlLCNBliqljj6Dk15N4Kv4k+Jfii4ubS+jtdRcC3klspQsnP8Au8fjSV+bTsxu3Lr3Rc8K6ZL418cQfEOaSCOxigMNjbwyFnz8wJk4GD8x49x6c7PxF8Sa/wCHILCXS4bUWs9zHDNPISzqWboq4x0zyawHivvhb4vklsbC7vvDOrOXkgtozI1pL3IA7H/PQVc+Juqwar4W04WMN7Oz30MwVLOXIRWO4kbeMe9Vde7ba6/PUF8Tv/Wmhc+IvijxH4cg02XSoLX7NcTJHJM7ZkySOAuMAH15ql4m1vxv4W1TTdTuLqwutNvbxLVtNjh2mIuOP3nVuh54+lRfE7UI9R0DRksoL2d/tUUxWO0lJVAeSfl4+lSfE/VYb/TdASyt764ZdUt7thFZynbEpbLH5ePp1pLfX+a3y0/4Ilrp/d/HX/gEmta14x8Na3pV9qF/Yz6XfXAgksorfb5O7phyctXT60/iK416xsdNP2TTXRnub9VR3Uj7qgNkc+uDXIfE3U4r/T9BWzt764IvIrhhHZynbGDyT8vH0607xVrl4ni/TTeaZqWoeF57YkRWkDHdL/00Tg46cHFC2t5v8v8Ahw6/L9S/4a8U6vd694m0H7VaarcaaEe0uSVjEm8fdfYMfKRg4HrWf4d13xz4u0HUJbe80/TrmC5dPN8jzR8v8Cg9v9o5NVvD9xc6R8U/EV5caDfWtnd20BjKw7kjRVwSxXv7DJz+dT/DPU4tP0PWkvba+t3+1SzhZLOUFkJ4I+Xn6VK1V/L8bjej07r8V/manhzx7NJ8ObzXtaRGudPeSGcRDAkdOOPTJIrM1rxdrVjp0Wp6bqN5fXasrS6YNIkETqfvKjmMMMdclj0rH8L6NP4h+GviTw+Ibi2vri8muIVubd4wQWBQ5IxyR9a6Tw/4+1Z7SHSNR8L6qmuxARNth/cMQANxkzgDv3q3vp5f8EWy+/8A4BHqXjPxOPFuhWNrYWsFnqMZkRJSfMJxyHyPlAPYc1NYa34o0b4kWega7qFpf2mpwySW7Q24iMLIMle5Ix6mqHiW+eL4keGJp4buYWaMt1NFaSMiM3uFwfwo8SajG/xf8M3iW969rZRTrcTLZylULphRkLz+FENWvV/k7Cls/RHVa2NQ0211DVrzxNNY2UOXWKK3hYKo6DLISSfr3rnfDvifX7Lwjf8AinxHdSSWjc2Vq8KI+3Pyliqjk+lUPEOpx+K/Gq6bqcV7beHNMYSHNnMftsv4KflFb3ifyfGnhm+0TRUmEscKyxPLbvEm5SNq/Mo/SpV+W6/pd/X+upWnNZ/15GRrni/WtOs4NT0u/vdSuFkQz6X/AGRIqOh4YI/lhhjOcknpXpdrcm70+K5WJkaWMOI5BtIJGcH0rg9A8f6pc20WlXfhfVY9dQeUwMOLckYG4yHgDvxn2rv4fMjtU8998iqN7AdT3OBVPREpts8203xH421nxbruhD+zrGS2jHlyBTIsOTw2DguT6EgUmga543v9T13wtPd2Dajp7of7UaHgI6kjEQwCeB34560nhnUY0+KviG6eC8S3uo0SCV7SUK5B552/zo8K6rCPin4punt76O2vltxbTPZyqshRDu5K8fjShqlfsN/a8ma/gfXtcudT1vQtemhu77TJBtuIoxH5qnkZUcCqOq6n4tsvC2p6/f6nHpNxbs7QWLxxNG6L90FiCxLexql4Z1B2+I3iu5gtrxPtkaizkltJFSRlB7leOfXFY1pfajq/hXXbPUvDeqXPiUwTo1xNF+7CkHARj29AAamTfLfrYcUuaz2uXviFd3ev/D3w/rqahcWi3MtsXtYSPLZnOSTkZOCOATiuy1XWpfCehWgub+W9uruVYYZJYAduR/djUZAHoM1w19BqWofBDSo4tIvlm057dmhkjxJIEPzFV64+vPtW54ni1bxT4X0zW9G0y4hvNNnW4gtrpQkkoA547fjVPRyXS/4aEx1UX5fjqRXnjDV9J1zTWs7nUNcsLiXyrqF9KeJoAejqwjXgehzUo8ReNL/xxrHh6JdPsmhtRJbOB5qoCThmzgliMDHT+uno/jm88RrHZ2mganZXpwJ5LuDZFB6kMfv+wxWPp+rxD4z6lcm1vhaT2cVvHcGzlCGRTyM7ffr04ot7yXr+X+YX0b9Pz/yHah4j8baFfeGdP1MacRe3Cw3N1D8zSN1OFwAoxXReJPFKWGs22iR3EltLNC08lxHbNO0aDAG1QrckkckYwD7Vg/Eq6H9u+GFSC7l+yX4nnMNtI4RMdSQCKTxeNW0fxZpvjfR9Pl1Kz+ym2vLeNSJPLJyGCkZ/DGfai90r93+Wn4lNW27fr/kT+H/FWrnxq2jTm81PS54/Mhv5NPa3MTDqjfIoPrnFdlrlxqNro9zPpUFvNeIhKJcOVT6kgZrL0PxNP4lnSSz0u/srKPmWW+h8pnP91VOT75rdv/8AkHXP/XJv5GlO6iKPxHmmg6t4+8ZeC49U07UrDT7jfIRutxJ5xBOE54UDgZwTTrT4h69qXw5vtVs7C1XV9Odob1JmIVCvVlHc8g4qD4V+JrPS/h7BDc2975qPK0YjtnkE3zH7pUEDnjnFL/ZNx4f+G2vy39tONR1uWW4+ywxNKys54X5QeQMZ7UVNIyt2/HT/AIJSXvJef4amvpN5471O30nWIZdPeylti01pIuxnbHDbwDjnsOnvUngfxL4h1/R9flvIbRtSs76S2hgUlIlKqvG7GSM5OTzWj4G1SF/A9iZIrmB7S3VZ45bd1ZSB6Ec/hmud+G2pQ2b+KPtUN5B5upz3kfmWko3xHGGHy8/Tr7VckuaS8n+aIjrBPrdfkyDwzrvjvxhpGpeReafp1zb3bx+b5HmgY/gVT2/2jk1N4d1vxv4u8OzLb3lhp15ZzvBNeGDzTKynsnAX60z4Y6lFp2n66L2C9gLXslwoks5QWQ9CPl5+nWl+GeqQ2Gk62l5b31uxvZrlRJZyjdGTwR8vP061K1WvZP56D/za+Wv/AADV8K+N57j4fXmta2qfatMeWG58rgSPGcZA7Z4rI1fxfrEWkLqumald3F4Nsh0waRJ5Tr3VXMe78d1Zvg/TZNe8B+KtAaC5tbu8vLieEXNu8YKkqUOSMdR9a2fDfjnVrWyh0PVfDGq/2zABCDFDmGTHAYyZwB+dG787L/g/iC0Xzf8AwDvtIv21TSLS+e3kt3njDtDIpDIe4INXa5y98VQ6FcafZarBePPdD5p4LcvDEc/xMOg5/SujpvXVCXY4O68TyXvjK/0A66NFmtlX7OhjjJuMjrlwR17DBqHxZf8AirRPhxNqzaqsGq2QYy7LeNo5hvwCQQcfL6etQ+JG0DX9V1HSPEuj3YNvg2t9FaSMSCOiuinBFUx4d1+5+C2qaPN59xdMH+xJN/rTCGBQN7kA/mKzd/Ztr+v67GitzpeZueN9W1jTPA0euabqJt7iJI2kTyUdZdxAOdwOOval8S+LH0mPQYJ70afFqOBLfmMMIztzgAgqCT6jFctr+v6l4p+F8tjp/hrU1uUjijmFxEY8OCvCDq/PfAFb17q5Gj6LZeJvDUzWd3H5VxCIjc+QQOGbaOPw6VrJau3cyjfS/Y39IfWLd9RmutQTVtPEKS2U0aIrOcNuU7AAei4IHeua0PxDq3irR4tS0fxHC1/vVrjSzDHiMZ+ZRkb+B3JNQ+DNFl0PXdbl0B7weHGtN0MVyjDFz6IrfNgAdx39qxdWstL8UWFtrGj6XqOleLt6lVjtZIsuDzvOApXrznOKlbp+n9eZX9eWy/r1udb408TeIND17QrW0htU06+u44JJyS0pJPIC4wBjPPJrT8R+IbmDXNN8OaUUXUb9XkaZxuFvEvVsdyTwO3rXM/ES4lE3hOKSG5nuLW+inumgtpHCqB8zZAI61F45t9V07xfonj3R7ObUbSC3+z3NtGhEnlsSQwUjP8XpngUdFfu/y0/Eb8t7fr+div4rs9Us/iL4MW+1Q38DXbGNpIUR1O3kfIACPwzXQal4m1+0+J2j6G8NrDpV4JGV0JeSTap65GF5x09Otct4m1vVPEviTwrqejeF9Vkjs53crcxiEk4wRznA9zWt4m1AD4neF7qS1uxHZxyi6aO2kkSJmXgbgvPPpVR+yn3Ynrf0Oo1NvEd34nFnayHTtGjtvNa+RY3d5c/cw4IAA56fjWD4Z8Xa3qWn+IraKSy1O/0qdo4LgtsSZcZBO0Y/KqevatfwfEh7XWdH1LUdCeCM2EdpEXj8zjJccDOc8k8Y96peFbu50bxF4wN9ol9bRXMxlRkhLIqkYABUcn6A1mndfJ/mU9/u/IveHNY8e+KNBsNTtLjT4Cl4VuopI/8AWoG5VTzgAfifUVq+FfEuv6n471/R9YhtbeOwjiMUNuSwG7JBLEAk4x6Diq/wjvf+KWawntru2uop5ZDHcW7plS2QQSMd+lVfDt/G3xe8R3JgvFt72K3jt5XtJFR2RMMMleMe9Wt0vL9ET9lv+t/8i3P4wOrTXwtNXu9OS2laGL7PprXHmMvBLHy2GM9hitTwB4j1PxDo8x1eylt7y1lMTSPA0Szjs6qwGM+lcnpGp6p8N9Y1HS9R0W/vdJubh57S6sITKRuOSpUdK9G0a8vdQt3vLq1e0jlI8m3kxvVfVsdCfTtilH4b+X4hL4ref4GFrvitIvEDaHFeTWbRQLNNcQ2jXDjcTtUAKwHTJJHcYql4R8Uavd+J73Rb5Lq9s1XzLbUpLJrfcP7jAqoyPXAqh4k/tjwh8QH8UWmmTajpV9AkN5HbrukjZeAQvfius0LX7nxFKLmDTryx09Aeb2MRySt6BeSAPWiG1/UJb29DcnnjtreWeVtscSF3b0AGSa4rS77X/F2iy63aakNNtpQ32S2WBJA6AnBkLAnn/ZIxXW6tY/2no19Yb9n2m3kh3f3dykZ/WvLPBfiHV/CWlt4R1jw7qk13bFo7ae1h3xSqckZbgAe9S9bry0K2s/MsfDO41S1+GupTadBbT6gl9cEJM5SPOeTwCce1db8OtevvEvgu01XUShuZnl3bF2gAOQAB7AAVyXw0n1TR/CWqpq+jXFlbefNNHKwLu5c/dEagnj1rX+D83l+BrfT5oLmC7t3kMkc8DxkBnYjlgAePStXq36Ij7Pzf6m/4s8RPoVvaQ2saSahfzi3tlf7u49SfYCs67XxjpWtaW1tcHWLCeTy71JIoo/IB/jUqAcDng5qD4maFqep6bp+paPH51/pVwLhIc48wdwPfFTaL41vPEqxW9noWpWVzlRcy3kHlxwjvtJ++fTioj+N/wHLRfL8f6sOg1u+8T+I9V0zSr37BZ6U6xS3MaJJJLKRkqAwICjoeM5qrpHinV7fxPf8AhTVRDdajHD59lcAeWLhcfxgDAP0FZ2lW934D8d63Jd21xNousy/aYrqCJpPKlOSysq5I+uPStC0sP7S8ey+MJIpobC0tPIgLxsHlz95tnXHpkZ9qS2Xpr93+f4A9366ff/kZnhzXfG/iy31q3jutO025tbvyhOIfNWPH8KqcZz6tn6elzwt411a68CazfalDHcaro8s1vKIhhZXTvgfXtVH4b6pFZ3Hic3dvfQLLevcxmSzlG+PHUfLz9OtU/AWpT6dpPjCVbC9FzJqM97BDLauvmxnGMZXHPIx1oXw/9u3+en/BH1/7e/DX/gHQaJqup67b6dqekeJotQieRDe2hhiHloeoGAGBHvmpYNV1m1+Kq6HPqZudOmsHuljeFFKMGwBuUAkfWuTvNJ07VdQ0zWvCFlf6XrzzI88X2aSGML/H5mQF/Lk1teK7m78N/EvTPET6Ze3unPZSWkjWcRkeNs7h8o9cVXVfP8v8xdH8vz/yNGDV9atvilNocuofarB7A3UcTxIhRt2Au5RnH1rK0vxH431rxXruh506xktkURyBTIsOT97BwXJ9yBUP2nXpvi7b6tF4buBZPp4iZpJAvlqWJ3NwRnj7oz25qTwvqMSfFLxFdSQXiW90iLBK9pKFcjrzt/nSS2v2f5sTdrtd1+Q7QNb8b6hqOueGJruwOo6e6f8AE0aHgI6kjEQwCeB34561qeCvEesSXuvaR4juILi60mTJuooxGJIyMglRwKyvCeqwj4n+Kbl7e+jt74QfZpZLOVVk2Id3JXj8ag8MzR3/AMQvFyvBexW+posdvNJaSIr/ACkHBK8fjihXtp2/EcrJ+V1/wToNH1HW/GWnT6rYap/Zlt5jx2kccMcm8Djc5YHqewxVjwN4tuPEUeo2GpQxw6vpc5gulj+4/Xa6+gODWF4Hu5/BFlceHNdtbpFt5We0uYrd5UmjJ4GVBwfritjwR4fnstU1/X7uFrebWLkOkDfeSJAQu7Hc5J/KmrX8rfjp/wAETvbzv+Gv/AOzooopDCiiigAooooAKWkpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqhrWmf2zo91p32qa1FwhjM0BAdQeuMg1frO1vWE0LTXvpbS8uo0IDJaReY/PfbkZpO1tRq99Dz2abxV8Nry0e71OTXPDUswhdrhR59tuOFJbuP09q6zxV4Xn8Tx2s1nrt9pk1uC8LWxABYjq3GSPbNV9SurbxtpaaZZw3PkzPG9y9xbvF5SqwbHzAZYkY4yOvProan4ns9Bv7awubLUSki/LcQ2rSxKB/eK5I/Km1paW9xLe6MDwnr/iCz8TS+FPFJjuLryjPZ30SbROgxkEeorP0HUY/C3xI8TWmuyLaRanMLqzuZm2xyLjldx4yOOK6m1s11rxRb+IPKeO3tLd4bYyIVaQvjc2DyAAMc+ppda8QQRTtYWmlXGp6iMhIhbkRqeOWkYbQOexJo2s3vZ/n/wwW3XT+v8AgnKWeoWupfHPzdLlWWJdOxcyxHKv/d56H6ivT65bwh4VfRGvNRv5Em1a/ffO6DCoOyL7Cupo2SX9b3Fu2/62sFFFFAwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8n8MNrPibxhrviG2WyBt5jaWj3YZ1jVeoCAjBPrn8K9Yrz7Q0bwJrWrWl7DcNpd9cG5tbiGFpQpPVGCgkH3xikvi+T/AE/S4P4fn/X42NPwj4vuNa1LUtF1W1jtdX05v3qxE+XIh6MuefSsf4jf8jl4G/6/pf8A0EVpeF9Imn8X6z4qmgeCO9RILaORdrmNeS5HbJ6DrxWH8RL5H8ZeFTFBeSrp9273TRWkjrGpUYOQuD+Gaa3hffS419rtZ/keoEA9RmuV8e3DNosGjwsRPq9ylkNvUIxzIfwQNXS29xHdW6TxFjG4ypZSpx9CARXMm2n1T4kC4lhkWz0m0xCzKQrzSnBI9cKpH/AqLapP+v62FeyujqIYkggjhjUKiKFUDsBT6KKAWgUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHnev3Tan8XfD2iswa2tIpL14/VwDsJ+ldf4j0T/hIdGk077fc2QkZSZrYgPwc4BIPcCuN122fTfjP4f1Ypi3vYJLRpP9vado/Gux1/X4vD1pHdT2V9dRu4Q/Y4PNZfcgHOKX2Ffz++//AAwO/O/Rfl/nc4e21DxR4D16w0/XL/8AtjQ7xxDDeOuJYXPQOe/1rS+JWk3EsWm63pV6ttrWny/6GrDcJy3Bjx3z/wDr4rQv/s/jNrGC2im+x29wtxNLNC0fK9FAYAk/pVXxZbXlp4v0HxALea606yEqXEcK7mj3rgSbepx7c809dL99/wCvu/MF1t2MXwl4hi8YeLY28QIbDXdKRki0xkKhSQN8gJPzZxx6DHXqdj4sI8fgibUIGKXFhKlxG46qVNVtRsbXxT410LVtJtp1k092a5vXhaEFNuBH8wBY5OemBzzVv4ryn/hAru0RS016yW0aL1LMcUpX5V3/AOCONubyOq0W9/tLRrG+PW4gSQ/UqCaKboVk2naHp9k33oLdI2+oUA0Vc7czsRG/Krl2iiipKCiiigAooooAKKKRmVFLMwVQMkk4AoAWimxyJNEskTq8bgMrKchgehBp1ABRRRQAUUUUAFFFFABRTFmiaZoVlQyoAWQMNyg9CR+Bp9ABRRRQAUUUUAFFFRLdW7XLWyzxGdAGaIONwB7kdaAJaKKKACiiigAqjq5vP7MnWwto7id1KhJJfLHPGc4NXqKTV1Yadji/hromteGvDa6Pq9tbJ5Ls6TQT79245wRgYrtKKKpu4gooopAFFFFABRRRQBQvNMN9cxtNcyG1XBNqFG12ByCTjP4ZxV+iigAooqL7Vb/avsvnxfaNu/yt437fXHXHvQBLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUUd1byzSQxzxPLFjzEVwWTPTI7UAS0UUUAFFFFABRRUc9xDawtNcTRwxL955GCqPqTQBJRSKwZQykFTyCDwaWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApaSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqOaeK2haaeRI4kGWdzgD8aat3btaC681VgK7vMc7QB6nPSgCaiqNtrOl3kwhtdSs55TyEinVmP4A1eoAKKhS8tpIpJI545EjJDlGDbSOoOO9Lb3MN3Ak9vKksTjKuhyDQBLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRUDXtsl4loZl+0OCyxg5bA747D3qO71TT7BlW8v7W2ZhlRNMqEj2yaALdFRW11b3kImtZ4p4j0eJwyn8RRPcwWyK9xNHErMFBkYKCT0HPegCWioJby2gniglmRJJs+WrHG/wBh71PQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGbrmiW2vaebW53KQweKVDh4nHIZT2INTaYt+lmI9ReKS4Q7fNiGBIOzY7H1FXKKACiiigArCfRJdS1uLUNUKNFaMTZ268hT/fY929PSt2ijzAVfvUUL96igCC4t4rq3eCdA8UgwynuK8h8GaDpt58SPFthc23nWtrIBBFI7ER89ua9jryDwrpY1L4reMwby9ttkgObWcx55HXHWiPx/JhL4Pmju9P8L6VYeIV1LSgIDFG9vPCjEqSdrDjOMjj860NS8RaTpMvlXt4qSY3FFRnIHqQoOB9aj0DRTocV7F5806zXJmV5n3uQVUcn6iuR+El3/amna1e3YB1GXUJRcbuWHPC/QDtRvou1/6+8Ol/O39fcd3aapYX1gL61u4ZbXGfNVxtHrk9vxrLu/G/hmx09b651q1S1aVoVk3ZDOvUDHXHr0rh9C0yNPH3jDQTAJNFkgE7QH7iyHt/On/C3Q9MuPhzd+fZQymSa4jJdQ2FBIAGelTfS/lf8R21t52/A9Ntby2vbOO7tpklt5F3pIpypHrXnPxP1rQNV8G6lbpqkguYI3eIQu6I8ijIBYDa30zXK2Wr3Gm/s+LJE7KGu2t2ZeqxmQg/oK7nxjbWLfBm9W3iiNuunb4sAYB25BHvTqK3N5BB6q/X/hje8JTw23w/0OaeVIok06As7tgAbB1NT2fivQ768Wzg1BPtDjKI6Mhf/d3AZ/CvNtavmj8N/DOxlP8AxLrowfaf7rFY12qfbJPHtXR/FyyjbwQ9/CoS8sZEltpF4ZTnoD71dR+9J+bX9feTBaJeV/6+47+srUfEukaVOYby8EcijcwVGfYP9raDj8asaRLNPotjLcgid7dGkz/eKjNefaoviXwrrusazpVpDrmi30vmXVqDiaJgoVgPUYXpUy92VmOOqudlfeMfD+m6fb395qcUVpcDMUxVirfiBVl/EGlpoo1hrrFgRu87y2xj1xjOPwrnLa10Xxz8NDaadCY7OWIpFG4+aFx2+oNY/hnW5PEXhO18MzMBqUUxsb9O4hj+82PRlwufVqdtWuv6B2fQ7iTxNo0WmwahJfIttOcRMVbMn0XG4/lT9N17StdE8en3qzPF8siAFXT6ggEVieIjosPiPRQ9tJda1CrtYW0b7QBjBZuwHvXPaE14vxv1P7XHBFJLpyMUhJIHPGT3PvSVm7ev4Bqlf0E8CWkOifEDxxD50zwQCBy8rtIwBVmPPU9TXdab4m0bV4bqWwvVnS1JWfajAoRzggjOa5Twl/yVbxv/ANuv/oBpfAIA8X+NQMD/AImWcD/dFCd+VeQ56NvzX5HRR+MtDuNLvNQtLs3UNnxMIYmLq3ptxnNZvgjx1aeLbWSQb4pmnkEcLRMMRrwMtjGe/WsnwFtGseN1GOL7oP8Adp3wmeGP4dTvcOEhW6uTIxOAF3HJ/Kknrf8Aup/kLy87fmdNN418OwTGKTVIgQ/ll9rFA3pvA2/rV3Udd03Slha8udgm/wBXtRn3cZ42g15lrn2Y/CLUoPDmnhNESJnS5unJaT5uSo69ehNdnpurWOjfD/T9Z1J1VbexUlz1+70Huad1ZvsFtV53/T/Msjx14bN7BZnUgtzcNtiieGRWc+2VpLOz8Of8Jre31rPG+tyQKs6rLu2oOBkdAa57wRol5rmrz+OPEERW6ul26fav/wAu0Hbj+8ep/wDr1W8N6ZaaV8Z/EEFlAsMTWUUhVf7x5JppWaT3s/8Ahv8AMN02ttPzR3mo69pmkuqXt0I5G5CKrO2PXCgnHvUmn6vp+q2X2yxvIp7fnLq3C4659PxrhvhreHUte8WXN3g36X3lHd1WMZ2geg4zVSx05Lb4za3pMUIOk6hp63F1APueYSBnHYnmpV9PNX/C4PS/k/1sdpc+M/DdnZS3k+s2iW8UvlNJvyN/oMdfwrU0/ULPVbGK9sbhLi2lGUkQ5BFeZ/CrRNMfSNbD2ULhb2WNQ6hgq88DPSsTRr650r4K+LWsSUNvf3EMW3gxoWUHH0BNF/dv5J/fb/MaV3bzseqyeL9AivI7WTUo0kkfYhZWCM3oHxtP51tg5GR0rz+fwg/ivwhb2kniRm0yWJHj8m0iXaAMjBA4rstIt0t9GtbdLhrlI4wgmfq4HGTVNWunuSnezRXn8T6Hbz3UMuqWyyWkXnXA3/6tM4yfx4x1qCz8Z+HNQ0ufUrXWLWSzgOJZd2Av1zzXCaB4e0mL416/AljF5KWUcyxkZXeWGTg9epqfRNE0z/hc3iOL7FD5SW8EqxbfkDleTt6Uo6peaf4Mb626W/G3+Z32i+ItI8RWzXGkX8N3EjbWaM9D7g81VvPGXh/T55YrnUo0aE7ZSEZlQ+jMAQD9TXJ+F4YLD4teKLa3jSG3a2jlZEGFznk4qJ2sn8EeJIvC1ismmyi6lnvLqQlXkwd+wdT04PQEUm7K/lccVeXL52PR2vbVLI3jXEQtgu/zSw27fXNZUHjHw9cTeUuqwI+3cPOzEGHqCwAP4V51JZ32p/AXSDatuaBIZZI848xFPK+/0q54nMHjeLw3aaPaSNdQXMU0rSW7KLaMD5s7hj2xVNe9bzt/wSb+7fyf/DHol7r2lafaxXNzfQrDMcRMp3+Z/uhck/hSaZ4g0rWFmNhepMYDiVcFWT6qQCKwtf8A7Et/FGiqLR7nW4I5GsbWJtiqh4Zm7AcYzXPeHvtX/C6dcS8jgjeWwiZo4ckfie59TSWrt6/gN6K/p/X4nYN428PqGJvn2rnLC2lI4687cUsHjbw7c6cl/BqSy2ryGJJI4nbcwGSAAMmuW8ZX9z4h1OPwJ4ffyg4Dalcx9LeHuo/2jXXLbaN4Q8OxnZHb2GmwnaT/AAjHP4n9aV/d5mHWyKz+PPDUU8MEmpeXLM22NHgkUufQZXmhLPw4/jv7ck6Nr/2QxmNZSSIgRnK9Byw6+tc14R0y68WeIH8a61CyRfc0u1f/AJZx/wB8j1NRafplnpnx5uBZwLEJ9IMsgX+JzIMk/lVJapPfX8v6uG6dvL80d1P4i0a2ubi3m1K2SW3j82ZTIP3a5xk+nTp1pNE8R6P4jgkm0jUIbyONtrmMng/Q159pWg6XH8btZiWyi8oWccuwjKlz1Yg9TUuhRR6b8X/FMNlEkUZsEm8tBgb/AFxUxd0m+z/AHo3by/Gx3Wo+JdH0qYxXl6qSKu5lVGcqPVtoOPxq/Z3trqNql1Z3Ec8DjKyRtkGuE+ENwupeFb29uAGvp7+b7WW5bdnhT7AcYqv8PoZdN8d+L9ItwRpcM6ywoPuxu3JA9O1UlrZ9r/194Pv52PRbm5gs4GnuZo4YUGWeRgoH4msK68eeFrG3s57nW7WOK8BaBiT84BxnGOBn1pfG+m2ep+ENSivYFmRIHdQ3ZgODXFeHND0yb4EmWWyheWTTZpGdlBbcA2DntjAqOayk+1v1/wAhpXko97/p/md1qfjLw5oz26ahrFrA1wAYgXzuB6HjtWncahZ2li19cXMUdqq7jKzDbj615rpGiabN8EFlls4ZJZdO3vI65YkLwcnmpbSbRLn4Q6CPERleGQRCOOInfLIG+VR69OlXJWbXZr8b/wCRKe3nf8LHa2HirRNTvhZWt+rXLJvWJ0ZGZfUBgM/hXPD4lae/jZ9E2zxQwRkySvA/zvnACgDOPesPxZNqL/ELwPcXVnDaBridERX3yY2j7xHGORx25rSt/wDkut3/ANg1KlatfP8ABDeify/Ox21/rNhpkKS3dwI1cZUBWZiPXaAT+lR2HiDSdUsZL2zv4JLaJiskhbaEIOCGzjH41xNnPf6n8UfEFomrfYZreGIQL5KSFo+SxG7pyRnFSv8AD/T7O5126v8AUZL+TU7dpJbV4lSMsg4cBe9K/u83kO2tvQ6ceMvDpezQavbbr1tluN3+sPtUGi2XhyLxPrN3pc6SanPsN6ElLhcZC8dB0P5VzPw08N6Pf+AdOe80+Gd1dmVpFyVIPGD2pvgDT7XSviL41tLKFYYEa3KovQZUk/qavZ/L/IneN/T8zttT8SaRo7lb68ERUZbCM+0f7W0HH41ftLu3v7WO6tJkmgkG5JEOQRXmngJdS8R6LqM/9u+RPJeTrdQfZo5CDvOASwz0xXV+C/DNv4T0+50y31Ka8USmQiQAeWW5wMdqS21G9HZdzZ1DWNO0lYzf3sNv5jBEEjYLEkAADqeSPzrPj8Z+G5taOjx6xatqAOPJDc59M9M/jXFfGXSrGW20C+e3Q3Z1a3g87+LyyWJX86l+K3h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"image_mime_type": "image/jpeg", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "1b76062c63414271e7d4266af90413c9", "text": "Il valore delle rimanenze al 31 dicembre 2023 \u00e8 esposto in bilancio al netto dei rispettivi fondi svalutazione magazzino, pari a 88 mila euro (46 mila euro al 31 dicembre 2022) per quanto riguarda i prodotti finiti, e per 54 mila euro (54 mila euro al 31 dicembre 2022) per quanto riguarda le materie prime. Le materie prime sussidiarie e di consumo si compongono sostanzialmente da Food & Beverage delle Citt\u00e0 del gusto.", "metadata": {"detection_class_prob": 0.9408126473426819, "coordinates": {"points": [[157.33333333333334, 1253.4739990234375], [157.33333333333334, 1407.4851111111109], [1483.9091111111109, 1407.4851111111109], [1483.9091111111109, 1253.4739990234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "ab11f68e7e88c22edc0f9709f7b42020", "text": "8. Crediti commerciali", "metadata": {"detection_class_prob": 0.8203163743019104, "coordinates": {"points": [[154.89688110351562, 1496.025390625], [154.89688110351562, 1528.4851111111107], [457.72222222222223, 1528.4851111111107], [457.72222222222223, 1496.025390625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "9cb49cafd7b7cc6b4786c7c1f727cede", "text": "Il totale dei crediti commerciali correnti al 31 dicembre 2023 \u00e8 pari a 7.239 mila euro, rispetto a 7.783 mila euro del 31 dicembre 2022.", "metadata": {"detection_class_prob": 0.8884946703910828, "coordinates": {"points": [[143.6002960205078, 1561.156494140625], [143.6002960205078, 1637.4851111111107], [1484.2817777777775, 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"ab11f68e7e88c22edc0f9709f7b42020", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "e7ea2b2a399ff74bb7b0cbc0662096a6", "text": "\u20acuro/000 31-12-2023 31-12-2022 variazioni Clienti ordinari 6.595 7.196 (601) Fatture da emettere 1.139 882 257 Note di credito da emettere (191) (38) (153) Fondo Svalutazione Crediti (304) (256) (48) Totale crediti commerciali 7.239 7.783 (545)", "metadata": {"coordinates": {"points": [[157.5, 1722.1388888888887], [157.5, 1930.0555555555552], [1476.25, 1930.0555555555552], [1476.25, 1722.1388888888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "image_base64": 