{
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            "gc_par": "71",
            "gc_par_F9": "36",
            "gc_par_B9": "35",
            "udate": "2026-05-19 07:13:12",
            "uby": "John Doe"
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        {
            "gc_pkey": "5",
            "gc_name": "Marcilly - Kaleka",
            "gc_holes": "18",
            "gc_par": "55",
            "gc_par_F9": "27",
            "gc_par_B9": "28",
            "udate": "2026-05-29 16:29:57",
            "uby": "John Doe"
        },
        {
            "gc_pkey": "7",
            "gc_name": "Golf du Mont-Dore",
            "gc_holes": "9",
            "gc_par": "34",
            "gc_par_F9": "34",
            "gc_par_B9": "0",
            "udate": "2026-05-19 17:41:17",
            "uby": "John Doe"
        },
        {
            "gc_pkey": "9",
            "gc_name": "Gujan - 9 trous",
            "gc_holes": "9",
            "gc_par": "35",
            "gc_par_F9": "35",
            "gc_par_B9": "0",
            "udate": "2026-05-19 17:42:16",
            "uby": "John Doe"
        },
        {
            "gc_pkey": "10",
            "gc_name": "Gujan - 18 trous",
            "gc_holes": "18",
            "gc_par": "72",
            "gc_par_F9": "36",
            "gc_par_B9": "36",
            "udate": "2026-05-19 17:42:35",
            "uby": "John Doe"
        },
        {
            "gc_pkey": "11",
            "gc_name": "Marcilly - 18 trous",
            "gc_holes": "18",
            "gc_par": "72",
            "gc_par_F9": "36",
            "gc_par_B9": "36",
            "udate": "2026-05-22 10:51:36",
            "uby": "John Doe"
        },
        {
            "gc_pkey": "18",
            "gc_name": "Orléans Limère",
            "gc_holes": "0",
            "gc_par": "0",
            "gc_par_F9": "0",
            "gc_par_B9": "0",
            "udate": "2026-08-01 09:57:54",
            "uby": "John Doe"
        },
        {
            "gc_pkey": "16",
            "gc_name": "Arcachon",
            "gc_holes": "18",
            "gc_par": "72",
            "gc_par_F9": "37",
            "gc_par_B9": "35",
            "udate": "2026-06-30 18:27:10",
            "uby": "John Doe"
        },
        {
            "gc_pkey": "17",
            "gc_name": "Marcilly - Découverte",
            "gc_holes": "18",
            "gc_par": "55",
            "gc_par_F9": "28",
            "gc_par_B9": "27",
            "udate": "2026-07-21 19:20:31",
            "uby": "John Doe"
        }
    ],
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            "score_pkey": "1",
            "score_date": "2025-10-20",
            "score_stroke": "0",
            "score_STBb": "10",
            "score_STBn": "0",
            "score_nbofholes": "18",
            "score_notes": "Ruban rose - Compétion en scramble",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "43",
            "score_weekRange": "20 Oct-26 Oct",
            "udate": "2026-05-18 18:49:13",
            "uby": "John Doe"
        },
        {
            "score_pkey": "2",
            "score_date": "2026-05-20",
            "score_stroke": "0",
            "score_STBb": "1",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "Training session",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "21",
            "score_weekRange": "18 Mai-24 Mai",
            "udate": "2026-05-20 20:12:05",
            "uby": "John Doe"
        },
        {
            "score_pkey": "3",
            "score_date": "2026-05-18",
            "score_stroke": "0",
            "score_STBb": "0",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "Reprise",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "21",
            "score_weekRange": "18 Mai-24 Mai",
            "udate": "2026-05-20 20:12:05",
            "uby": "John Doe"
        },
        {
            "score_pkey": "4",
            "score_date": "2025-12-17",
            "score_stroke": "0",
            "score_STBb": "3",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "avec CF",
            "score_photo_base64": null,
            "fkey_course": "11",
            "score_weekNum": "51",
            "score_weekRange": "15 Déc-21 Déc",
            "udate": "2026-05-22 10:52:51",
            "uby": "John Doe"
        },
        {
            "score_pkey": "5",
            "score_date": "2026-04-23",
            "score_stroke": "84",
            "score_STBb": "7",
            "score_STBn": "0",
            "score_nbofholes": "12",
            "score_notes": "du 1 au 4 et du 10 au 17",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "17",
            "score_weekRange": "20 Avr-26 Avr",