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Hf/r1dooApf2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvV2igCl/Z//TX/AMd/+vR/Z/8A01/8d/8Ar1dooApf2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vV2igCl/Z/8A01/8d/8Ar0f2f/01/wDHf/r1dooApf2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvV2igCl/Z//TX/AMd/+vR/Z/8A01/8d/8Ar1dooApf2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vV2igCl/Z/8A01/8d/8Ar0f2f/01/wDHf/r1dooApf2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvV2igCl/Z//TX/AMd/+vR/Z/8A01/8d/8Ar1dooApf2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vV2igCl/Z/8A01/8d/8Ar0f2f/01/wDHf/r1dooApf2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvV2igCl/Z//TX/AMd/+vR/Z/8A01/8d/8Ar1dooApf2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vV2igCl/Z/8A01/8d/8Ar0f2f/01/wDHf/r1dooApf2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvV2igCl/Z//TX/AMd/+vR/Z/8A01/8d/8Ar1dooApf2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vV2igCl/Z/8A01/8d/8Ar0f2f/01/wDHf/r1dooApf2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvV2igCl/Z//TX/AMd/+vR/Z/8A01/8d/8Ar1dooApf2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vV2igCl/Z/8A01/8d/8Ar0f2f/01/wDHf/r1dooApf2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvV2igCl/Z//TX/AMd/+vR/Z/8A01/8d/8Ar1dooApf2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vV2igCl/Z/8A01/8d/8Ar0f2f/01/wDHf/r1dooApf2f/wBNf/Hf/r0v9n/9Nf8Ax3/69XBS0AUv7P8A+mv/AI7/APXo/s//AKa/+O//AF6u0UAUv7P/AOmv/jv/ANej+z/+mv8A47/9ertFAFL+z/8Apr/47/8AXo/s/wD6a/8Ajv8A9ertFAFL+z/+mv8A47/9ej+z/wDpr/47/wDXq7RQBS/s/wD6a/8Ajv8A9ej+z/8Apr/47/8AXq7RQBS/s/8A6a/+O/8A16P7P/6a/wDjv/16u0UAUv7P/wCmv/jv/wBej+z/APpr/wCO/wD16u0UAUv7P/6a/wDjv/16P7P/AOmv/jv/ANertFAFL+z/APpr/wCO/wD16P7P/wCmv/jv/wBertYuueJrTRJraz8me91K7OLaxtVDSyY6tyQFUd2YgCgC7/Z//TX/AMd/+vR/Z/8A01/8d/8Ar03SZ9UuLTzNWsLaymOCIoLoz4GP4iUXBB44yPerF5dw2FlNd3DbYYUMjn0AGaHoC1If7P8A+mv/AI7/APXo/s//AKa/+O//AF65vTPEfjO91SCC78B/YbKR/nupNXicxr6lFUkn29e/etbU9elg1eLRtMtYrzVHhNw0c0xhjiiBxuZwrEEngAKc4PQCgC9/Z/8A01/8d/8Ar0f2f/01/wDHf/r1Q8O+JYde+2WzwNaanYSCG9s3YMYmIyCCPvIRyGwMjsOlZ+t+JvEFtqclr4e8JtrcUGFnn/tCO2CSEZ2AOCWOCpJ98UAb/wDZ/wD01/8AHf8A69H9n/8ATX/x3/69O0ue9utMt59Rslsbt13S2yzCURH03gAE/Tj69at0PQCl/Z//AE1/8d/+vR/Z/wD01/8AHf8A69XaKAKX9n/9Nf8Ax3/69H9n/wDTX/x3/wCvV2igCl/Z/wD01/8AHf8A69H9n/8ATX/x3/69XaKAKX9n/wDTX/x3/wCvR/Z//TX/AMd/+vV2igCl/Z//AE1/8d/+vR/Z/wD01/8AHf8A69XaKAKX9n/9Nf8Ax3/69H9n/wDTX/x3/wCvV2igCl/Z/wD01/8AHf8A69H9n/8ATX/x3/69XaKAKX9n/wDTX/x3/wCvR/Z//TX/AMd/+vV2igCl/Z//AE1/8d/+vR/Z/wD01/8AHf8A69XaKAKX9n/9Nf8Ax3/69H9n/wDTX/x3/wCvUWu6nLpOky3VtZSX11kJBaRttaaQnAXPYdyewBPauK1Hx5420nT5r+++HHlW0I3O/wDbkLY5x0Ckk5PQCgLHdf2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvVqFneCN5I/LkZQWTOdpxyM965nxz4vuPBuhy6nHodxqEUQUu6zRxxplgvzEktnnshHqRQ3bcFrsbn9n/9Nf8Ax3/69H9n/wDTX/x3/wCvTm1CCHSTqV06wW6QefIzHhF25P5CuZn8Z6jbaOPEE3h8roO0StJ9pzdJCR/rDDs24748zO3nGeKHo2n0Baq6Ok/s/wD6a/8Ajv8A9ej+z/8Apr/47/8AXqaG9tp7FL6KeNrR4xKswYbShGd2fTHNc/p/iq81+4WTQdH+0aUGKtqN3cfZ45cEAmFQrM45PJCqSvBNHWwX0ubX9n/9Nf8Ax3/69H9n/wDTX/x3/wCvV2igCl/Z/wD01/8AHf8A69H9n/8ATX/x3/69XaKAKX9n/wDTX/x3/wCvR/Z//TX/AMd/+vV2igCl/Z//AE1/8d/+vR/Z/wD01/8AHf8A69XaKAKX9n/9Nf8Ax3/69H9n/wDTX/x3/wCvV2igCl/Z/wD01/8AHf8A69H9n/8ATX/x3/69XaKAKX9n/wDTX/x3/wCvR/Z//TX/AMd/+vV2igCl/Z//AE1/8d/+vR/Z/wD01/8AHf8A69XayNY1v7BcWun2kS3OqXhPkW5faAo+9I5wcIPXBJJAHWgC1/Z//TX/AMd/+vR/Z/8A01/8d/8Ar1HqesWnh/Rzf6vdRxxxhQ7qh+dzxhF5JJPReTUGianquqb57vRG02zYAwC4uAbhuAfnjUFU6n+MnjkCgC3/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69c8/jO5uY9QvNG0j+0NM02Ro7if7R5bysnMnkJsIk2j1ZQSMAnrXQ6fqtrq2kQappz/abaeLzYimAXGOnOMHtg4weuKOlw62D+z/APpr/wCO/wD16P7P/wCmv/jv/wBesHw74ym1zxVrOh3Giz6dJpqRPmedHdw4yMhMqPwZvwrR1fW5NDvIJb2Ff7JmZYmulPNvIxwvmD+4SQNw6HGRg5B28w7+Rd/s/wD6a/8Ajv8A9eirtFAFHWbmWz0O/uoBmaG2kkQf7QUkfqK4T4HRxn4cx3e8yXN3dzS3DnlmfdjJPrgCvR2UMpVgCCMEHvXn2jeHtb+H+pXcOiWI1bw5eT+ctpHMsdxZsR823eQjpwBjcDyPQkkdJO/Vfr/X3BLVK3R/od7PbxXUXlTIHTcrY91IIP4EA1w3jH/kpvgH/rref+ihXSRXOq6s6xvplxpVqDmVriaMzPj+FBEzgA92LAjoBzuHM+LrTXrrx94b1Gw8PXV3Y6S8zTSpPbp5nmIB8gaQE45zkD+tC0khrZ+jLfiDXtc0/wCInhnSo3tY9J1F5g4VN0rlIySCTwBkr0Gfl684qK917WdW1nVLLS7bWI7bTphb+dposizybAzbvtD9BuAAC9id3OBF4rtNbu/HPhjU7Lw/eXNppTTPO6T26lvMQKAoaQEkHrnA9M1Be6d4x8MeMdR1jw9psOtaXqxWS4097lYJIZVQLuDtxg4Hr6YGAaFbl18we+nl+v8AwCtqPiPx9o/w11O/1KxtrTU7HhbqfYxnjPAcRxsyrJyCQSVz2I4pPFmteMPD+g2Xi1datWsYhb+fpS2a/vVcgMTKTncd3YKB+HN7xhp/ijWvAOpWjaX9o1TU1VFtLa5TyrRAwIDPIy7m65Kjk4GMAGqfjXTvEXiD4YW+h2fhq7F/IsKyI9zbhYvLKkkt5nOccY/HHShfFr3j/wAEWll8/wDgEfxB064m8f8AgyePWNRgFzdsixo0ZSAhM70VkILHJyW3fhWvq2seINH8d+FdF+2RS6ZfGVZZXjU3ExSMk7iFCqMleFUfd684qLxlpviDU18Ma5pOitLfaXdmWTTri4ijcqVwfnDFO3Ynr07VF4gtPEt34v8ACmp/8I9NcLpZmkumtbiEKTIgAWPzJFZtvQkhc4yB2oho7Pu/yDdXf8v46/8AAO81G+i0zTLq/nz5NtC8z7Rk7VBJx+VcjpEviHxb4bh1+1119Lku0821s4reKSFFz8olLoXcnuVZB6DjJ6+8tItR064s7lD5NzE0Ui99rDBH5GuI8J2niXwZpLeHZNHk1a3tnYWF7BcRIhjZiQsodgykdyqvweM45Xf+vX9A6K39dv1M6f4g63qPwu1TXNPgtLPVNMkktrzzQzoroAGaMf8AAgRuyB0Oa0rvWPEHh/TZPFuq6pb3GjR6crnTYrcI/mnbtPmdSSTzwAM8LxmqOq+D9S0v4XajoOm6e+p6rqryS3MkMkccayuwLHLsp2gDAxknAzjNbs2h3Piv4bPoOrWU2l3MlqkDq7pJtkUKQwKMQV3DuQSB0FJ3tJrfT77O9hq1432u/uurGH4ts/EF38NdV1W518hprCSaSwS2j+zCNoz8inb5m4A/eL9f4ccVbtdR1XTPhj4TuNNa3VDFp8Vw0oLN5bmNCEHTPzdT0HbuMNbP4kS+BL/wjd+HrKVks3tYdS+3rtmQDaoEfUsR0LFR3I4wdcaT4psPhzpei3Wnxalf281rhdPdESOKGSNgGaV13MQh5UYycYxydNE3ba6+7UnWyvvr+hd8Ya/r+leLfDNhYPZrZajcmOQOpMjlVJIJwQq8joM8dRVOHVPE+gfEnS9H1jWYNVstajnaJI7Jbf7K0Y3YXBJZccfMSf6ni+21/U/EvhXULHwzeywabObm5DXFsrAMoG0Ay8sOc9vQnrR4is9evPiT4b1m18N3sthpaTCZxcW4ZzKmPlUyjoeucd8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In seguito, si \u00e8 provveduto allo stralcio di alcune posizioni.", "metadata": {"detection_class_prob": 0.9116461873054504, "coordinates": {"points": [[156.46302795410156, 1974.282958984375], [156.46302795410156, 2046.5684444444444], [1483.1995555555543, 2046.5684444444444], [1483.1995555555543, 1974.282958984375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "459ed0ffe4cc95d1533f66129b667a62", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"coordinates": {"points": [[157.33333333333334, 2168.6899999999996], [157.33333333333334, 2191.023333333333], [598.6808888888888, 2191.023333333333], [598.6808888888888, 2168.6899999999996]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "478c41239d1993aefea546a557d2f9f4", "text": "Pag. 38 di 54", "metadata": {"detection_class_prob": 0.29729998111724854, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 2192.309333333333], [1483.8611111111113, 2192.309333333333], [1483.8611111111113, 2164.6426666666666]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "PageBreak", "element_id": "613b44d0dc212eff3551c10a5532ef7e", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf", "filetype": "application/pdf"}}, {"type": "Title", "element_id": "1b9299fe8b8402acdbfb69ee6368b73f", "text": "GRUPPO GAMBERO ROSSO", "metadata": {"detection_class_prob": 0.686277449131012, "coordinates": {"points": [[941.0802001953125, 218.91222222222223], [941.0802001953125, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.91222222222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "f7a800c8a6645ecc886aac1ea2748c2c", "text": "9. Crediti tributari", "metadata": {"detection_class_prob": 0.8786584138870239, "coordinates": {"points": [[155.27017211914062, 305.67955555555545], [155.27017211914062, 336.34622222222197], [418.05555555555554, 336.34622222222197], [418.05555555555554, 305.67955555555545]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ee6f2ba8743b866ecdc872e445b90d03", "text": "Al 31 dicembre 2023 la voce crediti tributari \u00e8 pari a 411 mila euro; il saldo al 31 dicembre 2022 era pari a 335 mila euro. La voce comprende il credito d\u2019imposta derivante da innovazione tecnologica \u201cordinaria\u201d e \u201cdigitale 4.0\u201d nonch\u00e9 crediti IVA ed acconti sulle imposte correnti.", "metadata": {"detection_class_prob": 0.9393799901008606, "coordinates": {"points": [[152.86061096191406, 375.5346984863281], [152.86061096191406, 488.8232421875], [1483.829111111111, 488.8232421875], [1483.829111111111, 375.5346984863281]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "f7a800c8a6645ecc886aac1ea2748c2c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "2520340adfc885af45c9465c68eb57f8", "text": "\u2022 Credito d\u2019imposta da innovazione tecnologica \u201cordinaria\u201d e \u201cdigitale 4.0\u201d", "metadata": {"detection_class_prob": 0.8490400314331055, "coordinates": {"points": [[197.32225036621094, 539.8288888888889], [197.32225036621094, 570.7606201171875], [1225.2777777777776, 570.7606201171875], [1225.2777777777776, 539.8288888888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "6b660b0977584881c2b2467fa51e1a72", "text": "Trattasi del credito d'imposta per attivit\u00e0 di ricerca, sviluppo e innovazione (L'art. 1 co. 198-209 della L. 160/2019, come modificato dall\u2019art. 1, comma 1064 della L. 17872020 e il DM 26.5.2020 prevedono, a partire dal periodo d\u2019imposta in corso al 31.12.2019 sino a quello in corso al 31.12.2022) che sostituisce interamente il bonus ricerca e sviluppo di cui all'art. 3 del DL 145/2013.", "metadata": {"detection_class_prob": 0.9253774285316467, "coordinates": {"points": [[153.9075164794922, 620.1058959960938], [153.9075164794922, 772.7628888888887], [1486.2777099609375, 772.7628888888887], [1486.2777099609375, 620.1058959960938]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "2520340adfc885af45c9465c68eb57f8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "eda0a4d059fe82dd315a3cfd11569fbd", "text": "L\u2019agevolazione si basa su un sistema volumetrico e non pi\u00f9 incrementale. Si ritiene tuttavia possibile fare riferimento, per quanto compatibili, alle indicazioni relative al precedente credito d'imposta ex art. 3 del DL 145/2013.", "metadata": {"detection_class_prob": 0.914609432220459, "coordinates": {"points": [[154.56939697265625, 782.7628888888887], [154.56939697265625, 894.0962222222219], [1488.5440673828125, 894.0962222222219], [1488.5440673828125, 782.7628888888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "2520340adfc885af45c9465c68eb57f8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "68300c6e00a73359a02543b87523a690", "text": "Ci\u00f2 posto, risultano agevolabili alla luce della disciplina, gli investimenti in attivit\u00e0 di innovazione tecnologica come meglio dettagliata dall'art. 3 del DM 26.5.2020.", "metadata": {"detection_class_prob": 0.9000003933906555, "coordinates": {"points": [[157.33333333333334, 900.6198120117188], [157.33333333333334, 975.096222222222], [1484.559326171875, 975.096222222222], [1484.559326171875, 900.6198120117188]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "2520340adfc885af45c9465c68eb57f8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "11f669176b1f9acf7b11d912b8ef0c93", "text": "Il credito di imposta si riferisce agli investimenti effettuati nel corso degli anni 2021 e 2022 in innovazione tecnologica finalizzati all\u2019innovazione dei prodotti digitali, alla digitalizzazione e all\u2019integrazione di alcuni processi aziendali e all\u2019introduzione dei sistemi di cyber security. Il valore storico del credito d\u2019imposta complessivo per gli esercizi 2021 e 2022 ammonta a 244 mila euro; il residuo al 31 dicembre 2023 ammonta a 126 mila euro.", "metadata": {"detection_class_prob": 0.9303252100944519, "coordinates": {"points": [[157.33333333333334, 981.9996948242188], [157.33333333333334, 1177.096222222222], [1484.2657777777774, 1177.096222222222], [1484.2657777777774, 981.9996948242188]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "2520340adfc885af45c9465c68eb57f8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "e43778ca8cf2c342886c1c7dc068915b", "text": "10. Altri crediti", "metadata": {"detection_class_prob": 0.8170531988143921, "coordinates": {"points": [[157.33333333333334, 1266.6689453125], [157.33333333333334, 1298.3966064453125], [381.3888888888888, 1298.3966064453125], [381.3888888888888, 1266.6689453125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "8afe30dec2a8219fff1debfdfce4cdb6", "text": "Al 31 dicembre 2023 la voce altri crediti \u00e8 pari a 639 mila euro, il saldo al 31 dicembre 2022 era pari a 498 mila euro.", "metadata": {"detection_class_prob": 0.8931905031204224, "coordinates": {"points": [[152.2058563232422, 1339.8702392578125], [152.2058563232422, 1414.1517777777774], [1483.729111111111, 1414.1517777777774], 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"image_mime_type": "image/jpeg", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "3a5b3a08a52a25bcf3b132b6a4f3cab1", "text": "PASSIVIT\u00c0", "metadata": {"detection_class_prob": 0.5532880425453186, "coordinates": {"points": [[156.91143798828125, 790.7056274414062], [156.91143798828125, 827.6738891601562], [328.05555555555554, 827.6738891601562], [328.05555555555554, 790.7056274414062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "85506110bd91f32f71c0cacb607d8e34", "text": "Patrimonio netto", "metadata": {"detection_class_prob": 0.5514596700668335, "coordinates": {"points": [[157.33333333333334, 864.69677734375], [157.33333333333334, 897.1670532226562], [386.72222222222223, 897.1670532226562], [386.72222222222223, 864.69677734375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "b41594254069b0637ec5d0c2473dfbe0", "text": "12. Movimentazione del Patrimonio Netto", "metadata": {"detection_class_prob": 0.7527398467063904, "coordinates": {"points": [[154.5260009765625, 933.1741943359375], [154.5260009765625, 967.3414306640625], [709.1388888888888, 967.3414306640625], [709.1388888888888, 933.1741943359375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "4e7d4b761b7f4af48c6f923b8d119034", "text": "\u20acuro/000 Saldo al 31/12/2022 Altri movimenti Utile/Perdite a nuovo Risultato del periodo Saldo al 31/12/2023 Del gruppo: Capitale 10.322 - - - 10.322 Riserve (99) 32 58 - (9) Altre 1.386 0 0 - 1.386 Utile (perdita) a nuovo (1.558) 16 1.540 - (2) Utile (perdita) d\u2019esercizio 1.597 - (1.597) 1.209 1.209 Patrimonio Netto di Gruppo 11.649 48 0 1.209 12.906 Di terzi: Capitale e riserve di terzi 7 0 2 - 9 Utile (perdita) di terzi 2 - (2) 1 1 Patrimonio Netto di terzi 9 0 0 1 10 Crediti vs soci - Totale Patrimonio Netto 11.658 48 0 1.210 12.916", "metadata": {"detection_class_prob": 0.9295947551727295, "coordinates": {"points": [[152.1825714111328, 1010.8897094726562], [152.1825714111328, 1684.4332275390625], [1481.633544921875, 1684.4332275390625], [1481.633544921875, 1010.8897094726562]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
\u20acuro/000Saldo al 31/12/2022Ailtri | movimentiUtile/Perdite anuovoRisult.ato del periodoSaldo al 31/12/2023
D elgruppo:
Capitale10.322--10.322
Riserve(99)3258-(9)
Altre1.3860-1.386
Utile (perdita) a nuovo(1.558)161.540-(2)
Utile (perdita) d\u2019esercizio1.597-(1.597)1.2091.209
Patrimonio Netto di G ruppo11.6494801.20912.906
Diterzi:
Capitale e riserve di terzi70-9
Utile (perdita) di terzi2-(2)11
Patrimonio Netto di terzi900110
Crediti vs soci - -
Totale Patrimonio Netto11.6584801.21012.916
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/6GbRv/A+L/4qqtFHNQ/lf3r/AORDUtf8Jp4V/wChm0b/AMD4v/iqP+E08K/9DNo3/gfF/wDFVVoo5qH8r+9f/IhqWv8AhNPCv/QzaN/4Hxf/ABVH/CaeFf8AoZtG/wDA+L/4qqtFHNQ/lf3r/wCRDUtf8Jp4V/6GbRv/AAPi/wDiqP8AhNPCv/QzaN/4Hxf/ABVVaKOah/K/vX/yIalr/hNPCv8A0M2jf+B8X/xVH/CaeFf+hm0b/wAD4v8A4qqtFHNQ/lf3r/5ENS1/wmnhX/oZtG/8D4v/AIqj/hNPCv8A0M2jf+B8X/xVVaKOah/K/vX/AMiGpa/4TTwr/wBDNo3/AIHxf/FUf8Jp4V/6GbRv/A+L/wCKqrRRzUP5X96/+RDUtf8ACaeFf+hm0b/wPi/+Ko/4TTwr/wBDNo3/AIHxf/FVVoo5qH8r+9f/ACIalr/hNPCv/QzaN/4Hxf8AxVH/AAmnhX/oZtG/8D4v/iqq0Uc1D+V/ev8A5ENS1/wmnhX/AKGbRv8AwPi/+Ko/4TTwr/0M2jf+B8X/AMVVWijmofyv71/8iGpa/wCE08K/9DNo3/gfF/8AFUf8Jp4V/wChm0b/AMD4v/iqq0Uc1D+V/ev/AJENS1/wmnhX/oZtG/8AA+L/AOKo/wCE08K/9DNo3/gfF/8AFVVoo5qH8r+9f/IhqWv+E08K/wDQzaN/4Hxf/FUf8Jp4V/6GbRv/AAPi/wDiqq0Uc1D+V/ev/kQ1LX/CaeFf+hm0b/wPi/8AiqP+E08K/wDQzaN/4Hxf/FVVoo5qH8r+9f8AyIalr/hNPCv/AEM2jf8AgfF/8VR/wmnhX/oZtG/8D4v/AIqqtFHNQ/lf3r/5ENS1/wAJp4V/6GbRv/A+L/4qj/hNPCv/AEM2jf8AgfF/8VVWijmofyv71/8AIhqWv+E08K/9DNo3/gfF/wDFUf8ACaeFf+hm0b/wPi/+KqrRRzUP5X96/wDkQ1LX/CaeFf8AoZtG/wDA+L/4qj/hNPCv/QzaN/4Hxf8AxVVaKOah/K/vX/yIalr/AITTwr/0M2jf+B8X/wAVR/wmnhX/AKGbRv8AwPi/+KqrRRzUP5X96/8AkQ1LX/CaeFf+hm0b/wAD4v8A4qrWn+IdF1adoNN1jT7yZV3tHbXKSMFyBnCknGSOfesur2lf8fTf7h/mKUpUbe7F39V/kGpsUUUViMo6r/x6r/vj+RrmtYW8bRL9dOz9uNtILfBAPmbTt5PHXHWul1X/AI9V/wB8fyNY9AHzrr2qfFfwzYpe6xe3NtbvIIlfzIHyxBIGFyegNXtAm+LesQ2Oo29zcTadM4bzPOgXcm7B4JB7HtXWfHj/AJEW0/7CMf8A6Lkro/hh/wAk20T/AK4t/wChtQB1pIAJJwBWTD4o0C4vBZwa3p0lyTtESXSFifQDPWuB+Oeu3Om+HLLTbaRoxqEjiVlOC0aAZX6EsM/SuS174VWWk/DKLX4rq4bUo4Yp5lYjyyHIyoGMjG7rnsfXgA9M+Jviy48K+G/tGnXVsmotKgWOTDMUJOSFPJHvVjwR4ut9c8MadPqGp2P9pzIzSxLKqtkFv4c5HAzXjmuxjxL8KNP8TX1xcSalp8o07JYbZF3Ehm4yWwQM57V0vgX4b6HL4StfE91qN3bzSWk/mlnTyo1ZXjJwVzgKc9aAPUX8YeGY5vJfxDpSyZxtN5HkH86x/ihdywfDTVbqzuHjcLCUlhcg4Mqcgj2NeN6tH8LYNNuLbTptZmvVjbybrHys+OMg44z7Vc0PU7i7+A/iexmkZ0tJ4fK3HO1WkQ7R7ZBP40AeofCG6uLz4e2s11PLPKZpQXlcsx+Y9zXTXviTQ9Ouha3us6fbXH/PKa5RG/ImvM/COszeH/gFc6nbnE8JlEbf3WaTaD+BYGvOvDkHgm80i9n8Uatepq87t5ZRHYJxw7EA7iTnOTQB9Ro6yIrowZGGVZTkEeorzD4zeJdY8OWmkPpF9JaNNJKJCgB3ABcdQfU1nfAfXbm6sNS0aeRnitSktvuOdgbIZR7ZAP4mo/2gf+PHQv8ArpN/JKAOfutc+K2h6Pb6/dXkradIqOJG8mRdr4K7lHIByPTr617B4G8Vr4t8Jw6tKiQzKWjuFB+VXXqRnsQQfbNeI6v8ULnW/A9t4TtdH8s+TDbvMJjI0gTb91QowSVHc16f4B8MyaH8LLuy1l/sRvUmmnMnBgR0C5OehCqD7UAdW/jDwzHN5L+IdKWTONpvI8g/nVXxr4iGg+EbzUbW7tkuvK3WvmMCJDkfdB+9we1eG6tH8LYNNuLbTptZmvVjbybrHys+OMg44z7Uuj2K+IfhJqjXtxcFtBmMtoqsMYkC5U5B4yCeMdTQB6t8N/HX/CQeHhNrepWKai1y0SRb1jZhhduFzk5JNdemvaPJDNMmrWLRQDdK63CFYx6sc8fjXi/wp+Hmla9pVv4hubm8S7tb7KJEyhDs2sMgqT1965X4deEJPGerXmny3sttp8aCa48rGXIJCDnjux59KAPZ/iAkniXwfayaD4hsbNGu1Zbx73yo3UK6lQ65yc9v9k+lb3h5hpPg7T/7S1K2l8m3RZbzz90bnpu3tjIJ7mvNfih4fh8L/CTS9Gt5pJorfUhteQAMQwmbnH+9irutf8m3xf8AXlbf+jUoA9Hn8R6HbW0VzPrOnx28rFY5XuUCuR1AOcHFS3us6XptrHc32o2ltBJjy5JplRX78EnmvnfSPAkWq/Cu/wDEt1e3Hn2gf7JCpHlqinLZBGeSW6EfjU3hTwa3jDwLqeq6jqV1t0mKSGwiVhsQqvmEHIPBLDpj+VAH0ZBPDdQJPbyxzQyDckkbBlYeoI61n3viXQtOuvs19rOn20//ADymuURh+BNeNfD7xPeaN8JPE08ch32Mg+zE8+W0uFGPo3OPXNVvh/8ADKz8aeGr3WNTvboXc0zpCysDhgAS7ZBLZY/p78AHvpuYBbG5M0f2cJvMu4bduM5z0xjvVNvEGirZPetq9gLWNtrzfaE2K3oTnGfavDvhzrN3/wAIh4y8PXEjPFBplxNCpOfLOxlcD2JIP5+tUfhp4Ah8babqDX99dQWls4EMcJGPNZeWIIPQBfr6igD6Is7601G2W5srqG5gb7ssLh1P4ivPPhfo+q6Xf6m+o+I7LVlkRAiW1+1wYzk8kEcZrmvgJdzxahrmmM5MKqkoXPAYEqSPqMfkKz/gxfDTF8V6gV3C1shNj127z/SgD2/Udf0fSJFj1LVbKzdhlVnnVCR64Jq5bXVveW6XFrPFPC4yskThlb6EcGvnv4e+DYviRe6xq3iC8unZXUZicBmdskkkg8AAYH+Fafwrurvw18StT8JtO0tozSoAem+M8OB2yoOfw9KAPZtenltfDup3EDlJorSV0YfwsEJB/OvE/hn8StauvGMGn67qT3NteKYY/MCjZJ1U8Dvjb+Ir2jxN/wAiprH/AF4zf+gGvmTSNClu/BGpa7Z7lvNJvIn3L1EbA5P4MFP50Aeo/EHxXrmk/FDRdMsNRlgsp1tzLCoGG3Ssp6jPIAFevEgDJOBXzh4n12PxL498H6tHjM9vaeYo/hkE7hh+YNd38cteutN8OWWm20jR/wBoSOJWU4JjQDK/Qlhn6Y70Ad/B4m0G6vRZW+tadLdE4EKXKMxPoAD1rz34k/ETUfDniLT7HR72zMbr/pKkK5Rt2MHn5eK8v1S18Dw+D4H0vVLuTxDGEaQNG4R2ONwGVwMZJBz296zdVt47yHRtSknnku9S3m7aRgfnWTZkcdxgnOeSaAPeviB49h0bww11oOradNfiZFCLKkp2nOTtBrT8DeLINf8ADWmy3uo2TarcIxkgSRQ+QzfwZz0Ga8t+Ifws0Xwj4WbVLG7v5ZhMke2d0K4Oc9FBo0XwpYeHvhzF8QLa6vBqsVu7RpuTyld2MQONueN2evUUAe1XviXQtOuvs19rOn20/wDzymuURh+BNaUciTRrJG6ujDKspyCPUGvn/wCH/wAMrPxp4avdY1O9uhdzTOkLKwOGABLtkEtlj+nvxs/ArWbvztU8PXEjPFAomhUnPlndtcD2JIP5+tAHtNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVg+MbjXLbw1cSeHIRLqm5FiUqDwWAJ546Z61vUUAeD+HPFHjeH4pWOg+INTkLGXFxbgR7eY94GVGO46V614xuNctvDVxJ4chEuqbkWJSoPBYAnnjpnrXk13/AMnML/13j/8ASYV7vQB4P4c8UeN4filY6D4g1OQsZcXFuBHt5j3gZUY7jpXvFeEXf/JzC/8AXeP/ANJhXu9AHIfEXxn/AMIX4d+0wokl9cP5Vsj9AcZLH2A/UivPdP0r4u6rp8etw615ZmUSx28kwVmB5Hybdgz6HFR/tASudT0SI52LDKwHuSuf5CqGqap8SvDGnad4nvNVBtLsrttwQUQFdyq0eAACAenT1BoA6L4meI/FOlXnhuy0y+ktry8twsyIEG+UlR3GByfpTNG0/wCLya7p7alNKbAXMZuQZ4D+73DdwDnpnpUnirQNa+JaeGdd0MQ2yi18xpZZdoik3A4GASSCDyB2rmpfEHjf4ZeKbaDXdTm1C0lw7q87TJLHnB2luVYfh26g0Ab/AI98XeJ7/wCIKeD/AA5dfYiCiF1O0u7KHJLYyFAPb0PXiqWk+J/GPgz4h2Xh3xDqP9owXUkcZy28YkO1XViAwweoPofY1F8SpYX+JthL4VNw/iYeWXESqUJ25Xr324znjGPeqeiyXJ+L1pJ8QVuItT3R/ZRtTy9//LPO3jbnpj+Lr3oA+haKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjuLiK1tpbieRY4YkLyO3RVAySfwr52m+J3ibUvGkD21/Pa6ZdXaCC32Lgxb9vcd8HPvmvQfizrFxcLp/g3TXC3mruPOcnASEHufQkHPsp9a4L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Debiti finanziari a medio e lungo termine e debiti per diritti d\u2019uso su beni in leasing", "metadata": {"detection_class_prob": 0.7529093027114868, "coordinates": {"points": [[157.33333333333334, 374.0677185058594], [157.33333333333334, 407.6874694824219], [1296.611111111111, 407.6874694824219], [1296.611111111111, 374.0677185058594]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "f8ac971998df9ba0fffa30ce092257ff", "text": "\u20acuro/000 31-12-2023 31-12-2022 variazioni Debiti per finanziamenti (quote a M/L) 2755 4.551 (1.796) Debiti finanziari per diritti d'uso IFRS16 5.713 106 5.607 Totale Debiti Finanziari a m/ termine e debiti fin. 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Si fa presente che i debiti finanziari a medio e lungo termine risentono dell\u2019applicazione dello IFRS 16 per 5.713 mila euro (106 mila euro al 31 dicembre 2022).", "metadata": {"detection_class_prob": 0.9313622117042542, "coordinates": {"points": [[154.02178955078125, 620.1332397460938], [154.02178955078125, 731.7628888888887], [1484.187111111111, 731.7628888888887], [1484.187111111111, 620.1332397460938]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "97e0792cd4f4fbb984972b4145431868", "text": "Il debito oltre l\u2019esercizio successivo verso gli istituti di credito ammonta a 2.755 mila euro (4.551 mila euro al 31 dicembre 2022).", "metadata": {"detection_class_prob": 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"Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "525198c3cbbc4c183d257e828381400b", "text": "14. Passivit\u00e0 per benefici ai dipendenti", "metadata": {"detection_class_prob": 0.7821555733680725, "coordinates": {"points": [[157.33333333333334, 1789.5157470703125], [157.33333333333334, 1822.5684444444444], [665.8055555555555, 1822.5684444444444], [665.8055555555555, 1789.5157470703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "8f2bd1d41f5229b4e90e1d53f505253a", "text": "\u20acuro/000 31/12/2023 31/12/2022 variazioni Fondo TFR 423 503 Totale passivit\u00e0 per benefici ai dipendenti 423 503", "metadata": {"detection_class_prob": 0.8864707350730896, "coordinates": {"points": [[161.29232788085938, 1853.2349853515625], [161.29232788085938, 1997.052490234375], [1465.057861328125, 1997.052490234375], [1465.057861328125, 1853.2349853515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
\u20acuro/00031/12/202331/12/2022variazioni
Fondo TFR423503(80)
Totale passivit\u00e0 per benefici ai dipendenti423503(80)
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Percentuale di TFR richiesta in anticipo92,50%
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riposo Secondo le ultime disposizioni legislative Tavole di Mortalit\u00e0 SI 2019 Percentuale Media Annua di Uscita del Personale* 6,90% Probabilit\u00e0 annua di richiesta di anticipo 3,50%", "metadata": {"detection_class_prob": 0.914541482925415, "coordinates": {"points": [[158.10853576660156, 854.5274658203125], [158.10853576660156, 1038.1846923828125], [1489.2822265625, 1038.1846923828125], [1489.2822265625, 854.5274658203125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
Tavole di Mortalit\u00e0SI 2019
Percentuale Media Annua di Uscita del Personale*6,90%
Probabilit\u00e0 annua di richiesta di anticipo3,50%
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Altre passivit\u00e0 non correnti", "metadata": {"detection_class_prob": 0.8365160226821899, "coordinates": {"points": [[157.33333333333334, 1198.236083984375], [157.33333333333334, 1231.6402587890625], [569.8055555555555, 1231.6402587890625], [569.8055555555555, 1198.236083984375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "87cb19f6546670ec300fe85fd8f1c8a1", "text": "Il saldo al 31 dicembre 2023 delle altre passivit\u00e0 non correnti \u00e8 pari complessivamente 1.935 mila euro, contro 1.367 mila euro del 31 dicembre 2022, ed include la riclassifica dei debiti tributari e previdenziali rateizzati o in attesa di rateizzazione (l\u2019importo \u00e8 determinato dalle rate che saranno pagate oltre i 12 mesi) nonch\u00e9 un fondo rischi e oneri stanziato sui probabili rischi sui contenziosi.", "metadata": {"detection_class_prob": 0.9361853003501892, "coordinates": {"points": [[153.42166137695312, 1266.3370361328125], [153.42166137695312, 1423.1226806640625], [1484.2777777777778, 1423.1226806640625], [1484.2777777777778, 1266.3370361328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "03083b91665656477083d635d9adb79d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "bff9b949baa91a881a3036266b3485fd", "text": "La voce risulta essere cos\u00ec composta:", "metadata": {"detection_class_prob": 0.7121297717094421, "coordinates": {"points": [[154.53826904296875, 1456.5628662109375], [154.53826904296875, 1492.242919921875], [619.1388888888888, 1492.242919921875], [619.1388888888888, 1456.5628662109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "03083b91665656477083d635d9adb79d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "9ac1f07e9d099f67972915b0b371fb01", "text": "\u20acuro/000 31/12/2023 31/12/2022 variazioni Debiti tributari 1.835 1.367 468 Debiti verso istituti di previdenza - - - Fondi a lungo termine 100 - 100 Totale passivit\u00e0 non correnti 1.935 1.367 568", "metadata": {"detection_class_prob": 0.9335376024246216, "coordinates": {"points": [[155.13406372070312, 1518.5250244140625], [155.13406372070312, 1733.79248046875], [1475.6385498046875, 1733.79248046875], [1475.6385498046875, 1518.5250244140625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
\u20acuro/00031/12/202331/12/2022variazioni
D ebiti tributari1.8351.367468
D ebiti verso istituti di previdenza--
Fondi a lungo termine100-100
Totale passivit\u00e0 non correnti1.9351.367568
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BdD/8TQAn/CceEv8AoadE/wDBhF/8VR/wnHhL/oadE/8ABhF/8VS/8IT4T/6FbQ//AAXQ/wDxNH/CE+E/+hW0P/wXQ/8AxNACf8Jx4S/6GnRP/BhF/wDFUf8ACceEv+hp0T/wYRf/ABVL/wAIT4T/AOhW0P8A8F0P/wATR/whPhP/AKFbQ/8AwXQ//E0AJ/wnHhL/AKGnRP8AwYRf/FUf8Jx4S/6GnRP/AAYRf/FUv/CE+E/+hW0P/wAF0P8A8TR/whPhP/oVtD/8F0P/AMTQAn/CceEv+hp0T/wYRf8AxVH/AAnHhL/oadE/8GEX/wAVS/8ACE+E/wDoVtD/APBdD/8AE0f8IT4T/wChW0P/AMF0P/xNACf8Jx4S/wChp0T/AMGEX/xVH/CceEv+hp0T/wAGEX/xVL/whPhP/oVtD/8ABdD/APE0f8IT4T/6FbQ//BdD/wDE0AJ/wnHhL/oadE/8GEX/AMVR/wAJx4S/6GnRP/BhF/8AFUv/AAhPhP8A6FbQ/wDwXQ//ABNH/CE+E/8AoVtD/wDBdD/8TQAn/CceEv8AoadE/wDBhF/8VR/wnHhL/oadE/8ABhF/8VS/8IT4T/6FbQ//AAXQ/wDxNH/CE+E/+hW0P/wXQ/8AxNACf8Jx4S/6GnRP/BhF/wDFUf8ACceEv+hp0T/wYRf/ABVL/wAIT4T/AOhW0P8A8F0P/wATR/whPhP/AKFbQ/8AwXQ//E0AJ/wnHhL/AKGnRP8AwYRf/FUf8Jx4S/6GnRP/AAYRf/FUv/CE+E/+hW0P/wAF0P8A8TR/whPhP/oVtD/8F0P/AMTQAn/CceEv+hp0T/wYRf8AxVH/AAnHhL/oadE/8GEX/wAVS/8ACE+E/wDoVtD/APBdD/8AE0f8IT4T/wChW0P/AMF0P/xNACf8Jx4S/wChp0T/AMGEX/xVH/CceEv+hp0T/wAGEX/xVL/whPhP/oVtD/8ABdD/APE0f8IT4T/6FbQ//BdD/wDE0AJ/wnHhL/oadE/8GEX/AMVR/wAJx4S/6GnRP/BhF/8AFUv/AAhPhP8A6FbQ/wDwXQ//ABNH/CE+E/8AoVtD/wDBdD/8TQAn/CceEv8AoadE/wDBhF/8VR/wnHhL/oadE/8ABhF/8VS/8IT4T/6FbQ//AAXQ/wDxNH/CE+E/+hW0P/wXQ/8AxNACf8Jx4S/6GnRP/BhF/wDFUf8ACceEv+hp0T/wYRf/ABVL/wAIT4T/AOhW0P8A8F0P/wATR/whPhP/AKFbQ/8AwXQ//E0AJ/wnHhL/AKGnRP8AwYRf/FUf8Jx4S/6GnRP/AAYRf/FUv/CE+E/+hW0P/wAF0P8A8TR/whPhP/oVtD/8F0P/AMTQAn/CceEv+hp0T/wYRf8AxVH/AAnHhL/oadE/8GEX/wAVS/8ACE+E/wDoVtD/APBdD/8AE0f8IT4T/wChW0P/AMF0P/xNACf8Jx4S/wChp0T/AMGEX/xVH/CceEv+hp0T/wAGEX/xVL/whPhP/oVtD/8ABdD/APE0f8IT4T/6FbQ//BdD/wDE0AJ/wnHhL/oadE/8GEX/AMVR/wAJx4S/6GnRP/BhF/8AFUv/AAhPhP8A6FbQ/wDwXQ//ABNH/CE+E/8AoVtD/wDBdD/8TQAn/CceEv8AoadE/wDBhF/8VR/wnHhL/oadE/8ABhF/8VS/8IT4T/6FbQ//AAXQ/wDxNH/CE+E/+hW0P/wXQ/8AxNACf8Jx4S/6GnRP/BhF/wDFUf8ACceEv+hp0T/wYRf/ABVL/wAIT4T/AOhW0P8A8F0P/wATR/whPhP/AKFbQ/8AwXQ//E0AJ/wnHhL/AKGnRP8AwYRf/FUf8Jx4S/6GnRP/AAYRf/FUv/CE+E/+hW0P/wAF0P8A8TR/whPhP/oVtD/8F0P/AMTQAn/CceEv+hp0T/wYRf8AxVH/AAnHhL/oadE/8GEX/wAVS/8ACE+E/wDoVtD/APBdD/8AE0f8IT4T/wChW0P/AMF0P/xNACf8Jx4S/wChp0T/AMGEX/xVH/CceEv+hp0T/wAGEX/xVL/whPhP/oVtD/8ABdD/APE0f8IT4T/6FbQ//BdD/wDE0AJ/wnHhL/oadE/8GEX/AMVR/wAJx4S/6GnRP/BhF/8AFUv/AAhPhP8A6FbQ/wDwXQ//ABNH/CE+E/8AoVtD/wDBdD/8TQAn/CceEv8AoadE/wDBhF/8VUY8ZeDVmaYeJNBErDBcX0O4j67ql/4Qnwn/ANCtof8A4Lof/iaP+EJ8J/8AQraH/wCC6H/4mgBP+E48Jf8AQ06J/wCDCL/4qo4vGXg2BSsPiTQY1JyQl9CBn8GqX/hCfCf/AEK2h/8Aguh/+Jo/4Qnwn/0K2h/+C6H/AOJoAT/hOPCX/Q06J/4MIv8A4qj/AITjwl/0NOif+DCL/wCKpf8AhCfCf/QraH/4Lof/AImj/hCfCf8A0K2h/wDguh/+JoA6CX/WGmU+X/WGuG+I3hbxD4otLCLw/rR0uSCR2lYTyR7wQMD5OuMHrQB21FfKsGmeN5/iI/gxfFt6L1CwMxvpvL4j3/Xpx0r3r4d+Gtd8MaPdWuv6udTuJbjzI5TM8m1doG3L89QT+NAHYUVxfiD4reEPDepPp19qTNdxnEscETSeWfRiOM+3WqXi/wCI2jRfDi61nSdYG66V4LKaJGLCfaSFIx8p4/iAoA9BoryD4U/FGy1DS7XSde1iW4164uWSNXhY7gcbRuC7R371tS/HDwJHceUNSnkXODIlrJtH5jP6UAei5x1oryv4w6pY6z8HpNQ065jubSeaFo5YzwRvx+BzxjtW/wDD2+tdM+Eui3t7cR29tDZh5JZGwqjJ60AdrRXCad8YvBOp6omnw6qySSNsjkmhdEc9huI4/HFd3QAUVxUvxZ8Fwrfl9X2tYtsmUwSA7skbVBHzHIPT0z0rX8L+MdD8Y2clzo155wiYLLGylXjJ6ZB7H16dfSgDeorzy6+Nnga1u2tzqM8hVtrOlq+0EdeoH6V1aeK9Cfw2fES6nAdJCbzc5O0DOMY65zxjGc8YoA2KK8/svjT4Ivr1LVNSmR5HCI0ls4ViTgc44/HFSap8Y/BWk6nLYTalJJLExSRoYGdFYdRkDn8M0Ad5kDvRXi/jCfwf4s8XeEtbHilrcsUNnEthI4uNs+OW42fMCvI969JTxpoMni1/C4vGGsKMm3aFxn5d/DEbT8vPWgDfoyM4zWBq3jTQdE16y0S+vGTUb3b5EKwu5bc21eQCBkg9fSvPfCsPhjRPil4v1mLxI9zdRwXc17ZmxdBboJVZyHyQ+0jHA5zmgD2GqVxq+m2moW9hc39tDeXP+ogklCvJ/ug8n8K8M8JfGCOHx7rk2v69O2guZvsCtCzAAygpgKuR8metdL8RvGXgPVbKCxvNWuLfU4fKvLO6t7V2ktmZVdG5ABypUlc/kQMAHrdFc94R8XaR4s0sTaZqUd5LCqrcYiMTBsdSh5AODjqPc4rY1G/ttK0251C8k8u2tomllcKTtVRknA5PFAFmiuEuPjF4It9Nivv7WaSOV2RESB95xjJ2kAgc9T17dDXV6ZrmmaxosesWN5HLp8iGQTk7VAHXOemMHOemKANCivP2+NPgVdQ+yf2s5G7b54t38vP1x098Yrd8QeO/Dnhe2srjVdQEcN8C1tJHG0qyAAEkFAeMMPzoA6OiuMHxV8HN4jGhrqym6MnkhxG3lb84278Y68Z6e9dnQAUVg+JvGeg+ELeOXWr9YDLny4gpd3x1wo5x79Kr+FvH3h7xiLgaPdu72yhpUliZCgPQ8jHY9DQB01FcBc/GfwNa6ibNtWZ9rbWmigd4wf8AeA5HuMit/WfG3h7QNFtdYv8AUFXT7tgsE8SNKrkgsMbQewNAHQUVyth8RfDOqeI7fQbG/NxfTx+YoSNtqjZvwWIwDjt26HmoZ/ih4Qtr3U7OfVhHPpof7SrQuNpVwhAOMMdxAwM0AdhRWJpni3RtU8LjxJFdCLSyrsZpxs2hWKnOfcVz+nfGLwTqeqJp8OqskkjbI5JoXRHPYbiOPxxQB3dFcpd/EnwnYave6Xd6qILqyUtOrxOAoAB+9jBPIwBknPFL4c+I3hnxUl4dMvmZ7SMyyxyRMjBB/EARyPp7etAHVUZGcZ5r5/0b4wRR/E/UrjUdenPhhhJ9mUwsQDxt+ULuHfrW4o8K638adJ1+28Sub6eJJLew+wSYkUwnB8w4A455HtQB7JRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFfMPjODx54T1jRzrfiu6uJr9yfLtbuQIgVlyMfKP4uwoA+nqKK8i+Nfi3V9MfSfDuiXL2tzqTEyTxttcLuCqoYcjJJyRzx7mgD12ivnm9k1/4NeMtGFz4iuNV0u/H+kpMW24DAPhSxwRkEEY9D79140+HPiLxb4jmu4fFs+m6cI0WG2jLsNwHJKhlAyfrQB6ZRXg/wj1rxDp3xF1TwfqWpS6hbW6yqS8hkEbxsBuUnkA5Ix7iua0ix8UeLvEGvpb+N5tMSzvCirc38qBtzPgKAe239RQB9O0Vynw/8Pax4a8Py2Wt6udUuXuWlWcyu+EKqAuW56gn8a6ugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorwL4u2PjfSGvPEDeJp4dKe7WK0tLW5kRlUg4JC4HY9z1r1zwJPNdeAdBnuJXlmksYmeSRizMSoySTyTQB0NFY3izTdS1fwxe2GkXxsL6YKsdyHZTH8wLEFefugjj1rwPxx4T8VfDS0stdh8Z3d00twIWw7owbaWHBZgy/Kc59uOaAPpWivHvHnxI1bTvh34daw/c65r1vG+9F5jBVSxUdiSwA+p7io9B+Fviqw1Cw1N/HdxLexTxy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Debiti finanziari a breve termine", "metadata": {"detection_class_prob": 0.7869928479194641, "coordinates": {"points": [[157.33333333333334, 374.6374816894531], [157.33333333333334, 407.5372619628906], [638.8055555555555, 407.5372619628906], [638.8055555555555, 374.6374816894531]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 44, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "6ac37747217d207e132bbe428aa2178b", "text": "\u20acuro/000 31-12-2023 31-12-2022 variazioni Debiti verso banche per scoperti di c/c e linee commerciali 2256 966 1.290 Debiti per mutui entro l\u2019esercizio 1.956 2.544 (588) Debiti finanziari per diritti d'uso IFRS 16 527 723 (196) Totale debiti finanziari a breve termine 4.740 4.233 506", "metadata": {"coordinates": 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Debiti commerciali", "metadata": {"detection_class_prob": 0.8179180026054382, "coordinates": {"points": [[156.34796142578125, 1096.537841796875], [156.34796142578125, 1129.4295555555552], [459.38888888888886, 1129.4295555555552], [459.38888888888886, 1096.537841796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 44, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "993fc84cb15879f905d2d7a564066273", "text": "\u20acuro/000 31-12-2023 31-12-2022 variazioni Debiti verso fornitori 3.058 3.387 (329) Fatture da ricevere e note di credito da ricevere 1.361 1413 (52) Totale debiti commerciali 4.418 4.799 381", "metadata": {"coordinates": {"points": [[157.5, 1164.583333333333], [157.5, 1303.1944444444441], [1476.25, 1303.1944444444441], [1476.25, 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"18. Debiti tributari e previdenziali correnti", "metadata": {"detection_class_prob": 0.832740068435669, "coordinates": {"points": [[153.70370483398438, 1446.4552001953125], [153.70370483398438, 1479.6624755859375], [723.8055555555555, 1479.6624755859375], [723.8055555555555, 1446.4552001953125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 44, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "33e852e1e5d864de0ffbfff368b60416", "text": "La voce riguarda i debiti tributari e previdenziali rateizzati o in scadenza entro i successivi 12 mesi. Il saldo al 31 dicembre 2023 \u00e8 pari a 3.505 mila euro rispetto a 3.707 mila euro al 31 dicembre 2022.", "metadata": {"detection_class_prob": 0.9169003963470459, "coordinates": {"points": [[155.80018615722656, 1514.623046875], [155.80018615722656, 1589.939208984375], [1484.1257777777776, 1589.939208984375], [1484.1257777777776, 1514.623046875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 44, "parent_id": "b888b2583723e2e84d95e2173c294e54", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "3cc0211435c184c55ca1d3414640624c", "text": "\u20acuro/000 31-12-2023 31-12-2022 variazioni Debiti tributari 3.323 3.529 (206) Debiti verso istituti di previdenza 182 178 4 Totale altre