            "udate": "2026-05-26 18:56:03",
            "uby": "John Doe"
        },
        {
            "score_pkey": "6",
            "score_date": "2025-12-15",
            "score_stroke": "0",
            "score_STBb": "3",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "51",
            "score_weekRange": "15 Déc-21 Déc",
            "udate": "2026-05-26 19:02:14",
            "uby": "John Doe"
        },
        {
            "score_pkey": "51",
            "score_date": "2026-06-08",
            "score_stroke": "0",
            "score_STBb": "3",
            "score_STBn": "0",
            "score_nbofholes": "12",
            "score_notes": "Du 1 au 13",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "24",
            "score_weekRange": "8 Juin-14 Juin",
            "udate": "2026-06-08 13:04:00",
            "uby": "John Doe"
        },
        {
            "score_pkey": "22",
            "score_date": "2025-10-01",
            "score_stroke": "0",
            "score_STBb": "0",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "",
            "score_photo_base64": null,
            "fkey_course": "7",
            "score_weekNum": "40",
            "score_weekRange": "29 Sep-5 Oct",
            "udate": "2026-05-26 23:13:35",
            "uby": "John Doe"
        },
        {
            "score_pkey": "23",
            "score_date": "2026-05-29",
            "score_stroke": "0",
            "score_STBb": "1",
            "score_STBn": "0",
            "score_nbofholes": "8",
            "score_notes": "du 5 au 9 et du 10 au 12",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "22",
            "score_weekRange": "25 Mai-31 Mai",
            "udate": "2026-05-29 16:00:24",
            "uby": "John Doe"
        },
        {
            "score_pkey": "27",
            "score_date": "2026-06-01",
            "score_stroke": "0",
            "score_STBb": "5",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "23",
            "score_weekRange": "1 Juin-7 Juin",
            "udate": "2026-06-01 16:26:01",
            "uby": "John Doe"
        },
        {
            "score_pkey": "28",
            "score_date": "2026-06-02",
            "score_stroke": "0",
            "score_STBb": "4",
            "score_STBn": "0",
            "score_nbofholes": "4",
            "score_notes": "Pluie à la fin du 4",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "23",
            "score_weekRange": "1 Juin-7 Juin",
            "udate": "2026-06-02 19:04:01",
            "uby": "John Doe"
        },
        {
            "score_pkey": "29",
            "score_date": "2026-06-05",
            "score_stroke": "0",
            "score_STBb": "1",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "23",
            "score_weekRange": "1 Juin-7 Juin",
            "udate": "2026-06-05 19:25:28",
            "uby": "John Doe"
        },
        {
            "score_pkey": "30",
            "score_date": "2026-01-19",
            "score_stroke": "0",
            "score_STBb": "3",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "4",
            "score_weekRange": "19 Jan-25 Jan",
            "udate": "2026-06-05 20:43:18",
            "uby": "John Doe"
        },
        {
            "score_pkey": "31",
            "score_date": "2026-01-22",
            "score_stroke": "0",
            "score_STBb": "4",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "4",
            "score_weekRange": "19 Jan-25 Jan",
            "udate": "2026-06-05 20:43:51",
            "uby": "John Doe"
        },
        {
            "score_pkey": "32",
            "score_date": "2026-02-09",
            "score_stroke": "0",
            "score_STBb": "4",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "7",
            "score_weekRange": "9 Fév-15 Fév",
            "udate": "2026-06-05 20:44:19",
            "uby": "John Doe"
        },
        {
            "score_pkey": "33",
            "score_date": "2026-02-27",
            "score_stroke": "0",
            "score_STBb": "5",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "9",
            "score_weekRange": "23 Fév-1 Mar",
            "udate": "2026-06-05 20:44:49",
            "uby": "John Doe"
        },
        {
            "score_pkey": "34",
            "score_date": "2026-03-09",
            "score_stroke": "0",
            "score_STBb": "3",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "11",
            "score_weekRange": "9 Mar-15 Mar",
            "udate": "2026-06-05 20:45:17",
            "uby": "John Doe"
        },
        {
            "score_pkey": "35",
            "score_date": "2026-03-15",
            "score_stroke": "0",