passivit\u00e0 correnti 3.505 3.707 202", "metadata": 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Altri debiti", "metadata": {"detection_class_prob": 0.7874147295951843, "coordinates": {"points": [[156.65699768066406, 617.9119262695312], [156.65699768066406, 648.7078247070312], [356.05555555555554, 648.7078247070312], [356.05555555555554, 617.9119262695312]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 45, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "78c7a44653c0bbacbd51b93fb5d10755", "text": "\u20acuro/000 31-12-2023 31-12-2022 variazioni Debiti vs. dipendenti 770 841 (71) Debiti vs. amministratori per emolumenti - - - Altri Ratei e risconti passivi 1.016 858 158 Altri debiti 174 170 4 Totale altri debiti 1.961 1.869 92", "metadata": {"coordinates": {"points": [[157.5, 683.9999999999997], [157.5, 891.9166666666664], [1476.25, 891.9166666666664], [1476.25, 683.9999999999997]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 45, "image_base64": 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D1uivJP8Ahbfi3/olWt/nL/8AGKP+Ft+Lf+iVa3+cv/xigD1uivJP+Ft+Lf8AolWt/nL/APGKP+Ft+Lf+iVa3+cv/AMYoA9boryT/AIW34t/6JVrf5y//ABij/hbfi3/olWt/nL/8YoA9bqK4adbaRraOOScKTGkshRWbsCwBIHvg/SvKf+Ft+Lf+iVa3+cv/AMYo/wCFt+Lf+iVa3+cv/wAYoA6LwT4e8R+H9V1qXUYNKa21W+kvWa3vJGeEt/CFaIBu3OR9K6DxTo82v6DJpcUqRpcSRCcsTzCHUyKMdyoI/GvPf+Ft+Lf+iVa3+cv/AMYo/wCFt+Lf+iVa3+cv/wAYo7eQdW+560qhVCqAABgAdq5zx74fu/FPgrUdFsZIY7m5CBGnYhBh1Y5IBPQHtXEf8Lb8W/8ARKtb/OX/AOMUf8Lb8W/9Eq1v85f/AIxSavuOL5Wmj1W0iaCzghYgtHGqkjpkDFTV5J/wtvxb/wBEq1v85f8A4xR/wtvxb/0SrW/zl/8AjFU3d3JSsrHrdFeSf8Lb8W/9Eq1v85f/AIxR/wALb8W/9Eq1v85f/jFIZ63RXkn/AAtvxb/0SrW/zl/+MUf8Lb8W/wDRKtb/ADl/+MUAet0V5J/wtvxb/wBEq1v85f8A4xR/wtvxb/0SrW/zl/8AjFAHrdFeSf8AC2/Fv/RKtb/OX/4xR/wtvxb/ANEq1v8AOX/4xQB63RXkn/C2/Fv/AESrW/zl/wDjFH/C2/Fv/RKtb/OX/wCMUAet0V5J/wALb8W/9Eq1v85f/jFH/C2/Fv8A0SrW/wA5f/jFAHrdFeSf8Lb8W/8ARKtb/OX/AOMUf8Lb8W/9Eq1v85f/AIxQB63RXkn/AAtvxb/0SrW/zl/+MUf8Lb8W/wDRKtb/ADl/+MUAet0V5J/wtvxb/wBEq1v85f8A4xR/wtvxb/0SrW/zl/8AjFAHrdFeSf8AC2/Fv/RKtb/OX/4xR/wtvxb/ANEq1v8AOX/4xQB63XJfETQtZ8UeFrnQ9KSwAuwoknurh08va6sMKsbbs4PcY965H/hbfi3/AKJVrf5y/wDxij/hbfi3/olWt/nL/wDGKTV9xptO6PTdHS+j0q3i1GG2iuY0CMttM0qEAYBBZVPPpjj1NUYtFuG8aXGt3MkTQpZpa2iKTuTLFpCeMckIOOy1wH/C2/Fv/RKtb/OX/wCMUf8AC2/Fv/RKtb/OX/4xVN3dyUrKx6B4q8OQ+KNFNjJKYJo5UuLa4C7jDKhyrYyM+hHcE9KzG8Pavr+r6VeeJF0+KDSn8+K2s5GlE9xjAkYui7QvJCjPJ5biuS/4W34t/wCiVa3+cv8A8Yo/4W34t/6JVrf5y/8AxiktBvU9boryT/hbfi3/AKJVrf5y/wDxij/hbfi3/olWt/nL/wDGKAPW6K8k/wCFt+Lf+iVa3+cv/wAYo/4W34t/6JVrf5y//GKAPW6K8k/4W34t/wCiVa3+cv8A8Yo/4W34t/6JVrf5y/8AxigD1uivJP8Ahbfi3/olWt/nL/8AGKP+Ft+Lf+iVa3+cv/xigD1uivJP+Ft+Lf8AolWt/nL/APGKP+Ft+Lf+iVa3+cv/AMYoA9boryT/AIW34t/6JVrf5y//ABij/hbfi3/olWt/nL/8YoA9boryT/hbfi3/AKJVrf5y/wDxij/hbfi3/olWt/nL/wDGKAPW6K8k/wCFt+Lf+iVa3+cv/wAYo/4W34t/6JVrf5y//GKAPW6K8k/4W34t/wCiVa3+cv8A8Yo/4W34t/6JVrf5y/8AxigD1uivJP8Ahbfi3/olWt/nL/8AGKP+Ft+Lf+iVa3+cv/xigDsfEfhq91fxf4X1a3lgW30mWZ51kYhmDqANoAIPTuRXVV5J/wALb8W/9Eq1v85f/jFH/C2/Fv8A0SrW/wA5f/jFC0Vgep63RXkn/C2/Fv8A0SrW/wA5f/jFFAHql5eQafY3F7dP5dvbxtLK+CdqqMk4HJ4HauZn+Jnha202PUri7vorCXHl3Uml3SxPnphzHg5+tdLf2cWo6fc2M4JhuImikx12sMH9DXmvx6VU+GioihVW8iAA6AYapk7K/oUkn+J05+JHhhbKC9e6vUs7hlWK5fTLpYnLdAHMe05+tdXXEeA9Ot9W+EWjWN0u6CayCsB1HPBHuDgj6Vc8R+N4dG8Qab4dsrT7freoHMcBl8qONO7SPhiBgMRhSTtPtVyVpcvmZxba5vI6umCWMytEJFMiqGKZ5AOcHHocH8jXLaL42XUvEGpeG7yzSz16xTzPI8/zIplIBDJJtBxyucqCM9DzXGfDnV/EOpfEXxnJc29lKyXUVvcZu3UQIjSKBEPLO8cHrsyee5wJX+65T0Vz1+qeqana6Nps2oXrSLbQrukaOF5So7nagJwO5xwOTXGXXxNSaTxAuh6fDfDQVZr0XF2bdm25z5QEb7gNpBJK8/UGrln4ss/Gnwy1HWLOKSFXs50kik6xuEORnuPQ+h7HgRJ2i5LorlJe8ovq7G34d8U6N4sspLzRLz7VbxSeU7+U6YbAOMMAehFbFeMfAO9t9O+Hus3t3KsVtb3jySyN0VRGhJrpf+FoGPRbPxHc6K8Hhu7ufIS6a4zOgJIEjw7cBcg9HJxzitJJJ2Xl+JCd1f1PQqKZ5qeV5oYGPbu3A8Y9a82ufi6knhy/8R6RpMV7pFjOsExlvDDPkkDcI/LYbTuGDuBPoMVPkPc7nXvEGm+GtOOoatNJDaBgrSpbyShM9N2xTtHbJ4yQO9P0TXNO8R6VFqelXH2izlLBJNjJnBIPDAHqD2rjPHetWniL4Jalq9jv+zXVosiCRcMPnXII9QciuR0DXdY8Ofs5w6no62wliaUPLMxzEGmK7kUAhm57kAdeelK9ua/Sw0ublt1Pbo5Y5lLRyK6hipKnOCDgj6ggin15j8Jr7Wh8MLa4NnaXCKlxLFLJfOJJ5PNckOPLO3nPzbm+nPFXSvjWdV8LalrEPhqZ5bGRA9tDdh8RsQN7MVGBk4AAJJ9gSKatJx7Ep6XO+bxZoSeJ18NtqMQ1dk3i2w2cYz97G3OOcZzjnFbVeRJ4g0t/jjbWV54Qgi1qVNqakt8zEIYyykxlAN+35T3HTJAFeu0re6mN72IridLW2knkEjJGpZhFG0jED0VQST7AE1i6B418P+J7y6s9IvmnuLUZnja3liKc453qOc9qybPx8+ueJ9R0jw9pS38Ol4F5dSXPkjdkjZGNrbzw2MlQSDzjmuB+C8y3HxI8ZzIGCySO4DqVIBmY8g8g+1EdWuzTYS0T73R7nXOeIfHfhzwrdRW2t30lpJKN0ZNpMyv64ZUKkjjIzxkVlz/ECW6vtbg8P6SupRaIpN7NJdeQC4BJSL5G3sNrZztGR15zXmPxz1m18QeH/B2r2W/7NdLNKgcYYZ8vggZ5B4/ChNNrzt+JSV216/gfQgIIBHQ1j6/4r0Pwsls2tajHZi6k8uHcrNuPfoDgDjJPAyOa4/UPipceH9VsIte8K3um6ResFgv5J0Zug5eJc7OvILZx2zxVH4x65pelDSG1vwrba3ZtIz20pv2hZHGMggIcqQR3IOORwKO3qTHX7j1R5oo4WmeRFiVd7OzAKF65J9Kzte8RaT4Z0w6lrF6lrabggcqzZY9AAoJP4DoCa8n+O3iPW7DSNN0y1EFtpmpA72jkYyybQpKEYAVfmHQnPsODu/EzVnsPA8Mvifwpp+pWTXCq8EOqyAo2Moyt5Kn+8DjH4gnCe1/Ow1081c9JtLu3v7OG7tZVmt50EkciHIZSMgipqx/Cl1b33hLSLq1s1s7eW0jeO2RtwiUqMKDgZx64rYq5K0miYu6TCiiipGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVNS1XT9Gs2u9TvbeztwcGSeQIufTJ6n2p9je2+pafb31pJ5ltcxrLE+0jcrDIODyOD3ryH4+eHNLHhv/hIDbu2qefFAJmnkIWPDfKELbQO/A65Pc16P4G/5EHw9/2Dbf8A9FrRHWLfZpfgEtGl3Rv1z9r428O3t+lnbaksjySmCOURP5EkgGdizbfLZsdgxNVPiZPd2/w316WyLCYWrDKnBCkgMf8AvkmvHbmWN/2ZdNlgk2zWmoZ3KcFH818c9jhhQndu/S34ja0Vut/wR9G1hN4x0Aa4uixagtzqJJDQWkbzmPDbT5hjBEeCed2Md685+IXjbUz4U8M6Np0skOr+IYYTLJGQHRWCggYPBZmx9Aa6Twb4h8N6PqK+BrbTLvRdQt41ZYLyOMG5O3JcPGzKzYGSc/TocO2rXbT1tv8AcTfRPvr6HWa14h0fw5afadY1G3s4iDt818M+OoVerH2AJrSBBAI6Gvn74++HNL02bTdWtbd1v7+4f7TM88khfAXAwzEADsAAAOK+gI/9Un+6KS1jfzt+Q5aNIdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTJoVuIJIXLhJFKko5RsEY4ZSCD7g5FAGfN4i0e31u30aTUbf+07gkR2qvuk4UtkqOVGATk4FadfP1hoWm+HP2lLDTtJt/s9okbMIzIz8m3ck5Yk9fevoGhaxT7/5g9JWMfVPFGj6PfQ2F3dO19MpeO1t4JLiYqM/N5caswXg8kY4NTaL4g0rxDavcaVeJcJG5jkXaUeNgSCrowDKeOhArx/xprt98PPjQPE1zYS3Gk39oluWT+6Au4KTxuBXdg4zntnNbvw18q91rxX47S5ji0u/kIjgDqWVUGS8gBO1sc4JzySeooVmr9NfkDutPQ9I1TV9N0SzN3ql9b2duDjzJ5AgJwTgZ6nAPA54qHTPEGmatpDarazutgFL+fcQPAu0DduHmKuVxzu6e/FeKeH/ABWmrarq/wARPEOj6jqOn2MvkWKwJG8diuQd21nB3cp8wBxySRxXTfFzX4tZ+Dp1LQ7nz7C7niWSVMj93uOQR1HzBQQaTbUbvy+V+40k5W/p2O2sfHfhvUL63s7fUsS3W77MZYJIkuNpwfKd1Cycn+Emuir5/wDiH5UvwL8GajbPtltjbrHInBU+UwbB7fMn5ivbvD95LqPhvS72cYmuLSKV+n3mQE9Pc1bjbmXZ2Jvt5q5pUUUVIwooooAKKKKACiiigAooooAKKKKACiiigAooooAKwNW8aaBol1Na3t83nwRedOkFvJOYE4+aTy1bYORy2K368N+DUraj4j8d22qHdeXTjzkfkkbpFcc9gWA/KlfV+jY9LXfdfie1Wl9aX9lHe2lzDPayLuSaNwyMPUEcVzVr8TvBd5rI0m38QWr3bPsUYYRs3oJCNhz2wee1ec/AtDrPhfxB4evXlfT47hDtDYyrZ3p6gHYM49T60z43eDNHt7PQ/wCwdItrbU7q7+zJDZxLH5oIJ5VQASDt596qWkl2dvxEtmnur/ge7UVW0+CW20y1t55PNmihRHk/vMAAT+Jooas7CTurlmvLfj86r8OVUsAWvYgAT14ap/8AhdWk/wDQs+Kf/ABP/jlZWofEXwXq1z9p1H4e6veT7Qvm3GiwyNgdBlmJxUSjdWKi7HZfC9lf4Z6AVYMBagcHPIJzXCaxYXOmftKaPqd422yv4ytvKx+XcIWQpk992OP9oetXtN+JvhLRjIdL8Ca3YmXAkNrpEUW/HTO1xnqanvvi14c1S1a11Dwb4hu7diCYrjS45EJHTguRWjfv86/q5MVaDj5WMmwsLnU/2mNQ1CyJe00+NRdSoflBMAQIT67u3+yfSpvhpqNnp3xL8e2l3cxxXN1qYEELH55f3kv3V6nAIJx0HJwKv2HxZ8N6Vai107wZ4hs7cEkRW+lxxoCepwrgUyP4p+FodTl1OLwRryX8q7ZLpdJiErjjgvvyRwO/YUouyS8rfjccvev8vwOQl8UWXiTUvHS3S2mmRw2ky29jAojkvZRvHmSlcNKyjJ2nIGc443VsfCS8tz8GfENt9piM0IuXeLeNyKYuCR1AODz7GtaH4o+Fbe7ubuDwNrsVzcgieZNJiV5Qeu5g+W/GoU+I3gyPTZNNT4fauthK/mSWq6NCInbjkpuwTwOcdhUW9xxfVWG37yl2d/wOT8A6fd6t8BvFtlYBmuWuC6on3mCrGxUAeoUjHetH4fS+AvEHgC20zxBeSm6tmKPYTapcKJW3EoYoRIAxOcYUZz9ed3TviV4P0eV5dL8A6zYyOu13tdHhiLD0JVhkUQ/Enwfb6m2pQeAdZiv2Zma6TR4VlJbqS4bOTk55q2022+tvwJtol2v+J6grRaZoYaO2kjhtbbKwE5ZVVeFzk5OBjqfrXzbceILPxL8OvFN5MbOyuPtMZtNIslEaRqXTdKUXG9jwDI2cdBjdivVP+F1aT/0LPin/AMAE/wDjlZsPxK8H21tc20HgHWYoLr/j4iTR4VWb/fAbDde9S0223/WpUXy2t0M22vLef9l+dI7mKR4bcxyKrgmNvOyFPocEcH1FVbCN5/2WLlYlLsodiB2AuMn8gM1tSfEbwZNp0OnS/D7V3sYWLxWzaNCY0Y5yVXdgHk9PU1LYfE7wnpUMsOneBNcs4pv9alvpEUYft8wVxnr3pz95yfcUPd5fJlr4P6rYS/Cy00+O7ie7ghuGmiVsmIGRyN+Pu5ByM4zzjODXPfs4Mn9m6+uV3+dCSO+MN/8AXrVt/iX4QtNPmsLbwFrUNlPnzrePR4ljkyMHcobB4A60zT/iL4L0m5+06b8PtXs59pXzbbRoY2weoyrA4qnK8pS7/wCdyeXRLs7mRqTr/wANS2PzDhFB56HyG4r3Y9K8afx14CkuWuX+G2pNOzmRpW0KAsWJzuJ3ZznnNbX/AAurSf8AoWfFP/gAn/xypS9xR9SnrK/ocZ8I9Us/Bvi3xZpPiO+isbkurCS7kEYfYz5wW6khwR6jmn/B3U7I/E/xYrXKRPeyyG3SX928n71mwFbByBzjGRz6V0N18T/Cd9fQ3134F1y4vIMeVcTaRE8keDkbWL5GDzx3qWz+LPhvTzMbLwZ4htjPIZZvJ0uNPMc9WbD8n3NC6X6KwT96/m7nDfDz+xtF8T+JPDnjG+ubCdpTiRtRmtY5cbtwcq6qdwIILdQeOvMnxqs9K0/w34PttEjEelo1ybcCQuCpKHcGJJIOcg56EV1t/wDErwfqtylzqPgHWbydFCpLcaPDIygHOAWYkDJNWpvi74euJopp/B/iOWWJWWN30yNmQMMMAS/AI4PrQtOV9Vb8Ck7Sb73/ABM/44p/bmjeGtH03Zc319dh7eOMhiybCNwx/D8wOelZfx/h+x+HfC1ozgvEzpnpnaiAmtrTviV4P0eV5dL8A6zYyOu13tdHhiLD0JVhkU3UPiN4M1a5FzqXw+1i9nChBLc6NDI20dBlmJxyaPTvf7iY6Wv0VjG/aCjdtI8KzhSYlMilx0BKoR+gP5Vs/GnVbDVfhXHcWF3FcwG+iRZYm3IxCsTtbo2O+M4II6g1K/xO8Jy6WulyeBNcfT1xttG0iIxDByMJvx156VDdfEXwXfQW8F38PdXuIrZNkEc2iwusS8cKC3yjgcD0okrpx87/AJf5Di7W8lY7z4fkH4eeHiCCP7Ph6f7orpK8q0/4seGtJtvs2neC/EFnBuLeVb6XHGuT1OFcDNWv+F1aT/0LPin/AMAE/wDjlVJ80myYqysel0V5p/wurSf+hZ8U/wDgAn/xyj/hdWk/9Cz4p/8AABP/AI5UjPS6K80/4XVpP/Qs+Kf/AAAT/wCOUf8AC6tJ/wChZ8U/+ACf/HKAPS6K80/4XVpP/Qs+Kf8AwAT/AOOUf8Lq0n/oWfFP/gAn/wAcoA9LorzT/hdWk/8AQs+Kf/ABP/jlH/C6tJ/6FnxT/wCACf8AxygD0uivNP8AhdWk/wDQs+Kf/ABP/jlH/C6tJ/6FnxT/AOACf/HKAPS6K80/4XVpP/Qs+Kf/AAAT/wCOUf8AC6tJ/wChZ8U/+ACf/HKAPS6K80/4XVpP/Qs+Kf8AwAT/AOOUf8Lq0n/oWfFP/gAn/wAcoA9LorzT/hdWk/8AQs+Kf/ABP/jlH/C6tJ/6FnxT/wCACf8AxygD0uivNP8AhdWk/wDQs+Kf/ABP/jlH/C6tJ/6FnxT/AOACf/HKAPS6K80/4XVpP/Qs+Kf/AAAT/wCOUf8AC6tJ/wChZ8U/+ACf/HKAPS6K80/4XVpP/Qs+Kf8AwAT/AOOUf8Lq0n/oWfFP/gAn/wAcoA9LorzT/hdWk/8AQs+Kf/ABP/jlH/C6tJ/6FnxT/wCACf8AxygD0uivNP8AhdWk/wDQs+Kf/ABP/jlH/C6tJ/6FnxT/AOACf/HKAPS6K80/4XVpP/Qs+Kf/AAAT/wCOUf8AC6tJ/wChZ8U/+ACf/HKAPS6K80/4XVpP/Qs+Kf8AwAT/AOOUf8Lq0n/oWfFP/gAn/wAcoA9LorzT/hdWk/8AQs+Kf/ABP/jlH/C6tJ/6FnxT/wCACf8AxygD0uivNP8AhdWk/wDQs+Kf/ABP/jlH/C6tJ/6FnxT/AOACf/HKAPS6K80/4XVpP/Qs+Kf/AAAT/wCOUf8AC6tJ/wChZ8U/+ACf/HKAPS6K80/4XVpP/Qs+Kf8AwAT/AOOUf8Lq0n/oWfFP/gAn/wAcoA9LorzT/hdWk/8AQs+Kf/ABP/jlH/C6tJ/6FnxT/wCACf8AxygD0uivNP8AhdWk/wDQs+Kf/ABP/jlH/C6tJ/6FnxT/AOACf/HKAPS6K80/4XVpP/Qs+Kf/AAAT/wCOUf8AC6tJ/wChZ8U/+ACf/HKAPS6K80/4XVpP/Qs+Kf8AwAT/AOOUf8Lq0n/oWfFP/gAn/wAcoA9LorzT/hdWk/8AQs+Kf/ABP/jlH/C6tJ/6FnxT/wCACf8AxygD0uivNP8AhdWk/wDQs+Kf/ABP/jlH/C6tJ/6FnxT/AOACf/HKAPS6K80/4XVpP/Qs+Kf/AAAT/wCOUf8AC6tJ/wChZ8U/+ACf/HKAPS6K80/4XVpP/Qs+Kf8AwAT/AOOUf8Lq0n/oWfFP/gAn/wAcoA9LorzT/hdWk/8AQs+Kf/ABP/jlH/C6tJ/6FnxT/wCACf8AxygD0uivNP8AhdWk/wDQs+Kf/ABP/jlH/C6tJ/6FnxT/AOACf/HKAPS6K80/4XVpP/Qs+Kf/AAAT/wCOUf8AC6tJ/wChZ8U/+ACf/HKAPS6K80/4XVpP/Qs+Kf8AwAT/AOOUf8Lq0n/oWfFP/gAn/wAcoA9LorzT/hdWk/8AQs+Kf/ABP/jlH/C6tJ/6FnxT/wCACf8AxygD0uivNP8AhdWk/wDQs+Kf/ABP/jlH/C6tJ/6FnxT/AOACf/HKAPS6K80/4XVpP/Qs+Kf/AAAT/wCOUf8AC6tJ/wChZ8U/+ACf/HKAPS6K80/4XVpP/Qs+Kf8AwAT/AOOUf8Lq0n/oWfFP/gAn/wAcoA9LorzT/hdWk/8AQs+Kf/ABP/jlH/C6tJ/6FnxT/wCACf8AxygD0uivNP8AhdWk/wDQs+Kf/ABP/jlH/C6tJ/6FnxT/AOACf/HKAPS6K80/4XVpP/Qs+Kf/AAAT/wCOUf8AC6tJ/wChZ8U/+ACf/HKAPS6K80/4XVpP/Qs+Kf8AwAT/AOOUf8Lq0n/oWfFP/gAn/wAcoA9LorzT/hdWk/8AQs+Kf/ABP/jlH/C6tJ/6FnxT/wCACf8AxygCt8f5Y0+HcaM4DSX0YQdzgMf5V1vg29t7f4Z6JeSSDyINLieRgM4Cxjd09MGuEvfiD4I1O7e7v/h3qt1cvjdNPokLu2BgZYtk8VY074n+E9HWVdM8C65ZLLjzBbaRFGHx0ztcZ6mkrqMkuuv4WG9Wn2O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{"type": "NarrativeText", "element_id": "f4af73d268350fa87d740a2e8e0d5b22", "text": "Bilancio consolidato al 31 dicembre 2023", "metadata": {"detection_class_prob": 0.6430739760398865, "coordinates": {"points": [[157.33333333333334, 2165.818603515625], [157.33333333333334, 2192.4208984375], [598.6808888888888, 2192.4208984375], [598.6808888888888, 2165.818603515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 45, "parent_id": "c254bc2bc0857822d6013d4c88b92844", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "1a7814fc3eac61a77c65ec4ffe1b8f57", "text": "Pag. 45 di 54", "metadata": {"detection_class_prob": 0.34729722142219543, "coordinates": {"points": [[1339.9444444444443, 2164.6426666666666], [1339.9444444444443, 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i ricavi sono cresciuti del 30% grazie all\u2019avvio dei nuovi progetti di consulenza e comunicazione per istituzioni e per i primari clienti del settore agroalimentare.", "metadata": {"detection_class_prob": 0.9192513823509216, "coordinates": {"points": [[146.89109802246094, 604.7102661132812], [146.89109802246094, 679.0128888888887], [1483.8477777777775, 679.0128888888887], [1483.8477777777775, 604.7102661132812]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "parent_id": "511ee0eba8c4444035cb414c4656a53b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "edd5d710c44f4327556e1b8b08a859f1", "text": "Di seguito si riporta la rappresentazione grafica del fatturato per BU:", "metadata": {"detection_class_prob": 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In questa voce sono inclusi anche il credito di imposta energia e gas per imprese non energivore per 19 mila euro, il credito di imposta per attivit\u00e0 di innovazione tecnologica, relativo all\u2019esercizio 2022, per 45 mila euro e il credito di imposta per la distribuzione delle testate edite dalle imprese editrici di quotidiani e periodici per 6 mila euro, nonch\u00e9 il credito d\u2019imposta acquisto carta anno 2022 per 76 mila euro.", "metadata": {"detection_class_prob": 0.948808491230011, "coordinates": {"points": [[153.09117126464844, 306.01288888888877], [153.09117126464844, 498.5233459472656], [1484.2457777777777, 498.5233459472656], [1484.2457777777777, 306.01288888888877]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "parent_id": "f7439a54147922218d54d8aff650e9d0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Title", "element_id": "31ae6b1ac3059069bb7cbe1747d1fb91", "text": "21. Costi della produzione", "metadata": {"detection_class_prob": 0.8233088254928589, "coordinates": {"points": [[154.9329071044922, 589.0128888888887], [154.9329071044922, 620.270751953125], [504.7222222222222, 620.270751953125], [504.7222222222222, 589.0128888888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "08a324d0322c4e9403d995afa3592526", "text": "Il dettaglio dei costi della produzione \u00e8 il seguente:", "metadata": {"detection_class_prob": 0.5731645822525024, "coordinates": {"points": [[157.184814453125, 679.4234008789062], [157.184814453125, 712.8230590820312], [789.4722222222222, 712.8230590820312], [789.4722222222222, 679.4234008789062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "parent_id": "31ae6b1ac3059069bb7cbe1747d1fb91", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "d7bf28a246d92024ed9ebe927c94a63a", "text": "\u20acuro/000 31-12-2023 31-12-2022 variazioni Acquisti materie prime, sussidiarie, di consumo e merci 404 365 39 Costi per servizi 9.051 8.547 504 Variazioni delle rimanenze di m. prime e di consumo 58 26 32 Costo del personale 3.356 3.252 103 Altri costi operativi 117 227 (110) Totale costi della produzione 12.985 12.417 568", "metadata": {"coordinates": {"points": [[157.5, 744.611111111111], [157.5, 986.6944444444442], [1476.2777777777778, 986.6944444444442], [1476.2777777777778, 744.611111111111]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, 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Ammortamenti e svalutazioni", "metadata": {"detection_class_prob": 0.8461664915084839, "coordinates": {"points": [[157.11648559570312, 1223.1517777777776], [157.11648559570312, 1253.8184444444441], [598.1388888888888, 1253.8184444444441], [598.1388888888888, 1223.1517777777776]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "4b5a9525e07cdc93dd2e00c3d14b02bf", "text": "Ulteriore dettaglio viene fornito per gli ammortamenti e le svalutazioni, la voce espone il costo della quota di ammortamento dell\u2019esercizio dei beni immateriali e materiali e le svalutazioni sui crediti effettuate nel periodo.", "metadata": {"detection_class_prob": 0.9275830984115601, "coordinates": {"points": 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gooopDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAILy9tdPtnub25htrdMbpZpAirk4GSeBzXlvxZ8JacmmReJNIt1t9YF1Ftktjt84s3BwOC24g7up969G8QaDY+JdGn0rUUdreYDJRtrKRyGB9Qfw9c1heHvhzpfh2aBo9Q1W8htiXt7a8uQ8ML8/OqBQA3J59yevNC3uwe2hta35n/CJah5uPM+wyb8euw5rg/gP/wAiTe/9hB//AEXHXfa7op12weybUr2zglRo5ltfLzIrDBBLoxHGemOtZPhTwJaeDt8emarqTW0jl5LedomRmxjORGGHboR0px+KT7r9bg/hS7EN54i8ZQ3s8Vt4E+026SMsc39rwp5ig8NtIyMjnFHxJZ3+GOrtLH5cjW6lk3Z2ncuRnvXYVg+J/C0fiqyexu9U1C3spFUSW9sYgrkNuBJZC3XHQ446VElePKVF2lcxvhF/yTLSf+23/o16p+LNS0PxJrKaBqGs2FnpdjMst8JrtI2uJBysIBIO0ZyzfQDnOOi8MeE4fClj9hstU1CazAbZDcGJghJySCEBz7Ekc9K5Kf4GeG7m4knm1LWXllYu7maLLMTkn/V1c3efMRFWVjq7jxBPJoqXfhXSU1qNZjAqR3SQJtXILKxyCARjj+VS+H9V8QajNMus+Gv7IjRQY3+3x3HmHPIwo4q34f0O08N6HbaTZNI1vbghWlILHJJJOAB1J7VLrGmjWNKuNPa7ubVJ12NLbMqyBe4BIOMjjpSel7ajX3HC3+q+HPFHimC41PXNLh0rR5WMFvNeRqbmccF2UnIRcYGfvHJ6YzhfGV11TRPDeuWu5rFbhv3m3+F9pVvoQhx9RWp/wobwt/z/AOsf9/ov/jdd5N4d0y58OJoNzbifT0hSERuedqgAHIxg8A5GOaFok+zv/mHV+aPL/GFnJf8Ax58NRxAkrbwynHZUeRj+grufG2vwWNqmjJqNpZX2ooyCe5mWNbeLo0nzEZIzgKOSfYEjR0nwvZ6XfNqDzXF9qBiWAXd2VMiRDog2qoA6knGSTyTXM658IdF8RavPqeo6prElxMcnE0YVR2VR5fAFEtUo9NRR0d+uhseFrvwvpOlDSNE1G0mtbCDzZ7iOdHRck5Z3BwCcE+wHYYrJ8f8Ag7w/4q8N3etRLbi8jtmnhv4GGJAq5G4jh1wuMnOO1X/D/wANdB8PaXqenQm6ubfUlCXAuZBkqARgFQuOpqlpnwl0PTEa3Gpa1PYOxaSwlvMQSnjllRVz0HfsM0TXNf8AMcXylr4Um8Pw40o3pcttby9/Xy9x2fhjGPbFdnTY40hiSKJFSNAFVVGAoHQAdhTqcnd3FFWVgooopDCiiigAooooAKKKKACiiigDL1Oy0XxDHPo+ox2l5tUPJbOwLxgggNgfMp64YYPoa8z8CeH5fC/xe1vStPlkfS0tQ7hjnbu2lA3uMtj2zXYa78ONL13xEuvHUNVsNQEYTzbC4EZ4BGclSQcHHBHFbmiaBp+gW8kVkjmSZt8880hklnfH3nc8k/pzwBRHR39QeqseY/H3/kH6H/13k/ktepandX9npDz6bp39o3ahdlt56w7+Rn5m4GBk/hXOeJ/hxY+LriOXVtY1Z1hZjDFG0KLEGxkDEeT0HUk8da6fTbGTT7NbeS/ub3b92S5CbgMYA+RVB/EZ96F8NvO/5De68jG0TWvE99qIh1Xwj/ZdrtJNx/aUU+D2G1Rnn1rm/EP/ACXPwp/16Tf+gyV6TXHXfw8gvfENtr0/iDWm1K2XZDMDbjYvPG0Rbf4j1HehfEn2/wAmhfZa7nT6jqNrpOnXF/eyiK2gQvI57Af1rgdB1Pw+NauvFOpaxp02s322G2soLuOV7eMkBY1Cn5nJwWPTn0yT0fijwZbeLtOtrDUdT1JIIfmYQPGnnNjhn+Q5PXgYHPTpXP6T8F/DekataalDd6nJLayrKiyyxlSynIyAgPX3oj8WoP4dDc1fXfFdnqc0Gm+DP7QtFxsuf7Uii38DPysMjByPwq5feI/7H8Lrq2s2y2NwVANo1wjYlPCp5nC8nv0AyTwK3a5Pxd8P9P8AGk8D6lqOpRxQDEcFvIixgnq2ChJP40ne1h6XuZnhCfQNOuprh9a0/UfEOtXG6cWlwkpUnJCKAc7EAPPfH0Fc38H7WTT5PGNhOCs9vKqOpGOnmD+ldR4b+E2geF9ch1azudQluIQwRZ5EK/MCCeEB6E9629Q8I2l5f3V9bXl7ptzeReTdvZMg89cYG7erYIGQGXB5603tZdVb07CT117pnn3wBs5I9H1i9YERzTpGpPQlQSf/AEIVs3+q+HPFHimC41PXNLh0rR5WMFvNeRqbmccF2UnIRcYGfvHJ6Yz1z+F7CPww3h/T2m02zZPLzZsBIAevzMDye5689a4j/hQ3hb/n/wBY/wC/0X/xunJ3lfsJK0bdzvm1/Tk8Ptrkk/l6eIjN5rDqnYge/GPqK4rQdT8PjWrrxTqWsadNrN9thtrKC7jle3jJAWNQp+ZycFj059Mk7uveAtP8QaFYaLPfajb2FkiosVtIiiTaAFL5Q5wB7DnpWLpPwX8N6Rq1pqUN3qcktrKsqLLLGVLKcjICA9fehW5vIH8Pmei0UUUhhRRRQAUUUUAFFFFABXnvxh8PHWPBj30CZu9Nb7QjAfNs/jAP0+b/AIDXoVNljSaJ4pFDI6lWU9CD1FKSbWg4uz1OD8B6zJ40tNN1W4UkadbmJiy/fuj8rMOOyDt/z1I7VyG/Tprzx8nhlrgQG1lk1G5uX3qz/P8AJCvGASW+di3AIAGc161oGg2PhrR4dL05GW3iLEbzliSckk9zzXO23wt8O2uoandK18y6irrNbm5IiG7JPyqBnGTjcWx16inP3m7dn+Ioe6lfuvwMT4MMW+Gt0p6LczAf98rXP/BDSrLVtC8Q29/AJ4JmSJ42JxtIJOPQnA5HPA9K9I8O+BdP8L6Neabpt/qQS6JJlkmVmjyMfIu3YD77cnvnAxH4R8Aaf4LmuG0zUNReK4A8yG4eNkJHQ8ICCMnofr2qm05PzSRKTSXk2zzz4i2Vvp3xH8F2VpEsVvAII4416KomwBXQ+LpdMHxU0MWIuJfExTy0zJi2hjIf55APmYgFjtVlz3PrveIPh3YeI9fg1m81TVI7m22/Z1heIJFtORgGM5555J/Lin6r8PNI1nxFZ67dXOoLfWyKheCfyvN292KgEHn+ErUxukr92/vKl1t2SOY+GNutzq3juxu8TxyX7JLkY3gmQHOOmaxdXkb4qfE6HR7dmOgaSSZmUkB8HDH8T8o9smvQbD4e6Vpcusy2F5qVu2qhhII7gBYs5zsXGM89WDEdiOaraJ8NrTw3aXNtpGvazaR3JzLsNuWbjH3jCWH4Hijqn2S+8OjS6v8AA4/48eUNJ0FYNnlpNKgCdBgAY/DGPwo+I0tzJ8RPA9pKD9h3wMo7M5lAb8gF/P3rrtX+F2la3p+n2F5qmrG3sVIiVZIssxOWdiY8lj3P6dc7Wp+ErDWdItbHUZrmeW0YPb3u5UnjcdGBVQM9O2OBkGiOju+9weqt5WPPfHE9za/HHwq9nnzXiiRsd0Mjhs/8BJrQEEU37QzmWNHMemB03DO1sAZHvgn867HT/CVlZ642t3Nzdajqhj8pLm7KZiT+6ioqqPrjPJ55NVm8EWx8XS+Jk1bUkv5IzFhTFsVMY2gGM8Djqc8Uloortd/fcJatv0/A8/8Agvx4r8WKOF3jgdPvvS/A/wD5Dvin/fT/ANCkrtfD/wAObHwzeXt3pur6qs14hWVpGhbkkkMAY+oJJ9PUGpPCvw90/wAIahcXenajqUhuR++juHjZZOuCcIDkEnoRRBctr9FYJa383c66iiimAUUUUAaH2CL+8/5ij7BF/ef8xVqsrxJrcXh3w5fatKNwtoiyp/ffoqj6kgfjSbsrsaV3ZFv7BF/ef8xR9gi/vP8AmKoeFPEEPijwvp+swYAuYgXUfwOOGX8CCK2apqzsyU7q5V+wRf3n/MUfYIv7z/mKtUUhlX7BF/ef8xR9gi/vP+Yq1RQBV+wRf3n/ADFH2CL+8/5irVFAFX7BF/ef8xR9gi/vP+Yq1VLVNVtNGsGvL2URxKyqOeWZjhVHqSSBQA/7BF/ef8xR9gi/vP8AmKtUUAVfsEX95/zFH2CL+8/5irVFAFX7BF/ef8xR9gi/vP8AmKtUUAVfsEX95/zFH2CL+8/5irVFAFX7BF/ef8xR9gi/vP8AmKj0/VLXVobiSwmWRYZngMg5XevBxjqAePwNR6DDqtvodrFrl1DdamqkTzQrtRzk4wMDtjsKALH2CL+8/wCYo+wRf3n/ADFZ/iO28QXMViPD99bWjpeRvdGdNwkgGdyjg8nj0+oraoAq/YIv7z/mKPsEX95/zFWqKAKv2CL+8/5ij7BF/ef8xVqigCr9gi/vP+Yo+wRf3n/MVaooAq/YIv7z/mKPsEX95/zFcd8RPEPiHw/LoraYbGOwu7+G1nlfLT5Z84VSNoXapBJJPPAGM13dC1VwejsVfsEX95/zFH2CL+8/5is97bxAfGMdyt9bDw+LMo9oU/emfd97OOmMd/w71gW3iDxCfi5JoF99ji0v+z3urdLfLM43qoMjMB83DcLwM9TjNC1aXr+APZv+tTr/ALBF/ef8xR9gi/vP+YrPe28QHxjHcrfWw8PizKPaFP3pn3fezjpjHf8ADvW1QBV+wRf3n/MUfYIv7z/mKtUUAVfsEX95/wAxR9gi/vP+Yq1RQBV+wRf3n/MUfYIv7z/mKtVi2Ft4gj8TarPfX1tLo0ix/YLdExJEQPn3HHOT7n8OlAGh9gi/vP8AmKPsEX95/wAxVqigCr9gi/vP+Yo+wRf3n/MVarFe28QHxjHcrfWw8PizKPaFP3pn3fezjpjHf8O9AGh9gi/vP+Yo+wRf3n/MVarFsLbxBH4m1We+vraXRpFj+wW6JiSIgfPuOOcn3P4dKAND7BF/ef8AMUfYIv7z/mKtUUAVfsEX95/zFH2CL+8/5irVFAFX7BF/ef8AMUfYIv7z/mKtUUAVfsEX95/zFH2CL+8/5irLMqIzuwVVGSScACqumalbaxp0N/Zv5ltMCY3/ALwyRkexxmgBfsEX95/zFH2CL+8/5irVFAFX7BF/ef8AMUfYIv7z/mKoapba/Lr2jzaZfW0GlxNIdRhkTLzAgbApwcYOe4/HpWzQBV+wRf3n/MUfYIv7z/mKbqr6gml3LaTHbPfhD5K3TMse7/a2gnHsOvTI61yfgrWde8VfDJtRN1BHrVyLlYZTGBHG4dgny46Djrk8c5o7+Q7bHXfYIv7z/mKPsEX95/zFR6LFqUGi2cWr3EVxqKRKLmaJcK745IGB/IfQVeptWYkVfsEX95/zFH2CL+8/5irVFICr9gi/vP8AmKPsEX95/wAxVqigCr9gi/vP+Yo+wRf3n/MVaooAq/YIv7z/AJij7BF/ef8AMVaooAq/YIv7z/mKPsEX95/zFWqKAKv2CL+8/wCYo+wRf3n/ADFWqKAKv2CL+8/5ij7BF/ef8xVqigCr9gi/vP8AmKPsEX95/wAxVqigCr9gi/vP+Yo+wRf3n/MVaooAq/YIv7z/AJij7BF/ef8AMVaooAq/YIv7z/mKPsEX95/zFWqKAKv2CL+8/wCYo+wRf3n/ADFWqKAKv2CL+8/5ij7BF/ef8xVqigCr9gi/vP8AmKPsEX95/wAxVqigCr9gi/vP+Yo+wRf3n/MVaooAq/YIv7z/AJij7BF/ef8AMVaooAq/YIv7z/mKPsEX95/zFWqKAKv2CL+8/wCYo+wRf3n/ADFWqKAKv2CL+8/5ij7BF/ef8xVqigCr9gi/vP8AmKPsEX95/wAxVqigCr9gi/vP+Yo+wRf3n/MVaooAq/YIv7z/AJij7BF/ef8AMVarifHXinXfDE+lPZ2WnPY3eoQ2jzTSu0nz5ziMAAdOu4/SjqkB1n2CL+8/5ij7BF/ef8xVqsbxHc67FZxReHLa0m1CWTAe93CCJByzPt59AAOcnPQGgC/9gi/vP+Yo+wRf3n/MVwV3q/xM0q601dQXwk8V5eR2oS2FyZDuPzEBiBwoY/hXS6hrl1P4kHh3RntkvY7f7Vc3FzEZY4UJwq7FZSWY5P3hgDPORR/X6h/X6Gx9gi/vP+Yo+wRf3n/MVi+GfE0mq3up6PqUMcGsaU6pcpFny5FYZSRM8hWHY5I6ZPWqGk6/4g8U6XJrWiSaXBYF5Ftre6gkkknCMVyzq6iPcQcDa+Bg89KL6X+YWOp+wRf3n/MUfYIv7z/mKpeF9ej8TeG7HWI4GgFym4xM24owJDDPfkHnv7Vr02rOzAq/YIv7z/mKPsEX95/zFWqKQFX7BF/ef8xR9gi/vP8AmKtUUAVfsEX95/zFH2CL+8/5irVFAFX7BF/ef8xR9gi/vP8AmKtUUAVfsEX95/zFH2CL+8/5irVFAFX7BF/ef8xR9gi/vP8AmKtUUAVfsEX95/zFH2CL+8/5irVFAFX7BF/ef8xR9gi/vP8AmKtUUAVfsEX95/zFH2CL+8/5irVFAFX7BF/ef8xR9gi/vP8AmKsSFxGxjVWcA7QzYBPbJwcfka43wx4o1vU/G/iDQtWs7C3XTo4XjFrI8h+cZ5dgu7/vlfx60LV2Dpc6r7BF/ef8xR9gi/vP+Yq1XH6vc+P7jVZx4ettAh06IhFfVfO8yVsfMyhOi54GeTgnoRQB032CL+8/5ij7BF/ef8xWP4UvPEV0moReJBpX2m2uBEp00SbCNivzvOc/OPTpWXb+KddHxPTwzf2WnQWcmntdo0EryyHD7RliFA+m0/U0dbB0v/XY6z7BF/ef8xR9gi/vP+YqDWbrULa0CaVaR3N9KdsSzOUiT1d2AJ2j0AyeB7jldD8T+J7bxhH4b8W2GnLLdwNPZ3emM/lPs+8pDnORnrx+Oc0LV2B6K52P2CL+8/5ij7BF/ef8xVqigCr9gi/vP+Yo+wRf3n/MVaooAq/YIv7z/mKPsEX95/zFWqKAKv2CL+8/5ij7BF/ef8xVqigCr9gi/vP+Yo+wRf3n/MVaooAq/YIv7z/mKPsEX95/zFWqKAKv2CL+8/5ij7BF/ef8xVqigCr9gi/vP+Yo+wRf3n/MVaooAq/YIv7z/mKPsEX95/zFWqOlAFX7BF/ef8xR9gi/vP8AmK5bSdf8QeKdLk1rRJNLgsC8i21vdQSSSThGK5Z1dRHuIOBtfAweelbPh3xHb694UtdfaM2sMsJkkSRgfK25DDPcAg8+npR0uwtrY0PsEX95/wAxR9gi/vP+Yrko7j4kX12lzbR+GLbS5nDolytw1ykRPG4DC78dsgZ4zXb0AVfsEX95/wAxRVqigArh9c1m1vPGUGn3MN9JYaTtuZfsthNciS4IOxG8tG2hVO/BwSSnoa7G8a7SzlaxihlugP3aTyGNCfdgrEfkawPBema7pWn3UWvLp73c1w9w9xZzu/ms7EnKsi7Qo2qME8Dtihb+gPb+v68jiPh7qcPhrx3qXhCNLpNLv2e+0w3VrLbsDj54wsiqSAAeeny+9bfj671qz8WeEkstYkt7S81BYZLZI8KxAzliCGYc/dyB0o+IfhDxF4j1jRdQ0E6Za3GlS+dHdXNxIHYkjKFFjI28D+LnJGB3k8S6B4s17UvDl6lrosT6VcC6lRr+UiRuhUHyeBjufXpxyL7Pk191/wDLT5BL7Vuqf3/8OZl/Zaz4Z+IWhW1p4q1a6i137THOl+6zJEVXcGjQBVTk8ADHHccVe8MSalo/xI1rw1LrN9qVq1kl/C9+wkeJ2bawBAHy/wCyAAO2O9jxFoXinVfF2gaxaW2jLDpBkfy5b6UNMZECsMiE7QMHB5z1wOlOg8P+JYfibdeJjBpLWU9mtmIvtkgkVQwbf/qsE5zx79fVx6X8/wBbfiEvLy/PX8DE8OWmueI9Y8Y6RqPivVUjtb2KNZ7MrDIAFJAQ4IjHTO0AnHJ65Xwnp+seJdJ1nRL7xXrEcOk6pNaR3VrIsdzKq4I3ykEnqemDzySOK2PC+geKNE17xFqNza6O66tN9oVIr6XMbKpCqSYeQeMt29D0o8IaF4p8PT69JdW2jTf2leS30YivpRsdsYQ5h6cfe6+xpLbXsvv0/wCCH+b+7X/gGNonjXUtH+E+tapeStqN5o11LZxyz9ZdrqqFyDk/eGT1OPXmtufQb258KLrFt4h1VNbNsLtblbpvJZ9m4L5GfK2dsbc98k5JreFvA+pW/h3XNB8SxafLZ6pcTXBeyuXZlMmPlw0YxgjIbPpxVrTNC8Xaf4c/4RprvTJrZIzbw6qzyCdIcYGYNu0uBkA+YB0JBwQU7tPvZffbX8QjZNX2u/u6fgYCeLNZ8S6R4D1aG8On/wBo37w3MEK/K7KJBk85K/ISFPHPOcCs74i+C49L0Wzu7zWdW1W4fWYPJkvLpiYEc/MqhSFGcDkAY7Yrq9a8HapBD4Ws/DMWnrZ6HcLPi8uHRpMAqV+WNuoYkt6npWl458Nah4r8KJZ2stta6nFNFcxF2ZohIhzgnGSOvO38KqVr3Xf8Lr/ImN7Wfb8df8x+u6bFYaJb26eILrSrFblWuJJbiSae4U/8sUldy6ljjG0luw61zWhapd2nxUbRbSXV10m80s3UcWqyvKwdW2h0EjGRVPIKttOc8YxVvxF4T8XaxbaBqcWq6YNf0y5NwY2jdbQ7gAVA5YgY6nk7m+7wAHwj4tfx1p/iaXVdKaVbE2t1GsDqqfNu2xDJPPTcxOOTtPChLfXz/L/P+rlO1v67/wCRm+HLTXPEeseMdI1HxXqqR2t7FGs9mVhkACkgIcERjpnaATjk9cw6Da65rvhnxFpVz4r1WIaLf3FtBdQOFuJQgBXzJCCxGewwTnk4rf8AC+geKNE17xFqNza6O66tN9oVIr6XMbKpCqSYeQeMt29D0qv4e8N+LdHt/EyTQaJI+r3M13EUvZcRvIMbWzDyAO4546c8Try+fL+On/BGrX17/hr/AMAqweONV/4VPoGrAxvqupzRWXnSfKquzlDIcKwBwufukZPQ9Dabw/42g1iyv9MltrURuRdw3Wu3V5FcIeo2PCAjDsVIx0xio9M+Hd9c/DBfB+uyWsMlud1te2MzSFXDlg+1kXGM4wCcjPIq/oujeO5Ej0/xLq+kzabFw8tpE5ubpQfuyFsKoIxnAJI4zzmtHbnb89PQhX5EvL8TMtRrmq/ErxNoVx4kvYrRLKIxm1VY2hVyTiPIIB5xvILY7jAIXwZFcXOp+MfBmq6jf6pYWMkQinubhvPKSoWKtIpDY49R1PbitDTNA8TWnxG1TxFNBpH2O/hjgMSXkhkjCdG5iAJPpxjPU45PC3h3xHpfjXXta1GHShbaw0TMlvdyO8PlqVAAaJQ2c88j+lRBe7Z9n+en4FSera7r8tTC+E2iD/hBribT7y6tLv7TcwxP58kkUY3YBEJbyyR6lT75rsvh/e3epeBdKvL64e4upo2aWV+rNvb/ADjtWN4U8L+KvCkeo2cV1pVzpv2iWeyhJdJJC56SvtYKo6/KrEnuBwdzwPpOp6D4VtNJ1RbTzrUFFe1maRXXJOTuRSDzjHPTrQrtK/ZD019WYnxKvdX06Tw7NY6pJbWs+r29tPBEoBlDNnl+uPlxgYyCc5qLx9d61Z+LPCSWWsSW9peagsMlskeFYgZyxBDMOfu5A6VoePfD+ueIhpMWlR6cI7K+ivme6uXQsyE/IAsbcHPXP4VW8V6B4n13VvDt7a22kRjSrhbuRJb6T53xgoCIen+139BTWy/xfhp/wf6sKWzt2/HX/gGTf2Ws+GfiFoVtaeKtWuotd+0xzpfusyRFV3Bo0AVU5PAAxx3HFT2kWoeFPilpmlDxBq2p2WsW08kseozCXy5E+YFMABRzjAGP0xf8RaF4p1XxdoGsWltoyw6QZH8uW+lDTGRArDIhO0DBwec9cDpRq+geJ774haR4gt7fSBaabFJEIpL2USSCQYJ4iIXHYc5x1GeHHp8/1sE9nby++/8AkRrpusa54n8TaRd+J9RgtY1tXjawCQSRq3mNsVsHAyOT944AJwMHL8J6frHiXSdZ0S+8V6xHDpOqTWkd1ayLHcyquCN8pBJ6npg88kjiun0/T/Elp4q1vVJLPSmgvo41iVb6TcpiVgu79zj5t3OPu/7VUPCGheKfD0+vSXVto039pXkt9GIr6UbHbGEOYenH3uvsaiC0d+36q34XG3p8/wBHf9DG0TxrqWj/AAn1rVLyVtRvNGupbOOWfrLtdVQuQcn7wyepx681tz6De3PhRdYtvEOqprZthdrcrdN5LPs3BfIz5WztjbnvknJNbwt4H1K38O65oPiWLT5bPVLia4L2Vy7Mpkx8uGjGMEZDZ9OKtaZoXi7T/Dn/AAjTXemTWyRm3h1VnkE6Q4wMwbdpcDIB8wDoSDggt3afey++2v4ijZNX2u/u6fgch4l8RT+Lfhn4O1mWKOC4uNctwyqCVDK0i5AznGRnGfxrpdX0XVPDOsWHiC38UaxeLNfw293Y3swaBkmkWP5EVQEILAjA7fXN7xB4BS88HaXomjXEdo2kzxXNp56F1d4wcB8EHDE8kflV46ZrutXOntra6fZ29lOly0NlM8/2mRQduS6JsVWw2BuJ45GOaduZtd/w0/yDXlV+346/5mRHe6vF8ahptxqkk2nvpD3MVqqhEjJkC8gfePy9TnqcYBxSTf8AJerb/sXm/wDR9WJtB8Rt8To/EsdvpRsUszYeW15IJChk3eZjysZ/2c/8CqObQfE7fE5PEyQaQbFLM2Iia8kEhjL7t/8AqsBv9nJH+13oj9n5/rb80OX2vl+l/wAmMjvdXi+NQ0241SSbT30h7mK1VQiRkyBeQPvH5epz1OMA4pnjprDw9ZSX0k2s3urX8/l2NjBqtzEJJDgBVSOQAKOp4/UirU2g+I2+J0fiWO30o2KWZsPLa8kEhQybvMx5WM/7Of8AgVUx4b8VN4+ufE17aaNfiNPJ02B9QljFon8TY8hsu3c9skcjGJWqivX8/wDhge7a8vyL/h3wXeWnh/7PrOvatc3lxIs1wyahOBHjnyo237ggJwTnLdz0xj+G9Iudd8V3Gr22p6tb+HtPnMNrF/alzKL91OGdy8hHlhgQAOGwc8ddXxHZePNa0K+sbL+xtNluVSJXS9lcxp828hvJB3EbQOOOTnNWtHsfEWk6Xp2kWul6PaWVqI4zImpSTOI1I3YU26gsRnnI5OapN3uS1pY5zxMrQaZ4hnHiDWtS1mASzxHS5pIIbFVG5Y3Cv5WVAyQ/zsDwDxXQaQf+Ep8D6Hq2sX11B/oi3Fw1rdPahyU5LNGVOBycZxXPaR4D8Yaboms+G/7a0v8Asa7FwYZ/Jd7omTsxOFAOeT855OMcER3XgfxrN4C0vwv9u0lreIol6IppYPMgXpErbGJ3dWbA7DbjOZV+W3p/wf8Ag9X9xTtf7/0t/XQd4OsbnxVrzeILW/1mz8OWspSygk1O6kN+VPMj+ZIcJnooHPIPTB1fCd7q7fEjxdp+papJexWkdsYF2hEjDhmwqjjvjPJIAyTitm0TxLbw2llBo+iWFnE0aZh1CSTZEpGVVDAoztBA5FZuhaD4jsfH2ta5d2+lCz1UQoyRXkjSRCNSoODEA2fTIx71XWy2sxdHffT8/wDIoeGJpviNoV3rU+pahYTNcyQ2i2N08S2yoflLIG2yMep3gjnAAFcre+M/E2p+CLa5Opm0u7PXE0q7a3jC/asMp3kjlfcLjOT2OK7vSvDGr+FLvVIfDwsJdN1Cc3KJeTOhs5GGHwqq3mLwCBuT0z3rI1/4e6qfCun6FoLWDmG9XULm7vpnRppgxZvkVG4JPrwBjnrUrp8vzV/wv66Dl1t5/rb9BnimLVfCvizw7q8PiPVLsanqkdlc2VxIv2YI4x8kagBcY46n1JOc6Md7q8XxqGm3GqSTae+kPcxWqqESMmQLyB94/L1OepxgHFHjHw/4p8SS+H5Le20eH+zbyK/lEl9Kd7oT8ikQ/d/2jzz045kOheJ5PiRb+JntdIW2Sx+wvCL6UvtL7i4PkgEj+7xn1FVHS3q/y0/ET2fovz/yO5rz3w5c65ceP/GWl3etSTfZ4bcWr+WAkG9Wb5Y+mRnqck4GSa9CrhdK0PxTp3jbXtee00d4tUjjVYhfyhozEhC5Pk87jjPp745S317Mf2X8vzMDwdpus+NPCN5/aPi7WoJYdTuFE1lKInYggDccHCDsi7QM/TBoFrrXjb4Z2upX3irV7O4t45lRtPkEJkaNmUNKwBZ+AOAQPx5rd8F+H/FPhXQtQspbbR7iaa5kuoWS+lVdzkZVv3OQAMnIznpgdaj8J+HPFXhvwJPoEkGjT3CiQQSreShG8xiTuHlZGM9s59utS78lutl99gja933f3a/8Ay7vxDrup/AVPEEGqvaagtoXmmjiXdJhihwf4SeuRyD0xVfxZba1p3gO18ZweKtXW/tLW1dbZZQLVwSgO+PGXJ3EksTn6YAvQeC/FUPwmfwaY9GM5RoRc/bZduwsW3bfJzkcDH457Vd8Q+GvFOt/DePwxHBo8Vw0UcMszXspQLGUIKjycknaeDjHqauXxya7r9b/AKEw+ypba3/D/gmd47h1fw/ZW3jCDxNqrXKXMCvY71WzaN2wVEQHoepJPv0I6XxDFA+vwnUNcvvs7W+INH00yxzO+7mUtCwcr0XnCL1JrN8ZeHfFXijwdbaPFBo1vceZG88jXsrINhBG390Cc45zjHTnrTZ/C3i628ey+I9Hv9Jjj1C2ihvYL1ZJfJKgZ8rbtLDrjJXOTkdMLy83+X+f+YK9rvsvz/r8jD0R5vEvgHxlpOuNfTxaXdXEUIurg+cFRdyrK8bfOQfUsD74FWPDd4ng/wCCUPiS2W4nuV09WEU91NJFuLYGELFUGTztA4rW8NeB9Z0q58TwX+qWs+n6vNLMpjiPnM0gwS54VQPRQcnuOhXw34J1iPwVP4W8T3tjPYCBrWBbFGDbCch3Zh98dgBgY53dp1s7btL8ncrTmXa7+66sU7vQPG9zDa32mXUFtqKOspuJdeuJoZxjkPb+QIwCD/CFwcEU/UpPEEvxP0vS5ddlt7a70yaRobRAFhcbQSpI+Y9wXBx2AzUug+HPiBpUEeiT+INLl0WL5EvfJc3wiGMKAfkBxwCd2OvPSpb/AMOeJv8AhP8ATNc0630ddO061e0SCS8lWSRG7kiIhSPl456deeKsrq22v5P/AIBOtnff/gr/AIJn3FvrPhjxj4J0Y+JNQv7G4mujL9pbMkhVCy736sBu6Hjge2Og8QxQPr8J1DXL77OYMQaPppljmd93MpaFg5XovOEXqTUXirQNd1Lxb4d1jS49OeHSTM7pdXLxtI0i7cDbG2AAM5756VTvPC3iu1+Idx4i0LUdLW21CCKG7iv45JDFswMxhcZ6E4LKMk57ED1t8ynbddv1D4X6tqN/Y67Y6hLdSf2bqcttCbx1edYxghXZSQzDnnJ+tYPg+TUbf4BzXOl332K6t0u51lEYc/I7tgbuBnGM4P8AWt3wz4U8T+GLzxFMl7p19Hf3TXUCSbonkdsZMjhSEAGeFU5PcCquheEvFekfDa98KyRaNLNLHNFHcLeyhcS7txI8nqN3GOvt3Tu4vvZfeVFpPy5vw1/zOq8EXE934F0K4uZpJp5bGJ5JJGLM7FRkknkmt+sHwbp2p6P4XsdL1SO0WazhSBXtZmkWRVUDcdyKVPtz9a3qubTk2jKN+VXCiiipKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK88+Lv8AyCfDv/YftP8A2avQ64n4geHdf8TLpttpcWmLBZ3sN6Zbq6kVnZM/JtWNgByOc/hR1XqvzGtn6P8AI7aiqavqT6UzPDaQ6iY22xiVpYg/O3LbVJHTPApukf2p/ZUH9tfY/wC0cHzvsW7ys5ONu7npjrQIwg/9tfEYrjNroNvnPrczD/2WMf8AkSql1o2q6L8QbjxNYWb6naaharbXVrC8aTRMn3XXzGVWXjBGQec81teGNFuNItb172SKS+vbyW6neIkr8xwgGQDwgUfhS61b6/fv9i0+e2sLOQDzb5ZC9wo/iVIym0E8AOWOP7ppdFbf/Pcff+tv6ucf4PnuNc+KfiXXWtvstra20enlS4YmQHcwYjjcvQ4JA7E9awY9L1u20bWdd8C3E8nh+8nkY6W0mJJUDYkkt2wTGSQwA5JXkYbaB6xo+hafoWkR6XYQeXaoDkElmcn7zMTyST1Nc9oeh+IvCmnHRdLXS73TY3Y2k11O8MsCMxO1kWNhJtz13Jnpx1oa6Lt/wX+P9bAu/n/wEaXgjVNL1jwbpt3o1sLWx8rYlv8A88SvylPfBB579e9dBWT4b0KLw5okWnRy+cwZ5ZZdu3fI7FmIXsMk4HOBgZNa1VJ3dyUrKwUUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeeeGv+S0+Nf8Ar2s//RdehHO07QCccAnFcJomgeKLHx9q3iG6tdH+z6osMckUV/KzQiMYyMwgOT6fL9aF8afqN/C/l+aO8qvf3sOm6dc31w22G3iaVz6Koyf5VUn/ALc/t+1+z/2d/Y3lt9p8zf8AaN/O3Zj5dvTOeetV/Fej3Ov6G2lwSxxx3E0YuS5IzCHBdRgdSBj8aTu1oCtfUj8GR3P/AAjNveXy7by/Zr2Zf7hkO4L/AMBUqv4Vzd3/AMl/sP8AsAP/AOjTXoSqFUKoAAGAB2rg7nQPFMnxJi8URWmjG3hs2slga/lDMpcsHJ8kgHn7vP1p6cyttr+TQrvld99PzTO8bJU7SA2OCRkZrzm51TXdE+KemR61a6feWOqK9rY3lsjxvb4G5lKlmGWIXPPIAPbFdhrh8RKtq2gLpbkSj7THftIu6P8A2GQHa31Ujn2wa0OkXupaxZatrcdrFJYB/straytKquww0jOyqWO3gDaMZPLZGBbpg9rHQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSEgAknAHWlpGUOjKwyrDBHtSe2gHi8el63baNrOu+BbieTw/eTyMdLaTEkqBsSSW7YJjJIYAckryMNtA77w22geMfh3aw2tkYtHubfyGs1dkMYB2tGSpB6gjOefxqDQ9D8ReFNOOi6Wul3umxuxtJrqd4ZYEZidrIsbCTbnruTPTjrVy10HU/DvhAaf4euLF9SV2lMt9EwilkdizkhDlQSTjGccDnrT0St00/r+vloD3v11/r+vmcpqHhuf4YomteGb+8bShcxx3OjXEhlh2SOFJizyrAkHJyT3PavUa56Kw1jVxbL4gg0+CG3dJjFZTvMJ5FwVJLIu1Qw3bfmJIX5sAhuhp9LC63CiiikMKKKjnnitreS4mcJFEhd2PRVAyTQ3YCSiora4hvLWK5t5BJDMgkjcdGUjIP5VLRsG4UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRSMwVSxzgDPAzWdoOtW3iLQ7XVrNJkt7lSyLMoVwASOQCfSgDSorF8R+JrLwxFYyXsVzIL28js4/Ij3EO+cE8jjj3PoDW1QAUUUUAFFFFABRRRQAUVzviLxvoXhi9srHULlvt166pBbRLudtzBdx7KMnqSM4OMkYroqPMAorFfxNZJ4xj8MGK5+2vZm8Egj/dbN23G7Oc59se+eKgtfGuiX/i2bwzZ3LXGoQRvJP5a/JFtKgqW7t83QZxg5waFr/XYHodDRWK/iayTxjH4YMVz9tezN4JBH+62btuN2c5z7Y988VtUeYBRRRQAUUUUAFFFYth4mstR8TaroMMVyt3pixtM7x4jYOMjac8/iB7Zo8g8zaooooAKKKxX8TWSeMY/DBiuftr2ZvBII/3WzdtxuznOfbHvnijyA2qKKKACiiigAooooAKKKKACiqmq6jDpGkXmpXCyNDaQvM6xLuYqoJOB68UzRdVg13RbPVbVJUgu4lljWVdrAEZ5FAF6iiuetfGuiX/AItm8M2dy1xqEEbyT+WvyRbSoKlu7fN0GcYOcGhauwdLnQ0VQj1a3k16fRwk32iC2juWYp8hV2ZQAfXKH/OcX6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiobq5js7WS4lWVkjGSIomlc/RVBY/QA0ATUVgeF/F1h4tTUGsILyEWNy1tKLqLy2LDuFzkD6gH1Aq1qmuw6ddQWUVrcX1/OrOlpalPM2L95yXZVCgkDJIyTgZoA1aKy9F1+z1xblYFmhubSTyrq1uF2ywPjOGAJBBHIZSVPYmub1L4p6LpV4FudP1n+zjII/wC1hYt9jyTjiQkEjOeQDntmjrYOlzuKKbG6SxrJGwZGAZWU5BB6EU6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK57xZ4y07wbpzXuoW+oTRqAT9ltWcAEgcvwi9ejMCe2aTdgSudDRUKXMTWa3TMI4jH5hZyBtXGcn04rm38eWEdqmoyafqSaI7ADVWiQQYPAcru8wJnjcUx3zjmm9HYN1c6qikVldQysGVhkEHIIrD/4S3Sz4yHhVGkk1IWxuX2AFI14wGOchjkHGOn4UdbB0ubtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVR/tON9Z/s2BRLLHH5lywbAhU52A+rMQcD0BPoCAXqK5q98b6ZY+KtP8ADsltqJu753SOQ2jJCCoyfnfAYe6bvfFdHI4jjZ2DEKCSFUsfwA5P0FHS4dbDqK5zQvGmm+Idd1LSbS3v4p9PVGla6tjCGDjIwrYcf8CUVfvdbi03U7a1vYXiguiI4LvIMZlPSNu6sexPB6ZBwCdvMDUooooAK5Xxmjawlp4Vid0OqlvtLp1jtUAMh9skon/A/aupJCqWYgADJJ7Vwui2knizU7/xTZ69eWkErmytDaLA4aCJiC37yN8bn3njGRtzStfR7f1/Xpcd7K5U+EWo3EOk6h4U1Fv9P0C5a356tCSSjDPbqB7YrW8T/EC28M6/pmkSaXqE