            "score_STBb": "1",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "11",
            "score_weekRange": "9 Mar-15 Mar",
            "udate": "2026-06-05 20:46:15",
            "uby": "John Doe"
        },
        {
            "score_pkey": "36",
            "score_date": "2026-04-20",
            "score_stroke": "0",
            "score_STBb": "5",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "17",
            "score_weekRange": "20 Avr-26 Avr",
            "udate": "2026-06-05 20:46:57",
            "uby": "John Doe"
        },
        {
            "score_pkey": "37",
            "score_date": "2025-09-17",
            "score_stroke": "0",
            "score_STBb": "0",
            "score_STBn": "0",
            "score_nbofholes": "6",
            "score_notes": "du 1 au 6 - JP genou bloqué",
            "score_photo_base64": null,
            "fkey_course": "7",
            "score_weekNum": "38",
            "score_weekRange": "15 Sep-21 Sep",
            "udate": "2026-06-05 20:51:22",
            "uby": "John Doe"
        },
        {
            "score_pkey": "38",
            "score_date": "2025-09-19",
            "score_stroke": "0",
            "score_STBb": "0",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "Pas compté",
            "score_photo_base64": null,
            "fkey_course": "7",
            "score_weekNum": "38",
            "score_weekRange": "15 Sep-21 Sep",
            "udate": "2026-06-05 20:52:08",
            "uby": "John Doe"
        },
        {
            "score_pkey": "39",
            "score_date": "2025-09-29",
            "score_stroke": "0",
            "score_STBb": "0",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "Pas compté",
            "score_photo_base64": null,
            "fkey_course": "7",
            "score_weekNum": "40",
            "score_weekRange": "29 Sep-5 Oct",
            "udate": "2026-06-05 20:53:02",
            "uby": "John Doe"
        },
        {
            "score_pkey": "43",
            "score_date": "2026-03-18",
            "score_stroke": "0",
            "score_STBb": "0",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "Pas compté",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "12",
            "score_weekRange": "16 Mar-22 Mar",
            "udate": "2026-06-05 21:01:19",
            "uby": "John Doe"
        },
        {
            "score_pkey": "41",
            "score_date": "2025-10-10",
            "score_stroke": "0",
            "score_STBb": "0",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "Pas compté",
            "score_photo_base64": null,
            "fkey_course": "11",
            "score_weekNum": "41",
            "score_weekRange": "6 Oct-12 Oct",
            "udate": "2026-06-05 20:55:02",
            "uby": "John Doe"
        },
        {
            "score_pkey": "42",
            "score_date": "2025-10-16",
            "score_stroke": "0",
            "score_STBb": "0",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "Pas compté",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "42",
            "score_weekRange": "13 Oct-19 Oct",
            "udate": "2026-06-05 20:55:51",
            "uby": "John Doe"
        },
        {
            "score_pkey": "52",
            "score_date": "2026-06-15",
            "score_stroke": "0",
            "score_STBb": "6",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 1 au 9 (bogey 1, par 2, par 3)",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "25",
            "score_weekRange": "15 Juin-21 Juin",
            "udate": "2026-06-15 12:14:11",
            "uby": "John Doe"
        },
        {
            "score_pkey": "54",
            "score_date": "2026-06-16",
            "score_stroke": "56",
            "score_STBb": "6",
            "score_STBn": "16",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18\n2 pars et 2 bogeys",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "25",
            "score_weekRange": "15 Juin-21 Juin",
            "udate": "2026-06-18 15:08:58",
            "uby": "John Doe"
        },
        {
            "score_pkey": "55",
            "score_date": "2026-06-11",
            "score_stroke": "0",
            "score_STBb": "5",
            "score_STBn": "0",
            "score_nbofholes": "9",
            "score_notes": "du 1 au 9\n1 par et 3 bogeys",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "24",
            "score_weekRange": "8 Juin-14 Juin",
            "udate": "2026-06-18 15:18:24",
            "uby": "John Doe"
        },
        {
            "score_pkey": "56",
            "score_date": "2026-06-19",
            "score_stroke": "55",
            "score_STBb": "4",