73sqp56Qt5Sg5ztIBMjjj5VHfqDxXGeI42+HPxM0XxNcancXdnqway1CW5ESsOm1iI0QYHynOM4U81v/ABDkjPijwCwdSrasCpB4I2jkfnTvzcr80n99v+CS/d5rdm1/X4E3/Cx7yx8SR6TrvhS/05btJHsJElW4e5287SiZ2sR23HGRnjmtHw741l1bWdW0fU9FuNK1DT1E3ktIs/mQt91gU6n1UZ64yT0y/Gcka/E/wArOoPm3fBPrGAP1ptjKp+PmqRhxn+xI8qD/ANNB2/EfnRHW3nf8LsctNfR/e7DtP+Jlzrj6tb6J4U1K5vbGVY0tp2W3ZuPmMhf5YsdgSWb0HOF0z4kX2uaNLLpHhK+utYt5mhu7BpliSBlIyDMwAJ54AGeDwBzTPh+ynxv4+AYE/wBox9D/ALJp3wxkje98abHVv+KguDwc8cf4GiOqXon+X+YdH6tfn/kbnhzxpYa74QbxDMjWEMAkF3HMcmBk++CR1x9Mn0HSqN3401S00MeIj4bZ9E2iYlbr/S1hP/LQw7NuO+PMzg5ODkDhtIsLvXvhB41sdMJluJNVuTGkbZLgOjlR9QD9c12+l+JdK1P4U/2m9xGLZdPMNwrEZSQJtMZH97PAHU5GOopN+65Lsn96v/wBxWqT7tfcyfVviDp2nvoBtre4voNZfEM8KHYq7SRzjlyeAnXrnGOeN8ZeMvGM2jkL4fXRLcanHZS/apy0twrEFdhVdoU8hiC3XAzUdjps/hvwz8MrDVG8q5XVdzo5wULrIQp9xvUfWui+MbLF4RsbiQ7YoNVtpJHPRVDck1UlZ/8Ab1vxREW2vlf8zc1fxReaFYWAvtMhfVNQu1tLa2trlniLtkgtK0alRgEn5SfQGmaf4tuT4puPDusaWtnex2n22J7Wc3Mc0WcHB2KwYHjG3n+eX4q+Ilnp40VdOv7UWeqXbW76qf3kMAUDJB+6T82AclQQc5wRXNWmq6NB8brC4j177dFLo7RfbJrgOs8pkwFjIwhJ6bYwBnPGc0lq7ev5XKe1/wCt7HQ6f8TLnXH1a30TwpqVze2MqxpbTstuzcfMZC/yxY7Aks3oOcR23xQudQ8OXV9p/hS/uNSsXkW+sTIEW32fezKR8xx0VVLHB4HWnfD9lPjfx8AwJ/tGPof9k1W8DzxG0+ITeam1dYvGJ3DAG3r9OD+VTf3b/wB2/wCX+ZUVd/8Ab1vz/wAjr7bxZp114StvEaCX7Ncxo0UQAMjux2rGBnG4sdvXGe+OazNR8Z3nh/VdNg8Q6TBaWOozfZ4by2vDNslP3VkUxrtyM8gsBj8a88WKab9nnw/eR2322HT7pLq5t9ocSQpM+5SDnI9R6A54rrrG7+GGo21pNo+l+Hbq9uSPs9nFaQiff/tIF3IBgksRgAZrRr32uzM03yJ+RcT4j/a/EOqaJp3h3VLi9sog0cciCAzsSf7+AkeADvYjOcAE4BseHfGOoeJtP1m3i0dNO1/TZPJks7yctErEfKTIi8jqeB264INZuhyIfjj4pTeu/wDs+2+XPPQf4j86Z4KdX+KvxB2sD+8tBwfSNgf1qI6x17P8HYqWjbXRr8UVvh/4o11/Cd/rOr2S3sQurhpHsmkluHcNgIkAjxt4AB38AZOOa7rw3rcfiTw/Z6xDC8MV0pdI3OWA3EDOO/H/AOuuG+EWradH4eudGe7h/tFL+6L2u7MijcTuK9l9zxnjOa6H4ZEH4caLjGPJbp/vtQnovRfkO2/q/wAx/irxvB4Y1DS7F9NvbmXULiOBJVjKwRl2A+aQjG7GSFGTxzjOah8T/EC28M6/pmkSaXqE73sqp56Qt5Sg5ztIBMjjj5VHfqDxWf8AFYqLPwwWIBHiC05P/AqZ8RmVfFXgMFgP+Jv3PsKa6f4rfLT/ADFLRN+V/wA/8iX/AIWPeWPiSPSdd8KX+nLdpI9hIkq3D3O3naUTO1iO244yM8c1b0bxvfXXi4+Hdb8OT6PcywtcWbNdJOJkUkHJThWxzjJ7+2aPjOSNfif4AVnUHzbvgn1jAH603xDKq/GzwgnmAMbO7yueeV/+sfypx1t53/C4T0Ta8n+Ni63xAubvUNW03RfC+p31/YFAIpwLVZNxbLFn4VcAEZ+Zs8LgE1V0z4kX2uaNLLpHhK+utYt5mhu7BpliSBlIyDMwAJ54AGeDwBzWvorA/EPxUAQSIbHIz0+WSsf4YyRve+NNjq3/ABUFweDnjj/A1ENb37fk0hy2v5/mmbnhzxpYa74QbxDMjWEMAkF3HMcmBk++CR1x9Mn0HSqN3401S00MeIj4bZ9E2iYlbr/S1hP/AC0MOzbjvjzM4OTg5A4bSLC7174QeNbHTCZbiTVbkxpG2S4Do5UfUA/XNdvpfiXStT+FP9pvcRi2XTzDcKxGUkCbTGR/ezwB1ORjqKbfuuS7J/er/wDACK1Sfdr7mYvxS1Ozv/CnhjVLSXz7SXWrSZHiUsWXDHhQMk+2M9q2D481K08UWOm6x4Uu9O0/UJjBZ373KSb3/hDoudhPoWz7dccNq2lXPhz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Proventi e oneri non ricorrenti", "metadata": {"detection_class_prob": 0.7914029955863953, "coordinates": {"points": [[155.6762237548828, 1738.064208984375], [155.6762237548828, 1769.9410400390625], [611.4722222222222, 1769.9410400390625], [611.4722222222222, 1738.064208984375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "44842d08e48b05bef3a4e036f7699255", "text": "\u20acuro/000 31/12/2023 31/12/2022 variazioni Proventi non ricorrenti 22 50 (28) Oneri non ricorrenti (490) (163) (327) Totale proventi e oneri non ricorrenti (468) (113) (355)", "metadata": {"detection_class_prob": 0.9236780405044556, "coordinates": {"points": [[158.55218505859375, 1800.9119873046875], [158.55218505859375, 1972.36376953125], [1475.6773681640625, 1972.36376953125], [1475.6773681640625, 1800.9119873046875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
\u20acuro/00031/12/202331/12/2022variazioni
Proventi non ricorrenti2250(28)
Oneri non ricorrenti(490)(163)(327)
Totale proventi e oneri non ricorrenti(468)(113)(355)
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Proventi e oneri finanziari netti", "metadata": {"detection_class_prob": 0.8433042764663696, "coordinates": {"points": [[152.7615509033203, 305.15606689453125], [152.7615509033203, 336.34622222222197], [621.4722222222222, 336.34622222222197], [621.4722222222222, 305.15606689453125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "ba7cbec6a1d5163202fa66b3682db8ce", "text": "Di seguito il dettaglio dei proventi e oneri finanziari dell\u2019esercizio:", "metadata": {"detection_class_prob": 0.7992038726806641, "coordinates": {"points": [[157.33333333333334, 376.34622222222225], [157.33333333333334, 407.0128888888888], [982.5277777777777, 407.0128888888888], [982.5277777777777, 376.34622222222225]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "parent_id": "ffcce46d39847a12e2e2d4d34b38fe61", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "0944a4df31352ab42662aa7a1e87b257", "text": "\u20acuro/000 31/12/2023 31/12/2022 variazioni Oscillazione e differenze cambi - - Altri proventi finanziari 1 - Totale Proventi finanziari 1 - Oscillazione e differenze cambi (11) (14) Interessi passivi bancari (409) (307) Altri oneri finanziari e interessi passivi (214) (133) Oneri finanziari per diritti d'uso IFRS 16 (9) (26) Totale Oneri finanziari (642) (480) Proventi/(Oneri) finanziari Netti (641) (480)", "metadata": {"detection_class_prob": 0.9402557611465454, "coordinates": {"points": [[160.0218963623047, 435.1126403808594], [160.0218963623047, 869.865234375], [1472.0318603515625, 869.865234375], [1472.0318603515625, 435.1126403808594]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
\u20acuro/00031/12/202331/12/2022variazioni
Oscillazione e differenze cambi
A Itri proventi finanziari11
Totale Proventi finanziari1-1
Oscillazione e differenze cambi(11)(14)3
Interessi passivi bancari(409)(307)(102)
A ltri oneri finanziari e interessi passivi(214)(133)(81)
Oneri finanziari per diritti d'uso IFRS 16(9)(26)17
Totale O neri finanziari(642)(480)(162)
Proventi/(O neri) finanziari Netti(641)(480)(161)
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"26. Imposte sul reddito", "metadata": {"detection_class_prob": 0.7840219140052795, "coordinates": {"points": [[155.5497283935547, 1250.306396484375], [155.5497283935547, 1282.1517777777776], [463.7222222222222, 1282.1517777777776], [463.7222222222222, 1250.306396484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "NarrativeText", "element_id": "87076dac08363e6f4c79230fef27bd47", "text": "Il dettaglio \u00e8 il seguente:", "metadata": {"detection_class_prob": 0.5960860252380371, "coordinates": {"points": [[157.07241821289062, 1318.929931640625], [157.07241821289062, 1353.1771240234375], [467.0555555555555, 1353.1771240234375], [467.0555555555555, 1318.929931640625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "parent_id": "5a95869c79ab4921ed3fe8a29cd2b730", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Table", "element_id": "c149805af22205eaa52b46743897f530", "text": "\u20acuro/000 31/12/2023 31/12/2022 variazioni Imposte dell\u2019esercizio (211) (177) (34) Imposte differite/anticipate (234) (280) 46 Totale imposte del periodo (445) (457) 12", "metadata": {"detection_class_prob": 0.9181565046310425, "coordinates": {"points": [[155.5671844482422, 1383.963134765625], [155.5671844482422, 1556.08837890625], [1478.16748046875, 1556.08837890625], [1478.16748046875, 1383.963134765625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "
\u20acuro/00031/12/202331/12/2022variazioni
Imposte |Imposte differite/antici pate(211) (234)(177) (280)(34) 46
Totale imposte del periodo(445)(457)12
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nUWvIZssEkl82OVQRuUEjKkZHTHUdaAPpn+1/+mH/AI//APWo/tf/AKYf+P8A/wBavHfF9x451/WLGDwhM9tpc+nx3LznagDOW4LkE5wF4X1rjrTxh408B+M7fS/Et493bSMnmLK/mBo2ON6N14549iCKAPpP+1/+mH/j/wD9aj+1/wDph/4//wDWrMooA0/7X/6Yf+P/AP1qP7X/AOmH/j//ANasyigDT/tf/ph/4/8A/Wo/tf8A6Yf+P/8A1qzKqWuq6dezvBaX9rPNHy8cUysy845APHNAG9/a/wD0w/8AH/8A61H9r/8ATD/x/wD+tWDc6rp1lOkF3f2sE0gykcsyqzc44BPPNVb3xNoOmzGG+1rT7aUcGOW5RWH4E5oA6j+1/wDph/4//wDWo/tf/ph/4/8A/WrEs7+z1G3FxY3UF1AeBJBIHU/iOKrpr2jyQzTJq1i0UA3SutwhWMerHPH40AdH/a//AEw/8f8A/rUf2v8A9MP/AB//AOtXB+LXHiDwDetous2kAnCeVfm52RLiVc/vFzjoV+vFJ8P7S60zwdDDqGq2+oyo8jNdQ3JmQjJP3z6fpQB3v9r/APTD/wAf/wDrUf2v/wBMP/H/AP61ck/jDwzHN5L+IdKWTONpvI8g/nWlcahZWlqtzc3cENu2MSySBUOenJOKANv+1/8Aph/4/wD/AFqP7X/6Yf8Aj/8A9auX/wCEn0D/AKDmmf8AgXH/AI1w3jTTNR1Xxpouoab4n0+zsRFCTbvqBjM48xjlVHDAggA98UAew/2v/wBMP/H/AP61H9r/APTD/wAf/wDrVkyyxwxNLK6xxoMs7HAA9SazrLxJoepXP2ax1nT7mf8A55w3KO35A0AdP/a//TD/AMf/APrUf2v/ANMP/H//AK1YNzqunWdyltdX9rBPJgpFLMqs2TgYBOTzxUS69o7amdNXVbI34ODbCdfMz6bc5zQB0f8Aa/8A0w/8f/8ArUf2v/0w/wDH/wD61eT/ABU0jU9VXSv7N8QWekeWZfM+03rW/m52YxgfNjB+mfeu/tFZLKBWcOwjUFgchjjrnvQBs/2v/wBMP/H/AP61H9r/APTD/wAf/wDrVmUUAaf9r/8ATD/x/wD+tWjG/mRI+MblBxXN10Nt/wAesP8AuD+VAGHc/wDH1N/vn+dee/FXxZc+GvDnlWO0XV6GhV8sGTI6rhSM9epB7jNehXP/AB9Tf75/nXmfxitZ20XSdRSF5rbT9QSa5VBnCf3j7dvxoAzfCuu3fhnw5aaVbWenERLl3b7YGdzyzHFsec+59K6fx5rup+HPCs2rWkVpFeLFGskrrvyxYARqOCeWY5PQDpzxrweLdEvkT+zb+HUZpFBSC0cSOc+oH3B7tgDvXI/Ey+i+3+EdO1R0t7Oe++03TDLJ+6A+TOMnJbHSgDc8WeJr3w14FTUmjibVpFiijhKna07YyMZzx8xxntUfjbXNb8O+Fra7s5bM6hJJFb+XJAzCSVyAdp3DHc8g9K5rxdejU/HPhOO/jlitfOe7itih3sIxlMr/AHnYfdPQY6EsK0/FsP8Awk3xA8N+HnBFvao2qXkec8D5UBx75H0agDXTUPE91rWkyWkNp/YBD/arqQ4kkAXhwvGFY/dxnjk4Bo0jX77xfPdTaPIlpo8EhhS7aPfJcuOpQE4VB6kEn2rT8V213deENXttPUm6ks5UiVepJUjA9z0Fc14T8QaRoXw00sRyLLcxW+z7FFzO9xzujCDnduz29+lAGr4Q8R3Or3etaXfiJrzSLryHmiXasqnO1sZODwcjNPhmTU/EF3q8p/4l2jq8FuezTY/fSf8AAR8g999c5oOm6p4X8OXdxc7P+En8R3hIQciKR8kZ9Qi73P0xXaDRIrbwu+i2hKp9laBWY8klSCxPcknJPqaAOP8AhGkuoaZq3ia7H+laveu+fSNeFA9gSw/AVU0XVF/4WJ4+14/Na6dbJEeepjU5H5xt+dX/AAlqsPhn4YWkDpu1K1EkP2Acytcb2Pl7Rzkk5+nPSn6L4KutO+GurabMwfWdVgnluWyOZpFIC59BwPrk96AD4R2kv/CIyazdnfeavdSXUrnqfmKj8OCf+BVz2j669lN8TPFERyiSrDbt2Z0Dop/Mp+ddDpWtJo3wv02CxXzdW+yLbQWa/wCsNzjBUr1G1sls9ADVS68Cz6Z8Gb7QLYGfUZIvtExTkyyhldgPXhdo9cCgDY+GWmjSfh9p7Sn97dIbyZ2PLF/mBP8AwHb+VZfwile+03XtXIIS/wBXmmTPcHBz+ZI/CrmsasJPAdrpWgMtzqOoWiWtrFG2SilQrO390KM5J6HAro/DOhQeGvDtlpEB3Lbx4Z8Y3seWb8SSaANaiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5Xx3feKLHS7eTwrZrdXTS4lVkDYTaecEjvivIfAl6k/wAWjceMFuk1ySTEIkQIqy7cAMuOPlwFxx0rtde+MLeGfE+oaTf6K8scD4hmik2FlIB5BHPXqD+FcRoz6n8Sfiza67BYNb2tvcRSyMMlY0jwQC2Bljj9fQUAepfF7/kmGr/WH/0clQfBn/km1n/12m/9DNcf8W/iHvGseDP7Lxhoh9r+0emyT7m38OvvUHwn+Igsl0zwkdM3CWZ83ZuMbc5b7m3+tAHXN/xPPjuo6w6Fp+fbzX/riT/x2tD4vf8AJMNX+sP/AKOSqHwoB1OTxJ4mcHOp6iwiJ/55pnbj/vrH/Aa5f4t/EPeNY8Gf2XjDRD7X9o9Nkn3Nv4dfegDsPgz/AMk2s/8ArtN/6Ga6bxP4m0/wposupag/yr8scQPzSv2Vf88DmvIvhN8Qvsg0vwh/Ze/zZn/0r7RjGct9zb+HWuS8e+JrjWPH90dVjNxY6fdSQRWiSFF2I5HXnBbHJ6/TAwAdz8I9BvtY8TX/AI41CPyo53lMAxje7k7iP9kAkfU+1dF4Q/4nXxW8Wa2eYrMJp0J7cfex+KZ/4FWF4a+M63d0mnf2DBZWkNrNIDHPkIsUTOAF2j+7iun+EVjJaeAkvpubjUZ5buQnqcnaPzCg/jQBqeO/Gtp4M0N7h2V76YFbWDPLN/eP+yO/5d689+G3hW90jwR4g8RXatHPe2EotkPDeWFLbj/vHGPYZ715vP4vk1XxeNf160XUtrZW0aTZGAPur0Pyj079+pz7T4E+JDePdTvNHuNIjtYVs2kLLMXyNyrtxgdmoAwf2fVX7Pr7fxFoAfpiSszwsTH+0RfrHwr3V2Gx9GP86z9B1u++DvifVrDUdOkuYLgAIQ2zzApOx1OCCCGOfTPtitDwBa6msnib4i3VsFKW1zPbCQELLK2XJHcqMY/H2oA7j4r+NbXQfD9xo8LCXU9RhaJYxz5cbDaWP4ZA9/pUvwk8JXPhjwu8l8hjvb9xM8Z6xqBhVPvySfrjtXhejeL/ALH4rk8RavYjV70t5iedLtVX7NjBzjsOg/AY9ZsPjBfaj4Y1bV4dDjD6dLAGiErPvWQsCcgDbjb1560Acv8AEnV/H01peWmrWLwaF9pIDxQjDqH+TcwzjoD25xXqXwxk0Z/AliNE837Om5ZBNjzBLnLbscd+PbFeYeLfjGvibw1caNZ6LJFLdhUd3lD7RkHCgDk8V6F8IfD994f8EiPUImhnurhrnynGGRSqqAR2Py5/GgDvaKKKACiiigAooooAKKKKACiiigAooooAK8X+Jur+P421i0gsXXw8V2G4ihDExFRuyckgdQTgcV6p4j1G40jw5qGo2kInntoWkSMgkMR245ryDVfjql/oN1ZxaE0d3cQtES84ZE3DBP3QT16cUAdT8FJNFbwhLHpnmi7WbN6Jsbt5HBGP4cDj6GuS+Kv/ACWHw9/1ytf/AEe9aPwpsNQ8IeCvEPiS+s5ArwiaG3kOxpFiVznocA7sA47Zrz3xX47/AOEn8Yadr/8AZv2b7GsS+R5+/fskL/e2jGc46UAfQvj7Vf7G8CaxeBtri3aND6M/yA/m2ab8P9K/sbwHo9oV2v8AZxK477n+cg/Tdj8K8v1rxwfiVpmj6KmnmyN5qyRSIJ/M3RqAWOdox98H8K9l1rURonh++1JYBKLO3eYRBtu7apOM4OOnpQB4x8Vf+Sw+Hv8Arla/+j3r3evlfxX47/4Sfxhp2v8A9m/ZvsaxL5Hn79+yQv8Ae2jGc46V3uv/ABZv9X+HV1f6dZ/2bM96tiWE/mMFaNnLKdq4PGPx9aAGfFXxCfF+sWfgvQI/tcyXO6Z06eYARtB9FBYse34Gt7x1bf8ACJ/B+28P2z+ZPOYrFSP42J3OQPfDfnXlngfx9b+CY55ItCju76bh7qS4KkL/AHVG04Hc+v4Cu/bX2+IXijwJG1uIFHm6jPCr7wux2VcnA7xf+PUAer6Rp6aTo1jp0eNlrAkII77VAz+lePfFXxCfF+sWfgvQI/tcyXO6Z06eYARtB9FBYse34Guw+L3iG/8ADvgwSadJ5U13cC2Mo+8ilWJK+h+XGe2fWvGvA/j638ExzyRaFHd303D3UlwVIX+6o2nA7n1/AUAafxR0ddBvfDGib98Vrp6qzdmYyNvP4mvRPjmqnwDCSBlb6Mr9dr1y/j+1vfHvgLRfGVpYlZohKtxbxEuVj3kBhxyAVyeP4vasTxN461L4lafpHh6x0qT7WJFkl2tu8yQKVyOPlXlic9PwzQB698LpCfhnozynG2JxknoBIwH6CvNPGmoSfFTxzY6DoI32dkXDXWMryRvk/wB0YAHqfqK0fihd33g3wLoHhaxmCRTwNHcypwz7AmQPQMWJP5etcn4N+JsHgvSjaWfh6KWeQ7p7l7khpT2/h4A7D/GgD6MX7Jo2kqHkWGzs4QC8jYCIoxkn6CvDGEvxc+KUd1awumjaeEV5WGMxKxbn/ack4HYfQ0z4u+MdR1K10XT0xb2V7p0OoSxIc7mfOFJ7hcce/Ppiv4Z+LkPhfSINL07w1Csa8vIbo7pHPVmO3k//AKqAPomiiigAooooAK8OjX/hDf2gtv3LTVWOO2RN/wDbR+le415D8dNMkjtNI8RW2Vms5/KZx1APzIfwKn/vqgDMkX/hMv2g9v37TSmGe+BD/wDbT+tReKLf4YWfiTU31a71K+1Ca4d5ltfuwsSTtB4GR9T/AErY+BemSSWer+IrnLTXk/lK56kD5nP4lh/3zXB+F9Vt/AvjPVIvEeiSX10d0SL5aswfdnIDdQ3qP1zQBr/B3UY7T4jXmn6bNO+l3UcnlrNwxCnKMwHG7GR+JrA+HXhCTxnq15p8t7LbafGgmuPKxlyCQg547sefStz4dSXEvxrnlu7UWlw5uHe3AwIiQTt/Dp+FaXwC/wCQvrv/AFyj/wDQmoA6jxn4fh8L/A/UNGt5pJorfbteQAMQ1yrc4/3sUnwyign+DckN1OLe3kW6SWZiAI1JYFufQc1sfFr/AJJhrP0h/wDRyVxvh2wvNT/Z4vLSxRnuHMjKidWCyhiB6kgEYoA5DVo/hbBptxbadNrM16sbeTdY+VnxxkHHGfaum+GelReOfh7feHtUublbW0vUkiaFgGUFc7RkEYzk/jXM+FfE9paeCtR8P2vh37VrU6zH7T5akKhXlmJ5G0Z9uKj8LeIr3w38NdensDsuLm9htRLnmMMjksPfC4HpnPagCvrnhDTZvG8PhnwjLd3soby55rh1ZFb+LG1RgKM5PPPA6c9B8QNOXR/H/g3TFkMi2llZwByMFtsrDOPwrG8A+P8ATfBFvcOdDe8v7g4e5NwFwnZQNpwO555/AVseP9SGsePvBupiIxC7srOcRls7d0zHGe/WgDY+OWr3k2paV4bt5CkU6CeRQcCRmYqgPsCpP4+1ZHxC+G1n4I0Cw1jSb27NzHOkcrOwHzEEh1wBtwV9+o9K3/jd4cv5ptO8SWETyi0Typ9gyYwG3K2PTJbJ7cVy/i/4h3fxG03TtA03R5VuWmWSVUbeXcAgBePu8k5PtQBn+ONUvPEereEr9H231zpkA3jj96JpF3e3zDNWfiR4Gg8BPo95p1/dSzzljJJKRuEqbTuXA4yT3zjHWpfF2jN4f8YeCdKdg0ltZ2qyEdC5nctj2yTXT/tA/wDHloP/AF0m/klAFH453DXeleFLlhhpYppCB6lYjXtenf8AILtP+uKf+givDvjR/wAi94N/69pP/QIa9x07/kF2n/XFP/QRQBZooooAK6G2/wCPWH/cH8q56uhtv+PWH/cH8qAMO5/4+pv98/zqLrWhNY755G8zGWJ+770z+z/+mv8A47/9egDPihihUrFEkYJyQigUrRo5UsisVOVJGcH1FX/7P/6a/wDjv/16P7P/AOmv/jv/ANegCgUQurlVLLkBiORTqu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKmCGJZWlWNBI3BcKMn8a0P7P/6a/wDjv/16P7P/AOmv/jv/ANegCgY0Z1dkUumdrEcjPXFOq7/Z/wD01/8AHf8A69H9n/8ATX/x3/69AGf5Ufm+b5a+ZjG/HOPTNPq7/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AGeIoxKZRGokYYLAckfWn1d/s//pr/AOO//Xo/s/8A6a/+O/8A16AM9Yo0dnSNVZ+WIGCfrT6u/wBn/wDTX/x3/wCvR/Z//TX/AMd/+vQBSoq7/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFKirv9n/9Nf8Ax3/69H9n/wDTX/x3/wCvQBSoq7/Z/wD01/8AHf8A69H9n/8ATX/x3/69AFKirv8AZ/8A01/8d/8Ar0f2f/01/wDHf/r0AUqKu/2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvQBSoq7/Z//TX/AMd/+vR/Z/8A01/8d/8Ar0AUqKu/2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vQBSoq7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKirv9n/8ATX/x3/69H9n/APTX/wAd/wDr0AUqKu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKirv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUqKu/wBn/wDTX/x3/wCvR/Z//TX/AMd/+vQBSoq7/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFKirv9n/9Nf8Ax3/69H9n/wDTX/x3/wCvQBSoq7/Z/wD01/8AHf8A69H9n/8ATX/x3/69AFKirv8AZ/8A01/8d/8Ar0f2f/01/wDHf/r0AUqKu/2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvQBSoq7/Z//TX/AMd/+vR/Z/8A01/8d/8Ar0AUqKu/2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vQBSoq7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKirv9n/8ATX/x3/69H9n/APTX/wAd/wDr0AUqKu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKirv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUqKu/wBn/wDTX/x3/wCvR/Z//TX/AMd/+vQBSoq7/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFKirv9n/9Nf8Ax3/69H9n/wDTX/x3/wCvQBSoq7/Z/wD01/8AHf8A69H9n/8ATX/x3/69AFKirv8AZ/8A01/8d/8Ar0f2f/01/wDHf/r0AUqKu/2f/wBNf/Hf/r0f2f8A9Nf/AB3/AOvQBSoq7/Z//TX/AMd/+vR/Z/8A01/8d/8Ar0AUqKu/2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vQBSoq7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKirv9n/8ATX/x3/69H9n/APTX/wAd/wDr0AUqKu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKirv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUqKu/wBn/wDTX/x3/wCvR/Z//TX/AMd/+vQBSoq7/Z//AE1/8d/+vR/Z/wD01/8AHf8A69AFKirv9n/9Nf8Ax3/69H9n/wDTX/x3/wCvQBmzW8FyoWeGOVR0DqGH60+ONIkCRoqIOiqMAVf/ALP/AOmv/jv/ANej+z/+mv8A47/9egClUN5bLeWU9q7uizRtGWQ4ZQRjI9+a0/7P/wCmv/jv/wBej+z/APpr/wCO/wD16AOf8PaDZ+GdEt9JsPM+zwbtpkILElixJIA7mtOrv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUqKu/wBn/wDTX/x3/wCvR/Z//TX/AMd/+vQBha5o8Gv6LdaVdSTRwXK7HaFgGxkHgkHrjHSptNsINK0y10+2BEFtEsMeTk7VGBn34rX/ALP/AOmv/jv/ANej+z/+mv8A47/9egClRV3+z/8Apr/47/8AXo/s/wD6a/8Ajv8A9egDOmghuFCzRRyAHIDqDg/jUgAAAAwB2q7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKirv9n/8ATX/x3/69H9n/APTX/wAd/wDr0AZaWdrFKZY7aFJD1dUAP51PV3+z/wDpr/47/wDXo/s//pr/AOO//XoApUVd/s//AKa/+O//AF6P7P8A+mv/AI7/APXoApUVd/s//pr/AOO//Xo/s/8A6a/+O/8A16AKVFXf7P8A+mv/AI7/APXo/s//AKa/+O//AF6AKVFXf7P/AOmv/jv/ANej+z/+mv8A47/9egClRV3+z/8Apr/47/8AXo/s/wD6a/8Ajv8A9egClRV3+z/+mv8A47/9ej+z/wDpr/47/wDXoApVAbO1M3nG2hMvXfsG7861P7P/AOmv/jv/ANej+z/+mv8A47/9egClRV3+z/8Apr/47/8AXo/s/wD6a/8Ajv8A9egDmLzwxY33iiw8QTvObuxjaOGPcPLG4EEkYznn17Ctqrv9n/8ATX/x3/69H9n/APTX/wAd/wDr0AUqKu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKsWHwxYw+LbjxJvne+ntxb4dgURBj7oxkH5fXua6f8As/8A6a/+O/8A16P7P/6a/wDjv/16AKVFXf7P/wCmv/jv/wBej+z/APpr/wCO/wD16AKVRx28ELs8UMaM/wB4qoBP1rR/s/8A6a/+O/8A16P7P/6a/wDjv/16AKVFXf7P/wCmv/jv/wBej+z/APpr/wCO/wD16AKVFXf7P/6a/wDjv/16P7P/AOmv/jv/ANegClRV3+z/APpr/wCO/wD16P7P/wCmv/jv/wBegClRV3+z/wDpr/47/wDXo/s//pr/AOO//XoApUVd/s//AKa/+O//AF6P7P8A+mv/AI7/APXoApVG0ELzLK0UbSLwrlQSPoa0f7P/AOmv/jv/ANej+z/+mv8A47/9egClRV3+z/8Apr/47/8AXo/s/wD6a/8Ajv8A9egClRV3+z/+mv8A47/9ej+z/wDpr/47/wDXoAzkghikeSOKNHflmVQC31PepKu/2f8A9Nf/AB3/AOvR/Z//AE1/8d/+vQBSoq7/AGf/ANNf/Hf/AK9H9n/9Nf8Ax3/69AFKoora3gZmigijZvvFEAJ+taX9n/8ATX/x3/69H9n/APTX/wAd/wDr0AUqKu/2f/01/wDHf/r0f2f/ANNf/Hf/AK9AFKirv9n/APTX/wAd/wDr0f2f/wBNf/Hf/r0AUqKu/wBn/wDTX/x3/wCvR/Z//TX/AMd/+vQBSrobb/j1h/3B/Ksv+z/+mv8A47/9etaFdkEa5zhQP0oAgf77fWoJrmC32+fNHFu6b3C5/Op3++31rlviJaW918Pdf+0QRymPT53QuoO1ghII9DkD8qAOhhure4YrDcRSEDJCODj8qmrzr4VSaVonwk0rUbp7WyjZJHnuJCqZPmN95j16AfgK2pviT4Rt9Ii1R9YT7JKzrGyxSMzbTtYhQu7aD3xigDq6K5q9+IHhbT9ItdVn1iH7JdKXgaNWkZwOCQqgtgHg5HB61fh8T6HPoKa4mq2o0txlbl5AiemOcYOQRjrQBrUVyN38UPBljp1pfz65Etvd7vIKxSMzhWKE7QuQNykZIwccV0lhqNnqmnw39jcx3FpMu+OWNsqRQBaorm5/Hnhu3QSy37ral/LF59mlNtuzjHnbfL68Z3Yrau9Rs7HT31C5uY47REDmYt8uD0x65yMY65oAtUVh23i3SLnVLbTRJcw3tyGMMNzZzQtIFUsSN6jIAFczbfEyyuviFeaR/pMdhZ2nLG1kJlmLLyAFJCgdCcA5PtQB6FRWbqevadpEkcV1LI08ilkt7eB55WUdSEQFse+MU3Q/Eek+JLWS40m9S4SJ/LlXaVeNvRlYBlP1FAGpSMyopZiFUDJJOABS1zeqeKPDLJd2d+/2q2hby7sizkngiI5xI4UouOM5PHfFAG1YalY6pA0+n3kF1ErmMyQyB1DDqMjjIq1XmPwJ2L8O32kbBfTYOeMfLXUXHxA8M2skXn6g8cEr+XHdtbSi2dvQTbfLP13YoA29R1Sw0i2NzqN7b2kAOPMnkCDPpz3p97fWmm2r3V9dQ21un3pZnCKPqTXmnx4s7WXwHHemCJriO7hVJtoLBTngN1xz0rV+MtlbXHwx1aea3ikmgWNoZGQFoyZUztPUZ74oA7gXlsbIXnnxi1MYkExYBdhGd2emMU6GeK5hSaCVJYnGVdGDKw9QR1rnItLsdZ+Glpp+pQyzWc2mw+YkO7eQEUjbt5zkCjwF4ebwz4a+wbJIomuJZobeR97QRs2VQnoSBycdyeT1oA6eiucv/Hfh3TC5ur2QQxyeVJcpayvAj5xtaVVKA54xnjvWrd6xp9jpqahPdILWTb5ciZfzC33QgXJYnPAGSaAL1FY1h4p0rUdV/suGWdL8RGc29xaywvsBA3YdRxlh/kUzVPF2jaPJPHdXEzNbqGuPs1rLOIARnMhjUhOOfmxxQBuUVjv4r0CPQo9bfV7RdMkGUuGkAVvYdyeDx14qhD8RPCk97plnHrEbXGpqGtY/LfLgnC54+XPYNjNAHT02SRIYnlldUjRSzMxwFA6knsKx9S8V6RpU80FxPNJLAgedLW2luDCp5y/lq2wY55xxRJ4i8O3nhptUm1KyfRp0KtNJIBG4IIKnPfqMdaANGw1Cz1SyjvbC6hurWTJSWFwytg4OCPcEVZrmtD1TwtpngiLUtIkitvD0QcpIqOFA3lScEbvvZ+tE/j7w3a27XFxfTRQqMtJJZzKo+pKYoA2tR1Sw0i1+1ajeQWlvuCeZPIEXJ6DJq31rjPEviLwJf+GrafxBeWc2mXJWe3SZW3SYJAZUxuI684xj2NdXeXlppllJdXk8Vtawrl5JGCqooAsUVgweM9Cn1KDT2upre6uf+PdLu1lt/O/3DIqhvoK3qACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKyPE3iG18L6JLqd2kkqqyxpDEAXldmAVVB6nJ/nWvXnnjJ/7V+JngvQW5gill1OZfeNT5Z/76z+dAHV+IPFGleFtJXUtbuPskLMEA2l2LkE7QFzk8H8q53w/wDFvwp4i1WPTbe4uLe6mOIVuodglPYKckZPbOM12F7pljqRg+3WkNz9nk82ISoGCPggMAe+Ca84+OEMEvhvSkhRTrL6jEmnlR+8Dnrjvjp+O32oA9D1fWNP0HTpNQ1S6S1tI8BpXzgEnA6VkeGPHvh7xhdXVvol29w1soaQtCyDBOARuA9K2tR0yx1e0NpqNpDd25YMYpkDKSDkZB4NeeeD7aCz+NPja3tYI4IEt7MJHEgVVHlL0A4FAHc6/wCJdH8L2S3mtXyWkDNsVmBYs2M4AAJPSq3hfxho3jG0uLnRp5JooJPLdnjKc4z39q0NR0bTNYWFdSsLa8WF98a3EYcK2MZAPGa4L4TxpFqfjmONFRE1+dVVRgABjgAUAdld+I7ay8U2Gg3EUqSX8MklvOcbHZPvJ67sHP0rZrz74vbrDw1YeIYR+/0bUYLoEf3S2xl+h3CvQEdZEV1OVYZBHcUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYw8R20ni5vDkUMslzHafappVxsiUthVPfceuPTmqPiT4g+GPCc4ttY1JYbkqHECRs7kHocKDjoetYfwvf+1brxX4kk5kv9WeGNv8ApjEAsY/In8q1fHuh6TN4U8RapLptpJqC6VcKty8KtIoEbYwxGR+FAHRaTqlrrWk2up2Ts9rcxiSJmUqSp9j0rjdR+Mng3S9TutPur24W4tZnglUWzkB1JU8455Fanw1/5Jt4e/68kroblbO3gmuriOJY41aSR2QcADJJoAwfCvj/AEDxlcXEOjTzSvbqHk3wsgAJwOT9KyNR+Mng3S9TutPur24W4tZnglUWzkB1JU8455FU/g3bPdaNq3iiePZNrl/JOoxjESkhV/Al69BuVs7eCa6uI4ljjVpJHZBwAMkmgDB8K+P9A8ZXFxDo080r26h5N8LIACcDk/Sr3hvxHbeJLG4nhilgltrmS1uIJcb4pEOCDjj0P41x3wbtnutG1bxRPHsm1y/knUYxiJSQq/gS9T6K/wDZHxr8QaWvywarYRaiq9g6ny2x9eSfpQB6HRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFYPjXVn0LwVrOpxttlgtXMTejkYX/x4igCXw/4jtvEiX8tnDKLe1u3tVmfG2Zk+8yY6rnjPtXJ3vxu8G2V7JbedezCJ9kksVq2xSDg5zg/pXQfD3S10f4faFZquD9kSVx/tuN7fqxqTWPEfhTwzC1lql/p9krRGQ2rbQXQ5GQg5IOCOnNAGppOrWGuaZBqWmXKXNpOMpInQ+oweQR3B5FUfE/izR/CGnR32s3JhhkkESbULMzYJ4A56CuV+DWnXFj4UvpntpbW0vNSmubKCUYZICFC8duh/n3rkPiAf+Ew03xV4gb5tK0SIWGnekkxkTzpR+iA9CKAPaVv1m0gajaxvOjwefFGow0gK7gBnuareHddtPE2gWmsWO4QXKbgr/eQg4Kn3BBH4UeGv+RV0f/ryh/8AQBXIfDt/7N8UeNPDY4itNQF3Av8AdSdd2B7DA/OgD0OrafcX6VUq2n3F+lAFZ/vt9a5zx7/yT3xH/wBg24/9FtXRv99vrWH4p0a98QaDd6VaX8Nkl3C8M0klsZjtYYO3Drg4z1z1oA5z4XKr/BzSlYAqbaYEHuN71Q+B9nbN8LrctBGTcSTLMSo/eDewwfUYre8NeE9W8N+Dx4fi1u0mWKN0gnawYFNzE/MPN+bGTjp2pvg3whqXg3wudFg1m1uQjM0E0liw2Fjk7gJfmHXuKAOd+BNrbr4BlkEKeY95LGzlcllGMKT6cnj3PrVX4Wov/CsfFEG0eVHfXsapjgL5a8fTk11XgnwZqPgrQJ9Ki1m2u1aRpYpJLFlKM2M5Al+YcdOOvWqfh7wbeeC/CmvWkurxX8FyJ7ri0MTLIyAHnewI+Xpj8aAKXwe0bTbr4SWAuLKCUXgnW43oG8wCV1AOe2B0rzy2u7/w/wDCHxxp9lLJ9mttYayikz91Cyq4B9xgf8C967b4SWniI/C/Tv7O1Oyjgn84p9otmd7c+a4O3DAMOM4OOSeSOK7Sx8EaPZ+D5vDUkb3FpcK32l5D88zscs5P97OCPTA9KAJbbS9P1PwDBpgjQ2FxpqRKuONhjABH6GvMvBem6r4v+BUOnx3wtr2C8zp8sx4PluHVT6jIYDrjA9MV2ml+EfEek6C3h2DxHbtpaoYobh7Qm6iiP8IO/aSBwGI49O1aF74OVPCthoegXv8AZQsJY5bebyvNIKHPIyN245z65NAHK6J42vJfFWlaD460M6drccjNY3cRzDOxRkODzjIY9CRnHTgVNof/ACcD4o/7BkH8o66Cfwtf61rOkX+v3dnIulSmeCK0gZPMlxgMxZjgDrtHfqT0qtfeBbuTx5L4m03XZLD7XbLbXkK26uzqMfcYn5ThRzg4x70AYvhqe+1X4k+Nkj1QWl1BNDEqNAshMKqQuMngZyTju2e9b+geDIdB8Z6jrbavJPeapETLbeWsaNtK/OFHpn/x/wB6zvFXw2n1PxJH4l8Oa3LoushBHLIqb0mUDA3DPXAA5yDgcd66Dwz4dvNI8271jWJtX1WdQj3MiCNUQchEQcKM8n1PXoMAD/G2pXGj+CNa1C0JFxBaSNGw6q2MBvw6/hWb8Mre1/4VjoiRqrxzW26XPO92JL59eSa6q7tYL6zntLmMS288bRyI3RlYYI/I1wfh3wD4g8KmXTdK8VBdBdy8cM1oHmgBPIRicZ9yCM87etAHAaJd3Gm/s2a/JZsyP9reLK9QjyRo3/jpIr0m78JyeK/BsemPrqtpN1bxGMQ2aDCDaybTnjoKZ4S+G66D4UvvD+p6m2pWV6XMkPlKirvxkg8tngYOffFZWj/DHxLon/Ess/Hd5F4f3HFusC+cqnqquc7PquPXFAFH4q2MemfBixsIbxryK1nt4UnYglwuQM4+mPwrp/i//wAkq13/AK5x/wDo1Kk8a+BH8VeGbXw/Z6jFplhAyEAWplbCAhQDvXA/A9KteK/DGpeKvCEuhTatbW73AUXFwlkTuAYMNqmT5enOSfwoA1fDP/IqaP8A9eMP/oAqr43vLjT/AANrt3aMy3EVjK0bL1U7T8w+nX8Ku6Dp91pWiWmn3d3FdPbRLEsscJi3KqgDKlm549fwq7c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Via Leonida Bissolati 20 Audirevi Po Audit & Assurance Relazione della Societ\u00e0 di revisione indipendente ai sensi dell\u2019art. 14 del D.lgs. 27 gennaio 2010, n. 39 Agli Azionisti della Gambero Rosso S.p.A. Relazione sulla revisione contabile del bilancio Consolidato Giudizio Abbiamo svolto la revisione contabile del bilancio consolidato del Gruppo Gambero Rosso (il Gruppo) costituito dalla situazione patrimoniale-finanziaria al 31 dicembre 2023, dal conto economico, dal conto economico complessivo, dal prospetto delle variazioni del patrimonio netto, dal rendiconto finanziario per l\u2019esercizio chiuso a tale data e dalle note al bilancio che includono le informazioni rilevanti sui principi contabili applicati. A nostro giudizio, il bilancio consolidato fornisce una rappresentazione veritiera e corretta della situazione patrimoniale e finanziaria del Gruppo al 31 dicembre 2023, del risultato economico e dei flussi di cassa per l\u2019esercizio chiuso a tale data in conformit\u00e0 agli International Financial Reporting Standards adottati dall\u2019Unione Europea. Elementi alla base del giudizio Abbiamo svolto la revisione contabile in conformit\u00e0 ai principi di revisione internazionali (ISA Italia). Le nostre responsabilit\u00e0 ai sensi di tali principi sono ulteriormente descritte nella sezione Responsabilit\u00e0 della societ\u00e0 di revisione per la revisione contabile del bilancio consolidato della presente relazione. Siamo indipendenti rispetto alla Societ\u00e0 Gambero Rosso S.p.A. (la Societ\u00e0) in conformit\u00e0 alle norme e ai princi materia di etica e di indipendenza applicabili nell\u2019ordinamento italiano alla revisione contabile del bilancio. Riteniamo di aver acquisito elementi probativi sufficienti ed appropriati su cui basare il nostro giudizio. Richiamo d\u2019informativa Richiamiamo l\u2019attenzione sull\u2019informativa fornita dagli Amministratori nella Relazione sulla Gestione al paragrafo \u201cFatti di rilievo al 31 dicembre 2023\u201d: * Si rende noto che in data 08 agosto 2023, sulla base delle informazioni ricevute da Alchimia S.p.A. e Garage Start Up S.r.l., quest\u2019ultima ha ceduto in favore di Alchimia S.p.A. n. 2.889.800 azioni ordinarie della Gambero Rosso S.p.A., pari al 20% del capitale sociale. L\u2019azionariato di Gambero Rosso S.p.A. al 31 dicembre 2023 risulta pertanto essere composto come di seguito: > Class Editori S.p.A., titolare di un numero di azioni pari a 8.838.950 corrispondenti ad una percentuale di possesso del capitale sociale del 61,17%; > Alchimia S.p.A., titolare di un numero di azioni pari a 2.889.800 corrispondenti ad una percentuale di possesso del capitale sociale del 20%; > Luigi Salerno, titolare di un numero di azioni pari a 220.000 corrispondente ad una percentuale di possesso del capitale sociale del 1,52%; \u2014 \u2014rn\u2014n\u2014nn\u2014 \u2014 AUDIREVI SpA \u2014 Societ\u00e0 di Revizione e Organizzazione Contabile \u2018Sede Legale: Via Paolo da Cannobio, 33 \u2014 20122 Milano (Cod. Fiscale 05953410585 - P.L 12034710157 \u2014 www.audirevi.it mail: info@audirevi.it Capitale Sociale Euro 500.000 - REA Milano 1523066 \u2014 Registro Dei Revisori Contabili GU 60/2000 Albo Speciale Delle Societ\u00e0 di Revisione con Delibera CONSOB n. 10819 Del 16/07/1997 Milano \u2014 Roma \u2014 Brescia \u2014 Bologna - Cagliari \u2014 Ancona \u2014 Pescara \u2014 Varese \u2014 Verona", "metadata": {"coordinates": {"points": [[157.49999059997575, 301.37084505095686], [157.49999059997575, 2128.4279892952018], [1510.6813096011913, 2128.4279892952018], [1510.6813096011913, 301.37084505095686]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 52, "image_base64": 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Il nostro giudizio non \u00e8 espresso con rilievi in relazione a tale aspetto. Responsabilit\u00e0 degli Amministratori e del Collegio Sindacale per il bilancio consolidato Gli Amministratori sono responsabili per la redazione del bilancio consolidato che fornisca una rappresentazione veritiera e corretta in conformit\u00e0 agli International Financial Reporting Standards adottati dall\u2019 Unione Europea e, nei termini previsti dalla legge, per quella parte del controllo interno dagli stessi ritenuta necessaria per consentire la redazione di un bilancio che non contenga errori significativi dovuti a frodi o a comportamenti o eventi non intenzionali. Gli Amministratori sono responsabili per la valutazione della capacit\u00e0 del Gruppo di continuare ad operare come un\u2019entit\u00e0 in funzionamento e, nella redazione del bilancio consolidato, per l\u2019appropriatezza dell\u2019utilizzo del presupposto della continuit\u00e0 aziendale, nonch\u00e9 per una adeguata informativa in materia. Gli Amministratori utilizzano il presupposto della continuit\u00e0 aziendale nella redazione del bilancio consolidato a meno che abbiano valutato che sussistono le condizioni per la liquidazione della Capogruppo Gambero Rosso S.p.A. o per l\u2019interruzione dell\u2019attivit\u00e0 o non abbiano alternative realistiche a tali scelte. Il Collegio Sindacale ha la responsabilit\u00e0 della vigilanza, nei termini previsti dalla legge, sul processo di predisposizione dell\u2019informativa finanziaria del Gruppo. Responsabilit\u00e0 della Societ\u00e0 di revisione per la revisione contabile del bilancio consolidato I nostri obiettivi sono l\u2019acquisizione di una ragionevole sicurezza che il bilancio consolidato nel suo complesso non contenga errori significa dovuti a frodi o a comportamenti o eventi non intenzionali, e l\u2019emissione di una relazione di revisione che includa il nostro giudizio. Per ragionevole sicurezza si intende un livello elevato di sicurezza che, tuttavia, non fornisce la garanzia che una revisione contabile svolta in conformit\u00e0 ai principi di revisione internazionali (ISA Italia) individui sempre un errore significativo, qualora esistente. Gli errori possono derivare da frodi o da comportamenti o eventi non intenzionali e sono considerati significativi qualora ci si possa ragionevolmente attendere che essi, singolarmente o nel loro insieme, siano in grado di influenzare le decisioni economiche prese dagli utilizzatori sulla base del bilancio consolidato. Nell\u2019ambito della revisione contabile svolta in conformit\u00e0 ai principi di revisione internazionali (ISA Italia), abbiamo esercitato il giudizio professionale e abbiamo mantenuto lo scetticismo professionale per tutta la durata della revisione contabile. Inoltre: . abbiamo identificato e valutato i rischi di errori significativi nel bilancio consolidato, dovuti a frodi o a comportamenti o eventi non intenzion: e svolto procedure di revisione in risposta a tali rischi; abbiamo acquisito elementi probativi sufficienti ed appropriati su cui basare il nostro giudizio. Il rischio di non individuare un errore significativo dovuto a frodi \u00e8 pi\u00f9 elevato rispetto al rischio di non individuare un errore significativo derivante da comportamenti o eventi non intenzionali, poich\u00e9 la frode pu\u00f2 implicare l\u2019esistenza di collusioni, falsificazioni, omissioni intenzionali, rappresentazioni fuorvianti o forzature del controllo interno; . abbiamo acquisito una comprensione del controllo interno rilevante ai fini della revisione contabile allo scopo di definire procedure di revisione appropriate nelle circostanze e non per esprimere un giudizio sull\u2019efficacia del controllo interno del Gruppo; . abbiamo valutato l'appropriatezza dei principi contabili utilizzati nonch\u00e9 la ragionevolezza delle stime contabili effettuate dagli Amministratori, inclusa la relativa informativa;", "metadata": {"coordinates": {"points": [[157.4999905999922, 339.70466977243757], [157.4999905999922, 2166.799928890996], [1512.82126527514, 2166.799928890996], 