            "score_STBn": "16",
            "score_nbofholes": "9",
            "score_notes": "du 1 au 9",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "25",
            "score_weekRange": "15 Juin-21 Juin",
            "udate": "2026-06-19 14:31:37",
            "uby": "John Doe"
        },
        {
            "score_pkey": "57",
            "score_date": "2026-06-22",
            "score_stroke": "48",
            "score_STBb": "7",
            "score_STBn": "20",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18 - aurais pu faire 44!",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "26",
            "score_weekRange": "22 Juin-28 Juin",
            "udate": "2026-06-22 14:58:29",
            "uby": "John Doe"
        },
        {
            "score_pkey": "58",
            "score_date": "2026-06-23",
            "score_stroke": "51",
            "score_STBb": "6",
            "score_STBn": "17",
            "score_nbofholes": "9",
            "score_notes": "du 1 au 9",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "26",
            "score_weekRange": "22 Juin-28 Juin",
            "udate": "2026-06-23 14:32:10",
            "uby": "John Doe"
        },
        {
            "score_pkey": "59",
            "score_date": "2026-06-25",
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            "score_STBb": "6",
            "score_STBn": "19",
            "score_nbofholes": "9",
            "score_notes": "du 1 au 9",
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            "fkey_course": "1",
            "score_weekNum": "26",
            "score_weekRange": "22 Juin-28 Juin",
            "udate": "2026-06-25 17:58:25",
            "uby": "John Doe"
        },
        {
            "score_pkey": "60",
            "score_date": "2026-06-29",
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            "score_STBb": "6",
            "score_STBn": "18",
            "score_nbofholes": "9",
            "score_notes": "du 1 au 9",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "27",
            "score_weekRange": "29 Juin-5 Juil",
            "udate": "2026-06-29 11:26:13",
            "uby": "John Doe"
        },
        {
            "score_pkey": "61",
            "score_date": "2026-07-02",
            "score_stroke": "39",
            "score_STBb": "4",
            "score_STBn": "9",
            "score_nbofholes": "6",
            "score_notes": "du 10 au 14 et 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "27",
            "score_weekRange": "29 Juin-5 Juil",
            "udate": "2026-07-02 19:47:53",
            "uby": "John Doe"
        },
        {
            "score_pkey": "62",
            "score_date": "2026-07-03",
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            "score_STBb": "6",
            "score_STBn": "18",
            "score_nbofholes": "9",
            "score_notes": "du 1 au 9",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "27",
            "score_weekRange": "29 Juin-5 Juil",
            "udate": "2026-07-03 10:13:43",
            "uby": "John Doe"
        },
        {
            "score_pkey": "63",
            "score_date": "2026-07-04",
            "score_stroke": "45",
            "score_STBb": "10",
            "score_STBn": "24",
            "score_nbofholes": "9",
            "score_notes": "du 1 au 9\nBirdie au #7",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "27",
            "score_weekRange": "29 Juin-5 Juil",
            "udate": "2026-07-04 10:03:52",
            "uby": "John Doe"
        },
        {
            "score_pkey": "75",
            "score_date": "2026-07-20",
            "score_stroke": "48",
            "score_STBb": "7",
            "score_STBn": "19",
            "score_nbofholes": "9",
            "score_notes": "du 10 au 18",
            "score_photo_base64": null,
            "fkey_course": "1",
            "score_weekNum": "30",
            "score_weekRange": "20 Juil-26 Juil",
            "udate": "2026-07-20 10:53:27",
            "uby": "John Doe"
        },
        {
            "score_pkey": "76",
            "score_date": "2026-07-22",
            "score_stroke": "50",
            "score_STBb": "5",
            "score_STBn": "19",
            "score_nbofholes": "9",
            "score_notes": "du 1 au 9 - 4 balles avec vincent contre christian et pierre",
            "score_photo_base64": null,
            "fkey_course": "1",
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",
            "fkey_course": "1",
            "score_weekNum": "31",
            "score_weekRange": "27 Juil-2 Aoû",
            "udate": "2026-07-27 15:02:30",
            "uby": "John Doe"
        }
    ]
}