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GaAJKKY8scf35EX6sBR50RTf5qbP724YoAfRTEmil/wBXIj4/usDTyQBknAoAKK5vxXrUunaZHLYXMYlMwQ4w3HNWodT1F9cSzayX7GYQ/wBo3c7vTFC1/r5g9DaopCQoySAPU0xJ4ZDhJUY+isDQBJRURurcNtM8QPoXFZg1PUD4l+wCxX7B5W/7Tv53c8Yo62Dpc2KKja4hRtrzRq3oWApWljQAs6qD0JOM0APoqNJ4pGKpKjEdlYGsyy1HUJ9bu7SexWK1iA8uYNkvkelHWwdLmvRTXkRMb3Vc9MnFNWeF22pKjN6BgTQBJRUbzwxnDyop9GYClaWNFDNIoB6EnrQA+isjW9UurKyWbTLaO9lMiqybwMAkAmtSJmeFGddrFQSPQ0APoqNriFW2tNGG9CwzUlABRXN6pq3iC2+0TWemW5toASTPIQzgf3QOKv8Ah7W49f0iO+jjaPdkMh7EHB/lQtVcHoatFc9rmtalZ6rZ6fpttayy3Gebh2UDAz2FWra81S2tbi41qKyijiXcDbSM3A65yBRfS4dbGvRXFN4s1ttNfWItLtm0xSesjeaVBxnHT9auXfi1pGsbfSIEuLq8TeokYhVXnkkfQ0WA6miub0jxFdza1Lo+q2sVveIu9TCxZHX2J5rbv557a0eS2tzPKB8qDvQ9rh1sWaK49/FWq6Xq1naa1YW8cd2dsb27sxB9DnFWLrXNal8R3OlaZaWLiCNXL3EjKTnPoD6UAdRRWHd6zdaNoMt/rEUCyxjhLdiwb0HOKyZvFWs6ctrdapptsljcMF3QuxdM9NwPFHWwdLnZUUisGUMpyD0phuIVfYZow390sM0ASUUx5Y4xl5FUerHFKssbruR1ZfUHIoAdRUQuICwAmjJPQbhSPdRBTsljZ8Equ4cmgCaisnRNSvb61ml1G0S0ZJGVQHyCo6GtJbiBwSs0ZA6kMOKAJKKi+0wZA86PJ6DcOaezoi7nZVHqTigB1FMSaKX/AFciP/usDTTc246zxD6uKAJaKaXQLuLKF9SeK5vWtant9d0m2tLhDDcPiULhs8ijqkHS501FRvPFGQJJUQ+jMBTjIgTeXUL654oAdRUa3ELNtWaMt6BhmsuXxJYw69HpDkid49+/I2gZxg89aOtg8zYopjzRRgF5UUHoSwFKrq67kYMPUHNADqKRnVF3OwUepOKak0cv+rkR8f3WBoAfRWfqt8trpt1JFPGs0cTMoLDIIHpUHhm+uNR0G3urlw8r5ywGO9C1v5A9LGvRTQ6FygZSw6jPNJ5sfzfOvy9eelAD6KiFzAWCiaMseg3DNPeRIxl3VR6scUAOopqSJIMxurD1U5oaRExvdVz0ycUAOoqNJ4ZG2pKjN6BgaHnhjOHlRT6MwFAElFNMsaqGZ1CnoSeKas8LAlZUIHUhhxQBJRTEmil/1cqPj+6wNJ9oh37POj3f3dwzQBJRTHljjxvkVc9MnFIs8LqSkqMB1IYHFAElFY+j+JLHWpbqO3JVreQxsHI+Ygkcc+1ayyIwJV1IHUg9KA8h1FNEiFN4dSv97PFNSeKUkRyo5H91gaAJKK5fwnrF7qd5q6XcodLa42R/KBgYBrpFuIWbas0Zb0DDNHbzDq12JKKKydf1L7Fot3NbXEa3EaZXkEg59KTdlcaV3Y1qK5e11vVmtdHZLNblbpczzFtuz3xXUVTViU7q4UUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUEZBB70AeY+MNR1/WvEMWmeGWmiMIIluUJUAnHG6ul8O+GL+x8u51fWLu+uwOA0nyr+FdJDbw24IijVMnJwOtS0R91BLVhRRRQBHcf8e0v+4f5V5FZ2skGgDW7YET2V8zMR1KHaD+ma9gZQylSMgjBqhBoenW1jNZQ2yrbzEl0yTnPWlqndb/8EejVn/Wh51c3A8U2Ws+ICp+zRWrRWwPrg7j+gqTWLu8h8HaDb26loZ3CSqH2bhg8E9q7+DQNMttJfS4bVUsnBDRAnBB689akbRtPfTlsGtlNsowqEnj8etN22W2n4CV935/pb8ji9P0DVbXW7O60/RbfS7Vc/aBFdK4kGOOAB3qDwtoljqWv65cXsC3DQ3TGNZOQp3HkCuwsvC2k6dcrcW0EiyL0Jndh+ROKuWWlWWnSzy2sAjedt8hBJ3H1p/5fqLpb0/U4Xw1pum6/Jqd1rSJNcwzFF8zrCo6Y9Ogq9rU2mS3VppMdo+rSGLckMkwEbLzyTjBPH6V0F34V0a9uzdTWf709SkjLn6gEA1Je+G9J1FYhc2gPlDCFXZCB9QRS6JD6tnE+EIVnu9f0y4s44rRAMWgcSImd2cYpng/TrSy8L6jqNpZRC/ieVUkVfmADHA/Su807QNM0mSWSythE8oAc7id2OnU0y18N6VZXsl3b23lzSZ3YdsHP+znFD1v6WDr87nE6fo2j33gltXvNkuoGMu10x+dXHQZ7dq6Twjqu7w1px1K6UXMy4TzWwz8D161abwdoTXBnNl8xbcQJXCk/7ucfpTbnw4LvXrS8lMYtbNf3MKgghj3P5Cqur+T/AAE1oaGs2lve6TcQ3MKyxlDlWGQa4vwPpOnw+D5ryK0iS6aORWlC/MRzXoRAZSCMg9qyrTw1pNhLNJbWxjaYEOBI2CD7ZwKi3xeaK7eTPM5bG2ufhZBNNAkkkd0ArMMlQSM1va9bQaR4f0q20+NbK1u5IhcvCNuQV5zXZR6BpkWlNpiWqizbOY8n+fWmReHNKh057BbXNs3VHdm/UnIpvr6oX/B/E4zxDpdh4fn0i40NFtbuWUKwh4Mq45yO9WNKnS28Z+JppiyokCsxXqAC3SuosfC2j6dcCe3tMSDozyM+PpuJxVmLRtPhvLm7S3UTXK7ZmyTvHPb8TT2T+f42D/gfgeWa/JC+iHWNP0ZYj5mY9Re4HnE89sZrZ1myi1fxnoEF2WeJ7QGRc8P1611DeCPDzhw1hlXyWUyvt59s4FaR0awa9t7w24+0W6bInyflHpQrK3r+lhO+tv61OA1y2ZPF9rocGlQz6YkO+OzMoijZsH1BB6Ctzwto+raZrFyzWEWn6XIoKW0c4kCt6jAHvXR6loun6uqre24k29CGKkfiCDTdN0LT9ILmzidC/XdKz/8AoRNKOi18xy128jmviBO4k0i0eVo7S5udk+OAVwTg/iBWfqWj6RpPjDRE01I4WZnLQxkYHHXFd5qGm2eqWxt72BZYz2Pb6HtWdbeEtEtJ4p4bPEsRJR2kZiM/U0Q0afncJaprysY2h/8AJQda/wByP/0E0zx2duqeH3Jwou+T2+61dXBpVlb3819FCFuZgBI+T82OlLqGmWeq2xt72ESxnsSRj6EcihaKPlYN3LzOW1aeJ/iDo0SSKZFRyyg8j5TWXo+hWGteK9eGoQ+eiOu2N+V5zzj1rr7Twro1jdxXVvZ7Z4shJGkZiMjHc1dtdKsrK6uLm3gCTXBBlYE/Nj/9dFlb5P8AF3B6/h+Bznw/Lpp97bGRmjguCkYJ+6PSszWdNt9U+Jtvb3QZ4TagsmeG+91rt7HTbTTRKLSERiVt74JOT+NNbSbJ9UXUmgBu1XYJMngen6095Jvp/lYFopJdf87nE2Nmml65r+mWSmO0FuHSFfugkHOBTNNuYYvhXP5kqKf3i/M2Od54ruk0uzjv5b1YQLiVQrvk8gdKzZPBugyySu9iD5v318xtp/DOKlpuPL5L8Ljuua673/A4zXYhceHvCkTMwV5MEqcHFTXvh/T7Xx3ZafbRtDaXMLGeKM4EhGPvevU13Mug6ZNDaQyWoMdocwjcfkP51LLpVlNqUWoSQA3USlUkyeAetXdc1/Nv70Qk+W3kl87nCQ79B8Ra1ZaUnlwLbeYkK9A3y9B+JrK0rSb/AFjQI7y30OGbUJPmGoNeKJA2fTGR9K9QXSLFdRkvxbj7TIux3yeR6Y6dqz5PB2hyTGU2jqxOfkndRn6A4qFtr/W5b8v60OQ1nTZr3xD4bstWO6XyWE4Vshjhcj3FW9fsra21/RtDSNbXSJcmSJBhHbPQ/rXZNotg91bXLQZmtl2xOWOVH589KdqWk2OrQiG9gEqDkckEfQjkVV9vVsX+RxVxZW2g+N9Lt9EUW6T5+0QRfdIwcEj61t+Pbu4s/C8r28jRlnVGdeoUnmtTTfD2l6TI0lnbbHbqzOzn82Jq9cW0N3A8E8ayRuMMrDg0paxSHF2lc8z8RaHodhoGmXNoscVzI6MWRgDKSOSfWti3/wCSlJ/14r/M1tL4K0BQB9hyA24BpXOD7ZPFaS6TYrqI1BYALoJ5fmZP3fSmnZ383+KsRbS3kvzuZvi2/tLDSAbvzmWSRUVIm2lyTgAn0NcVao2neOtJSDSYtKS4U70hnD+aMjlgAMV6Vf6da6nbNb3kIliPVTx+tZ9r4S0WzuIriGzIli+47SsxH5mlHR3KlqrHHaloeleI/Fq2mnWEEaWz+ZeXKJyzf3c/lVu43W3xIm8gcx6f8gHqFbFdB/whOgfaXuBZOsrtuZlnkGT+DVox6Lp8WoLfrbj7SsfliQsSdvp196SVkl6/irDb1fy/NM4Xw/pGla54eu9S1gJPeCWQNNKfmhwxwAe1Y17Jc6h4T0RLuWRlN6UR88lcHvXo0/hDQ7i5aeSy+dzltsrqCfcA4q3c6Hpt3DbwzWqtHbtuiUEgKfwqla9/TT0F/wAH8UcleaPZ+H/Fujtpkf2f7RvSbb/y0wO/r1q1oP8AyP8Arf8Aux/+g11Nzptpd3UFzPCHlgJMbZPy560kGlWVtfTXsUIW4mwJHyfmx0pRdrX8/wAQlqtPL8DkPibsNnpQkkMaG7AZgcYGD3qprVjp+haxo0+iKqXM8mJPLOTInGScdeprZ8daNdazb6dFbWxnVLkNKAQMLg81rWPhjSNOuftNvabZiMbmdmx9Mk4ohpr5/ohz1VvL9WcRrEljrK6lNb6KL82+5HurmcIYmGfugj2/SqGovLqHgPw8J5HLPdbS27nHzDrXoVx4S0S6unuZbPMj8ttkZQ31AOKlPhrSDZW9mbNfs9u++JNx+U889fc0R0Wvl+G4N63Xn+KOU8ZaNYaP4XhSxtkh3XMJYqOWO9eTXcQusenRuxIVYwTj6UzUNLs9Ut1gvIRLErBgpJHIOR0+lWljVYxGB8oGAPajXla/rYXVHkutPa3+jXmp2WiiTYx26hPcASqQewxmvSfDs0lx4esZZWLSPECzHuaqP4M0GSSR2sf9YcsvmuFP4ZxWzbW0VpbR28CbIoxtVc9BTWkWvQT1lf1OZ8TavLcsdB0kCS+nXDsOkSnua09Ls7LwxocNvLPHFGg+aSRgAWPJ5+pqvN4K0C4vJLuSzbz5Dl3WeRSfyarP/CMaSdOawa2L2zHcUeVm5+pOaS0XmN6vyIdU0nTtZvreQ6hPDdRLujNtOEbB4z9K466utS36/oS3st/bx2pZZZDuZSQflJ713N94b0rURGLm2LeWNqlZGUgfUEVPYaPYaZC0Vpbqit97JLE/Unk0mtGvUaez9DlLW/tl+F5dpFwsJQ5PfOMVg+FYn03xNowujsEtiFTIxzljiu7/AOEP0IXX2j7CN+7djzG25/3c4/Srmo6Hp2qxJFeWyuqfdwSpX6EYNXze85d/+D/mTb3eXt/wP8jl5WS5+KcTREMLe2bzSO2Rxn8q6z+1bA2styt3C0MWd7q4IUj1qPT9E07So3SztxGH+8SxYn8TzVf/AIRfR/7PmsRZgW0zF5EDt8xP4+9TtGy/rUe8rv8ArQ5+0t5vF2vw6tPGY9MtCTbBusjdN305/StS98P2F9qdzf2+q3ltdlAkhtrjaBjOMjH1qSDwToNsUMNpImw5UC4kwPw3VPe+FtH1Ccz3FsxkPUrK65+uCKHskg1u2zzrUdR1HUvCd8tzObiOxuwBPj76DOa6XxtdQT+EbSON1d53jEYB5bkdPyrrY9KsYbE2SW0YtyMFMcH61Rs/Cei2NwJ4LPEi/d3SMwH0BJAp+T7p/l/kHmvP8S2xltdEYoP3scJwPcCuJ8L6Vo+r6NNquqsr33nPvuXYB4sMQAD2r0UgEYI4rEfwlokl2bo2WJSdx2yMFJ91Bx+lCfvNsErRSOaaCDWvHM2naofNsoYAYIJDlZOevvUWnRrp3irWdM05iNNS13GJT8sbkNnHp0FdjqPh7S9VMZu7UO0YwrK7IR+IIqSy0TT9OtngtbYIkgIfkkt9Seam2lvJ/iPr934HEeCNC0+Xw9Nqc1ust2s0uyRxkphj09Kf4E0DTpNBOpT26zXQaQpJJyY+v3fSu4stKstOsjaWsAjgJLFASeScnrS2OmWem2n2W0hEcHPygk9evWqb1bXVE229TgNC0u71fwlf21pMI3+3uxB6OAVJU+x6fjTbiXTbLRda0tdGh03UVtGZxCQwcY65ArtT4Z0k2T2YtisDyGRlSVlyx75Bz2rP1TwvaW3hzUoNKsybmeFlXLlmY46ZY1Evhfp+hpH416/qckNK0Vfh7HqoZXv40BS4LAurbugNW7i4uNW1PQLHV3ZLSeDfKjcCR8dD+lbegeC9Ni0qye+sCLuNcsrSNgHJ7A4rf1HRtP1WBYby3WRFOVwSpH0I5rSWkn6mUfhXp/kcY1pb6H4/sbPRQIIJomNxbxfd424OPxNZvhnw7p2qaNq9zeQ+dKkz+WX52d8j0r0HTtA0zSmZrO22O3Vmdnb8ySals9GsNPt5oLW3EcUxLSKCTkmp6NeX63Kvr81+TPNZr64m8HeHoLi5fyLiYRzsT95eMAmtDU9H0jSfGGhLpqRwszZMUZAB5HOK7X/hHtKOlrpptFNov3Y8nj6HrVe28I6JaXEM8VniWE5jdpGYr+Zp396/ncTWll2scHbRXmva9q4u9Fi1OSKXZGJrkJ5QwOgINXNTsNVsPh1d22qgIwnXylWTeVTcuBn867S+8MaRqM5nubUmU9WSRkJ+u0ipP+Ef0w6YdNa3LWpIYo0jNyPcnPapt7tvQu/v8xw2paHZaRpGianZRmK9aWFXmB+Zg3UE0+80PS7n4j2i3FhBIs1r5jhl+82Rz9a7y40ixu7WG2mgDwwlWjXJ+Ur0qHUPD2mapJFJd2294hhGV2UgfUEVV/ev5v8AFEW923l+pweoR3GoeOLnTpdJi1C1t4h5FrLOI0AyeQCDmuk8H6Xq2mS3qXlsltZswNvAswk2dcjj8K1r7w5pWo7PtNtuKDAZXZWx9QQan03SLLSY2SzjdFY5O6Rn/wDQiaI6IctTE8X3lmhtbG4tpLuW4bEdsH2pJ7McGuX0R59N8V6nbW9jHpyCzL/ZoZQ6hueeAOeBXoep6NYavGsd9AJQpyp3FSPoRzVex8NaTptybi1tdkpTYXLsxK+nJqUt/mN/5HBabpek6n4LvtW1Eo+oHzN1wxw6n0z2rsvBAA8J2YByMHB9eTUkvg7Qpp5JXsRukzvAkYKc+wOK1bKyt9OtEtbWMRwp91Qc4qk9/O34EtXafr+JyGmMI/iXqvmHaDbAjPGfmrHM0c1j4veKRXX5sFTkfxV3eo+HdL1WdJ7y23yp0dXZT+hGabB4Z0i2trm3is1WK5GJV3H5v196m3u28rfiVf3r+af4WPP73QbGx8BW2r26FdQjVXFzn5+nTPpW/rt3aXdxY6dNYvqN1JCHFu8gSMj1OQea6ibRdPn0wabJbhrQDAjyen86i1Dw7pepiIXdtvMQwhV2UgfUEGqk7/fcmKsl6HI+AZJYvEOs2XkLawRbSttHIHVCSc4I+lWfiOIzBpYllMUZu03OG24HPeun03QNM0iaSaxthFJKArtuJLAdOp96xvGuj3OsLp0cFsZ40uVaUZAwvOTQ3dx+Q/5vn+Rg6vZWWha9okuhosdxcORKIv8Alqu0nLevNUrW3u9e1jVjdaJDqcsczIhmuVTyhnjaCD+dd9p3hnSdNmFxb2m2bGNzOz4+mScUX3hfSNRuDPcWpMp6skjJn67SKX/BD/gHCa7p+q2fgSG01Vtkv20bNkm4qh3YGfYYq54m0+10LSNOgsIhbQ3kqpdyoMFlxnk/UCuybw5pb6clg9sXto33qjyMcN65Jz3q5dafa3tobW5hWSEjG002/wA7/kC/R/qcze6VpXh/Trq40VI7e7+zuVSJgN42nnHfFclY6LqWq+H0urHQ4DqUnzLqJvF8wN+Wfwr0fT/DelaYWNrbFSw2nfIz8enzE1Wk8G6HJKZDaOrE5OyeRR+QbFJb3Doct4nspLrXfDFnqBJdztm2N14bvVi20iz0rx4dPs4Visri1/eW6j5Dw3auwm0awuLm1uZYA81r/qWLH5eMf1qRtMs21JdQMIN0q7BJk9P8mj/g/iLp934M4PwDoemC/wBXn+ww+db3TCJtvKDcen5CpfB88cHhzW/OkVNkz7txxjiuuTw7pcepnUY7YpdE5LLIwB+ozj9KguPCWiXN09zLZZkflsSMA31AOKWtreVvyK0vfzv+f+ZyOmahZ2nw805bpZpBOwRI4227zxwT6c1W01H07x/YQQ6XFpUc0LF4YZg4fpgnAGOtd7/wjmknSk0z7Gv2RPux7jx9DnNR2fhXRrG6iube0IniBCO0jMRnr1NXf3ub+tiXrG39bnn8V5d2Wi+K5rPIlFyBkHBAwKnttA1O4srK50rQre1udyu18t4pZxkZzxzxmvQrfRNOtRciG1VRdNumBJO8/jVJPB2iRziZLWRXVtwxcSAA/TdilHS3y/BDlrf5/iWdZnubXw3dzRnFzHAWBH97FefjR9Fn8AS6rOUN+6ktclgHLbuma9SKKyFGAKkYINYTeC9AdpGawz5n3l8x9p/DOKhq9/MadreRyUv+s8HYP97/ANBNemVmnQdNJtCbYf6H/qPmPyfrWlWknf72/vIirW9EvuCiiipKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqOdzFBJIOqqSM1xGmeJvE2saRNqNta2MccJbcJAxLgc8YPH40rjsd3RXFv44ebTdPNnbBr69bYqN91CMAk+wJqY+IdX0nWbOx1qG1eO8O2OW1DAK3oQSfSqtrYV9LnXUVyK+IdUvdZubS1l0+0jgk2bbxW3ye64Ipb7xBqf8AbbaZbSWFqY0VjLeBtshP90giktbA+p1tFcrrniefSXsbBWtDf3Qz5jttiUevJ6fjUOneLbkatLpl81ncTCEyxyWTZU4zx1PPFAHYUVyei65q2sXAkE+mQw7yDbOGE4H5/wBKafEGqXmsXFpaS6daLCwULeht0nuuCKOtgOuorl9R8QX/APbUei6ZFA94YxJJLKCY1H0Bz2o0rxDf/wDCQPoerQwi5CeYksAIRh9CSaFqD0OorP1DWbTTLi0guN++6fZHtXIzjPNU/E2vPodpCYIRLczyCKJT03HPX8q5PXJdbOu6ANVS1KG4LK9uCAPlPByaI6teoPRP0uekVQ1jV7XQ7Br283+Spwdi5Nc1c+Lbu61i7sdNm063W0O15L18b254ABHpWP4g8QjxB4BvJGRVlhl8uTYcqSMjI9uKFrb5fmO2tmekxSrNCkqZ2uARmn1UsnEelQOeixAn8q5u017XtakubjSYLMWUMhjAmDF5COuCDgfjTfxWJjrFNnX0Vg6nqWpwJAsIsrVmUF5byQbFPpgEGsnTfGNzdaVq0kkdu11p5wWiOY36Hjn3qb6N9h9jtKqz6jZW13Daz3MUc83+rjZsF/oK42PxR4kfw7BrzWtiLRlV3iw2/b3IOcdKl1LVLe68R+HJFsoJWuk3pLJndHnb0wcd6qzTt5gndXO3orzfQW15vH2sotxZHaR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p4tbZipNzKVeTHXaB/Wpn8amfRbC8s4IxJdts/fk7IyMZ3EfWsmHwTLpdzcLH4e0zVYZHLpJcOEZfboc10E1leQ6LDaWvhuwdGz5tqZwqJ9Pl5o6fd/wSuv3/APAC/wBc1TSvDF5ql0mnzSwqWRbZ2KH6k1ny+KtetdLg1e4021WwcjeoZvNUHjPp1rI1LRL7SPA2utdBIUmUtHaxvuSIYPQ1ai03xJrnhyz0yaK2jsmVS9wsnzMo5xtxx+dP08v+CLtfzNq68U3NzrC6VotvDLceWJWknJCKpz6c9jUdt4svI7q+0/UrSKO/tojKvlEmN19s8+lRS+HdS0fX/wC1dFiiuA8KxSQSybOBnBzg+tEHhzUry7v9V1ERR3s8JhihR9yoMY+936Cpezt2f39AW6v5f8H9SrD4w8QTaF/bQ0u0WzQ/OpZt7DdjK9vzrV1LxTLFbaa1lDEHvhlXuSRGnGeSKjtPD99D4COjuI/tewjAb5fv56/SnT2GpQ6BZacNHtNQCRBZVmnCgH24OaqVk3buv1Er6fP9LF77fq0Ol+dLDZT3BbC/ZpD5YHqS2OKzLTxRerr0Wk6jHZM08ZaOSzkLAexzWSPB+tjQpIFlRS04kFkJf3YTn5M+nPpTtN8I38PiWy1IaVY6fDEhWRIJAST68AZoXxa/1p/mDemn9albw5dazFq2vrplpbuq3TsXuGIB6cDHeruqeJIdX8DXl1d6ejvDIY5rd2IG4ZHUHPan2Ok+J9GvdUltLa0niu5mdFabaVB6Hp+lI/g2/XwbeWCNG9/dyGV8thQSScZ/GkvhXoil8Xzf3EN4Vbxl4bZUCKbXIUHge1RpdSNpviU6ZZ21tLHK4dy7/PwMn2NbE3h2/fxBot4BH5NpbiOX5+c+3rSad4avYYdein8tRfSO0RVs8EYGaUtn6P8AMUd1fy/IZ4Qu9Zj8JQ3FzFBcIIgYhG7GRuP4t3FVYdYn0bW4ZJ7TTwuoyhX+zTMzq2P4gTjoO1TWui+IP+ESm0V44rWSNNkM8c+4vxjkY4rKi8Gak11pso0bTrNrWUNLNHIGeUYPJOB+VaNp1L9P0JStCx6BqWoR6bps17KCUjXdgd64DxFrOval4MmvJNPtlsZ0yoRm8xVI4JzxXd6vp39qaRPZb9hkTAb0NcZc6N4tn8LnQhb2YRF8tZzNkuoGBxjj86zW7+X/AATRO1jQl8TSafDpWl2SQPdz26tunfaiDA5J60sHiWa8bUtJvktxdR2zOHtnLIwwRxnmqur+DJbmbTr5bO1vJraARSW05Gx+nf8AD0q9pWiSRRXi/wDCN6dpkkkJRJLeUMWJHQ4UYpy1Uvn/AMAiOlvl/wAE5Jv+SU2//X2v867i41HUba0s4rGG1XMKkzXcm1Og445zWIfCWqHwJFpG2L7UtwshG/5cA+tP1jwzqVxqNtcfY7fUrZIAhtbiXaiMAORkHPQ05PV+v6DXT+ups+F/EcmuLdxXEUcdxayeW5ibKN05B/Gnalr82m+IrKxlhjFpdAgTZOQwxx+tUPBfh280GXUWuYIIUnl3xxwnIUYHH6Vd8YaHPrejiOzKLeROskLMcAMDmlJ2s/vBK90UtQ8QSXd7qmnpaRT2NtATK5YjLHBC8fjVGy8SjTPC+jrYWESTXrFIotxKJyepJz2q5ofhm9sPCt3bXJR9SuwTKwbgntzXL61pV5a2PhvRXG+8jdiYo5tnZuQ/b8qErPl9PnvcL3V/X8tDprDxFrVz4iutG1C109Vhh3u0LOdwOemfpXM3s9vcfDvUXt7OO1UXbgqjEgkM3PNbWguuma7Lpt5YNFqF1GSJmuvtDMADwWwMVGfB+rf8Ibe6Xth+0zXLyqPM42lmI5/Gmuj9PzC+vz/Q6CfUdRtrS0isobYZhVjNdSbU+nHOao2XjGefStVllt4ften7twjYmN8Z6Hr2qtrHhnUrjULWf7Jb6lbpCI2tbiXait/eGQc1BpXg/UbPTtcgNvbQG9U+THE3yrnPHt1pO7Un6/mEdOVen5Eh8Za7FocOt3Gl2qWLY3oGbzAPUdsVr69rWqadp41G1GnfZfLDEXDOHJPYbarX3h2/uPAI0dBH9rEQXBf5c4x1qlruh6/e32miOzt7mxtEBaF7jZucDHPB4pySvZd/wFHZN9jXtNb1ifw9bXsunwx3c/JQvhIxxyxJzUGk+KLufxE2i6hHaGYxmRJLRyyEDGQc9+ah17Stc1vTrRjawxSRSEy2Xn5jlXjgtj69qoaP4Zu9L8UjWpdOsdOs0t2R44HBweOegz0oTXM29tfyCz5dN/8AgnoFcx4l8SX2j6lp9nZWUdy92zL8xI24HX6VP4V1DVNTtri61BUETSn7NtXB2Djn8c1Hrei3l/4i0q9gCeTbM5ky2DyMDFK3vJP+tB30diva+Kb621yTS9atreJxCZlktySu0YznPOeRVJfGmpT2MuqQQaeLFGOI5JSJmAOMgZxWhqfh241DxZHesE+xfZXhc7vmy2O34GsGz8Gz6ZGbY+GNJ1JQxK3EsgRiCc8jaaOn9d3+lhv+vu/zL9/q9lqOqeHboWSS/atzRyOzAx8dgDiul8QtdJoV21n5YlEZ5kJAxj271i3vh66n1HQ57a1gt4LPd5kSPwmRjA45rpr23+1WU1vnHmIVzSmrwaXmKD99N+RxvgnUNTt/CovNRe2azjV2DhmMhO49c8Ypq+NtRfTRq4g08WBIIiMp8/b64zireh6HqkOgz6FqNrCtsVYJOk24tls8rjjr61k2Hg+fTYI7R/CukagI+PtMkoVmHqRtPP41cneTf3CSsjU1Pxjex6hpdrpdlFP/AGhF5imQkbemM47c0/V/EusaPNptpJZWs93dttKxM20Hnpn6VJceH7uTxNpF/DBDDa2sLI8at9wnGAB3HFTa/ol5qPiDR723CGG0k3S7mwcc9Pzpaaer+4O/p+Jnr4p15NcOiy6bateMm9JI2bywP9rPPbtSnxHLe6brdjqdnD9ps4iZI42bZIpB79e1Xzol5/wnI1fCfZfs4jzu+bOT2/GqEnhnUW1DxBMFi2X0Ajh+fvg9fTrUvWPyf330LWkvmv8AglRfE8ujeGNHfTtMiP2qXyxAGPy9ehJ9q07fxHqtvr1tpmrWVsgu1Jie3Zjg4Jwc/SqL+FNTbStCtwsXmWU/mTfPxjnp69a19V0a7u/Emk30QTybUt5mWweVI4H41o7c3zf3W0M1fl+X4lXwjPbzatrSw2UduyXBDsrMTIcnk5P8qseJvEd3ot7YW1pZpcvdvsAJwQaPDOiXmlalq09yECXU5ePa2eMnr+dY/jz7T/b2g/Y9n2jzxs39M81H8q9PyL/mfqacHiPU7TXbfTdYtbaP7UuYZLdmIzycHP0qvYeJ9b1bXL6ws7GzWKzlKNNKzYIyfTvxTodF1jVvEFrqWsRQ20doD5UUUm/cSCMk4HrVvw5od3pmqavPchPLupi8e1snGT1/OmvPs/z0/Al+Xl/wSgPF9/f3N0umR6cIrU7Xa6lKl277cfj1pP8AhOnew0++jtU8iabybgknMZ9vxxVD/hCpNO1C6eLQdO1aGdzIGuXCMhPbkHNb0nh9bzwrNp/9m21hK4yIYWBVWHI5wPSknaN/T/glNe9b1/4A++8QSHX49JtII5kaJpJ3JPyDHHT15rB0XX4tN8M3V3Z6dHCTePGEVmZc7m+Zs89qveDfDOo6Xb3Nzq7RvqMy+XlGyNozjn8TRo2javoug3NsdPtryWW4d/KefapUsT1wfUU7Wuv63Fvb1/T/ADL4u9cudGvJWbSmfyiYzBI5A47/AIVzvhC41WTwRcy3y2s9mI5Tgu5kb5eh9q09A8N39reX880EOn29xEUW0gk3oCf4ug/lSaJoms6doV7oktrB5DJIIZxNy2RgZXHH51Mtnbqhrp6mp4Mlhm8M20kFsltGS2I0YkDn1PNQ6j4ivzr40fSLaCWdU8yV7gkKozjtznpVzwrplxpGgQWd0FEyE52nI61maho+r2Xic6zpEcNwJo/Llhlk2Y5zkHn2q5/H5Ew+DzMrw1c3p8a69LeWoW5S3TMcZ4bBbpn196vX/i3VNLMNxdwaf9lklEZjjlJmTPqM4qKx8O69JqWtXl48UEl7AEiaF8lCN3H69axp/A+qXFlDD/Y+nxXMUoZrzzQZJQO544zS6xT8v+CEvtNf1oa9w4k+IiOOjaeT+tN8HXU1poGoy29uZ5PtrgLkAduTntWmdAvj4qi1DEfkLZ+Sfm53Z9Ky08Jawvhq7sklSKeS7MwVX4dMj5Se2cEUlovl/wC3Fbv5r8i9D4qv7fxBaabqEdg63YOx7SQsVPHDZ+tbXif/AJFq/wD+uRrj7Pwffr4h0zUF0iw0+O2P70QSBi/I5JwM9K7fWrSW+0a6tYceZIm1cnAzSmrw89Qg/fXbQ4vR/EraX4Y0HT7SOKS8uIRt85tqKAOpNa9h4tlGqy6bqaWvnpEZVe0csjKOvXnNY0ngS5OmaPI9ra3V3ZReXLbzEFH49f8A61XYtOGlWV7eTeHNO0ry4GxPbSB2HHpgVVSWspev/AFFbL0K11421xdJGr29jYfYmlKKJHff1xk447VrXniTUUvrPS7S3tX1CeLzHZywiUc9O/auJ0ywntNEi1K7057jT0cyndqHyn5jyI9v9avarJJ4h8WWraYksjC1DiNLj7OUByPvYP5UNa2Xf9BX6/1ubVh42vltNUudVtrSNLBihWBmJdufXjtSv4z1Czgt769h0/7HMwG2GUmVAehI6VRsrC21fTdT8MtZ/ZL0fO7eb525jnBLYGTU1j4YmtfJim8H6PKI8A3HmqGOO+NvX8aFur+X/BG9n8/+Ad8jh0Vx0IzWbr+rNo2ltdJF5jbgoHYE9z7Vn22q6hc+LpLG2Ef9m28QEp28h+eAfyrW1U3YsmFnZRXkhODFLJsUjvzg1L2uhrezM6w1LVZLOa6ujpjxrHvQWrsTn0Oag0/xNPeeD21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218.91222222222223], [940.8831176757812, 257.9122222222221], [1487.7864444444444, 257.9122222222221], [1487.7864444444444, 218.91222222222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2338}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 54, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Gambero_Rosso_S.P.A__1041370.pdf"}}, {"type": "Image", "element_id": "12d4db64547d31c9a9ab357bf8e47f12", "text": "\u00b0 Nexia Audirevi Audit & Assurance . siamo giunti ad una conclusione sull'appropriatezza dell'utilizzo da parte degli Amministratori del presupposto della continuit\u00e0 aziendale e, in base agli elementi probativi acquisiti, sull'eventuale esistenza di una incertezza significativa riguardo a eventi o circostanze che possono far sorgere dubbi significativi sulla capacit\u00e0 del Gruppo di continuare ad operare come un'entit\u00e0 in funzionamento. In presenza di un'incertezza significativa, siamo tenuti a richiamare l'attenzione nella relazione di revisione sulla relativa informativa di bilancio ovvero, qualora tale informativa sia inadeguata, a riflettere tale circostanza nella formulazione del nostro giudizio. Le nostre conclusioni sono basate sugli elementi probativi acquisiti fino alla data della presente relazione. Tuttavia, eventi o circostanze successivi possono comportare che il Gruppo cessi di operare come un'entit\u00e0 in funzionamento; . abbiamo valutato la presentazione, la struttura e il contenuto del bilancio consolidato nel suo complesso, inclusa l'informativa, e se il bilancio consolidato rappresenti le operazioni e gli eventi sottostanti in modo da fornire una corretta rappresentazione; . abbiamo acquisito elementi probativi sufficienti e appropriati sulle informazioni finanziarie delle imprese o delle differenti attivit\u00e0 economiche svolte all'interno del Gruppo per esprimere un giudizio sul bilancio consolidato. Siamo responsabili della direzione, della supervisione e dello svolgimento dell\u2019incarico di revisione contabile del Gruppo. Siamo gli unici responsabili del giudizio di revisione sul bilancio consolidato. Abbiamo comunicato ai responsabili delle attivit\u00e0 di governance, identificati ad un livello appropriato come richiesto dagli ISA Italia, tra gli altri aspetti, la portata e la tempistica pianificate per la revisione contabile e i risultati significativi emersi, incluse le eventuali carenze significative nel controllo interno identificate nel corso della revisione contabile. Relazione su altre disposizioni di legge e regolamentari Giudizio ai sensi dell\u2019art. 14, comma 2, lettera e), del D.lgs. 39/2010 Gli Amministratori della Gambero Rosso S.p.A. sono responsabili per la predisposizione della relazione sulla gestione del Gruppo Gambero Rosso al 31 dicembre 2023, inclusa la sua coerenza con il relativo bilancio consolidato e la sua conformit\u00e0 alle norme di legge. Abbiamo svolto le procedure indicate nel principio di revisione (SA Italia) n. 720B al fine di esprimere un giudizio sulla coerenza della relazione sulla gestione con il bilancio consolidato del Gruppo Gambero Rosso al 31 dicembre 2023 e sulla conformit\u00e0 delle stesse alle norme di legge, nonch\u00e9 di rilasciare una dichiarazione su eventuali errori significativi. A nostro giudizio, la relazione sulla gestione \u00e8 coerente con il bilancio consolidato del Gruppo Gambero Rosso al 31 dicembre 2023 ed \u00e8 redatta in conformit\u00e0 alle norme di legge. Con riferimento alla dichiarazione di cui all\u2019art. 14, co. 2, lettera e), del D.lgs. 39/10, rilasciata sulla base delle conoscenze e della comprensione dell\u2019impresa e del relativo contesto acquisite nel corso dell\u2019attivit\u00e0 di revisione, non abbiamo nulla da riportare. 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